tag:blogger.com,1999:blog-10949016780079606102024-03-14T22:24:20.063-04:00Old North State Politics"To blog, rather than to seem": a public scholarship blog that focuses on North Carolina politics and other random political ramblings regarding the politics of the U.S. South and and the United States. #ncpol #ncga #ncgov jmbitzerhttp://www.blogger.com/profile/12857477626942900815noreply@blogger.comBlogger498125tag:blogger.com,1999:blog-1094901678007960610.post-84456971806001921002024-03-12T11:34:00.011-04:002024-03-13T15:04:40.061-04:00Ballot Roll-Off Was High in the North Carolina Republican Primary: Here's Why it Matters<p> by Christopher Cooper</p><p>We are still clearing out the dust from the 2024 primary election in North Carolina, but two stories have emerged thus far: <a href="https://www.ncsbe.gov/results-data/voter-turnout">voter turnout was down</a> to its lowest level since 2004 and <a href="https://www.oldnorthstatepolitics.com/2024/03/bitzer-nc-2024-primary-election-preview.html">Unaffiliated voters in early voting selected the Republican ballot almost two-thirds of the time</a>--a massive increase for the Republican Party.</p><p>While those stories are clear and backed up by turnout as it is usually calculated, those numbers actually <i>overstate</i> turnout because many people engage in what political scientists call ballot-roll off--the practice of filling out the top of the ticket and skipping over offices farther down. As we will see below, ballot roll-off was high in the 2024 primary election, particularly on the Republican ballot. In a few cases, the number of people who rolled-off exceeded the vote martin between the top two candidates!</p><span><a name='more'></a></span><p></p><h3 style="text-align: left;"> How Does Ballot Roll-Off Work?<br /></h3><p>You may have participated in ballot roll-off yourself (don't be ashamed; it's not a crime). Here's the idea: you get your ballot and immediately cast your vote for President, Governor, Congress, and the like. You know who those candidates are, you have some idea about their policy positions, and you might even know a bit about their background. </p><p>As you move a little farther down the ballot your conclusions might turn into questions. What does the Commissioner of Insurance do again? What's the difference between the auditor and the treasurer? And so on. </p><p>In a general election, if you're like most people, there's an easy solution to this problem--party identification. If you lean more towards the Democratic Party, you cast your vote for the Democratic candidate for Insurance commissioner. If you're a Republican, casting a ballot for Auditor in a general election just means finding the candidate with the R next to their name. </p><p>But what, then, do you do a primary when all of the candidates come from a single party? With no cheat sheet available, you might just skip over that office. That's ballot roll-off. We saw a lot of roll-off in the 2024 election, particularly on the Republican side of the ticket. In a few cases, roll-off was high enough to potentially determine the winner.<br /></p><h3 style="text-align: left;">Ballot Roll-Off in the 2024 Primary by the Numbers <br /></h3><p>Not surprisingly, the election for Governor had the smallest amount of roll-off on the Republican ticket (96 percent of people who cast a vote in the Republican primary for President also cast a for for Governor). Approximately 13 percent of the people who cast a Republican vote for President skipped Lt. Governor and Agriculture. Insurance commissioner saw the next highest roll-off with 17 percent Approximately 18 percent of voters who chose the Republican ballot skipped over Superintendent of Public Instruction and approximately one in every five Republican Presidential voters did not select a candidate for Secretary of State, Auditor or Treasurer. </p><p>Ballot roll-off patterns vary across the state. In one extreme example, more than 35 percent of voters in Tyrell County who selected the Republican ballot did not cast a vote in the primary for Secretary of Labor. That's a lot of roll-off. <br /></p><p>Democratic voters are not immune from ballot roll-off, although they participated in the practice much less than their Republican counterparts. Ballot roll-off in the Democratic Gubernatorial primary was 1% (compare to 4% among Republicans), Lt. Governor was 3 percent (compare to 14%), Attorney General was 3 percent (no comparison group as the Republican LG race was uncontested), Insurance was 7 percent (compare to 18%), Education was 6 percent (compare to 18%), and Treasurer was 7 percent (compare to 19%). </p><p>On average, Republican ballot roll-off was four times greater than Democratic ballot roll-off!</p><p>In five of the nine Republican Council of State races, the ballot roll-off exceeded the margin between the top two vote-getters (or <a href="https://x.com/PeteKaliner/status/1765173894619480121?s=20">voteainers</a>, if you prefer). Stated simply: the people who rolled off in the Republican primaries for Auditor, Labor, Education, Lt. Governor and Treasurer could have decided the election had they leaned towards one candidate or the other and chosen to cast a vote. </p><p>To put those numbers in perspective, the roll-off in the average Republican council of state office in 2024 was four percentage points higher than in 2020 (16 % and 12 %, respectively). Democratic roll-off, on the other hand, was 8 percentage points <i>lower</i> in 2024 than 2020 (4% and 12%, respectively).</p><p>
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<p class="MsoNormal">Ballot Roll-Off in the 2024 and 2020 NC Primaries, by
Party Ballot</p>
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<p align="center" class="MsoNormal" style="text-align: center;"> </p>
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<p align="center" class="MsoNormal" style="text-align: center;">2024</p>
<p align="center" class="MsoNormal" style="text-align: center;">Democratic Ballot</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">2024</p>
<p align="center" class="MsoNormal" style="text-align: center;">Republican</p>
<p align="center" class="MsoNormal" style="text-align: center;">Ballot</p>
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<p align="center" class="MsoNormal" style="text-align: center;">2020</p>
<p align="center" class="MsoNormal" style="text-align: center;">Democratic Ballot</p>
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<p align="center" class="MsoNormal" style="text-align: center;">2020 Republican</p>
<p align="center" class="MsoNormal" style="text-align: center;">Ballot</p>
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<p align="center" class="MsoNormal" style="text-align: center;">Agriculture</p>
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<p align="center" class="MsoNormal" style="text-align: center;">--</p>
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<p align="center" class="MsoNormal" style="text-align: center;">13%</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">12%</p>
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<p align="center" class="MsoNormal" style="text-align: center;">--</p>
</td>
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<p align="center" class="MsoNormal" style="text-align: center;">Attorney General</p>
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<p align="center" class="MsoNormal" style="text-align: center;">3%</p>
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<p align="center" class="MsoNormal" style="text-align: center;">--</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">--</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">9%</p>
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<p align="center" class="MsoNormal" style="text-align: center;">Auditor</p>
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<p align="center" class="MsoNormal" style="text-align: center;">--</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">20%</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">15%</p>
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<p align="center" class="MsoNormal" style="text-align: center;">16%</p>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
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<p align="center" class="MsoNormal" style="text-align: center;">Education</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 83.75pt;" valign="top" width="112">
<p align="center" class="MsoNormal" style="text-align: center;">6%</p>
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<p align="center" class="MsoNormal" style="text-align: center;">18%</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">14%</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">14%</p>
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<p align="center" class="MsoNormal" style="text-align: center;">Governor</p>
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<p align="center" class="MsoNormal" style="text-align: center;">1%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">4%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">3%</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">2%</p>
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<p align="center" class="MsoNormal" style="text-align: center;">Insurance</p>
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<p align="center" class="MsoNormal" style="text-align: center;">7%</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">18%</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">--</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">16%</p>
</td>
</tr>
<tr style="mso-yfti-irow: 8;">
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<p align="center" class="MsoNormal" style="text-align: center;">Labor</p>
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<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 83.75pt;" valign="top" width="112">
<p align="center" class="MsoNormal" style="text-align: center;">--</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">21%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">--</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">15%</p>
</td>
</tr>
<tr style="mso-yfti-irow: 9;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 103.25pt;" valign="top" width="138">
<p align="center" class="MsoNormal" style="text-align: center;">Lt. Governor</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 83.75pt;" valign="top" width="112">
<p align="center" class="MsoNormal" style="text-align: center;">3%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">14%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">13%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">8%</p>
</td>
</tr>
<tr style="mso-yfti-irow: 10;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 103.25pt;" valign="top" width="138">
<p align="center" class="MsoNormal" style="text-align: center;">Secretary of State</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 83.75pt;" valign="top" width="112">
<p align="center" class="MsoNormal" style="text-align: center;">--</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">20%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">--</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">14%</p>
</td>
</tr>
<tr style="mso-yfti-irow: 11;">
<td style="border-top: none; border: 1pt solid windowtext; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 103.25pt;" valign="top" width="138">
<p align="center" class="MsoNormal" style="text-align: center;">Treasurer</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 83.75pt;" valign="top" width="112">
<p align="center" class="MsoNormal" style="text-align: center;">7%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">19%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">14%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-color: currentcolor windowtext windowtext currentcolor; border-left: none; border-right: solid windowtext 1.0pt; border-style: none solid solid none; border-top: none; border-width: medium 1pt 1pt medium; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">--</p>
</td>
</tr>
<tr style="mso-yfti-irow: 12; mso-yfti-lastrow: yes;">
<td style="border-bottom: solid windowtext 1.0pt; border: medium; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 103.25pt;" valign="top" width="138">
<p align="center" class="MsoNormal" style="text-align: center;">Avg. Roll-Off</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: medium; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 83.75pt;" valign="top" width="112">
<p align="center" class="MsoNormal" style="text-align: center;">4%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: medium; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">16%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: medium; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">12%</p>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border: medium; mso-border-bottom-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0in 5.4pt; width: 93.5pt;" valign="top" width="125">
<p align="center" class="MsoNormal" style="text-align: center;">12%</p>
</td>
</tr>
</tbody></table>
<p class="MsoNormal">*Notes: Raw data from NCSBE, then calculated by Chris Cooper. Percentages
are rounded to the nearest whole number. Blogger handles tables oddly. Here's a <a href="https://www.dropbox.com/scl/fi/zfipxlmaotd77utxk6lke/roll-off.pdf?rlkey=gjuv0e27onneuv2q0yunhdbeb&dl=0">cleaner version of the table in .pdf</a>. <br /></p>
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{page:WordSection1;}</style></p><p></p><h3 style="text-align: left;">Why the Partisan Asymmetry?</h3><p>So, roll-off was up. But why? And why was it up in the Republican primary and not the Democratic primary?<br /></p><p>There's no way to know for sure, but my guess is that the answer lies in the first paragraph of this blog entry. Unaffiliated voters in North Carolina can choose whether to participate in the Republican or Democratic primary. In 2024 early voting, they chose the Republican Party two-thirds of the time (we still don't have individual level data from election day, although my guess is that the pattern was similar). Some of these Unaffiliated voters were stalwart Republicans who just happened to be registered Unaffiliated. But some of those Unaffiliated voters were likely drawn to the ballot to vote for (or against) Donald Trump and Mark Robinson, and weren't concerned with the rest of the ballot. And unlike their friends registered with a party, they likely didn't get as many contacts from the candidates about down-ballot elections and may not run in the kinds of partisan circles where people have opinions about auditors, treasurers, labor commissioners, and the like. </p><p>This would also explain why the patterns were so different in 2020. In the 2020 primaries, Unaffiliated voters chose the Democratic, not the Republican primary more often. And in 2020, Democratic and Republican roll-off were about the same. <br /></p><h3 style="text-align: left;">What Does This Mean?<br /></h3><p>Thinking about ballot roll-off in the context of the 2024 election illustrates a couple of points that are, I think, important.</p><p>First, we should be careful before attributing too much intention on the part of primary voters, taken as a whole. Consider the Superintendent of Public Instruction primary where incumbent Catherine Truitt was defeated by challenger Michele Morrow by about 36,000 votes. Morrow's victory is important because she won and will now face Democratic challenger Mo Green in the General Election. Morrow won. And she won fair and square. But, 197,000 people skipped over this office--more than 5 times the difference between the two candidates. A victory, but not exactly a mandate. <br /></p><p>This discussion is also a good reminder that how we measure turnout matters. It is true that 24 percent of registered voters voted for at least one office in the 2024 North Carolina primary elections. But many people did not complete a full ballot. </p><p>For another way to think about turnout, if you add up the number of votes for State Treasurer on the Democratic side and Secretary of Labor on the Republican side, and divide that sum by the number of registered voters in the state, you would conclude that only 20 percent of North Carolina registered voters cast a full ballot. And even that number is a high-end estimate.</p><p>It's a long ballot in North Carolina. And we need to keep that in mind when we're interpreting the will of the people.<br /></p><p>----</p><p>Dr. Christopher Cooper is Madison Distinguished Professor of Political Science and Public Affairs and Director of the Haire Institute for Public Policy at Western Carolina University. He posts to social media at @chriscooperwcu <br /></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-68944580156954507312024-03-05T15:18:00.000-05:002024-03-05T15:18:02.314-05:00Drs. Cooper & Bitzer join "Do Politics Better" Podcast<p>Drs. Chris Cooper and Michael Bitzer join Brian Lewis and Skye David for their "Do Politics Better" podcast to talk early voting trends, races to watch, political party realignment, purity tests, and what surprises could be in store on election night. You can find the link to the podcast here:</p><p><a href="https://podcasts.apple.com/us/podcast/special-primary-election-preview-with-professors/id1557257071?i=1000647455704">https://podcasts.apple.com/us/podcast/special-primary-election-preview-with-professors/id1557257071?i=1000647455704</a></p>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-15108803284964077252024-03-05T14:14:00.003-05:002024-03-05T14:29:02.735-05:00North Carolina Super Tuesday 2024 Primary Watching Guide<p>By Christopher Cooper</p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin-bottom: 0px; margin-top: 0px;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">As I post this (2:05 pm on election day), most North Carolinians have cast their ballots and will soon be turning to watching the results. What follows is a guide to watching those results--a cheat sheet, if you will--for what you can expect, when you can expect it, and which races to pay attention to. This guide isn't really meant for people who speak in #ncpol shorthand, but rather for people who spend most of their lives thinking about things other than politics and want to get up to speed quickly. </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin-bottom: 0px; margin-top: 0px;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin-bottom: 0px; margin-top: 0px;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">With that throat-clearing intro out of the way, here is my (relatively) brief guide to Super Tuesday in North Carolina. </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin-bottom: 0px; margin-top: 0px;"><span></span></p><a name='more'></a><h4 style="margin-bottom: 0px; margin-top: 0px; text-align: left;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b>Who Cares?</b></span></h4><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin-bottom: 0px; margin-top: 0px;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin-bottom: 0px; margin-top: 0px;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">There will be a lot more attention and higher voter turnout in November’s General Election, but for many (including most legislative) elections, the primary is where the action is. The reason is that most districts (whether at the local, state, or federal levels) lean so heavily towards one party or the other that the general election is a foregone conclusion. The action is in the primary.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">In contrast to many other states that separate the Presidential primary from other party primaries, we do it all at once in North Carolina. It’s a long ballot—and it gets more interesting the farther down you get.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b> </b></span></p><h4 style="margin: 0in; text-align: left;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b>What to Expect & When To Expect It</b></span></h4><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><u>The deadlines</u>: The last in person early vote in the North Carolina primary was cast Saturday, March 2. Mail ballots must be received by 7:30 pm tonight. Election day voting began at 6:30 AM and eligible voters who are in line at 7:30 pm will be able to cast a vote. Sometimes unexpected eventualities (power outage, etc.) cause polls to stay open later.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">In the past, early votes would appear on the NC State Board of Elections web site when the polls closed. This was made possible because county boards of elections were permitted to begin tabulating (</span><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b><u>not</u></b></span><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> reporting) early votes beginning at 2:00 PM on election day. </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Earlier this year, a law passed by the NC General Assembly (S 747) changed that; county boards can’t begin tabulating early votes until polls close at 7:30. That means that early voting results won’t be released until later. Want more background? Michael Bitzer and I put some links <a href="https://www.oldnorthstatepolitics.com/2024/02/youre-going-to-wait-longer-for-march-5.html">here</a>.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">So, beginning around 7:30, the results from mail votes through March 4 will be loaded into the state board of elections. That will be a little more than 23K votes spread across all 100 counties.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Then beginning around 8:00 or 8:30 (probably?) results from in person early voting will begin to come in; we expect a little under 700,000 votes from what has been processed through public data files. The timing will vary by the county. </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">After that we’ll begin to get election day ballots. The key thing to remember is any fluctuations in patterns--who’s up/who’s down--are simply because of the (at times random) order the results come in. It’s like watching a baseball game on tape delay—the outcome is already fixed, we are just watching it develop after the fact.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">If you want to follow along, just go here, and adjust the dropdown menus to select this election and any other specifics you want to set: <a class="OWAAutoLink" href="https://er.ncsbe.gov/" id="OWA9d182378-4212-3865-2461-c5b3a08d251b" style="border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">https://er.ncsbe.gov/</a></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><h4 style="margin: 0in; text-align: left;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b>What do We Know Thus Far</b></span></h4><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">There are two big takeaways from patterns in early voting data that we can see thus far (note: we can’t see who people voted for—just who turned out and which ballot they asked for):</span></p><ul style="text-align: left;"><li><span style="font-family: Garamond, serif; font-size: 12pt; font-style: inherit; font-variant-caps: inherit; font-variant-ligatures: inherit; font-weight: inherit;">Turnout appears to be down a little from 2020.</span></li><li><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Just shy of 2/3 of Unaffiliated voters (who can choose either party’s ballot) have chosen the Republican ballot. This is important because it is likely means that at least some of these unaffiliated voters lean left, but are voting for who they perceive as the lesser of evils. It’s like you had a family reunion and your 2<sup>nd</sup> cousins showed up—they’re part of the family….sort of.</span></li></ul><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">We don’t know, of course, whether these are patterns that we are likely to see repeated on election day.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><h4 style="margin: 0in; text-align: left;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b>What to Watch</b></span></h4><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">There are hundreds of interesting primaries spread from Murphy to Manteo. Here are a few I’m watching (note: this is NOT all of the interesting stuff, so please don’t @ me).</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b>Congress</b></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Background: A recent Republican-majority NC Supreme Court decision invalidated North Carolina’s congressional districts (currently 7 Democrats and 7 Republicans) and authorized creation of new districts—10 of which strongly favor the Republican Party, 3 of which strongly favor the Democratic party and 1 of which (NC 1) is a true-toss up. </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">After the new maps were enacted, Democratic incumbents Jeff Jackson (NC-14), Wiley Nickel (NC-13) and Kathy Manning (NC-6) announced that they would not run again. Although his district was still favorable to the Republican Party, Republican incumbent Dan Bishop (NC-8) is not running for re-election and instead is the sole Republican candidate for Attorney General. Republican incumbent Patrick McHenry (NC-10) is also not running for re-election. All together, these changes created 5 open seats.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC 13: 14 (!) Republicans are running to represent NC-13. The key thing to watch isn’t who gets the most votes, but rather whether the top vote-getter garners 30% of the vote plus one vote. If they do, they are the winner of the primary and almost certainly the general election. If not, the second-place finisher has the option to call for a second primary, which will take place in May.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC 6: A fascinating election (maybe the most interesting?) featuring 6 candidates, four of whom are generally considered the front-runners. One of them (Addison McDowell) has the Trump endorsement, another (Bo Hines) has the Club for Growth endorsement, and another (Mark Walker) has previously served in Congress and likely has the highest name recognition. What’s going to happen? Your guess is as good as mine.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC 1: This will likely be the only competitive district in the state in the general election. Republicans Sandy Smith and Laurie Buckhout are trying to unseat first-term U.S. Representative and Democrat Don Davis in the General Election, but they’ve got a messy primary to get through in the meantime.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC 10: Five Republicans have entered the primary to replace Patrick McHenry. The smart money seems to be on Grey Mills (currently in the NC General Assembly) or Pat Harrigan (who previously ran against Jeff Jackson in the 14<sup>th</sup>).</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC 8: Six Republicans are trying to replace Dan Bishop in this heavily Republican seat. John Bradford, Allan Baucum and Mark Harris are generally considered the frontrunners. </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b>General Assembly</b></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b><br /></b></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Similar to the congressional delegation, the vast majority of General Assembly seats lean heavily towards one party or the other. That means that, in all likelihood, it is the primary that will decide who will serve in Raleigh come January 2025 in the vast majority of cases. An incomplete list of key races to watch:</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC Senate District 22 (Democrat): Incumbent Mike Woodard v. challenger Sophia Chitlik. Classic establishment v. upstart match-up.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC House District 60 (Democrat): Cecil Brockman v. James Adams. Brockman is the incumbent with a penchant for voting w/ the Republican party more often than his fellow Democrats would like. Both are well-funded, although at lest some of Brockman’s support comes from the GOP aligned groups</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC House District 27 (Democrat): Michael Wray v. Rodney Pierce. Wray is the incumbent and you can just copy and paste what I wrote for HD 60 above.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC House District 112 (Democrat): When incumbent Tricia Cotham switched from the Democratic to the Republican Party, everyone from her local constituents to the </span><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><i><a href="https://www.nytimes.com/2023/07/30/us/inside-the-party-switch-that-blew-up-north-carolina-politics.html" target="_blank">New York Times</a></i></span><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> took note. There’s a competitive Democratic primary to challenge her in the Fall in this hotly contested Charlotte area primary.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">NC House District 82 (Republican): Kevin Crutchfield v. Brian Echevarria. Crutchfield is the incumbent; Echevarria has support from some prominent Republicans who believe Crutchfield is too moderate.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><h4 style="margin: 0in; text-align: left;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><b>Council of State Contests</b></span></h4><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">North Carolina’s Council of State has ten offices—all elected statewide. All of them are up this year.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Governor (Dem and Republican): Sure Josh Stein and Mark Robinson are the front-runners, but this one may tell us a lot about how deep their support is and how strong each party’s respective coalitions are.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Attorney General (Democrat): Jeff Jackson is generally considered the frontrunner, but Durham County DA Santana DeBerry might make this one more competitive than many (including me) originally thought. Similar to the Governor’s race in a lot of ways.</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Insurance (Dem and Rep): Both sides of the aisle have had some….interesting developments in this race. </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><br /></span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Labor (Republican): a potentially competitive election that will likely come down to Luke Farley (motto: Make Elevators Great Again) or Jon Hardister (currently in the NC General Assembly).</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><br /></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Again—this is just the tip of the iceburg. There are lots of fascinating, critical elections that will be decided tonight. I’ll be trying to keep up with some of this as results come in on Twitter/X at <a href="https://twitter.com/chriscooperwcu" target="_blank">@chriscooperwcu</a>. I know Michael Bitzer will as well at <a href="https://twitter.com/BowTiePolitics" target="_blank">@bowtiepolitics</a>. </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> </span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">I’m also sure we’ll both likely have some post-election thoughts later this week. Once we sleep.</span></p><p></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"> ---</span></p><p style="font-family: "Segoe UI Web (West European)", "Segoe UI", -apple-system, "system-ui", Roboto, "Helvetica Neue", sans-serif; margin: 0in;"><span style="border: 0px; font-family: Garamond, serif; font-feature-settings: inherit; font-kerning: inherit; font-optical-sizing: inherit; font-size: 12pt; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-variation-settings: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Christopher Cooper is Madison Distinguished Professor of Political Science and Public Affairs and Director of the Haire Institute for Public Policy at Western Carolina University.</span></p><div class="separator" style="clear: both; text-align: center;"><br /></div><p><br /><br /></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-54964884694988400522024-03-04T11:12:00.001-05:002024-03-04T11:12:30.224-05:00What We Know about NC's Early Primary Votes and What We Might Expect for Tuesday's March 5 Election Day<p>By Michael Bitzer</p><p>With North Carolina's in person early voting now concluded, and the trickle of mail in ballots yet to come along with Election Day ballots, we can look back and see what the dynamics of early voting has to say about who, and which party, are showing up with banking primary election ballots.</p><p>Just under 700,000 early ballots have been accepted as of Monday, March 4 for all party primaries, with the division breaking heavily to the Republican Party primary side--not surprising because of the slightly contested presidential campaign between former president Donald Trump and former South Carolina governor Nikki Haley, the last standing major GOP candidate against the former two-time party nominee.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5PACE9dfocSAKqAHbdmwOJCK5G_xJ020Xo7dA59wix371GmacmmBRtuKj-6YNeXwzqlj0s1fge_LaBXLldKtDlIrM0yeJVr6rt3Cw7KiQuYFxRPviE7Xz_DKfEkv2NmULX7nL9ye49OX0JP2waZwtYA4NJQLXmnXz6S-ZykgI0zGHYchCRaXPAamhOOVw/s3135/3-3-24%20Mail%20In%20vs%20In%20Person%20by%20Party%20Primaries.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2282" data-original-width="3135" height="466" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5PACE9dfocSAKqAHbdmwOJCK5G_xJ020Xo7dA59wix371GmacmmBRtuKj-6YNeXwzqlj0s1fge_LaBXLldKtDlIrM0yeJVr6rt3Cw7KiQuYFxRPviE7Xz_DKfEkv2NmULX7nL9ye49OX0JP2waZwtYA4NJQLXmnXz6S-ZykgI0zGHYchCRaXPAamhOOVw/w640-h466/3-3-24%20Mail%20In%20vs%20In%20Person%20by%20Party%20Primaries.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Data from NCSBE compiled by author</td></tr></tbody></table><br /><p><span></span></p><a name='more'></a>As usual, the in person early ballots are the overwhelming majority of early votes cast, with 54 percent coming in the Republican Party primary, with more Democratic Party primary voters using mail in voting. <p></p><p>In comparing 2024's early votes to 2020's vote methods, Republican Party primary early ballots have increased nearly 100K over the same vote method from four years ago, again not surprising as the then incumbent president was not challenged. This year, we see a similar dynamic on the Democratic side as the Republicans had four years ago, with over 203K fewer early in person ballots cast this year compared to 2020. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEicOzuy7hexku-m-L6R37Uqa8exJqv-B9JkVt_tl4DPK3Whvc38BtX6LgV643duqeG6vT_umg0OFFTg4SoDpNCxPf5cpIjCW68jdBOcaqe7KpacGb3qf-MOhNeBJmyTxtEPT9gVZ8sXA2YTR8hJYHx_lQrS5oExvf9n8S4zrioDs7au5Y65R3xDq-zkr-7-" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEicOzuy7hexku-m-L6R37Uqa8exJqv-B9JkVt_tl4DPK3Whvc38BtX6LgV643duqeG6vT_umg0OFFTg4SoDpNCxPf5cpIjCW68jdBOcaqe7KpacGb3qf-MOhNeBJmyTxtEPT9gVZ8sXA2YTR8hJYHx_lQrS5oExvf9n8S4zrioDs7au5Y65R3xDq-zkr-7-=w640-h464" width="640" /></a></div><p><br /></p>For Tuesday's voting, it is likely we will see more Republican Party ballots cast, but the question will be will we hit nearly half-a-million as we did four years ago. <br /><p></p><p>Where this year's action appears to be is among the several open-seat primary contests for U.S. House districts, yet the largest percentage of ballots being cast in the 11th Congressional District, where first-term incumbent Republican congressman Chuck Edwards is being challenged within his party. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiSX8MibnNPnBvFv163nLYm7NsdsuN0RP5cWDAn0xHSASWu9sBDSU1kTxgZR_TxMeX0KLzwvmdaALJRwRSvE0fxzOS1IjWf6YgIU1WUlnhpp3auQsOlHc6ff23IDsQKsjI2fE48LCqscHaGwrQy4du9bq4cy2mtZk9ZGDeeWFXWmqnhU-h1-UugNUY31sIQ" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2277" data-original-width="3135" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEiSX8MibnNPnBvFv163nLYm7NsdsuN0RP5cWDAn0xHSASWu9sBDSU1kTxgZR_TxMeX0KLzwvmdaALJRwRSvE0fxzOS1IjWf6YgIU1WUlnhpp3auQsOlHc6ff23IDsQKsjI2fE48LCqscHaGwrQy4du9bq4cy2mtZk9ZGDeeWFXWmqnhU-h1-UugNUY31sIQ=w640-h464" width="640" /></a></div><br />The second largest percentage is from the 4th Congressional District, with Democratic incumbent Valerie Foushee. <p></p><p>In breaking down demographic dynamics within the party primaries and their early ballots cast, some unique trends have emerged. For example, among gender and the selection of party primary ballots, women make up 54 percent of the total ballots cast, and have slightly favored the Democratic Party primary over the GOP primary.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhSNTfvgDgGcRCJd3H9m905uL8n9__N5e8UDm8l4_Nvs9M-KhG7Xwqrc9oypOKiGeQO5b_6UfPIYTY5qBko_rJqhv-PRAx30EzVN7sIX5fXk_u_z0BhkXntrTK2FcCW14MAZzkMJZY7eIbHNcz5R_Cddd_Bvelr26EDfpypLMaTRdlK5-gJL1x6BpMVCcTO" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEhSNTfvgDgGcRCJd3H9m905uL8n9__N5e8UDm8l4_Nvs9M-KhG7Xwqrc9oypOKiGeQO5b_6UfPIYTY5qBko_rJqhv-PRAx30EzVN7sIX5fXk_u_z0BhkXntrTK2FcCW14MAZzkMJZY7eIbHNcz5R_Cddd_Bvelr26EDfpypLMaTRdlK5-gJL1x6BpMVCcTO=w640-h464" width="640" /></a></div><br />Men, however, have overwhelming gone to the Republican Party primary ballot, by a 60-40 split. <p></p><p>When it comes to race-ethnicity of early voters, it's not surprising that there's also a racial divide when selecting party primary ballots among North Carolina voters as well.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjKkvB7M9M4Ekvksbvn_Td_bb8NTt3kzxeVb4mhAudp8JgRyFxWl0DS9hEtWehulqpUa8BH6utkbNHrUpVezGoP0xKEiWLb22xJ0v9h0sI59ivUM5LboXLz4RQNIvESz698chLwJtFQKQNV6cZqPW0CgTCysoYVfJIxebcvjX2q186urwnc22Vl1boIRf7x" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEjKkvB7M9M4Ekvksbvn_Td_bb8NTt3kzxeVb4mhAudp8JgRyFxWl0DS9hEtWehulqpUa8BH6utkbNHrUpVezGoP0xKEiWLb22xJ0v9h0sI59ivUM5LboXLz4RQNIvESz698chLwJtFQKQNV6cZqPW0CgTCysoYVfJIxebcvjX2q186urwnc22Vl1boIRf7x=w640-h464" width="640" /></a></div><br />White non-Hispanic voters have overwhelmingly picked the Republican Party ballot, while Black/African American voters are solidly picking the Democratic Party ballot. Thus, we see what the racial-ethnic coalitions of party primary voters are like, in taking the party primaries and seeing the racial-ethnic composition within both. <p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjyOcVkretKPVde5S2UwVmz3FF_zVPzAnVs94nXIbljiNN04xGot3ui315sFWKnvCa131N-ykkBuUZ8e8Myx5eVlFOwTbWD0oqLi8Kzdw9hfEnsTyODTBubQ_hdrrZJmTTZRBZCs1ytSK3I8IkMjVlmE07-2irA-E-dMoGGX0ejY4oxKOehQWSmKrQ71P6t" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEjyOcVkretKPVde5S2UwVmz3FF_zVPzAnVs94nXIbljiNN04xGot3ui315sFWKnvCa131N-ykkBuUZ8e8Myx5eVlFOwTbWD0oqLi8Kzdw9hfEnsTyODTBubQ_hdrrZJmTTZRBZCs1ytSK3I8IkMjVlmE07-2irA-E-dMoGGX0ejY4oxKOehQWSmKrQ71P6t=w640-h464" width="640" /></a></div><br /><p style="text-align: left;">The Democratic Party primary coalition is 53 percent White to 39 percent Black/African American, which is more White than their voter registration race-ethnic composition of 40 percent White and 46 percent Black. The Republican Party primary almost mirrors exactly their race-ethnic composition, being overwhelming White (within the Republican voter registration data, registered GOP voters are 88 percent White). </p><p style="text-align: left;">When it comes to generations, early voters have skewed heavily older: the mean age is nearly 64 years old, well in the Boomer generation.</p><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnyVU0Yq6L3_BXWRGiwUd8ZuXSrzGKpiuMOmUt8buAQ-gL9Tdx4T-1QMnYN8I8nPWEvegoCTn8_-widDX2G79Y9nPdo_SJ9Qry9NaESsjbI4D-7Nv-6om7AZO9Bbw2fEE7EwqOSF_RS9mwh7Dk6WVD2ZzbD9XNUXcq0YS0FDeX1cigiT2ggf83QEV5RrFP/s811/Screenshot%202024-03-04%20at%208.38.22%E2%80%AFAM.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="520" data-original-width="811" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnyVU0Yq6L3_BXWRGiwUd8ZuXSrzGKpiuMOmUt8buAQ-gL9Tdx4T-1QMnYN8I8nPWEvegoCTn8_-widDX2G79Y9nPdo_SJ9Qry9NaESsjbI4D-7Nv-6om7AZO9Bbw2fEE7EwqOSF_RS9mwh7Dk6WVD2ZzbD9XNUXcq0YS0FDeX1cigiT2ggf83QEV5RrFP/w640-h410/Screenshot%202024-03-04%20at%208.38.22%E2%80%AFAM.png" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div>There's no real difference between the two major parties either when it comes to mean age, with Democratic primary voters being 63 years old and Republican primary voters being 64. <p></p><p style="text-align: left;">However, there is a rather interesting generational cohort dynamic at play in the early ballots.</p><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEi-6SyqOxno6QSG95Cm0rK6RB1Dyxrl4c4LWhm_cUyv5knR7U2IsUHAxg1GpUcSiR3ozNA4pBai6MHHQfjRujS_wETIkq5K6J7qQbpHkr7-KjSeOUZ8MJTBDo_6E7CS0-v9lWeQileWc1WByogiVTiVxOLCLU3MXKvIOHcBnHdN7uhxh-CLtf0_AuaQjJvm" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEi-6SyqOxno6QSG95Cm0rK6RB1Dyxrl4c4LWhm_cUyv5knR7U2IsUHAxg1GpUcSiR3ozNA4pBai6MHHQfjRujS_wETIkq5K6J7qQbpHkr7-KjSeOUZ8MJTBDo_6E7CS0-v9lWeQileWc1WByogiVTiVxOLCLU3MXKvIOHcBnHdN7uhxh-CLtf0_AuaQjJvm=w640-h464" width="640" /></a></div></div></div><p style="text-align: left;">Among voters 45 years old or younger, they went against the state-wide trend and picked the Democratic Party primary ballot over the GOP ballot. More analysis will be needed to see if this trend holds with Election Day ballots within the generations, but this is something that may align with the Democratic advantage that Millennials and Generation Z voters are showing in national data.</p><p style="text-align: left;">Two other factors that I'm pretty interested in tracking once the dust settles on this primary election and we get the final voter history data (probably at the beginning of April): where voters are casting their respective ballots from in terms of the 'regions' of the state, and especially where each party's ballots are coming from in terms of precinct partisanship. First, the 'regionalism' aspect to this year's early ballots in the party primaries.</p><p style="text-align: left;">The general trend in North Carolina politics is that the central cities (the Charlottes, Raleighs, etc.) are Democratic dominated, with the surrounding suburban counties to those urban counties (the Unions, Gastons, Johnstons) represent the most Republican region of the state, beyond that of rural counties (which are a close second in terms of Republican dominance). </p><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjSgDczCtGFBo5Ra_UP5WSuBLdTEAY7qXT2QFQlpMvP05EJSTP3_NGfgYk6dIwvQ6k6VWUfXdDF-ld2eiHBbhNX__z-9Fs41V-d3PW6nXDUkW4Eg31Y1YcgoqUN5U-DyNQRI1KR6VdGa1iG1Ttld1I9IkNJmps2Q3JynsyqZynF5H7FJ7KzJLVJOaTLkIxs" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEjSgDczCtGFBo5Ra_UP5WSuBLdTEAY7qXT2QFQlpMvP05EJSTP3_NGfgYk6dIwvQ6k6VWUfXdDF-ld2eiHBbhNX__z-9Fs41V-d3PW6nXDUkW4Eg31Y1YcgoqUN5U-DyNQRI1KR6VdGa1iG1Ttld1I9IkNJmps2Q3JynsyqZynF5H7FJ7KzJLVJOaTLkIxs=w640-h464" width="640" /></a></div><br />Using the designation of central cities, urban suburbs (those precincts inside the urban county but outside the central city limits), surrounding suburban counties, and rural counties, I could match about 94 percent of all ballots that have been accepted into one of these four categories. <p></p><p style="text-align: left;">First, the fact that among all accepted early ballots cast, both the central city and surrounding suburban county precincts are evenly matched tells me that the dynamics of these two regions will be critical to see how the primaries play out. Again, we'll need to await the Election Day ballots and the full voter history data to make this comparison.</p><p style="text-align: left;">Among Democratic Party primary ballots, the central city precincts are dominating as expected, as are the surrounding suburban county precincts on the Republican side. This seems to indicate that both parties' bases are showing up in this primary election. Again, it's a wait-and-see the final tally on this dynamic when the full voter history data is available for study.</p><p style="text-align: left;">The other factor that I'll be watching is in terms of the partisanship of the precincts where the primary ballots are coming from. By "precinct partisanship," what I mean is how a North Carolina precinct voted for the combined U.S. president, U.S. Senate, and NC governor elections in 2020, followed by categorizing the two-party into the following categories: </p><p style="text-align: left;"></p><ul style="text-align: left;"><li>a precinct voting at 60 percent or greater for one party over the other (a strong partisan precinct); </li><li>a precinct voting 55-59 percent for one party (a likely party-precinct); and, </li><li>those precincts that voted between 50-54 percent for one party (a competitive precinct). </li></ul>Each of North Carolina's 2,600 plus precincts can then be assigned to one of six categories, represented in the below chart.<p></p><p style="text-align: left;">In terms of the early ballots accepted, both parties are seeing their early ballots come from their 'strong partisan' precincts:</p><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgnlJY6EXGF9fuBRUkqm9B_BJ7Q3hjCN-K8DKm9lFOOriACrbeunE37ycGImdjxK8-EJgYyocMS4W6Rj285PaUj7HuVa9HpjXVjU_G6ymAnd4y6eH2-t-ghy8l_5XrKnLmCYVh9U6CVXgOtsUgTQe-0YzXcLLT-uIwqTvXJa9Lv_7eMVDc6PLmS2nCPeDVs" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2277" data-original-width="3135" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEgnlJY6EXGF9fuBRUkqm9B_BJ7Q3hjCN-K8DKm9lFOOriACrbeunE37ycGImdjxK8-EJgYyocMS4W6Rj285PaUj7HuVa9HpjXVjU_G6ymAnd4y6eH2-t-ghy8l_5XrKnLmCYVh9U6CVXgOtsUgTQe-0YzXcLLT-uIwqTvXJa9Lv_7eMVDc6PLmS2nCPeDVs=w640-h464" width="640" /></a></div><br />For the Democratic Party primary, 47 percent of their early ballots accepted are from Strong Democratic Precincts (those that voted 60 percent or greater in 2020's Big Three elections). On the Republican primary side, a majority--51 percent--of their early ballots are coming from Strong Republican Precincts. <p></p><p style="text-align: left;">In both party primaries, only 17 percent of the early ballots for each primary are coming from 'competitive' precincts. </p><p style="text-align: left;">So, what could all of this mean for Tuesday's primary election?</p><p style="text-align: left;">First, we should think about what the potential turn-out rate would be for Election Day. We have the past four primaries and the turn-out rates:</p><p style="text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEiRAU-ysTaE5qLtoUO9v-wTfuI4hMSxxeVwiUixwRH1E9UO8tWHaHaOKXTm-6wXqG-cZ4-Dj1CyJsD7_NVezu9-xxJekcjCdMxfopq1Opcuxg02YhUH9-4wW_KRt3CqN1cS36mIEy7dxYXP8mEuVqM7ljR-gDDOvoa9E49dE2x6j77M6R-5k6HdbhWzcNkk" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEiRAU-ysTaE5qLtoUO9v-wTfuI4hMSxxeVwiUixwRH1E9UO8tWHaHaOKXTm-6wXqG-cZ4-Dj1CyJsD7_NVezu9-xxJekcjCdMxfopq1Opcuxg02YhUH9-4wW_KRt3CqN1cS36mIEy7dxYXP8mEuVqM7ljR-gDDOvoa9E49dE2x6j77M6R-5k6HdbhWzcNkk=w640-h464" width="640" /></a></div><br />Now, a few caveats: 2018's primary was in the "blue moon" election cycle, with <u style="font-weight: bold;">no major state-wide contest</u> on the ballot (such as U.S. Senate). Thus, 14 percent turnout was not unheard of. In the past two presidential primaries, 2016 was the most competitive, due to <u>both</u> the Democrats and Republicans having contested presidential nomination battles. In 2020, it was just the Democrats with a contest presidential primary. In 2022, there was a contested Republican primary for U.S. Senate. <p></p><p style="text-align: left;">So, based on the above figures, I would probably say a safe bet for this year's primary (with only the Republican side having a 'somewhat' contested presidential nomination contest) would be in the neighborhood of 25 to 30 percent turnout. If we hit 30 percent or above, I'd say that's a good turnout rate, but would not expect it to go beyond 35 percent. </p><p style="text-align: left;">One other data-point that we can look to the past is based on vote methods. As noted in the introduction to this post, in 2020, the bulk of primary ballots for both parties came on election day, but both parties were moving more towards 'banking their ballots' in primary elections with early in person ballots, as I explained in this previous <a href="https://www.oldnorthstatepolitics.com/2024/02/nc-primary-vote-method-trends.html" target="_blank">blog post</a>. </p><p style="text-align: left;"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh-EIfqXdWeRIqaJcDXR3xyHBK4z7emmKE_Aos_bLIS5kiYCpPNDew7Hu6CZW4k346IPHleL0wPlEm4xsS96g4OJq_vUPA-XHfYCywxWhfEBgvGFgQd2dOLj0bCloI4rUaiTBPZX1jqcEDgQMxuXASvatZPiupoBP0uVrrGc340ieVpB7KGjVpLTVrVYQFC" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEh-EIfqXdWeRIqaJcDXR3xyHBK4z7emmKE_Aos_bLIS5kiYCpPNDew7Hu6CZW4k346IPHleL0wPlEm4xsS96g4OJq_vUPA-XHfYCywxWhfEBgvGFgQd2dOLj0bCloI4rUaiTBPZX1jqcEDgQMxuXASvatZPiupoBP0uVrrGc340ieVpB7KGjVpLTVrVYQFC=w640-h464" width="640" /></a></div><br /><p></p><p style="text-align: left;">With Republicans casting about 100,000 more early ballots than they did four years ago, and Democrats dropping by 203,000 early ballots, we may see Election Day give a plurality, or even a majority, of both party's ballots cast. But again, we'll have to wait and see.</p><p style="text-align: left;">One thing we know for sure: once the polls close on Tuesday for NC's primary election, it's a safe bet that on both sides of the political aisle, one thing is for sure: let November's general election get start in earnest in the Old North State.</p><p style="text-align: left;">--------------------</p><p style="text-align: left;">Dr. Michael Bitzer holds the Leonard Chair of Political Science at Catawba College, where he serves as a professor of politics and history. He is on various social media platforms @BowTiePolitics. </p>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-7783911583271246122024-02-27T10:45:00.001-05:002024-03-01T10:00:18.933-05:00You’re going to wait longer for March 5 election results, North Carolina <p>You're going to wait longer for March 5 election results in North Carolina.</p><p>The reason is buried in section 29, page 18 of Senate bill 747. It reads as follows:</p><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjs2C5SvmIA6VoGylWqdLYRGV9FhaBp9bxPXjzDEOSY7UFx3LBEGFGYVWWQ871P_0U4Ah5HoHmIOlaOtG2kRC3EvlMUQDqtWISUyywDkvCGN23QMzlnJ1fxX3V5Ph1JzvS25Ctt0XJFRxPTXRmi8tGPrb59b9TgNl1i1CQmYhd7YXnhdaCtytqFFcB7ifU" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="568" data-original-width="1816" height="125" src="https://blogger.googleusercontent.com/img/a/AVvXsEjs2C5SvmIA6VoGylWqdLYRGV9FhaBp9bxPXjzDEOSY7UFx3LBEGFGYVWWQ871P_0U4Ah5HoHmIOlaOtG2kRC3EvlMUQDqtWISUyywDkvCGN23QMzlnJ1fxX3V5Ph1JzvS25Ctt0XJFRxPTXRmi8tGPrb59b9TgNl1i1CQmYhd7YXnhdaCtytqFFcB7ifU=w400-h125" width="400" /></a></div><br />Clear as mud, right?<p></p><p>Chris Cooper and Michael Bitzer reflected on what this new legislation might mean in practice in a short piece in the <a href="https://www.newsobserver.com/opinion/article285856706.html">News and Observer</a>/<a href="https://www.charlotteobserver.com/opinion/article285856706.html">Charlotte Observer</a>.</p><p></p><div class="separator" style="clear: both; text-align: center;"><br /></div>News and Observer Link: https://www.newsobserver.com/opinion/article285856706.html <p></p><p>Charlotte Observer Link: https://www.charlotteobserver.com/opinion/article285856706.html </p><p>The NC State Board of Elections put out a more detailed release on the same issue: https://www.ncsbe.gov/news/press-releases/2024/02/27/some-election-results-will-be-reported-later-usual-due-state-law-changes </p><p>Andy Jackson from the John Locke Foundation also weighed in on the issue:</p><p>https://www.johnlocke.org/election-data-will-come-later-but-we-will-still-know-results-on-election-night/</p><p><br /></p><p><br /></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-90106208857626288332024-02-19T08:02:00.002-05:002024-02-19T08:02:37.659-05:00Past Trends in NC's Primary Elections & Voting Methods: More Primary Voters Moving to Early Voting<p>By Michael Bitzer</p><p>With North Carolina's start to early in-person voting (what has traditionally been referred to as "Absentee OneStop" since voters could both register to vote and cast their ballot in a one-stop process), past trends might give us a sense of what we could expect over the next few weeks leading up to the March 5th primary election day.</p><p>In calculating the below charts for the 2016, 2020, and 2022 primary elections, I relied on the NC State Board of Elections "voter history" data files that keeps a record of the vote method and party primary that voters cast their ballots in. </p><p>In pulling this information together, I decided against using 2018's primary election, as it was a 'blue-moon' election cycle with no major state-wide contest on the ballot (no presidential contest, for example, nor a U.S. Senate contest). With this year's presidential primary contest, I'm looking at the past two presidential primaries and the most recent mid-term U.S. Senate primary election (2022). </p><span><a name='more'></a></span><p>In terms of the overall primary election, North Carolina voters are of a different mind when it comes to primary elections than when they cast ballots in the November general election. In general, most of the 2016, 2020, and 2022 primary ballots came on primary election day. However, a noticeable trend is very obvious in the data since 2016.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3r8VzW0FRbrgftoU-dT4po0d-fnyK3__-pFwIHPkkJan-cIUOv8iYqieBVJNNvS_BwU8ukk3D5lLdGxNhhUzgj523i_8skgaqjjxCe77ig-eNvu9pXcsH2zrC54jF9jJgSRce3ZEdpG1eQuZqU2wm-wnzRUFNSk89FJHtp6_kih5Zq2F791hi8AiOR-ID/s3144/Overall%20NC%20Primaries%20Vote%20Methods%202016%202020%202022.png" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="2282" data-original-width="3144" height="465" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3r8VzW0FRbrgftoU-dT4po0d-fnyK3__-pFwIHPkkJan-cIUOv8iYqieBVJNNvS_BwU8ukk3D5lLdGxNhhUzgj523i_8skgaqjjxCe77ig-eNvu9pXcsH2zrC54jF9jJgSRce3ZEdpG1eQuZqU2wm-wnzRUFNSk89FJHtp6_kih5Zq2F791hi8AiOR-ID/w640-h465/Overall%20NC%20Primaries%20Vote%20Methods%202016%202020%202022.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Data compiled by author from the NC State Board of Elections' Voter History Data Files.</td></tr></tbody></table><p></p><p style="clear: both; text-align: left;">In 2016's primary election, over two-thirds of the total primary ballots were cast on that election day, but by 2022, that same percentage had fallen to below 60 percent. </p><p style="clear: both; text-align: left;">The major shift is among voters using Absentee OneStop (or in-person early voting) that typically spans slightly more than two weeks, ending on the Saturday just before the Election Day. That percentage of ballots cast has increased from just below thirty percent to now almost forty percent. </p><p style="clear: both; text-align: left;">But is there any difference between the two political parties and their primary voters casting ballots? </p><p style="clear: both; text-align: left;">The next chart shows the vote methods used in the Democratic Party primaries for the same three years. </p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMl5xsntx91GwT0NjFoMdHarpRu9oEooPZ_3_kS85LrHiN1reOSiC2Toon0XFoxvhEVAjkPnIEFWDc2YbrMsdr-fAciX7XM3t6CmqTspP3qGGLs2WhbdmlZpYaTw0e7i74X-Lb65oEL1ergGkoA9oUlmQ2SpbjtYMClvUlJ-M5inwE1GeeimXV6aypiISh/s3144/%20NC%20Democratic%20Primaries%20Vote%20Methods%202016%202020%202022.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMl5xsntx91GwT0NjFoMdHarpRu9oEooPZ_3_kS85LrHiN1reOSiC2Toon0XFoxvhEVAjkPnIEFWDc2YbrMsdr-fAciX7XM3t6CmqTspP3qGGLs2WhbdmlZpYaTw0e7i74X-Lb65oEL1ergGkoA9oUlmQ2SpbjtYMClvUlJ-M5inwE1GeeimXV6aypiISh/w640-h464/%20NC%20Democratic%20Primaries%20Vote%20Methods%202016%202020%202022.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td class="tr-caption" style="text-align: center;">Data compiled by author from the NC State Board of Elections' Voter History Data Files.</td></tr></tbody></table><p style="text-align: left;"></p></td></tr></tbody></table><br /><div>For Democratic Party primary voters, they have been more willing than the state averages to use early in-person voting, from one-third in 2016 to 44 percent in 2022. Correspondingly, the number of votes cast on primary election day has dropped, with a slight majority being cast on election day in 2022. This year could be the potential tipping point of a majority of votes being 'banked' before election day arrives for Democrats. </div><p style="text-align: left;">This Democratic propensity of casting early votes mirrors their November general election vote methods, as most Democrats have come to casting their ballots early before the election day.</p><p style="text-align: left;">For Republicans, they have been more of a "wait and cast" type of voter, with the over 70 percent of 2016's primary ballots coming on Election Day. But again, like the state dynamics indicate, GOP primary voters are utilizing early voting more and more since 2016. </p><div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6DhuorjDDQeAE6t2w7CR4Il_qdpZuXhafRnj9Mba2-iH-eNJ9g8d0hA6tR8-_5hcYP2SpubzfDTWvcgJJgKtYxnf6TFXauwc0UYcc6piGeGKSkIBF-wHRBz3irvMtEJvxdHm3LO_8sDcNxLDRe_JCO5qGEZotrItob1F6Ze4OYGdOC9RQR0H7I9N56omt/s3144/%20NC%20Republican%20Primaries%20Vote%20Methods%202016%202020%202022.png" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6DhuorjDDQeAE6t2w7CR4Il_qdpZuXhafRnj9Mba2-iH-eNJ9g8d0hA6tR8-_5hcYP2SpubzfDTWvcgJJgKtYxnf6TFXauwc0UYcc6piGeGKSkIBF-wHRBz3irvMtEJvxdHm3LO_8sDcNxLDRe_JCO5qGEZotrItob1F6Ze4OYGdOC9RQR0H7I9N56omt/w640-h464/%20NC%20Republican%20Primaries%20Vote%20Methods%202016%202020%202022.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td class="tr-caption" style="text-align: center;">Data compiled by author from the NC State Board of Elections' Voter History Data Files.</td></tr></tbody></table><p style="text-align: left;"></p></td></tr></tbody></table><br /><p></p><p>In 2020 and again in 2022, a third to slight over a third of GOP primary voters have cast their ballots before the primary's official election day. As my colleague <a href="https://www.oldnorthstatepolitics.com/2024/02/five-questions-as-we-enter-official.html" target="_blank">Chris Cooper noted in his most recent blog post,</a> with a <a href="https://x.com/AM_NCarolina/status/1758243546866372909?s=20" target="_blank">conservative group publicly advocating</a> for Republican primary voters to 'bank their ballots early,' it will be interesting to watch how many Republicans shift their voting habits to cast an early in-person ballot. </p><p>Voter habits tend to be consistent, but perhaps the convenience of early voting lures folks more and more to that vote method, thereby spreading out the administrative costs for both other voters (shorter lines on Election Day, if they wait) and for election administrators in the counting process. </p><p>I'll be able to track who is making the various shifts in voting method habits once the dust clears on the March 5 primary and when the counties upload their new voter history data records for this primary, but two questions will be worth considering: </p><p></p><ul style="text-align: left;"><li>do Democrats cross the threshold of casting a plurality (or even a majority) of their primary votes early, and,</li><li>do Republicans continue to adopt early voting as a growing portion of their primary ballots cast?</li></ul><p></p><p>-------------------</p><p>Dr. Michael Bitzer holds the Leonard Chair of Political Science and is a professor of politics and history at Catawba College. The author of <a href="https://link.springer.com/book/10.1007/978-3-030-80747-4" target="_blank"><i>Redistricting and Gerrymandering in North Carolina: Battle Lines in the Tar Heel State</i>,</a> you can usually find him on a variety of social media platforms at @bowtiepolitics. </p></div>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-71686229113728556262024-02-16T08:49:00.003-05:002024-02-16T08:52:58.661-05:00Five Questions As We Enter the Official Election Season in NC<p>by Christopher Cooper</p><p>
</p><p class="MsoNormal"><span style="font-family: "Garamond",serif;">Pitchers and catchers are <a href="https://www.sportingnews.com/us/mlb/news/mlb-spring-training-2024-dates-schedules-locations-teams/0f4ae6325884b3df33495714">reporting</a> to Spring Training, a few flowers are peeking out to take a look around, and roadways across North Carolina are increasingly littered with political signs. </span><span style="font-family: "Garamond",serif;">Spring is coming and the t</span><span style="font-family: Garamond, serif;">he 2024 election is here. </span></p><p class="MsoNormal"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal"><span style="font-family: Garamond, serif;">Although ballots have been accepted in North Carolina since January 21, the election shifted into a different gear yesterday--the first day of in person early voting. As a result, it seems like as good a time as any to take a look towards the 2024 election and identify a few questions that observers of North Carolina politics should be watching. <br /></span></p><p class="MsoNormal"><span></span><span></span></p><a name='more'></a><span style="font-family: Garamond, serif;"><br /></span><p></p><p class="MsoNormal"><span style="font-family: Garamond, serif;"></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjQleXQHaruu7Cwcd7eJEd-DBDqjnEgaM_xK6fYqEKSVfynkV5j70hWWrXOxe7f2aYNQckEE23cu7X8yoN39lO5UjBPaAlS9Qc-ZeFZVP7kNjf63iIJEyWEQ1_upZMx4oZcGH4YznrAcdBCt2F1aJleFWDoEqu4zHxmovTrql_eh7YCWgWVlDTY9dDU4XI" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="1512" data-original-width="2016" height="240" src="https://blogger.googleusercontent.com/img/a/AVvXsEjQleXQHaruu7Cwcd7eJEd-DBDqjnEgaM_xK6fYqEKSVfynkV5j70hWWrXOxe7f2aYNQckEE23cu7X8yoN39lO5UjBPaAlS9Qc-ZeFZVP7kNjf63iIJEyWEQ1_upZMx4oZcGH4YznrAcdBCt2F1aJleFWDoEqu4zHxmovTrql_eh7YCWgWVlDTY9dDU4XI" width="320" /></a></div><div style="text-align: center;"><span style="font-family: Garamond, serif;"> <span style="font-size: small;">Some flowers in my yard that are in for a rude awakening in the next cold stretch</span></span></div><span style="font-family: Garamond, serif; font-size: small;"><br /></span><p></p><p class="MsoNormal"></p><h3 class="MsoNormal" style="text-align: left;"><span style="font-family: "Garamond",serif;">1. The Democrats did a bang-up job contesting
NCGA seats—will it matter in the short-run?</span></h3>
<p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;">After
a few years of hit or miss efforts, the North Carolina Democratic party
emphasized candidate recruitment across this state this year and their efforts
yielded impressive results. There is a Democratic running in virtually all of North Carolina's 170 state legislative seats. </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;">But,
contesting elections, while important, is best understood as a means, not an
ends to political power. For the effort to truly pay off, it needs to pay
dividends in the long and short runs. Whether this effort will help achieve the
long term ends—building the Democratic Party from Murphy to Manteo—won’t be
known for a few years. So what can we expect in the short-run?</span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;">It's
unrealistic to think that simply fielding candidates will flip overwhelmingly
Republican districts blue. The short-term goal for Democratic challengers in overwhelmingly Republican districts, then,
is to help other Democrats up and down the ticket. </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;">Let’s imagine a state
legislative district with a long-shot-Democratic candidate (just for specificity, assume it's an R+15 district)</span><span style="font-family: Garamond, serif;">. Save a scandal that would make Watergate look like a traffic ticket, the Democrat is not going to win. The Democratic challenger can, however, act as a foot
soldier for the party—contacting voters and reminding them to show up and
support not just themself, but also Joe Biden, and the other Democratic nominees up
the ticket. Votes for Governor, for example, count the same whether they come
from bright red Cherokee County or bright blue Durham County. </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;">If the Democratic
nominees can expand the electorate at the margins, it could be the difference
maker in a gubernatorial election that is likely to be decided at the margins—to
say nothing of the Presidential Election, the highly competitive Attorney General Race, and so on. </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;">Will it work? We'll have to wait and see</span></p><p class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;"><br /></span></p><h3 style="text-align: left;"><span> </span>2. <span style="font-family: "Garamond",serif;">Will Unaffiliated voters act
strategically? If so, will it matter? </span></h3><p>
</p><p class="MsoListParagraph"><span style="font-family: "Garamond",serif;">It’s no
secret that <a href="https://www.oldnorthstatepolitics.com/2021/11/who-are-NCs-unaffiliated-voters.html">Unaffiliated voters make up the largest number of registered voters in the state</a>. It’s also no secret that, in contrast to their Democratic and
Republican friends, Unaffiliated voters can choose which partisan ballot they receive in the primary. </span></p>
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</p><p class="MsoListParagraph"><span style="font-family: "Garamond",serif;">In work
with my fellow ONSP friends and colleagues, Michael Bitzer, Susan Roberts and
Whitney Ross-Manzo <a href="https://onlinelibrary.wiley.com/doi/full/10.1111/ssqu.13225">we find that </a>almost half of unaffiliated voters switch
partisan primaries at some point—voting for the Republican primary one year, the Democratic
Primary the next, and so on. And the lion’s share of these Unaffiliated voters
who change party primaries do so in response to the competitiveness of the
primaries. Makes sense, right? If you have a competitive primary in party A and
a foregone conclusion in party B, wouldn’t you want to maximize the power of
your vote to affect the outcome? </span></p>
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{page:WordSection1;}</style></p><p class="MsoListParagraph"><span style="font-family: "Garamond",serif;">If that
sort of strategic decision-making seems far-fetched, recall the 2022 Republican
primary in North Carolina’s 11<sup>th</sup> congressional district where
<a href="https://www.washingtonpost.com/politics/2022/06/16/democrats-republicans-primaries-georgia-colorado-voting/">Unaffiliated voters overwhelmingly chose the Republican primary</a> and
sent scandal-ridden incumbent Madison Cawthorn packing.</span></p>
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{margin-bottom:0in;}</style></p><p class="MsoListParagraph"><span style="font-family: "Garamond",serif;">The bad
news for Republicans who want to control the outcome of their party’s primaries
is that the Republicans have far more competitive primaries than the Democrats
this cycle. NC-13, NC-10, and NC-6, for example have no obvious front-runner. The
Republican side of the Lieutenant Governor’s primary features *11* candidates,
as opposed to 3 on the Democratic side. Plus, there’s the little matter of the
Presidency, where Joe Biden faces exactly *0* opposition in the North
Carolina’s primary. If you're looking for competition, the Republican side of the ticket is where you want to be. </span></p><p class="MsoListParagraph"><span style="font-family: "Garamond",serif;"><br /></span></p><p class="MsoListParagraph"><span style="font-family: "Garamond",serif;">Perhaps for that reason, political messaging from Republican leaning candidates and causes are reinforcing the idea that conservatives should exert power in the Republican primary, lest ideological interlopers wield outsized influence.</span></p><p class="MsoListParagraph"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmKPdKOJnfALeXJ0GVSGfm6oBdDzfElMCllS2j8dmJtXlCCAjKTnZG0453zpjnP5XPXDHvJ6jANdvgcP-4CKHs1AAWWQ9P05KrB_JN9Oq_RThG3IYOXR69EWXYGFRkVdotLzomlccwRF6KIB1f_JgM-6W5zLxZd9DKs8FiF41GSVyqh74sYNtly-q5qj0/s4032/IMG_4296.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="3024" data-original-width="4032" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmKPdKOJnfALeXJ0GVSGfm6oBdDzfElMCllS2j8dmJtXlCCAjKTnZG0453zpjnP5XPXDHvJ6jANdvgcP-4CKHs1AAWWQ9P05KrB_JN9Oq_RThG3IYOXR69EWXYGFRkVdotLzomlccwRF6KIB1f_JgM-6W5zLxZd9DKs8FiF41GSVyqh74sYNtly-q5qj0/s320/IMG_4296.jpeg" width="320" /></a></div><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span><span> </span>Roadside sign in Jackson County, NC. It was near-a Cook-Out, because...NC<br /><p></p><p class="MsoListParagraph"><span style="font-family: "Garamond",serif;">How will it shake out? We'll have to wait and see.<br /></span></p>
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{page:WordSection1;}</style></p><h3 style="text-align: left;"><span> </span>3. <span style="font-family: "Garamond",serif;">Will changes in election laws have any
effect on voter participation or attitudes about election administration? </span></h3><p style="text-align: left;">The
2024 elections in North Carolina will bring a number of changes to voting and
elections. Just to name a few:</p><ul style="text-align: left;"><li style="text-align: left;"><span style="font-family: "Garamond",serif;">Voter ID is the law of the land, and although there are exceptions, the vast majority of voters are unlikely to be aware of the exceptions and believe that they must have an ID to cast a vote.</span></li></ul><ul style="text-align: left;"><li style="text-align: left;"><span style="font-family: "Garamond",serif;">Elections boards can no longer accept private money.</span></li></ul><ul style="text-align: left;"><li style="text-align: left;"><span style="font-family: "Garamond",serif;">Mail ballots must be received by 7:30 PM on election day (except
for UOCAVA voters, who operate under different rules by federal law) <br /></span></li><li style="text-align: left;"><span style="font-family: "Garamond",serif;">County Boards of Elections can't run early voting tabulation before the close of polls on Election Day </span></li><li style="text-align: left;"><span style="font-family: "Garamond",serif;"> </span><span style="mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-family: Garamond, serif; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;">Election observers have increased flexibility</span></span></span></li><li style="text-align: left;"><span style="mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-family: Garamond, serif; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;"> There is a new process to verify same day registrants. <br /></span></span></span></li></ul><p style="text-align: left;"><span style="mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font-family: Garamond, serif; font-feature-settings: normal; font-kerning: auto; font-optical-sizing: auto; font-stretch: normal; font-style: normal; font-variant: normal; font-variation-settings: normal; font-weight: normal; line-height: normal;"> </span></span></span><span style="font-family: Garamond, serif;">Each
one of these changes brought with it predictions from supporters and detractors. Before too long, we </span><span style="font-family: Garamond, serif;">will be able to put some data to these predictions and figure out
where the empirical reality</span><span style="font-family: Garamond, serif;"> lies. </span></p><p style="text-align: left;"><span style="font-family: Garamond, serif;">Although it will be tempting to look at easy
to find summary numbers on turnout</span><span style="font-family: Garamond, serif;"> immediately following the election, I hope we will resist this temptation. Determining whether </span><span style="font-family: Garamond, serif;">and how these reforms affected the voter experience will take time--and a lot more </span><span style="font-family: Garamond, serif;">sophisticated analyses than simply comparing turnout rates. <br /></span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: "Garamond",serif;"><b>4. Will Republicans continue to cede early
voting to the Democrats?</b></span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: "Garamond",serif;"><span>For a while, Republicans and Democrats performed similarly in early and mail voting. That period of time is long gone. Today, the pattern is clear: Democrats perform better than Republicans in mail and early voting and Republicans perform better than Democrats on election day voting. But there's another, related pattern at play: the number of North Carolinians who vote on election day is declining. </span></span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: Garamond, serif;">Sensing that there could be some problems afoot in these patterns, some within the Republican Party have embarked on an effort to reverse this trend. They call it "<a href="https://www.bankyourvote.com/">bank your vote</a>." </span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: Garamond, serif;">There are similar efforts here in North Carolina. See, for example this Tweet (or X, or post, or whatever His Muskness wants us to call it now) from American Majority North Carolina.</span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: Garamond, serif;"><br /></span></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="" height="120" 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style="margin-left: auto; margin-right: auto;" width="400" /></td></tr><tr><td class="tr-caption" style="text-align: center;"><br /></td></tr></tbody></table><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: Garamond, serif;"> </span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: Garamond, serif;">Will this effort be successful, or are partisan patterns how how people cast a vote (as well as who they vote for) already too baked in? <br /></span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><b> </b></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><b>5. <span style="font-family: "Garamond",serif;">Will We Finally Move the Needle on Gender Representation in the North Carolina General Assembly?</span></b></p>
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{margin-bottom:0in;}</style><span style="font-family: "Garamond",serif;">Women are dramatically underrepresented in North Carolina politics. For example, according to data from the indispensable <a href="https://cawp.rutgers.edu/facts/state-state-information/north-carolina">Rutgers Center for American Women and Politics</a>, just 29 percent of the General Assembly is female--a number that places the Old North State 34th in the country. As the graph below indicates, the numbers may be growing, but we are a long ways from parity.</span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: "Garamond",serif;"> </span></p><p class="MsoNormal" style="margin-left: 0.0866in; text-align: left;"><span style="font-family: "Garamond",serif;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: "Garamond",serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1hWCLnFVs22GNPeqtBu31qBYPyRGBO9dyuU9IKQWweDrwk9EvnNfhAlm2Wd_adcP5h7Qtjrr2h_Rgz7tSji22-tCnpTd79Bu_r4AnN60oZAgCfVhXPCZ5Vp8CBe-auGDAQQFNGucVZJYezwHlgREM9tLfLlgiW1KSg5SwQ5K_fUtk2_3_dvsvzlBgK-4/s2146/Graph%205.1%20no%20title.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1430" data-original-width="2146" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1hWCLnFVs22GNPeqtBu31qBYPyRGBO9dyuU9IKQWweDrwk9EvnNfhAlm2Wd_adcP5h7Qtjrr2h_Rgz7tSji22-tCnpTd79Bu_r4AnN60oZAgCfVhXPCZ5Vp8CBe-auGDAQQFNGucVZJYezwHlgREM9tLfLlgiW1KSg5SwQ5K_fUtk2_3_dvsvzlBgK-4/w400-h266/Graph%205.1%20no%20title.jpg" width="400" /></a></span></div><span style="font-family: "Garamond",serif;">But a new election brings new possibilities. Will we move the needle on gender representation in a positive direction in 2024? </span><p></p><h3 class="MsoNormal" style="text-align: left;"><span style="font-family: Garamond, serif;">Wrapping Up</span></h3><p class="MsoNormal"><span style="font-family: Garamond, serif;">These questions are, of course, just a snapshot of the potentially interesting and important questions that surround North Carolina primary and general elections. I encourage you to read Michael Bitzer's <a href="https://www.oldnorthstatepolitics.com/2024/01/2024-buckle-up.html">insights</a> a couple of weeks ago</span><span style="font-family: Garamond, serif;"> and watch this space for more questions (and maybe even an answer or two) as we progress through the election season. </span></p><p>---</p><p>Dr. Chris Cooper is Madison Distinguished Professor of
Political Science and Public Affairs and Director of the Haire Institute
for Public Policy at Western Carolina University. He tweets, threads,
and blue skies, at @chriscooperwcu. <br /></p>
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{page:WordSection1;}</style></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-15415289096214231262024-01-24T14:10:00.002-05:002024-01-24T14:10:50.912-05:00Now All GOP Eyes Turn South to the Palmetto State's Politics<p>By Michael Bitzer</p><p>Now that the first two contests of the GOP presidential primary season are in the books, all eyes now turn to February 24's primary in South Carolina, the "first in the South" contest for the Republicans (Democrats will have their official first primary contest in the nation in South Carolina on February 3). </p><p>Before diving into Palmetto politics, a bit of a review of some interesting trends in both Iowa's and New Hampshire's polls (<a href="https://www.washingtonpost.com/politics/2024/01/15/iowa-exit-polls-2024/" target="_blank">entrance for the Hawkeye State</a>, <a href="https://www.washingtonpost.com/elections/2024/01/23/new-hampshire-exit-polls/" target="_blank">exit for the Granite State</a>).</p><p><span></span></p><a name='more'></a>First, party identification shows the strength of Republicanism in Iowa and the 'independent' streak in New Hampshire. <p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil8hk945Nhl68CpW_E81kHhe6z9F5bh7_5jQWfBaTDfofoPR7Vf6VPXzae0AunPwKfpQqlIW-EhVuVgAKQ5p8HcRP5taFxOpj8LZzv4VR8HSJVb0C2TX6jcXQv5vmWW4m1O9aG08783WPNLRVqzBFXvXZVFs-oJ8RtO8bk-YZuGbAL3Mzl26ExchYYvhB6/s3144/IO%20NH%20Party%20ID.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil8hk945Nhl68CpW_E81kHhe6z9F5bh7_5jQWfBaTDfofoPR7Vf6VPXzae0AunPwKfpQqlIW-EhVuVgAKQ5p8HcRP5taFxOpj8LZzv4VR8HSJVb0C2TX6jcXQv5vmWW4m1O9aG08783WPNLRVqzBFXvXZVFs-oJ8RtO8bk-YZuGbAL3Mzl26ExchYYvhB6/w640-h464/IO%20NH%20Party%20ID.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Compiled by author from entrance/exit polls</td></tr></tbody></table><div><br /></div><div>In Iowa's caucuses, eight out of ten voters identified as Republicans, while in New Hampshire, over four out of ten voters were "independent." Both events allow non-party identifiers to participate, as will South Carolina, but the general election outcome is more critical in New Hampshire, a <a href="https://www.270towin.com/states/New_Hampshire" target="_blank">traditional competitive state in November</a>, while Iowa has <a href="https://www.270towin.com/states/Iowa" target="_blank">moved more into the Republican column</a> (in 2000 and 2004, Republican George W. Bush won with vary narrow margins, while in 2008 and 2012 Barack Obama did the same; however, in 2016 and 2020, Donald Trump expanded the margin of victory in Iowa). </div><div><br /></div><div>Among the caucus/primary choices, the divide between party identification is fairly apparent, with majorities of self-identified Republicans (a super-majority in New Hampshire) going for Trump, while independents went more for the challengers (six out of ten New Hampshire independents voted for Haley). </div><div><br /></div><div>Another divide within the two electorates is based on the 'diploma divide,' a notable trend in recent general presidential elections. In both Iowa and New Hampshire, college graduates went significantly non-Trump, with two-thirds of 'some college or none' went for Trump. </div><div><br /></div><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXsAFXc2asboXZEsAlUGDwxaG1yMflKsEkHXjbk4AVmOEwMTYu7ZuRRMUGpDNJBwx0p2tLfiQ2L8CKovpII30f_GWhMftJ6Vrlxo8baNsnjWKTHSG6LkWidebxtj9Uvd8PJmi8S7jGCBoAa0_km4R5j4dkVlZJEqAbT9ziRIZjduAjWZUyIkEPWmkClDwC/s3144/IO%20NH%20Diploma%20Divide.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXsAFXc2asboXZEsAlUGDwxaG1yMflKsEkHXjbk4AVmOEwMTYu7ZuRRMUGpDNJBwx0p2tLfiQ2L8CKovpII30f_GWhMftJ6Vrlxo8baNsnjWKTHSG6LkWidebxtj9Uvd8PJmi8S7jGCBoAa0_km4R5j4dkVlZJEqAbT9ziRIZjduAjWZUyIkEPWmkClDwC/w640-h464/IO%20NH%20Diploma%20Divide.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td class="tr-caption" style="text-align: center;">Compiled by author from entrance/exit polls</td></tr></tbody></table><div><br style="text-align: left;" /></div></td></tr></tbody></table><div><br /></div><div>A core component of the modern Republican Party coalition are White evangelical Christians, who typically have given as strong of support to GOP candidates as African American voters have given to Democratic candidates. In the first two nomination contests, signfiicant differences in the electorate's presence of these voters was apparent: Iowa was dominated with 55 percent of caucus attendees identifying as evangelical, while only two out of ten New Hampshire voters said they were evangelical. And while the divide in Iowa between evangelical and non-evangelical voters was minimum, this will be a core consistency in South Carolina's primary coming up--as noted below. </div><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3KknJv9DYR_E0RY6chXUuLThhx3uOs3XggaIMT8YhVt1-STsRiWnwQivkUkL1hPljyLQNSK-GoaYhIbLQq74pCzkeatB8N93b2MgVHqOvzp7HGD8WJ5foq7FKzcIJnVL9iEGUMcJKoW0Vef-8NDTjbwJ8cyDlNQgNCvxsV-5WQVfjX_KG8_Z5WSIGc8bb/s3144/IO%20NH%20Evangelicals.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3KknJv9DYR_E0RY6chXUuLThhx3uOs3XggaIMT8YhVt1-STsRiWnwQivkUkL1hPljyLQNSK-GoaYhIbLQq74pCzkeatB8N93b2MgVHqOvzp7HGD8WJ5foq7FKzcIJnVL9iEGUMcJKoW0Vef-8NDTjbwJ8cyDlNQgNCvxsV-5WQVfjX_KG8_Z5WSIGc8bb/w640-h464/IO%20NH%20Evangelicals.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td class="tr-caption" style="text-align: center;">Compiled by author from entrance/exit polls</td></tr></tbody></table><div><br style="text-align: left;" /></div></td></tr></tbody></table><div><br /></div><div>Two questions on both polls caught my attention. First, respondents were asked if they believed President Biden was legitimately the winner in 2020. </div><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQOQKM6NSESl3BNAAwBFzUtC6T28MAgbe16x8fZSLIoz_rwOnrvg67-D1hFGo2vGCc4LPwC0JJwgVz-erinj8gmNHp6HLbslzWXa2x8vkg22zT_ZvLvdlhgVfSYs8LssC6JquvE_sEsWhGJw8cR5H6NJuvwBPLTcDfLwG-LaGDIHk5gDnetcsVSL0kJvTy/s3144/IO%20NH%20Biden%20legitimacy.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQOQKM6NSESl3BNAAwBFzUtC6T28MAgbe16x8fZSLIoz_rwOnrvg67-D1hFGo2vGCc4LPwC0JJwgVz-erinj8gmNHp6HLbslzWXa2x8vkg22zT_ZvLvdlhgVfSYs8LssC6JquvE_sEsWhGJw8cR5H6NJuvwBPLTcDfLwG-LaGDIHk5gDnetcsVSL0kJvTy/w640-h464/IO%20NH%20Biden%20legitimacy.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td class="tr-caption" style="text-align: center;">Compiled by author from entrance/exit polls</td></tr></tbody></table><div><br style="text-align: left;" /></div></td></tr></tbody></table><div><br /></div><div>A majority of New Hampshire Republican primary voters and two-thirds of Iowa caucus attendees said no, Biden was not the legitimate winner of 2020's election. And not surprisingly, 70 percent plus of those respondents voted for the former president, who has made the 2020 election a core campaign theme of his third attempt for the White House.</div><div><br /></div><div>The second question centered on the legal battles that the former president is facing alongside the political primary battles. Posing the hypothetical "if Trump were convicted of a crime, would he still be fit to be president?," again, significant majorities in both states answered "yes," the former president could hold office if he was convicted in one of the several trials underway.</div><br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijffu47dPHz0SyG57B_T60c5GftBF1gYVl3TKa8D4Fkuu8BEraJ4cIjB88vdx_espyugnr7N5VrKybqrkwWJ7Xnj1smdepKCRmu9vYPC2U7Wq2RmiB9CQkzRLM0P_PU9CCXhzPH8CRx5lEvALMI0w62ytGCwyog_kf7ZYBCQnlwN8o5IXmbjx3OFf6Wwoo/s3144/IO%20NH%20Trump%20conviction.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2277" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijffu47dPHz0SyG57B_T60c5GftBF1gYVl3TKa8D4Fkuu8BEraJ4cIjB88vdx_espyugnr7N5VrKybqrkwWJ7Xnj1smdepKCRmu9vYPC2U7Wq2RmiB9CQkzRLM0P_PU9CCXhzPH8CRx5lEvALMI0w62ytGCwyog_kf7ZYBCQnlwN8o5IXmbjx3OFf6Wwoo/w640-h464/IO%20NH%20Trump%20conviction.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td class="tr-caption" style="text-align: center;">Compiled by author from entrance/exit polls</td></tr></tbody></table><div><br style="text-align: left;" /></div></td></tr></tbody></table><div><br /></div><p style="text-align: left;">And within both states, super-majorities of respondents who said they would consider Trump fit with a conviction voted for the former president in the primary elections, while nearly nine-out-of-ten in Iowa and 85 percent in New Hampshire who believed Trump would <u>not</u> be fit for office voted for his opponents. </p><div>If one (or more) of the pending trails results in a conviction, political observers would need to pay careful attention to those who believe it would make Trump not-fit for office and see their political leanings as the nation draws closer to November (most notably, does their partisan affiliation override their conviction concerns or not?). <br /><div><div style="text-align: left;"><br /></div><div>All of these aspects will be important ones to watch going forward, because each of these dynamics can give us a potential sense of what lies ahead for a Trump candidacy if he secures the GOP nomination--and based on Iowa and New Hampshire, it appears the former president is on his way to securing a third nomination bid. <br /><h4 style="text-align: left;">Turning to South Carolina's GOP contest</h4><p>Readers would be well advised to pick up and read the comprehensive study of South Carolina's role in presidential primary politics that is found in <a href="https://president.cofc.edu/administration/officersanddeans/gibbs-knotts.php" target="_blank">Gibbs Knotts</a> and <a href="https://www.jordanragusa.com/" target="_blank">Jordan Ragusa</a>'s <i><a href="https://www.amazon.com/FIRST-SOUTH-Carolinas-Presidential-Primary/dp/1643360523/ref=tmm_pap_swatch_0?_encoding=UTF8&qid=&sr=" target="_blank">First in the South: Why South Carolina's Presidential Primary Matters</a></i>. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisuZHmxW_HZQWqS_HF0rFwZKTGO_8mbiN4DgrNbbgeRoCSvSshhcfTxcsOZt4GWmmYiWEQJMLjABMBG7GwhQr2Ax_AiOmlCvv8BZnUD7RC7O4liALp8u5CMNsO3a0gMwyUpry2ywYRnB3QcdZpAMz1wiaMLNFtFkKSNcX6RaBKSScIsRomUNJReBDJ5Ze4/s967/Screenshot%202024-01-24%20at%209.48.52%E2%80%AFAM.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="967" data-original-width="742" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisuZHmxW_HZQWqS_HF0rFwZKTGO_8mbiN4DgrNbbgeRoCSvSshhcfTxcsOZt4GWmmYiWEQJMLjABMBG7GwhQr2Ax_AiOmlCvv8BZnUD7RC7O4liALp8u5CMNsO3a0gMwyUpry2ywYRnB3QcdZpAMz1wiaMLNFtFkKSNcX6RaBKSScIsRomUNJReBDJ5Ze4/s320/Screenshot%202024-01-24%20at%209.48.52%E2%80%AFAM.png" width="246" /></a></div><p>The two College of Charleston political scientists provide a comprehensive and well-analyzed book about the Palmetto State's role in deciding who will be the presidential nominees in both parties, and several factors are worth noting to watch in the February 24 contest between the former U.S. president and the state's former governor. </p><p>First off, most observers note the GOP primary electorate's composition, described as being "blocs of 'moderates,' 'somewhat conservatives,' 'very conservative evangelicals,' and 'very conservative seculars'" to "a military contingent, a strong business establishment, and evangelicals who don't always vote in a bloc" (40). Knotts and Ragusa note in their analysis that among thirty-seven states with available polling data, "South Carolina is the third most representative state" when it comes to Republican Party representativeness, and "is about twice as representative of the national Republican primary electorate as Iowa and New Hampshire" (50-51). </p><p>In particular, Knotts and Ragusa find that SC's GOP primary electorate more closely matches the national Republican primary electorate based on percentage of veterans, those with a college education, a focus on world affairs, economic issues, and social issues, compared to the first two traditional contests in Iowa and New Hampshire (52). </p><p>However, they do find that SC is disproportionate in the electorate in terms of overrepresentation among white voters, born-again evangelical Christians, and female voters, compared to the party's national averages (58).</p><p>For February 24's contest, it is likely that South Carolina's GOP electorate will more closely resemble Iowa's than New Hampshire's, thus giving us a more closely aligned-party electorate to compare & contrast its results against. </p><p>To remind folks of how both candidates did in their initial primary contests (Haley's 2010 gubernatorial primary and Trump's 2016 presidential preference primary), here are the two contests by South Carolina counties, first for Haley's contest where she received almost half of the primary votes in 2010:</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoBncl7djUfShps7n3xyr2HmaRfcc5Z17Hfm2PESNfENm4JSXO_-8ie2mMA7qoBBKOJtqJuncGk6jLQI4PkeSXyQqeCCrRl53OcPgC7Vdz73AiCCI_z4P1GAkgIIlCJ2x8yt54U6ndJXZG26MNSAgOA5u39HipTe2fkb8o5zzU-FCZeW9OC3z4LuoSZfTt/s1531/Screenshot%202024-01-24%20at%2011.35.35%E2%80%AFAM.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1108" data-original-width="1531" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoBncl7djUfShps7n3xyr2HmaRfcc5Z17Hfm2PESNfENm4JSXO_-8ie2mMA7qoBBKOJtqJuncGk6jLQI4PkeSXyQqeCCrRl53OcPgC7Vdz73AiCCI_z4P1GAkgIIlCJ2x8yt54U6ndJXZG26MNSAgOA5u39HipTe2fkb8o5zzU-FCZeW9OC3z4LuoSZfTt/w640-h464/Screenshot%202024-01-24%20at%2011.35.35%E2%80%AFAM.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Data from SC Elections Commission, compiled by author</td></tr></tbody></table><br /><p>Haley's 'regional' support was strongest in her home county of Bamberg (where she got 69 percent of the primary vote) down to the coast and Charleston. She also had some strong pockets of support in the upstate, such as Spartanburg (54 percent) and Fairfield (56 percent). </p><p>And Trump's 2016 county-level performances where he secured a third of the primary vote state-wide:</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQhToLUFF_pFGb24tgDyPSeYQXw3Tg4bUYcfxM9XFjQNA74ZncjZiNjEmDPQ-rHXVExxRnZz70o5Z0nNqWo9-pRWLAaXjgIYVcmJekhk2Zd66T2P6Rhs2DHsnMz09dqGXxmIki_sTu4hfAcqMfVethcYs0yjQH4DDdA6StLYtrDqnN-l1JOc37RqKxcW6/s1530/Screenshot%202024-01-24%20at%2011.35.49%E2%80%AFAM.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1108" data-original-width="1530" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTQhToLUFF_pFGb24tgDyPSeYQXw3Tg4bUYcfxM9XFjQNA74ZncjZiNjEmDPQ-rHXVExxRnZz70o5Z0nNqWo9-pRWLAaXjgIYVcmJekhk2Zd66T2P6Rhs2DHsnMz09dqGXxmIki_sTu4hfAcqMfVethcYs0yjQH4DDdA6StLYtrDqnN-l1JOc37RqKxcW6/w640-h464/Screenshot%202024-01-24%20at%2011.35.49%E2%80%AFAM.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Data from SC Elections Commission, compiled by author</td></tr></tbody></table><p></p><p style="clear: both; text-align: left;">His support was strongest in Horry County, home to Myrtle Beach (with 49 percent of the vote) in the six-man contest, along with several <a href="https://sc.gov/government/lowcountry" target="_blank">Lowcountry counties</a>.</p><p style="clear: both; text-align: left;">One county in the state showed strong support for both Haley in 2010 and Trump in 2016: Lee County, located in the <a href="https://sc.gov/government/peedee" target="_blank">Pee Dee</a> region of the state. Lee gave Haley nearly 60 percent of its vote and almost half of its vote (47 percent) to Trump six years later. A majority-minority county that is part of the state's <a href="https://en.wikipedia.org/wiki/Black_Belt_in_the_American_South" target="_blank">Black Belt</a> region, Lee has fairly small population and is among the smaller primary votes cast in the state. </p><p style="clear: both; text-align: left;">As Knotts and Ragusa found in their analysis of South Carolina Republican presidential primaries, the most important variables to success for candidates are dominating media attention and securing endorsements. With the looming fight to come in the Palmetto State, the former president will almost assuredly dominate the state's media coverage, and he has wrapped up several Palmetto politicos endorsements, include former rival US Senator <a href="https://www.bbc.com/news/world-us-canada-68077091" target="_blank">Tim Scott</a> and US Representative <a href="https://apnews.com/article/election-2024-trump-mace-endorsement-7b54005b45cff0442a456b7ff5033936" target="_blank">Nancy Mace</a>. </p><p></p><p style="clear: both;">If Haley can ride out the next few weeks and make it to Feb. 24, it will be interesting to watch how the above county map shifts in their support of these two candidates. </p><p style="clear: both;">In particular, as Knotts and Ragusa noted about South Carolina Republican electorates, the potential influence of evangelical Christians, who are social conservatives, will be something to watch, especially in the <a href="https://sc.gov/government/upstate" target="_blank">Upstate region</a> of South Carolina, as noted in this <a href="https://www.thearda.com/us-religion/group-profiles/traditions?T=1" target="_blank">analysis of evangelical Protestant adherence</a> (the darker the color, the more evangelical adherents are in the county):</p><p></p><p style="clear: both; text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhlDkJ7puirBKuX_x1z74yobLLQs8pxFXUtNM71LOj2YKkGN3CP3kxCtiiW5XiWN4PeRHveYLXFoOVtak4gpc0AXZ33s5kXphDw3_DsUbO3C5r4xIxPl9ogM8PN_nazq1UjdhC8Ry_AS40-nd8OV7BF86bTD17rTMQn_lhU_rdLzBfBHMgNgYlACy8G-kFd" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="1085" data-original-width="1496" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEhlDkJ7puirBKuX_x1z74yobLLQs8pxFXUtNM71LOj2YKkGN3CP3kxCtiiW5XiWN4PeRHveYLXFoOVtak4gpc0AXZ33s5kXphDw3_DsUbO3C5r4xIxPl9ogM8PN_nazq1UjdhC8Ry_AS40-nd8OV7BF86bTD17rTMQn_lhU_rdLzBfBHMgNgYlACy8G-kFd=w640-h464" width="640" /></a></div><br /><p></p><p style="clear: both; text-align: left;">In one study of SC's 2016 Republican presidential primary, two scholars found that "Trump received more support from mainline Protestants than de did from evangelicals (54 to 37 percent), but perhaps most interestingly, Trump did better among voters with less 'religious commitment'" (Knotts & Ragusa, 97). Trump's 2016 victory was also multifaceted, in that he did "particularly well in rural South Carolina and in the high growth counties of Beaufort, Greenville, and Horry" (97). Most importantly, it was core <a href="https://digitalcommons.coastal.edu/jops/vol45/iss1/1/" target="_blank">Republican self-identifiers</a> who gave the most support to Trump. </p><p style="clear: both; text-align: left;">Ultimately, Knotts and Ragusa contend that two candidate resources are key to securing the GOP Palmetto primary: media coverage and endorsements. In analyzing past SC presidential Republican primaries, being from the South or a neighboring state also had benefits to winners. </p><p style="clear: both; text-align: left;">This year's contest will be an important test to see how media coverage influences the race, with both Trump and Haley able to garner sufficient media coverage. In regards to endorsements, Trump is certainly claiming the lion's share of that already, especially among <a href="https://www.foxnews.com/politics/sen-scott-says-decision-to-endorse-trump-over-haley-came-down-to-one-simple-question" target="_blank">South</a> <a href="https://apnews.com/article/election-2024-trump-mace-endorsement-7b54005b45cff0442a456b7ff5033936" target="_blank">Carolina</a> Republicans. But Haley's service as governor might serve as a counterweight, at least, to those endorsements. </p><p style="clear: both; text-align: left;">But like in both Iowa and New Hampshire, the likely dominance of self-identified Republicans over 'independents' voting in the primary, and where the self-identified Republican ballots go to between the two combatants, will be the potential determinative factor, as evident in both Iowa and New Hampshire.</p><p style="clear: both; text-align: left;">As an FYI for readers, below are South Carolina's counties with the two candidate's performance in their initial primary contests:</p><p style="clear: both; text-align: left;"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEh2N2H44pm7-iETpO4Q8YToj5yUTPKvFnhqtd8e8p96KaGPiOR1K-FgzXOVnxqMLWTRJyLwGDV2en5OsaUYtvpO5PomW674lzZTM-Z1bJs2igXDpfd7xgb12maGhvw9iFbk_CQpy5dpsbNj0vyGd2Y213MkYOJAgqSXzASs7s39r8j1b2fRq9xlBKsHIOqm" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="838" data-original-width="260" src="https://blogger.googleusercontent.com/img/a/AVvXsEh2N2H44pm7-iETpO4Q8YToj5yUTPKvFnhqtd8e8p96KaGPiOR1K-FgzXOVnxqMLWTRJyLwGDV2en5OsaUYtvpO5PomW674lzZTM-Z1bJs2igXDpfd7xgb12maGhvw9iFbk_CQpy5dpsbNj0vyGd2Y213MkYOJAgqSXzASs7s39r8j1b2fRq9xlBKsHIOqm=s16000" /></a></div><br /><p></p><p style="clear: both; text-align: left;">---------------------</p><p style="clear: both; text-align: left;">Dr. Michael Bitzer holds the Leonard Chair of political science and is a professor of politics and history at Catawba College. He is on social media <a href="https://bsky.app/profile/bowtiepolitics.bsky.social" target="_blank">@bowtiepolitics</a> and <a href="https://twitter.com/BowTiePolitics" target="_blank">here</a>. </p><br /><br /><p></p></div></div></div>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-179097427327486152024-01-18T08:30:00.003-05:002024-01-18T15:11:22.879-05:00Previewing 2024's Election Year? Buckle-Up<p>By Michael Bitzer</p><p>Well, it's the start of the new year and new semester, and with the 2024 Election year now officially upon us, I (along with my fellow contributors) will share some thoughts as to what we'll be watching for over the coming months. </p><p>For me, it's a single phrase: buckle-up, cause it's gonna be a bumpy year.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpsw57ZLo9B9OsXqquj24gEPX6bbSZlOfesgti7bDYuqKnZN9iYE1Z9-q5oeCX-v-TN7klVC9pUMzCJb_IkZZviRG5nf26AgZo8wrUdnbHJDIaj-wmtOTbbC1D9GwONXt80cbAzw2wgCsDpVvT3KFpIwo6Rm2pVKUqM6jUzE62SlA31HIRnkXsEqC-s8wi/s498/favorite-movie-quote-fasten-your-seatbelts.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="498" data-original-width="410" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpsw57ZLo9B9OsXqquj24gEPX6bbSZlOfesgti7bDYuqKnZN9iYE1Z9-q5oeCX-v-TN7klVC9pUMzCJb_IkZZviRG5nf26AgZo8wrUdnbHJDIaj-wmtOTbbC1D9GwONXt80cbAzw2wgCsDpVvT3KFpIwo6Rm2pVKUqM6jUzE62SlA31HIRnkXsEqC-s8wi/s320/favorite-movie-quote-fasten-your-seatbelts.gif" width="263" /></a></div><br /><p></p><h3 style="text-align: left;"><span><a name='more'></a></span>What Happens When the Court of Public Opinion & Voters Clash with the Courts of Law?</h3><p>I don't think this bears repeating enough, but for this year's presidential election, we are truly facing historic and unprecedented times: never has one of the two major political parties had a nominee, let alone a front-runner candidate, under the cloud of legal indictment and charges like what we are seeing at the beginning of this primary season. </p><p>For those of us who study both American politics and the American legal system, this year has the chance to completely overwhelm us with the intersection between the campaigns on the primary trail and the campaigns within the courtroom. </p><p>Not to mention beyond the indictments and accusations against the former president, but also the constitutional novelties of what exact does <a href="https://constitution.congress.gov/browse/amendment-14/section-3/#:~:text=No%20person%20shall%20be%20a,a%20member%20of%20any%20State" target="_blank">this section of the amended U.S. Constitution</a> means (especially the bold parts):</p><blockquote style="border: none; margin: 0px 0px 0px 40px; padding: 0px;"><p style="text-align: left;"><i><b>No person shall </b>be a Senator or Representative in Congress, or elector of President and Vice-President, or <b>hold any office, civil or military, under the United States</b>, or under any State, <b>who, having previously taken an oath</b>, as a member of Congress, or <b>as an officer of the United States</b>, or as a member of any State legislature, or as an executive or judicial officer of any State, <b>to support the Constitution of the United States, shall have engaged in insurrection or rebellion against the same</b>, or given aid or comfort to the enemies thereof. </i></p></blockquote><p>Again, we've never had to 'interpret' the 14th Amendment's Section 3 because...well, we've never had an event like January 6, 2021 to prompt such a discussion. </p><p>My recommendation for folks: let the process play out. Yes, the legal process will be made political. Politics is in the law, and the law shapes our politics. Yes, the U.S. Supreme Court will render some kind of decision as to various questions--even giving a "it's a <a href="https://constitution.congress.gov/browse/essay/artIII-S2-C1-9-1/ALDE_00001283/#:~:text=The%20political%20question%20doctrine%20limits,mootness%2C%20would%20otherwise%20be%20met." target="_blank">political question</a> and <a href="https://www.law.cornell.edu/wex/political_question_doctrine" target="_blank">best left up to others</a>" is a decision (one that many may not like, but it is a judicial decision). </p><p>And what will happen if the former Republican president is convicted in one of these trials? Again, there is no precedent for one of the two major parties' presidential candidate running with a potential conviction (though we have had candidates for <a href="https://www.businessinsider.in/politics/world/news/trump-could-run-for-president-even-if-he-is-convicted-heres-what-happened-when-2-other-candidates-ran-for-president-from-behind-bars-/articleshow/99155454.cms" target="_blank">third-party presidential bids run while they were in prison</a>), but like many things this year, my counsel: let the process unfold (it will) and ultimately let the voters decide (they will as well). Speaking of the voters...</p><h3 style="text-align: left;">Yes, People (i.e., Voters) are Mad--But Will They Show Up When It Comes to Voting?</h3><p>If you watch the polls, you'll often see a question asked for respondents along the lines of "do you think the country is on the right track or the wrong track?" And by most accounts, barely a quarter of Americans recently <a href="https://www.realclearpolling.com/polls/state-of-the-union/direction-of-country" rel="nofollow">have said the nation is on the 'right track,' while nearly two-thirds</a> are all aboard the wrong track train. </p><p>For some time, I think most political observers and analysts have felt that responses to this question now tap something more than what was previously thought of: meaning, that before the deepening polarization of today's political environment, potentially both sides of the political aisle would give a thumbs-up or down to the overall state of the country. </p><p>But in today's deep partisan divide, it may be more a reflection of both sides feeling <i>the other side</i> is doing damage to the country, and thus <i>they </i>(the opposition) are the ones making the country go off the rails. </p><p>In general, when people are in 'a mood,' it's usually a guarantee that they will take their frustrations out at the ballot box (and let's hope <u>only</u> at the ballot box). According to the <a href="https://election.lab.ufl.edu/national-turnout-rates-graph/" target="_blank">University of Florida's Election Lab</a>, the overall US voter turnout rate for 2020 was 66 percent, a record in the modern era (the highest in the 20th Century was 1900's 73 percent, while the overall highest for the country was 82.6 percent in 1876).</p><p>In North Carolina in 2020, three-quarters of registered voters cast a ballot, again a record in modern times. Will we see a similar turnout rate for 2024 with the same two presidential candidates having a potential rematch? Very likely, along with the fact that we will likely have one of the most contentious (and expensive) gubernatorial and state attorney general races in the nation this year. </p><p>As is the standard mantra with all elections, the key question to always ask is: who shows up? And in the Old North State, we have a treasure-trove of data that helps us to better understand the electorate and the dynamics of voter turnout. I'll be focusing future blog posts on both the primary and, once fall rolls around with the general campaign, the November elections with some analysis on voter turnout. </p><p>But one aspect of 'who shows up' that I'm most interested in is the last dynamic that I'll be paying close attention to, and that is...</p><h3 style="text-align: left;">Do The Generational Tectonic Plates Finally Rub Against Each Other In #ncpol And In Our National and Regional Politics? </h3><p>As many readers know, I've been keenly interested in the politics of America's generational cohorts, namely those voters over the age of 60 (Boomers) and those under the age of 44 (Millennials & now Gen Z). And yes, before my fellow Gen Xers say "there ya go again, forgetting us..."--have no fear, I'll put you in the mix of things too, <a href="https://www.huffpost.com/entry/generation-x-forgotten-again_n_5c4539d5e4b027c3bbc2fc87" target="_blank">unlike some media outlets</a>. (Here's the <a href="https://www.pewresearch.org/short-reads/2019/01/17/where-millennials-end-and-generation-z-begins/" target="_blank">Pew Research Center's delineation of the different generational cohorts</a>).</p><p>But the battle of the "bulges" of Boomer and Millennials/Gen Zers is the political dynamic that could bring about a potential tipping point in American politics. </p><p>In North Carolina, the voter registration pool for the electorate is now tilting Millennial/Gen Z, with those two generations making up 41 percent of the voter pool. Another key factor about these voters who are under 44 years old is that significant pluralities are registered unaffiliated.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCh0dBZ5iww8ZhQfCHtP1m1oZdxb0_SH8NZarNQU89Iq3XDansWHhpPUsT6nw6jqsguqWy5Kg91ok3VRn_pagt_7IEuuAE0-JEp9ScruP1lPVcnr_OU_9NHxamx2TfZo_2y_ViidudDuXdV696tHq6nC91EGJvisL81RhP7FqEhRnjnsIC1SpVfUnvtVhF/s3144/NC%20Voters%2012-30-23%20Generations%20&%20Parties.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCh0dBZ5iww8ZhQfCHtP1m1oZdxb0_SH8NZarNQU89Iq3XDansWHhpPUsT6nw6jqsguqWy5Kg91ok3VRn_pagt_7IEuuAE0-JEp9ScruP1lPVcnr_OU_9NHxamx2TfZo_2y_ViidudDuXdV696tHq6nC91EGJvisL81RhP7FqEhRnjnsIC1SpVfUnvtVhF/w640-h464/NC%20Voters%2012-30-23%20Generations%20&%20Parties.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Data from the NC State Board of Elections; compiled by Michael Bitzer<br /><br /></td></tr></tbody></table><p>Nevertheless, it's not about who is registered to vote but who actually votes come election-time. And in North Carolina, it's a history of over & under-performing based on age: older voters tend to over-perform against the state turnout rate, while younger voters are under-performers when it comes to casting ballots.</p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBeCL0EaZXJKc_cFh-gyQsJwSm_3EHoGmIYSsLjrrlVh5pTZ8cDKGpzIJYI4qNJz32eRxUVjfIz0km4MY0Pk6KAO_IbybWAKQ7Espfag2dGoBD3AEN_mh85-O03uW72wiyo-06VfN7KVTyBden_f5GHNpOmhBKW-oSw2_Qmy_l-2jKmnQyhWhWHMjjDbgh/s3144/2016-2022%20NC%20Generations%20Turnout%20Rates.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBeCL0EaZXJKc_cFh-gyQsJwSm_3EHoGmIYSsLjrrlVh5pTZ8cDKGpzIJYI4qNJz32eRxUVjfIz0km4MY0Pk6KAO_IbybWAKQ7Espfag2dGoBD3AEN_mh85-O03uW72wiyo-06VfN7KVTyBden_f5GHNpOmhBKW-oSw2_Qmy_l-2jKmnQyhWhWHMjjDbgh/w640-h464/2016-2022%20NC%20Generations%20Turnout%20Rates.png" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Data from the NC State Board of Elections Voter Registration & Voter History Data Files; compiled by Michael Bitzer</td></tr></tbody></table><br /><p>In 2016, Millennials were fifteen points behind in their turnout rate compared to the state, while in 2020, they and Generation Z were thirteen points behind the state turnout rate of 75 percent. Compared especially to Boomers, who were eleven points <i>above</i> the state turnout rates in 2016 and 2020, voters now under 44 in 2024 have some considerable ground to make up if they want to flex their political weight compared to older voters. </p><p>And speaking of elections...</p><h3 style="text-align: left;">What Can We Glean, if Anything, from Iowa's Blizzard Caucuses?</h3><p>With the initial 2024 presidential nominating contest concluded in Iowa, we have a better sense of how the Republican Party views their former president seeking a third nomination for the United States’ highest executive office. </p><p>But within these results and the entrance poll, both ‘good’ and ‘bad’ news exist. </p><p>It was no surprise that Donald Trump won with 51 percent, due to nearly half (46 percent) of the Iowa caucus identifying as a MAGA (Make America Great Again) Republican. If future primary contests are like Iowa’s results, Trump will reclaim the Republican presidential nomination.</p><p>But two cautions are also apparent: <a href="https://sos.iowa.gov/elections/pdf/VRStatsArchive/2024/CoJan24.pdf" target="_blank">only fifteen percent of the state’s total registered Republicans participated</a> in the blizzard caucuses, and winning half of Iowa Republicans shows that the other half did not want the former president as their party’s standard bearer. </p><p>While Iowa as a state has moved more Republican in general elections, there are warning signs that could be significant for November’s election.</p><p>Two Iowa caucus <a href="https://www.washingtonpost.com/politics/2024/01/15/iowa-exit-polls-2024/" target="_blank">entrance poll questions</a> stand out. First, when asked “do you think that Joe Biden legitimately won the presidency in 2020,” two-thirds of Republicans said no, with nearly seventy percent of those voting for Trump. </p><p>Among those who believe Biden did legitimately win, only eleven percent voted for Trump. If Trump decides to focus on the 2020 election, what will those who believed Biden did win do in November?</p><p>The second question asked, “If Donald Trump were to be convicted of a crime, would you consider him fit to be president?” Almost two-thirds—65 percent—said if criminally convicted, Trump could still serve. And seven out of ten of those respondents voted for him.</p><p>But a third of Iowa Republicans said Trump was not fit to be president if convicted. Again, what do they do in November?</p><p>In the United States, the political parties have become more tribalistic and loyal to a fault. The Iowa caucus signals that the Republican Party is a majority Trumpist party. </p><p>Future primaries will confirm or refute these findings, and I hope similar questions on exit polls are used in those primaries. But if Trumpism can generate intense loyalty, can it also generate intense abhorrence that culminates in November? </p><p>Only time, and U.S. voters, will tell. Until then:</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5YKFL3j82zhXoaqBLfl870J1Qj9p8e0GG_4e0dNSvT2QRjfzPKHkVHiu9Qm05GUhxGHJ_Igl3hZfwAwv5uiOYcc1jyKUz2Udyqryc1FPfFjQiLVBH7ti3bgRdiKy2WCrrSsXqomkQhBnbEb3qxOIUdAJjUCknr6SPvGOYb68RiWO3oj9BsdTk6A5Di30/s498/you-might-want-to-buckle-up-alman-kido%20(1).gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="498" data-original-width="498" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5YKFL3j82zhXoaqBLfl870J1Qj9p8e0GG_4e0dNSvT2QRjfzPKHkVHiu9Qm05GUhxGHJ_Igl3hZfwAwv5uiOYcc1jyKUz2Udyqryc1FPfFjQiLVBH7ti3bgRdiKy2WCrrSsXqomkQhBnbEb3qxOIUdAJjUCknr6SPvGOYb68RiWO3oj9BsdTk6A5Di30/s320/you-might-want-to-buckle-up-alman-kido%20(1).gif" width="320" /></a></div><br /><p>---------------------</p><p>Dr. Michael Bitzer holds the Leonard Chair of Political Science and is a professor of politics and history. He is on social media in a variety of venues, including formerly <a href="https://twitter.com/BowTiePolitics" target="_blank">Twitter</a> and <a href="https://bsky.app/profile/bowtiepolitics.bsky.social" target="_blank">Bluesky</a>. </p><br />OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-20864840987000856702024-01-07T13:37:00.000-05:002024-01-07T13:37:06.562-05:00A Variety of Media Appearances to Start 2024<p>Several of the blog contributors have been busy with media appearances as the new year starts and the official kick-off of Election 2024 begins. </p><p>You can find the following contributors at these recent appearances:</p><p>Dr. Susan Roberts was on WFAE's Charlotte Talks with Mike Collins with a 2024 political preview: <a href="https://www.wfae.org/show/charlotte-talks-with-mike-collins/2023-12-19/a-2024-political-preview">https://www.wfae.org/show/charlotte-talks-with-mike-collins/2023-12-19/a-2024-political-preview</a></p><p>Drs. Chris Cooper and Michael Bitzer were on Spectrum News 1's Capital Tonight (starting at 10:50): <a href="https://spectrumlocalnews.com/nc/coastal/capital-tonight/2024/01/03/border-policy-impact-on-elections#">https://spectrumlocalnews.com/nc/coastal/capital-tonight/2024/01/03/border-policy-impact-on-elections#</a></p><p>Drs. Roberts and Bitzer were on WUNC's Due South's inaugural "Purple Ballot" series episode: <a href="https://www.wunc.org/show/due-south/2024-01-02/due-south-2024-election-preview">https://www.wunc.org/show/due-south/2024-01-02/due-south-2024-election-preview</a></p><p>Dr. Bitzer was on WCNC's Flashpoint along with Winthrop University's Dr. Scott Huffmon (starting at 10:05): <a href="https://www.wcnc.com/video/news/live_stream/flashpoint/275-872a9285-37d5-4ff3-8e03-cfcc1f950d8f">https://www.wcnc.com/video/news/live_stream/flashpoint/275-872a9285-37d5-4ff3-8e03-cfcc1f950d8f</a></p>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-64518990064268635942023-12-05T16:52:00.016-05:002023-12-14T09:34:40.469-05:00Brief NC Candidate Filing Update (updated regularly)<p> by Christopher Cooper</p><p>Candidate filing in North Carolina began Monday, December 4 at noon and continues until Friday, December 15 at noon. This filing season is important--<a href="https://www.oldnorthstatepolitics.com/2023/12/candidate-filing-and-illusion-of-choice.html">arguably more important in many cases than the General Election</a>-- so I'm going to try to get in the habit of posting brief <strike>daily</strike> regular updates throughout this period for those who want to keep track of how the candidate fields are shaping up. These updates will be quick and the prose will be....unadorned. <br /></p><p>Here's the update through December 13 (posted on December 14). </p><p><span></span></p><a name='more'></a> <p></p><h3 style="text-align: left;">Overall</h3><p> <span data-offset-key="9h393-0-0"><span data-text="true">1606 people have filed thus far. Up compared to same day in 2019, but there were more days of filing then.</span></span></p><p><span data-offset-key="9h393-0-0"><span data-text="true"></span></span></p><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhGFpA-s4sYmx4iARmfU_tQeaFjlbU_RwL3VFJnpWO1jseFG7gsyROAZIFCcRbXT8_q_w08o_WHHggw7ks641J9LcWMFEbUOuxmpaMHy00sGrjuQWtk5HKSEeF5JbPZeFZotW89QZXZrxcYzgZzsTUrbx_vIGibjeolkaJeQ16kM2pavtUBEay1RgMi9U/s2644/dec%2014.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1762" data-original-width="2644" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhGFpA-s4sYmx4iARmfU_tQeaFjlbU_RwL3VFJnpWO1jseFG7gsyROAZIFCcRbXT8_q_w08o_WHHggw7ks641J9LcWMFEbUOuxmpaMHy00sGrjuQWtk5HKSEeF5JbPZeFZotW89QZXZrxcYzgZzsTUrbx_vIGibjeolkaJeQ16kM2pavtUBEay1RgMi9U/w640-h426/dec%2014.jpg" width="640" /></a></div> <p></p><p><br /></p><h3 style="text-align: left;">Congress</h3><div data-contents="true"><div class="" data-block="true" data-editor="arrt5" data-offset-key="ehruj-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="ehruj-0-0"><span data-offset-key="ehruj-0-0"><span data-text="true">For Congress, 9 districts currently have contested generals (2 with Libertarians; 1 w/ Greens). </span></span></div></div><div class="" data-block="true" data-editor="arrt5" data-offset-key="283di-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="283di-0-0"><span data-offset-key="283di-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="arrt5" data-offset-key="e5npe-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="e5npe-0-0"><span data-offset-key="e5npe-0-0"><span data-text="true">Republicans have contested all districts. Dems. have candidates in 8 districts thus far.</span></span></div></div><div class="" data-block="true" data-editor="arrt5" data-offset-key="a1ivf-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="a1ivf-0-0"><span data-offset-key="a1ivf-0-0"><span data-text="true"> </span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="a1ivf-0-0"><span data-offset-key="a1ivf-0-0"><span data-text="true"><img alt="" height="312" 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" width="640" /> </span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="a1ivf-0-0"><span data-offset-key="a1ivf-0-0"><span data-text="true"> </span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="a1ivf-0-0"><h3 style="text-align: left;"><span data-offset-key="a1ivf-0-0"><span data-text="true">NC Senate</span></span></h3></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="a1ivf-0-0"><span data-offset-key="a1ivf-0-0"><span data-text="true"> </span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="a1ivf-0-0"><div class="" data-block="true" data-editor="53ali" data-offset-key="dggg9-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="dggg9-0-0"><span data-offset-key="dggg9-0-0"><span data-text="true">For the NC Senate, 36 Ds, 4 Ls and 42 Rs have declared. </span></span></div></div><div class="" data-block="true" data-editor="53ali" data-offset-key="dp5ol-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="dp5ol-0-0"><span data-offset-key="dp5ol-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="53ali" data-offset-key="fdrdt-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="fdrdt-0-0"><span data-offset-key="fdrdt-0-0"><span data-text="true">Democrats are contesting 33 districts, 4 for Libertarians, and 39 for Republicans. </span></span></div></div><div class="" data-block="true" data-editor="53ali" data-offset-key="dob1d-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="dob1d-0-0"><span data-offset-key="dob1d-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="53ali" data-offset-key="9egbs-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="9egbs-0-0"><span data-offset-key="9egbs-0-0"><span data-text="true">24 general elections are currently contested.</span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="9egbs-0-0"><span data-offset-key="9egbs-0-0"><span data-text="true"> </span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="9egbs-0-0"><span data-offset-key="9egbs-0-0"><span data-text="true"><img alt="" height="492" 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CAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjExMTg8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4KIOuw2wAAQABJREFUeAHsnQecFEXahwtRogImREUUFQOYFfUMmM+EopizJyrmyJkxZ8zxzMqpmHNWFAOK+RRFUREDihlUwGx/9S+/KntmZ2ZnZmd2p3ue+v12u7q64lPV3TVvv/VWq8g6g4MABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEI1AiBmWqkHlQDAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIOAIILhmIEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEBNEUBwXVPdQWUgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAwTVjAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABGqKAILrmuoOKgMBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIIrhkDEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUFMEEFzXVHdQGQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEEBwzRiAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBmiKA4LqmuoPKQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAIJrxgAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQjUFAEE1zXVHVQGAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEEFwzBiAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQKCmCCC4rqnuoDIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCCA4JoxAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAjVFAMF1TXUHlYEABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEE14wBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQqCkCCK5rqjuoDAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCCC4ZgxAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBATRFAcF1T3UFlIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAME1YwACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAARqigCC65rqDioDAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACM4OgdgjMmDHDPP300yaKIrPuuuuadu3aNalylc6vSZVpYuIXX3zRvPXWW+aHH34wvXr1MhtuuKGZZZZZcuYqfvfee6+ZNm2a6devn+nRo0fOeLUa+M0335jRo0ebDz/80Mw666xm7bXXdm2u1fpSr/oikPT7qxK99cEHH5gxY8aYLl26mP79+1ciS/IokQB9UCIwokMAAhCAAAQgAAEIQAACEEgggVZWCBElsN5FVVlN04/bqVOnmnnnndd07969qHQtFemBBx4wm222mSte/k033dT51YZHHnnECUl23nnnoquXL7+iM6iBiL/88ovZaaedzJ133plRmwsuuMDxycXlu+++M3POOaeLP3ToUHPyySc7/x9//OEE2hMnTjSbb755TQqDH330Udfeb7/9NrRXwrEpU6aE85bwiJ1c69atCxave04fDNq3b29mnrnx72I//vijeeedd5yAfqGFFjIdOnQomH+uiypz0qRJTtCvjxn6sDH33HPnikpYjMDvv/8eO2vcO9NMMxn95bu/Gs8hPTEOOuggc/HFF7sG6d4Ql0q47D5p1apVo/dcJcpNYh7V6oPmYqFn/Pfff2+6devW6HNP70HNA7788kv3blt00UVNx44dm6uqlAMBCEAAAhCAAAQgAAEIQKDFCFTm13aLVT93wddee61ZZ511nKB3scUWMyuvvLJZYIEF3N8RRxzhfvzlTlmboYMHDzYHHnig2WWXXcy7775bm5WsUq2uu+66ILSWALdv375OE/3PP/80pXJ5/vnnzVZbbWWGDBliJNCuNffbb7+Zvfbay3ihdZ8+fczCCy9s1NaWdPvss48TQksQveKKK4b65arTHnvsYTp16mSWXnrpXJdd2GeffWZ22203s/jii5vOnTubVVZZxait6t/11lvP3H///XnTxi/8/PPP5pxzzjFdu3Z1WvXSTF999dXdue55ad3jchO4/vrr3YoFCfqL/dPHCH1owFWHwO67796gL3TPzTHHHO59dsghh5iRI0dWp3BybTYCP/30kznqqKOcwHqRRRYxer7mc3rf77jjjk5YvdRSS7nn43LLLec+9Okj93vvvZcvKeEQgAAEIAABCEAAAhCAAARSQSBVgmsJVXbYYQczaNAgM2rUKGdWIt5L0socNmyYWWaZZcxXX30Vv1TTfgk0vfOar/68OY8SKA4cONBIwNJc9fjvf//rmiiTGW+//bZ56aWXzNdff+2E1qVyKTV+c7JVWRqzn376qSv20EMPdaZRJkyYYN5///3mrkpGeTLT4t1rr71m9PEnn5O2tdz06dNzRnnooYeMBC/Dhw93Qpf4gg/1z5NPPum04U888cSc6eOB+pDz73//28i0SrZ7+eWXzTbbbOPM7mRfq+Xz5rrHpOlZqvv1119b/CNKqXVOUvw33ngjZ3W12kLPhgsvvNCsv/76Ztdddy348ShnJgTWBIGnnnrKzT/OOuss47Xr871LtTJo+eWXNyNGjMj5PNWKKpnCyvX8q4nGUgkIQAACEIAABCAAAQhAAAIVIND4Wv4KFNIcWUgrVVrWr776qitOgs7999/frLbaak5bSctsb7rpJvP44487ofW4ceOcZmZz1K2pZZx++unmnnvucRqqvXv3bmp2Zad/7rnnzN133+3SX3rppc2yVNkLcvUDfb755nNlq2/lSuWyxhprmFNPPdVo2fV2223n8qilf76tqpM+wHgnjeJactLWPfjgg50AppR6aQzrw4cXVut+3XrrrZ0gW8K5F154wVxxxRVOECNBXSF3++23mzvuuMNF0bL5iy66yK2skFkgmVs5//zznekQlSVzC0lxzXWPyeSQtPl9X4iPBGjqH7l//OMfTivUnfz/P9ncl4a8TIXgqkdAZm4krJSbPHmy+2Cnj3Yyi6SPO/qYJ78+ItW6+avqUUpWzlodcsABB5hrrrnGVVzPpPi9l6s1H330kVE67dFw+OGHm0022cTNZbQPhuY2n3/+uVs9dvbZZxv94SAAAQhAAAIQgAAEIAABCKSRQGoE19Lg9EJr/dCT5qI0q72TCQGZJ3jiiSecmYgk/eCXwFV/9ehk01Mul83iUrm0adPGHHvssTWL0bc1X3trpeL6SCRNZwmIi3USuElT2wtrDjvsMLf6IW4bWDbdjzzySHPMMcc0atdXwhvvJORbaaWV3Klsm++3337O5Mqbb75ZMdvDvqy0HMXJ29P3bfIaoDqXaSXZgcc1P4HZZpvNmYTILlmrTfRBS5u2atWJ7qHbbrstOxrnNUhAH6S80HqDDTZwzz6tPCnkZBpEH4j/9a9/uT0DfNwtttjCmW7y96+f9/jrHCEAAQhAAAIQgAAEIAABCKSJQCoE19JKOv7440O/SJAVF1qHC9ajpdb6izsttZVAW1rY0iaUjV7Z3B0wYICzJRmPK6HdLbfc4rR2t9xyS2eXV+lk4kBLe1Xummuu6bQZ4+nifpk0kb1lCSJk71JCddnnzedk53L06NFm9tlnDxqR8bil5ufTFttuafupDmqnd9K8ls1bOf3Alr3iuJOd5jFjxpjXX3/dbUAlm8eyjyyujTkxvu+++5wGqMwTyEn7zG/QqE38lFdjXLLLkdBUgh6Zs5C2rzRO5SrRp7I1+uyzzzqzHtKmU96yTeudt9/sz+NHtUOMxcq7hx9+OKwI2HjjjRts3jV+/Hgj0wL6U/3FVWMv17hXv0mbWfZUNc7UL3fddZdbqr7WWmu5ce7LLXTUfSOBmcp87LHHnOB6ww03LJQkXLvyyiuDyRMJbs4999xwLe6R0M5vehcPz/ar/d717NnTe8NRdps1RvI5aavqT9y1cauESKuuuqq79+Npmjo2avUei7exEv633nrLPQM//vjjvM/AbJay3ywb9rp3tEGdTDzpGHeljHONy1deecV95MoldJdWv7d7rme3tMfjTh9XpMms+0XjXMJ93TPxDUm1gkfjJdvpGaxVAhJQ6l7X2NMzRuOwUk5222UCR5uP6j2lVQdaQaT7KdsVO77j6bTiQ8+JsWPHGj13VU7//v0b9IlPU2wZ2c8fmanR+1bvQPWBnklaUeOd7hm9w7VKSs9Raf+r7Y25H374wa3C0FjUu1LvVd3ThTZ8LbYN5YzdeH01llZYYQX3UU77LGjO0pjTx1p9hMvltC+Ad6yA8CQ4QgACEIAABCAAAQhAAAKpJGCFeYl3VggX2c5xf/YHcNHtsT8eI7sZXmQ1cUN6n4+OVkARWa3SjPysQDbEtcJblz6eRv62bdtGVgM8I50/sVqg0YILLhjy8GmtgCQ67bTTQri1X+mTRHZjxhBul/OHcHnKya/UdlshUCjf1zd+tGYHMupkBfuRFUjkTCPeM2bMyIiffWJtOudM68u0GzS6JPm4xPvIbsIYsi8mvNQ+VX+oHla4VbDOGhNW+BHqEvfstNNOBdM++OCDIboV+kRW6zJvfGsCJbKCjBBfHs9J3Kyd3MgK1kN6K1DJiJvrxAp1XXy7cWJkbVSHtFZIHmWPR2v6w123GrsZWSmu7z/7kSfjWjkne++9d8jPCsGLzsIKJCMrjAtpfZ10tKZoIqvJnZFXfMyUMjZq/R7LaOT/n1jBbeCy7bbb5oriwuJMrBZ9tO+++4Z0nmeuZ2A8ndU+jezHlox09oNFKLOcca7nkMrv2LFjyCfusatwQnnx56viWIFtZDfyDdd9O7KPekbL+XtK162wOpp//vkbpNW7SOOtWOfvMyusLZjE2kcOZenZEXeljm+l1T1s935w763s9qofrRmKeBGuTaXcQ56Vnj/PPPNMpGdOdjnWXr2rhxXGR1bw3+C61S5v8Kzx+Sov+6EzmmeeeRqks2aEIvtBOaP+OimVUyljt0FhOQLsB+tQV7v5Yo4YhYP0nPIM7UeYwpG5CgEIQAACEIAABCAAAQhAIMEEtHQ/8e7MM88MP+IkECnWWa3WkG6uueaK7NLbSMIPq0EcwiW8ttp0Icv4D1irTRfiSRgdF0hbEwiRBLBx98knn0TWPnNIox/o1mZ1OPc/RHWMC1biP9DjgsJy8yu13ccdd1xktZydQMjXUYJJhelPghTvLrnkktAetU8CMKtJGUkY49NKuFnIWc3IyGpwu7x9GqvdHcqT0FIuH5d4H5UquC61T+NjT4Iv1S27TzWeJPTN56ytbtc2q20cGEmIKrbiZjUIXVKrKR5JEOOZ2JUBkdWYjqw2YsbHlyWXXDKSENK7OCeNS6W39oqdoMpq9floeY9eoLbuuuu6ODr6OmTfb7kE1xLYW61HlyZboJ230EYuWDu/oQ5q08knnxxJWFzIiV/8HpUgbZ999nGCbP/hQUeruRuyiY+lUsZGrd9joYExTzmCaz8OdBTbON/sZ2CcZTyd/8hlzSK42pQ7zssVXKteut9UJ9XZbuoZaRzrmePrqb7XxxcJVuXi95TVHHfx9AFU94ruLZ/ObqTo4hfzz99njQmuxcffx1azO2RdzvhWYj3ffX3VBj1PrGZ5aL8+dNl9AVw55ZQRZ+U/Euvjgj5cxD+i2ZUl4TzXdWvTPrRVnni+nofdDyCyGtoZQnh9VFC9vSunDcWOXV9GY8emCK6tZnlktbdDn+lDMQ4CEIAABCAAAQhAAAIQgEBaCaRCcC3BqP/hbZdrF91XElDZJbfRDTfcEH6YK7GEw3vssUfI05qoCHlm/4DVD2WvpSkBnV3aG9IdeuihIZ08hxxySLgmgYa1KeuuT5gwIbJLmsM1taUYwXW5+ZXTblVU2pWec1wQ4Bph/0ngbM1juDhLLLFEZM0G+EtOy9raMA7p7ZL+cK2QxwuF1MfZLi64iAv0431UquBa7SulT317JUiIa5Kfd955oa1XX311dtVzntuNI0Mau2y/QRwJZz1/fWSJf1CxG3VF1hxLuH755ZeH9HFOSi/txunTp7v6eqF4iJzD4wVq1vSBu2ptqgYBkwR+ysu7XIJrtcXX25oF8FGbdNS9pvr4fHW0tu0ju0ljRj/ECznppJNC/PjHFsUZOXJk0JoXW+/iY0llFDs2knSP+baWK7gulkk2S2vOwWngqnx95NPzQ67ccV6u4FqrEPw4igsBJSD0mtQaW/EVE9n3lD6A+JUO1vxM0CqWwNuavnDtauyfv88aE1wrH9VHddaHUO/KGd96RntBu9qqFTzeffHFF+5ZIQG+f1eVU0Y2K70X/bPLmooJ7H0fxK9r5ZIPt6aKfNXcMVe+EgjLaSzFV3lYU0UuXP/KaUOxYzcU0oinFMG1NPq1qsxuihsdddRR7hnkmUhbOz4uGymWyxCAAAQgAAEIQAACEIAABBJHIBWCay3J9j/kci0LLqdXJNDzeZ5zzjkhi/gPWC1NlpAi7rTE3WuXbrTRRuGStRkatK2lxa3zuJOQxG42GMpsTHDdlPzi5Wb787Vb8RoTXMe1j60N5OysnXDKM7WbJDa4niuguQXXpfSphD6+PVdddVVG9TVOvDahPoIU4woJriUU9xrZEhTm0i62NmFDmdK69i4u4JG2tBdC+euNHb1AzQuuFV/Cb992CRq9yyW4lmkQH9dukOqjNvko4ZdMo/i8/VH317XXXpuRv4SyfrWDtElzOW+yRdqbXsO03Ps9V/4+rNbuMV+vcgTXpdwvcZa6N/SxINs1ZZyXK7i2m9+5MWQ37M2uTnTwwQeH8aUVLt7F76mDDjrIB4ejnm9+PFqb8iG8kMffZ8UIrvXB1ecvgXm549tuhBryufHGG3NWT+8muXLLiLPK/pirfOMrVApdl2A97uL5SqCb7f73v/+Ftll71+5yuW0oZuxml1/ovBTBtVbW+L6OH+0mjeEDQKGyuAYBCEAAAhCAAAQgAAEIQCDJBGayP4QS7+wP69AGq+EW/E3xWJMGIbn90Rr8cY+112zsj+54kNvcTRt6yU2ePDlcmzRpktsUUAHWfEaDTbu0Kd2RRx4Z4jfmqXR+vrxi2u3jZh+1qZecNsPSZltWSJDxZ80IuI3LFMdqmetQc66UPrXCh1B/q50Y/PJoY0a/+Zs2oWuqsxqpxgpqXTZW0Gas7dkGWWrcaUMyOW1sZjXxGsTRZnjxzeYaRCgywNr6DZtzWhu45ssvv8ybshr3pwqzgmi3Uao2etOmed7pvrMfC4w4eafNPe0qAXeqDeeyx6bOtXmanLjZD2DOH/9XytiIp8v2p+keK5fJ7rvvbuxHlGw0bgPPSozzBhkXCPD38dSpU91mufGo1lxPOM13H9vVFSGO9/ixpPP4e8Bfb+rRTjpcFvYDgLEa027z2nLGtzbGlNMz25pIcf7sf3o3yVXiHrK2tLOzN8svv3wIsx+Jg997rOa082Y/Y/11He1Hv/ip8y+77LJhA149P+Uq0YZ8Y9cVUIV/2ojRfswwdnWLsR/VQgn33HOP2wj1xRdfDGF4IAABCEAAAhCAAAQgAAEIpI3A37+CEtyynj17htpbrbjgL9ZjN4wyVmvO/POf/zTW3IKxml3G2ituNLmEBrmctRvsgr1ARCdWOzdEtdqwwV+upxL5ldvufHX2wgGrNemEKdaeqcn+k3BIrhrCnHz1KiW8lD6VMMELkK22YobQS+e+rRpTTXUSRHuX/bHEh+toTbS4UwlirYmO+CXnt1qlDcLKCZDw1ZqqcUklMDvxxBOdPxe/pt6fjdXP2g83o0ePNtZkj7H2eUN0u7TeWBMB7tyPTZ1YLdMG41Lj9PDDDw9pc43PXG1Tglz3u88o7fdYOUzEJt84rNQ49/yLOfr7SePYmgoJSfQcs5r77tzugWCsJn+4FvfkYuDHhOLF3wPxdE3xSwArp/vQmvJwAn8XYP+VMr79faH+0D1QyPm4ilNKGfE8c7GyJmPiURr47V4JLsyag9IKsQbXFZArX4X797jdjNHYVUplc1Je3uUbu/56pY929ZL70PvZZ5+5sfT4448ba8fbFaMPbAMGDDD5Pq5Xui7kBwEIQAACEIAABCAAAQhAoLkJNF0VtLlrnKM8r+GsSxLo+h91OaJmBOlHsDQzJeCqpItrRfl8v/rqK+81XoMtBJThaUp+1Wp3vE7S4MvnJGTIpW2ZL34thOfqU2n3S/vuiiuuMOPHjzfdunUzm2++ubFmJoy1i+6qbU0pGGvOoslNiGsbekFOrkzjwicJr6vp7PJ8Y+13GwmFdDzssMNyFpd9f+aMVIFAaflbswzG2hsOAmsJHu2GmSY+NlVUofE555xzBoFXMdXKNTbq/R7LxaQYli0xzqU1fvzxx7vq6X1gN4k00nKVgNALa61ZimKqH+KU2/6QQQGPBOx+PPfq1cvF9Oc+WbHj29rGd0msOQqfNO+x3DLyZvj/F/IJnX26xq77eLmO8RVYuier1YZcZVcjTM93a+vbrTDR6hprDsWtdrGb1YYPidUolzwhAAEIQAACEIAABCAAAQi0FIFUaFwvuuiigd9tt90W/I15zj333CC07tu3r7EbIDnNJmnK5tK4bCy/QtelseedtUnqvWUfm5JftdrtNdEkrLUb9uX9k+DFC4rKBlADCdVGacN5J5MY0rS+/fbbnbkJmRmQP6596eOWetQyce8kKM7n/NiSsCeeJl/8poRL2OU1ra3dbNenuYRMHTt2dEJ9lSUBv924sCnFFkyr8i+++OIgmH733XddfD82dWI3rsw7NtWnWrXRVHbcYwW7Ke/FOPdyx7k+HElIWazTcz/u7Oaj5rLLLnNCawmg99xzT2NtVsejtKhfH8q88xrF5Y5vfWyTK2Tqx5dVbhk+fUscvZkimW3S6pgktiEXN32YsPsFhEv+ORcC8EAAAhCAAAQgAAEIQAACEEgJgVQIrqW96+2Pyu6j3TCxqO556KGHXDzZI5ad3C233NLZktSP3EpoRccrIfMj3r3wwgvem3H0QseMwDwnTcmvEu22mwM2qJnXrJVWWz0sXR41apSzhayxJ823Cy+80Gm92c0KncD6nXfeMWuuuWYDTuUEyCyJd88++6z3Zhy1lF4ax3ISABbSusxI2IQTaTMvvvjiLodbb701770nMzzenX766d5blaO0EqU1Lec1Lv3YVNi4ceN0qKrjHisPb1PGuTc5oY8ouZ6lucJUS9l9l5NW9f333+8+wNhNAp3wWh9Z7MarFbEL7wpp4j+7+a8544wzXC6yVT948GDnL3d86+OanDSvGxNel1uGK6DK/8Ql28nUy2uvveaCtb+CXC23wVWwhH/x1TX6OIiDAAQgAAEIQAACEIAABCCQRgKpEFxrubS04uSkaadNpqTZmcs999xzZo011jDPP/+8+fDDD10U/QDM/uEnoWQlnez8emHagw8+2EBI8Oabb5qDDz646CKbkl+57dZmeN6pvtnOb7KlPsi1YVl2/KSf+43NJCiT4FpmBs4//3wzdOhQs/XWWzs735Vqo1YV+M0epcWdy5b7zTff7DYfU5mbbrpppYoumI+E9tqcUU79nu+jkYT53h646q/zXFqxEjZpk9Ltt98+b7nS2D/uuOPybvApW9fevrdWUsjJFrC//2QaKJ8QM2+hJV7gHisR2P9Hb8o4j9ugfvjhhzMqIBvoBxxwQEaYP/H3se5hlX/SSSe559e+++5rllpqKR+txY+vv/662/TWfxTcf//9jTYglCt3fPuND/XR66KLLmrQRplu0b2mZ1y5ZTTItAoB+jA2ZcqUjJx1n/uNPv2mtbXchozK2xON2XybGKs/brjhhpAkvhloCMQDAQhAAAIQgAAEIAABCEAgBQRSIbhWP5xwwglB+CxNV23SNmTIEDNixAinTa1N2jbYYAOnAasfhPqR6zfl0o9zCRxlJkCaW9Kc3WKLLSravRKO/+tf/3J5qozNNtvMSHNWQggt/ZYw3W/mV0zBTcmv3HbHl1lLWDl27FjXBq/lK+1bH0dagRJASsAqAaX+1C9nnnmms0HubccW09ZajbP22msHTUzZupaWvoSz0uDv0aOHEzJpDE6aNKnJTZD2tHjKSbgrQcy9995rvvnmG/cB5pxzznGCc11XXN0PzeVk13uttdYqWJw0Hr3gUGNB9dOmivrAIVvCsgkum9nSANXYyiewUSG6dtppp7n7d9ddd3Vashpb+pgiDlo54d0uu+zivNJO9WZNJMySHfynnnrKsVQEhUnbdscdd8xrq9vnWcyRe6wYSg3jNGWcx8eg7K1L613PGY2njTbaKAgxs0uVzWA5PY+1ca7Mg+gjnUwe9enTx42nO+64w5n/yU5bjXOZt9DHTf1JOCkzJVtttZV7p/kPhrpP9PHHu3LHt7TM/coMPbP10U1mJ7RJpgTZ2lhW95rqVG4Zvo7VPL7yyivueStTTaq7zAH5zWNVb29/vyXbIO3vl156yf29/PLLAYdWKMXDJZSW0zNSq1l22GEH92zSu1Tmc/RhbsMNN3RpFE+rrzbeeGN5cRCAAAQgAAEIQAACEIAABNJHwAqRUuPsD8PI/tCLbC8V/LM/9CL7IzC67777GsSzP2xdmBVehGtHH310YGQFzSHc/sgP4XGPFYS4ONb+aDw4+uyzzyK7FD6kz66n1ZIN1x544IGQ1goXQrjVjAvh5eZXTrtVqBXwR+3btw918fW3AvlQJ2uqJWrXrl1GHKWxmrkZYdZcSkhTyOPTDRo0qEG0fFzy9VGp4fEC8/Wp1e7PaJdnEj9agXZkBU7x7HL6Tz311JCX1RhuEMd+WInsB5kQJ16G94u13agrI20+ThmRCpwst9xyrsx11lknbyxrFziK3zNWs7FB3F9//TXSvRSP5+udfcx3bylTK7xpMMay0+vcasxm1MFuVhlZ0y0Z/KxN7MgKKTPCrFAopMs3ZkIE68k1NpJ0j/m2iI/nuO222/rgBsdymRSTToWVO86V1n5MCm3wbfFHK7wO1+LPVyuoDeE+bq6j/TilIpxr7J6yK3tCnnYlhE9W8Ojvs1xl+zA9D60QNrIfWhrkVc74VibDhg0LdfXlxI92pUdkP5a58sopozFWjV3Xfezr8+eff4Z2+3T2Y2GDe9jH1/GYY44JaeQppw3Fjt2MgmIn9iNvaEO8brn8jzzyiEtpV+00mkZttx/gYiXhhQAEIAABCEAAAhCAAAQgkC4CqdG4tj8AjUxVSKvp8MMPN1oC7e3b6pqctCBPOeUUZ+NWS4al9Sz7pn6DKsXRkmnFkxaotPTkvIkD+WUaQVpbclZA647Z/3y4P/rrsjssbW9pfsfzlNmPs846y0irT/nLxe1X+nwUFt/8rtz8ymm36iQNxOHDhxtvS1Zhcn6DMPkHDBjgNt9TG329f/rpJ7fUXNdl1kVafSuuuKJOG3U+D3+MJ/Bh2Vzy9VGp4bnK8mXqmmw6y+yFnLTppeknLXRpz2mZev/+/d01afMWsxmlz1san9ljVxlJM1LjR5p48TGrazJ1I1vv0jzceeedFRSczzebU4jQiMcKw10Mf8wVXUvVNYZ9vb0JgnhcXZN965EjRxot7e/atWv8smuDtKWlURjXJs2IZE+0MemLL77oNBFz2aKXlqg23NMGe3Gn/pcJIGl5+00A7ePcyPSInPiqz0488UR3rn/5xkyIYD2erz/qWpLuMd8WjTv/XCrU1+UyKSad6lLuOFdaac1boXsYhwpTX2uzTJnSURvlfDutENOZllKYVkpobErjWGY5tO+B7lu/uaruab+xqO/rfPeUv658436d53OrrbZag0sa37q31CZpXuv9prbEzTb5ROWMb6XVqhCt3tB7KO7UNt2Putf8eCinDN/+fKx8X+gYf7/5uvj0Pp4P9+fStJfpr1VWWcVfckf1u1ZaSWM87sppQ7FjN15O3K8x7ecN8fBcfs9az68jjjjCePvc8bjKb6eddnIm0ezHmvgl/BCAAAQgAAEIQAACEIAABFJFoJXk8KlqUawxVsPT/bCTsELLabt06RK7+rdXwuqPP/7YWA1mJ7T2tnCVXkItpfMCD6WSSZFffvnFCXBz/dDWUl+ZA5HQQT/WcznlLSGIhCJa9u2d8pYwJV5Xq2XmTJvox6r/Uevj+2Mp+fk0pbbbp1P7tARfGzRKgBq3Levj6Kh6T5w40ZnKkH3muH3ReLxCfpUhJhKWx/vA5y+TL7m45OujUsN93XL16UorrWSsprEbM1rCny2YUJ9o3Mmch4RC3u6xzzPXUbaXJZDJtrmeK67VAnTjW4Jc2ebN5uPTFDN+fNxcR41HmQrQmMxuY3Z8cVK71SfFOJnpkSkVCbElaJKAqBSn8sRVG8vpftOHkWLYqQzdo7KFrzxUvvooV/vyjRlfz1xjw19Lwj3m66qj7jeZosl+5sXjyF8uk8bSZZej82LHeTytns9vvfWWE/D6zUN1Xc9z9Zd/vlrNa/eRQdck2JZZhmwnM1Le1IRMd8g8TTH3lO4ZxfNlZedb7fNix3e8HnqeavNSvWf0QTKXgDwev5gyGmPlr+u+9ULqeBn+evZz3od36tQpfKiQGSG9x7UJo569xbhi2qB8yhm7xZRfTBxtnqk/3Z96TulZmWvuUUxexIEABCAAAQhAAAIQgAAEIJAkAqkWXCepI6hr8gjoo4OE0tIefvTRRxs0QIIrCc0knJU2tLQ5cRCAQO0QuPTSS4PtdWntyvZ5trOmNJzmq8KfeeYZt09CdhzOIQABCEAAAhCAAAQgAAEIQAACEKg8gdLUGytfPjlCILEEtHGbzFo89thjZvDgwUabvMlMhTSfZTJEZjEktJaz9koT204qDoG0EtA97J028tSGfjJzo1Uw0uLXpqHSuJaTyYa+ffv66BwhAAEIQAACEIAABCAAAQhAAAIQqDIBNK6rDJjs00tgzJgxTlitJeSF3G677eZsXheKwzUIQKD5CcjchMyD3HbbbQULl6kj2Ue3GygWjMdFCEAAAhCAAAQgAAEIQAACEIAABCpHAMF15ViSUx0SkG30q666yjz00EPO1rKE2LLHLY1NmQnZa6+9TL9+/eqQDE2GQDIIyA65NnXURr3alPHrr792FZdNft3H6623nltR0VK2qpNBkVpCAAIQgAAEIAABCEAAAhCAAAQqTwDBdeWZkiMEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQg0gUCL27hu1apVE6pPUghAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEGhpAlEUVbQKM1U0NzKDAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCDSRQItrXFdaEt9EHiSHAAQgAAEIQAACEIBARQn4FYbMeyuKlcwgAAEIQAACEIAABFJOAI3rlHcwzYMABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkDQCCK6T1mPUFwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAygkguE55B9M8CEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAJJI4DgOmk9Rn0hAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCKScAILrlHcwzYMABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkDQCMyetwtQXAhCAAAQgAAEIQCAdBN566y0zYcIEs+iii5o+ffqko1G0AgIQgAAEIAABCEAAAlkEmPdmASnytFVkXZFxiQYBCEAAAhCAAAQSS0BTng8++MBMnTrVzDvvvKZ79+6JbUtaKr7SSiuZV1991ej48ssvp6VZDdrRqlUrF8a0uwEaAiAAAQhAAAIQqAIB5r1VgNrELOtl3ttETA2SYyqkARICIAABCEAAAhBIE4Frr73WrLPOOqZLly5mscUWMyuvvLJZYIEF3N8RRxxhvvzyyzQ1l7ZAAAIQgAAEIAABCNQpAea9ddrxKW42gusUdy5NgwAEIAABCNQzgR9//NHssMMOZtCgQWbUqFHmhx9+yMAxadIkM2zYMLPMMsuYr776KuNac5388ccfZvfddzcDBw40999/f3MVm1FOLdQho0KcQAACEIAABCAAAQiURIB5b3G4mPcWx6mWYmHjupZ6g7pAAAIQgAAEIFARAn/++afTspYZCrlZZ53V7L///ma11VYzc845pzMZctNNN5nHH3/cCa3HjRtnunbtWpGyS8nk119/NTfccINLssgii5jNNtuslOQViVsLdahIQ8gEAhCAAAQgAAEI1CEB5r3Fdzrz3uJZ1UpMBNe10hPUAwIQgAAEIACBihEYPny4s52sDHv06OG0maVZ7d3qq69udtttN/PEE0+YoUOHYu/ag+EIAQhAAAIQgAAEIJAoAsx7E9VdVLZEAgiuSwRGdAhAAAIQgAAEapvAzz//bI4//vhQyREjRjhzICEg5ll//fWN/rKdllu+9tpr5o033jAffvihWXDBBU2fPn2cfWzZys520th+4YUXjLSm1157baP0zzzzjPtT/BVXXNFpgM8yyywu6e+//+6E6TNmzAhZvfPOO+bOO+905zPPPLPZfPPNjd/Uz0dSnfT39ttvuw0ml1tuObPqqquaTp06+SgZR21G+dRTT5n33nvPaJOexRdf3OU7zzzzmOaqgyokPmPGjDFjx441vXr1ciyWXHLJjLpyAgEIQAACEIAABCBQGgHmvX/zYt77N4tU+eyPGBwEIAABCEAAAhBIDYG77rorspM199evX7+S2/Xggw9Gc889d8jD56Wjwu+9994GeR544IEuft++faPnn38+6tatW4P0qsvXX3/t0lrhc4Pr8XLkt5PvUI7S9e/fP2ea+eabL3r66adDXO+xwvvICsobpGnXrl30yiuvRM1RB2tHMBoyZEiDOqh9Rx11VGQF7+6a3WXdVzuVR9+3qWwcjYIABCAAAQhAoMUIMO/9Cz3z3hYbglUvWNo3OAhAAAIQgAAEIJAaAmeeeWYQlF5zzTUltevyyy+PrJazS6+j1VCONtxww0jCYS981NHax87I1wuuda1t27Yubps2bZxgVoJin3bXXXd16SZPnhxZzePImjEJ1zp27BgttNBC7m+JJZaIvv/+exd32rRpkdX4DvEkHN9nn32cILt169YuXEerHR7qFP8Rs/DCC0eHHHJINHjw4JCP1UKPql0HVebggw8O9RaD3r17R507d84IUziC69B1eCAAAQhAAAIQgEDRBJj3RhHz3qKHSyIjIrhOZLdRaQhAAAIQgAAE8hEYNGhQEIyOGjUqX7QG4VOmTInmmGMOl9Zu5hg98MADGXEuuuiiINSWINkuzQzX44JrCWIlWP7uu+/cdWvWI7IbQrp8pQHtta510ZoKCXWVZnIud9JJJ4U4Z511VkaUkSNHRl54bTd2DNd23nlnl0Ya4l4ArovWPIjTGP/8889D3GrV4Ysvvoi80N6aMnFa3ir0l19+ia644opQbwTXoSvwQAACEIAABCAAgZIIMO+NIua9JQ2ZxEWeyf5YwEEAAhCAAAQgAIHUEHj//fdDW6yAOfgb81xyySXGCptdtJNPPtlsuummGUmscNrYibEL+/jjj401GZJx3Z8cdNBBxmpum9lnn90FWS1jYwXZzv/bb7+ZCRMm+KiNHmWHetiwYS7eaqutZo444oiMNOuuu67ZfvvtXZg1cWK0U7qcFY67oxVqmw4dOji//ulctrPnnXfeENaYp9w6XHvttUZ2F+VOP/10Z+dbfquJbvbee28j2+Oy5Y2DAAQgAAEIQAACECiPAPNe5r3ljZzkpEJwnZy+oqYQgAAEIAABCBRB4Icffgix/GaIIaCAR5seyinNnnvumTPmbrvtFsLHjx8f/HHPeeedFz91/hVWWCGEWRMdwd+Y56OPPjLWVIiLZm1cGwm+s/983n/++aeZOHGii6tNG+Ws1rNRunx1dZEa+VduHd59912X80wzzRSE6/GittlmG7PsssvGg/BDAAIQgAAEIAABCJRAgHmvMcx7SxgwCYyK4DqBnUaVIQABCEAAAhDIT6Bnz57h4ieffBL8jXm0E7lc9+7dzWyzzZYzurU9HcI//PDD4I97rG3s+KnzW5MdIeynn34K/sY8cS2aY445xmkrS2M5/nf44YeHbLxQ/LDDDgta1Y8++qhZcskljbXVbR566KEQt1hPuXWQVrpc165djTWVUmxxxIMABCAAAQhAAAIQKJIA815jmPcWOVgSGg3BdUI7jmpDAAIQgAAEIJCbwCKLLBIueOFpCCjgkXayXJcuXfLGigu0pflcrJPWcTnuq6++ykgmsx/5/hZYYAGz2GKLufgSFr/66qtmu+22c+ZBrDE789hjjznzJxtvvLH58ccfM/ItdFJuHXy6OLNC5XANAhCAAAQgAAEIQKA0Asx7/1KSYN5b2rhJUuzyfkUlqYXUFQIQgAAEIACBuiKw6KKLhvbedtttwd+YZ7755nNRvH3oXPG9RrOuzT///LmiVDRM2t/eyW729OnT8/5Ju9y3QWlkx/qWW25xNrWlrd25c2eX1SOPPNLAVrYvI9ex3DrMNddcLjtvNzxX3oRBAAIQgAAEIAABCJRPgHnvX+yY95Y/hmo9JYLrWu8h6gcBCEAAAhCAQEkEtGGh3/TvnnvuMW+//XZR6RdeeGEX77PPPgu2orMTjh49OgT16tUr+Cvh8RsZxvOKa9GMGzcufqlovzaoPO2008wbb7xhunXr5tJpI8dcrpJ18IL9b7/91sTNjfhy//jjD/P999/7U44QgAAEIAABCEAAAiUSYN6bCYx5byaPNJwhuE5DL9IGCEAAAhCAAAQCAQmU/eaKMpGhTQDzbU743HPPmTXWWMM8//zzZqWVVnJ5KM25554b8vMe2ab2Gy/KxvT666/vL5V9bNu2bRCyv/nmmw3ykfkPbx/6+uuvN8VqL+cyY6KJ/KqrrurKiF+vVh369u0b2nPNNdcEvzzaSHKfffYx3q54xkVOIAABCEAAAhCAAASKIsC817iNy7NhMe/NJpLccwTXye07ag4BCEAAAhCAQB4CJ5xwgunYsaO7+s4775iVV17ZDBkyxIwYMcI88cQT5sorrzQbbLCBWXPNNY20qKdMmWIOOOAA481bXHrppebAAw90Wsrarf3ZZ581a6+9dtDe3m+//cxCCy2Up/Tig2X72pv3ePnll40EvLLLfeONN5pff/3V2ac+8cQTXYayS/2Pf/zDPPXUU2bGjBkh7P777zc77rij25hGgUonu9K77LKLef311108/Xv44YednWv5l1pqKR2cq0YdlPFuu+1m2rVr58o4++yz3ceASZMmOab9+/c3V199tbvGPwhAAAIQgAAEIACB8gkw72XeW/7oSUBKq1WEgwAEIAABCEAAAqkj8Nprr0WLL754ZKdjBf+sSYvI2od27b/pppsiq4FcMH6/fv0iq/mcwcsKuUMaawIj45pOrGZ3uH7zzTdnXLc7oYdr8bpaAbaLZ7WjIytgz4jTqlWraNZZZ80I23DDDV38X375JdJ1n1f79u0jK8gO59aMSvT0009XtQ4+8zPOOCOU6+vjj7PPPnu07LLLuutW290nSeXRtzmVjaNREIAABCAAAQi0OAHmvX/N95n3tvhQrHgF0Li2vyRwEIAABCAAAQikj8Dyyy9v7CTeHH744WaZZZYxs8wyS0Yje/fubU455RQj29EyySEnzeWXXnrJrL766kbmQOKuZ8+eLr40nq3QNX4paBYrjRUaZ1zTidc8zvbr/LjjjjObb765vMHNPffcoQzZ6x41apQzU+K1s+2M0EybNs3F79Chg5EGs9fMVh20kaPXCJeJE2lry62wwgpG9q2t8N2d+3+VroPP96ijjjKXXXZZ4KtwsfjnP//pOPt2Z7P26TlCAAIQgAAEIAABCDROgHnvQg4S897Gx0rSYrSSKDxplaa+EIAABCAAAQhAoFQCMqEhW9cyjaGNA7t06VIwi99//91tKjh16lQjIXfnzp3zxpfNZpkbkRDZanrkjCeTI4qXr1xtYvjpp5868yBLLLFEA0G7z1QbGqodql/Xrl2NBOqtW7f2lzOOMjsi8xwS2mvzSW8KJSNS7KQadfDZqx760w8r2dWW0zRUdrtl2iTNwmv/MYNptx8NHCEAAQhAAAIQqCYB5r3Me6s5vpozbwTXzUmbsiAAAQhAAAIQgAAE6o4Aguu663IaDAEIQAACEIAABCBQAQKYCqkARLKAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACByhFAcF05luQEAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACFSCA4LoCEMkCAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEKkcAwXXlWJITBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIVIAAgusKQCQLCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQqBwBBNeVY0lOEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUAECCK4rAJEsIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoHIEEFxXjiU5QQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQAUIILiuAESygAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgcoRQHBdOZbkBAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhUgMHMF8iALCEAAAnVL4IMPPjBjxowxXbp0Mf37969bDjQcAhBID4Eoisy9995rpk2bZvr162d69OiRnsbREghAAAIQKJkA892SkZEAAhBICAHmvbXfUa1sJ0W1X83iavj7779nRGzVqpVp3bp1Rli+E72MH3nkESd82nnnnfNFa5bwWqpLszS4hQppynhpoSpTbIUJ/Prrr2bKlCnuvm/btm3e3P/44w8nxJk4caLZfPPNTa9evULcgw46yFx88cXuXPFmmomFLAFODXmy73f1E31VQx3UjFX55ZdfzLhx48yMGTPMPPPMYxZccEEzyyyzNGMNar+o7777zsw555yuokOHDjUnn3xy7Ve6xmuoOalcJafd2c815r01PghaqHpNGSctVGWKrTAB5rsVBpqA7LLve+a9Cei0KlWReW/jYJn3Ns6opWOkRsKy++67ux+e+vHp/2aeeWYzxxxzmHXWWccccsghZuTIkXl5Dx482Bx44IFml112Me+++27eeM1xoZbq0hztbYkymjpeWqLOlFl5AtIk7Natm1l++eULZv7888+brbbaygwZMsRIiINLFoFc97s+anbs2NGsvvrqZtiwYWb69OnJahS1LYnAxx9/bPbYYw+zzDLLmFlnndWssMIKZo011nAfoWaffXa3WuKBBx4oKU8iQ6AlCeR6rjHvbckeqc2ymzpOarNV1KpUAsx3SyWW7Pi57nvmvcnu01Jrz7y3VGLEr3UCqRFcv/HGGzlZS5ty1KhR5sILLzTrr7++2XXXXc23337bIO5vv/0WwqQ1WY67//77zcCBA41eFuXmoXIrURflU6n6KK+0uaaOl7TxqNf26Au0nD/m41CpezJf/oRXl0C++10at/ooccQRR5iVVlrJfPTRR9WtCLm3CIErr7zSLL300ua6664zY8eONdlaSPpo8eCDD5rNNtvMfZxqkUpSKARKJJDvuca8t+nz8BK7oqajN3Wc1HTjqFzRBPw81x/zJWS+m49MssLz3ffMe5PVj+XWlnlvueRIV8sEUmfjeu655zYjRoxwzCdPnmzefvtt9yczIHoZ//e//3UmQV577TXTvXv30Denn366ueeee8ziiy9uevfuHcJL8Tz33HPm7rvvdkkuvfRSp81XSnoftxJ1UV6Vqo+vVxqP5Y6XNLKgTfkJSDPz1FNPdQLu7bbbLn9ErtQ0ga5du5rbbrvN/Pnnn85MhITW5557rutXrbTZb7/9zEMPPVTTbaBypRHYe++9zVVXXRUSbbnllmbDDTc0K664otO8lkaKVmNpbvDFF184e/UhMh4IJIBAufOYSsw1KzXPrERd1FWVqk8Cur3kKpY7TkouiASJJsB8N9Hd16DyzHsbIEl9APPe1Hdx3TYwdYLr2Wabzay33noNOvSll14yO+ywg/nwww/N119/bQ477DAnwPAR9aLWXy24WqpLLfCoZh3KHS/VrBN51x6BNm3amGOPPbb2KkaNSiIgExFrrbVWSLPpppuaHXfc0QkxpYX08MMPuxU53rZviIgnkQS02soLrWUW5rLLLnOrruKNWWKJJZwgWzactTLrxx9/jF/GD4GaJ1DuPKaW5pq1VJea7/AyK1juOCmzOJIllADz3YR2XJ5qM+/NAyalwcx7U9qxNMsRSJ3gOl+/rrzyyubll1929ixlfP322283jz/+uNlggw1cEmnbjR492sjWpcx9xJ2WFUsLT9rb0uKW1oIm2WuvvbbRRjgKV3pt9uSdNK/bt2/vTpdaaimnyS0tv1tuucVp90nrS7YItXT5vffec3Z2Bw0a5I6F6uLz//TTT80LL7zglj1rww1tFte/f3+Xvtj6+Lw4NiTQ2HiJp5D2vv7Efd555zXLLbecWXXVVU2nTp3i0ZyWZ7z/u3TpYv73v/+5cShNP/WhtHk1Br176qmn3HWNHWkI6qOM7LbjmpeANtOSpu60adOczfyFF144bwV++OEHc8cdd5i33nrL9aVsKGs8dOjQIW8aLrQcgT59+rj+efrpp10lxo8fb1ZbbbUGFSr1PtcKH9lF14+GV1991QnFv/nmG2djWWNCq3tw1SOg9+K+++4bChg+fHiDd3u4aD3t2rUzRx55ZDwowy8TY2PGjDGvv/66+f77753pET2TNX7iLvs9r+e85gZPPvmk0eausrG95pprmkLPEOVX6njTh5dC8wrlqeeYPuJrrvPZZ5+5VWgLLbSQq0/fvn0VBZciAo3NYwrNNZn3pmggNNKUxsZJPHm5zyXmu3GKte1nvlvb/VOJ2jHvrQTF2suDeW+mPE09xLy39sZpk2pkOzQVzgoLI41P+2OwYHvOOussF09xd9pppxDXbswYwq196hBuJ/aRfcCHa0rn/7beemsXb/PNNw9h/lr8uPPOO7t49odviHfNNdc0yPfiiy928fLVRRdVN7uRWNS2bduQly9LYWeffXZUbH1cYXX6r6njRdis5n5kPxY06Af1x3zzzRdZQVgG3Xj/33XXXZHdCLRBWiu0jl588cXIflyJrL3VBtcXWGCB6M0338zIl5PyCRQ7DuJ9ZzdnzCgwfr/ed9990TzzzNOg3xZddNHICq0y0nHSfAQa6+cBAwaEPrN2ATMq1pT73G72F9mPUSFv/6zW8fjjj88oh5PKErAfpwN3+6G5SZnbD45R586dQ37xftxrr70iazMy5B9/VtgP2JGux+PLr3e1FaSHNHFPU8ZboXmFFZxH9mNJg7r4um2//faR/dETqhJvR/YzL0TCUxIBz7qkRAUiN/Zc80mZ95rIz8M9k3o6NnWciFVTnkvMd2tjtBU7Dgo9+5nv1kZfFlOLxvqbeW8xFJMVh3nvXzI6L09j3pus8VtMbfUlIhWusQe0b6TVmIxmmmkm9+PNakv54Cj+MvaCa6s5FS277LIurt2JN5Kg+vDDD4822WSTyGpLux+ByuC4446LrNZSZJcihx+FEjAqTH/60SAXnwz4HzA6+h/E1i62i5erLu6C/aeyfFq7nCuymhKR1Q6MrHa3C7ca4NHRRx9dVH18nvV4bOp40ThacMEFQ19YbbVon332cYJsjRX1kY5xIVi8/zV+fD8utthikdWiDufW9npktfLCefZ1u8lYPXZZVdpc7DiI9122ECd+v/pni7UpF/3jH//I+MA0//zzRxo3uOYnUKifrY3j8AzWMzwuhGzqfe7Hg+51vW969uwZ7muFnXPOOTOyr5cAAEAASURBVM0Po05KPOGEEwLre++9t+xWX3LJJSEfqzUYbbvttpFdHeU+kvtnuP+IrULiz4pZZpklpNX7Iv7O0Nh4//33M+rV1PHm66Nj9rxilVVWCXXR+0of7vWR288dssdjvB3Zz7yMSnNSNAHfP0UnaCRioedaPKnGlX8WMe+Nk6kPf1PHSVOfS8x3a2OcFTsOCj37me/WRl8WU4tC/c28txiCyYvDvPcvBRMvT2Pem7wx3FiN605wLSA9evRwP+DsEu7AJ/4y9oLrDz74IPzQO+OMM0JceSZMmBBZe6gZYUcccUSIr4letotPBvQDRtq1zzzzjIumH7B2J3jnz1UXXdCLxi5ndmVICBbXvLWmJpwGr36E2iWeLp/G6uMi1em/Qi/0bCS5xstJJ50U+tp/mPDp7EZfTmitPpbWtHfZ/a8+tMu23WX1va+T/3ErrW1pX8tNnTo1Wn755UOZdgMiF86/phHwzBtbqRHvu2whTvx+Vd8deuih0U8//eQqpn6Nf4Swuzw3rcKkLouA72fdc5988on7071nbR5H+lDk7zlr5zgj/0rc58rfbgIZ8pWmrS9P9fHP6xABT0UISJjsOdu9LRrkqQ/Tuf7iEXX/+o+K1ha2ewf76/rAYW2khzJeeeUVdyn+rFD5+ojlV9+oPLsBaEijZ0XcVWK85ZtX2M16oj322KOBsPydd94J84r4R9F4O7KfefE64y+egB+PxacoHNM/1xp7fymXXPOY+LuLeW9h1km+2tRxUonnEvPdlh9BxY6DQs/++DNDzzPmuy3fr/lq4PubeW8+QukLZ94buTmul6cx703fGK9LwXX8C4xMMsjFX8Z+Am9tSIcfmNK6asw1JiiOTwakGS0BZy6Xqy6Kd8wxx4T63HjjjbmSRta+bghvrD4hYh16/Au9mB982ePF2q6N9NFDkzZpu+dy0mbTdWk5WdujLkq8/7t16xZZW7oZSW+99dbQv7muWxvL4brdcCwjLSflESh2HMT7LluIE79fjzrqqAYVsXbMQ79Z28YNrhNQfQK+n73gKPsojTC7+aYTZPraVOo+zyU0tbavw5h49NFHfZEcK0hgySWXdIxllsO/0332//nPfwL/7LGgia53Z555Zoj32GOP+eBw1Adnn17jRy7+rJDZILv3QYgvj7WPHVl79y7dRhttFK5VYrwVmleEgnJ4/I+d+Mf8eDuyn3k5siCoCAJ+rBQRtago/rlWzjxGBcTfXf4eYd5bFPpERWrKOKnEcynXfJb5bvMPoWLHQaFnf/yZwXy3+fuwlBJ9f/v3TvaReW8pNJMRl3lv8f3EvLd4VrUUcyb7IKs7ZzvAtVkbK2pDpnxOmxfYB7u7rE2brLDQbWaUL34p4bvvvrtZd911S0niNnFUAm3yts022+RMq13DcZUlkD1ePvroI7dJn0rRhph2Yt/gb4UVVnCVsBp2bkOu7BrtueeexpoAyQj2aRRo7aI2uK5NvbzTJqG42iNw6qmnNqiUNTcUNmKzgq4G1wloeQJWE9Wo7/RO8K5S97k1D+KzDEdtouedXb3jvRwrSGD69OkuNz2//TPcZ29XRHhvg2N8k+WxY8e663rn9uvXr8Fz3pr+MNp0TC5XP+o53rt3b3fd/9OmvYsssog7jT/HKzHeyplXqCLWtJmrj10pZrS5Dy59BPw9wLw3fX1byRZlj5NKPJeY71ayh2onL+a7tdMX5dSEeW851Go7DfPe4vuHeW/xrGopZl0KrjURk9OgtaY1nD/XPwmBrb0gd0kPA6uJZexyS2O1j8yXX36ZK0nRYXb5eNFxfUQv9FJaa9/aB3OsMoHs8eL7QcVaLXjXF+qP+J+1hR5qFRdO+MC4gMyH2SXe3pvz6AUkumjNC+SMQ2DLEsjVr6qR/0hhNzhCMNSCXWSXTJpPP/3UWDNLxtpAM9YMhKuNNeFi7KqajJpV6z5XIb169QplTZo0KfjxVI6A3YjQZSZBrNV6z8hYgpRRo0Zl/OX66OvHgDUL4j5yx5/x3m/NOLm8i33OK/Lcc8/t0sQF6L4sXSj3vdLYvOKbb75x495qmhi7Wsh9ULMmqczll1/u6sO/9BLInsfkaynz3nxk6iM8e5xU4rmUa17EfDf54ylXv6pVzHdrq2+Z99ZWf1SzNsx7G9Jl3tuQSZJD/lInTnILSqy7NIq++uorlyouPMiXjd0M0UirSsJqa2PaWFvSTjPvoosuMtdee62xS77zJa14+Oeff+7ylMYWrnkI5Bovfvz4GkgbL5+bc845wyQuXxwfnm8SWOx1H49j7RGwm7SFSnmNphCAp9kIWLMRRsI9/Vl7vsZuoGlWXXVV9zHBmnowu+yyi7Gb2rn6VOs+V+Z+JU+zNbwOC7JLJs3jjz/uWi4t6vj73prEMGuttVYGFa2++vHHHzPC4mOg0HNez+5SVlBZE1IZ5egkXpbOC5VXyntFecm99tprZv311zfW9t9fAfyvGwK55jGFGs+8txCd9F7LNU6q9VxivpveccR8t7b6lnlvbfVHNWvDvDeTLvPeTB5pOGv46ykNrSrQhiuuuCJc9V+FQ0Aej4QZdqNGc88995g111zTxbK2pJ2Qw2sn5Ela0WBrJ87l11Rt74pWKuWZ5Rovca02aapJGz/fn90IzkijDVffBPS8kJNQVJNIXG0QsBuemsGDB7vKqI+uvvrqULFq3udeS1eFWTvIoUw8lSOgCbx3F1xwgfeWdPRjQH2U7xmvcAl8jj/++JLyzo7sy1J4pd8rP//8s9lwww2d0FofTfSRRhN6zSU07g844IDs6nCeIgK55jGNNY95b2OE0nc91zip5nMpfQRpkQgw363tccC8t7b7pym1Y977Nz3mvX+zSJOvrgTXdlMkc8YZZ7j+a926dRBYFNOh+rE3YMAA88wzz5ijjz7aJdEy3yeffDJnct0wlXYLLbSQy1Ka16UKr6tRn0q3r9byyzdevH1S1TduD7XW6k99mp+Axky2k5kBCYnktHoDV1sEDjnkkGDb2m7aF+whV+I+jwuo463We8Q7xoQnUdmjVkP55egyC2I3Ayu5AD8GpHVoN6wqOX0pCXxZSlPp98pLL71ktFxS7sQTT3SrxvTjtWvXrkamIQrt9eES8S+xBPLNY4ppEPPeYiilI06+cVLN51I6yNVvK5jvJrfvmfcmt+8K1Zx57990mPf+zSJNvroRXL/++utucyX/43P//fc32jStkLO7rBttrpfttttuuxCkjfm80/Jj72RDtdLOb86neslUSbaTGRMt8fT2j6tdn+zy03ReaLzINrqWastdf/315rvvvktT02lLEwj885//bLAUX2PEmyBYffXVm5A7SatBYOGFFzbrrbeey1ora5544gnnr8R9Ljva6v+4kzaSD9OS2r59+8Yv468QAdmRPu2000Ju2ihR5r1KcRLuysm8z3nnnVdK0pLjVmK85Ss0buPbC/N9XH1Y0wQflz4CheYx+VrLvDcfmfSGFxon1XwupZdofbSM+W5y+5l5b3L7rlDNmff+TYd5798s0uRLneBaQoEHH3zQ/d1www1uSay+QK288spuQy51njSXTz755Eb7UXH0cL/qqquC4EmC71NOOSWkXWqppYI/vqTu7LPPNmPHjjXPPvusGTNmTIjTFM+BBx4Y7F5Kc1x2t999911nxkSCbNls1Q91v0yr2vVpSltqJW0540Xa+tJak5NAUnZyn3rqKSMBgA+7//77zY477mgOO+wwF8a/2iYgzdgbb7wx518pH6FeeeUV94FMeUkIqiX/0myQ07hhPNTmOBg0aFComLSu5Spxn+vDp3Zu12atr776qhk9erTZfPPN3X4JKmPnnXfGlJBAVMnJDIxsmMvpWa1+lskMmQ7RM/vll182N998s9lss81yalRrQ2b/HtU798gjjzQy/yRBtv7eeecdc+aZZ7p3QHwTs3KaU4nxlq/c3r17h0t6Jmluovq/8cYbZu2113YryUIEPIkjUM48Jl8jmffmI5P88HLGSTWfS8knmswWMN9NZr9VutbMeytNtDbyY977Vz8w762N8VjxWtgfL6lwyy23XGThFPyzyx4jKziK7A/YBm22QuGQ1mqcuOvHHHNMCLMbiURzzDFHZCdxIWzjjTeOfFwlsBrPUfv27cN1X59//etfLj8r9A7XrNDZheX6l6suPt6wYcNCHj7/+NHa0I2sANVFb6w+Ps96PDZ1vFhN+8jaO8/oC40Rq+WeEWaFJAFvY/3f2HVrHibkbe2phnzxlE+gmHFgP0BEhfrG36/WdnWD/o/fm3qe4FqGgO9n+yEyZwWsKaXIrqJw95feE3p2yjX1Po/3f7a/R48ekdUIyFkfAitHQO9D++Egshsihudndl/Ez/372tfA7m0RWVMaGWn1ntc4iad74YUXXJJCzwqfp90k0aW1+2z4IHds6njLN69QvqusskpGfeNzGb27fFt++eWXotuRUXlOGiXgGTcascgI/rnm8811ZN771++C7Pu6SMSpiNbUcVKN51Jjz0nmu5UfesWMA+a7lefeUjn6/mbe21I90HLlMu/96/cb896WG4PVKjk1GterrbaanbNnOtluXGGFFcy2224bNiM699xzTdyEhk/hbTy2adMm2DvdZ599zBZbbGG0nNt2gDMJoWWU9ker05wcMWKEsT+GfRZuk63hw4cHu5r+gt8E0v6AcFp8Cvfl+Tjxo78Wr4u/PmTIEHPvvfeanj17+iB3VNwtt9zSvPjii65+CtSGUoXqk5FBnZ00dbyoL2U3VcvH/eaLGiPapEuuQ4cOpn///kEzW2GN9X9j1zUOpf0i58eIO+Ff2QRyjYPszPS8KNQ3frPFtdZayzz//PPGvigzstD4uPLKKzPMFmRE4KTqBPTMlvPH7ALVh177RKaWpEkrV859Hs9bm+CdfvrpGe8clWU/ejpt3+zneDwt/soQUJ+fc8455rnnnjMDBw40vXr1ynhvqxT/vJb2dXyDMl3T3hbSTN5ggw3Cc1f7W3iTXMpPq59WXHFFRS/4rHAR7D///PZHH17OeCv0bIrne+edd7r2+zDNZTRHkla5N4+jvPycpph8fV4cW4ZArvcX817mvdmjsanjpBrPpcaeL8x3s3ux6ee5xkF2rsx3s4kk99zPd/0xuyXMe7OJpOecee9fc3HmvekZ074lrSQR9yf1fNSS7ilTprgfsNkPeZmAGD9+vDPBISGUNtOSoDif0w9aLRvWhojdunUz8847b4g6ffp0YzWanHDbajmF8LinUF3i8VRfbeKk+ko4nksgr/iF6hPPD3/5BLRJicaIWGvDKwmkvJA5nmtj/d/U6/Gy8FeWQL6+8fdrp06d3EculTphwgTz2WefGW1sNP/881e2IuRWMgHdl7pH432UKxM9U3XfKl4uV8x9Lpv33ga+BJpaeq+x8/bbbzuhpkw66Uc5ruUISPCsjxO//vqrmWuuuZxJMC+wLVQr3esTJ040kyZNMnZ1k4nbf42ny/es8HH8eJSQsdBcopjxpjwbK8+Xq6OWicuMkcagTJ3595TCVRcJ8b0rJV+fhmN+An7OVyvTbv/uUp8z783fb1zJJFCp51Jjz5fGrmfWirNKEsjH3j8z4nMp5ruVJF+5vPw8I95XuXJn3puLSvrCmPcy703DqEZwnYZepA0QgAAEIFATBHIJrmuiYlQCAhBoUQK1JrhuURgUDgEIQAACqSDAvDcV3UgjIFDzBP62c1HzVaWCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUA8EEFzXQy/TRghAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACCSKA4DpBnUVVIQABCECgtgnITrBsXGvjPdlPxkEAAhCAAAQgAAEIQCCNBJj3prFXaRMEao8ANq5rr0+oEQQgAAEIQAACEIBAighg4zpFnUlTIAABCEAAAhCAAASajQAa182GmoIgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgGAIIrouhRBwIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhBoNgIzN1tJeQrySyfzXCYYAhCAAAQgAAEIQAACqSDAvDcV3UgjIAABCEAAAhCAAATyEIiiKM+V8oLRuC6PG6kgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgSgRaXOO60pL4KnEiWwhAAAIQgAAEIAABCJRFwGtaM+8tCx+JIAABCEAAAhCAAATqlAAa13Xa8TQbAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgECtEkBwXas9Q70gAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCNQpAQTXddrxNBsCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQK0SQHBdqz1DvSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEI1CkBBNd12vE0GwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBArRJAcF2rPUO9IAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQjUKYGZ09ruP/74w3zyySemTZs2Zv75509rM2lXhQhMmDDBfP7552aZZZYxnTt3rlCuZJM0AoyDpPVYefXl/VAeN1JBAAK1R+C3334zH3zwgZk8ebLp2rWr6dWrl2nbtm3RFfXpv/zyS9OlSxez+OKLm/bt2xednojJIsD7L1n9Va3aMt+tFtnazJf7vjb7hVpBAALFE0ilxvULL7xgll12WbPwwgub7t27mw8//LB4IsSsGwKTJk0yAwcONPPMM49ZdNFFTb9+/czss89ullxySXPxxRfXDYd6byjjoL5GAO+H+upvWguBtBKQ4GnQoEFm7rnnNr179zbrrbeeWXrppU3Hjh3NVlttZfRuK+Qef/xx07dvX9OhQweXfp111jHLL7+8E14fcsghhZJyLaEEeP8ltOMqVG3muxUCmbBsuO8T1mFUFwIQyEmgVWRdzisJDJw2bZo55phjzKWXXmr+/PPP0IL33nvPaaCEADx1T+Cjjz4y6667rpk4cWJeFieccII58cQT817nQvIJMA6S34fFtoD3Q7GkiAcBCFSDQKtWrVy2lZh2S2itFWIzZszIW1UJtMeNG2fmmmuuBnH23Xdf85///CcjvHXr1kZaeXI9e/ZE6SODTrJPeP8lu/8qUXvmu5WgmKw8uO+T1V/UFgIQKEwgNRrXTz31lOnTp4/TlI0LrQs3n6v1SEA/GjfaaKMgtN5vv/3MSy+9ZKZOnWpuuukmp20kLieddJJ5+umn6xFRXbSZcVAX3ewayfuhfvqalkKgHghoJaGE1p06dTKHHXaYeeyxx8yYMWPMqaeeGsyEfP311+bYY49tgOP8888PQmutOLvuuuuMBOG///67M5l2ww03GDSuG2BLbADvv8R2XcUqzny3YigTkxH3fWK6iopCAAJFEkiNjeuhQ4c6m9ayT3zyySebTz/91JxzzjlFYiBaPRF47rnnzPjx412Tt956a6eh79u/4447mplnntlst912LmjEiBFmrbXW8pc5pogA4yBFndlIU3g/NAKIyxCAQKIILLXUUuaoo44yBx98sOnWrVuo+yqrrOJMnu2///4uLPvj+5QpU4Iwe4EFFjAjR47MWJE477zzml133TXkhyf5BHj/Jb8Pm9oC5rtNJZi89Nz3yeszagwBCBQmkBqNa21Gs+eeexqZBTnooIOMljziIJCLwPDhw0PwaaedFvzeI2G2frzJ3XHHHUYbF+HSR4BxkL4+zdci3g/5yBAOAQgkkYDmKGeccUaG0Nq3Y4cddvDesLLMB1x77bXmp59+cqfSztazEZduArz/0t2/xbSO+W4xlNIVh/s+Xf3ZWGtefvllc80115g777wzb9Tp06cbPQu0yuqbb77JiPftt9+aBx980K3a+ve//+3ivf322xlx4idaoXXfffe5eYjkbqeccoqRln8lTKHFy8EPgTiB1Ghc6ybEQaAYAtqQSG6++eYziy22WIMkM800k9OyvuWWW4we5NLe10afuHQRYBykqz8LtYb3QyE6XIMABNJEQKvGvOvSpYv3uuMDDzzgjrJ77VeWZUTgJHUEeP+lrktLbhDz3ZKRJT4B933iu7CkBlxwwQXm5ptvdmlkNkyrr7KdBNtapSV3zz33mAEDBjj/rbfeagYPHmy+//57dx7/t9dee5kLL7zQtG/fPgRr1bo2gM4l2Jby3+233x7i4oFAJQmkRuO6klDIK90EvvzyS9fAFVdcMW9D4wJtCa9x6SPAOEhfn9IiCEAAAvVOYPTo0QFBfC4jTajXX3/dXVt11VWdLWztCaOP89rEsdBGjyFDPBCAQOIIMN9NXJdRYQiURGDgwIEhvvbryuWkkCfXoUMHs9566zn/pZdearbffnsntNaH7m233dYMGjQoKOxdddVVGebDNI/QR28JrWXdQILqww8/3GyyySbO1OrYsWNdvvyDQDUI/K2WUY3cyRMCNUbghx9+MD///LOrVbYmUryqXbt2DafZy2nCBTyJJcA4SGzXUXEIQAACEChAQFpV3ulHqHdfffVV0KiSXyZFHnroIaP3oVyrVq1Mjx49zD777GO0VBiTe54cRwgklwDz3eT2HTWHQLEE+vfvb+aYYw7z3XffGWlQn3feeU6Q7NN//PHHbgNnnUvTetZZZzVTp041xx9/vIuyxBJLmEcffdTNARQgk2LbbLONMx8is6mvvvqqkcKfNoZ+4403XBqZG9NeG97pmkz24iBQLQJoXFeLLPnWJAGvdaDKzTbbbHnrqK+R3v3444/eyzElBBgHKelImgEBCEAAAoHAqFGj3N4cCphnnnnMLrvsEq55AbUCXnrpJSPtq3iYNKn04/boo482ce2tkAEeCEAgcQSY7yauy6gwBEom0LZtW/cxWgn1YdqbB/IZ3XbbbcH+tJ8XXHHFFU7QrTgXXXRREFrrXKZBZH7Eu7vvvtt5v/76ax/UQI4is6obbbRRuI4HApUmgOC60kTJr6YJaFmsd9pYIJ/7448/wiU2GggoUuNhHKSmK2kIBCAAAQhYAlOmTDGyR+ndJZdcYuIry6ZNm+YvGe3lseuuu5onnnjC/XCVuRDZRPXxtenSyJEjQ3w8EIBAMgkw301mv1FrCJRKYLfddgtJss2FSAtbTivKN9hgA+f3Zj2krNevXz/z22+/ZfwtuOCCYU4wYcIEl6ZPnz5Bk/vII480MiWidDgINAcBBNfNQZkyaobAnHPOGeqiJTL5XHyip02McOkiwDhIV3/SGghAAAL1TEA/HGVr8oMPPnAYJJTWedy1adMmnO67777mhhtucHYuZ599dtO9e3ez++67m/PPPz/E8Rs5hgA8EIBA4ggw301cl1FhCJRFoG/fvqZ3794urTZf9PtWaF4gUx9yMhHmN3B+//33XZjitWvXzmiOkP3nZSWTJ092cbVa/YQTTnD+6dOnm7333ttpag8dOtTEV3e4CPyDQIUJILiuMFCyq20Csv8kTSM5/zDOVWP/gNa1uL3rXHEJSx4BxkHy+owaQwACEIBAbgKyS/3kk0+6i9p06eqrr24QUTYtvctnAm2LLbbwUczEiRODHw8EIJBMAsx3k9lv1BoC5RDwWtcSKkt4Lee1reXfeeeddXBOJkW8k9Z1vr+OHTuadddd10c1xx13nBk+fLiRRrbcF198YWTvWptB33nnnSEeHghUmgCC60oTJb+aJiChtV8K++677+at6/jx48M12YnEpYsA4yBd/UlrIAABCNQrgSFDhphrr73WNX/ppZc2d911l5llllka4NDqMW3AKBe3UxmPqB+o3vmP/P6cIwQgkDwCzHeT12fUGALlEpBg2m+s7M2FaD8LOW3AuNJKK4WstdJKTnIOCbrz/cnMmN/E0SeWnWxpcks4vuaaa7pg7Zmh8I8++shH4wiBihJAcF1RnGSWBAIrrLCCq+Ynn3xixo0b16DKsm/tNzVYdtll0bhuQCgdAYyDdPQjrYAABCBQrwROOeUUc+6557rmL7LIIuaRRx4xnTp1yolDQumePXu6a6NHjza//PJLg3jxD/o+boNIBEAAAokiwHw3Ud1FZSFQNoH55psv2LB+7LHHzNNPP23eeustl19c21oBmjPISfP622+/df5S/snkyIABA8wzzzzjNnVW2p9++ims/iolL+JCoBgCCK6LoUScVBGQfSfvtHlRtrvyyivNN99844JlJxKXTgKMg3T2K62CAAQgUA8ELrzwwqAFtcACC7jNFPWjtZBbY4013GVpRkkzO9t5IbjCZS8TBwEIJJ8A893k9yEtgECxBLRfhdzvv/9uBg4c6PxabbXTTjs5v/+3/PLLO28URea8887zwQWPUu6L7wPmI2+33Xbey2aNgQSeShOYudIZtlR+Mgj/8ccfh+InTZoU/K+//rrbbV0B3bp1c0bkw0U8dUdAD/H99tvPaRtdfvnlpnPnzkYCamkp3X777eGroWw9ZT/k6w5WihvMOEhx52Y1jfdDFhBOIQCBRBN48MEHzaGHHhrasP/++7vNl/wGTOGC9fTq1cvIhIjcoEGDnG1K+ffaay9nOmTDDTd0pkMkCNeGjXLLLLOM2WabbZyff8kmwPsv2f1Xidoz360ExWTlwX2frP6qZG2lBS2zqNrL67vvvnNZr7766mahhRbKKEYbK55zzjlGMrMzzjjDCbo1l9CHcDmtwLr33nvdn2xaay5x8sknu3nCsccea7bffnujzRqlra3VX94ttdRS3ssRApUlYL+ypMJttdVWkSXT6N+qq66aivbSiKYRsA/iqG3btnnHi30QR3bpS9MKIXXNE2Ac1HwXVaSCvB8qgpFMIACBJhDwc9QmZBGS2s0Y885ffDn+uM4664R08uy5554F09oNqaMXX3wxIw0nySXA+y+5fVfJmjPfrSTN2s+L+772+6iaNRw8eHDGe/6KK67IWZy1UR21a9cuI2779u0jawYkI+yFF15w6Y855pgQbrW4I7v5a2RtaoewjTfeOLJa2TnLIhACTSWQGlMh+uJTjLM3YzHRiJNyAptvvrl54IEHzCqrrGKsADu0Vl8opX30xBNPhM0GwkU8qSPAOEhdl+ZsEO+HnFgIhAAEEkqgR48eRdd81llnzYh72WWXmdNOOy1sVO0vzj777Gbbbbc1Y8eONSuvvLIP5phwArz/Et6BFao+890KgUxINtz3CemoKlXTfqAOObdp0ybvCippZ7/xxhvOLrYVYLs0slMtMyNy0rIeOnSoWXHFFd25/WhutthiC7cBtBVCOo1umQ+RfO2www4zI0aMMGzs7FDxrwoEWknyXYV8yRICiSHw66+/uo0L9MBecskl3dLZxFSeilaMAOOgYijJCAIQgAAEsgjIxqRcrUy79WNTm1RrmfCCCy6IGb2s/uIUAmklwHw3rT1LuyDwF4H333/fLLbYYu5EpoLuvPPORtHIdvXEiRPdnEBmVGUyZM4558yZbsaMGWb8+PFG+2Vobw3NISQgx0GgmgQQXFeTLnlDAAIQgAAEIAABCNQ9gVoTXNd9hwAAAhCAAAQgkEICRxxxhBk2bJhr2d133+20pFPYTJpUZwQQXNdZh9NcCEAAAhCAAAQgAIHmJYDgunl5UxoEIAABCECg3gj89ttvpnv37uarr74y1ga1mTx5MtrQ9TYIUtre1Ni4Tmn/0CwIQAACEIAABCAAAQhAAAIQgAAEIAABCOQlYDdidUJrRdC+FZjwyIuKCwkjMHPC6kt1IQABCEAAAhCAAAQgAAEIQAACEIAABCAAgf8nMG7cONO2bVsz99xzm7333hsuEEgNAUyFpKYraQgEIAABCEAAAhCAQC0SwFRILfYKdYIABCAAAQhAAAIQqHUCmAqp9R6ifhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAE6owAgus663CaCwEIQAACEIAABCAAAQhAAAIQgAAEIAABCECg1gkguK71HqJ+EIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAATqjACC6zrrcJoLAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQKDWCSC4rvUeon4QgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABOqMAILrOutwmgsBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoNYJILiu9R6ifhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAE6ozAzGlr72+//WY++OADM3nyZNO1a1fTq1cv07Zt27Q1k/ZUmMAff/xhPvnkE9OmTRsz//zzVzh3sksKgQkTJpjPP//cLLPMMqZz585JqTb1LJEA93uJwIgOAQjULIFS5r169kVR1GhbWrVqZVq3bt1oPCIkjwDvv+T1WTVqzHy3GlRrN0/u+9rtG2oGAQgURyA1Gtd6AQ8aNMjMPffcpnfv3ma99dYzSy+9tOnYsaPZaqutzKRJk4ojQqy6I/DCCy+YZZdd1iy88MKme/fu5sMPP6w7BvXcYD0bBg4caOaZZx6z6KKLmn79+pnZZ5/dLLnkkubiiy+uZzSpbDv3eyq7lUZBoO4IlDrvffHFF83MM89sZplllkb/FG/YsGF1xzTtDeb9l/YeLtw+5ruF+aT1Kvd9WnuWdkGgvgikQuNak3dpSM6YMaNB7+kL41133WWeffZZM27cODPXXHM1iENAfRKYNm2aOeaYY8yll15q/vzzzwBBYwZXHwQ++ugjs+6665qJEydmNFgaae+++6456KCDzLfffmtOPPHEjOucJI8A93vy+owaQwACuQmUM+/94YcfcmeWJ/T777/Pc4XgpBHg/Ze0Hqt8fZnvVp5prefIfV/rPUT9IACBUgikQuNaGrISWnfq1Mkcdthh5rHHHjNjxowxp556ajAT8vXXX5tjjz22FDbETTGBp556yvTp08dp1MaF1iluMk3LIiDh9EYbbRSE1vvtt5956aWXzNSpU81NN91kunTp4lKcdNJJ5umnn85KzWmSCHC/J6m3qCsEINAYgXLmvVpNdOONN5rrr78+71/fvn1D0Ysttljw40kuAd5/ye27StWc+W6lSCYnH+775PQVNYUABIojkAqN66WWWsocddRR5uCDDzbdunULLV9llVXckv/999/fhSF8Cmjq3jN06FBn01p2jE8++WTz6aefmnPOOafuudQTgOeee86MHz/eNXnrrbd2mve+/TvuuKNbUr3ddtu5oBEjRpi11lrLX+aYMALc7wnrMKoLAQgUJFDOvFf7vey000558/3555/Nv//9b3d9jjnmMNtss03euFxIDgHef8npq2rVlPlutcjWbr7c97XbN9QMAhAoj0AqBNfzzjuvOeOMM3IS2GGHHYwXXGebA8iZgMC6IKBNO2XD+LTTTnObeOrDB66+CAwfPjw0WOMg20mYrWeLNnq94447nHa+bIPikkeA+z15fdaUGr/88svmzTffdKsmtMdFLjd9+nRz5513GpmG2myzzTLMiMk8kFZtvf7660bmErRfxoorruhW6eTK6/fffzcPPfSQefvtt93zQnttrLHGGmbttdc22uQOB4FKE6jGvPe///2v0epEub333tu0b9++0tUmvxYgwPuvBaDXWJHMd2usQ5qhOtz3zQC5hopg3ltDnUFVqkYgFYLrQnS0wYx3fum/P+dYvwSuu+66+m08LXcEHn/8cXecb775TK4l0TPNNJPTsr7lllucnWtp5WsDT1zyCHC/J6/PmlLjCy64wNx8880uCwmgtfoq211zzTVulZbC77nnHjNgwAAX5dZbbzWDBw92AuvsNHvttZe58MILMwR6WrUh4biE1tlOH79uv/327GDOIVBVAuXMe2VK4Pzzz3f1UnqZzsKlgwDvv3T0Y1NawXy3KfSSmZb7Ppn9Vm6tmfeWS450SSKQChvXhYCPHj06XM4lnAoX8UAAAnVF4Msvv3TtlSZlPhd/ZkgLEwcBCNQ+gYEDB4ZKyl59LqcPUnIdOnQw6623nvNro97tt9/eCa31oXvbbbc1gwYNCh+srrrqKrPrrru6uPonYZ/MCUlo3bp1ayNB9eGHH2422WQTZ2po7NixIS4eCDQXgXLmvY888oh55513XBV1/yywwALNVV3KgQAEqkyA+W6VAZM9BFqYAPPeFu4Aim8WAn+rIzdLcc1fiLSqvNOPUBwEIACBH374wciep1yhlRhdu3YNsL755pvgxwMBCNQugf79+xvZ6P3uu++MNKjPO+88J0j2Nf7444+dKRCdS9N61llndZuyHn/88S7KEkssYR599FHTo0cPd/7TTz85e78PPvigMxv06quvOtMh2iDvjTfecHG0GXTc5JSuvffee+4a/yDQnATKmffqHvFO+8XgIACBdBBgvpuOfqQVEChEgHlvITpcSwuBVGtcjxo1yv3IVGfNM888ZpdddklLv9EOCECgCQS89omymG222fLmJG1M73788Ufv5QgBCNQwAW1Cp/0t5L766ivjl0n7Kt92221OW1rnfl5wxRVXOEG3wi666KIgtNa5bP1qGaZ3d999t/N6e8A6yX6OyKzQRhtt5JNwhECzEChn3it78E888YSr30orrWRWW221ZqkrhUAAAtUnwHy3+owpAQItTYB5b0v3AOU3B4HUCq6nTJliZI/Su0suuaSgZqWPxxECEEg/gT///DM0Uhur5XPauM07mQXAQQACySCw2267hYpmmwuRFracVlRssMEGzu/NeuhjVb9+/cxvv/2W8bfggguGOcSECRNcmj59+gRN7iOPPNLIlIjS4SDQEgTKnfd629aqM9rWLdFzlAmB6hFgvls9tuQMgVoiwLy3lnqDulSDQCoF1/rhKFuTH3zwgWMmm5Q6x0EAAhAQgTnnnDOAmDp1avBne+IT/rnmmiv7MucQgECNEujbt6/p3bu3q502X5wxY4bza14gUx9y0sr2G9m9//77Lkzx2rVrZ9q0adPgzz8rJk+e7OJKy/qEE05w/unTp5u9997baWoPHTrUxLXcXAT+QaCKBMqd92os+41Mu3Xr5uy6V7GaZA0BCDQzAea7zQyc4iDQQgSY97YQeIptNgKpFFzvs88+5sknn3QQtenS1Vdf3WxAKQgCEKh9ArJ/O9NMfz3+vDAqV629gErX4vauc8UlDAIQqC0CXvtEQmUJr+W8trX8O++8sw7OyaSId9K6zvfXsWNHs+666/qo5rjjjjPDhw830siW++KLL4zsXWtj1zvvvDPEwwOBahIod96rDUl//fVXV7V9993XfaypZj3JGwIQaF4CzHeblzelQaAlCTDvbUn6lF1tAqkTXA8ZMsRce+21jtvSSy9t7rrrLjPLLLNUmyP5QwACCSIgobXflPHdd9/NW/Px48eHa7KTj4MABJJDQILp1q1buwp7cyG33HKLO9cGjLLn61337t2dV/e5BN35/qZNm2b8Jo4+rexkS5NbwvE111zTBWtDLIV/9NFHPhpHCFSFQLnzXq0u+M9//uPqJPuYEn7jIACBdBFgvpuu/qQ1EChEgHlvITpcSzqBVAmuTznlFHPuuee6PllkkUXMI488Yjp16pT0PqL+EIBAFQissMIKLtdPPvnEjBs3rkEJsm/tN3Vbdtll0bhuQIgACNQ2gfnmmy/YsH7sscfM008/bd566y1X6bi2tQI0Z5CT5vW3337r/KX8k8mRAQMGmGeeecYcffTRLulPP/0UVn+VkhdxIVAsgabMe7VSwI/17bffnndcsdCJB4GEEWC+m7AOo7oQKJMA894ywZEsEQRSI7i+8MILgxbUAgssYEaOHGl08+IgAAEI5CIg+7beafPWbHfllVeab775xgXLTj4OAhBIHoHdd9/dVVqbsA4cOND5W7VqZXbaaaeMxiy//PLu/P/Yuw8wKYq0gePvSpYkGQTJQXKSA0WQoIKchCMHQVCSmE70RFAEQQ5U5EQMhxhOFAEBMYCniCThUAyIIDlHCZIzwn7z1n3dNzs7u8yys7Md/vU8u9PT3dNd9avenZqa6rd0EtZx48Yl2JbUE/1yKzgOvrVfp06drEUma7QlWIi2QGravXqdMyljtGuE4yHgTAHau86sF3KFQFoI0O5NC1WO6QSBjE7IRGrzMHfuXHnkkUfsw9x///1m8iVrAiZ7Q2ChXLlyoiFESP4W0ImzduzYYSPs3r3bXl65cqUcOXLEPNfJiooXL25vY8E7AtqJNWDAADl37py8/vrrkjt3btEOar1LY8aMGfaoSY11G9rJ5R0Ff5SEv3d/1HO4UuooaA0LpLHsDx8+bHapX7++lCxZMsHuOrHi2LFjRd8LRo8eLdrRrW0J/SJck4YU+uSTT8yPjlTVtsSIESPk3XfflSeffFJ0xKpO1qgjWHUUrJWqVKliLfKIQNQEUtvunTNnjmzcuNHkR8PbWF/cRC2DHMgxArz/OaYq0i0jtHfTjT7dTszffbrRp/uJafemexWQgbQSCIy6cH0KxOWLD/hE9NO4cWPXl5cCpF6gXbt2EV0v9erVS/3JOIJjBQIdUfGB2J5JXguBjqj4wK3/js0/GYtMgL/3yJy8ule/fv0S/I1PnDgxbFEDMarjs2bNmmDfbNmyxQfCgCRYt3z5cvP6IUOG2OsDo7jjA5NgxQdiatvr7rjjjvjAqOyw52Kl/wSsdmo0Sp7adm+jRo3s63TmzJnRyBLHcKgA738OrZgYZ4v2bozB0/l0/N2ncwWk8+lp96ZzBXD6NBHwRKiQlIyIzZEjR1p9B8BxXSSgI+MiSYFOi0h2Yx+XCrRq1Up05FndunVFJ6eyko7QbNasmcyfP9+ebM3axqP7BPh7d1+dRTPHvXv3tg+XOXNm6dChg/08eEFHqaxatcrExQ50YJtNGqdaR19r0lHWQ4cOldq1a5vnOpldmzZtzATQgRaaGdGt4UP0fWPgwIEydepU0YmxSAhEWyA17V6dOFRjsWvSSUr1GiZ5V4D3P+/WbUpKRns3JVru35e/e/fXYWpKQLs3NXq81qkCcdod7tTMkS8EEEAgVgLnz583E7dph1XFihVF4+CSEEDA/QKbNm2S8uXLm4LoLdOzZs26bKE0dvW2bdtM6BANI6QhQ/Llyxf2dadPn5YNGzaIdgjq3BolSpQQ7SAnIRAsYL2nOKHZferUKTl79qwJoxO4SyA4mywjgIDHBWjveryCKZ7vBWj3+v4S8CSAJ2Jce7JmKBQCCMRUQDuarJnXY3piToYAAmkqMGnSJPv43bt3t5eTW9CR0mXKlDE/ye2n2zQOPjGCL6fEdicJZM+eXfSHhAAC/hOgveu/OqfE/hKg3euv+vZLaRlx7ZeappwIIIAAAgj4TODChQtSrFgxOXDggARiUMu+ffsYDe2za8ApxXXSiGunmJAPBBBAAAEEEIieAO3e6FlyJGcJEHzRWfVBbhBAAAEEEEAgSgKBCalMp7UermPHjnRaR8mVwyCAAAIIIIAAAgg4S4B2r7Pqg9xET4BQIdGz5EgIIIAAAggg4CCBtWvXmolXCxQoIH379nVQzsgKAggggAACCCCAAALRE6DdGz1LjuQsAUKFOKs+yA0CCCCAAAIIIICAxwQIFeKxCqU4CCCAAAIIIIAAAjERIFRITJg5CQIIIIAAAggggAACCCCAAAIIIIAAAggggECkAnRcRyrFfggggAACCCCAAAIIIIAAAggggAACCCCAAAIxEaDjOibMnAQBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgUgE6riOVYj8EEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBmAjQcR0TZk6CAAIIIIAAAggggAACCCCAAAIIIIAAAgggEKkAHdeRSrEfAggggAACCCCAAAIIIIAAAggggAACCCCAQEwE6LiOCTMnQQABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIhUgI7rSKXYDwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCAmAnRcx4SZkyCAAAIIIIAAAggggAACCCCAAAIIIIAAAghEKpAx0h3dst+5c+dk8+bNsn//fsmXL5+ULVtWsmfP7pbsk890EtiyZYvs3btXqlWrJrlz506nXHDa9BbgOkjvGojN+S9evCg7d+6UzJkzS9GiRWNzUs6CAAIIpIHAhQsXTLt33759UrBgQSlXrpxkyZLlsme6dOmS7Nq1S7Zt22b2v/766yVPnjyXfR07uFuA9z9311+0ck97N1qS7jgO9e2OeiKXCCCQtIBnRlyvX79eunbtajqrq1SpIk2bNpUaNWpIjhw5pGXLlrJx48akFdjiS4Hdu3dL27ZtpVChQuYLjoYNG5oPbRUrVpQJEyb40sSPheY68FetL1++XKpXry6lS5eWYsWKydatW/0FQGkRQMATAtoRce+990qBAgWkUqVKpt1btWpVM1ijXbt2ou9t4dKhQ4fkoYceMvuVLFlSGjduLDfddJPkzZtX6tSpIwsWLAj3MtZ5QID3Pw9UYiqKQHs3FXgufCn17cJKI8sIIJCkQFx8ICW51SUbdLSINtrPnj2bZI61c3LNmjWSP3/+JPdhg38Etm/fLk2aNDEjjZIq9bBhw2T48OFJbWa9BwS4DjxQiREW4eTJkzJkyBB59dVXRUcaWkm/1NQRiiQEEEAgLQXi4uLM4aPR7NZOa71D7PTp00lmWTu0165dm6Dde+LECTOoI/gLu6xZs4rerWjlS/P51VdfmY7wJA/OBlcJ8P7nqupKk8zS3k0TVscelPp2bNWQMQQQuEIBT4y41n/O2mldvHhxGT9+vGzatEkOHz4ss2fPlmuvvdbQaOiQ559//gqZeJmXBPTDWfPmze1O6wEDBsiKFSvk6NGjMmXKFLnmmmtMcZ955hlZvHixl4pOWYIEuA6CMDy+uHDhQqlcubK5kyK409rjxaZ4CCDgUQHteNZO61y5csnAgQNl3rx58u2338qzzz5rhwk5ePCgPPnkkwkE9Mt4q9O6VatWov8btTP7+PHjMnjwYLOvvjc++uijCV7HE/cK8P7n3rqLVs5p70ZL0h3Hob7dUU/kEgEEUigQ+Ofm+nTgwIH4wCi6+EAjPlFZPvvsMx1Rbn4CI2wTbWeF/wSWLFliXxPt27dPBDB9+nR7e79+/RJtZ4U3BLgOvFGPkZSifv365m86EL8+PvDlZvxjjz1m/40HRlxHcgj2QQABBFIlYLVFU3WQ/39xYE6O+CeeeCI+ENc60eG0PWydq0KFCgm233DDDWZbhgwZ4gNx/hNs0yeBkCFme8aMGeMDA0ISbWeF+wR4/3NfnUU7x7R3oy3q7ONR386uH3KHAAJXJuCJEdd6O6SOms2WLVuibvu6deva63QUNgmByZMn2wijRo2yl62FQGe2FClSxDydOXOm6MRHJO8JcB14r06TKpGGAundu7eZ60BjuwY6bZLalfUIIICA4wW0jTJ69GgpXLhworx26dLFXqeh9IKTFfe6TJkyct111wVvMst//PGHeQx8pEi0jRXuFOD9z531Fs1c096Npqbzj0V9O7+OyCECCKRcwBMd18kVe926dfbmUqVK2css+FdAYzdq0jAy5cuXTwRx1VVXyS233GLW//7777Jr165E+7DC/QJcB+6vw0hL8M4778ikSZOkYMGCkb6E/RBAAAFXCgRGS9v5tkKfWSuseP6bN2+WZcuWWavNo8bN/v77782yxs/OkiVLgu08cacA73/urLdo5pr2bjQ1nX8s6tv5dUQOEUAg5QKe7rjWuH2PPPKIrdKpUyd7mQX/Cmi8c021a9dOEiG4Q1s7r0neE+A68F6dUiIEEEDA7wLBHdLBbRl1ue+++wyPxvq/8847Zc6cOeb5zz//LC1atDATNOrkjCNHjjTr+YUAAu4XoL3r/jpMSQmo75RosS8CCLhF4H/DMtyS42TyqY31QLxrM8nM+vXr5e233zbP9SVdu3aVjh07JvNqNvlBQCcg0ok8NYWORAouf/DIzEOHDgVvYtkDAlwHHqhEioAAAgggkEjgrbfesteFtns7d+4sy5cvNxPV6oTULVu2lEAMZPnhhx/k3LlzJozShAkT5M9//rN9DBYQQMC9ArR33Vt3V5Jz6vtK1HgNAgi4QcBTHdc6WkT/YYemNm3ayMSJE0VHkZD8LWB9C60KOXPmTBLj6quvtrfpyH2StwS4DrxVn5QGAQQQQEBk0aJFonNzaCpUqJB07949AYu2g19++WWpVauW9OrVy2wLHqE9ZcoU4e7EBGQ8QcDVArR3XV19Kc489Z1iMl6AAAIuEfBUqBCdiLF06dImdrHGKbbSxx9/LBqv77vvvrNW8ehTAb091krWJETW8+DHixcv2k+ZpMim8MwC14FnqpKCIIAAAggEBI4cOSJ9+vSxLV555ZWwd5atWbPGDOawdwxa6NGjh4wYMcKEDAlazSICCLhUgPauSyvuCrNNfV8hHC9DAAHHC/yvd9fxWb18BufNmyc6ucyePXvkzJkzopMT3HjjjeaFOrN669athXjFl3f08h758uWzi6e3ySaVgt/48+fPn9RurHepANeBSyuObCOAAAIIJBK4cOGCtG/fXnTSRU3aAa3PQ5OOyNbQIN9++62ZfFFjWe/evVv+9re/SaZMmeT8+fMybNgw6d27d+hLeY4AAi4UoL3rwkpLRZap71Tg8VIEEHC0gKc6roOlM2fOLLfeeqvMnz9fatSoYTbp7TPvvfde8G4s+0wgb968Yo3GT67jet++fbZMcLxreyULrhbgOnB19ZF5BBBAAIEggf79+8uCBQvMmqZNm8qbb74ZtPW/ixpKr1u3biaknoZKW7hwoTz11FNStGhRef755+Wbb76RAgUKmJ11jph///vfiY7BCgQQcJcA7V131Vdqc0t9p1aQ1yOAgFMFPNtxbYFrrOK7777beio6aSPJvwLaaW1NypjctbBhwwYbSeNEkrwlwHXgrfqkNAgggIBfBR577DEzGbmWv2rVqvLRRx+Z0dOhHnPmzJG9e/ea1U8//bR9R6K1n4bbe+2116yn8tlnn9nLLCCAgDsFaO+6s96uNNfU95XK8ToEEHC6gOc7rrUCdPS1lbJnz24t8uhTAZ2USNPOnTtl7dq1iRQ0vrWGmdFUvXp1YcR1IiJPrOA68EQ1UggEEEDAtwIa6uPFF1805S9Tpox88cUXkitXrrAe69ats9fXqVPHXg5eaNiwof00ubvS7J1YQAABxwvQ3nV8FUU1g9R3VDk5GAIIOETAEx3XOiO6xrYOl3QCvnfffdfeZP0zt1ew4DuBLl262GXWyYtC0xtvvCGHDh0yqzVOJMmbAlwH3qxXSoUAAgj4QWD8+PGiI6c1XXfddfL111+bycmTKruGBLFSUpOV//DDD9YuUqFCBXuZBQQQcK8A7V331t2V5Jz6vhI1XoMAAk4XiIsPJKdn8nL501jWOuFMhw4dpGvXrmaUbLZs2cxoWp0d3Yr7p432X375RTT+E8m/AjqKqHDhwnLu3DmD8MQTT5iJjHSU0owZM2Tw4MFy9uxZ0TAzW7duFUKFePNa4TrwZr2GK5XOb7Bjxw5708svvyxTpkwxz6dPny4lS5Y0y/p/oXjx4vZ+LCCAAALREoiLizOHikaze+7cudKyZUuxjjVmzBgpV65c2Kzqeg0hsnr1aqlWrZrZJ2vWrDJ27FjT9tF419oe0tAgDz74oPz222+ieV26dKncdNNNYY/JSvcI8P7nnrpKq5zS3k0rWWcel/p2Zr2QKwQQSJ2AJzqutcN65syZyUpkyZLF3ELZqFGjZPdjoz8EPv30U+nYsaPdeR1aav0gpx8MGzRoELqJ5x4S4DrwUGUmU5T27dvLrFmzktnjv5vq1asny5cvv+x+7IAAAgikVCCaHdf33Xef/POf/4woC40bN7YHcOhkjKNGjUrwuhw5csipU6fsTnDd+OSTT8oViM94AABAAElEQVSzzz6bYD+euFOA9z931lu0c017N9qizj4e9e3s+iF3CCCQcgFPhArRyWQef/xxKVGiRCIBHTWrs6jrZHt0Wifi8e2KVq1aiU5UpJMR6ZcaVtKJG5s1aybz58+n09pC8fAj14GHKzeoaPpFVCRJ79QhIYAAAk4XSMmdIdoxbSWNia13m+j8HVY6efKk3Wmt4fR0u+5H8oYA73/eqMfUloL2bmoF3fV66ttd9UVuEUDg8gKeGHEdXEydMV1/NNRDqVKlTLw/a5RL8H4sI2AJnD9/XtasWSN662zFihXNLbLWNh79I8B14J+6pqQIIIBArAWstqgV3iPW5w8934kTJ2TXrl1mTg8rTJK2g0gIIOBtAdq73q7f0NJR36EiPEcAATcKeK7j2o2VQJ4RQAABBBBAAAEEvCvgtI5r70pTMgQQQAABBBBAAAEvCXgiVIiXKoSyIIAAAggggAACCCCAAAIIIIAAAggggAACfheg49rvVwDlRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEHCZAx7XDKoTsIIAAAggggAACCCCAAAIIIIAAAggggAACfheg49rvVwDlRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEHCZAx7XDKoTsIIAAAggggAACCCCAAAIIIIAAAggggAACfheg49rvVwDlRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEHCZAx7XDKoTsIIAAAggggAACCCCAAAIIIIAAAggggAACfheg49rvVwDlRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEHCZAx7XDKoTsIIAAAggggAACCCCAAAIIIIAAAggggAACfheg49rvVwDlRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEHCZAx7XDKoTsIIAAAggggAACCCCAAAIIIIAAAggggAACfhfwdMd1fHy8HDx4UPbv3y9//PGH3+ua8icjsGXLFvnmm2/k2LFjyezFJq8LcB14vYb/W76LFy/Ktm3bZM+ePf4oMKVEAAHPCly4cEHWrVsnCxYskDVr1si5c+ciLuuuXbtk4cKFsnbt2hS9LuITsKPjBGjnOK5K0iVDXAfpwp5uJ6Xdm270nBgBBKIk4NmO67Nnz0rVqlWlYMGCUrhwYcmTJ49o456EgCWwe/duadu2rRQqVEjKli0rDRs2NNdJxYoVZcKECdZuPHpcgOvA4xUcUrzly5dL9erVpXTp0lKsWDHZunVryB48RQABBJwvoB1P9957rxQoUEAqVaokTZs2Ne3e7NmzS7t27UTf28Klo0ePSs+ePU17p3jx4tKkSROpXLmy5M6dWx577DE5ceJEuJexzsUCtHNcXHlRzDrXQRQxXXQo2r0uqiyyigACSQrEBUYlxye51cUbRo4cKU8//XSCEpw5c0ayZs2aYB1P/Cmwfft282FNR10mlYYNGybDhw9PajPrPSDAdeCBSoywCCdPnpQhQ4bIq6++KpcuXbJftXHjRilXrpz9nAUEEEAgLQTi4uLMYaPR7NZO62rVqsnp06eTzKp2aOtI6vz589v76P877eBOqlNbd7z99tvl888/lwwZMtivY8G9ArRz3Ft30cw510E0Nd1xLNq97qgncokAApEJeHLE9Y4dO2T06NGRCbCX7wT0Q2Pz5s1NqAAt/IABA2TFihWio5CmTJki11xzjTF55plnZPHixb7z8UuBuQ78UtNiboXXEYV6J0Vwp7V/BCgpAgh4SUDvFNFO61y5csnAgQNl3rx58u2338qzzz4rWbJkMUXVUHlPPvlkgmL/9a9/tTutu3XrJtoBrqFFtK1TtGhRs68e66233krwOp64U4B2jjvrLdq55jqItqjzj6choGj3Or+eyCECCKRAIPBm5rkUuEVSR5HH582bN75Lly5mWZ8HRlx7rqwUKOUCS5Yssa+J9u3bJzrA9OnT7e39+vVLtJ0V3hDgOvBGPUZSivr165u/6cCt8PHjx4+PD9wOb/+NB0YgRnII9kEAAQRSJaDtUP2JRtq7d2/8E088Eb9v375EhwvcVWL/f6tQoYK9/ccff7TXN2jQwF5vLaxevdreHginZK3m0cUCtHNcXHlRzDrXQRQxXXIo2r0uqSiyiQACEQt4bsT1V199JbNmzQp8NhAz8iRfvnxmmV8IWAKTJ0+2FmXUqFH2srUQ6MyWIkWKmKczZ84kNroF47FHrgOPVWgyxdFQIL179xa9Tf6hhx7iFvhkrNiEAALOF9A2it5ZqHO4hKbAgA17VXA4tF9++cVef99999nL1kKVKlWkbt265umqVavk8OHD1iYeXSpAO8elFRflbHMdRBnUBYej3euCSiKLCCCQIgFPdVzr5IvaKaGpZs2aEhgtmyIMdvaHgH65oenaa6+V8uXLJyr0VVddJbfccotZ//vvv8uuXbsS7cMK9wtwHbi/DiMtwTvvvCOTJk0yk/VG+hr2QwABBNwokDFjRjvbVugzXaFhQaxUqlQpazHBY7Nmzezn2nlNcrcA7Rx311+0cs91EC1J9xyHdq976oqcIoBAZAKe6rgO3AIu69evF50A55VXXhHtgCQhECqwf/9+s6p27dqhm+znwR3a2nlN8p4A14H36pQSIYAAAn4XWLZsmU0Q3JbJkSOHvT6p0dQFCxa09/ntt9/sZRbcKUA7x531Fu1ccx1EW5TjIYAAAgjEWsAzPbuBOH8yYsQI49e9e3e56aabYm3J+VwgcPz4cTl79qzJafBIpNCsB394O3ToUOhmnrtcgOvA5RVI9hFAAAEEwgoET6zYsWNHe5/gUdaBuTzs9cELOtmjlU6cOGEt8uhCAdo5Lqy0NMgy10EaoHJIBBBAAIGYC/zvfsKYnzq6J3z88cdFG9na6H7uueeie3CO5hkBa9SBFihnzpxJluvqq6+2t/HhzabwzALXgWeqkoIggAACCPy/wKJFi0Tn5tBUqFAh0YEcVrr11lslMEGtHDt2TN577z2z/Z577pHAROayefNm+eyzz+Qf//iHtbu5e9F+woLrBGjnuK7K0iTDXAdpwspBEUAAAQRiLOCJjuulS5fK+++/b+iGDRsWdrKaGLtyOocKXLp0yc7ZH3/8YS+HLly8eNFeFZjq1F5mwRsCXAfeqEdKgQACCCDwX4EjR45Inz59bA4NmRd8Z5l2UD/zzDPy17/+VbRd88ILL5gf+wUhC1myZAlZw1M3CdDOcVNtpV1euQ7SzpYjI4AAAgjETsD1oUK0g/GBBx4wYpUqVbInZ4wdIWdyk0C+fPns7B49etReDl0Ibujlz58/dDPPXS7AdeDyCiT7CCCAAAK2gE5O3r59ezNyWlf26NHDPLd3+P+Fhx9+WL744gupVauWZMqUyd6s8a91Uuq//OUv9jodnU1yrwDtHPfWXTRzznUQTU2OhQACCCCQXgKuH3Gtt0RaM59ro/uTTz5JYLlhwwb7+UcffSQaAkLjXwfHMLZ3YMHzAjriSCft1I7p5DquNWa6lbhWLAnvPHIdeKcuKQkCCCDgd4H+/fvLggULDEPTpk3lzTffTJKkWbNmoj/nzp2T7du3m/AhhQsXNvuPGjVKZs+ebZZ1MAjJvQK0c9xbd9HMOddBNDU5FgIIIIBAegm4vuN63bp1tt3rr78u+pNU6tatm9mkDfMhQ4YktRvrPSygndZ66+zhw4dl/fr1SZY0+AsPjRNJ8pYA14G36pPSIIAAAn4VeOyxx+Ttt982xa9ataroII3g0dRJuWgokAoVKiTYrDGyNWk7qWzZsmaZX+4UoJ3jznqLdq65DqItyvEQQAABBNJDwPWhQkqUKGFGi+gtjeF+MmTIYLvqZHy6T5EiRex1LPhPQG+R1bRz505Zu3ZtIgANP/PVV1+Z9dWrV2d0fiIhb6zgOvBGPVIKBBBAwK8CI0eOlBdffNEUv0yZMiYMiE5SfiVJ716cP3++eWnLli2ZnPFKEB32Gto5DquQdMoO10E6wXNaBBBAAIGoCbi+47pXr14m5IOGfQj3c99999lYBw4cMPvoa0j+FejSpYtdeJ28KDS98cYbcujQIbNa40SSvCnAdeDNeqVUCCCAgB8Exo8fL08//bQp6nXXXSdff/21XHvttVdU9IMHD0rv3r3t12osbJL7BWjnuL8Oo1ECroNoKHIMBBBAAIH0FIgLzCwen54ZSOtzP/jgg2J1Tp45c0ayZs2a1qfk+A4X0C84NJ6jxnfU9MQTT5iJjHSU0owZM2Tw4MFy9uxZEw9969atQqgQh1foFWaP6+AK4Vz4sv3798uOHTvsnL/88ssyZcoU83z69OlSsmRJs6z/F4oXL27vxwICCCAQLYG4uDhzqGg0u+fOnSs6Kto61pgxY6RcuXJhs6rrNYSI7qtt4po1a0rjxo3N/7pt27bJf/7zH9GR21u2bDGv79evn/zzn/8MeyxWukuAdo676iutcst1kFayzj0u7V7n1g05QwCBKxOg4/rK3HiVywU+/fRT6dixo915HVocDSujHwwbNGgQuonnHhLgOvBQZSZTlPbt28usWbOS2eO/m+rVqyfLly+/7H7sgAACCKRUIJod13o3YaSdy9pJrRM3nj9/XjSudXKpRYsWZpLzjBldPwVOcsX01TbaOb6q7iQLy3WQJI0nN9Du9WS1UigEfC3g+lAhl6s9q5GuE9UEx7u+3OvY7m2BVq1ayZw5c6Ru3boJPsjphETNmjUzcR7ptPb2NaCl4zrwfh1rCfWLqEhStmzZItmNfRBAAIF0FUjJnSE5cuQwec2cObN0795d9DE46eRtVapUMXec6Rf2dFoH67h/mXaO++swGiXgOoiGonuOQbvXPXVFThFAIDIBz4+4vnTpkhw5csSEfaBTIrKLwm976SikNWvWmDAyFStWZEIiv10A/19ergOfVjzFRgABBGIgEM0R16nJroZC27hxo2kbFyhQQHRSR2uQR2qOy2udL0A7x/l1FIscch3EQplzIIAAAghEU8DzHdfRxOJYCCCAAAIIIIAAAgikVMApHdcpzTf7I4AAAggggAACCCCQngKeDxWSnricGwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCDlAnRcp9yMVyCAAAIIIIAAAggggAACCCCAAAIIIIAAAgikoQAd12mIy6ERQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEUi5Ax3XKzXgFAggggAACCCCAAAIIIIAAAggggAACCCCAQBoK0HGdhrgcGgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCDlAnRcp9yMVyCAAAIIIIAAAggggAACCCCAAAIIIIAAAgikoQAd12mIy6ERQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEUi5Ax3XKzXgFAggggAACCCCAAAIIIIAAAggggAACCCCAQBoK0HGdhrgcGgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCDlAnRcp9yMVyCAAAIIIIAAAggggAACCCCAAAIIIIAAAgikoQAd12mIy6ERQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEUi5Ax3XKzXgFAggggAACCCCAAAIIIIAAAggggAACCCCAQBoK0HGdhrgcGgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCDlAhlT/hLnvuKPP/5INnMZM3qquMmWlY0pE7h48aLs3LlTMmfOLEWLFk3Zi9nbMwJbtmyRvXv3SrVq1SR37tyeKRcFSSjA33tCD54hgIB7Bc6dOyebN2+W/fv3S758+aRs2bKSPXv2iAp06tQp+fnnn83rKlSoIHFxcRG9jp3cK0A7x711F82ccx1EU9P5x6Ld6/w6IocIIJC8gGdGXP/5z3+WTJkyJfszZMiQ5DXY6kuB5cuXS/Xq1aV06dJSrFgx2bp1qy8d/Fro3bt3S9u2baVQoULmA3/Dhg0lT548UrFiRZkwYYJfWTxbbv7ePVu1FAwBXwmsX79eunbtajqdq1SpIk2bNpUaNWpIjhw5pGXLlrJx48YkPV577TWpXbu2XHPNNXLzzTeb9zt932vRooXs2bMnydexwZ0CtHPcWW/RzjXXQbRF3XE82r3uqCdyiQACyQt4ZgjymjVrki9pYOvx48cvuw87+Efg5MmTol9mvPrqq3Lp0iW74PqtNMkfAtu3b5cmTZrItm3bEhQ4Pj5etFPgoYcekt9//12GDx+eYDtP3CfA37v76owcI4BAeAF9z6pZs6acPXs27A5z5syR77//XrRtnD9//gT7jBgxQoYNG5ZgnT45duyY/Pvf/5YGDRrI119/LaVKlUq0DyvcJ0A7x311lhY55jpIC1VnH5N2r7Prh9whgEDKBDwz4toqduvWreX9998P+/O3v/3N2o1HnwssXLhQKleubEbUBnda+5zFV8XXzunmzZvbndYDBgyQFStWyNGjR2XKlClmJJqCPPPMM7J48WJf2XitsPy9e61GKQ8C/hbQTijttC5evLiMHz9eNm3aJIcPH5bZs2fLtddea3A0dMjzzz+fAGrq1Kl2p3XJkiXNe92BAwdkw4YN8pe//MXsq53i99xzT4LX8cSdArRz3Flv0c4110G0RZ1/PNq9zq8jcogAAikT8MyIa6vYOgKlW7du1lMeEQgrMHToUBPTWuMY6+ijXbt2ydixY8Puy0pvCixdutR8WNfStW/f3oy8t0qqt19rTPxOnTqZVfph/5ZbbrE28+gyAf7eXVZhZBcBBJIV0NAgerdYr169JFu2bPa+bdq0Me9dGipE048//mhv04U333zTPM+SJYvMnDnThAvRFQUKFJDp06dLnTp1ZNWqVbJkyRIz34PVCW5exC/XCdDOcV2VpUmGuQ7ShNXRB6Xd6+jqIXMIIHAFAp4bcX0FBrzEhwLlypWT3r17mxiQGg4iQ4YMPlTwd5EnT55sA4waNcpetha0M7tIkSLmqX7Av3DhgrWJR5cJ8PfusgpLZXY1RMJbb70ls2bNSvJIOimd/g9455135NChQwn20/BAc+fOlWeffVb0Ti3d79dff02wT/ATnRj6008/ldGjR5vwQiNHjhQd7aSj3EgIpIWAdjTrXULBndbWeerWrWstmlHY1hP9gn7RokXmqc7roDGug5POE9O/f3+zSu9E045skrsFaOe4u/6ilXuug2hJuuc4tHvdU1fkFAEEIhPw3IjryIrNXn4X0M4Kkr8FvvrqKwOgI8rKly+fCOOqq64yo6ynTZtm4lzrh36dwJPkPgH+3t1XZ6nJ8UsvvSQffPCBOcS3334rwR151nG1Y/vhhx82Tz/++GPRMGOatLOuX79+Jt6vWRH0q0+fPiYsQ3BnoYZYaNeuXdiObf3ya8aMGUFHYBGBtBdYt26dfZLgONUat9oKjda4cWN7n+CF4PUrV64M3sSyCwVo57iw0tIgy1wHaYDq8EPS7nV4BZE9BBBIsYDnRlyfOXNGNF7fb7/9Jkyyl+LrgRcg4BsBjf+pKXTUWTBAcIe2jsIkIYCA8wV0NKmVNF59uKRfSGm6+uqrpWnTpmZZQy907tzZdFpfc8010rFjR7n33nvtL6wmTZokPXr0MPvqLx1RreGEdDS23rWjHdWPPvqotGjRwoRrWL16tb0vCwjEQuDEiRPyyCOP2Keywl3pCus9T5eTet/TL2c1TJYm3vMMg6t/WXWeVH1r4WjnuLqKI8o810FETOyEAAIIIOBgAc+NuH7uuedEfzTpbY862kRj0z799NNSrFgxB1cFWUMAgVgJHD9+3ExspefTDqqkUsGCBe1NoeEE7A0sIICAowTuvPNOyZs3rwmToCOox40bZ3fGaUZ37NghOhJbk460zpEjh5mUVdsJmq6//nr58ssvzcR3+ly/EO/QoYMJH6JhgzRusHYEbd261cQD1n00rMgTTzyhiybpto0bN1pPeUQgTQSWLVtmBmvoe9r69evl7bffNs/1ZDpXg375YiWr80qfJ/W+p+1m3abvd7znWXLufKSd4856i3auuQ6iLcrxEEAAAQTSQ8AzI66zZ8+eyE9j0uoHRx0lpbGe9HZgEgIIIBD8AT5nzpxJguhoTCvpSDYSAgg4X0AnnuvSpYvJqN6BZd0mbeX8ww8/tONPd+/e3ayeOHGiHQ/45ZdftjutdaOGBtHwI1aaPXu2WTx48KC1SkL/j+jI1ebNm9vbWUAgLQR0dL/eYdCzZ08ZM2aM3WmtkzTqNR0XF2efNqXve7zn2XSuXEhpfWshqXNXVnWymeY6SJaHjQgggAACLhHwTMe1dkp/8803smbNGtmyZYsZTaUjT2rUqGGq4uzZs3LPPffInj17XFI1ZBMBBNJKwIrzqcfXidWSSsHhhphoLSkl1iPgPIG7777bzlRouBBr0jm9o+K2224z+1lhPfTLqoYNG5rJWPXLb+unRIkS9ihVbWNoqly5sj2Se9CgQeZLciZxNTT8ipGAxm/XL0l0rgadl8FK2iauVq2afPfdd9YqO761rojkfY/3PJvOlQu0c1xZbVHPNNdB1Ek5IAIIIIBAOgj8r5WbDieP5ik1RtvNN99sPkhqI14b87169ZIffvjBfAjVcx05ckT0Nl8SAgj4WyBfvnw2wNGjR+3l0IXgBn/+/PlDN/McAQQcKlCnTh2pVKmSyZ124p0+fdosb9682YT60Cc6KtuK57tp0yazXffLmjWrZM6cOdGP9b9i3759Zl8dZT1s2DCzfOrUKenbt68ZqT106NAE8YTNDvxCIA0E5s2bZwZr6KAMDWmjdxfceOON5kzbtm0zoXCsWNUpfd/jPS8NKiyGh0xpfWvWqPMYVlCMTsV1ECNoToMAAgggkKYCnum4TkpJJ0waPHiwvfnnn3+2l1lAAAF/Cmj8W2t0mtUZFU7C6qDSbcHxrsPtyzoEEHCWgDXqWjuVrVBh1mhrzeldd91lZ1hDilhJR10n9aNhyZo0aWLtKk899ZRMnjxZdES2Jp0YWuNd65fps2bNsvdjAYG0FtAvW2699VaZP3++fbehhgl47733zKmDOyWTet/Tu4ysEDi856V1jaXt8WnnpK2vW47OdeCWmiKfCCCAAALJCXi+41oLr7dQWonbeC0JHhHwr4B2WluTU+mEVkmlDRs22JsKFSpkL7OAAALOF9COaf3yWpMVLmTatGnmuU7AeMMNN5hl/WVN3qx/59rRndTPyZMnzWTP9gsDCxonW0dya+d4gwYNzCadEEvXb9++PXhXlhFIcwH90sX60kZPZr3HBY+8tNaFZkbD4FhhRHjPC9Vx13PaOe6qr7TKLddBWslyXAQQQACBWAr4ouM6uIFeoUKFWPpyLgQQcKhArVq1TM527twpa9euTZRLHXlmTepWvXp1RlwnEmIFAs4W0C+trRjWGlJh8eLFZh4MzXXwaGt9XqZMGX0wk9tZoRXMigh/aciR1q1by5IlS+y7vDR0w4IFCyI8ArshED0BHX1tJWvycus9T9f/+9//tjYnePziiy/s57fffru9zII7Baw6p53jzvqLVq65DqIlyXEQQAABBNJLwBMd1zoLdlKTyOikjKNHj7Z9a9eubS+zgAAC/hXQ+LZWeuWVV6xF+/GNN96QQ4cOmec9evSw17OAAALuEejZs6fJrI4ibdu2rVmOi4uTbt26JShEzZo1zXNtS4wbNy7BtqSe6JdbwXHwrf06depkLZrJHe0nLCAQJYFly5aZ2NbhDqfX+rvvvmtvsjqtbrrpJhODXTdoB7U1yai1o8Z3/8c//mGe6ujsP//5z9YmHl0qQDvHpRUX5WxzHUQZlMMhgAACCMRcwBMd1zrKSUdS64fN1atXm0kYdaKaTz/91EzYaMW1btSokTRv3jzmyJzQeQIa93HFihX2z+7du+1Mrly50l6vo1RI3hTQTqwsWbKYwr3++utmlOS6detE/3e89NJLMnDgQLNNb7sO7eTypoh3S8Xfu3fr9nIl0/aBFRbo8OHDZvf69etLyZIlE7xUJ1a0woXol92DBg0S/f+vHdn6o/8bxowZYya+syZyHDFihOhk0JMmTRL9Al2TjtYeOXKkfewqVarYyywgEC0BnRRU273aIfXZZ5+Za1VjU+tdBc2aNTNtGD1X0aJF5Y477jCn1S9sOnfubJb1etX2sHZg6+u0PaSvs0LbaKiRTJkymX355V4B2jnurbto5pzrIJqa7jgW7V531BO5RACBFAgEPpC5PgViSsYHipzsT2DipPhA56Try0oBoiPQrl27ZK8X63qqV69edE7IURwp8Mknn8QHOq+TvBZy5swZH7j135F5J1ORC/D3HrmVF/fs169fgr/xiRMnhi1mIEZ1fNasWRPsmy1btvhAGJAE65YvX25eP2TIEHt9oFMwPjAJVnwgpra9LtBhGB8YlR32XKz0n4DVrohGydu3b29fZ9ZxQx/1vW3hwoUJTheI0R7ftGnTZF/boUOH+PPnzyd4HU/cK0A7x711F82ccx1EU9P5x6Ld6/w6IocIIJAyAU+MuNZRUC1atJDAB8xAuz1hKlKkiPz97383o6V05AkJARUIdEhGBBHumorohezkCoFWrVrJnDlzpG7duvboa824jtDU0Wfz58+3J1tzRYHIZFgB/t7DsvhmZe/eve2yauzfQMec/Tx4QUdnr1q1ysTFDnRgm00ap9qarK5cuXIydOhQsUKO9e/fX9q0aWNGpgaaXqIjujV8iL5v6B0bU6dOFZ0Yi4RAtAVee+01efzxxyUwKCPRoa27hHRyYb3TMDhpvOu5c+dKnz597DsMdLuOxq5cubK500CvW0ZbB6u5e5l2jrvrL1q55zqIlqQ7jkO71x31RC4RQCBygTjt5458d2fveeHCBdm8ebO5VVc/OOqHzFy5cjk70+QOAQQcIRAYYWYmbtMOq4oVK5oP8o7IGJlAAIFUCWhoj/Lly5tj6C3Ts2bNuuzxNHb1tm3bRMNI5c6dW6677jrRuL/hksYG1k7C48ePi04IqZ2JwZPjhXsN6/wnoJ3DmqLd7N67d6/oj87pUqpUKXMNWue6nPK+fftk69atoiFt9DoneVuAdo636zfS0nEdRCrFfggggAACThHwVMe1U1DJBwIIIIAAAgg4Q0BHpr7wwgsmM7NnzzajpJ2RM3LhJwGrMznaHdd+MqSsCCCAAAIIIIAAAv4ToOPaf3VOiRFAAAEEEPCFgN6JpZMuHjhwQAIxqEVHmDIa2hdV77hC0nHtuCohQwgggAACCCCAAAIuECD4ogsqiSwigAACCCCAQMoFAhNSmU5rfWXHjh3ptE45Ia9AAAEEEEAAAQQQQAABBNJNIGO6nZkTI4AAAggggAACaSiwdu1aM/FqgQIFpG/fvml4Jg6NAAIIIIAAAggggAACCCAQbQFChURblOMhgAACCCCAAAIIIBAkQKiQIAwWEUAAAQQQQAABBBCIUIBQIRFCsRsCCCCAAAIIIIAAAggggAACCCCAAAIIIIBAbATouI6NM2dBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQiFCAjusIodgNAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIDYCdFzHxpmzIIAAAggggAACCCCAAAIIIIAAAggggAACCEQoQMd1hFDshgACCCCAAAIIIIAAAggggAACCCCAAAIIIBAbATquY+PMWRBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQiFKDjOkIodkMAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCIjUDG2Jwmfc5y8OBB2bRpk8THx0vx4sXluuuuS5+McFbHC1y8eFF27twpmTNnlqJFizo+v2QwbQS2bNkie/fulWrVqknu3LnT5iQcNd0F+HtP9yogAwggECWBc+fOyebNm2X//v2SL18+KVu2rGTPnj3io//+++9y7NgxKVy4sFx99dURv44d3SVw4cIFc53s27dPChYsKOXKlZMsWbK4qxDkNmoCtHejRumKA9HudUU1kUkEEEhGwHMjro8ePSoDBw40jXdtmNWvX19uvvlm03FdpkwZWbNmTTIcbPKjwPLly6V69epSunRpKVasmGzdutWPDL4t8+7du6Vt27ZSqFAh84G/YcOGkidPHqlYsaJMmDDBty5eLTh/716tWcqFgL8E1q9fL127djXt3SpVqkjTpk2lRo0akiNHDmnZsqVs3LgxWZAzZ87IE088YTqstX3cv3//ZPdnozsFtIPy3nvvlQIFCkilSpXMdVK1alXz5Ua7du1E20AkfwjQ3vVHPYeWknZvqAjPEUDAjQKeGnGtndKNGzeWQ4cO2XVx1VVXmRHXOupaOyR/+ukn0QY+CYGTJ0/KkCFD5NVXX5VLly7ZIPqtNMkfAtu3b5cmTZrItm3bEhRY/19op8BDDz0kOhpt+PDhCbbzxH0C/L27r87IMQIIhBfQ96yaNWvK2bNnw+4wZ84c+f77781gjfz58yfaZ+HChdK3b18zAtfaSNvHkvDOo3Za6x1kp0+fTlQore+PPvpIvvnmG1m7dq2Eu04SvYgVrhWgvevaqrvijNPuvWI6XogAAg4U8MyIa+1catWqld1p3aNHD9GGuf7T1oa9ftuonU9/+tOfHFgNZCnWAnptVK5c2YyoDe60jnU+OF/6CWjndPPmze1O6wEDBsiKFStE79qYMmWKXHPNNSZzzzzzjCxevDj9MsqZUy3A33uqCTkAAgg4SEA7obRtq2Hwxo8fb8LiHT58WGbPni3XXnutyamGDnn++ecT5Fpf07t3b/OFrYYXiYuLS7CdJ94S0AE72mmdK1cuczfqvHnz5Ntvv5Vnn33WDhOiYRWffPJJbxWc0iQQoL2bgMMXT2j3+qKaKSQCvhLwzIjrsWPH2h1Qeuvj6NGjE1RkvXr1RH9ICKjA0KFDTUxrjWM8YsQI2bVrl+g1RPKPwNKlS2XDhg2mwO3btzcj763S6+3XGTNmlE6dOplVU6dOlVtuucXazKPLBPh7d1mFkV0EEEhWQO8c1LvFevXqJdmyZbP3bdOmjXnv0lAhmn788Ud7my7o+95bb71l1t12223ywgsvmPAiCXbiiWcE9DrRz0QPP/ywCQljFaxu3bomJNr9999vVvHlvCXjzUfau96s1+RKRbs3OR22IYCAGwU80XGtE9O8+eabxl/j9I0aNcqNdUGeYyigk9JoDGO9VjQWujbsSf4SmDx5sl3gcP8ztDO7SJEiohMZzZw504zOz5Qpk/0aFtwjwN+7e+oqGjnVEAm//PKLuWtCY7iGS6dOnZJZs2aJ3i6vnXzBt8nrHVw6KnHlypVm0jqNB1u7dm1zl064Y/3xxx/y+eefy6+//mr+X2gsWZ1bo1GjRoxoDQfGulQL6DWmdwmFS9opaSUdhR2cdPLGWrVqmTBp+reRVKiR4New7F4BbcOEDuSxStOlSxexOq5Dw6VZ+/DoDQHau96ox5SUgnZvSrTcvy/tXvfXISW4vIAnOq71A6YV11ob8hrXmoRAcgLvvPNOcpvZ5gOBr776ypRSb6suX758ohLr/xEdZT1t2jQT51pH5esEniT3CfD37r46S02OX3rpJfnggw/MIbR9ENyRZx1XR53qKERNH3/8sbRu3dosT58+Xfr162c6rM2KoF99+vQxYRmCR7jqXRvaAaid1qFJv/yaMWNG6GqeI5CmAuvWrbOPX6pUKXtZFzQudugo7AQ78MQ3AnpXmZWs0GjWcx69JUB711v1GUlpaPdGouSdfWj3eqcuKUnSAp7o4dUJF61k3c5/7NgxEwZAZ1XX0VAkBBBAIFhA439q0pGUSaXgDm0dhUlCAAHnC7Rt29bOpMarD5f0CylNV199tTRt2tQsa+iFzp07m05r7cjp2LGj3HvvvfYXVpMmTRKdP8NKGjdUwwlpp3WGDBlEO6offfRRadGihQnXsHr1amtXHhGIicCJEyfkkUcesc9lhbuyV7CAwP8LLFu2zLYIbuvYK1nwjADtXc9UJQVBIKwA7d6wLKz0mMD/vm53ccG0c9pKOkO2xvxbs2aN6IdKTVmzZpWbbrpJXnnlFRMewtqXRwQQ8KfA8ePH7VukkxtppGFkrGTd1WE95xEBBJwpcOedd0revHlFwyToCOpx48aZjmQrtzt27DChQPS5jrTOkSOHmZT16aefNrtcf/318uWXX5qJ73TFmTNnpEOHDjJ37lwTNkhHrOoXXjrx2apVq8xrdLKz4JBTui24bWJ24hcCURbQzscDBw6IvqetX79e3n77bfNcT6NzNeiXLyQEwglYsc51G9dJOCFvrKO96416pBQIJCdAuzc5HbZ5RcATI671TdlKf//730VHOVmd1rpeY/gtWLDAxPVbvny5tSuPCCDgUwFr9IkWP2fOnEkq6GhMK+lINhICCDhfIEuWLKLxWzVpp551m7SV8w8//NBuI3Tv3t2snjhxouno1icvv/yy3WmtzzU0iN6GaaXZs2ebxYMHD1qrEv0f0bBCzZs3t7ezgEBaCOjofh1p1bNnTxkzZozdaa2TNOo1HRcXlxan5ZguF1i0aJH5Ek6LUahQIbH+D7q8WGQ/jADt3TAorELAYwK0ez1WoRQnrIAnOq5PnjxpF65s2bJmEjUd6aThQjSMSKtWrcx27cB+/PHH7X1ZQAABfwpcunTJLnhyoYR04jYrBX8ZZq3jEQEEnClw99132xkLDReio7A16R0Vt912m1m2wnrol1UNGzaUCxcuJPgpUaKEmexRd96yZYt5TeXKle2R3IMGDRINJaKvIyEQKwGN365fkuhcDcHzu2jc9mrVqsl3330Xq6xwHpcIHDlyRDRev5X0btTk7jyz9uPRnQK0d91Zb+QagZQK0O5NqRj7u03AEx3XmTNntt11RPUDDzwgOpturly5zEQ0Gj6kTJkyZp+lS5eGnXTJPgALCCDgeYF8+fLZZTx69Ki9HLoQ3ODPnz9/6GaeI4CAQwXq1KkjlSpVMrnTTrzTp0+b5c2bN9uT0+mobGuCsk2bNpntup+GF9N2ReiP9b9i3759Zl+9W2PYsGFm+dSpU9K3b18zUnvo0KESPMrN7MAvBNJAYN68eeaLlD179piQNnp3wY033mjOtG3bNhMKh/kZ0gDepYfUL9Y0Fr/+H9SkMfv1Ocm7ArR3vVu3lAyBYAHavcEaLHtRwBMd1xqf0krhbufXSZM09o+VtDFPQgAB/wpo/FtrdJrVGRVOw+qg0m3B8a7D7cs6BBBwloA1+kQ7lbXzWpM12lqX77rrLn0wSUOKWElHXSf1kz17dmnSpIm1qzz11FMyefJk0RHZmn777TfReNc62dmsWbPs/VhAIK0F9IuWW2+9VebPny81atQwp9MvUN577720PjXHd4lA//79TehEza5OSvvmm2+6JOdk80oFaO9eqRyvQ8B9ArR73Vdn5DhyAU90XAd3KAXHnAxmyJQpk/1UO7JJCCDgXwHttLZujdUJrZJKGzZssDdpHEgSAgi4R0A7pq33eytcyLRp00wBdALGG264wS5MsWLFzLL+nWtHd1I/GprMmsTRerHGh9URjNo53qBBA7Na597Q9du3b7d24xGBmAjoly7Wh1c9YXLvcTHJECdxhMBjjz1mJu/UzFStWlX0btTgz0aOyCSZiLoA7d2ok3JABBwrQLvXsVVDxqIg4ImO6ypVqtgUOgljuLR161Z7dcmSJe1lFhBAwJ8CtWrVMgXfuXOnrF27NhGCxre2JnWrXr06I64TCbECAWcLaNxfK4a1hlRYvHixrFmzxmQ6eLS1rrDCienI6ysJraAhR1q3bi1LliyRwYMHm3OcOXPGHt1oVvALgRgJBIfQ07sESP4WGDlypLz44osGQf/XffHFFyacor9V/FN62rv+qWtK6m8B2r3+rn+vl94THdf169e3Z05///33JXSyNY1d+emnn5q6rFChgmhcShICCPhbQOPbWkknJwpNb7zxhhw6dMis1jiQJAQQcJ9Az549Taa1XdC2bVuzHBcXJ926dUtQmJo1a5rnOgnruHHjEmxL6ol+uRUcB9/ar1OnTtYikzXaEixEU2DZsmX2JKGhx9Vr/d1337VXW51W9goWfCUwfvx4+y6R6667Tr7++mszmaevEHxeWNq7Pr8AKL6vBGj3+qq6fVXYjF4orc6o3qhRI1m4cKH8+uuv0q5dOxkzZoxpmOlkjP369bM7szX2JAkBjfu4Y8cOG2L37t328sqVK0VnXddUuHBhM9mWvZEFzwhoJ9aAAQPk3Llz8vrrr0vu3LnNREU6qeuMGTPsUZN623VoJ5dnEHxSEP7efVLRYYqpo6A1LJDGsj98+LDZQ7/sDr3zSidWHDt2rOh7wejRo02b4f777xft6NGk4RY++eQT86MxrXUC6BEjRpgOwieffFI6d+5svhTX0do6utFKwXeEWet4RCC1Ajop6KJFi6RDhw7StWtX0buCsmXLZu4e0utyxYoV5hRFixaVO+64I8HpfvrpJ7tNrO9/VtK7DazX6Zc7+mWONXmptQ+P7hKYO3euPPLII3am9X/ajz/+aE9Qa28ILOj/NA0hQvKeAO1d79Xp5UpEu/dyQt7dTrvXu3Xr+5IFRhd5IgU6rOMDHU/xgQpN8ifwDZQnykohUi8Q+HIjyesk+BqqV69e6k/GERwrEOiIis+SJUuS10Lg7oz4wK3/js0/GYtMgL/3yJy8ulfgy+sEf+MTJ04MW9RAjOr4rFmzJtg30BkYH+i8S7Bu+fLl5vVDhgyx1wc6+uIDk2DFB2Jq2+sCHYbxgVHZYc/FSv8JWG2LaJS8ffv29nVmHTf0Ud/bAgM6Epxu9erVl32ddZxAOIkEr+WJ+wQCkzFGXN+NGzd2XwHJccQCtHcjpvLEjrR7PVGNV1wI2r1XTMcLHSzgiVAhgUa2VKpUyYy4btKkiT61k07MVLFiRdGJmd555x17PQv+Fog0XIyOYCJ5V6BVq1YyZ84cqVu3rgQ+5NsF1RGazZo1k/nz59uTrdkbWXCdAH/vrquyqGa4d+/e9vE09q+OUg2XdJTKqlWrTFzsQAe22UXjVFvhx3RE4tChQ6V27dpmW6BTSNq0aWMmOAu088yIbg0fou8bAwcOlKlTp4pOjEVCINoCr732mjz++ONSokSJRIe27hLSyYX1bsTgpNusCUuD14dbpv0TTsVd64oXLx5xhnPkyBHxvuzoPgHau+6rs9TkmHZvavTc/1rave6vQ0qQWCBOO9UTr3b3mmPHjsnmzZtFi1a5cmXzIdLdJSL3CCCQ1gLnz583E7dph5V+2aW3SpMQQMD9AjrPRfny5U1B9JbpWbNmXbZQGrt627ZtJnSIhhHSkCH58uUL+7rTp0+LdhIeP37chCjTzsTgyfHCvoiVvhOw3lOi3ezeu3ev6M/Zs2elVKlS5hq0zuU7ZAqMAAKXFaC9e1kidkDA1QK0e11dfWQ+CQFPdlwnUVZWI4AAAggggIDPBHRk6gsvvGBKPXv2bDNK2mcEFNcBAlZncrQ7rh1QNLKAAAIIIIAAAg4RoN3rkIogG1EVoOM6qpwcDAEEEEAAAQScInDhwgUpVqyY6MRzgRjUsm/fPkZDO6VyfJYPOq59VuEUFwEEEEAAgRgL0O6NMTini5kAwRdjRs2JEEAAAQQQQCCWAoEJqUyntZ6zY8eOdFrHEp9zIYAAAggggAACCMRMgHZvzKg5UYwFMsb4fJwOAQQQQAABBBCIicDatWvNxKsFChSQvn37xuScnAQBBBBAAAEEEEAAgVgL0O6NtTjni5UAoUJiJc15EEAAAQQQQAABBHwpQKgQX1Y7hUYAAQQQQAABBBBIpQChQlIJyMsRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEoitAx3V0PTkaAggggAACCCCAAAIIIIAAAggggAACCCCAQCoF6LhOJSAvRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIiuAB3X0fXkaAgggAACCCCAAAIIIIAAAggggAACCCCAAAKpFKDjOpWAvBwBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgugJ0XEfXk6MhgAACCCCAAAIIIIAAAggggAACCCCAAAIIpFKAjutUAvJyBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgegK0HEdXU+OhgACCCCAAAIIIIAAAggggAACCCCAAAIIIJBKATquUwnIyxFAAAEEEEAAAQQQQAABBBBAAAEEEEAgocCWLVukW7ductddd8np06cTbuQZAhEIxMUHUgT7OXoXLcLFixcjymOGDBkkLi4uon3ZyT8Cev3s3LlTMmfOLEWLFvVPwSlpAgGugwQcnn1CPXu2aikYAo4VsNqe0W52nzt3TjZv3iz79++XfPnySdmyZSV79uyXdThw4IBs27ZN9PXly5eXwoULX/Y17OB+Ad7/3F+H0SgB10E0FN1zDO003Lt3r1SrVk1y587tnoyTU88ILF++XG666SZTnqNHj3IdeqZmY1cQT4y4btGihWTKlCmin2uuuUb++OOP2AlzJscL6D/S6tWrS+nSpaVYsWKydetWx+eZDEZfgOsg+qZOPCL17MRaIU8IIJBSgfXr10vXrl1NZ3WVKlWkadOmUqNGDcmRI4e0bNlSNm7cmOiQly5dkrfffltq164thQoVknr16sktt9wiRYoUkWuvvVbefffdRK9hhXcEeP/zTl2mpiRcB6nRc89rd+/eLW3btjX/6/ULzYYNG0qePHmkYsWKMmHCBPcUhJy6VuC9996T2267TfSLE2tgoLZR9MuT7777Tm688UZZtmyZa8tHxmMr4ImO6+PHj0esdvLkSdGGOwkBvRYeeughufnmm+XXX3+1QXQUAsk/AlwH/qhr6tkf9UwpEfCDgI6UrlmzpkydOlVOnTqVqMhz5swxnRSHDh1KsO2+++6Te++9V3766acE6/XJvn37pGfPnjJixIhE21jhbgHe/9xdf9HKPddBtCSdf5zt27eb94DZs2eL3l1jJb3jR7/01M+/w4cPt1bziECaCPztb3+T+fPnm/bKggUL5KqrrjJflI8ePdr0v3z77bcyePDgNDk3B/WegCdChfz444+yZs2aJGvn2LFj8vDDD5vtpUqVYkRtklL+2bBw4ULzAU3Dg4QmHaVUrly50NU896AA14EHKzVMkajnMCisQgCBmApEM1SI/k9r0qSJFC9eXB599FHROw81TMjixYvl/vvvN7eEa+H0Q+Pzzz9vl7N+/fryn//8x4xy6tu3r1SuXNl0ajz77LOiHyA1acg0bQeVKFHCfh0L7hXg/c+9dRfNnHMdRFPT2cfSzmkdVb1hwwaT0QEDBpjPvBoSau7cueY9QkM1aFq0aJG568Y84RcCURZ47bXXZOzYsSYsWbhD6x3vTz75pHTo0CHcZtYhkEAgY4JnLn2itzzqT1Jp3Lhx9qb+/fvbyyz4V2Do0KEmprXeqqKji3bt2mX+sfpXxJ8l5zrwR71Tz/6oZ0qJgF8ENDTIq6++Kr169ZJs2bLZxW7Tpo1kzJjRhArRlTqwIzjdfffdpqNbbx8PTtoJrh0dO3bskPPnz4uGEqDjOljIvcu8/7m37qKZc66DaGo6+1hLly61O63bt29v3iusHGt4KX2P6NSpk1mld+1ouCgSAmkhoF+a9OvXT1588UUZNGhQglN88MEH0qVLlwTreIJAcgKe6LhOroAaz3r8+PFml6uvvlp69+6d3O5s84mAjqjWD2mjRo2SggULyhNPPOGTklPMYAGug2AN7y5Tz96t23Al+/777+WXX34RndOiXbt24XYx4RVmzZplJnbWeMD58+e39/v999/N6NOVK1eK3rFVtWpV8+W4jk4Nl7Sd8fnnn5uQUxpuoUCBAuYWyEaNGjEZdDgw1qVaQK8x/UAYLtWtW9deffjwYXtZF3SUdbiknd+tW7eWl19+2WzWUCQkbwjw/ueNekxtKbgOUivontdPnjzZzqx+zg1N2pmt8xpoe2XmzJkm3rXOFUZyr4BT273ffPON6bT+7LPPEuFqaLJ58+bJY489Zu7+SrQDKxAIEfB8x7V+MLXCQXTv3l3y5s0bQsBTPwq88847fiw2ZQ4R4DoIAfHoU+rZoxWbRLFeeukl0ZEcmjT8QXBHnvWSt956yw4h9vHHH5tOO902ffp0MzpEO6xDU58+fcwX4cEjXPVWXO0cD54nwXqdfjicMWOG9ZRHBGIisG7dOvs8Gh4v0qSj8KykX/qQvCHA+5836jG1peA6SK2ge17/1VdfmczqhLsaHiQ0aZxhHWU9bdo00S/q9a7j0qVLh+7GcxcJOLXdq2HMNLa+hkp75JFH5B//+IcUK1ZMbrrpJvnwww/lX//6l4m5rnd5kRC4nMBVl9vB7duDw4ToRAQkBBBAAAEEEPCuQHAYhClTpoQtqH5g06R3YjVt2tQsa+iFzp07m1HW2nHXsWNHM5Gd9YFu0qRJ0qNHD7Ov/tI4knq7rXZaZ8iQQbSj2oo3rJ2Aq1evtvdlAYFYCJw4ccJ8OLTOZd0Obj1P7nHZsmX25nCdHfZGFhBAAAEEHCuwf/9+k7fkwqgG/4/XzmuSuwWc2u7VOeb0zna9K/Hxxx83yDqhtA4S0Ta1tsHpn3P3tRfL3P9veEUszxqjc2kjfMWKFeZst912m1SqVClGZ+Y0CCCAAAIIIJAeAnfeeae5u0rDJGjjWL/ADh5NqnF8rYnoNDxCjhw5RCcqevrpp012r7/+evnyyy/NxHe64syZM2biGJ3USG+r1bjB+oFw69atsmrVKvMandwuOOSUbtMJ7kgIpKWAtnMPHDggx48fN6OW3n77bfNcz6mxTPXLl0iSfvny3XffmV31Q6aGuSEhgAACCLhLQN8Lzp49azKd3J0z+n/eSocOHbIWeXSpgFPbvdo2Hj58uGmD//DDD0b3yJEjcvr0aRO+V8OFBLfPXcpPtmMk4OkR18GjrfUbHxICCCCAAAIIeFsgS5Ys9oQv2qln3TZrlVpvT9TR0po0hJimiRMnihUPWOP8Fi9e3KzXXxoaRG/DtNLs2bPN4sGDB61VkjNnTntZF3SUdvPmzROs4wkC0RbQ23B1pJV++BszZozdaa2TNOo1rbfnRpIeeOABe7e//vWv5g4CewULCCCAAAKuELBGW2tmQ9slwQXQka5W0jt1SO4WcHK71+qY1jjqOjCkRo0aZhJoFbe2uVuf3MdKwLMd11u2bBGNW6lJJ6TQxj0JAQQQQAABBLwvcPfdd9uFDA0XoqOwNemII70bS5MV1kM/zDVs2FAuXLiQ4KdEiRJmskfdV9sXmnSyRqvRrbOl622P+joSArES0Pjt+iWJxjLVuKVW0vZvtWrV7FHU1vpwj6+88oosWrTIbKpevbr87W9/C7cb6xBAAAEEHC5w6dIlO4c6cXRS6eLFi/Ym64t8ewULrhRwertX2xc6B4dOfJ7c3QCuxCfTMRH4Xys3JqeL3UnGjx8v1j/vBx98MOJRJ7HLIWdCAAEEEEAAgbQQqFOnjh0eTDvx9LZETZs3bzahPnS5S5cudsfzpk2bdJXZL2vWrJI5c+ZEPxpORNO+ffvMo45mGjZsmFnWmH19+/Y1I7WHDh0qwaOezA78QiANBObNm2e+SNmzZ48JaaN3F9x4443mTNu2bTOTjiYXv1RfryOsNWnInMmTJ9t/E2YlvxBAAAEEXCOQL18+O69Wm8VeEbRg9ZHoqvz58wdtYdGtArR73Vpz5DtSAU92XOs/amv25Fy5cplbKCMFYT8EEEAAAQQQcL+ANfpEO5WtO7Cs0dZaurvuussupIYUsZKOuk7qJ3v27NKkSRNrV3nqqadMZ5+OyNb022+/icb004mPZs2aZe/HAgJpLaBfttx6660yf/58cyuunk+/QHnvvffCnlrvMtAY2DryTu8c0PjtOkqbhAACCCDgToG8efPad98k13FtfQGvpQyOd+3OQEqwnwAAQABJREFUUpNrS4B2ryXBoxcFPNlx/cYbb8jJkydNfd1zzz3JxnjyYqVSJgQQQAABBPwuoB3TGTJkMAxWuJBp06aZ5xpn74YbbrCJihUrZpYLFSok2tGd1I+2LaxJHK0Xa5xsHcmtneMNGjQwq3WCJF2/fft2azceEYiJgH7pYn141ROuX78+0Xn1er399tvl2LFjZpu2m5s1a5ZoP1YggAACCLhHQENGWWEYwv3vt0qyYcMGa1G03UPyhgDtXm/UI6UIL+C5jmuNLzlhwgRTWv3nrWFCSAgggAACCCDgLwGN+2vFsNaQCIsXL5Y1a9YYhODR1rqiTJkyZr2OvE4utILZKcwvHbHaunVrWbJkiQwePNjscebMGVmwYEGYvVmFQNoK6OhrK+ldAsFp165dZmS23h2g6bnnnpNevXoF78IyAggggIBLBWrVqmVyvnPnTlm7dm2iUuhdNtak1Rp3mBHXiYhcu4J2r2urjoxHIOC5jusZM2bI7t27TdHvvPNOM2lNBA7sggACCCCAAAIeE+jZs6cpkU5S1LZtW7McFxcn3bp1S1DSmjVrmuc6SdG4ceMSbEvqiX74C44Tae3XqVMna5HJGm0JFqIpsGzZMnuS0NDj6rX+7rvv2qutTgxdoV/M6Jc5O3bsMNv17oHHH3/c3pcFBBBAAAF3C+j8HVbSyXdDk95hc+jQIbO6R48eoZt57nIB2r0ur0Cyn6RAxiS3uHRD8AfOhx9+2KWlINtpLaBxH60Pbnou68sOXdbZbo8cOaKLUrhwYTPZlnnCL88JcB14rkrDFoh6Dsvii5U6Clpvm9VYj4cPHzZlrl+/vpQsWTJB+XVixbFjx5r3gtGjR4t2/t1///1y3XXXmf30lttPPvnE/OgEduXKlZMRI0aYDsInn3xSOnfubMKS6WjtkSNH2seuUqWKvcwCAtES0ElBFy1aJB06dJCuXbuKjprLli2bGV2n1+WKFSvMqYoWLSp33HGHfdpWrVqJdYt46dKlzes++ugje7u1oHcstmjRwkxQaq3j0Z0CvP+5s96inWuug2iLOvd4+iX9gAED5Ny5c/L6669L7ty5RTuodd4vHeBn3RWmYaVCv8R3bqnIWaQCtHsjlWI/1wkERhd5JgUa8fGBCjA/VatW9Uy5KEj0Bdq1a2dfK9Y1E+6xXr160T85R3SMANeBY6oiTTNCPacpr+MP3q9fvwT/7ydOnBg2z4EY1fFZs2ZNsG+gMzA+EAYkwbrly5eb1w8ZMsReHxjFHR+YFCk+EFPbXhfoMIwPjMoOey5W+k/AamNEo+Tt27e3rzPruKGPWbJkiV+4cKF9ukBokMu+JvgYgdA69mtZcK8A73/urbto5pzrIJqazj9W4Iv2eH0PCP6fHrycM2fO+EBoM+cXhBxekQDt3iti40UOF/BUqJA5c+YE/if/Nw0aNMha5BGBRAKBN+xE68Kt0BFMJO8KcB14t26DS0Y9B2v4b7l37952oTX2r45SDZd0lMqqVatMKIVAB7bZReNU6+hrTTrKeujQoVK7dm3zvH///tKmTRvJlCmTBNp6ZkS3hg/R942BAwfK1KlTRUeukhCItsBrr71mQnyUKFEi0aGtUXQ6srpRo0b2dv0/mCdPHvt5cgsaTkePQ3K/AO9/7q/DaJSA6yAaiu45ht5do/0idevWlUAHtp1xvQNNJ+KdP3++PZm0vZEFzwjQ7vVMVVKQIIE47VgPeu7qRY01qbcD6wfTHDlyuLosZB4BBBBAAAEEUi+wadMmKV++vDmQ3kI7a9asyx5U2xPbtm0zoUP0NlsNGZIvX76wrzt9+rQJv3D8+HHRiXG0MzF4crywL2Kl7wS0M1hTtJvde/fuFf05e/aslCpVylyD1rl8h0yBEUAAAQQSCJw/f95MTK1fyFesWFF4f0jA48kntHs9Wa2+L5SnYlzryKbArbq+r1QAEEAAAQQQQOC/ApMmTbIpunfvbi8nt6DtiTJlypif5PbTbToy1Zrc8XL7sh2BaAvolyX6Q0IAAQQQQCBUQL9ID56kN3Q7z70nQLvXe3VKiUQ8NeKaCkUAAQQQQAABBCyBCxcuSLFixeTAgQPmi+19+/YxGtrC4TGmAtYot2iPuI5pITgZAggggAACCDhWgHavY6uGjKVSgOCLqQTk5QgggAACCCDgTIHABEWm01pz17FjRzqtnVlN5AoBBBBAAAEEEEAglQK0e1MJyMsdK+CpUCGOVSZjCCCAAAIIIBBzgbVr15qJiQoUKCB9+/aN+fk5IQIIIIAAAggggAACsRCg3RsLZc6RHgKECkkPdc6JAAIIIIAAAggg4BsBQoX4pqopKAIIIIAAAggggEAUBQgVEkVMDoUAAggggAACCCCAAAIIIIAAAggggAACCCCQegE6rlNvyBEQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEoihAx3UUMTkUAggggAACCCCAAAIIIIAAAggggAACCCCAQOoF6LhOvSFHQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIiiAB3XUcTkUAgggAACCCCAAAIIIIAAAggggAACCCCAAAKpF6DjOvWGHAEBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgigJ0XEcRk0MhgAACCCCAAAIIIIAAAggggAACCCCAAAIIpF4gY+oP4bwjnDhxQjZv3iy///67lChRQkqXLi0ZMmRwXkbJkWMELl68KDt37pTMmTNL0aJFHZMvMhJbgS1btsjevXulWrVqkjt37tienLPFTIC/95hRcyIEEEhjgXPnzpk27/79+yVfvnxStmxZyZ49+2XPqu912u7R12s7uVixYhIXF3fZ17GDuwV4/3N3/UUr97R3oyXpjuPwd++OeiKXCCCQtICnRlx//PHHUrVqVcmVK5fUqlVLbrvtNilfvrzkzJlTBg0aJMeOHUtagi2+FVi+fLlUr17d/uC2detW31r4seC7d++Wtm3bSqFChcwH/oYNG0qePHmkYsWKMmHCBD+SeLrM/L17unopHAK+EVi/fr107drVdFZXqVJFmjZtKjVq1JAcOXJIy5YtZePGjYkstPPitddek0qVKpkv6W+88UZp1KiRFC9eXAoWLGi26T4kbwrw/ufNeo20VLR3I5Xy1n783XurPikNAn4ViIsPJC8U/tVXX5UHHnggQVGyZcsmZ86csdc1btxY5s+fL1dd5an+ert8LKRM4OTJkzJkyBDRa+fSpUv2i/XDXrly5eznLHhXYPv27dKkSRPZtm1bkoUcNmyYDB8+PMntbHCHAH/v7qgncomAVwWs0czRaHbre5Z2Pp89ezZJLv0yds2aNZI/f357n379+skbb7xhPw+3MGLECBk6dGi4TaxzqQDvfy6tuChmm/ZuFDFdcij+7l1SUWQTAQQiEvBED+6BAwfkscceMwXW2yMnTpwoe/bskdOnT8u3335rd0IuXLhQPv3004hg2MnbAnotVK5c2YyoDe609napKV2wgHYeNG/e3O60HjBggKxYsUKOHj0qU6ZMkWuuucbs/swzz8jixYuDX8qyywT4e3dZhZFdBBBIVkA7obTTWkdKjx8/XjZt2iSHDx+W2bNny7XXXmteq6FDnn/++QTH0VHa2oHeuXNn0f+LGlJPX9urVy97v5EjR5r3QXsFC64W4P3P1dUXlczT3o0Ko6sOwt+9q6qLzCKAQAQCnui4/v777+1RJ3rbZN++fe2Ge926dc2IWsvip59+shZ59LGAjibS2I4ax1g/9FlffPiYxHdFX7p0qWzYsMGUu3379ub/RJ06dcw1of9H9AswK02dOtVa5NGFAvy9u7DSyDICCCQpoKFB9G4x7Yh+6KGHTJgrDXHVpk2bBO9dP/74Y4JjPPjgg/Ldd9+JvqdpiJC8efOa17711ltyww03mH0vXLggq1evTvA6nrhXgPc/99ZdtHJOezdaku45Dn/37qkrcooAApEJeGJyRo3ZZSUNBxKagkfUBi+H7sdz/whoKBCNYTxq1CgT1/GJJ57wT+EpqRGYPHmyLaHXQWjSzuwiRYrIvn37ZObMmWZ0fqZMmUJ347kLBPh7d0ElRTGL+mX2L7/8Yu6aaNeuXdgjnzp1SmbNmiUaz1fjAQeHU9BRqHq31sqVK83cGDp3Ru3atc1dOuEO9scff8jnn38uv/76q/l/UaBAAbn55ptNx6AVHiLc61iHwJUK6DWmdwmFSzpgw0o6Cjs46ftauKTX6Z/+9Cf54YcfzObQ14V7DevcIcD7nzvqKS1zSXs3LXWdeWz+7p1ZL2mVK9q9aSXLcZ0k4ImOa/3nbCV9c+7SpYv11Dzqbf9W0oY5CYF33nkHBJ8LfPXVV0ZAb6vWSVxDk8bCv+WWW2TatGnmdupdu3aZCTxD9+O58wX4e3d+HUUzhy+99JJ88MEH5pDaAR3ckWedR0eYPvzww+apTuzcunVrszx9+nTROMDhJnPu06ePuUNH58+wkt61oZ3j2mkdmrSTcMaMGaGreY5AmgqsW7fOPn6pUqXs5cstXOnrLndctqevAO9/6evvhLPT3nVCLcQ2D/zdx9Y7vc9Guze9a4Dzx0LAE6FCtHNJJ6nR9MUXX0iHDh1MfD4dBTV48GB5//33zTb98Kojq0gIIICAxv/UpCMpk0rBHdo6CpOEAALOF2jbtq2dyeAvru2VgQX9QkrT1VdfLU2bNjXLGnpBY/9qp7XGuO/YsaPce++99hdWkyZNkh49eph99ZfGDe3UqZPptM6QIYNoR/Wjjz4qLVq0kIwZMxJuwZZiIVYCJ06ckEceecQ+nV6fkST9O9GYqJq0Pa2hSEgIIOANAdq73qhHSoFAUgK0e5OSYb2XBDwx4lo/MH744Ydy6623ym+//WZu61+0aJGJc623C2uqXr26fPbZZ2ZSGi9VIGVBAIGUCxw/ftyOi29NwhjuKAULFrRXHzp0yF5mAQEEnCtw5513mti9Gu5AR1CPGzfOdCRbOd6xY4cJBaLPdaR1jhw5zJfdTz/9tNnl+uuvly+//NJMfKcrzpw5Y74Qnzt3rmlfaNxg/cJr69atsmrVKvOaZ599VoJDTum2jRs3mm38QiCtBJYtWyY6Qbm+p2m867fffts81/PpXA365Uto0i9hlyxZYsLk6J1ECxYskDlz5pjd9P1Q70bQO45ICCDgfgHau+6vQ0qAwOUEaPdeTojtXhDwTMu0cuXKovF9rFAg2slkdVpXqFBB/vOf/4jGBCQhgAAC1ugTlciZM2eSIDoa00o6ko2EAALOF8iSJYsdMkw79azbpK2c6xfdOlpaU/fu3c2jTsZqxfV9+eWX7U5r3aihQfQ2TCvNnj3bLB48eNBalej/SOnSpaV58+b2dhYQSAsBHd2vI6169uwpY8aMsTutrUkaw8VY15B6+hq9O3HgwIF2p7Xm71//+pfUq1cvLbLKMRFAIB0EaO+mAzqnRCDGArR7YwzO6dJFwDMd1zrp4rvvvitr1qxJBKkxKG+88UbRRxICCCAQPEmrhhRKKunEbVayOrqs5zwigIBzBe6++247c6HhQnQUtia9o+K2224zy6tXrzaP+mVVw4YN5cKFCwl+SpQoYcKH6E5btmwx++oX5hoSRNOgQYNEQ4no60gIxEpAQ+DplyQ6V0PwKGmN216tWjX57rvvEmVF54XR12j86+zZsyfY/pe//EUeeughSe59McELeIIAAo4WoL3r6OohcwhETYB2b9QoOZBDBTzRca0NbI0t+dRTT8np06fNqOsVK1aYW3214a5JR19r57U1Ctuh9UG2EEAgBgL58uWzz3L06FF7OXQhuMGfP3/+0M08RwABhwrUqVPHnvtCO/G0baBp8+bNoqE+NOlEzlbH86ZNm8w63S9r1qySOXPmRD/W/4p9+/aZffVujWHDhpnlU6dOSd++fc1I7aFDh0rwKDezA78QSAOBefPmmS9S9uzZY0La6N0F2tbVtG3bNhMKJ3R+Br2lWL980XA2J0+elL1795rrWO8s0C9oJ0yYIM8991wa5JZDIoBArAVo78ZanPMhkD4CtHvTx52zxk7AEx3X48ePF+vWXf0gunTpUtE/3ttvv92ED+ndu7cRPXLkiPTp0yd2upwJAQQcKZA3b157dJrVGRUuo1YHlW4Ljncdbl/WIYCAswSs0Sfaqayd15qs0da6fNddd+mDSRpSxEo66jqpHx2h2qRJE2tX84W5hl7QEdmadJ4NjXetE7vOmjXL3o8FBNJaQL9s0ble5s+fLzVq1DCn0y9Q3nvvvWRPXaRIERk+fLiJbW3tOHbsWGuRRwQQcLEA7V0XVx5ZRyCFArR7UwjG7q4S8ETHtcam1KQdS3qrbqZMmexK0Ib8P//5TzM5o67UkdjBH1DtHVlAAAHfCOgt1dakjDqhVVIpOLxQoUKFktqN9Qgg4EAB7ZjWyZs1WeFCpk2bZp7rBIw33HCDWdZfxYoVM8v6d64d3Un96AhVaxJH68UaJ1tHcmvneIMGDcxqnRBL12/fvt3ajUcEYiKgX7pYH171hMm9xwVnqHPnzpInTx6zSr/Q1S9hSAgg4G4B2rvurj9yj0BKBGj3pkSLfd0m4PqOa40nacWbrFSpUqJ4fVoh+sG1du3adt0kN8LS3okFBBDwtECtWrVM+Xbu3Clr165NVFaNb21N6la9enVGXCcSYgUCzhbQuL9WDGsNqbB48WJ7Hozg0dZaijJlypjC6BfboaEVIimlhhxp3bq1LFmyRAYPHmxecubMGVmwYEEkL2cfBKIqoIM2rBQax9paH/qoEzlaoXN0WTvASQgg4H4B2rvur0NKgEAkArR7I1FiH7cKuL7jWkdXFyhQwPhr55OOhgpNGrPv119/Nau1MV+yZMnQXXiOAAI+E9CwQlZ65ZVXrEX78Y033pBDhw6Z5z169LDXs4AAAu4R6Nmzp8mszoXRtm1bs6ydct26dUtQiJo1a5rn2l4YN25cgm1JPdEvt4Lj4Fv7derUyVpkskZbgoVoCixbtswetBF6XL3WdbJyK1mdVnoXwSeffJLkxIufffaZHDx40LxMv8jJlSuXdQgeEUDAxQK0d11ceWQdgRQK0O5NIRi7u0bA9R3XKl2/fn0DriOldMTTypUr7Q+Tepuu/gFbM6s3atTITLjkmhoio2kioHEfNWyM9bN79277PHr9WOt1NC7JmwLaiZUlSxZTuNdff92Mkly3bp3oJFcvvfSSDBw40GzTUWehnVzeFPFuqfh7927dXq5k2iawwgIdPnzY7K5thtAvsHViRStcyOjRo2XQoEGi//+1I1t/9H/DmDFjzMR31kSOI0aMkNKlS5sQZSdOnDDH1tHaI0eOtLNVpUoVe5kFBKIloJOCVqhQwUwwqh3Oeq1qp7PeVdCsWTPThtFzFS1aVO644w5zWm3btGnTRjRMjk6++PPPP4v+Tej1rDGtg+9CsOaGiVZ+OU76CfD+l372Tjkz7V2n1ETs8sHffeysnXYm2r1OqxHyEzWBwAcy16dd/8feeUBJVWQN+CI5g+ScUYKAIguIIgJKWBEkKirqgiTXjIAEEdSjK4piwAVXXFAEBRxF2FVEEFYOgrqKIBmGDAICkoMw/7u1/3v29HQPPTM9Q9frr87p6XqVXtV3q6er77t1a8eOpNKlSyc5ULyXY4md5JyQ7l1rnuMDO8lRUFo/XgaQcQJdunRJNjcC505gvEmTJhm/GS3ELAHH+izJUV6HnQsFCxZMcrb+x2z/6VhkBPi8R8bJr6X69euX7DPunIsRcqiOj+qkPHnyJCur6wjHfUKytGXLlpn6w4YN89IdK+4k5xCsJMc1mZfmKAyTHKvskPciMf4IuGuLaIy8a9eu3jxz2w1+1++2RYsWebdbtWrVBetoG23btmXeetTsj/D9Z78MozEC1rvRoGhPG3zu7ZFVZvSUdW9mUKXNi03AFxbXaiXl/JCUAQMGiPMj01l3i9meq/4lNRQoUEAGDhxorK7V+oQAAUchGREEdz5FVJhC1hG45ZZbZO7cudK4cWPP+loHoRaaarW2YMEC77A16wZHhz0CfN49FHEZCbQeVXdh3bp1C8lBrVRWrlxp/GI7CmxTRtcR6npBQ40aNWTkyJHemRn9+/c3FqzqssxZzBnrVXUfot8bumNj+vTpogdjESAQbQITJkyQwYMHS6VKlVI07e4S0sOFdZehG9T6X62z1e+7u9vIzVP3OTq/1cXIvHnzmLcuGB+88/3nAyFGYQisd6MA0aIm+NxbJKxM6Crr3kyASpMXnUA21Zxf9F5EsQPqb3LPnj1m26QeyqiLesfSWnRRToAABCAQjsCZM2fMwW2qsKpVqxb/M8KBIh0ClhFQVwg1a9Y0vdYt07Nnz77gCHQtkZiYKOpGqnDhwlKhQgUpVqxYyHonTpwQVRIeOXJE9GAcXXcEHo4XshKJcUfAXYdGe9m9e/du0depU6ekSpUqZg669woHWcvq/Fb3IkWLFjWHk3IYYzhapEPAXwRY7/pLnowGAsEEWPcGE+HaDwR8p7j2g1AYAwQgAAEIQAAC0SGglqljx441jSUkJBgr6ei0TCsQiJyAq0yOtuI68h5QEgIQgAAEIAABvxNg3et3Ccfn+FBcx6fcGTUEIAABCEDA9wTOnj1rDl3Uw5sdH9RmRxbW0L4Xe0wOEMV1TIqFTkEAAhCAAAR8Q4B1r29EyUCCCOB8MQgIlxCAAAQgAAEI+IOAcyCVqNJaQ/fu3XHh4Q+xMgoIQAACEIAABCAAgSACrHuDgHDpGwI5fDMSBgIBCEAAAhCAAAQCCKxZs8YcRFeiRAnp27dvQA5RCEAAAhCAAAQgAAEI+IcA617/yJKRJCeAq5DkPLiCAAQgAAEIQAACEIBAVAngKiSqOGkMAhCAAAQgAAEIQCBOCOAqJE4EzTAhAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCNhCAMW1LZKinxCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAE4oQAius4ETTDhAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCBgCwEU17ZIin5CAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIgTAiiu40TQDBMCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAgC0EUFzbIin6CQEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgTgiguI4TQTNMCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAK2EEBxbYuk6CcEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgTghgOI6TgTNMCEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEI2EIghy0dTUs/T548KT///LOcPn1aqlevLqVKlUpLdcrGIYHNmzfL7t27pV69elK4cOE4JMCQlQDzID7mwblz52T79u2SK1cuKVeuXHwMmlFCAAK+JKBr3U2bNskvv/wixYoVM+ve/Pnzp2msx48fl6NHj0revHlZA6WJnH2FWefYJ7PM6DHzIDOoxm6brHtjVzb0DAIQiIyAryyuP/30U6ldu7YUKFBAGjVqJNdee62ULl1aGjRoIAsXLoyMCKXihsDOnTulc+fO5sGGPuBo3ry5FC1aVGrVqiWvvfZa3HCI94EyD+JrBixbtkzq168vVatWlfLly8uWLVviCwCjhQAEfEFg3bp10rNnT6Osrlu3rrRq1cqsd3UN3KFDB9mwYUNE45wyZYoUKlRIypQpI0WKFJHnn38+onoUsocA6xx7ZJWZPWUeZCbd2G2bdW/syoaeQQACkRPIluSEyIvHbsnBgwfL2LFjw3YwR44c8vnnn0vLli3DliEjfghs3brVzIXExMSwgx41apQ89dRTYfPJsJ8A88B+GUY6gmPHjsmwYcPkjTfekPPnz3vVVLlTo0YN75oIBCAAgcwgkC1bNtNsNJbdunZRQ41Tp06F7aruNly9erUUL148bJlDhw5JzZo15cCBA16ZIUOGoLz2aNgfYZ1jvwyjMQLmQTQo2tUG61675EVvIQCB1An4wuJ6+fLl8uKLL5qR6jbJjz/+WHTbo7p+ePjhh03677//LnfffbfoVhlCfBPQH41t27YVV2k9cOBAWbFihRw+fFimTZtmLI6U0OjRo2Xx4sXxDcvHo2ce+Fi4QUNbtGiR1KlTx+ykCFRaBxXjEgIQgIAVBFQJpUrrihUryvjx42Xjxo1y8OBBSUhIkLJly5oxqOuQF154IdXxjBgxIpnSOtXCZFpHgHWOdSLLlA4zDzIFa0w3yro3psVD5yAAgfQQcL7MrA/Olki1GjevL7/8MsV4unbt6uU7i/oU+STEF4ElS5Z480HnRnD44IMPvPx+/foFZ3PtEwLMA58IMoJhNGvWzHymHf/1SY6SJ2nQoEHeZ9yxuI6gBYpAAAIQyBgBd52asVb+V3vfvn1Jzu6RpBMnTqRoznGb5/1/c3YZpsh3E3744Yek7Nmzm7L333+/V8exuHaL8G45AdY5lgswSt1nHkQJpEXNsO61SFh0FQIQiIiALyyuf/rpJ6Oz1+2OoVyB9O7d29Pp6xNIQnwTmDp1qgfg2Wef9eJuxFFmG1+Pej1r1iw5e/asm8W7jwgwD3wkzAsMRV2B9OnTx/h8ffDBB8VR1lygBtkQgAAEYpdAiRIlRHeL6WGKwaFx48ZeklphhwsPPPCA2YVYuXJlGTp0aLhipFtMgHWOxcKLYteZB1GEaUlTrHstERTdhAAEIiZgveJalYrbt283A65SpUrIgbdu3VouueR/Q/3xxx9DliExfgh88cUXZrC6nVYfdgQHnSvXX3+9Sf71119lx44dwUW49gEB5oEPhBjhEN555x156623pGTJkhHWoBgEIAABOwmsXbvW63i4dfF7770nX3/9tSk3bty4kApwrxEi1hJgnWOt6KLaceZBVHFa0RjrXivERCchAIE0ELBecZ0zZ07JkyePGXI4yxI9mPHSSy81Zfbu3ZsGPBT1IwH1+6ihYcOGYYcXqNBW5TXBfwSYB/6TKSOCAAQgEM8Ejh49Ko888oiHoEePHl7cjWgZPdBcw0033SS33nqrm8W7zwiwzvGZQNM5HOZBOsFRDQIQgAAEYoZAjpjpSQY6otsc1cLkv//9rzmgRrfHBIdChQqZA2h0wU6IXwJHjhwxBxopgSJFioQFEWiZeeDAgbDlyLCTAPPATrnRawhAAAIQ+IPA0qVLxfF3Lfqdtm7dOpk8ebK51hI9e/aU7t27/1H4/2NjxoyRPXv2iBp+vPrqqynySfAHAdY5/pBjRkfBPMgoQepDAAIQgEAsEPCF4rpLly7yzDPPGF99N998szlh/aqrrpLDhw+LugZ55ZVXZMuWLYZ3tmzZYoE7fbhIBFyrA719wYIFw/YiX758Xh4POzwUvokwD3wjSgYCAQhAIG4JtG/f3iitgwF06tRJJk6cKMFrXjXycA6oNcUffvhhueyyy4Krcu0TAqxzfCLIDA6DeZBBgFSHAAQgAIGYIOALxfWgQYNE/fVt3brVHL7Vrl27sHBz584dNo8M/xM4f/68N8jff//diwdHzp075yU5x5x6cSL+IMA88IccGQUEIACBeCagBzFu3rzZ7CRTV3jud9vHH38s9erVk+nTp0vgYY16OK2eDaNnfDz55JPxjM73Y3fngg6U9a7vxR12gMyDsGjIgAAEIAABiwhY7+NaWRcuXFhWrlwp/fr1k/Lly3v41dKkYsWK8uijj3p+sLUsIX4JFCtWzBu8WuSHC4ELveLFi4crRrqlBJgHlgqObkMAAhCAgEdg/vz5RnG9a9cuOXnypOghbE2bNjX5iYmJ0rFjR3HP6Zg9e7YsWLDA5I0dO1YKFCjgtUPEfwRY5/hPpukZEfMgPdSoAwEIQAACsUbAFxbXClV9WP/97383fNW1g1qeVKhQwSisVQn5+uuvm7zatWubd/7EJwE9pPOSSy4xVkmpKa7V/6MbAv1du2m8202AeWC3/Og9BCAAAQgkJ5ArVy5p3bq1XHPNNdKsWTPjKk/dBLz77ruibkFGjBhhKqgrNC2rimw3BK6H1qxZY/J07XPddde5RXi3jADrHMsElkndZR5kEliahQAEIACBLCXgG8V1IDX1XRzov3jZsmVy5swZU+Tqq68OLEo8zgio0loPZTx48KA5yCjc8NevX+9llSpVyosT8QcB5oE/5MgoIAABCEAgOQFVTN99991Gca05emhj4PuJEyekW7duJi3Un08//VT0pa71tKx+XxLsI8A6xz6ZZUaPmQeZQZU2IQABCEAgqwnExWr0pZdeMlz1y7tDhw5ZzZj7xRgBPbhTw/bt20Uti4KD+rfW7bYa6tevL1hcBxPyxzXzwB9yZBQQgAAEIJCcgFpUuyF//vwmWrNmTeNaT13mBb/cMlowe/bsJr9y5copDnd02+TdDgKsc+yQU2b3knmQ2YRpHwIQgAAEMpuA7xXXb7/9tnzyySeGo56+Xr169cxmSvsxTuD222/3eui6kPESnMikSZPkwIEDJqlXr16BWcR9RIB54CNhMhQIQAACcURg6dKlxrd1qCHrQXxTpkzxslylle4kU5cgoV7btm3zyuuB51pGLbX1rBiCvQRY59gru2j2nHkQTZq0BQEIQAACF4NAtiQnXIwbR/Oe//73v2Xx4sXSrl070QW6LrRXrFghCQkJnm9rtS755ptv5PLLL4/mrWnLQgL6g6x06dJy+vRp0/uhQ4eKKqjVT/rMmTPliSeekFOnTolut92yZYvgKsRCIUfQZeZBBJB8UkT9vAYqZl599VWZNm2aGd0HH3wgalmoQf8v6IG+BAhAAALRJuAqgaOx7FZf1l999ZVx+dGzZ0+zOyxv3rxmF9mYMWNk4cKFpvvlypWTn376SdTPbWpBD3B0D6IeMmSIPP/886kVJ88SAqxzLBFUJneTeZDJgGOweda9MSgUugQBCGSIgC8U18OGDZPnnnsuLAjdAqlK7BtvvDFsGTLii8CcOXOke/funvI6ePTqI33evHkcTBQMxmfXzAOfCTTMcLp27ZrsILIwxaRJkyaiZyIQIAABCESbQDQV1+qjetasWal2UX1Uf/bZZ9KiRYtUy2kmiusLIrK2AOsca0UX1Y4zD6KKM+YbY90b8yKigxCAQBoJ+MJViFpauxZzgeNXK+s+ffrIxo0bUVoHgiEut9xyi8ydO1caN25sDiBykejBjW3atJEFCxagtHah+PideeBj4QYMLfCw3oDkFFG1WCRAAAIQiHUCEyZMkMGDB0ulSpVSdFV3i91xxx2irkEiUVprAzly5DC+rTWeJ08efSP4hADrHJ8IMoPDYB5kEKBl1Vn3WiYwugsBCFyQgC8srt1R7tq1yxy4p9swq1WrhosHFwzvqRI4c+aMrF692vxYq1WrFj4dU6Xl30zmgX9ly8ggAAEIXGwC0bS4DhzL7t27RV/q4qxKlSpStmzZdK1jjh8/bnahFS1aNF31A/tEPDYJsM6JTblkda+YB1lNnPtBAAIQgEBGCfhKcZ1RGNSHAAQgAAEIQAACEIBAtAlkluI62v2kPQhAAAIQgAAEIAABCMQSAV+4CokloPQFAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEMkYAxXXG+FEbAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEokwAxXWUgdIcBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIZIwAiuuM8aM2BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIRJkAiusoA6U5CEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQyBgBFNcZ40dtCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQiDIBFNdRBkpzEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkDECKK4zxo/aEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgEGUCKK6jDJTmIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAIGMEUFxnjB+1IQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAIMoEUFxHGSjNQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQMYI5MhY9ditfe7cOdm+fbvkypVLypUrF1FHjx8/Lj/++KMUK1ZMLrvsMsmWLVtE9ShkP4HNmzfL7t27pV69elK4cGH7B8QI0kWAeZAubNZVSs/3g3WDpMMQgEBcEDh9+rRs2rRJfvnlF7N+rV69uuTPnz/s2M+fPy/6ChcuueQS0RfBnwRY5/hTrmkdFfMgrcTsLs+612750XsIQEDElyvTZcuWSf369aVq1apSvnx52bJlS6qynjBhgjRs2FCKFCki1157rdSqVUuKFi0q7du3l127dqVal0x7CezcuVM6d+4spUqVEv2h17x5cyN3lf9rr71m78DoeZoIMA/ShMv6wmn9frB+wAwAAhDwJYF169ZJz549jbK6bt260qpVK2nQoIEUKFBAOnToIBs2bEgx7q+//lry5csnOXPmDPvS/CNHjqSoS4K9BFjn2Cu7aPaceRBNmva0xbrXHlnRUwhAIDyBbElOCJ9tV86xY8dk2LBh8sYbbySzJtHFe40aNUIOZsyYMTJq1KiQeZpYpUoV+fLLL8172EJkWEdg69at0rJlS0lMTAzbd50XTz31VNh8MuwnwDywX4aRjiA93w+Rtk05CEAAAhci4O7ii8ayW9cutWvXllOnToW9rT6UX716tRQvXtwr884778hf/vIX7zpcZP/+/cnqhStHeuwTYJ0T+zLKih4yD7KCcmzdg3VvbMmD3kAAAhkj4BuL60WLFkmdOnWMpWxqWyADcU2fPt1TWleuXFmmTZsm+/btk/Xr18utt95qiuqPg0gW+YHtEo9tAvqjsW3btp7SeuDAgbJixQo5fPiwmQNqea9h9OjRsnjx4tgeDL1LNwHmQbrRWVcxPd8P1g2SDkMAAnFDQJVQqrSuWLGijB8/XjZu3CgHDx6UhIQEKVu2rOGgrkNeeOGFsEzee+89CfWaM2cOSuuw1OzKYJ1jl7wyq7fMg8wiG7vtsu6NXdnQMwhAIJ0EnC8zX4RmzZqp5XiS4584yVnEJw0aNMhca5pjcR1yjI7FrSmTO3fupO+++y5ZmTNnziQ57kZMvuPrL8lxGZIsnwt7CSxZssSbG127dk0xkA8++MDL79evX4p8EvxBgHngDzlGMor0fD9E0i5lIAABCERKQNej+opGcIwskpzdhUknTpxI0dynn37qrWF0nRsYJk+e7OUFphP3JwHWOf6Ua1pHxTxIKzH7y7PutV+GjAACEEhOwDcW1+oKpE+fPsan34MPPijZs2d3fh+EDzt27JCvvvrKFFA/x+rjOjCo/7/+/fubJLXgdpSZgdnELSYwdepUr/fPPvusF3cjjjJbypQpYy5nzZolZ8+edbN49xEB5oGPhHmBoaT1++ECzZENAQhA4KISKFGihOhusbx586boR+PGjb00tcImxC8B1jnxK/vAkTMPAmnER5x1b3zImVFCIJ4I+EZxrX773nrrLSlZsmRE8lO/1a5LkRtuuCFkncD0H374IWQZEu0j8MUXX5hO63bamjVrphiAY2Ev119/vUn/9ddfRR9yEPxHgHngP5mGG1Favx/CtUM6BCAAgVgnsHbtWq+Lek4LIX4JsM6JX9kHjpx5EEgjPuKse+NDzowSAvFEwDeK67QKTX3/uSHY2tpNr1q1quTIkcNcqgKT4A8CruzDyV1HGajQRvb+kHvwKJgHwUS4hgAEIAABmwkcPXpUHnnkEW8IPXr08OLBEbXG3rt3r/z222/BWVz7hADrHJ8IMoPDYB5kECDVIQABCEDgohP4n1b2oncj6zvgfonrnd3D+IJ7oe5CNO/AgQPmFZzPtX0Ejhw5Yg400p6Hk7vmBVruq/wJ/iLAPPCXPBkNBCAAgXgksHTpUnOouH6nrVu3Thwf1uZaWfTs2VO6d+8eFkuxYsW8PI1ffvnl8te//lVU2Z0tWzYvj4idBFjn2Cm3aPeaeRBtorQHAQhAAAIXgwCKa4d6wYIFw7LPly+fyVMrFoL9BAIfWEQidx0xsrdf7sEjYB4EE+EaAhCAAARsI9C+fXtRxVRw6NSpk0ycODGFAjp//vzBRc217ixTJbi+3nzzTVmwYIGo8QbBXgKsc+yVXTR7zjyIJk3aggAEIACBi0Ugbl2FuP6tFfzvv/8elv+5c+dMnnOmZdgyZNhDIK1y15Ehe3vkG2lPmQeRkqIcBCAAAQjEKgE9iFHd2umZHXo+hxs+/vhjqVevnixfvtxNMu8dO3aURYsWyXfffScbN26Un3/+WebPny/333+/d9DjkiVLZMSIEcnqcWEfAdY59sksM3rMPMgMqrQJAQhAAAJZTeCPVW5W3/ki3y9wi+Thw4fD9sb9wi9evHjYMmTYQyCtcteRIXt75BtpT5kHkZKiHAQgAAEIxCoBVTpv3rxZdu3aJSdPnhQ9hK1p06amu4mJiaKK6sBzOnLnzi0tWrQQPeOjevXqUrt2bbnxxhvl9ddfl4SEBM9Ce9KkSbE6ZPoVIQHWORGC8nkx5oHPBczwIAABCMQJgbhVXAcqI8MprtXaev/+/WYqBPo8jpO54cthXnrppZ5VUji568D37NnjjR/Zeyh8E2Ee+EaUDAQCEIAABBwCuXLlktatWxs3Hw0aNDBM1E3Au+++GxGfNm3ayJ/+9CdTVtdH27Zti6gehWKTAOuc2JRLVveKeZDVxLkfBCAAAQhkBoG4VVwHPoHWA21CBbVicd2IlCpVKlQR0iwjoFtp3UMZw8ldh7R+/XpvZMjeQ+GbCPPAN6JkIBCAAAQgEEBAz2a5++67vZTU1jpeof+PqMsRN5w9e9aN8m4hAdY5FgotE7rMPMgEqDQJAQhAAAJZTiBuFddXXXWVB/vf//63Fw+MfPbZZ97lTTfd5MWJ2E3Alf327dtlzZo1KQajlva63VZD/fr1BYvrFIh8kcA88IUYGQQEIAABCAQRUOtrN4Q7kNHND3x3ldzqUqRy5cqBWcQtJMA6x0KhZUKXmQeZAJUmIQABCEAgSwnEreL6mmuukYoVKxrYqqBW6+rAcOLECXn55ZdNklpn//nPfw7MJm4xgdtvv93rvfp1DA7q2/HAgQMmuVevXsHZXPuEAPPAJ4JkGBCAAATijMDSpUtTrFtdBLpTcMqUKe6luEorPWj66NGjXnpwZMaMGbJ27VqTrAc75siRI7gI15YRYJ1jmcAyqbvMg0wCS7MQgAAEIJBlBLI/5YQsu1sm3kj9+Kn1rB5Qoy+1mF21apW547XXXivHjx836WpNW7hwYXMAzd69e0UX/2fOnJF//etfUrNmTZOnp6zfdddd8tNPP5n6AwYMkHbt2mVi72k6KwlUqVJFXnnlFdG58N1338np06elXLlyZh5MnjxZBg8ebFzE6Hbbt99+WwoUKJCV3eNeWUSAeZBFoGPgNmn9foiBLtMFCEDAZwRGjx5tRhSNZfdf/vIXGTRokFE0q3V03rx5zRpG1zT33XeffP311+ZeurYZN26cyf/Pf/4jdevWlY0bNxp/2FpHw6ZNm+Sll16SYcOGmbVPtmzZjOK7atWqJp8/9hJgnWOv7KLZc+ZBNGna0RbrXjvkRC8hAIHICWRzLDCSIi8euyW7du0qs2fPvmAHmzRpIsuWLTPlVJmtJ65/+eWXYet169ZNpk2bJjlz5gxbhgz7CMyZM0e6d+9ulNahel+wYEGZN2+eXHfddaGySfMJAeaBTwR5gWGk5/vhAk2SDQEIQCBNBFQhrCEay25dm86aNSvV+6tCW3cUtmjRwpRbuHChtGrVKtU62kdVsI8cOTLVcmTaQ4B1jj2yysyeMg8yk27stc26N/ZkQo8gAIGMEfCNqxBVNEYSXAsTLat+/1Q5qdYp5cuX96rrwr1OnToyZMgQmT59Okprj4x/IrfccovMnTtXGjduLPrjzg16cGObNm1kwYIFKK1dKD5+Zx74WLgBQ0vP90NAdaIQgAAEYorAhAkTzO6wSpUqpeiX7ha74447zCHTrtJaC+nuw+HDh0soS2pdB7Vu3Vq+/fZblNYpiNqdwDrHbvlFq/fMg2iRtKMd1r12yIleQgACkRPwjcV15EMOX3LPnj2yZcsWs5VS3YkQ4oOAuopZvXq15MmTR2rVqmXcyMTHyBllIAHmQSAN4hCAAAQgEE0C0bS4DuzX7t27RV+nTp0SdQlQtmzZC65j9u3bJzt27DBu9PS8F31dcolvbFkC8RAPIMA6JwBGHEeZB3EsfIYOAQhAwFICKK4tFRzdhgAEIAABCEAAAhCwg0BmKa7tGD29hAAEIAABCEAAAhCAQPoIYF6RPm7UggAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgUwigOI6k8DSLAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCKSPAIrr9HGjFgQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCGQSARTXmQSWZiEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCB9BFBcp48btSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCCTCKC4ziSwNAsBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAALpI4DiOn3cqAUBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAKZRADFdSaBpVkIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhBIHwEU1+njRi0IQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhDIJAIorjMJLM1CAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBA+giguE4fN2pBAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAJhFAcZ1JYGkWAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAE0kcAxXX6uFELAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEMolAjkxq96I3e+7cOdm+fbvkypVLypUrF3F/fv31V/ntt9+kdOnSki9fvojrUdBuAumdL3aPmt4HE9i8ebPs3r1b6tWrJ4ULFw7O5tonBPi8+0SQDAMCEJDTp0/Lpk2b5JdffpFixYpJ9erVJX/+/BGTOXv2rFe/SJEictlll0nevHkjrk9Buwjw/WeXvDKrt6x3M4tsbLbL5z425UKvIACByAn40uJ62bJlUr9+falataqUL19etmzZckEiJ0+elKFDhxqFdbVq1aR///4XrEMBfxBIz3zxx8gZhRLYuXOndO7cWUqVKmV+8Ddv3lyKFi0qtWrVktdeew1IPiPA591nAmU4EIhTAuvWrZOePXsaZXXdunWlVatW0qBBAylQoIB06NBBNmzYkCqZL774Qho1amSMNGrXri033HCDXHnllaLK64cffjjVumTaSYDvPzvlFq1es96NFkm72uFzb5e86C0EIBCagK8U18eOHZMHH3xQrr32Wvn555+9EetTxtTCokWLjIXl3/72N/n9999N0QvVSa098uwgkN75Ysfo6GUkBLZu3SqqqE5ISJB9+/Z5VZKSkkSVAvr/5KmnnvLSidhLgM+7vbKj5xCAQHICiYmJRsk8ffp0OX78ePJM52ru3Lnmu+3AgQMp8jRhwIABctNNN8l3333nrXuzZ89uyp45c0bmzJkTsh6JdhLg+89OuUWz16x3o0nTjrb43NshJ3oJAQhERsA3imtVPtepU8dYSJ4/fz6i0Z86dUr69OkjLVu2NNsks2XLFlE9CtlPID3zxf5RM4JAAqqcbtu2ragCQMPAgQNlxYoVcvjwYZk2bZqxOtP00aNHy+LFizVKsJQAn3dLBUe3IQCBkARUCaVr2IoVK8r48eNl48aNcvDgQfMQtmzZsqaOug554YUXUtR/+eWX5e9//7tJ151G77zzjqjbADXcUFdZU6ZMweI6BTV7E/j+s1d20eo5691okbSnHT739siKnkIAApER8I2P65EjRxqf1uqXdsyYMbJjxw558cUXU6Xw9ddfy9tvv23K3HjjjTJ27FizzTLVSmT6gkB65osvBs4gPAL6+V+/fr257tq1q7zxxhtenm6/zpEjh/To0cOkqVXb9ddf7+UTsYsAn3e75EVvIQCB1AmoaxD9zrr33nuT+aPu1KmT+e5SVyEavv/++2QNHTp0SIYPH27SKlSoIF9++aXUqFHDK1OmTBnp1auXd03EfgJ8/9kvw4yOgPVuRgnaV5/PvX0yo8cQgEDqBHyjuNaFt/qkffbZZ6VkyZLGX3XqQxfjF/Cqq66SYcOGSZcuXYz1yoXqkO8PAumZL/4YOaNwCUydOtWNmv8b3sX/R1SZrT/i9+zZI7NmzTK7OXLmzBlcjGsLCPB5t0BIUezit99+Kz/99JPZNaHf7aGCuleYPXu2qFswVfIVL17cK6aHNH/zzTfyww8/mMOar7jiCmnYsKHZ1eUVCoiopeq//vUv46JM/1+UKFHCuCxr0aKFsJMrABTRqBHQOaa7hEKFxo0be8lqhR0YJk+eLHqmi4ZnnnkmmdI6sBxx/xDg+88/skzvSFjvppecvfX43Nsru/T0nHVveqhRxzYCvlFc61bHtAY9hCbYGiWtbVDeTgLpmS92jpRehyOgB1Np0G3VNWvWTFHskksuMVbWM2bMEFVk6S4OPfCVYB8BPu/2ySwjPX7llVfk/fffN02oAjpQkee2q7utHnroIXP58ccfS8eOHU38gw8+kH79+hmFtVvWfb/vvvuMW4a8efO6SWbXhirHA8/VcDP14dfMmTPdS94hkCUE1q5d692nSpUqXlwj6vtagz6ocXcUmQT++JYA33++FW3EA2O9GzEq3xTkc+8bUUY0ENa9EWGikOUEfOPj2nI50H0IQCCLCaj/Tw1qSRkuBCq0VXlNgAAEYp9A586dvU6qv/pQQR9IaciXL5+0atXKxNX1wm233WaU1kWKFJHu3btL7969vQdWb731VjI3Cuo3VJV/qrTWg+1UUf3YY49J+/btjbuGVatWmXb5A4GsInD06FF55JFHvNsFKqd1vuouAg1NmjSR3Llzi54Jow9l16xZIydOnPDqEYEABPxDgPWuf2TJSCAQigDr3lBUSPMbAd9YXPtNMIwHAhDIPAJHjhzxXAOpgipcULdDbjhw4IAb5R0CEIhhAjfffLNceuml5rA6taAeN26cUSS7Xd62bZtxBaLXamldoEABcyjrk08+aYpcfvnl8vnnn5uD7zRBXSt069ZN5s2bZ9wG6U4tfeC1ZcsWWblypamjbheGDh1q4vpH8zZs2OBdE4FAZhBYunSp7Nu3T/Q7bd26daKuQPRag57VoA9f3KDpv/32m7nU+O23325c3GhdDerWRg977N+/vzz++OPmYYzJ4A8EIGAtAda71oqOjkMgYgKseyNGRUGLCWBxbbHw6DoEIJA+Aq71idYuWLBg2EbUGtMNaslGgAAEYp+AWpKqUk6DKujcbdJuzz/88ENR61MNd911l3mfOHGiUXTrxauvvuoprfVaXYPoNkw3JCQkmOj+/fvdpBT/R9StUNu2bb18IhDIDAJq3a+WVvfcc488//zzntJaD2nUOR3oY91VUGs/VqxYIbrrIDBNPxP6UOeJJ54wbWZGf2kTAhDIWgKsd7OWN3eDwMUgwLr3YlDnnllNAMV1VhPnfhCAwEUnoNuj3aAHq4ULenCbG1xFl3vNOwQgELsE7r77bq9zwe5C1Apbg+6ouPHGG03cdeuhD6uaN28uZ8+eTfaqVKmSOexRC2/evNnUqVOnjmfJPWTIEFFXIlqPAIGsIqD+2/UhiZ7VoOcyuEH9tterV0+WL1/uJsmxY8e8uJbt1auXLFiwwDywUXch6hPV3YE0Z4fJjbUAAEAASURBVM4c+fLLL73yRCAAATsJsN61U270GgJpJcC6N63EKG8bgT9Wubb1nP5CAAIQSCeBYsWKeTUPHz7sxYMjgQt+PcyKAAEI2EGgUaNGUrt2bdNZVeK5/ns3bdrkHcqsVtk5cvzPY9rGjRtNWS2XJ08eyZUrV4qX+79iz549pqzu1hg1apSJHz9+XPr27WsstUeOHCmBVm6mAH8gkAkE5s+fbx6k7Nq1y7i00d0FTZs2NXdKTEw0rnDc8xl0TrthwIABMmXKFOPfvWjRolK+fHljtf3yyy+7RbyDHL0EIhCAgHUEWO9aJzI6DIF0EWDdmy5sVLKIAIpri4RFVyEAgegQUP+3rnWaq4wK1bKroNK8QH/XocqSBgEIxBYB1/pElcqqvNbgWltr/M4779Q3E1y/wHqhVtfhXvnz55eWLVv+r5Lzd8SIETJ16lRRi2wNe/fuFfV3rQe7zp4926TxBwJZQUAV061btzZW1A0aNDC31Aco7777romrL3c3hHN9pS5G3KCKbwIEIGA3Ada7dsuP3kMgLQRY96aFFmVtI4Di2jaJ0V8IQCDDBFRp7W6J1gOtwoX169d7WaVKlfLiRCAAgdgnoIrp7Nmzm4667kLUr68GPYDx6quvNnH9oxanGvRzrorucC91t+Ae4mgqOH/UT7Zacqty/LrrrjPJ6jtY07du3eoW4x0CWUJAH7q4P171hu53nO4acn1eB/pnD+yUPphxg/tw173mHQIQsI8A6137ZEaPIZBeAqx700uOejYQQHFtg5ToIwQgEHUCV111lWlz+/btsmbNmhTtq39r91C3+vXrY3GdghAJEIhtAur31/VhrS4VFi9eLKtXrzadDrS21oRq1aqZdLW8dl0rmIQI/6jLkY4dO8qSJUvM4XZa7eTJk7Jw4cIIW6AYBKJHINAtiKuM1vcqVaqYmyxdulROnz6d4oauklsz3LIpCpEAAQhYRYD1rlXiorMQSDcB1r3pRkdFCwiguLZASHQRAhCIPgH1b+uG119/3Y1675MmTZIDBw6Yaz3EigABCNhH4J577jGd1kNYO3fubOJqdXrHHXckG8yVV15prvUQ1nHjxiXLC3ehD7cC/eC75Xr06OFGOazRI0EkmgRU8eweEhrcrs519V/tBldppdfXXnutSdYdAR999JFbxHt/6aWXvLj6yyRAAAL2E2C9a78MGQEEIiXAujdSUpSzjcD/TiWyrdch+qt+/LZt2+bl7Ny504v/8MMPcujQIXNdunRpc3iSm/nf//5XdJGvIdD6RK2uVqxYYdL1R67+qHUPcTKJ/LGaQHrni9WDpvPJCKgSa+DAgeZz/+abb0rhwoVFFdSFChWSmTNnelaTuu06WMmVrCEuYp4An/eYF1GmdVCtoNUtkPqyP3jwoLlPs2bNpHLlysnuqQcrvvjii6Jrh+eee86sC+6//36pUKGCKaeWqJ988ol5qU/rGjVqyJgxY4yCcPjw4XLbbbeJHtao1tpPP/2013bdunW9OBEIRIuAHgr61VdfSbdu3aRnz56iu4Ly5s1rdg/pvHTXr+XKlZN27dp5t+3du7fxya4J9913n3Ed0qZNG1HXIePHj/cU3vXq1TNtexWJWEuA7z9rRRe1jrPejRpKaxric2+NqKLeUda9UUdKg7FCwLEu8kXo0qVLksP0gq8mTZp44121atUFy7ttfvbZZ149IvYTSM98sX/UjCCYgKOISsqdO3fY/wOOIirJ2fofXI1rywjwebdMYFHubr9+/ZJ9xidOnBjyDo6P6qQ8efIkK+soA5Och9bJ0pYtW2bqDxs2zEt3HnAnOYdgJTk+tb00R2GY5Fhlh7wXifFHwF1PRmPkXbt29eaZ227wu363LVq0KMXt+vTpk2pd5yDipOXLl6eoR4KdBPj+s1Nu0e41691oE43t9vjcx7Z8Mrt3rHszmzDtXwwCvnEVopZOkQS1SHGDWlK6Bze5aeHeA+uFK0O6PQTSM1/sGR09jZTALbfcInPnzpXGjRuL8yPfq6YWmmqFtmDBAu+wNS+TiHUE+LxbJ7KodthR1Hntqe9ftVINFdRKZeXKlcYvtqPANkXUT7W7K0utrEeOHCkNGzY0ef3795dOnTpJzpw5xVnAGYtudR+i64VHH31Upk+fLhxwF4o0aRklMGHCBBk8eLBUqlQpRVPuLiE9XLhFixYp8rXus88+6x1Q7BYoWrSodO/eXRyjDvnTn/7kJvNuOQG+/ywXYJS6z3o3SiAtaYbPvSWCyqRusu7NJLA0e1EJZFNt+UXtATeHAAQgEAMEzpw5Yw5uU4VVrVq1zBbqGOgWXYAABDJIYOPGjVKzZk3Tim6Znj179gVbVN/ViYmJxnWIuhFSlyHFihULWe/EiROiSkL1G6wH46gyMfBwvJCVSIw7Aup2TkO0l927d+8WfZ06dcocqKhz0L1XapD1IYseTqzucXTOVqxYMbXi5EEAAj4hwHrXJ4JkGBAIQ4B1bxgwJFtNAMW11eKj8xCAAAQgAAEIpEZALVPHjh1riiQkJBgr6dTKkweBzCDgKpOjrbjOjL7SJgQgAAEIQAACdhJg3Wun3Oh16gRQXKfOh1wIQAACEIAABCwlcPbsWSlfvrzogcuOD2rZs2cP1tCWytL2bqO4tl2C9B8CEIAABCAQ2wRY98a2fOhd+gn4xsd1+hFQEwIQgAAEIAABPxJwDqQySmsdm/rvxYWHH6XMmCAAAQhAAAIQgAAEWPcyB/xKIIdfB8a4IAABCEAAAhCIbwJr1qwxB6+WKFFC+vbtG98wGD0EIAABCEAAAhCAgG8JsO71rWjjfmC4Con7KQAACEAAAhCAAAQgAIHMJICrkMykS9sQgAAEIAABCEAAAn4lgKsQv0qWcUEAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQsJQAimtLBUe3IQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQj4lQCKa79KlnFBAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACELCUAIprSwVHtyEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEI+JUAimu/SpZxQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCwlACKa0sFR7chAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCPiVAIprv0qWcUEAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQsJRADkv7fcFunzt3TrZv3y65cuWScuXKXbD8vn37JDExUU6fPi01a9aU0qVLX7AOBfxDYPPmzbJ7926pV6+eFC5c2D8DYyRpIsA8SBMuawun9fvB2oHScQhAwPcEdN26adMm+eWXX6RYsWJSvXp1yZ8/f8hx6/++pKSkkHmBidmyZZPs2bMHJhH3CQG+/3wiyAwOg/VuBgFaVp3PvWUCo7sQgEAKAr60uF62bJnUr19fqlatKuXLl5ctW7akGLgmnD9/XiZPniwNGzaUUqVKSZMmTeT666+XMmXKSNmyZWXKlCkh65HoDwI7d+6Uzp07G9nrD73mzZtL0aJFpVatWvLaa6/5Y5CM4oIEmAcXROSrApF+P/hq0AwGAhDwHYF169ZJz549jbK6bt260qpVK2nQoIEUKFBAOnToIBs2bEg25uXLl0uOHDkkZ86cF3xpubFjxyarz4X9BPj+s1+GGRkB692M0LO3Lp97e2VHzyEAgT8I+Mri+tixYzJs2DB54403jFLaHaY+ZQwVBgwYIJMmTQqVJXv27JF77rlHtm3bJk8++WTIMiTaS2Dr1q3SsmVLY2UfOAq1RNIfgw8++KD8+uuv8tRTTwVmE/cZAeaBzwSaynDS+v2QSlNkQQACELioBHSH4JVXXimnTp0K2Y+5c+fKt99+K6tXr5bixYubMkeOHAlZNlzib7/9Fi6LdMsI8P1nmcAyobusdzMBaow3yec+xgVE9yAAgTQR8I3F9aJFi6ROnTrGUlYtqSMJuqDX0LRpU3nnnXdkxYoVoot9tbx2w7PPPmuU1+417/YTUOV027ZtPaX1wIEDjewPHz4s06ZNkyJFiphBjh49WhYvXmz/gBlBSALMg5BYfJmYnu8HX4JgUBCAgC8IqBJKldYVK1aU8ePHy8aNG+XgwYOSkJBgdgzqINV1yAsvvOCNV3eVvffee/LPf/4z7KtRo0ZeeXWbR7CfAN9/9sswoyNgvZtRgvbV53Nvn8zoMQQgcAECzpeZL0KzZs3UaV+S4584yVnEJw0aNMhca5qzXTLkGCdOnJg0e/bsFHknTpxIqlSpkld/+vTpKcqQYC+BJUuWeLLt2rVrioF88MEHXn6/fv1S5JPgDwLMA3/IMZJRpOf7IZJ2KQMBCEAgUgK6HtVXNIJzLkuSs7swSderweHTTz/11jDOzrLg7LDXJ0+eTCpRooSpe+mll4ZsO2xlMmKWAN9/MSuaLOsY690sQx0zN+JzHzOioCMQgECUCPjG4rpGjRrSp08f49NP3TxEcqhM3759jY9j54dEspA3b17p2LGjl6ZbMgn+ITB16lRvMGpRHxwcZbbxc67ps2bNkrNnzwYX4doHBJgHPhBihENIz/dDhE1TDAIQgECWE3AUzKK7xXS9GhwaN27sJakVdqTh3Xfflf3795viuj4O1XakbVEudgjw/Rc7srhYPWG9e7HIX7z78rm/eOwvxp3VNdjbb78tjkFm2NsfP35c9H+Behk4cOBAsnLqHnXevHnyzDPPyOOPP27K/fzzz8nKBF78/vvvMmfOHHnuueeMe9Wnn35a1Mrf0U8GFiMOgagS8I2Pa/0QRjPowTRucF1HuNe8203giy++MAPQAzhDbYW95JJLzCGdM2bMMH6ud+zYYQ76tHvU9D6YAPMgmIh/r6P9/eBfUowMAhCwncDatWu9IVSpUsWLpxbRH5svv/yyKaLrX1WKE/xBgO8/f8gxI6NgvZsRenbW5XNvp9zS2+tXXnlF3n//fVP9m2++kcAH2G6bqth+6KGHzOXHH3/sGWk6O83F2WEuoc61uO+++4w7ssAH2evXr5cuXbpIKMW2Gv/NnDnTvSXvEIgqAd9YXEeVitPY0qVLvSZDKTe9TCLWEVC/jxoaNmwYtu+BMtenkAT/EWAe+E+mjAgCEIBAPBM4evSoPPLIIx6CHj16ePHUIp999pm4Cu/OnTtLhQoVUitOHgQgYBEB1rsWCYuuQiAdBPR72w16XleooAZ5GvLlyyetWrUyccflmNx2221Gaa2Gmt27d5fevXt7BntvvfWW9OrVy5TVP/qQW9cVqrRW7waqqH7sscekffv2og+9V61a5ZUlAoFoE/jDrDjaLVvcnn4Yly9fbkZQsmRJadGihcWjoeuBBI4cOWIONNK01CzpVe5uCN5O46bzbi8B5oG9sqPnEIAABCDwPwJqZOH4uxb9Tlu3bp1MnjzZXGtuz549zY/QSFiNGzfOK+ZaZHkJRCAAAWsJsN61VnR0HAIRE7j55pvFOZvCHNKsFtT6nR7oPWDbtm2iltga1B1ugQIF5PDhw/Lkk0+atMsvv1w+//xzc+CzJjhnXki3bt2M+xB1m/r9998bg78tW7bIypUrTR11KzJ06FAT1z+a55wr510TgUC0CaC4DkH0r3/9q5f68MMPR+Qv26tAJKYJuFYH2smCBQuG7as+jXSDWjAR/EWAeeAveTIaCEAAAvFIQK2cVDEVHDp16iTOAeSSLVu24KwU1z/99JMsWLDApF999dVyzTXXpChDAgQgYCcB1rt2yo1eQyAtBHLnzi233367qAW1PsxW90Dt2rXzmvjwww89/9N33XWXSdc1gnsOxquvvuoprTVTXYOo+xH1e60hISHBKK7dczA0LViPUrVqVc9SW/MJEIg2AVyFBBF9/fXX5auvvjKp9evXNw7qg4pwaTGB8+fPe73XgwXChXPnznlZHDTgofBNhHngG1EyEAhAAAJxS0D9WOqPRT2zQ8/ncIP6r6xXr563e9BND/Xu+rbWPKytQxEiDQL2EmC9a6/s6DkE0kLg7rvv9ooHuwtRK2wNuqP8xhtvNHHXrYca6zVv3lzOnj2b7FWpUiVvd/rmzZtNnTp16niW3EOGDBF1JaL1CBDICgJ/rHKz4m4xfo/58+eLWlhr0C0UevJq4DaLGO8+3YuAQLFixbxSukUmXAhc6BUvXjxcMdItJcA8sFRwdBsCEIAABDwCum7VH5S7du0yW3vVyqpp06YmPzEx0WwJTu2cjj179ngHOpUuXTpi1yJeB4hAAAIxTYD1bkyLh85BIGoEGjVqJLVr1zbt6cPrEydOmPimTZuMqw+9UKtsV7e1ceNGk6/l8uTJI7ly5UrxcnUlulbQoFbWo0aNMvHjx49L3759jaX2yJEjJXB3hynAHwhEmQCK6/8Hqk+d1CG9WtrqB1r9+ai1CsFfBNT/k2uV5P4zDjVC9x+05gX6uw5VljT7CDAP7JMZPYYABCAAgfAE9Edn69atjduPBg0amIL6Q/Ldd98NW0m3FZ85c8bkDxgwwPxoDVuYDAhAwDoCrHetExkdhkC6CbhW16pUVuW1BtfaWuN33nmnvpmgLkXcoFbX4V758+eXli1bukVlxIgRxrhTLbI17N27V9Tfdc2aNWX27NleOSIQiDYBFNcOUX0SddNNN5kTVRXwpEmTpE2bNtFmTXsxQECV1u6hjHqQUbiwfv16L6tUqVJenIg/CDAP/CFHRgEBCEAAAskJ6I9P98er5oRb66iV1d///ndTWf1j9u/fP3lDXEEAAtYTYL1rvQgZAAQiJqCK6ezZs5vyrruQGTNmmGs9gFHPsXBD+fLlTVT1HKroDvc6duyYd4ijW1f9ZKv+TJXj1113nUnW8zY0fevWrW4x3iEQVQJxr7jesWOHsVDRp0Ua/va3v8m9994bVcg0FlsErrrqKtOh7du3y5o1a1J0Tq3udbutBvVzjsV1CkS+SGAe+EKMDAICEIAABIIIqPW1G9RaKlRQd3iuG5HbbruNtU4oSKRBwAcEWO/6QIgMAQIRENDzLlwf1upKbPHixbJ69WpTM9DaWhOqVatm0tXy2l0LmIQI/6iHgo4dO8qSJUvkiSeeMLVOnjwpCxcujLAFikEgbQTiWnGtH1T9cG/bts1Qe/LJJ2Xw4MFpI0hp6wiofyc36GGcwUEt7g8cOGCSe/XqFZzNtU8IMA98IkiGAQEIQCDOCCxdutT4tg41bD14esqUKV6Wq7TyEpyIHjrNoYyBRIhDwL8EWO/6V7aMDALBBO655x6TpGuBzp07m3i2bNnkjjvuSFb0yiuvNNe6Hhg3blyyvHAXatwXeA6YW65Hjx5ulMMaPRJEok0gR7QbvFjtqR8/VwGtfdi5c6fXlR9++EEOHTpkrvXwmYoVK5r4LbfcIq5LCD2VXa1rP/roI6+eG9FtVu3bt8f3nwvE8nf9Jz5w4EA5ffq0vPnmm1K4cGFRBXWhQoVk5syZ3lND3W4b/E/e8qHT/QACzIMAGD6Ppuf7wedIGB4EIGAxAT0c6auvvpJu3bpJz549zfo1b968ZhfZmDFjZMWKFWZ05cqVk3bt2qUY6dy5c2XDhg0mXbf5uj9gUxQkwXoCfP9ZL8IMD4D1boYRWtcAn3vrRBa1DqsVtLpF1bO8Dh48aNpt1qyZVK5cOdk99GDFF1980ejMnnvuOVFF9/333y8VKlQw5dTN2CeffGJeukOrRo0aousLfTA+fPhw0Z1aelijWms//fTTXtt169b14kQgEFUCzlMWX4QuXbokOWAu+GrSpIkZr+Ma5IJlA9tztlr4ghOD+B8B5x9xkuPTMewccP4RJzlbX8DlcwLMA58L+P+Hl9bvh/igwighAIGsJOCuKaNxz65du4Zdv7j30TXOokWLQt6uRYsWXn3nMPKQZUj0BwG+//whx4yOgvVuRgnaVZ/PvV3yinZv+/Xr533H65pg4sSJIW/h+KhOypMnT7KyzkPwJMcNSLK0ZcuWmfrDhg3z0h0r7iTn8Nckx6e2l+Y8KE9yrLJD3otECGSUgG9chegTn0iCWqRo0PJFixaNpIro9gq1viX4h4Ba26vFUePGjUUPJXKDPqHUgzkXLFjgHTbg5vHuPwLMA//JNNSI0vr9EKoN0iAAAQjECoEJEyYY13aVKlVK0SV3t5juKHQU1Cny9QAl9UmpQQ9r6tSpU4oyJPiHAN9//pFlRkbCejcj9Oyry+fePplFs8d9+vTxmtMzL3R3Vqig1tkrV640rnMdBbYpon6q1fpag1pZjxw5Uho2bGiu9RBnXTPkzJnTuBxTi251H6L6tUcffVSmT58u6qmAAIHMIJBNNd+Z0TBtQsAWAmfOnDEHF+g/7Fq1apkHFbb0nX5GjwDzIHosaQkCEIAABJITUCMIDdFedu/evVv0derUKalSpYro4UzuvZL34I+r48ePm/L6sN6xlvojgxgEIOB7Aqx3fS9iBhjnBDZu3Cg1a9Y0FNRV0OzZsy9IRH1XJyYmGtch6kZVXYYUK1YsZL0TJ04Yd7v6IFzXHPoQPfBQ6JCVSIRABgmguM4gQKpDAAIQgAAEIAABCEAgNQKuMjnaiuvU7kkeBCAAAQhAAALxRWDw4MEyduxYM+iEhAR2VsWX+H07WhTXvhUtA4MABCAAAQhAAAIQiAUCKK5jQQr0AQIQgAAEIOBfAmfPnpXy5cvLvn37xPFBLXv27MEa2r/ijquR4YQmrsTNYCEAAQhAAAIQgAAEIAABCEAAAhCAAAT8RMA5iNUorXVM3bt3R2ntJ+HG+VhyxPn4GT4EIAABCEAAAhCAAAQgAAEIQAACEIAABKwlsGbNGsmdO7eUKFFC+vbta+046DgEggngKiSYCNcQgAAEIAABCEAAAhCIIgFchUQRJk1BAAIQgAAEIAABCMQNAVyFxI2oGSgEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAATsIoLi2Q070EgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBA3BBAcR03omagEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAATsIIDi2g450UsIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAnFDAMV13IiagUIAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQsIMAims75EQvIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQjEDQEU13EjagYKAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQMAOAiiu7ZATvYQABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgEDcEUFzHjagZKAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABOwjksKObae/luXPnZPv27ZIrVy4pV67cBRvYvXu3KX/69GmpWrWqlC9fXrJly3bBehTwB4G0zhd/jJpRBBPYvHmz6P+CevXqSeHChYOzubacwNmzZ2XTpk2yZ88eKVmypNSoUUNy585t+ajoPgQgEM8EdN2q/9d++eUXKVasmFSvXl3y589/QSTnz5+XHTt2SGJiovk/ePnll0vRokUvWI8CdhNgvWu3/KLVe9a70SJpRzvI2w450UsIQCA8AV9aXC9btkzq16/vKaC3bNkSkoAu3iZMmCC1a9c2yu2mTZtKixYtpGLFikapoXlahuBvApHOF39TiN/R7dy5Uzp37iylSpUyP/ibN29ufrzXqlVLXnvttfgF46OR64K9d+/eUqJECfP/vlWrVnLFFVcY5U6XLl1E5wABAhCAgE0E1q1bJz179jTK6rp164r+X2vQoIEUKFBAOnToIBs2bAg5nAMHDsiDDz5o/v9VrlxZbrjhBrnmmmvk0ksvlUaNGsnChQtD1iPRfgKsd+2XYUZGwHo3I/Tsq4u87ZMZPYYABMITyJbkhPDZduUcO3ZMhg0bJm+88YaoJYkbdPGulnXBoV+/fjJp0qTg5GTXY8aMkZEjRyZL48IfBNI6X/wxakYRSGDr1q3SsmVLY3EWmB4YHzVqlDz11FOBScQtIqBKa7WgP3HiRNheq0J7zZo1Urx48bBlyIAABCCQEQLuLr5oLLvVSlqNLk6dOhW2S/owdvXq1cn+rx09etQotwMNOvLkySNqte32S/v5xRdfGEV42MbJsIoA612rxJUpnWW9mylYY7ZR5B2zoqFjEIBAOgn4xuJ60aJFUqdOHWMhGai0To2LWqvoAv22224Trf/rr7/Kxo0b5d577/WqPf3003L48GHvmog/CKRnvvhj5IzCJaA/0tu2besprQcOHCgrVqwwn/dp06ZJkSJFTNHRo0fL4sWL3Wq8W0ZAFTSqtC5UqJA8+uijMn/+fPnmm2/kmWee8dyE7N+/X4YPH27ZyOguBCAQrwRUKaFKa90hOH78eLN2PXjwoCQkJEjZsmUNFnUd8sILLyRDpA9hXaX1LbfcYta+qsw+cuSIPPHEE6asfjc+9thjyepxYS8B1rv2yi5aPWe9Gy2SdrSDvO2QE72EAATSSMD55+aL0KxZM7UcT3L80iY5i/ikQYMGmWtNcyyuQ45x5syZSY6iKkWeo/hOuvrqq736S5YsSVGGBLsJpGe+2D1ieh9MQD/X+v9BX127dg3OTvrggw+8fGd3Rop8Euwg4PgsTxo6dGiS49c6RYed3TmejC+77LIU+SRAAAIQiBYB9/smGu3t27cvSf9/OQ/lUjT36aefev/XnB1FyfLdtW327NmTnHNgkuXpheMyxNTNkSNHkqMYT5FPgn0EWO/aJ7No95j1brSJxnZ7yDu25UPvIACB9BHwjcW1ugLp06eP8emnvvucRbnzGyH14CirjD+/4FJqhf2nP/3JS1YrFoK/CKRnvviLAKOZOnWqB+HZZ5/14m5E/z+UKVPGXM6aNUv0YD+CfQRUhs8995yULl06Redvv/12L0233hP8QeDbb7+Vt99+W2bPnh12QMePHxf9H/DOO++I+vwNDLr7at68ecYq//HHHzflfv7558AiyeK///67zJkzx8wzXX/oTi21cnSWZcnKcQGBaBFQ90a6Syhv3rwpmmzcuLGXFrx+df35V6tWTSpUqOCVcyM6lzUwd10i9r+z3rVfhhkdAevdjBK0qz7ytkte9BYCEIiMQI7IisV+Kf3xGc2wdu1ar7kqVap4cSL+IBDt+eIPKvE1CvXhqUG3VdesWTPF4C+55BK5/vrrZcaMGcaN0I4dO8yBrykKkmAtAceq0Ou76xrGSyBiLYFXXnlF3n//fdN/dQsTqMhzB6WK7Yceeshcfvzxx9KxY0cTd3ZaiJ5/8dtvv7lFvff77rvPuGUIVBauX79e9IDPUIptffjl7Ozy6hOBQFYQSG39qkrMvXv3yqZNm2Tp0qXiWON6XdLzAPShjwY9FyB37txeHhF7CbDetVd20eo5691okbSjHeRth5zoJQQgkDYCvrG4TtuwUy+t/m3VWkqDHn6jp7UTIAABfxFQ/58aGjZsGHZggQpttcIk+IuAKm7cEChrN413Owl07tzZ67h+n4cK+kBKQ758+bxD6PRgZz3zQpXW+iCje/fu0rt3b++B1VtvvSW9evXymlOr1B49ehilte7yUkW1+gZu37696EORVatWeWWJQCArCKi/6kceecS7lc7PwDBgwABzqWfB3HzzzTJ37lxz/eOPP5p5q3Nadx3qrgECBCDgDwKsd/0hx0hHgbwjJUU5CEDAJgJ/mJvZ1Oso9lWVUY4vKDl37pyoReXChQu9hbz+cFWrLLW8JEAAAv4hoAdR6cFWGlKztC1ZsqQ36GB3Al4GEWsJ6P93N6iSkuAPAqqQu/TSS0XdJKgF9bhx44wi2R3dtm3bzAGdeq2W1gUKFDCHsj755JOmyOWXXy6ff/65OfhOE06ePCndunUz7kPUbdD3339vHnjpIXcrV640dfSwT8eXuonrH81zztfwrolAIDMI6MM3x9+1OVxRDxyfPHmyudZ79ezZ0zx8CbyvPphZtmyZOchcDx7v0KGDsbr+7rvv5PTp08bN3muvvSZ//vOfA6sRhwAELCXAetdSwaWz28g7neCoBgEIxDyBuFdcqx+oRx99NKSg/vnPf0qTJk1C5pEIAQjYS8C1RtARFCxYMOxA1BrTDWrJRvAPga+++kpUCamhVKlSctddd/lncHE+EnVxoP7L1YJalXq6bbZdu3YelQ8//NDz4evKfeLEiUbRrYVeffVVT2mt1+oaRN2PqN9rDQkJCUZxvX//fnOtf4L/j1StWtWz1PYKEYFAlAmodb8qKoJDp06dROe0Wk8HBr3W+X3VVVfJvffea7ICd57oDoVgK+3A+sQhAAG7CLDetUteGe0t8s4oQepDAAKxSiDuTYnV35/+wFQ/1vnz508mp1tvvVX0oCX3sJpkmVxAAALWEtBt0m5I7fOtOzHcwGFVLgn73w8dOiTqr9gNr7/+eqqW92453u0hcPfdd3udDXYXolbYGnRHxY033mjirlsPfVjVvHlzcxirHsjqvipVquTNEfUFrKFOnTqeJfeQIUNEXYlwiKtBw58sIqD+23UNq2c1BO4OVL/t6qd6+fLlKXqyevVqo9ROkeEkqCucMWPGeA92QpUhDQIQsIcA6117ZBWNniLvaFCkDQhAIBYJxL3iWrcU649Q3dZ77Ngx2b17t4waNcpYWKmiSrdM/u1vf4tF2dEnCEAgnQSKFSvm1dTt0uFC4AKwePHi4YqRbhEBVSyqL2I9nEyDKmr0muAvAo0aNTJnVOioVIl34sQJM0CVu7r60KBW2e4BnRs3bjRpWi5PnjySK1euFC/3f8WePXtMWbWy1vWChuPHj0vfvn2NpfbIkSMl0OrJFOAPBDKBwPz5880adteuXcalje4uaNq0qblTYmKicYUTeD6D7jTRAxn10FLdmaC+rHfu3CmPP/645MyZU86cOWPmdJ8+fTKhtzQJAQhkNQHWu1lN/OLeD3lfXP7cHQIQyDwCca+4DkZbpkwZeeqpp4xvazfvxRdfdKO8QwACPiCg/m9d6zRXGRVqWK6CSvMC/V2HKkuaHQT69+9vzjLQ3rZq1Ur+8Y9/2NFxeplmAq7VtSqVVXmtwbW21vidd96pbyaoSxE3qNV1uJfuzGrZsqVbVEaMGCHqckwtsjXs3btX1N+1HvY5e/ZsrxwRCGQ2AX3Y0rp1a1mwYIE0aNDA3E4foLz77rsmri5F7rjjDuNaRB+66CHkOn/LlSsnL7zwgvznP/+REiVKmLLqK/vf//53ZneZ9iEAgUwmwHo3kwHHWPPIO8YEQncgAIGoEUBxHQalHmBTtGhRk6uKLf0xSoAABPxBQJXW7qGMeqBVuLB+/XovS/0gE+wmMGjQIHN4mY7iiiuukI8++shYGdo9KnofjoAqprNnz26yXXchM2bMMNd6AOPVV1/tVS1fvryJ6+dcFd3hXrozyz3E0a2sfrLVkluV49ddd51JViWhpm/dutUtxjsEsoSAPnRxH9roDd3vuLlz55pdhZqmc9i1zNZrDep2ZMKECf+7cP5++umnXpwIBCBgJwHWu3bKLb29Rt7pJUc9CEAg1gmguA4jIT3Axt1CrHH9IUCAAAT8Q0APp9Kwfft2WbNmTYqBqX9r3XatoX79+lhcpyBkV4JuiX/ppZdMp6tVqyafffaZFCpUyK5B0Ns0EVC/v64Pa3WpsHjxYlH/vhoCra31WueEBrW8DnStYBIj+KPrhY4dO8qSJUvkiSeeMDVOnjzpWfdH0ARFIBA1Amp97Qb3/Ja1a9e6SaKudEIF9e/uhtR2I7lleIcABGKfAOvd2JdRNHuIvKNJk7YgAIFYIRC3imu1pvrkk0/CHryolib79+83ctIftCg4YmXK0g8IRIeA+rd1gx7OFxwmTZokBw4cMMnqB5lgL4Hx48d7VrIVKlSQL7/80hxmZu+I6HmkBO655x5TVA9h7dy5s4nrw2h1mRAYrrzySnOpZ1uMGzcuMCtsXB9uBfrBdwv26NHDjXJYo0eCSDQJLF261Pi2DtWmzvUpU6Z4Wa4SQ12CuCHUoY2a991337lF5LLLLvPiRCAAAXsJsN61V3bp6TnyTg816kAAArFOIEesdzDS/qkfv23btnnF9bAZN/zwww9y6NAhc1m6dGlzeJKmderUyVhZ3XfffdKmTRuTrpZWqtBW6zw3cEiNS8I/72mdL/4ZOSNxCagSa+DAgXL69Gl58803pXDhwuagPn1INXPmTM9qUndbBCu53DZ4j30C8+bNk0ceecTr6P33328O53MP6PMynEiNGjWMC5HANOJ2E1AraHULpNajBw8eNIPRw+kqV66cbGB6sKKeZ6Frh+eee8481Na5og86NKi7BV0b6Et9WutcGTNmjFEQDh8+XNS9mPoN1jVE4Pqhbt26ye7DBQSiQUAPBdWDFrt16yY9e/Y0u4Ly5s1rdg/pvFyxYoW5jSqr27VrZ+I6792g9dUSWx/K6rzV70E12HjggQdMEX244+5WcOvwbicB1rt2yi2avWa9G02asd8W8o59GdFDCEAgHQQc6yJfhC5duiQ5w7/gq0mTJma8q1atumBZba9t27ZJjlWVLxgxiD8IpHW+/FGTmJ8IOEqopNy5c4f9X+D8oE9ytv77achxNxbnMMaw8g3+zrjhhhvijk88DLhfv37J5sDEiRNDDtvxUZ2UJ0+eZGUdZWCS4wYkWdqyZctM/WHDhnnpjqIvyTkUKcnxqe2lOQpD1g8hScdnovv/Jhqj79q1qzfP3HaD3/W7zTmAMdntnIcsKeoVKFAgSedvYH0tR/AHAda7/pBjRkfBejejBO2qj7ztkhe9hQAELkzAN65C1GIkkqAWKRrUCkqtS9SixFncJ6uqliZqTaVbLdVaTw86IPiLQFrni79Gz2hcArfccovogVV6KFXg/wG10NRdGAsWLPAOW3Pr8G4XgYoVK0bcYUeBE3FZCtpDIHDXlPr+VSvVUEGts1euXGnWBY4C2xRRP9XqekGDrgtGjhwpDRs2NNfOQxGzcytnzpziLLeMRbe6D9F1xqOPPirTp09n/WBI8SfaBPQQxcGDB0ulSpVSNO3uEtLDhVu0aJEsX3cD6EGlem6DG/TAUZ2/GtStiOYH7hpwy/FuJwHWu3bKLdq9Zr0bbaKx3R7yjm350DsIQCDtBLKpbjvt1fxV49SpU5KYmGh8WhctWtS4D+EwRn/JmNFA4EIEzpw5Yw5uU4VVrVq1RB9gESAAAfsJbNy4UWrWrGkGoltoZ8+efcFBqe9qXReo6xB1I6QuQ4oVKxay3okTJ0SVhEeOHDG+01WZGHg4XshKJMYdAfc7JdrL7t27d4u+dC1bpUoVMwfde6UG+ejRo7Jjxw5zloPrRs99YJNaPfIgAAG7CbDetVt+ae098k4rMcpDAAKxSADFdSxKhT5BAAIQgAAEIBAVAmqZOnbsWNNWQkKCsZKOSsM0AoE0EHCVydFWXKehCxSFAAQgAAEIQAACEICAdQRQXFsnMjoMAQhAAAIQgEAkBM6ePSvly5eXffv2ieODWvbs2YM1dCTgKBN1Aiiuo46UBiEAAQhAAAIQgAAE4oAAzpvjQMgMEQIQgAAEIBCPBJwDiozSWsfevXt3lNbxOAkYMwQgAAEIQAACEIAABCBgLYEc1vacjkMAAhCAAAQgAIFUCKxZs8YcvFqiRAnp27dvKiXJggAEIAABCEAAAhCAAAQgAIFYI4CrkFiTCP2BAAQgAAEIQAACEPAVAVyF+EqcDAYCEIAABCAAAQhAIIsI4Coki0BzGwhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIiMAIrryDhRCgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABLKIAIrrLALNbSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAyAiiuI+NEKQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEMgiAiiuswg0t4EABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIHICKC4jowTpSAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCCLCKC4ziLQ3AYCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQiI5AjsmL2lTp37pxs375dcuXKJeXKlUvTAI4fPy5Hjx6VvHnzSuHChdNUl8J2ETh79qxs2rRJ9uzZIyVLlpQaNWpI7ty57RoEvY0agc2bN8vu3bulXr16fPajRjX2GkLOsScTegQBCKSPwOnTp8065pdffpFixYpJ9erVJX/+/BE1tmPHDlO3VKlSUq1aNdY/EVGzu1BGfh/ZPXJ6H0iAdVAgDf/Hkbf/ZcwIIeB3Ar60uF62bJnUr19fqlatKuXLl5ctW7ZELMcpU6ZIoUKFpEyZMlKkSBF5/vnnI65LQXsI6Bd47969pUSJElK7dm1p1aqVXHHFFebHXpcuXWTnzp32DIaeZoiAyrpz586iP9z1B3/z5s2laNGiUqtWLXnttdcy1DaVY4cAco4dWdATCEAg4wTWrVsnPXv2NMrqunXrmnVMgwYNpECBAtKhQwfZsGFDyJscPnxY7rnnHvM9V7FiRWnZsqXUqVPHPKwdNGiQMdwIWZFE6wlk5PeR9YNnAOa3Devd+JkIrHvjR9aMFALxQCBbkhP8MtBjx47JsGHD5I033pDz5897w9LFu1rSXigcOnRIatasKQcOHPCKDhkyBOW1R8MfEVVaq0XtiRMnwg5IFdpr1qyR4sWLhy1Dhv0Etm7dan60JyYmhh3MqFGj5KmnngqbT0bsE0DOsS8jeggBvxPIli2bGWI0lt36naUP3U+dOhUWmz6MXb16dbJ1jK6H9UF9ag/nb7rpJvnXv/4l2bNnD9s2GXYRyOjvI7tGS29DEWAdFIqKf9OQt39ly8ggEK8EfGNxvWjRImMxohaSgUrrtAh2xIgRyZTWaalLWXsIqAW+Kq3Vsv7RRx+V+fPnyzfffCPPPPOMt012//79Mnz4cHsGRU/TTECVB23bthVXaT1w4EBZsWKFqDXatGnTzI4LbXT06NGyePHiNLdPhdgggJxjQw70AgIQiB4BVUqo0lotpsePHy8bN26UgwcPSkJCgpQtW9bcSF2HvPDCC8lu+vDDD3tK6zvuuEP0Qb66GtHvONetnq6J3n777WT1uLCXQDR+H9k7enquBFgHxdc8QN7xJW9GC4G4IeD8c/NFaNasmVqOJzk+qZOcRXySs93RXGuaY2FywTH+8MMPSY51ialz//33e3Udi+sL1qWAXQQcH8ZJQ4cOTXL8WqfouGOt78n+sssuS5FPgn8ILFmyxJN1165dUwzsgw8+8PL79euXIp8EOwggZzvkRC8h4HcCuh7VVzTCvn37knS94jyET9Hcp59+6n13OW5AvPzvv//eS7/uuuu8dDeyatUqL99xt+cm8245gYz+PrJ8+HTfIcA6KL6mAfKOL3kzWgjECwHfWFyrK5A+ffoYn34PPvhgmrc4PvDAA6IHllSuXFkcpabz24LgVwLqv/y5556T0qVLpxji7bff7qW5lrheAhFfEZg6dao3nmeffdaLuxFHmW183ev1rFmzRA/yJNhHADnbJ7OM9vjbb781FqOzZ88O25Qewqxz45133kmx0+rXX3+VefPmmV04jz/+uCn3888/h23r999/lzlz5pjvFV1/PP3006JWjs5CMmwdMiCQEQLqzkx3Cekh4sGhcePGXpJaYbvhp59+cqMyYMAAL+5G1E+2W3flypXGgtvN491eAhn9fWTvyOm5S4B1kEsiPt6Rd3zImVFCIN4I5PDLgPXHZ3rDe++9J19//bWpPm7cuJA/BNLbNvXsIpAjxx8fCT2ck+BfAl988YUZnG6rVt/2weGSSy6R66+/XmbMmCGqyNqxY4c58DW4HNexTQA5x7Z8MqN3r7zyirz//vumaXUD5SrjAu+lrhAeeughk/Txxx9Lx44dTdzZaSHODgv57bffAoub+H333WfcMgQqC9evXy96oG8oxbY+/Jo5c2aKdkiAQGYSWLt2rdd8lSpVvLi6BXFDYLqbpu9t2rSR5cuXmyRVXt9www2B2cQtJJCR30cWDpcuhyDAOigEFB8nIW8fC5ehQSCOCfjG4jq9Mjx69KgMHjzYVNcDaW699db0NkU9HxBYunSpN4pQykwvk4j1BNT/p4aGDRuGHUvgHFDlNcE+AsjZPplltMedO3f2mlB/9aGCPpDSkC9fPnNYncb1YOfbbrvNKK31wWX37t2ld+/e3gOrt956S3r16qVFTVCL6h49ehiltR5kp4rqxx57TNq3by/6ENRxveAW5R0CWUJA17SPPPKIdy+dn24oUKCAGw1rTV2yZEmvzN69e704EQhAwF4CrIPslV16eo6800ONOhCAQKwT+MO8NNZ7mkn9GzNmjDi+jiVnzpzy6quvZtJdaNYWAoEHEqnSguBPAkeOHDEHW+noUrOsD/wRf+DAAX/C8PGokLOPhZvK0G6++Wa59NJLjXJOLah1J1Xgbppt27aZA3m1CbW0VoWeHsr65JNPmlYvv/xy+fzzz83Bd5pw8uRJ6datm3Efom6DHF/B5oGXHvSrVqka9HDfQDdjmuecr2Hy+AOBzCKgD9sdf9ei/+vWrVsnkydPNtd6v549e5qHL+69A62s9XOhD1iCgx5a7QZVghMgAAG7CbAOslt+ae098k4rMcpDAAK2EIhrxbVup9TT2DXoSevOYXy2yI1+ZgKBr776yvgy1qZLlSold911VybchSZjgYBrjaB9KViwYNguqTWmG/gR75Kw5x052yOraPY0d+7coucVqAW1KvV022y7du28W3z44Yee/2n3//zEiRM9K1R9iF2xYkWvvLoGUfcj6vdaQ0JCglFc79+/3ysT/H+katWqnqW2V4gIBKJMQJXPqqgIDp06dRKd09myZfOyWrduLc4B5mZHwbvvvmvWOX/5y1/MQ55NmzaJc6ijvPzyy175wLpeIhEIQMAqAqyDrBJXhjuLvDOMkAYgAIEYJRDXrkL0ECU9cE193LqWVjEqJ7qVyQQOHTok6r/UDa+//nqqlrhuOd7tJHD+/Hmv43qwWrigB7a6gYPWXBL2vCNne2QV7Z7efffdXpPB7kLU2lSD7qi48cYbTdx166EPq5o3b27WBro+cF+VKlXyvhNcX8F16tTxLLmHDBki6kqEQ1wNTv5kEQH1364PSXQdq+cyuEH9tterV8/zV63pugth9OjRpoh+n40dO1Zq1aplFNjNmjWT559/Xk6fPu02IfoAiAABCNhNgHWQ3fJLa++Rd1qJUR4CELCFwB+rXFt6HKV+zp49WxYsWGBa08V7oO+/KN2CZiwhoIoG9U2qFkca1IepXhP8S6BYsWLe4NRFQLgQuAAsXrx4uGKkxygB5ByjgsmCbjVq1Ehq165t7qRKvBMnTpi4/p9XVx8a1CrbdSGyceNGk6bl8uTJI7ly5Urxcv9XqHsxDWplPWrUKBM/fvy49O3b11hqjxw5UgKtnkwB/kAgEwjMnz9f9EHKrl27jEsb3V3QtGlTc6fExETjCifwfAY9kPSzzz6Tq666yrjIc7uka2A9jDjwnBe1ziZAAAJ2E2AdZLf80tp75J1WYpSHAARsIRC3iusRI0YYGal1lf5AVUW2+9IfuW5Ys2aNSf/Pf/7jJvHuMwL9+/eXhQsXmlG1atVK/vGPf/hshAwnmIBanrnWaa4yKriMXrsKKo0H+rvWa0LsE0DOsS+jzOyha3WtSmX3e921ttb73nnnnd7t1aWIG3RdEO6VP39+admypVtUdC0xdepUUYtsDXqgnfq71oNddU1BgEBWEdC1rLoDUaOMBg0amNvqAxR1CxIY2rRpYx7eqPsr9Yut33Ma/8pxlxZ4WLH74CewLnEIQMAuAqyD7JJXRnuLvDNKkPoQgECsEohbH9e6WNeg1lV66FK4oD7/9KVbJrWsq+wKV550uwgMGjTIHGakvb7iiivko48+SmaFZNdo6G2kBPRzrIcyHjx40PxwD1dv/fr1Xpb6PSfYRQA52yWvaPdWFdPDhg0Tdfmj7kL0sLoZM2aY2+gBjFdffbV3y/Lly8vWrVuN2wRVPqclqJ9std5WH9gvvfSS6INu9Tus6aoIrFy5clqaoywEMkRAH7roQ5sff/zRtOOud4Mb1XVt8NkuqrzWoN+P1atXN3H+QAAC9hJgHWSv7NLTc+SdHmrUgQAEbCAQtxbXag2l2yBDvdSiyg3Zs2c3ZfSHJwfVuFT88f70008bJYOOplq1amb7bKFChfwxOEZxQQK6VVrD9u3bRXdWBAdVdum2aw3169fH4joYkCXXyNkSQWVCN9Xvr+vDWl0qLF68WFavXm3uFGhtrQn6HaBBLa8DXSuYxAj+qMuRjh07ypIlS+SJJ54wNU6ePOnt5omgCYpAIGoE1PraDYFrWjct1PvKlSs9F3odOnRgzRsKEmkQsJAA6yALhZaBLiPvDMCjKgQgELME4lZxrZaU6iIg1Gvbtm2ewNQiV8uoxQqKaw+L9ZHx48d7B3JWqFBBvvzyS3O4kfUDYwARE1ALSTfoYZzBYdKkSXLgwAGTrH7PCXYSQM52yi1avb7nnntMU3oIa+fOnU1cv8vvuOOOZLe48sorzbUeWjdu3LhkeeEu9OFWoB98t1yPHj3cKIc1eiSIRJPA0qVLjW/rUG3qXJ8yZYqX5SoxvIQQkf3790ufPn28HPWFTYAABPxBgHWQP+QY6SiQd6SkKAcBCNhEIJvzIy3Jpg6H66v68QtUOL/66qtma7CWV5+W7lbd0qVLm8OTwrWj6Wpt5R7ENmTIEHPSemrlybOLgG7nVmsid+o///zzUqNGjZCD0HR1IULwHwF9IKX/D06fPm0GN3ToUHMwp1rdz5w501hNnjp1yvi63bJli3Eh4D8K/h8Rcva/jFMboX6Gy5QpYx5Au+WuvfZa487DvdZ3tY7WnVg7d+40D6kff/xxuf/++0UfbGrQh9effPKJealPa/1u0IMZVUE4fPhwue2228xhjbp+6Nevn+ff+uuvv5ZmzZqZNvgT3wRc4wd37ZERGurLWt16qKs7dYGju4Ly5s1rdg+NGTPGs/QvV66c/PTTT6J+T/W+DzzwgOhDmhtuuOH/2HsTOCmKbG/7ILsgiOyIiAgoIPIiMjAioDAKch0XQFBR1AuyqzOKqCigoC/jRRl3B9dXRgVFRB25Kq4gDq7DcFVk30dklX0V+8t/zM38qruruqub6qYy64nfr7oiIyMj4zwnqivq5IkTbi6sDRz//ve/m1agaZNHJY3fv/zlL4fTPa5NIwKp/H2URmLRlQIQYB5UAFgRqIq+I6BERIAABHIT8CaykUg9evSQAT7fV9u2bfOV1/OyDNrxDNf51qdCuAh4mzEG+s1vzHg/7sIlHL0tEAHPEJXlxflMOB6OOeaYLG/pf4HapHL6EUDP6aeT4uyRZ4jL9hmfNGlS3Nt7GzhmlStXLltdzxiY5YUByVY2b948d70XPzso94ySWZ5xMMsLLxaUXXDBBVmeV3bce1GYeQT8+UYqJO/Zs2cwzvx2c77ru+3jjz8Obuc9pM33mm7dumUdPHgwuIZM+Amk8vdR+GlkrgTMgzJL9+g7s/SNtBDIBAKRCRXiGZi8OXv+SR4p+SXFqlRsayXvR2x+1TkfMgL16tVLuscVK1ZMui4Vw0fgoosusrffftvatGnjNmD1JdDGVF26dHHxPtu3b+8X8x5SAug5pIpLUbdjQyAo9m+iDZkVo1pxfhUX2//ulye2Qi8oyct61KhRbsNFHXsPQe2SSy5xG/p6E0a32avCh2iecfPNN9uUKVPY0FmgSCkn8MQTT9iIESPsxBNPzNW2NmdUKByFxDvnnHOC8xr72jA0Nv61Tmozr9NOO82tNNKKNM2BSdEhkMrfR9GhknmSMA/KLJ2j78zSN9JCIBPmQjuuAABAAElEQVQIRCZUSKqVtXv3bhdCoEqVKsS2TjVc2oNAGhI4cOCA27hNBqsmTZrwuU9DHaWiS+g5FRTD1cbSpUtdGBD1WnGup0+fnq8Ail2tMAoKHaJNnBUypGrVqnGv27NnjzMS7tixw+2VIGNiTuNg3AspzCgCqQwVEgvuxx9/NL0UFuekk05yY9C/V2w9P696S5YssZ9//tmqV6/uNib1vLP907xDAAIRJ8A8KOIKziEe+s4BhEMIQCCUBDBch1JtdBoCEIAABCAAgWQIyDN1woQJruqMGTOcl3Qy11EHAqkk4BuT5Z1PggAEIAABCEAAAhCAAASSI4DhOjlO1IIABCAAAQhAIGQEvHi9VrduXdu4caPboG79+vV4Q4dMh1HpLobrqGgSOSAAAQhAAAIQgAAEipNAZGJcFyc07gUBCEAAAhCAQPoT8DYockZr9bRXr14YrdNfZfQQAhCAAAQgAAEIQAACEIBAQIAdWAIUZCAAAQhAAAIQiBKBhQsXuo1XFct3wIABURINWSAAAQhAAAIQgAAEIAABCESeAKFCIq9iBIQABCAAAQhAAAIQOJIECBVyJOlzbwhAAAIQgAAEIACBsBIgVEhYNUe/IQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhElACG64gqFrEgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCISVAIbrsGqOfkMAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQiCgBDNcRVSxiQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhAIKwEM12HVHP2GAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIBBRAhiuI6pYxIIABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgEFYCGK7Dqjn6DQEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgogQwXEdUsYgFAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCCsBDBch1Vz9BsCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQEQJRNZwfejQIVu5cqX961//ylN1v/76q/3yyy8JXzpPij6BZMdL9ElktoSMg8zQP3rODD0jJQQyjUBWVpZt2rTJNmzY4Oa1+cm/e/du++yzz2zRokWma0nRJ8D3X/R1nIyEy5cvt08//dS2b9+eTHXqhJwA+g65Auk+BCBgkTRcz5s3z1q0aGENGjSwunXr2ooVK+Kqeu7cuXb00Udb6dKlE750fseOHXGvpzAaBJIdL9GQFikSEWAcJCITrXL0HC19Ig0EIPBvAvv27bPmzZtbjRo1rFatWlalShU7ePBgXDxPPPGEtWrVyo499lg7++yzrUmTJq5+t27d8nX4iNsghaEgwPdfKNRUZJ1ct26dde/e3WrWrGkNGza0Dh06uM+9Pv+PPvpokd2Xho8MAfR9ZLhzVwhAoGgIRMpwvWvXLrvxxhvdJPz7778PiMm7IF5aunSp7d+/P96poEznDxw4EByTiQ6Bgo6X6EiOJLEEGAexNKKbR8/R1S2SQQACZhMmTLDYua/+58Wb/44dO9aGDh1q//jHP7J5Zcvz8p133rH27du7FYswjQ4Bvv+io8vCSrJq1SpnqJ4xY4Zt3LgxaEYrLbTiQr+f77777qCcTLgJoO9w64/eQwACuQlExnD98ccfW7NmzdwT48KE93jxxRct3uutt96yatWq5SZHSagJHO54CbXwdD4gwDgIUEQ6g54jrV6Eg0DGE1i9erWNHz8+Xw5TpkyxMWPGuHr169e3l156yRmxFi9ebJdeeqkrV5i9//zP/8y3LSqEgwDff+HQU1H2Usbprl27Bg+khgwZYl9++aVt27bN/Q/Qygule+65x2bPnl2UXaHtYiCAvosBMreAAASKnUCpYr9jEd1w1KhRtmbNGqtcubLJm2Tt2rX2wAMPJH23Pn36JF2XiuEncLjjJfwEkEAEGAeZMQ7Qc2boGSkhkKkEbrnlFtu7d68dd9xx1qVLF5OBOl565plnXHHZsmXttddec+FCVFC9enV75ZVXrHXr1rZgwQKbM2eO/fjjj1anTp14zVAWIgJ8/4VIWUXUVYXG1MMppZ49e9rjjz8e3OnKK6+0UqVKWe/evV2Z/nd07NgxOE8mfATQd/h0Ro8hAIH8CUTG47pRo0bWv39/W7JkiVvuVLJkyfylp0bGEmC8ZKzqswnOOMiGI7IH6Dmyqo0r2FdffWXPPvusTZ8+Pe55FWpTusmTJ9vzzz9vmzdvzlZvy5YtNnPmTLv33nvt1ltvdfViQzBkq+wdaINnrc6Sx6uWW48bN87k5chmdzlJcVwUBN5///1grGvMVq1aNe5t5NDxySefuHOKc6sY17FJ+70MGjTIFWnlogzZpPAT4Psv/Do8XAn0Xeen++67z88G7zJm165d2x3rgVai2PjBBWTSmgD6Tmv10DkIQKCQBCLjca0fnyQIJEuA8ZIsqWjXYxxEW7++dOjZJ5EZ7w899JC9/PLLTtjPP//c2rRpk0twGbZvuukmV/7GG2/YxRdf7PIy1g0cONAU7zdnuv766+3hhx+28uXLB6fkxdajR49ssYX9kzIGTJs2zT/kHQIpJyADkx6WKLVs2dKNXX9c57zZhx9+aH4ovXPPPTfnaXccWz5//vy4dSgMFwG+/8Klr6LorR5uKWkFRePGjXPd4qijjnJe1lOnTjU9uNVDrgYNGuSqR0E4CKDvcOiJXkIAAgUjEBmP64KJnbv21q1b7aeffor7YzV3bUogAAEIQAACEEhHAvIm9ZNi+MZL+oGudPTRR1vnzp1dXsunL7/8cjcPUMzPXr16Wb9+/YIf8E8//bT17dvX1dUfeVRrebW8sbXKS4ZqhWzo1q2bW3r97bffBnXJQKAoCOhBijZWK1GihD322GMmA1SitGHDhuBUTm9r/4SMVQoboCQDFgkCEAg/Af+zn+hzLwljDdp89sOtc/Qdbv3RewhAID6ByHhcxxcv+dLYpZXKn3rqqTZs2DD3o1Q/CEgQgAAEIAABCKQ/gQsvvNDF+tUDaXlQT5w4MTDGqffayE6e2ErytK5YsaLbpGr06NGuTN//7733ntWrV88dK3bwZZdd5sKHaBn1N99848IsrFixwsUDViWFaLj99ttdff3ROYUuI0GgqAisX7/e7emi9q+++mo766yz8ryVb8xQJX8ztpwXKFyIzil8Ts4QOjnrcgwBCKQ/gR07dti+fftcRxN97nWyRo0agTB89gMUocug79CpjA5DAAJJEkjsmpFkA2GuVqFChbjd15Pmzz77zK644go755xziPUVlxKFEIAABCAAgfQjoI3n9P2ttHHjRvOXzfo9ffXVV4P40zL4KU2aNMlk6FZ65JFHAqO1jhUaROFH/DRjxgyX3bRpk19kxxxzTJBXRp6rXbt2zVbGAQRSSWDEiBG2c+dOq1Spkt1///35Nh1ruM45XmMv1ioEJbVNggAEwk2goJ97SctnP7w6R9/h1R09hwAE8iaQ0YZreVppA6Wvv/7ali5d6pb7zpo1y4YOHRrEsNTO6nfddVfeFDkLAQhAAAIQgEDaELjmmmuCvuQMF+JvOicPs/POO8/V88N6yGjXoUMH98Ba8YP914knnhh4qS5fvtxd06xZs8CT+7bbbjOFEmFTqwA7mSIkMHfuXHvxxRfdHcaMGWO1atXK925+fGtV1IaiidKhQ4fcKTYXTUSIcgiEh0BBP/eSjM9+ePSbs6foOycRjiEAgagQyGjDtbyy5FGtmF8NGza0pk2buh+xihMojyo/RMhTTz0VFX0jBwQgAAEIQCDyBFq3bu2+0yWoNl/cs2ePk3nZsmUu1IcO5JXtx/PVw2sl1StXrpyVKVMm12vbtm2ujkI0KMlrVUZDpd27d9uAAQOcp/aoUaMs1uvJVeAPBFJEQIZlhbJT0rzV35wxv+ZjQ+L5YzneNb7ho1q1avFOUwYBCISIQEE/9xKNz36IFJyjq+g7BxAOIQCByBDIaMN1Xlrs0qWL/eY3v3FVNMFXTEwSBCAAAQhAAALhIOB7XcuoLOO1ku9trfxVV12lN5cUUsRP8rpO9FKIsU6dOvlV3YqsyZMnmzyylbTJs+Jda6Or6dOnB/XIQCBVBBRnfcGCBa65jh072ptvvunGmsabXosXLw5u9frrr7uxr/Eda4xKZLiWUdwPgRMb8zZokAwEIBAqAscdd1ywaWuiz70E8h/IKs9nXxTCmdB3OPVGryEAgfwJYLjOg1GdOnWCsyz/DVCQgQAEIAABCKQ9ARmmS5Ys6frphwuZOnWqO9YGjGeeeWYgQ926dV2+Zs2azntaxu54r127dpm/iaN/seJky5NbxvH27du7Ym2QpPJVq1b51XiHQEoI/PDDD0E7Tz75pPXs2TPbKzame58+fezSSy+1Z555xmI98RYtWhS0EZtRGBw/jIg+CyQIQCDcBI466qggzFWiz70kjH3gxWc/vDpH3+HVHT2HAATyJoDhOg8+/he8QorUr18/j5qcggAEIAABCEAgnQjo4bMfw1r7V8yePdu+++4718VYb2sVnHzyya5cnqnaoLmgSSFHtG+G9sW444473OV79+61jz76qKBNUR8CeRKQd3/lypUTvvyHNWpE4WxUt3bt2nbGGWcE7b7zzjtBPjbz7rvvBofnn39+kCcDAQiEl4D/2V+zZo0tXLgwlyBaaeE/8GrRogUe17kIhasAfYdLX/QWAhBIjkDGGq618UReuybLK8v3ajn99NODOJjJYaUWBCAAAQhAAAJHmsC1117ruiAv0u7du7u89q+QJ2psatmypTvU3GDixImxpxLm9WPfjwccW6l3797BIau1AhRkUkTguuuuMy35T/QaPHhwcCc9iFE9XXPWWWe5GOw6KQO1v8moX1nx3f/85z+7Q3ln/8d//Id/incIQCDEBLSfg5+0j1POpL2cNm/e7Ir79u2b8zTHISOAvkOmMLoLAQgkRaBUUrVCUEkbIcXGoV63bl3Q6/nz59vPP//sjrXzer169ezTTz+13/3ud3b55ZebfmTKOF2pUiVbu3at/fWvf7VHHnnE1dcP3PHjxwdtkYkGgYKOl2hIjRQ5CTAOchKJ5jF6jqZek5FKXtDHHnusM95t3brVXdKuXbtcq6i0seIDDzxgmjvoO1+G7qFDh9oJJ5zgrtEKLMUS1ksxrRs1amRjx461F154we688043l5B3q7y1x40bF3TttNNOC/JkIHAkCWg+qznvf/3XfznHja5du9qjjz7qNihfuXKl3XLLLUFoG8WHL1269JHsLvdOEQG+/1IEMsTN6KHtkCFDbP/+/abwQlqFIQO1fvdOmzYtWCWkvR1yPtQNsdgZ23X0nbGqR3AIRJuA510UidSjR48sT1P5vtq2bevk/fDDD/Ot603ys7wfppHggxDZCRR0vGS/mqOoEGAcREWTecuBnvPmE/WzAwcOzPZ9P2nSpLgiezGqs8qVK5etbvny5bO8MCDZyubNm+euHzlyZFCu+YK3KVKWF6YhKLvggguyPK/suPeiMPMI+HPUopZ82LBhwRj0wtVku50Xoz2rc+fOwXm/T7Hvl112WdaBAweyXcdBeAnw/Rde3aWy595D1ywv9GXCz7734DXLC3WVylvS1hEkgL6PIHxuDQEIFAmByIQKkadTMsn7EeqqnX322c5LqkGDBrkuU0xreWN/9dVXNmrUqFznKQg/gYKOl/BLjATxCDAO4lGJXhl6jp5OCyJR//79g+plypQxzzAXHMdm5J29YMECFxfbM2C7U4pT7W9WJy9rzQlatWrlzg0aNMguueQS55nqzdBMHt0KH6J5xs0332xTpkwxbZREgkBxEtAcVkke07HxrlVWoUIFmzlzpl1//fXmb0iqcnljN2vWzG677TY3bvG2FpVoJL7/oqHHw5XioosusrffftvatGlj/v8ItakVSV26dLEPPvgg2Fz4cO/F9UeeAPo+8jqgBxCAQGoJlJA5PLVNhq81xQBUiJDdu3e7MCIKJcKPzfDpkR5DAAIQgAAEchJYunSpNW7c2BVrCe306dNzVsl1rNjVCp+g0CFaVq2QIYr7Gy8pNvDixYttx44dpg0htXmeDOQkCMQSkHFYqain3Rq7Co+nZf++s0ZsP2Lz69evtxUrVphC2mickyAAgegT8FZUuI2K9YC2SZMm7sFV9KXOXAnRd+bqHskhECUCGK6jpE1kgQAEIAABCEAgG4ERI0bYhAkTXNmMGTOcl3S2ChxAoBgIFJfhuhhE4RYQgAAEIAABCEAAAhAoNgIYrosNNTeCAAQgAAEIQKA4CRw8eNCFRNDKKi8GtcnDFG/o4tQA9/IJYLj2SfAOAQhAAAIQgAAEIACB5AkQfDF5VtSEAAQgAAEIQCBEBLwNikxGa6VevXphtA6R7ugqBCAAAQhAAAIQgAAEIACBUiCAAAQgAAEIQAACUSSwcOFCtxFV9erVbcCAAVEUEZkgAAEIQAACEIAABCAAAQhElgChQiKrWgSDAAQgAAEIQAACEEgHAoQKSQct0AcIQAACEIAABCAAgbARIFRI2DRGfyEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIRJwAhuuIKxjxIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQiEjQCG67BpjP5CAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIg4AQzXEVcw4kEAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQCBsBDNdh0xj9hQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAQcQIYriOuYMSDAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIBA2Ahiuw6Yx+gsBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAIOIESkVVvkOHDtmaNWusTJkydvzxxyct5sGDB23ZsmW2YcMGO/bYY+2UU06x8uXLJ309FcNJoLDjJZzS0utEBJYvX24//vijnX766Va5cuVE1SgPOQH0HHIF0n0IQCAugaysLNu8ebP9+uuvVrVqVStVKv9p/pYtW2z79u1Wq1YtO/roo+O2S2H4Cfi/b9avX281atSwRo0aWdmyZcMvGBIUigDzoEJhC+1F6Du0qqPjEIDA/xKIpMf1vHnzrEWLFtagQQOrW7eurVixIl+Fv//++9a6dWs3aW/atKmde+651rJlS2e8/sMf/pDv9VQIL4HCjJfwSkvPcxJYt26dde/e3WrWrGkNGza0Dh06WJUqVaxJkyb26KOP5qzOcUgJoOeQKo5uQwACSRHYt2+fNW/e3BklZYTW95iMlYnS3r177fbbb3cG65NPPtkGDRqUqCrlISYgg1W/fv2sevXqpt83nTt3duOkQoUK1qNHD9N3IykzCDAPygw9+1Kib58E7xCAQBQIlPC8M7KiIIhk2LVrl40cOdIef/xx523iy7VkyRLnWeAf53wfPHiw/eUvf8lWXLJkSZMXrtJJJ52UlPE7WwMcpD2Bwo6XtBeMDiZNYNWqVdapUydbuXJlwmvGjBljd999d8LznEh/Aug5/XVEDyEQdQIlSpRwIhbVtHvcuHE2evTobBhlnC5Xrly2Mh18/PHHNmDAALfC0D955ZVX2ksvveQf8h4BAjJaawXZnj17Ekojg/bChQutWrVqCetwIvwEmAeFX4cFkQB9F4QWdSEAgTAQiIzHtSbhzZo1cx6SWiKZbPrzn/8cGK3lcfn888+bJnq//PKLCxnwwgsvGB7XydIMT73CjpfwSEhP8yMg40HXrl0Do/WQIUPsyy+/tG3btrkf7woVpHTPPffY7Nmz82uO82lKAD2nqWLoFgQgkDICq1evtvHjx+fbnryy+/fv7x7YKiyeb0zP90IqhJKAVpzKaF2pUiW7+eabbdasWfb555/bvffeG4QJ2bRpk915552hlI9OJ0eAeVBynKJSC31HRZPIAQEIZCPg/XOLRGrXrp08x7O8uLRZDz/8cNbw4cPdsco8j+u4Mm7dujXLi1/t6p1wwgkJ68W9mMJQEyjMeAm1wHQ+F4E5c+YE/yN69uyZ6/wrr7wSnB84cGCu8xSEgwB6Doee6CUEok5A81G9iiJ5IR9c28cdd1zWFVdcEXx3eR7X2W7nhcULzp133nlZ//znP4Njz+M6W10Owk/A27MjywsHk+XFtc4ljLc6NdC9t59PrvMURIcA86Do6DIZSdB3MpSoAwEIhI1AZDyutcmIvEgUFuTGG280hfrILz333HOmZZRK8j5QG6TMIFCY8ZIZZDJHysmTJwfC3nfffUHez3jGbKtdu7Y7fO211/KMFepfw3v6EUDP6acTegQBCKSOgPZomT59umtQc1ltypgo6dwZZ5xh+k6T9602ICdFl4DmMPLEV8zznMl7wBEU5RUuLahEJrQEmAeFVnWF6jj6LhQ2LoIABNKcQGQM1wrx8fTTT7tNaZJl/vbbb7uqiuvWu3fvZC+jXgQIFGa8REBsRIghoB/7SnXq1LHGjRvHnPl39qijjrKOHTu6gy1bttjatWtz1aEg/Qmg5/TXET2EAAQKR0CbL8pZQ0kbinurg/JsSHW++eYbtylfnhU5GXkCpUqVCmT0Q6MFBWQiRYB5UKTUma8w6DtfRFSAAARCSCAyhuuCsvdc423+/PnusrZt27pYb4qNLeOUNinJayOTgt6L+hCAQPoR2LBhg+tUq1atEnYu1qAt4zUpfATQc/h0Ro8hAIHkCHih8WzRokUuVvVjjz1meuBKgkAyBD777LOgWuxcJygkExkCzIMio8qkBEHfSWGiEgQgEDICGTvD3bhxo23fvt2pS3ktmatSpYrVq1fPbfJYsWJFq1+/vv3pT3+yQ4cOhUytdBcCEMiLwI4dO0ybVCnl5WlUo0aNoJnNmzcHeTLhIICew6EnegkBCBScgBe32MaOHesuvPrqq+2ss84qeCNckbEEnn322UD2Xr16BXky0SLAPCha+sxPGvSdHyHOQwACYSWQsYZr/WP305dffmlTp0612DJ5ZGuX9jvuuMO6d+/uV+UdAhCIAAHfG0GiHHPMMQklOvroo4NzO3fuDPJkwkEAPYdDT/QSAhAoOIERI0aYvpcqVapk999/f8Eb4IqMJfDJJ5+4OOcCULNmTdODD1I0CTAPiqZeE0mFvhORoRwCEAg7gYw1XO/atSvQnZZW9u3b1z744APbunWrCxeiGMi+J+Zbb71lH374YVCfDAQgEG4CCgvkp19++cXP5nqPXW2hh1mkcBFAz+HSF72FAASSIzB37lx78cUXXeUxY8bE3XwvuZaolWkEfv75Z7v++usDsRVixv+9ExSSiQwB5kGRUWVSgqDvpDBRCQIQCCGB/39njhB2/nC6XKZMmeDywYMHmyZuflLIkGuvvdYdXnfdde5dGzl27tzZr8I7BCAQYgJVq1YNer9t27YgnzMTOwHUJq6kcBFAz+HSF72FAATyJ6AHqsOGDXMVmzZtGmzOmP+V1Mh0AtrMs2fPnrZs2TKHQk47OiZFlwDzoOjqNp5k6DseFcogAIEoEMhYw7ViWPspUQiASy65xHzD9cqVK/3qvEMAAiEncNxxx7lNrGSYzstwrRiifoqNd+2X8Z7eBNBzeuuH3kEAAgUn8Nprr9mCBQvchR07drQ333wzWyOLFy8Ojl9//XVTyCvFv+Y7LMCSsZlBgwbZRx995OSXM84zzzyTsSwyRXDmQZmi6X/Lib4zS99IC4FMIpCxhmt5T5YoUcK0/H/Tpk1xdV6hQoWgnJ3aAxRkIBB6Avo8a2msQgMtWrQooTyxBgDFgSSFiwB6Dpe+6C0EIJA/gR9++CGo9OSTT5peiVKfPn3cqfvuu89GjhyZqBrlGUBg+PDh9txzzzlJmzdvbnqoUbp06QyQPLNFZB6UWfpH35mlb6SFQCYRyNgY1zJKn3TSSU7Xn332me3fvz+X3mMNWn7dXJUogAAEQkngjDPOcP1es2aNLVy4MJcMWo79/vvvu/IWLVrgrZaLUDgK0HM49EQvIQCB5AiceOKJVrly5YSvkiVLBg1p82HVrV27dlBGJvMIjBs3zh588EEn+Mknn2zvvvuu29Qz80hkpsTMgzJL7+g7s/SNtBDIFAIZa7iWgs8++2yn5x07djjPg5xK9yd5Km/dunXO0xxDAAIhJnDFFVcEvY+Nce8XPvXUU7Z582Z3qDiQpHASQM/h1Bu9hgAE4hNQCDuFuEr00r4tftq4caOr54e988t5zxwCDz/8sI0ePdoJfMIJJ7jN5uvUqZM5AJDUmAdl1iBA35mlb6SFQKYQiEyokA0bNtjq1asDva1bty7Iz58/37SLtlKtWrWsXr16Lt+vXz+bPHmyy2uHbYUO6dKliwsdooneCy+84M6dfvrpdtlll7k8f6JBoDDjJRqSI4VPoHv37jZkyBC32kJLreWVJgN1pUqVbNq0aXbHHXe4qooP6i+39q/lPTwE0HN4dEVPIQCBoifwj3/8w3755Rd3o9jVhjJyf/nll65c8+GWLVtaqVKR+ZlQ9GDT8A4zZ860P/7xj0HPhg4dat988417BYX/m2nUqJEphAgpegSYB0VPp3lJhL7zosM5CEAgrARKeDGes8La+dh+a1fs6dOnxxbFzbdt29bmzZsXnJPBOq/NSbSZzd/+9jf7zW9+E1xDJvwECjtewi85EsQSeOutt6xXr15xQwWpnpZZ64df+/btYy8jHzIC6DlkCqO7EIggARmDlYp62n3DDTeYv4po7969Vq5cuYDmd999l7RxUuEk5MxBCi8Bed//5S9/SUqAc889N9i4MakLqBQqAsyDQqWuw+4s+j5shDQAAQikGYHIhAqRgSmZVL58+WzVnnjiCdOmNdqoLTZVqVLFGbS+/fZbjNaxYCKSL+x4iYj4iPG/BC666CJ7++23rU2bNla2bNmAi/4f6Af7Bx98gNE6oBLeDHoOr+7oOQQgUDAC/neZNt6LjXetVrSCKGdZotZzzpcT1aM8fQn4K0yT6WHFihWTqUadkBJgHhRSxRWy2+i7kOC4DAIQSFsCkfG4PlzC2ohNm7QpxIg2vinIZO9w7831EIDAkSdw4MABkzeavNOaNGniQgcd+V7Rg1QTQM+pJkp7EIBAMgSKy+P6119/deHxZKTG+JyMZqgDgcwiwDwIfWcWAaSFAASiQADDdRS0iAwQgAAEIAABCEAAAmlLoLgM12kLgI5BAAIQgAAEIAABCECgEAQiEyqkELJzCQQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCKQhAQzXaagUugQBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAIJMJYLjOZO0jOwQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBNCSA4ToNlUKXIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhkMgEM15msfWSHAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIJCGBDBcp6FS6BIEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgUwmgOE6k7WP7BCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAE0pAAhus0VApdggAEIAABCEAAAhCAAAQgAAEIQAACEIAABCCQyQQwXGey9pEdAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEAaEsBwnYZKoUsQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABDKZAIbrTNY+skMAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQSEMCGK7TUCl0CQIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAJhPAcJ3J2kd2CEAAAhCAAASKncDy5cutT58+dtVVV9mePXuK/f7cEAIQgAAEIAABCEAAAhCAQBgIlMjyUhg6WtA+Hjp0yNasWWNlypSx448/Pu7lqpOM+CVKlLCSJUvGbYPCaBBIZrxEQ1KkyIsA4yAvOtE5J6Phjz/+aKeffrpVrlw5OoIhSWgIzJs3z8466yzX323btjEOQ6O5wndUc0mlZOadhb2L2t68ebP9+uuvVrVqVStVqlTCpjZu3GgrV660/fv3W+PGja1WrVoJ63IiOgSY50RHl4cjCfOgw6EXnmsPHjxoy5Yts/Xr11uNGjWsUaNGVrZs2fAIQE8hAAEI/C+BSHpc6wdhixYtrEGDBla3bl1bsWJFLoV/8cUXbkJfunRpy++lif+ECRNytUFBNAgkM16iISlS5EWAcZAXnfCfW7dunXXv3t1q1qxpDRs2tA4dOliVKlWsSZMm9uijj4ZfQCRIewJ//etf7bzzzjMZDPwH6hUrVnRGa81Jfvvb39pnn32W9nLQwfQksG/fPmvevLkzTsgIrf9vMlrEJhm0n3vuOWvVqpX7X9i2bVvr2LGj1a5d2+rUqWMvvPBCbHXyESPAPCdiCi2gOMyDCggsxNU1z+jXr59Vr17dmjZtap07d3bfDxUqVLAePXqYxgIJAhCAQJgIJHbFCJMU/9vXXbt22ciRI+3xxx933ia+CPIuyJl27NiRsyjP4+3bt+d5npPhI1CQ8RI+6ehxsgQYB8mSCm+9VatWWadOnZx3YawU8k5ctGiR3XjjjbZlyxa7++67Y0+Th0BKCdx66622YcMGa9mypT3yyCN21FFHOYPh+PHjbfTo0fbLL7/YHXfcYXPmzEnpfWksMwjIweL7778PhNV3m+a/cs7w0+DBg+2pp57yD7O9yyPv2muvtdWrV7vxmO0kB6EmwDwn1OpLSeeZB6UEYygakdFaKwrjhSHTd8Lrr79un376qS1cuNCqVasWCpnoJAQgAIHIhAr5+OOP3YRb4UFypiVLlrilMbHlWhr52muvuR+KseWxeRnAv/rqK1ckL5S+ffvGniYfYgIFHS8hFpWu50GAcZAHnIicknFaXtWLFy92Eg0ZMsR9V2hp/MyZM23o0KGmUA1Kn3zyifM+dAf8gUCKCTzxxBP2wAMP5HqA4t9GK8XuvPNOu+yyy/wi3iNEoChDhcjYrP9ze/fuzUZMx+XKlQvK2rVrZ3//+9+dd/+AAQOsWbNmppAh9957r33++eeunkLsad584oknBteRCS8B5jnh1V2qes48KFUkw9HO+++/b+eff75VqlTJ+vfvb127dnX5Dz74wMaNG+fCQ0kSfQdMmjQpHELRSwhAAALel1kkkjcZV6zuLC9eadbDDz+cNXz4cHesMm8CXmAZvcl+lre8xrVx3HHHZXlPLQvcBhekL4FUj5f0lZSe5UWAcZAXnWic87xXg++Cnj175hLqlVdeCc4PHDgw13kKIJBKAp5Xddb9998fjDnNUfR6+eWXU3kb2kpDAr6ui6Jr3tJvN440X73iiiuC8aW5bGzyjBRZ06dPjy1yec1xPUN1cN2UKVNy1aEgnASY54RTb6nsNfOgVNJM/7a8PVyybr/99ixvFU2uznpOecH/+VNOOSXXeQogAAEIpCuByIQK0WYD8ja57777XHw/7x+29xuh8EmxKDdt2uQa0BPJ8uXLF74xrkw7AqkeL2knIB1KigDjIClMoa40efLkoP/6fsiZPGO2C9egZfJahaN417FL63PW5zj9CWil1P/8z//Yscce62I5xuvx7t27zTPguVAKv//977Mtl1XYGHmfzp8/3xQmTHGDFRNY3qnxkkJ8/Pd//7cL06BxpJiSZ599tp1zzjnme9nqOi3NffDBB+1vf/tbrmYUomHWrFnmPXRPeJ9cF1EAAY+AvOs0lpXkOa3l34mS5rPxkua4F198sQtho/PatJEUDQLMc6Khx8ORgnnQ4dAL37Xas0AhyOIl78GmW2moc/yfj0conGXpOu8NJ016nbYE0tWifrj9uu2224InigX1uPY2r8nyjODuem9jxiwv/Mjhdofr05zA4YyXNBeN7hWAAOOgALBCUtX3IvQ2HkvY48svvzz4vvBiAyasx4lwELjyyisDfXoG6Lid1sosb2LmXm+88UZQZ+rUqW7lln8u9v3666/PtfrKi5Ge5Rm0g7Zi6+f08Pc2YnT1PGN21h//+EeX9zaQzurVq1dwvbdZXtAXMtEi4I+NVEp14MCBrFNPPdWNHy92epYXvzRr2LBhwXjK6XGd171vvvnm4DovrE1eVTkXYgLMc0KsvEJ2nXlQIcFF8DJvj6/g/3yNGjUiKGFmipSu897M1AZSFxWBo7yJNCkHgXfffdd++OEHV9q9e3c74YQTctTgEAIQgAAEwkBAm+EpyWM2UVK8az/J25YUbgL63vbTSy+95GezvXsGand89NFHW+fOnV1e+1p4DzGcl7W8tT2DsvXr188aNGjgzj/99NPZ9rrwJmbWu3dv52ldsmRJk/f+LbfcYt26dTPvobd9++232e550003uRVh8s4eMWKEOyfPby9cjalt9UUbhZIgkCwB7wGM22BWnv2PPfaY2/Az2Wtz1vvss8+Cotj/iUEhGQhAIJQEmAeFUm1F0mn+zxcJ1iPeaLrOe484GDoQKQKRCRWSSq1MnDgxaE4/NEkQgAAEIBA+Ap5nie3bt891XIbIRMnzOglObd68OciTCSeBCy+80LxYv7Z161ZnFNZ3ugzJftJGdv5GdAqP4HlCuw06R48e7ap4Hqz23nvvWb169dyxNrjThonazFPhZL755hv3IGTFihW2YMECV0chGmJDlOmcNriLTapz9913u758/fXX7tTPP/9sXnxht4GSwoXE9jP2WvIQyElAYWnGjh3riq+++mo766yzclZJ+vj777+3L774wtXX/0OFuSFBAALhJ8A8KPw6TKUEzz77bNCcHs6TokEgXee90aCLFOlCAI/rHJpQXEztuqt05plnHtYPgRxNcwgBCEAAAsVIwPcy0i2POeaYhHeWp6ufdu7c6Wd5DymBsmXLmuI4Km3cuNHFAI4V5dVXXzV5SyvJ4KfkbVrnDN3KP/LII4HRWseK//vQQw8p69KMGTPcu78Phg5yji95aXft2tXVi/3jG6YVR10G8v/zf/6PeeEeXBX/XGx98hBIREBe+/p/ValSJfM2/ExULalyL7xIUO8Pf/iDaQUBCQIQCD8B5kHh12GqJPjkk0/cw3e1V7NmzWD+k6r2aefIEUjnee+Ro8Kdo0YAw3UOjf75z38OSvC2DlCQgQAEIBA6At5+BUGftYFeouTFhQ1O+QbNoIBMKAlcc801Qb9zhgtRaA4leZaed955Lu+H9dBDjA4dOtjBgwezvbwYoW6zR1X24qC7a7RZo29s9uLGunAfui6Z1KJFCxeSTBtA5rUaIJm2qJN5BObOnWsvvviiE3zMmDFWq1atQkNQiBEZNJQ0Lm+99VaX5w8EIBB+AsyDwq/DVEig1V3ePh1BU/q/z9wjwBGJTLrPeyMBGSGOKAEM1zH4tezy5ZdfdiX6EcASmhg4ZCEAAQiEjEDVqlWDHm/bti3I58zE/rCrVq1aztMch5BA69atrWnTpq7n3uaLLhyHDpYtW+ZCfSgvr2zf8Lx06VIVuXrlypWzMmXK5Hr5Y0hzBSV5WctoqKRY1QMGDHCe2qNGjbJYLzdXgT8QSBEBPWjzPaQ1xg8nLvqsWbNMHtZKCpkzefLk4DORou7SDAQgcAQJMA86gvDT5NZ6oK49ODT/Uerbt687TpPu0Y0UEWDemyKQNJO2BDBcx6hGGzP5S3YHDx7sfrTGnCYLAQhAAAIhIqA4x0cd9e+vOd/oGK/7viFS52LjXcerS1l4CPjeJzIqy3it5HtbK3/VVVfpzSWFFPGTvK4TvSpUqGCdOnXyq9pdd93ljH3yyFb66aefTLGstbnd9OnTg3pkIJAqAoqz7sdW79ixo7355pturGm86bV48eLgVq+//rob+7Hj2z+pVQZy0JAhXA9w1O7pp5/un+YdAhCIAAHmQRFQ4mGKMGjQIPvoo49cK9qM+plnnjnMFrk8XQkw701XzdCvVBDAcP2/FLU50l/+8hd3pDhB+idPggAEIACB8BKQ0dpfCrlo0aKEgsQaehT3jxQNAjJM+7F6/XAhU6dOdcIpvrT2sfBT3bp1XVb6l6E70WvXrl3mb+LoX6s42fJkknG8ffv2rlgbYql81apVfjXeIZASAj/88EPQzpNPPuk85+RN57/ef//94HyfPn3s0ksvzWWo0Hg9//zzbfv27a7uU089ZV26dAmuIwMBCESDAPOgaOixsFIMHz7cnnvuOXd58+bNTQ8ztccGKZoEmPdGU69I9W8CGK7/dyRoeeSWLVvc0eWXX47XHZ8QCEAAAhEgcMYZZzgp1qxZYwsXLswlkbwNfUOP4rvicZ0LUWgL6tSpE8SwVkiE2bNn23fffefkifW2VsHJJ5/syuWZ6s8FXEGSf+SxevHFF9ucOXPsjjvucFft3bs38HJKshmqQSBfAvLur1y5csKX/7BGDSmcjerWrl07aHft2rX2u9/9zq0OUKE2drzuuuuC82QgAIFoEWAeFC19JivNuHHj7MEHH3TVNcd599133Wa+yV5PvfARYN4bPp3R4+QJYLj2WGkzLjZlTH7QUBMCEIBAWAgojrGftBlNziRPw82bN7tixf0jRYvAtdde6wTS5pzdu3d3+RIlSpg8UWNTy5Yt3aHmAxMnTow9lTCvhx6x8dH9ir179/azboPH4IAMBFJAQEZmhT5K9FKoOz/pQYzq+YZpHWtD0tWrV7sqWj0wYsQIvzrvEIBABAkwD4qgUvMR6eGHHw5Wh51wwgn24YcfmoyapOgTYN4bfR1nqoSloiK4NkLyJ+KSad26dYFo8+fPN+2mq6RNF+vVqxecU+btt9+2JUuWuDIt8/V/wGarxEGkCBzOeIkUiAwXhnEQ/QEgY+WQIUNs//79pmX18j6UgbpSpUo2bdq0wDtWMY1zGjOjTyf6EsoLWuFiZLzbunWrE7hdu3ZWv379bMJrY8UHHnjAzR3Gjx9vMnQPHTrU9INPSaFmFEtYL63QatSokY0dO9ZeeOEFu/POO00rteTdKm9teTn56bTTTvOzvEPgiBO46KKLghjYDRo0MK0y0dLxnEnhBbp168ZeLznBhPCYeU4IlZbiLjMPSjHQNG9u5syZ9sc//jHopeYy33zzTbAxdXDCy2guoxAipOgQYN4bHV0iSQ4CnndRJFKPHj2yPNHyfbVt2zaXvOecc05wnbc5Ta7zFESPwOGMl+jRyFyJGAeZoXvP2Jjl7V0Q/J/P+V3hGRyzvBAPmQEjA6UcOHBgNt1PmjQpLgUvRnVWuXLlstUtX758lhcGJFvZvHnz3PUjR44Myj0v7ixvE6wsL0xDUHbBBRdkeV7Zce9FYeYR8P/vFLXkw4YNC8agF64muJ23cWhQ7vclr3cvtE5wLZnwEmCeE17dpbLnzINSSTO92/L26Ur6f/25556b3sLQu0IRYN5bKGxclOYEIhMqRJ5OySTvR2i2atpASTEplbRZ0yWXXJLtPAfRJFDY8RJNGpkrFeMgM3QvL0OtrGnTpo1p810/yRNXG5J98MEHwaZ6/jneo0Ogf//+gTBlypSxyy67LDiOzchLZcGCBS6UgmfAdqcUp1re10ryTBo1apS1atXKHWsTZ80ZtNGRN9dzHt0KH6J5xs0332xTpkwxea6SIFCcBPz/cRqXOeNdV6lSJamuKJyOVqGQwk+AeU74dZgKCZgHpYJiONrIubI8r15XrFgxr9OcCykB5r0hVRzdzpNACRnW86yRASd3795t+/btc8uJYyf5GSA6IkIAAhDIKAIHDhxwG/TJMNmkSROTgYYUbQJLly61xo0bOyG1ZHr69On5CqzY1StXrnShQxReRiFDqlatGve6PXv2uPALehCuGJLaPE8GchIEYgn4/2uKetqtsavweDI853TWiO0PeQhAIDMJMA/KTL0jdeYQYN6bObrOJEkxXGeStpEVAhCAAAQgkGEEtPnchAkTnNQzZsxgZVWG6T9dxC0uw3W6yEs/IAABCEAAAhAofgLMe4ufOXcsegIYroueMXeAAAQgAAEIQOAIEDh48KDVrVvXNm7caF4Malu/fj3e0EdAD9zSgtUdRe1xDWsIQAACEIAABDKTAPPezNR7JkhN8MVM0DIyQgACEIAABDKQgLchlTNaS/RevXphtM7AMYDIEIAABCAAAQhAIBMIMO/NBC1npoylMlNspIYABCAAAQhAIOoEFi5c6DbkrF69ug0YMCDq4iIfBCAAAQhAAAIQgECGEmDem6GKzwCxCRWSAUpGRAhAAAIQgAAEIACBI0eAGNdHjj13hgAEIAABCEAAAhAILwFChYRXd/QcAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEAkCWC4jqRaEQoCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQHgJYLgOr+7oOQQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBSBLAcB1JtSIUBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIHwEsBwHV7d0XMIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAApEkgOE6kmpFKAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAAC4SWA4Tq8uqPnEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQiSaBUJKXyhDp06JCtWbPGypQpY8cff3y+Yv7666+2du1aW7lypZUtW9ZOPfVUq1KlSr7XUSEaBJYvX24//vijnX766Va5cuVoCIUUBSbAOCgwslBeUNDvh1AKSachAIGMI5CVlWWbN282zWmrVq1qpUolnuZrzqN58v79+61BgwZWt25dK1GiRMYxyzSB+f7LNI3Hl5f5bnwuUS3lcx9VzSIXBDKHQCQ9rufNm2ctWrQIJuIrVqxIqFFN8G+88UarUKGC1a9f384991w766yz7LjjjrPWrVvbRx99lPBaToSbwLp166x79+5Ws2ZNa9iwoXXo0ME9rGjSpIk9+uij4RaO3idNgHGQNKpIVCzI90MkBEYICEAgIwjs27fPmjdvbjVq1LBatWq5+czBgwezyS7jxRNPPGFNmzZ1Th2//e1v7ZxzzrF69eq563ROdUjRJMD3XzT1mqxUzHeTJRWtenzuo6VPpIFAphJI7IoRQiK7du2ykSNH2uOPP+68TXwREk3Cd+7caW3atLFYw3a5cuWc94m8Vr7++mv73e9+Z++//7517tzZb473CBBYtWqVderUyXnYx4ojvS9atMg9zNiyZYvdfffdsafJR4wA4yBiCs1DnIJ+P+TRFKcgAAEIpB2BCRMm2Pfffx/0S//zNP8tXbp0UDZkyBB76qmnguPYjBw5hg4dapr7jBo1KvYU+ZAT4Psv5ApMQfeZ76YAYsia4HMfMoXRXQhAIE8CkfG4/vjjj61Zs2bOU1ZLJJNJMkr6RuuLLrrI1IaM2Tt27LA77rjDNSFD5i233JJMc9QJCQHptGvXroHRWj/kvvzyS9u2bZu99NJLduyxxzpJ7rnnHps9e3ZIpKKbBSXAOCgosfDWL8z3Q3ilpecQgECmEVi9erWNHz8+X7H1YF7hQC6//HI355WReunSpXbdddcF144bN87Nh4ICMqEmwPdfqNWXks4z300JxlA1wuc+VOqisxCAQBIEImO4lneIYvUpPvHDDz9sw4cPz1f8OXPmuDolS5a0xx57zC2XVDzAihUr2v/9v//XhQxRBXmwKAYgKRoE5s6da4sXL3bC9OzZ03noKyyMxs6VV15pkyZNCgSdMmVKkCcTLQKMg2jpMy9pCvP9kFd7nIMABCCQTgTkYLF3714X5u6KK65I2LUbbrjBvvjiC9PcRiFCFBZPodKeffZZO/PMM911Ci/y7bffJmyDE+EiwPdfuPRVFL1lvlsUVNO7TT736a0fegcBCBScQGQM140aNbL+/fvbkiVLXJgHGaPzS4r1pXTyySfbCSeckKv6L7/84sr0pJoUHQKTJ08OhLnvvvuCvJ+RMbt27dru8LXXXrOcMSL9eryHmwDjINz6K0jvC/P9UJD2qQsBCEDgSBFQOLvp06e72997771uU8ZEfdH8Rg/qcyZ5Yf/mN78Jirdu3RrkyYSbAN9/4dZfKnrPfDcVFMPVBp/7cOnrcHv71VdfuQfQ/lwgXnu7d+82/S94/vnn3SbOsXW0+mrmzJmmOcStt97q6sWGHoutq7xsZG+99ZZb6aW94rRSS17+2MxykuI4lQQiE+NaH8KCJv1T/+mnn2zZsmX22WefWbt27YImtNuy/gkonX766Va2bNngHJlwE9CPPKU6depY48aNcwlz1FFHWceOHW3q1Kku1uPatWvdRp+5KlIQagKMg1Crr0CdL8z3Q4FuQGUIQAACR4CAHqzrR6NSy5YtbeDAgXbTTTcVqic//PBDcN1JJ50U5MmEmwDff+HWXyp6z3w3FRTD1Qaf+3Dp63B7+9BDD9nLL7/smvn888/dHm4529TKKn9+8MYbb9jFF1/sqrzyyitu7rB9+/acl9j111/vIhmUL18+OKdV6z169Mi2p4Z/Ug/Hp02b5h/yDoGUEoiMx3VhqAwePNhdppjYF154ob399tvu+J///Kd169bNPTWSF4qeIpGiQ2DDhg1OmFatWiUUKtagraeQpOgRYBxET6dIBAEIQCCTCCg0nh+3WiHv9OC9MEn7e8hbSqlp06Z22mmnFaYZroEABNKQAPPdNFQKXYJACgl07949aE3f5/GSHPKUjj76aOvcubPLP/74427PCxmttcdXr169rF+/foHD3tNPP219+/Z1dfVHHtW9e/d2RmtFN5ChWqHKZDdTuF3CjAWoyBQBgch4XBeGjTanmTdvntvQURvz/f73v3de119//bWLaa0P5KOPPmr/8R//UZjmuSYNCWjjzX379rme+ZswxutmjRo1guLNmzcHeTLRIMA4iIYekQICEIBAphJYv369jR071ol/9dVXB/uy5MdDD+O1x8uhQ4dMK8o++uijwHFD8yJ5ZRXWAJ7fvTkPAQgULwHmu8XLm7tB4EgQkAOm9qxQmC95UE+cONEZkv2+aANneWIrydNa+7nJ9jV69GhXduqpp9p7771n9erVc8faM+Oyyy5z4UMUNvWbb74xOfytWLHCFixY4OoorMjtt9/u8vqjcwrZS4JAUREonGtGUfWmmNuVN/UjjzziYv34t1bIEH8jRj2x8r2y/fO8h5uA73UgKY455piEwuhppJ927tzpZ3mPCAHGQUQUiRgQgAAEMpTAiBEjTPOTSpUq2f333580BcW4lHeWfpTefPPNgdFaDfy///f/rG3btkm3RUUIQCC9CTDfTW/90DsIpIKAQtr6GzNv3LjR/PBAftuvvvpqEH9aD7qVJk2a5Azdysse5hutdazQIAo/4qcZM2a47KZNm/yiXHaUBg0aWNeuXYPzZCCQagIZbbgWzO+++859cOOB1dIIebMQaD4enXCWKSyMn/zNN/3j2Hd5IvkJ/fskovPOOIiOLpEEAhCAQKYRmDt3rr344otO7DFjxlitWrWSRqD9XfQDU3GsK1SokO26Sy+91MXMzmt+lO0CDiAAgbQmwHw3rdVD5yCQMgLXXHNN0FbOcCHywlbSivLzzjvP5f2wHnLW69Chg2nPjNjXiSee6MKHqLL2flNq1qxZ4Ml92223mUKJ6BoSBIqDQEYbrj/55BMXGkRLJ/SkSrGs161b53ZTLV26tB04cMD0g6B///7FoQvuUQwEqlatGtxFS2QSpdiJXrVq1RJVozykBBgHIVUc3YYABCCQ4QT0YH3YsGGOguJR+5szJotFS4r1I1TLenft2mU//vijm+vKw0oP6hUiryAe3Mnel3oQgEDxE2C+W/zMuSMEjgSB1q1buz0qdG9tvrhnzx7XjWXLlrlQHzqQV7ZiUSstXbrUvateuXLlrEyZMrlevq1EocmUtFpdtjGl3bt324ABA5yn9qhRoyx2dYerpT4srAAAQABJREFUwB8IpJhAxhquFfOrT58+pnd9CLUpzV133WXHH3+8/dd//Zd9+umnVr16dYf7ueees3feeSfF6GnuSBBQ/Cc/dqP/zzheP/x/0DoXG+86Xl3KwkeAcRA+ndFjCEAAAhAwU7xJP8Zkx44d7c0337Tp06cHr8WLFweYXn/9dfcDVkuHE6XatWvb3Xff7WJb+3UeeOABP8s7BCAQYgLMd0OsPLoOgQIS8L2uZVSW8VrJ97ZW/qqrrtKbS7HzAnldJ3ppZVanTp38y5y9TCHH5JGt9NNPP5niXTdu3NjNQ4KKZCCQYgIZa7h+++23nZeJeCow/W9/+9tsaNu0aWNPPPFEUPa3v/0tyJMJLwEZrf1NGRctWpRQkNgffjVr1kxYjxPhJMA4CKfe6DUEIACBTCfwww8/BAiefPJJ69mzZ7ZXbGxLOWgo/MczzzwTXJMoow3Lq1Sp4k7rwb5+jJIgAIFwE2C+G2790XsIFISADNMlS5Z0l/jhQqZOneqOtQHjmWeeGTRXt25dl5edQ4buRC+tzPI3cfQvVpxseXLLON6+fXtXLGdQla9atcqvxjsEUkogYw3XsRN/La2IlxTvx095eef6dXgPB4EzzjjDdXTNmjW2cOHCXJ3WMlz/h1+LFi3wuM5FKBoFjINo6BEpIAABCGQSAXk5Va5cOeHL/9EqJlpRqLryqs4vacNyfwmx8rGbVOd3LechAIH0JcB8N311Q88gkEoCderUCWJYz5o1y2bPnu32c9M9Yr2tdXzyySfrzeR5vWXLFpcvyB/NFy6++GKbM2eO3XHHHe7SvXv32kcffVSQZqgLgaQJZKzhWiFB/PTFF1/42WzvX3/9dXB8yimnBHky4Sbg77orKR577LFcwjz11FO2efNmV64NOknRJMA4iKZekQoCEIBAlAlcd911JmeKRK/BgwcH4usHqerpGnlTKaxIoo0XtbJw06ZN7lr9oK1UqVLQDhkIQCC8BJjvhld39BwCBSVw7bXXukv0Xd+9e3eX18NorcCKTS1btnSH2tti4sSJsacS5uXcF7sPmF+xd+/efpbNGgMSZFJN4N/R2VPd6hFoTwHhV69eHdxZmyz6af78+fbzzz+7Q+28Xq9ePbcpo39eQeYVv0dGSnmn7N+/3zSBv+GGG1wVfdj9HVj9a3gPLwH9Ex8yZIjTs5bZyhtJutePtGnTpgVPDeVtlPOffHilpuc5CTAOchKJ7nFBvx+iSwLJIACBTCWgufAll1zivKyuv/5669Kli5sPy9NKBm1tUO4nNiX3SYT/ne+/8OvwcCVgvnu4BMN3PZ/78OksVT2WF7TCouqh9datW12z7dq1s/r162e7hTZW1H4WspmNHz/ePdQeOnSonXDCCa6eQqpqbqCXYlo3atTIxo4day+88ILdeeedpvBisptpDhE7fzjttNOy3YcDCKSMgPeUJRKpR48eWR6UfF9t27YN5PU+dLnqV6xYMcszVGcrVz1StAh4/4SzypYtm03PsePH+0ec5S19iZbQSJOLAOMgF5JIFhTm+yGSIBAKAhA4YgT8OUZRd2DYsGHB3MZbthvc7ttvvw3K/b7Ee+/atWuW51UVXEcm3AT4/gu3/lLVe+a7qSIZjnb43IdDT0XVy4EDB2b7vp80aVLcW3kxqrPKlSuXrW758uWzvDAg2crmzZvnrh85cmRQLnuZt/lrlheeLCi74IILmD/EJU1hKghEJlSInvgkk7wPY1BNT4cUuF5xjP2kAPQeWHeomGA6H/sUya/He7gJXHTRRaYNOrUJp2fADoTRE0p5IX3wwQfBZgPBSTKRI8A4iJxK4wpUmO+HuA1RCAEIQCDNCfhzmtKlSwebNKnL8oLSakKtIPTr+KJoZaG8qeRJNXPmTNOGbqRoEOD7Lxp6PFwpmO8eLsFwXc/nPlz6SnVvY1dNlSlTxi677LK4t5B39oIFC9y8wDNguzqKU+2HFNO8YNSoUdaqVSt3btCgQW7lluYXspfJo1vhQ2Rfu/nmm23KlCnMH+KSpjAVBErI+p2KhsLexs6dO23t2rUutrEfTsT/AIddNvqfN4EDBw64jQuk7yZNmph+wJEyjwDjIPN0jsQQgAAEiouAP7co6mm34k8qPJ7CncU6a8TKuW/fPlu5cqWLaV2lShUXPoTNGGMJkYdAdAkw342ubpEMAiKwdOlSa9y4sYOhUEHTp0/PF4zmDpoXKHSIwqgqZEjVqlXjXrdnzx5bvHix7dixw7QhpDaNloGcBIGiJIDhuijp0jYEIAABCEAAAhCAQMYTKC7DdcaDBgAEIAABCEAggwmMGDHCJkyY4AjMmDHDeUlnMA5EjwgBDNcRUSRiQAACEIAABCAAAQikJwEM1+mpF3oFAQhAAAIQiAqBgwcPWt26dW3jxo3mxaC29evX4w0dFeVmuBwEscvwAYD4EIAABCAAAQhAAAIQgAAEIAABCEAAAuEl4G3E6ozWkqBXr14YrcOrSnqeg0CpHMccQgACEIAABCAAAQhAAAIQgAAEIAABCEAAAiEhsHDhQrcBc/Xq1W3AgAEh6TXdhED+BAgVkj8jakAAAhCAAAQgAAEIQKDQBAgVUmh0XAgBCEAAAhCAAAQgkMEECBWSwcpHdAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAAC6UgAw3U6aoU+QQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhDIYAIYrjNY+YgOAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCAdCWC4Tket0CcIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhlMAMN1Bisf0SEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIpCMBDNfpqBX6BAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAggwlguM5g5SM6BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIF0JIDhOh21Qp8gAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCGQwAQzXGax8RIcABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkI4EImu4PnTokK1cudL+9a9/Jc197dq19vHHH9vChQtt//79SV9HxfATKMx4Cb/USJCTwPLly+3TTz+17du35zzFcYQI8HmPkDIRBQIQCAhkZWXZpk2bbMOGDfbLL78E5flldu/ebT/99BPfffmBisB55jkRUGIKRGAcpABiiJpg3hsiZdFVCEAgLoFIGq7nzZtnLVq0sAYNGljdunVtxYoVcYVX4bZt2+zaa6+1KlWqWL169axTp07WrFkzq1y5sg0fPtx27tyZ8FpORINAQcZLNCRGilgC69ats+7du1vNmjWtYcOG1qFDB/f/oEmTJvboo4/GViUfAQJ83iOgRESAAARyEdi3b581b97catSoYbVq1XLfYwcPHsxVL2fBCy+8YJUqVbLatWvbsccea3/6059yVuE45ASY54RcgSnqPuMgRSBD1gzz3pApjO5CAAJxCZSKWxrSwl27dtnIkSPt8ccft19//TWQQk8Z46UlS5ZY586dTV/kOZM8rh988EH79ttv7b//+7+tZMmSOatwHHICBR0vIReX7schsGrVKvewSqszYpO81hYtWmQ33nijbdmyxe6+++7Y0+RDSIDPewiVRpchAIGkCUyYMMG+//77oL7+52n+W7p06aAsZ+bnn392Thqxc2Y5dJCiQ4B5TnR0eTiSMA4Oh144r2XeG0690WsIQCA+gch4XCvEhzyl5SEZOwGPL/a/S//whz8ERus+ffqYlk3JYD179mw7/vjjXaVZs2bZs88+m1cznAshgcKMlxCKSZfzICDjdNeuXV1IIVUbMmSIffnll24VxksvveQ8z1R+zz33uP8JypPCSYDPezj1Rq8hAIHkCKxevdrGjx+fXOWYWnfddZdt3rw5poRslAgwz4mSNgsvC+Og8OzCeiXz3rBqjn5DAAKJCETGcD1q1Chbs2aNC/Hx8MMPOw+SREKr/B//+Ie98847rkr79u3txRdfdKFFypQp40IFvPvuu8HlTzzxRJAnEw0CBR0v0ZAaKWIJzJ071xYvXuyKevbs6VZqtG7d2v0PufLKK23SpElB9SlTpgR5MuEjwOc9fDqjxxCAQPIEbrnlFtu7d68dd9xxdsUVVyR14T//+c/ge27o0KFJXUOlcBFgnhMufRVVbxkHRUU2fdtl3pu+uqFnEIBA4QhExnDdqFEj69+/vyn8h5b35xfa43/+538CYoMHDw7yfua0006zNm3auMMFCxbY1q1b/VO8R4BAQcdLBERGhBwEJk+eHJTcd999Qd7PyJitmJ9Kr732miUTK9S/lvf0IsDnPb30UdS9+eqrr9xKqenTpye8lTaj0/+A559/PpfHqcIDzZw50+6991679dZbXb3YEAw5G9UmeG+99ZbzeNX8Y9y4cW6jZ3m5kSBQ1ATef/9988e6xmzVqlWTuuUNN9zgQonUr1/fbr/99qSuoVK4CDDPCZe+iqq3jIOiIpu+7TLvTV/d0DMIQKBwBCIT41o/PguSFBbETyeddJKfzfbepUsX++KLL1yZjNfnnntutvMchJdAQcdLeCWl54kI6Me+Up06daxx48a5qh111FHWsWNHmzp1qotzvXbtWrcqI1dFCtKeAJ/3tFdRSjv40EMP2csvv+za/Pzzz4OH0LE3UQiwm266yRW98cYbdvHFF7v8K6+8YgMHDrTt27fHVnf566+/3rSiq3z58sE5rdro0aNHttjC/kk9/Jo2bZp/yDsEUk5AD1T1sESpZcuWbuz64zqvm2mVobwwlSZOnJhtTOd1HefCRYB5Trj0VVS9ZRwUFdn0bZd5b/rqhp5BAAKFIxAZj+uCil+xYsXgkkTe1NqZ3U8//fSTn+UdAhCIAIENGzY4KVq1apVQmliDtrwwSRCAQPoT6N69e9BJxauPl/RASunoo492mzQrr42dL7/8cme0PvbYY61Xr17Wr1+/4IHV008/bX379lVVl+RR3bt3b2e01iovGaoVsqFbt25WqlQpt7mzX5d3CBQFAT1I0UbCJUqUsMcee8z0wDW/tHPnThsxYoSrdv7559ull16a3yWcDykB5jkhVVyKu804SDFQmoMABCAAgWInEBmP64KSi/WyloeVfmjmTJUqVQqKNNEnQQAC0SCwY8cO27dvnxNGBqpEKfbhFRtYJaJEOQTSi8CFF17oYv3qobS+3+VRKkOyn7SRnTyxleRprQfZ27Zts9GjR7uyU0891d577z2rV6+eO1bs4Msuu8yFD1HYoG+++cb0wGvFihWm1VhKCtEQG25B5xS6jASBoiKwfv16Gzt2rGv+6quvtrPOOiupW+kaXVu6dGl75JFHkrqGSuEjwDwnfDorih4zDoqCKm1CAAIQgEBxE8jfNaO4e1RM9/vd737nNmHT7f7617867xN5rWzcuNH+/ve/2x133GFaFuwnebOQIACBaBDwvU8kzTHHHJNQKHlj+omHVz4J3iGQ3gTKli0bbFCn73R/mbTf61dffdX8+NMy+ClpM1Z/9ZWMeb7RWucUGkThR/w0Y8YMl920aZNflOv/SIMGDaxr167BeTIQSDUBeU3re0lOFvfff39Szf/www8u3I0q/+EPf7BTTjklqeuoFD4CzHPCp7Oi6DHjoCio0iYEIAABCBQ3gYw1XGvn9Xvuucfx1g/YCRMmWJMmTaxmzZrWrl07+9Of/mT79+8P9KEfwiQIQCAaBH799ddAEG2sligdOnQoOOUbuoICMhCAQNoSuOaaa4K+5QwXIi9sJa2oOO+881z+22+/de96WNWhQwe3GaviB/uvE0880fzVGf4eGc2aNQs8uW+77TZTKBE2cXUY+VPEBBSfWnGqlcaMGWO1atVK6o6Kh60xqr0d/BUGSV1IpdARYJ4TOpUVSYcZB0WClUYhAAEIQKCYCWSs4VqctYHNu+++a2eccYZbMumz17JhbcoWG/evcuXK/mneIQCBkBOoWrVqIIFCBCRKsRP+atWqJapGOQQgkGYEWrdubU2bNnW90uaLe/bscflly5a5UB86uOKKKwLD89KlS9151StXrpyVKVMm18v/X6EwC0parSGjodLu3bttwIABzlN71KhRFuvl5irwBwIpIqAHqsOGDXOtaYz7mzPm1/z06dPtgw8+cNXkrBG710t+13I+fASY54RPZ0XRY8ZBUVClTQhAAAIQKG4C/3/Qx+K+c5rcr0uXLqaXvKtXrVrlwof4niv33Xef+UuC/R/AadJtugEBCBwGAa240CZWMkz7xqh4zfkGKp2LjXcdry5lEIBAehGQ17U8oWVUlvH6yiuvdDGv/V5eddVVftaFCfMPYkME+WX+u8KGderUyT+0u+66y+SNLWO1YmdrI2fFu1a4keeee8569OgR1CUDgVQQUJx1P7a6nCzefPPNbM0uXrw4OH799dfdBqSKf62xqqTxrQczMmT7KfZ7cOHChe6cvvPat2/vV+E9ZASY54RMYUXUXcZBEYGlWQhAAAIQKFYCGW+49mkrFEjOWH+ffPKJO63lwQ0bNvSr8g4BCIScgIzW+lwrpq1i2ydKsQYAhREiQQAC4SEgw/TIkSNNHqoKFyLD9dSpU50A2oDxzDPPDISpW7eue3itz7mMzwVJipMt7+2ZM2fagw8+aJ9++qlpQyyVaxPH+vXrF6Q56kIgTwKKU+2nJ5980vRKlPr06eNOyRHD/67TqgJtNpoo/e1vfzO9NC9WXX1fksJHgHlO+HRWFD1mHBQFVdqEAAQgAIHiJsBsNAFxebP4Syp///vfG5szJgBFMQRCSkAhgpTWrFlj8jDLmWTs8jd1a9GiBR7XOQFxDIE0J6A4vn4M61mzZtns2bPtu+++c72O9bZWwcknn+zKtZnjli1bXL4gf0qVKmUXX3yxzZkzx23urGv37t1rH330UUGaoS4E8iUgD3+Fr0v0KlmyZNCGwtmoXu3ata1x48YJr6lQoUJwja7XNXrgwtw3wBLKDPOcUKot5Z1mHKQcKQ1CAAIQgEAxE8BwHQf4pk2brH///sEZxcImQQAC0SIgD0k/PfbYY342eH/qqads8+bN7rhv375BORkIQCA8BK699lrXWW3C2r17d5eXMc73RPUladmypctqE9aJEyf6xXm+6+FWbBx8v3Lv3r39LJs1BiTIpIrAdddd50JcKbxHvNfgwYODW+lBjOroGq0gildfZQpz46fhw4e7evLQxnDtUwnnO/OccOot1b1mHKSaKO1BAAIQgEBxE4hMqBBthBQ78V63bl3Acv78+fbzzz+7Y8WvrlevnunH6Q033GD6sXruuee6spUrV9rf//53GzdunC1fvtzVHzhwoFvqGzRGJhIECjpeIiE0QmQjICPWkCFDXHx7LbWWh5kM1JUqVbJp06YFXpOKB5rTyJWtIQ7SngCf97RXUZF1UF7QCgsk45xCAym1a9fOeZPG3lQbKz7wwAOmucP48eNNhu6hQ4faCSec4KrJiKdYwnpNnjzZGjVqZGPHjrUXXnjB7rzzTrv88svdZo3y1tYcwk+nnXaan+UdAhCAQLESYJ5TrLjT9maMg7RVTZF1jHlvkaGlYQhA4EgR8Ay4kUjeBkhZHsN8X23btnXyepsx5lu3W7duWQcPHowEH4TITqCg4yX71RxFhYBnhMry4ngm/F/gLbPO8pb+R0XcjJWDz3vGqt4J7j2AzvYZnzRpUlwg3gaOWeXKlctWt3z58lleGJBsZfPmzXPXe/Gzg3LPMzXL2wQrywuzEJRdcMEFWZ5Xdtx7UZh5BPw5alFLPmzYsGAMeuFqkrqdt7oouMbb0DSpa6gUDgLMc8Khp6LuJeOgqAmnV/vMe9NLH/QGAhA4fAKRCRWiOH7JJO9HqKumHdW1cZLeY5M2sZCHlDwutdGS4laSokegoOMlegSQSAQuuugie/vtt61NmzZuIyqfijw0u3Tp4uLct2/f3i/mPaQE+LyHVHEp6nZs6C995yfamE7e2drfQnGxPQO2u7viVMv7Wkle1qNGjQpWYQ0aNMguueQSK126tFvFJY9uhQ/RPOPmm2+2KVOmsLGdI8ef4iSgTRWVNC5j413n1QfNdf26/tjPqz7nwkOAeU54dFWUPWUcFCXd9GubeW/66YQeQQACh0eghGzfh9dEuK/et2+fLVmyxIUSqV69utugyZ/0h1syeg8BCBSEwIEDB9zGbfrR3qRJE2J7FgQedSGQxgSWLl3qNqZTF7Vkevr06fn2VrGrFT5MoUMURkghQ6pWrRr3uj179rj4wTt27DBtCKnN83I+FI97IYUZRcCPF13U026NXYXHU5gr31kjGdC7d+92obOqVKnC918ywEJYh3lOCJVWBF1mHBQBVJqEAAQgAIEiJZDxhusipUvjEIAABCAAAQgcUQIjRoywCRMmuD7MmDHDeUkf0Q5x84wkUFyG64yEi9AQgAAEIAABCEAAApElgOE6sqpFMAhAAAIQgEBmE/D2qbC6devaxo0bzYtBbevXr8cbOrOHxBGTHsP1EUPPjSEAAQhAAAIQgAAEQkwgMjGuQ6wDug4BCEAAAhCAQBEQ8DakckZrNd2rVy+M1kXAmCYhAAEIQAACEIAABCAAAQgUFQF2HiwqsrQLAQhAAAIQgMARJbBw4UK38ar2sBgwYMAR7Qs3hwAEIAABCEAAAhCAAAQgAIGCESBUSMF4URsCEIAABCAAAQhAAAIFIkCokALhojIEIAABCEAAAhCAAAQcAUKFMBAgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgrQhguE4rddAZCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQwHDNGIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIG0IoDhOq3UQWcgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAwzVjAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABNKKAIbrtFIHnYEABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEM14wBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQSCsCpdKqNynozMGDB23ZsmW2fv16q1GjhjVq1MjKli2bVMu7d++2f/7zn1a1alU75ZRTrESJEkldR6XwEzh06JCtWbPGypQpY8cff3z4BUKCQhFYvny5/fjjj3b66adb5cqVC9UGF6U/AT7v6a8jeggBCBScQFZWlm3evNl+/fVXN5ctVSr3NF/n9EqUjjrqKNOLFE0CzHOiqdeCSsU4KCixcNY/HLtIOCWm1xCAQFQJRGZmqi/gfv36WfXq1a1p06bWuXNna968uVWoUMF69Ohh69atS6jDJ554wlq1amXHHnusnX322dakSROrUqWKdevWzf71r38lvI4T0SAwb948a9GihTVo0MDq1q1rK1asiIZgSJEUAf1v6N69u9WsWdMaNmxoHTp0cJ9//R949NFHk2qDSuEhwOc9PLqipxCAQPIE9u3b5+a9ctqoVauW+x6T0SI2zZ07144++mgrXbp0wpfO79ixI/Yy8iEnwDwn5ApMUfcZBykCGYJmDscuEgLx6CIEIJCBBEp43hlZYZdb/5zlIblnz56EosigvXDhQqtWrVq2OmPHjrUxY8ZkK4s9OOmkk+zDDz80vZOiRWDXrl02cuRIe/zxx7N5Hy1ZssR56kdLWqSJR2DVqlXWqVMnW7lyZbzTrkz/H+6+++6E5zkRDgJ83sOhJ3oJgagS8FfxFdW0e9y4cTZ69Ohs+Pbu3WvlypULyp5//nn7z//8z+A4UWbTpk255suJ6lKe3gSY56S3foqrd4yD4iJ95O9zOHaRI997egABCEAgPoFIeFzLQ1ZG60qVKtnNN99ss2bNss8//9zuvffeIEyIJuF33nlnNgpTpkwJjNb169e3l156yTZu3GiLFy+2Sy+91NWVQSuZSX62hjlIewIff/yxNWvWzHnU5rVkNu0FoYOFJiDjQdeuXQOj9ZAhQ+zLL7+0bdu2uf8FWoGhdM8999js2bMLfR8uPPIE+LwfeR3QAwhAoOgIrF692saPH1+gG7z44osW7/XWW29htC4QyfStzDwnfXVTnD1jHBQn7SN/r8LaRY58z+kBBCAAgTwIeF9moU9eTNqs22+/PcuLa51LFs+bVh7l7uXFrc523vO0dOVeDOysr7/+Otu5AwcOZHnhI9x5L9ZflhcyJNt5DsJNoF27dk63XhzjrIcffjhr+PDh7lhjxfO4Drdw9D4pAnPmzAl03rNnz1zXvPLKK8H5gQMH5jpPQXgI8HkPj67oKQSiSsCfixaFfF5IPPd9ddxxx2VdccUVwXeX53Gd7XbPPfdccC7bCQ4iSYB5TiTVWmChGAcFRhbqCwprFwm10HQeAhCIPIFIeFzXrl3beZoopl/O5E3gg6LYcABr1661Tz75xJ1TfFvFuI5Niv83aNAgVySPXM+IFXuafMgJaNPO/v37m8KC3HjjjVayZMmQS0T3C0pg8uTJwSX33XdfkPcznjHb9L9F6bXXXrOcsUL9erynPwE+7+mvo1T28KuvvrJnn33Wpk+fnrBZbcas/wEKnaDN7GLTli1bbObMmW7V1q233urqff/997FVsuV/+eUXk5eqPF71faKQDfLy92aQ2epxAIGiIPD+++8HY10rDbXBOAkCIsA8h3HAOMi8MVAYu0jmUUJiCEAgbARybzceNgny6W/sjur+0n9dorjVfoiIc889N24rseXz58+PW4fCcBKQsYKU2QT0Y1+pTp061rhx41wwvJUW1rFjR5s6darJkKWHXdrAkxQ+Anzew6ezw+nxQw89ZC+//LJrQmHD2rRpk6s5GbZvuukmV/7GG2/YxRdf7PJ6SO2tsLDt27fnuub66683b4WOlS9fPjin0GLaADqeYVsPv6ZNmxbUJQOBVBPQA1U9LFFq2bKlG7v+uE71vWgvfASY54RPZ0XRY8ZBUVANZ5uJ7CLhlIZeQwACmUQgEh7XeSnss88+C07HGqc2bNgQlOf0tvZPyEjl/4OX4YoEAQhEh4D/PyDR51+Sxv7P4H9AdHSPJNEmoFVUftLeFfGSHkgpHX300da5c2eX10a9l19+uTNa60F3r169rF+/fsEDq6efftr69u3r6uqPPKp79+7tjNZatSND9S233GLdunVzc4dvv/02qEsGAkVBQA9SFi1aZNr48bHHHjM9cE02bd261X766ae4D2mSbYN66U2AeU5666e4esc4KC7S6X+fRHaR9O85PYQABDKdQOQ9ruVV5Sf9CPWT/yWu41hPbP+83hUuROe0jDjnUuLYeuQhAIFwEdixY4ft27fPdTrR518na9SoEQjG/4AABRkIpDWBCy+80LxYvybDnDyoJ06cGDyEVse1kZ08sZXkaV2xYkW3Kevo0aNd2amnnmrvvfee1atXzx17cYLtsssuc+FDFDbom2++ceHFtAHSggULXB2FaPD22nB5/dE5haIiQaCoCHj7utjYsWNd81dffbWdddZZBbpVbEgR5TXuhw0b5h7GyBBOCjcB5jnh1l+qes84SBXJaLSTyC4SDemQAgIQiDKB5F0zQkhBMaz1I1OpZs2apom9n2IN18ccc4xfnOtd3lhKO3fuzHWOAghAIJwECvr5l5T8Dwinrul15hHwNlw2f3+LjRs3mr9M2ifx6quvBvGn/XnBpEmTnKFbdR555JHAaK1jhQZR+BE/zZgxw2U3bdrkF1nOeYRWbHXt2jU4TwYCqSYwYsQI971UqVIlu//++5NqvkKFCnHraUWRPPH0uTnnnHPY0yEupXAVMs8Jl76KqreMg6IiG75287KLhE8aegwBCGQagcgarn/++WdTPEo/aQllrGelH99a57WxUqJ06NAhd4pNlhIRohwC4SNQ0M+/JOR/QPj0TI8zl8A111wTCJ8zXIi/2bJWVJx33nmunh/WQw+rO3To4Ax3ih/sv0488cRgDrF8+XJ3TbNmzQJP7ttuu80USoRNXAPsZIqQwNy5c+3FF190dxgzZozF25w83u21wkAbh3799de2dOlSF+Zm1qxZNnTo0CB2+5w5c+yuu+6KdzllISLAPCdEyirCrjIOihBuiJrOzy4SIlHoKgQgkKEEImm41g9HxZpctmyZU6tiUuo4NsUukdy2bVvsqWx5/wu/WrVq2co5gAAEwkugoJ9/Scr/gPDqm55nHoHWrVtb06ZNneDafHHPnj0ur3mBQn0oybvU38dCRjwl1StXrpyVKVMm18ufKyhEg5K8rGU0VNq9e7cNGDDAeWqPGjXKYr3cXAX+QCBFBORQoZAeShrj/uaMyTSv1QjyqNbeDg0bNnTX6+GNnDu0ksAPEfLUU08l0xx10pgA85w0Vk4xdo1xUIyw0/RWydhF0rTrdAsCEIBAQCCShutBgwbZRx995ITUpkvPPPNMILCfiTVC+T9G/XP+u34c+EuBY2Pd+ud5hwAEwklA8W/9TawSff4lmW+gUp7/AaJAgkB4CPhe1zIqy3it5HtbK3/VVVfpzSWFFPGTvK4TvRRqoVOnTn5V55k6efJkk0e2kja7U7xrbew6ffr0oB4ZCKSKgELg+bHVO3bsaG+++aYbaxpvei1evDi41euvv+7Gfuz4Dk7myHTp0sV+85vfuFJ9LyoWPCm8BJjnhFd3qew54yCVNMPZVjJ2kXBKRq8hAIFMIhA5w/Xw4cPtueeeczps3ry5adKuTRZzptgn0NqRPV7ScmA/jIhiZJMgAIFoEJDR2g8dlOjzL0ljDQD8D4iG7pEicwjIMF2yZEknsB8uZOrUqe5YG9GdeeaZAYy6deu6vD7nMnQneu3atcv8TRz9ixUnW57cMo63b9/eFWtDLJWvWrXKr8Y7BFJC4IcffgjaefLJJ92KQq0q9F+xMd379Oljl156aVwHjqCRmEydOnWCI8LeBChCmWGeE0q1pbzTjIOUIw1Vg8naRUIlFJ2FAAQykkCkDNfjxo2zBx980Cny5JNPtnfffde0aU28dMYZZwTF77zzTpCPzeh6P51//v/H3pnASVFd+/+grIIgIquACoKyB5FAJIKABlziArIYo8GwCRqNiKggLqCP+HDDJQmuwWhcEFADeYq4gBJcHxIRQfYlouyyL2L/63fzr3o9M91Dz9Az01X9vZ/PTN+6devWvd9T1XX71Lnn/MLP8gkBCESAgP8dsGbNGlu0aFGeEWnFha8AaNWqFRbXeQhRAIHMJiAlnO/DWn58Z8+ebQsXLnSdjre2VoHmDEqyTFWguoImuRyR/2D5B7711lvd4Xv27AlWfxW0PepDIBkBWfdXqVIl6Z//skbHy52N6tauXTtZcznK/Re5cily4okn5tjHRvgIMM8Jn8yKosdcB0VBNfPbLIheJPNHQw8hAIFsJxAZxfWECRMCK6h69erZ22+/bfGWI7kFfcYZZzhflCqXgtoPtuTXk5/LBx980G3KOvv888/3d/EJAQhEgID82/pJ/j1zJ/n43LRpkyuWn3wSBCAQPgL9+vVzndbqqR49eri8/PjKEjU+tW7d2m0qCOsDDzwQvytpXi+3/DgY8ZX69OkTbGK1GqAgkyYCV111lcmVR7K/IUOGBGfSixjV0zG6tnfs2BHsy53RagTfmrtly5aB//fc9dgODwHmOeGRVVH2lOugKOlmZtsF1Ytk5ijoFQQgAIH/I1D6/7Lhzc2YMcNuuOGGYACKjq7gS34ApmCHl2nUqJHJhYh+uPbt29f++7//203ku3fvbo888ogLWLNy5Uq78cYbgyW+8pOZyN1IfLvkw0VAgbPi/TeuW7cuGMD8+fNN0ZeVatWqFbzgCCqQiQQBKbGGDh1q+/btMy23llWaFNRapTF58uTAalK+bnMruSIBIIsGwf2eRcLONVRZQcstkJR3W7ZscXs7dOiQx5pUgRXvu+8+07Ng3Lhxzk2Y5hJ6Ea4kS1T5EtaffFprLjFmzBibNGmSjRo1ys0nZN0qa21ZOfmpefPmfpZPCJQogffff9/OPvtsd63q5YqU03rerV271v7617/aww8/7Pqn+bHuAVL4CTDPCb8M0zECroN0UAxPG4XRi4RndPQUAhDIWgKeBUbokxd0IOYJMKW/zp07B+P1fFXGvOCN+R7Xq1ev2P79+4NjyESDQM+ePfOVu389tW/fPhoDZhQJCXhKqJi3JDrpteApomLe0v+Ex1IYHgLc7+GRVVH0dPDgwTnu8YkTJyY8jeejOla+fPkcdStUqBDz3IDkKJs3b547fuTIkUG5p+yLeUGwYp6bhqDs3HPPjXlW2QnPRWH2EfDnFUU98muvvTa4Bj13NcHpvJWIQbnfl9yfuo69FzLBMWTCT4B5TvhlmI4RcB2kg2I42iisXiQco6OXEIBAthKIhKuQ+vXre3Pv1FKlSpWCihUrVjS9lRw4cKD5gZm0U9YmzZo1s5tvvtleeOEFrK0DYtHJyDIuleQpLVKpRp2QErjwwgtt+vTp1q5dO5NPTz/JQrNbt242a9asINiav4/P8BHgfg+fzNLZ4wEDBgTNlS1b1rwX0sF2fEbW2QsWLHB+sT0FttslP9V+kGZZWY8ePdqtzNJO78ehXXzxxW6O4E0inUW33IfouTFs2DA3f1BgLBIEipOA/yzTSsF4f9c///nP3eqABg0a5OmOjpE19ieffOKu8TwVKAgtAeY5oRVdWjvOdZBWnBndWGH1Ihk9KDoHAQhkPYFS0thnPYX/D2D9+vW2YsUK09JeuQ0gQQAC2UPAW1nhArdJYdWkSRP3Ait7Rs9IIRBdAkuXLrXGjRu7AWrJ9JQpUw45WPmultswuQ7RfEAuQxTvIlFSTIwlS5bY9u3bXWwNBc+TgpwEgXgCMopQKuppt65duTuTm6tkL9/l+1ouQnbt2uXcoUnRwUuWeGlFM888J5pyLeiouA4KSoz6EIAABCBQ0gRQXJe0BDg/BCAAAQhAAAJFRmDEiBE2fvx41/60adOclXSRnYyGIZCEQHEprpOcnmIIQAACEIAABCAAAQiEkgCK61CKjU5DAAIQgAAEIHAoAgcOHHCuwGRh6vmgNq2swhr6UNTYXxQEUFwXBVXahAAEIAABCEAAAhCIOgGcL0ZdwowPAhCAAAQgkKUEvIBUJqW1Uu/evVFaZ+l1wLAhAAEIQAACEIAABCAAgXASKB3ObtNrCEAAAhCAAAQgkD+BRYsWucCr1atXt0GDBuVfmb0QgAAEIAABCEAAAhCAAAQgkFEEcBWSUeKgMxCAAAQgAAEIQAACUSOAq5CoSZTxQAACEIAABCAAAQgUBwFchRQHZc4BAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACKRNAcZ0yKipCAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAcRBAcV0clDkHBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIpEwAxXXKqKgIAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACxUEAxXVxUOYcEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkDIBFNcpo6IiBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIFAcBFNfFQZlzQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQMoEUFynjIqKEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUBwEUFwXB2XOAQEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAikTKJ1yzZBUPHDggC1btszWr19vNWrUsEaNGlm5cuVS7v3mzZvt+++/t1q1atlRRx2V8nFUDDeB5cuX2zfffGMtW7a0KlWqhHsw9L7QBLgOCo0uVAcePHjQ1qxZY2XLlrXjjz8+VH2nsxCAAASSEYjFYrZp0yb78ccfrVq1ala69KGn+f68+bvvvrNjjjnGTjnlFKtQoUKyU1AecgI8/0IuwDR1n/lumkCGpBnu+5AIim5CAAJJCUTG4loP4P79+1v16tWtadOm1rVrV2vRooVVrFjRevbsaevWrUsKQTv27Nljt9xyi1NYN2zY0K6++up867Mz/AR0TfTo0cNq1qxpJ598snXs2NGqVq1qTZo0sUceeST8A2QEKRHgOkgJU2QqzZs3z1q1amUNGjSwunXr2ooVKyIzNgYCAQhkL4G9e/e6ea+MNmR8ofmMlNLJ0ltvvWVt27Z1RhqaN3fu3Nlat27tlNe///3vkx1GeYgJ8PwLsfDS0HXmu2mAGMImuO9DKDS6DAEI5CFwaFOMPIdkXoGU1rKU3b17d57O6Q3j1KlT7f3337dFixbZcccdl6fOu+++a4MGDXKW2v5OHUeKLoFVq1ZZly5dbOXKlTkGKWulxYsX23XXXWeyvr/zzjtz7GcjWgS4DqIlz/xGs3PnThs5cqQ99thjzhrRr8t3vU+CTwhAIMwExo8fb19++WUwBH3n6futTJkyQZmfGTJkiP35z3/2N93nkUce6erv37/fXn/9dXvooYdy7GcjvAR4/oVXdunqOfPddJEMTzvc9+GRFT2FAAQOTSASFteymJPSunLlyjZs2DCbOXOmffjhh3b33XcHbkI2btxoo0aNykFE1ikDBgxwCky5FylVqlSO/WxEk4CU0927dw+U1kOHDrWPP/7Ytm3bZs8//7yzNtLI77rrLps9e3Y0ITAq4zrInotALyebNWvmVlJoCT0JAhCAQJQIrF692saNG5fSkB588MFAaa0VZ88884zJAOSHH35wLtMmTZpkWFynhDIUlXj+hUJMRdpJ5rtFijcjG+e+z0ix0CkIQOBwCHgPs9AnzzdxzHPzEfP8WucZi2ddF/P4uD/Pb1+O/d4yyWDfOeecE/v888+D7V/96lc56rIRHQJz5swJ5HzppZfmGdhLL70U7B88eHCe/RREgwDXQTTkmMooOnTo4O5pz399bMKECbHhw4cH9/jXX3+dShPUgQAEIHBYBPy56GE1kuRgzyWe+0479thjY5dddlnw/ea5wctxxJYtW2Ke/2q3v169ejG+/3LgieQGz79IirVAg2K+WyBckajMfR8JMTIICEAgjkAkLK5r167tLE3k0y938ibwQVFutxAKXHPaaafZK6+84qy0FZCGFH0Czz77bDDIe+65J8j7GU+ZbbqmlHRt5Ocj0j+Gz/AR4DoIn8wK22MF6dXqGk9J49wAaUk8CQIQgEAUCMhX9ZQpU9xQtNJQc9tk6emnn3YxXbRfdfXdSIo2AZ5/0ZZvKqNjvpsKpWjV4b6PljwPNZpPPvnEnnrqqWAukKj+rl27TN8FWmWlIM7xSe5RZ8yY4eYFN910k6sX73osvq7yWqEll2Ja6SX3qmPHjjVZ+Xs6xtxV2YZA2ghEwsd1fjTiI6orWnp8UhCazz77LL6IfBYQ0I88pTp16ljjxo3zjPiII46wTp062Ysvvuj8XK9du9YFcstTkYJQE+A6CLX4CtR5TdJIEIAABKJGQC/W9aNRSXNab5WYXX/99UmHOX36dLdP8V769OmTtB47okOA5190ZFnYkTDfLSy58B7HfR9e2RWm54pJ8be//c0dKne57dq1y9OMFNv+/ODVV1+1iy66yNXxVpq7ucP333+f55iBAweat1LVvJVawb4lS5aYt8orR0wNf6eM/yZPnuxv8gmBtBKIhMV1fkTmzp0b7E6kpAx2kskaAt99950ba5s2bZKOOf5a0VtIUvQIcB1ET6aMCAIQgEA2EdAPSgWUVoyWRx991PTiPVmSJdT8+fPd7vbt27sYMPL5r5fzCl6eKMB5srYohwAEwkOA+W54ZEVPIVAYAj169AgOU7yuREkGeUpHHXWUde3a1eUVsL5v374mpbUMPHv37m39+/cPDPaeeOIJu/LKK11d/dM8Qi+9ZY2t1atSVN9444123nnnmYxFv/jii6AuGQikm0DkLa71dslPuhlJ2U1g+/btpqCcSrkt8OPJ1KhRI9jMvZwm2EEmtAS4DkIrOjoOAQhAAAIeAS+ui40ZM8axuOKKK+yMM87Il8uGDRvcj1NVUl6u9P7xj3+YnodKUn7Xr1/frr76atNSYVwqOSz8g0CoCTDfDbX46DwEUiJwwQUXmBfjwrw4FiYL6gceeMApkv2DFcBZlthKsrSuVKmSbdu2zW6//XZXduqpp9qbb77p5gAq8OJjWK9evZz7ELlNlYcCGfytWLHCFixY4I6RuzEvxpzL65/2ySUjCQJFRSC5aUZRnbEY233vvfecj2KdUpHTNbEnZTcB3+pAFI4++uikMPQ20k87duzws3xGhADXQUQEyTAgAAEIZCmBESNGmOYnlStXtnvvvfeQFHwFtSp+/PHHzh1afJksqfTj9tZbb7V4661DNkwFCEAgYwkw381Y0dAxCKSNQLly5dzLaDWoF9O+eyD/BC+//HLgf9rXh02cONEpulXn4YcfDpTW2pZrELkf8dO0adNcduPGjX5RHj1KgwYNrHv37sF+MhBIN4HIKq63bt1q8svjJy2hzM/C1q/HZ7QJaFmsnxRYIFk6ePBgsItAAwGKyGS4DiIjSgYCAQhAIOsIfPDBB/bcc8+5cd9xxx2WKDh5big7d+4MiuRSRMt/Z82a5X64yl2IfKL682QFXXr77beD+mQgAIFwEmC+G0650WsIFJTAb37zm+CQ3O5CZIWtpBXl55xzjsv7bj1krNexY0dTzIz4vxNOOCGYEyxfvtwd06xZs8CS++abbza5EtExJAgUB4FIKq51A8nnzrJlyxxDTc61TYJAtWrVAghaIpMsxU/0FMSIFC0CXAfRkiejgQAEIJAtBPRi/dprr3XDbdq0aRCc8VDjL1u2bFBlyJAhNmnSJOfnsmrVqla3bl3r16+fPfjgg0EdP5BjUEAGAhAIHQHmu6ETGR2GQKEItG3b1jQnUFLwRT9uhfRhcvWhJBdh8kWttHTpUvepeuXLlzfNEXL/+boSuSZT0mp1vSxX2rVrlw0aNMhZao8ePdriV3e4CvyDQJoJRFJxLf9877zzjkMl5/NPPvlkmrHRXFgJyP+TH7zI/zJONBb/C1r74v1dJ6pLWfgIcB2ET2b0GAIQgAAEzLnA831MdurUyV577TWbMmVK8LdkyZIA09SpU90PWC0dlk9LPyVzgXbxxRf7VWzlypVBngwEIBBOAsx3wyk3eg2BwhDwra6lVJbyWsm3tlb+17/+tT5c0rzAT7K6TvZXsWJF69Kli1/VbrvtNnv22WdNFtlK3377rcnfdePGjd08JKhIBgJpJhA5xfXw4cPt6aefdphatGhhmrSXKVMmzdhoLqwEpLT2l8IuXrw46TDif/jJPzopWgS4DqIlT0YDAQhAIFsIfPXVV8FQ//SnP7kVhVpV6P/F+7a8/PLL7ZJLLnEGHFo9pgCMSvF+KoPGvIx+oPrJf8nvb/MJAQiEjwDz3fDJjB5DoLAEpJj2Ayv77kJefPFF15wCMJ5++ulB01pppSQ9hxTdyf7kZswP4ugfLD/ZsuSWcvzMM890xYqZofJVq1b51fiEQFoJREpxPXbsWLv//vsdoIYNG9obb7zhgtaklRiNhZ7Aaaed5sawZs0aW7RoUZ7xaBmu/8OvVatWWFznIRSNAq6DaMiRUUAAAhDIJgKycqpSpUrSP/9Hq5hoWa/q1q5d2ymlTzrpJIdq7ty5tm/fvjzY4l/o+3XzVKIAAhAIFQHmu6ESF52FQKEJ1KlTJ/BhPXPmTJs9e7YtXLjQtRdvba0C6cqUZHm9efNmly/IP7kcueiii2zOnDkuqLOO3bNnT+D1oCBtURcCqRCIjOJ6woQJwdugevXquaAyunlJEMhNQP6d/KSgnbnT448/bps2bXLF8o9OiiYBroNoypVRQQACEIgygauuusrk6izZn/xX+0k/SFVPxyj9/Oc/d5+yjNKKxNzJN/5QufxlkiAAgfATYL4bfhkyAgikSkDxKpR++OEH69Gjh8trtZVWYMWn1q1bu81YLGYPPPBA/K6keRn3xccB8yv26dPHzxKsMSBBJt0E/uOdPd2tFnN7M2bMsBtuuCE46zXXXOOc0PuO6IMdXqZRo0YmFyJ++t///V93Y2s73vpEk/2PP/7YVdPNrpvbd2bvH8tnOAnoS3zo0KFO3lpmK2skKagrV65skydPDt4aytdT7i/5cI6YXiciwHWQiEo0yxQwZPXq1cHg1q1bF+Tnz59vW7duddu1atVyQUaCnWQgAAEIRIhA//79nW9KDWngwIHOdUi3bt2c6xAZgChgo1LLli2tV69eLs+/cBPg+Rdu+aWj98x300ExXG1w34dLXunsrayg5RZVL623bNnimu7QoYOdeOKJOU6jwIr33Xef6TfRuHHjnD5MOjQZgCppBZZiaOhPPq2lQxszZoybJ4waNcr69u3rVnXJWlteD/zUvHlzP8snBNJLwHvLEvrkBWOMeVRS+uvcuXMw3i+++CKlY9S253YkOI5M+Al4X8KxcuXKJZW/t7w25i19Cf9AGUG+BLgO8sUTmZ09e/ZMeq/HPzvat28fmTEzEAhAILMI+N81Rd2ra6+9Nvi+85bt5jndgAEDgv1+n+I/vYDUsY8++ijPcRSEkwDPv3DKLd29Zr6bbqKZ3R73fWbLp6h7N3jw4BzP+YkTJyY8peejOla+fPkcdStUqBDzjDVzlM2bN88dP3LkyKDcM+yMecFfY557sqDs3HPPjXlW2QnPRSEEDpdAJFyF1K9f35tzp5bio6rLojbeF2B+LXg3cX672RcyAhdeeKFNnz7d2rVrZ54CO+i93lDK+mjWrFlBsIFgJ5nIEeA6iJxIEw5Ifl5TSXzPp0KJOhCAQCYT8Oc0CkyeaI77xz/+0e65554gULU/lqpVq1rv3r3NM+qwn/70p34xnyEnwPMv5AJMU/eZ76YJZEia4b4PiaCKqJveC+qg5bJlyyZdQSXr7AULFji/2J4C2x0jP9VyM6IkK+vRo0dbmzZt3LZnLGoXX3yxaX7hKSGdRbfch+j307Bhw+yFF14wAjs7VPwrAgKlpPkugnZpEgKhIbB//34XuEBf2E2aNHFLZ0PTeTqaNgJcB2lDSUMQgAAEIJCLgNzOKRX1tFv+J+X+SMYZ+b2M049NBanWMmEFfCyIEUiuobEJAQiEiADz3RAJi65CoBAEli5dao0bN3ZHylXQlClTDtmK5g4rV650cwK5UZXLkGrVqiU8bvfu3bZkyRJTvAzFlNMcQgpyEgSKkgCK66KkS9sQgAAEIAABCEAAAllPoLgU11kPGgAQgAAEIACBLCYwYsQIGz9+vCMwbdo0ZyWdxTgYekQIoLiOiCAZBgQgAAEIQAACEIBAZhJAcZ2ZcqFXEIAABCAAgagQOHDggNWtW9c2bNhgng9qW79+PdbQURFulo8jEj6us1yGDB8CEIAABCAAAQhAAAIQgAAEIAABCEAgSwl4gVid0lrDV9wKXHhk6YUQwWGXjuCYGBIEIAABCEAAAhCAAAQgAAEIQAACEIAABLKCwKJFi0xBmqtXr26DBg3KijEzyOwggKuQ7JAzo4QABCAAAQhAAAIQKCECuAopIfCcFgIQgAAEIAABCEAg1ARwFRJq8dF5CEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAALRI4DiOnoyZUQQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABEJNAMV1qMVH5yEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIRI8AiuvoyZQRQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhAINQEU16EWH52HAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIBA9AiiuoydTRgQBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAINQEUFyHWnx0HgIQgAAEIAABCEAAAhCAAAQgAE3XjroAAEAASURBVAEIQAACEIBA9AiUjtqQDhw4YMuWLbP169dbjRo1rFGjRlauXLlDDnPDhg22cuVK27dvnzVu3Nhq1ap1yGOoEB0CBw8etDVr1ljZsmXt+OOPj87AGEmBCCxfvty++eYba9mypVWpUqVAx1I5PASQc3hkRU8hAIHUCcRiMdu0aZP9+OOPVq1aNStdOuc0X3Md1TlUKlWqlB155JGHqsb+EBJgvhtCoRVBl5kHFQHUDG6S+z6DhUPXIACBlAhExuJaD+D+/ftb9erVrWnTpta1a1dr0aKFVaxY0Xr27Gnr1q3LA0QT+6efftratGljNWvWtPbt21unTp2sdu3aVqdOHZs0aVKeYyiIHoF58+ZZq1atrEGDBla3bl1bsWJF9AbJiJIS0HdDjx493HfAySefbB07drSqVatakyZN7JFHHkl6HDvCRQA5h0te9BYCECgYgb1797p5r4w2ZHyh55iMOfz00UcfOUV2mTJl7FB/UniPHz/eP5TPiBBgvhsRQRZyGMyDCgku5Idx34dcgHQfAhBwBHKaYoQUipTWspDcvXt3nhHoDePUqVPt/ffft0WLFtlxxx0X1BkyZIg9/vjjwXZ8Rhbb/fr1s9WrV9vtt98ev4t8RAjs3LnTRo4caY899pizTvKHpWuGlB0EVq1aZV26dHGrLeJHLIu0xYsX23XXXWebN2+2O++8M343+ZARQM4hExjdhQAECkxAiuYvv/wyOE5zHM1npKRW2r59e7Avlcz333+fSjXqhIAA890QCKmIu8g8qIgBZ2Dz3PcZKBS6BAEIFJpAJCyuZSErpXXlypVt2LBhNnPmTPvwww/t7rvvDtyEbNy40UaNGpUD1MKFC932z372M3vmmWfs448/tunTpzvLa7/iPffc45TX/jaf0SDw7rvvWrNmzZxFrSzvSdlHQMrp7t27B0rroUOHuu+Abdu22fPPP2/HHHOMg3LXXXfZ7Nmzsw9QREaMnCMiSIYBAQgkJSAji3HjxiXdrx1aTfTcc8/ZX/7yl6R/bdu2DdqQ2zxS+Akw3w2/DA93BMyDDpdg+I7nvg+fzOgxBCBwCALewyz0yfNJG7vllltinpV0nrF41rRy5uf+TjnllBz7J06cGJsyZUqOMm14SvDYCSecEBz3wgsv5KlDQbgJdOjQwcnX82McmzBhQmz48OGBvL/++utwD47ep0Rgzpw5gcwvvfTSPMe89NJLwf7Bgwfn2U9BOAgg53DIiV5CIOoE/LloUYzTc4nnnlfHHnts7LLLLgueXXv27En5dKrrudsL2tFcmBR+Asx3wy/Dwx0B86DDJRi+47nvwyczegwBCORPIBIW1/JJLUuTRAEVvQl8oLpX8MX4NGjQIOfbNr5M+QoVKthFF10UFOc+LthBJrQEFLRzwIAB5impnTsIghCFVpSF7vizzz4bHKuVFbmTp8x2/u5V/sorr+TwFZq7LtuZSwA5Z65s6BkEIHD4BN566y3zjDBcQ1ppqKCMhUl//etfTasTlTQ/1lyYFH4CzHfDL8PDHQHzoMMlGL7jue/DJ7PD6fEnn3xiTz31VDAXSNTWrl27TN8F8jKgIM7xSW4xZ8yY4bwV3HTTTa5evOux+LrK//DDD/b66687/Zvcao4dO9Zk5e+pHXNXZRsCaSMQCR/X+dGIj6juL/3Pr76/r7DH+cfzmdkE9KVNym4C+rGvpECsiZZEH3HEES5Y64svvuj8XK9du9YF8MxuauEbPXIOn8zoMQQgkBoBBV/Uj0al1q1bm7c6yK6//vrUDo6rpR+bDz74oCvR/Feus0jRIMB8NxpyPJxRMA86HHrhPJb7PpxyK2yvH3roIfvb3/7mDpe73Hbt2uVpSoptf37w6quvBkaa3gpjN3dIFNdi4MCB5q1Mz/Eie8mSJeat8soRU8M/mYy+Jk+e7G/yCYG0EoiExXV+RObOnRvsTqScCnbmyhT2uFzNsAkBCGQoge+++871rE2bNkl7GP+dobfRpPARQM7hkxk9hgAEUiOgH5QKJFyqVCl79NFHTS9cC5PeeOMN++qrr9yhPXr0sHr16hWmGY6BAAQykADzoAwUCl2CQBoJ6LntJ8VpSpRkiKV01FFHWdeuXV3ec6lrffv2NSmtZeDZu3dv69+/f2Co9cQTT9iVV17p6uqfXnL36dPHKa21Wl2K6htvvNHOO+8800vvL774IqhLBgLpJhB5i2u9XfKTbsZUkpZGfPTRR65qjRo17KyzzkrlMOpAAAIhIbB9+3bbu3ev621+KzF0//sp97Iqv5zPzCWAnDNXNvQMAhA4PAJeXBcbM2aMa+SKK66wM844o9ANPvDAA8GxvkVWUEAGAhAILQHmQaEVHR2HQMoELrjgAvNiXNiWLVtMFtR6psd7D1AAZ1liK8kdbqVKlWzbtm12++23u7JTTz3V3nzzTatfv77b9mJeWK9evZz7ELnL/Oyzz0yGXitWrLAFCxa4OnJN5sWYc3n90z65YCVBoKgIFM40o6h6k+Z233vvPeebVs3WrFnTNLFPJV177bVBtd///veG/+MABxkIRIKAb32iwRx99NFJx6S30n7asWOHn+UzJASQc0gERTchAIECExgxYoTpuVS5cmW79957C3y8f8C//vUvmzVrlts8/fTTD0sB7rfJJwQgkBkEmAdlhhzoBQSKkkC5cuXMj+u2YcMG890D+ed8+eWXA//Tvj5s4sSJTtGtOg8//HCgtNa2YlzI/Yifpk2b5rJ+HAxt5P793KBBA+vevbt/CJ8QSDuByCqut27davLL4yctoczPsjK+nhTeSq1atTI5qCdBAALRIvDjjz8GA1KAiWTp4MGDwS4CTgQoQpNBzqERFR2FAAQKQOCDDz6w5557zh1xxx13JAxOnmpzvm9r1cfaOlVq1INAOAgwDwqHnOglBA6XwG9+85ugidzuQmSFraSVxOecc47L+249ZKTVsWNHU8yM+L8TTjgh0J0tX77cHdOsWbPAkvvmm282uRLRMSQIFAeBSCqudQPJ586yZcscQ/nm0fah0syZM00W1kpaQqHIq/HLLA51PPshAIFwEKhWrVrQUS2VSpbiJ/zHHXdcsmqUZygB5JyhgqFbEIBAoQnohaq/MrBp06ZBcMbCNCh3I35Ap1q1ajn/loVph2MgAIHMJMA8KDPlQq8gkG4Cbdu2Nc0JlBR8cffu3S4vfZhcfSjJKtvXbS1dutSVqV758uWtbNmyef7838iaKyjJylovy5V27dplgwYNcpbao0ePtvjVHa4C/yCQZgKRVFxfffXV9s477zhUcj7/5JNPHhKb3jrJB7Z+EOiGlj+fli1bHvI4KkAAAuEjID9gfhAr/6GcaBT+g1r74v1dJ6pLWeYRQM6ZJxN6BAEIHB4BzU99H5OdOnWy1157zaZMmRL8LVmyJDjB1KlT3Q9YLR1OlBSYaf/+/W7XkCFD3I/WRPUogwAEwkmAeVA45UavIVAYAr7VtZTKUl4r+dbWyv/617/Wh0vx8wJZXSf7q1ixonXp0sU/zG677TZn3CmLbKVvv/3W5O+6cePGbh4SVCQDgTQTiJzievjw4fb00087TC1atDBN2suUKZMvNr2J+sUvfuEiqqri448/bt26dcv3GHZCAALhJSClte86aPHixUkHEq8AkJ98UrgIIOdwyYveQgAChybw1VdfBZX+9Kc/uRWFWlXo/8X7trz88svtkksuSWjAISurP//5z64t+ceU0QcJAhCIFgHmQdGSJ6OBQH4EpJj2Y7P57kJefPFFd4gCMCqOhZ/q1q3rsvp9K0V3sr+dO3cGQRz9Y+UnW/ozKcfPPPNMV6xAsCpftWqVX41PCKSVQKQU12PHjrX777/fAWrYsKG98cYbLmhNfsTWrl1rZ599tntbpHoKcHPVVVfldwj7IACBCBA47bTT3CjWrFljixYtyjMirb7wFQDyd4/FdR5EoShAzqEQE52EAARSJCArpypVqiT983+0qjkt61Xd2rVr52ld7vA2b97syvv27cszLg8hCiAQDQLMg6IhR0YBgUMRqFOnTuDDWi5wZ8+ebQsXLnSHxVtbq0C6MiVZXvtzAVeQ4j95KLjoootszpw5duutt7qj9uzZE3g9SLEZqkEgZQKRUVxPmDAheBtUr149e/vtt003b35JN6oc1K9evdpVu/32201R2kkQgED0CfjRlzVSBW/NnbTyYtOmTa5YfvJJ4SSAnMMpN3oNAQgkJiDjCrm4SvYnlx9+0jxX9XIbZCjYMEEZfUp8QiDaBJgHRVu+jA4C8QT69evnNn/44Qfr0aOHy5cqVcq0Ais+tW7d2m1qPvDAAw/E70qal1FXfPwnv2KfPn38LMEaAxJk0k2gdLobLIn2ZsyYYTfccENw6muuucY5ofcd0Qc7vEyjRo1MLkSULrzwQvNdATRo0MBkVSnXIrmTllmdd955+P7LDSbE2wog4L+w0DDWrVsXjGb+/Pm2detWt61gRfXr1w/2kYkOAT3Mhw4davv27TMtt5ZVmhTUlStXtsmTJwdvj+XzK/fDPjoUoj8S5Bx9GTNCCECgYASmT59uX3/9tTtIy3z9H7AFa4XaYSDAfDcMUiraPjIPKlq+mdg6930mSqV4+iQraLnD1EvrLVu2uJN26NDBTjzxxBwdUGDF++67z+lAxo0bZ1J0S4cmA1AludJUDA39aYWWdGhjxoyxSZMm2ahRo0wrtbSqS9ba8nrgp+bNm/tZPiGQXgLeW5bQJ88vX8yjktJf586d3Xg9R/Ip1ffb9ZZahJ4TA/g/Aj179kxJ/u3bt/+/g8hFjoD3MI55vj2TXgveAznmLYGK3LizbUDIOdskznghkHkE/PlkUffs2muvDZ5p3rLdhKc766yzgjpesMeEdSiMBgHmu9GQ4+GOgnnQ4RIM1/Hc9+GSV7p7O3jw4OAZr7nHxIkTE57C81EdK1++fI66FSpUiHluQHKUzZs3zx0/cuTIoNyz4o55wV9jnnuyoOzcc8+NeVbZCc9FIQQOl0AkXIUUxCK2UqVK3v37H79/VatWdflD/dPyClldkqJDQG8IU0nel3cq1agTUgJadSHLs3bt2pmCU/lJb6oVoHXWrFlB0Al/H5/hI4CcwyczegwBCBSOgP8sU2DyeH/XfmsKoCSflEoK1nTxxRf7u/iMIAHmuxEUaiGGxDyoENBCfAj3fYiFl4auDxgwIGilbNmy1qtXr2A7PiPr7AULFjjXuZ4C2+2Sn2pZXyvJynr06NHWpk0bt60gzpozaH7hKSGdRbfch0hfMmzYMHvhhRdMngpIECgKAqWk+S6KhmkTAhCAQJgI7N+/3wWw0IO7SZMmphdWpOgRQM7RkykjgkAYCPjPlKKedsv/pNydyeAi2cv3Xbt22d69e91y4kTK7TDwpI8QgEDhCDAPKhw3joJAWAgsXbrUGjdu7LorV0FTpkw5ZNc1d1i5cqVzHSL3mXIZUq1atYTH7d6927nb1YtwxZRT0GgpyEkQKEoCKK6Lki5tQwACEIAABCAAAQhkPYHiUlxnPWgAQAACEIAABLKYwIgRI2z8+PGOwLRp01hZlcXXQpSGjuI6StJkLBCAAAQgAAEIQAACGUcAxXXGiYQOQQACEIAABCJF4MCBA1a3bl3bsGGDeT6obf369VhDR0rC2TsYnNBkr+wZOQQgAAEIQAACEIAABCAAAQhAAAIQgEDICXiBWJ3SWsPo3bs3SuuQy5Pu/x+B0v+XJQcBCEAAAhCAAAQgAAEIQAACEIAABCAAAQiEicCiRYtMQZqrV69ugwYNClPX6SsE8iWAq5B88bATAhCAAAQgAAEIQAACh0cAVyGHx4+jIQABCEAAAhCAAASykwCuQrJT7owaAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEDGEkBxnbGioWMQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABLKTAIrr7JQ7o4YABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkLEEUFxnrGjoGAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACB7CSA4jo75c6oIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhkLAEU1xkrGjoGAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCA7CaC4zk65M2oIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhlLoHTG9qyQHTtw4IAtW7bM1q9fbzVq1LBGjRpZuXLlDtnaN998Y2vWrLF9+/ZZgwYNrG7dulaqVKlDHkeFaBBYvny56Rpo2bKlValSJRqDYhQFJsB1UGBkoTzg4MGD7vu+bNmydvzxx4dyDHQaAhCAQG4CsVjMNm3aZD/++KNVq1bNSpdOPs1XnbVr19rKlSvdPPnUU0+1qlWr5m6S7YgRYJ4TMYEWcjhcB4UEF9LDmPeGVHB0GwIQCAhExuJaD+D+/ftb9erVrWnTpta1a1dr0aKFVaxY0Xr27Gnr1q0LBu1n9CX+xz/+0dWX8uJnP/uZnXXWWVa/fn2n9NY+1SFFk4CuiR49eljNmjXt5JNPto4dO7ofbU2aNLFHHnkkmoNmVHkIcB3kQRLpgnnz5lmrVq2CF5QrVqyI9HgZHAQgkB0E9u7d6+a9MtqoVauWm8/ImCN3kmL7uuuuc/PjE0880Tp37mxnnHGGHXvssda2bVt75513ch/CdsgJMM8JuQDT1H2ugzSBDFkzzHtDJjC6CwEIJCRQyrPOiCXcE6JCKa1lKbt79+6kvZZCe9GiRXbccccFdQYPHmyPP/54sJ0oM2bMGBs9enSiXZSFmMCqVausS5cuztIo2TDuuOMOu/POO5PtpjwCBLgOIiDEFIewc+dOGzlypD322GPOGtE/7Ouvv3Yrc/xtPiEAAQgUBQF/FV9RTbvHjh1rt99+e46u79mzx8qXLx+U7dixw37yk59Y/As77ddqQ79f6udbb73lDECCA8mElgDznNCKLq0d5zpIK85QNMa8NxRiopMQgECKBCJhca0JuJTWlStXtmHDhtnMmTPtww8/tLvvvjtwE7Jx40YbNWpUDiyLFy927kD69u1r7777rm3evNmWLl1qV111VVBPPwS2bdsWbJMJPwH9OOvevXugtB46dKh9/PHHTs7PP/+8HXPMMW6Qd911l82ePTv8A2YECQlwHSTEEslCfb83a9bMraTQ8ngSBCAAgSgRWL16tY0bN+6QQ9LLeF9pfeGFF7q5r5TZ27dvt1tvvdUdr2fjjTfeeMi2qJD5BJjnZL6MiqOHXAfFQTmzzsG8N7PkQW8gAIE0EPAeZqFPnm/i2C233BLz/FrnGYtnXSeLcvd3yimn5Ng/efLkmKewzFGmDU+xETv99NOD4+bMmZOnDgXhJSB5+tfEpZdemmcgL730UrDfs8rPs5+CaBDgOoiGHFMZRYcOHdw97fmvj02YMCE2fPjw4B73LK5TaYI6EIAABA6LgD/vOKxGkhzsucRz32meu4/YZZddFny/eRbXOY7w57ZHHnlkzIvrkmOfNjyXIe5Yzzd2zHM9kmc/BeEiwDwnXPIqqt5yHRQV2cxtl3lv5sqGnkEAAoUjEAmL69q1aztLE/n0y528CXxQpAA08clTWjp/fvFlymuZ5E9/+tOgeMuWLUGeTPgJPPvss8Eg7rnnniDvZ3Rd6JpSeuWVVyyRj0i/Lp/hJcB1EF7ZFbTnCtI7YMAAk1sQ+Xb1lDYFbYL6EIAABDKSgNx6TJkyxfVNKw0VlDFZko9bpYYNG1q9evXyVPvhhx9cmfeTIs8+CsJHgHlO+GRWFD3mOigKqpndJvPezJYPvYMABApOIBKK6/yGHR9R3XcBkV99f99XX33lZ+2kk04K8mTCT0A/8pTq1KljjRs3zjOgI444wjp16uTK5T5m7dq1eepQEH4CXAfhl2GqI3jmmWfsiSeecEF3Uz2GehCAAAQynYBerOtlnFLr1q1NsVvyS1JmKC1btszmzp2bo6rixXzyySeuTHFjypUrl2M/G+EjwDwnfDIrih5zHRQF1cxuk3lvZsuH3kEAAgUnEHnFdfzEPJGSMhEy+TmWbyilpk2bWvPmzRNVoyykBL777jvX8zZt2iQdQfy1IuU1KXoEuA6iJ1NGBAEIQCCbCHiuj8yP1/Loo4+aXrznl4YMGeJ2y9f/BRdcYNOnT3fbn3/+uZ133nkuQKNWHSq+Cyn8BJjnhF+G6RgB10E6KNIGBCAAAQiUJIHSJXny4jj3U089FZymd+/eQd7PSCnp+f6ygwcPOsvad955J5jIy0Jbxx/qh4DfFp+ZT0ABiDy/ja6j+Vng16hRIxjMpk2bgjyZaBDgOoiGHBkFBCAAgWwl4MV1sTFjxrjhX3HFFeb5pz4kCgUjnzdvngtUq8Djv/zlL83zhWqffvqp7du3z7lReuSRR+z8888/ZFtUyGwCzHMyWz7F1Tuug+IizXkgAAEIQKAoCURacf3ee+85H8UCWLNmTdPEPneS369hw4blLnbbf/nLX6x9+/YJ91EYTgK+1YF6f/TRRycdxFFHHRXs27FjR5AnEw0CXAfRkCOjgAAEIJCtBEaMGGGan1SuXNnuvffelDDImvrhhx+20047za666ip3TPzKRK047NOnT0ptUSmzCTDPyWz5FFfvuA6KizTngQAEIACBoiSQ/5rCojxzEbe9detWGzhwYHAWLaFMZGErf38NGjRwfqwrVqwY1Ffmkksucb4D/WA1OXayEUoCWh7rp/zkKgt8PxGkyCcRnU+ug+jIkpFAAAIQyDYCH3zwgT333HNu2HfccYclCk6ejMnChQtt4sSJCXdfeeWVzoqbeU9CPKEqZJ4TKnEVWWe5DooMLQ1DAAIQgEAxEoik4lrBai699FIXfEYsNRHXdqIkH38KSLNixQrbuXOnffPNN6YfARUqVHC+/rRkMlVLlkTtU5ZZBKpVqxZ0SMtkk6X4id5xxx2XrBrlISXAdRBSwdFtCEAAAllOQC/Wr732WkdBcVj84IypYNFKRLkG+fDDD13wRfmyXrdund10001WpkwZ279/v5sDDxgwIJXmqJPBBJjnZLBwirFrXAfFCJtTQQACEIBAkRGIpKuQq6++2uSrWqlr16725JNPpgywdu3aduedd9opp5xiv/rVr9xx9913n40aNSrlNqiYuQSOPfZY57Nciun8FNfyHemneH/Xfhmf4SbAdRBu+dF7CEAAAtlK4JVXXrEFCxa44Xfq1Mlee+21HCiWLFkSbE+dOtXk+kz+r8uXL2+XX365yeetXKW9+eab9rOf/czV/e///m/r2bOn83m9ceNGe/rpp53Bx7nnnhu0RSZcBJjnhEteRdVbroOiIku7EIAABCBQnAQip7gePny4m3ALYosWLUyTdlmRFDQpgM0111xjcjkiBee3335boKWYBT0f9YuHgAJtymXMli1bbPHixUlPGv/DT/7RSdEiwHUQLXkyGghAAALZQuCrr74KhvqnP/3J9JcsSVGtdM8999iJJ57oVhVq+/bbbw+U1tpWateunf3xj3+0Xr16ue2///3vhuLaoQjlP+Y5oRRb2jvNdZB2pDQIAQhAAAIlQCBSrkK05PH+++93GBs2bGhvvPGGC1pTGK4KYFO69H/0+srHB+srTHsckzkEFJRIac2aNbZo0aI8HdMy3LfeesuVt2rVyrC4zoMoEgVcB5EQI4OAAAQgkFUETjjhBKtSpUrSvyOPPDLgIctq1dVqwniFd9u2bYM68ZmOHTsGm/mtSgsqkcloAsxzMlo8xdY5roNiQ82JIAABCECgiAhERnE9YcIEZ0EiTvXq1bO3337b6tSpkxTbrl273PLKZAH6ZGmi5ZJKUoIrajspGgQuu+yyYCAK2pk7Pf7447Zp0yZXLP/opGgS4DqIplwZFQQgAIEoE7jqqqvcSkAplhP9DRkyJBj+hg0bXB0dc/zxxwflH330UZCPz3z66afBplzmkcJNgHlOuOWXrt5zHaSLJO1AAAIQgEBJEYiEq5AZM2bYDTfcEDCUi4/PPvvM/QWF/z/TqFEj50Jk/vz5dvHFFzul9MCBA61bt25Wv35927x5s1Noy3rbTwSp8UlE47NHjx42dOhQ27dvn1tiK2skKaj1cmLy5Ml26623uoHKyt5fZhuNkTOKeAJcB/E0op3/7rvvbPXq1cEgFYzMT3oWyCWUUq1atdxzwN/HJwQgAIGoEFBQRj8pCHnFihXd3EdW2ZoPyWDjd7/7nauilYbnnHOOX53PkBJgnhNSwaW521wHaQYaguaY94ZASHQRAhAoEIFSMS8V6IgMrCzrkj//+c8p9axz584ucOPChQudAvtQB3Xv3t2kGJePMFJ0CLz++uvWu3dv92Mt0aj0Q05yP/PMMxPtpiwiBLgOIiLIQwzj0ksvtSlTphyilln79u1t3rx5h6xHBQhAAAIFJSBlsFJRT7ulfPZXk+3Zs8cFZfT7ettttzl/1/62PitVqmRahRjfLwUkv/vuu+OrkQ8pAeY5IRVcmrvNdZBmoBneHPPeDBcQ3YMABApMIBLaWFlKp5o0QVdq3ry5sy6RRUm5cuVyHK4fF7LMnjRpEkrrHGSis3HhhRfa9OnTXTCiePkrcKOs72fNmoXSOjriTjoSroOkaCK1Qy+iUkkVKlRIpRp1IAABCGQsAX9Oo8Dk8f6u1WGtJnz++edN8Tv8tHPnzkBpLV+42h+/6tCvx2c4CTDPCafc0t1rroN0E83s9pj3ZrZ86B0EIFBwApGwuC74sHMesXfvXlu5cqXzaV21alXnPoRgjDkZRXlr//79Jgv88uXLW5MmTcy3iorymBlbXgJcB3mZUAIBCEAAAukh4M8t4i2b09NyzlZ+/PFH5/5I89j8Xsbt2LHD1q5d62J6+G6SNA8iRZcA85zoyrYgI+M6KAgt6kIAAhCAQCYQQHGdCVKgDxCAAAQgAAEIQAACkSVQXIrryAJkYBCAAAQgAAEIQAACWUkgEq5CslJyDBoCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQEQJoLiOqGAZFgQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBsBJAcR1WydFvCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIRJYDiOqKCZVgQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABMJKAMV1WCVHvyEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIRJQAiuuICpZhQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhAIKwEU12GVHP2GAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIBBRAiiuIypYhgUBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAIKwEUFyHVXL0GwIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBARAmguI6oYBkWBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIGwEkBxHVbJ0W8IQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhElgOI6ooJlWBCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEwkoAxXVYJUe/IQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhElEDpqI3rwIEDtmzZMlu/fr3VqFHDGjVqZOXKlSvQMHft2mU7duywChUqWJUqVQp0LJXDSeDgwYO2Zs0aK1u2rB1//PHhHAS9PmwCy5cvt2+++cZatmzJvX/YNDO3Ae73zJUNPYMABApPIBaL2aZNm+zHH3+0atWqWenS+U/z165d6+bMNWvWtIYNGxZ4vlz4nnJkSRHg+VdS5DPrvMx3M0seRd0b5F3UhGkfAhAoagKRsbjWF3L//v2tevXq1rRpU+vatau1aNHCKlasaD179rR169alxHLSpElWuXJlq127th1zzDH2hz/8IaXjqBReAvPmzbNWrVpZgwYNrG7durZixYrwDoaeF5iAvht69Ohh+uF+8sknW8eOHa1q1arWpEkTe+SRRwrcHgdkNgHu98yWD72DAAQKR2Dv3r1u3iujjVq1arnnmIw5cqdt27ZZv3793P769etbly5drFmzZu5l7fDhw53hRu5j2I4GAZ5/0ZBjYUfBfLew5MJ5HPIOp9zoNQQgkJhA/qYYiY/JuFIprWUhuXv37jx9k2XB1KlT7f3337dFixbZcccdl6eOX7B161bTpF2WKn7SBJ8UTQI7d+60kSNH2mOPPZZD5rpmSNlBYNWqVe5H+8qVK3MMWFZrixcvtuuuu842b95sd955Z479bISPAPd7+GRGjyEAgdQJjB8/3r788svgAH3naT5TpkyZoOzrr792hh2JjDn27dtn999/v33xxRf2j3/8w4488sjgODLhJsDzL9zyS0fvme+mg2J42kDe4ZEVPYUABFIjEAmLa1nISmktS+lhw4bZzJkz7cMPP7S77747WPa4ceNGGzVqVL5UbrvtNrfEMt9K7IwEgXfffddZGMmiNv5FRSQGxyBSIiDldPfu3c1XWg8dOtQ+/vhj08uq559/3q24UEN33XWXzZ49O6U2qZSZBLjfM1Mu9AoCEEgPgdWrV9u4ceMO2djvf//7YAXi5ZdfbjL8kMJazzjfTZrm0E899dQh26JCOAjw/AuHnIqyl8x3i5Ju5rWNvDNPJvQIAhBIAwHvyy30yfNJG7vllltinl/rPGPxrGljHib3d8opp+TZ7xfMnz8/5lmXuHrXXHNNcMzNN9/sV+EzQgQ6dOjgZOz5MI9NmDAh5lnaBzL3LJIiNFKGkozAnDlzAplfeumleaq99NJLwf7Bgwfn2U9BeAhwv4dHVvQUAlEl4M9Fi2J8nks897w69thjY5dddlnw7NqzZ09wus8++ywoP/PMM4NyP+NZWgf7PfdpfjGfISfA8y/kAkxD95nvpgFiiJpA3iESFl2FAARSJhAJi2v5o5aliXz65U7eBD4o8i0rg4K4zO9+9zu3pPLEE080Twket4dsFAkoaOeAAQNMy2blDoIlsVGUcv5jevbZZ4MK99xzT5D3M54y2/m61/Yrr7xiiXyF+nX5zGwC3O+ZLZ909+6TTz5xFqNTpkxJ2rSCMOs74Jlnnsmz0krugWbMmOFWbd10002uXrwLhtyN/vDDD/b666+7eYieJ2PHjjVZOXozsdxV2YZA2gm89dZb5l/rWmmooIyJ0r/+9a+geMiQIUHezzRv3tzatWvnNhcsWGBbtmzxd/EZYgI8/0IsvDR1nflumkCGpBnkHRJB0U0IQKBABCLh4zq/EcdHVFewxUTpueeesw8++MDteuCBB6xChQqJqlEWIQJSVpCym4B+7CvVqVPHGjdunAfGEUccYZ06dbIXX3zR+bleu3atC+CZpyIFGU+A+z3jRZTWDj700EP2t7/9zbUpt2G+Mi7+JHKFcP3117uiV1991S666CKX91ZamLfCwr7//vv46i4/cOBA81bo5JgjLFmyxAWATqTY1suvyZMn52mHAgiki4BeqOpliVLr1q3dtetf17nPIbcgfjrppJP8bI7Pbt262UcffeTKpLzu3Llzjv1shI8Az7/wySzdPWa+m26imd0e8s5s+dA7CECgcAQiYXGd39Dnzp0b7E6knNqxY4eNGDHC1fnFL35hl1xySVCfDAQgEF0C3333nRtcmzZtkg4y/jtDVpgkCEAg8wn06NEj6KT81SdKeiGldNRRR7lgdcorUG/fvn2d0lovunv37m39+/cPXlg98cQTduWVV6qqS7Ko7tOnjwuIp1U7UlTfeOONdt5555lemivIHQkCRUlAL1IUSLhUqVL26KOPml64JkuVKlUKdiWzpq5Ro0ZQ59tvvw3yZCAAgfASYL4bXtkVpufIuzDUOAYCEMh0ApG3uI4PMKMfobnTmDFjzPON7aKuP/zww7l3sw0BCESQwPbt223v3r1uZMlWYmhn/I/4TZs2RZAEQ4JA9AhccMEF5vn6da4OZEGtlVTxq68UyE6W2EqytJZCT0FZb7/9dld26qmn2ptvvmn169d3256fYOvVq5dzHyK3QZ6vYNMLLwWGllWqklw0xLsZ0z65oiJBoKgIaO6qOazSFVdcYWeccUa+p4q3stZ9oRcsuZOCnPtJhh0kCEAg3ASY74ZbfgXtPfIuKDHqQwACYSGQ3DQjLCPIp5/vvfee802rKjVr1nQT+/jqX331lVv2qzJFWveCN8bvJg8BCESUgG+NoOEdffTRSUcpa0w/8SPeJ8EnBDKbQLly5cyPb7Fhwwbzl836vX755ZcD/9NS+ClNnDgx8Omrl9i+0lr75D5M7kf8NG3aNJfduHGjX5Tne6RBgwbWvXv3YD8ZCKSbgFYL6rkkZfO99957yObPPvts8wJSu3p//etf3WpDWWvrHvnnP/9pt956q8kdjp9kxU2CAATCTYD5brjlV9DeI++CEqM+BCAQFgKRVVxv3bo1xwRcSyhzW1bKL6D8A8rHrW9pFRbB0U8IQKDwBH788cfgYAVWS5YOHjwY7CLQWoCCDAQynsBvfvOboI+53YXI2lRJKyrOOeccl/fdeuhlVceOHd3cQPMD/++EE04I5hC+r+BmzZoFltw333yzyZWI6pMgUNQEFJdF8VmU7rjjjoTByXP3QasQ7rrrLles59n48eOtSZMmzrCjQ4cO9oc//MH27dsXHKYXQCQIQCDcBJjvhlt+Be098i4oMepDAAJhIRBJxbV+OMrX5LJly5wc5JNS2/FJEdhnzZrlijR5j/f9F1+PPAQgED0C1apVCwYlFwHJUvwE8LjjjktWjXIIQCDDCLRt29aaNm3qeqXgi7t373Z5zQvk6kNJVtm+C5GlS5e6MtUrX768lS1bNs+f/10hFw1KWq0hpaHSrl27bNCgQc5Se/To0RZv9eQq8A8CaSKgF6rXXnuta03XuB+cMZXmFbjxjTfesNNOO825yPOP0RxYwYjj47z41tl+HT4hAIHwEWC+Gz6ZHU6Pkffh0ONYCEAgkwlEUnF99dVX2zvvvOO4d+3a1Z588sk8Mrjttttcmayr9ANVimz/Tz9y/bRo0SJX/v777/tFfEIAAiEnIMszP4iVr4xKNCRfQaV98f6uE9WlDAIQyCwCvtW1lMr+c923tlZPf/3rXwcdlrsEP2lekOyvYsWK1qVLF7+qaS7x7LPPmiyylRTQTv6uFdhVcwoSBNJNQH7Wfd/qUja/9tprwfxV19ySJUuCU06dOtVd+/HXd7du3dzLG7kZkasQPeeUl3u9+GDF/oufoDEyEIBA6Agw3w2dyA6rw8j7sPBxMAQgkMEEIheccfjw4fb000875C1atDBN2suUKZNHBJqsK8m6SkGXkqW///3vpj8tmVRdX9mVrD7lEIBA5hPQfSzXQVu2bHE/3JP1OF4BID/5JAhAIDwEpJgeOXKkyUJV7kJ+9atf2YsvvugGoACMp59+ejCYunXr2qpVq5zbBCmfC5LkJ1vW2zNmzLD777/f9KJbAZJULkXgiSeeWJDmqAuBfAkoPouf/vSnP5n+kqXLL7/c7brnnnvcvRBfT/Pa3LFdpLxW0vPx5JNPdnn+QQAC4SXAfDe8sitMz5F3YahxDAQgEAYCkbK4Hjt2rPvRKPANGzZ0yyHjI6THC0TWUFoGmehPFlV+OvLII10d/fAkUI1PhU8IhJ+AlkorrVmzxrSyIneSsssP6taqVSssrnMDYhsCGU5A8St8H9YzZ8602bNn28KFC12v462tVaA5g5IsUzdv3uzyBfknlyMXXXSRzZkzxwW507F79uwJVn8VpC3qQiA/ArLuTzR39cs0b/WT3NmovHbt2n5R0k9Zcfsu9H75y18y501Kih0QCBcB5rvhktfh9hZ5Hy5BjocABDKRQGQU1xMmTAgCLNarV8/efvttF3QxGXRZUspFQKK/1atXB4fJglt1ZKGN4jrAQgYCoScgC0k/KXhr7vT444/bpk2bXLH85JMgAIHwEejXr5/rtIKw9ujRw+X1LPctUf0RtW7d2mUVtO6BBx7wi/P91MuteD/4fuU+ffr4WYI1BiTIpIvAVVddlXDu6s9nhwwZEpxKL2JUrmPySxs3brQBAwYEVeQLmwQBCESDAPPdaMgx1VEg71RJUQ8CEAgTgUi4CtHy3BtuuCHgfs011zj/fX4ApmCHl2nUqJHJhQgpuwkocFb8C4p169YFQObPn29bt25127Vq1XLBtoKdZCJDQEqsoUOH2r59+9xSa1mlSUGtVRqTJ08OrCbl6za3kisyELJkINzvWSLoBMOUFbTcHkh5J9dASh06dMjjvkOBFe+77z7Ts2DcuHEmRbfmEnoRrqSX1/IlrD/5tNZcYsyYMTZp0iQbNWqU9e3b1wVrlLW2Vn/5qXnz5n6WTwiUKAG9lPnd735neknTuXNnN7dZuXKl/fOf/3TX7PLly13/Bg8enMPXdYl2mpMfNgGef4eNMPQNMN8NvQgLNADkXSBcVIYABMJCwJvIhj55wRhjHu+U/rzJ+iHH61lZBm3dfPPNh6xPhfAR6NmzZyDj/K6d9u3bh29w9DhlAp4SKub5+Ux6LXjLrGPe0v+U26NiZhLgfs9MuRRXrzxFXI57fOLEiQlP7QVwjJUvXz5H3QoVKsQ8NyA5yubNm+eO9/xnB+WeFXfMC4oU89w0BGXnnntuzLPKTnguCrOPgD/XKOqRX3vttcE16LmrCU7nvaQNyv2+5P4877zzYgcOHAiOIRN+Ajz/wi/DdIyA+W46KIanDeQdHlnRUwhAIDUCkXAVUr9+fW/unVqqVKnSISvKV6XvI9D7EXvI+lQIHwH5fUwleUqLVKpRJ6QELrzwQps+fbq1a9fOBWD1hyELzW7dujl/n2eeeaZfzGdICXC/h1Rwaep2vAuEsmXLJg3ILOts+fmVX2z/2S8/1bK+VpKV9ejRowNrVO+luV188cUuALQ35XIW3XIfoufGsGHD7IUXXiCgc5pkSDOpE1DQRSUFJvfnstrWta+AofqMTwrmpZUBWmmkFYyaA5OiQ4DnX3RkeTgjYb57OPTCdyzyDp/M6DEEIJA/gVLSb+dfJTv37tq1y7kQqFq1Kr6ts/MSYNRZRmD//v0ucJsUVk2aNOG+zzL5M9zoEli6dKkpILOSltBOmTLlkIOV72q5UZDrELkRksuQatWqJTxu9+7dprgZ27dvd7E1FDwvt3Iw4YEUZhUBP05KUU+7de3K3ZncXCV6+b537177+uuvXZ3q1au7wKS+sjurBMJgIZClBJjvZpfgkXd2yZvRQiCqBFBcR1WyjAsCEIAABCAAARsxYoSNHz/ekZg2bZqzkgYLBIqbQHEprot7XJwPAhCAAAQgAAEIQAACRUkAxXVR0qVtCEAAAhCAAARKjIDnr9fq1q1rGzZsMM8Hta1fvx5r6BKTRnafGMV1dsuf0UMAAhCAAAQgAAEIFI5AJHxcF27oHAUBCEAAAhCAQJQJeAGKnNJaY+zduzdK6ygLm7FBAAIQgAAEIAABCEAAApEjQASWyImUAUEAAhCAAAQgIAKLFi1ygVfly3fQoEFAgQAEIAABCEAAAhCAAAQgAIEQEcBVSIiERVchAAEIQAACEIAABMJHAFch4ZMZPYYABCAAAQhAAAIQKHkCuAopeRnQAwhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIgjgOI6DgZZCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQKHkCKK5LXgb0AAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABOIIoLiOg0EWAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAESp4AiuuSlwE9gAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgTgCKK7jYJCFAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBkieA4rrkZUAPIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAII5A6bh8JLIHDhywZcuW2fr1661GjRrWqFEjK1euXNKx/fjjj6a/ZOmII44w/ZGiTeDgwYO2Zs0aK1u2rB1//PHRHiyjS0pg+fLl9s0331jLli2tSpUqSeuxI9wEuN/DLT96DwEI/IfADz/8kC+K0qXzn+bv2rXLPv/8c6tWrZqdcsopVqpUqXzbY2f4CTDPCb8M0zECroN0UAxPG8x7wyMregoBCCQmEBmNrB7A/fv3t+rVq1vTpk2ta9eu1qJFC6tYsaL17NnT1q1bl4fABx98YEcddZSVKVMm6Z/2b9++Pc+xFESHwLx586xVq1bWoEEDq1u3rq1YsSI6g2MkhySg74YePXpYzZo17eSTT7aOHTta1apVrUmTJvbII48c8ngqhIsA93u45EVvIQCBxATOP//8pHNXf147cuTIhAf/8Y9/tDZt2tgxxxxjP//5z93zTs+98847z/79738nPIbC8BJgnhNe2aWz51wH6aQZnraY94ZHVvQUAhBITiB/U4zkx2XUHimtZSG5e/fuPP3SG8apU6fa+++/b4sWLbLjjjsuqLN06VLbt29fsJ0oo/379+9PtIuykBPYuXOn6UfdY489lsPqXtcMKTsIrFq1yrp06WIrV67MMeBYLGaLFy+26667zjZv3mx33nlnjv1shI8A93v4ZEaPIQCB5AQWLlyYfOf/35PI8GLMmDF2xx135Dn2+++/t//5n/+xM888095++2076aST8tShIHwEmOeET2ZF0WOug6KgmtltMu/NbPnQOwhAoGAEIqG4loWslNaVK1e2AQMGWPfu3V1+1qxZNnbsWKec3rhxo40aNcomTpyYkNBzzz2XsFxtxiu7E1aiMHQE3n33XevXr59zDxK6ztPhtBCQclrfFb7SeujQoe6aaNy4sc2YMcOuueYa27Ztm911113WuXNn69SpU1rOSyPFT4D7vfiZc0YIQKB4CFx00UXWq1evhCeTNXV8euGFFwKl9Yknnmj33HOPnXPOObZ161a75ZZbbNq0ae6Z+Nvf/tb0vUkKNwHmOeGWX7p6z3WQLpLhaYd5b3hkRU8hAIHUCERCcd28eXM34b7++uutVq1awcjbtWvnlvxLAaU0e/bsYF/uzOWXX567iO0IExg9erRTWsuPsayP1q5da/fdd1+ER8zQchOQq6AlS5a44ksvvdRZ3vt1fvWrX5l8g/bp08cV6cc+imufTvg+ud/DJzN6DAEIpEagdevWluoc9sknn3SNKvbLK6+84tyFqEBu9l566SVr27atLViwwObMmePiPdSpUye1TlArIwkwz8lIsRR7p7gOih15iZ+QeW+Ji4AOQAACaSYQCR/XtWvXtnHjxuVQWvucLrvsMj8bWFYGBWSyloCCdso6/+uvv3buII488sisZZGtA3/22WeDocvqLHeSMlvfLUr6ga/Ar6RwEuB+D6fcCtvrTz75xJ566imbMmVK0iYUlE7fAc8884xt2rQpRz25B9Kqi7vvvttuuukmV+/LL7/MUSd+QwHyXn/9dTcPkXshrfSStZOs3EgQyBQCekH/3nvvue4oroN8XMcn+cW++uqrXZGClkuRTQo3AeY54ZZfunrPdZAukuFph3lveGRFTyEAgdQIRMLiOr+hxkdUVxAaEgREQMoKUnYTeOuttxwAWZTJPUjudMQRRzgr6xdffNH5udaPfgXwJIWPAPd7+GR2OD1+6KGH7G9/+5tr4sMPPzStvsqdpNjWKi2lV1991eRuQUnKusGDB5v8/eZOAwcOtAkTJliFChWCXVq1oQDQiRTbevk1efLkoC4ZCJQkAfmtlkJaSe6vEqX48vnz5yeqQlmICDDPCZGwirCrXAdFCDdDm2bem6GCoVsQgEChCUTC4jq/0c+dOzfYnUg55e/csmWLffvttwl/rPp1+IQABKJD4LvvvnODyW11Fj/C+O8MWWGSIACBzCcga1I/Pf/88342x6deSCkdddRR1rVrV5dXoN6+ffu6eYBedPfu3dv69+8fvLB64okn7Morr3R19U8W1XInJKW1Vu1IUX3jjTfaeeed51wNffHFF0FdMhAoKgJ79uyxDRs2uDlsfsGl/Wee+pHsuaeXs77BB8+8opJY8bXryzyZvNUT5jnFJ4+SOhPXQUmR57wQgAAEIJAuApFXXMuqyk/6EZosVatWzbkF0I9VBWNUQBv9sGWpbzJilEMgvAS2b99ue/fudQPIbyVGjRo1gkHmdicQ7CADAQhkFIELLrjAjj32WNcnWVDLlUd8Wr16tckSW0mW1pUqVXKBWG+//XZXduqppzo/vzpWPoEXLlxo559/vtsnt0GfffaZyyswtPwBK8mtiKyrFStBbkZkiS3LbxIEiprAvffeazVr1nRzWK0GOOWUU2zQoEG2bt26HKf2lVcqTPbck7sQfx/PvBz4QrfBPCd0IiuSDnMdFAlWGoUABCAAgWImEGnFtXz56Uemkib1V1xxRQ68FStWzLHtb8jKRJba8o991lln4dvWB8MnBCJCIP4H/NFHH510VLLG9NOOHTv8LJ8QgEAGE1DgOT++hSxR/WXSfpdffvnl4KW0Py+YOHGiaeWV0sMPP2z169f3qzvXIPFK6GnTprl9GzduDOrk/h6R5Wr37t2D/WQgkG4CieawisWg2B1aHSAfp3KD46eCPvd45vnkwvlZUHlrlMg8nLLOr9dcB/nRYR8EIAABCISFQGQV11u3bjX5o/TTo48+GliR+GWytFIApU8//dSWLl3qlvvOnDnTrrnmmsCHpSKr33bbbf4hfEIAAhEg4Pv51FByW2PGDy9+2TWrL+LJkIdAZhP4zW9+E3Qwt7sQP+icVlScc845rp7v1kMvqzp27OheWEsJ6P+dcMIJwRxi+fLl7phmzZoFbhVuvvlmpywkiGuAnUwRE5BS+v3333crAnRNahXB008/bT/5yU/cmbWq6Le//a39+9//dtsFfe7xzCtiARZx8wWVt7qDzItYKCXQPNdBCUDnlBCAAAQgkHYCkVRc64ejfE0uW7bMAZNPSm3nTrLKkkW1fL+dfPLJ1rRpU/cjVkpuWVSVKlXKHfL444/nPpRtCEAgxATkGshP27Zt87N5PuMn/HIhRIIABMJBoG3btu6Zrt5Kwbd7927Xcc0LfFcfssr2/fnq5bWS6pUvX97Kli2b58//rli/fr2rKyvrO+64w+V37drl3DPIUnv06NEWb+XmKvAPAmkmIN/EcmunFyiy8FcQ0quuusoZY+jli5KMOPyVhwV97vHMS7PAirm5gspb3UPmxSykYjgd10ExQOYUEIAABCBQ5AQiqbi++uqr7Z133nHwFHRJPioLmrp162Y//elP3WH6sSqfmCQIQCAaBOT/9ogj/vP15yujEo3MV1BpX7y/60R1KYMABDKLgG91LaWy7zLBt7ZWT3/9618HHZZLET/J6jrZn9wzdOnSxa/qVmQ9++yzJotsJQV5lr9rKRWnTJkS1CMDgeIioECht956a3C6zz//3OXjlZLJnntaZeS7wOGZFyAMZYZ5TijFlvZOcx2kHSkNQgACEIBACRCInOJ6+PDhbqmkWLZo0cKmTp1qCjZTmFSnTp3gMJb/BijIQCD0BKS09gNQLV68OOl4FGDNT/KTT4IABMJDQIppKfGUfHchCrqspACMp59+usvrX926dV1e97kU3cn+du7caX4QR/9g+cmWJbeU42eeeaYrVkAsla9atcqvxicEio1AovlrvOVlsueeXI747rN45hWbuIrkRMxzigRr6BrlOgidyOgwBCAAAQgkIBApxfXYsWPt/vvvd8Ns2LChvfHGG1a5cuUEw06tyJ/Yy6XIiSeemNpB1IIABEJB4LTTTnP9XLNmjS1atChPn2V55gd1a9WqFRbXeQhRAIHMJiDlne/DWvErZs+e7fwBq9fx1tba1pxBSZbXCtBc0CSXI4qbobgYvrXrnj17gtWcI3raAABAAElEQVRfBW2P+hA4HAL+/FVtnHLKKa4p/5mnjf/5n/9xZbn/ad7sp1/84hd+ls+QEvBlzjwnpAJMU7e5DtIEkmYgAAEIQKDECERGcT1hwoTACqpevXr29ttvW7zFSW7CCkCSX/RsWWV99dVX7rCWLVsGfjBzt8M2BCAQTgLyb+sn+bXPneTbftOmTa5YfvJJEIBA+Aj069fPdVpWpD169HB5xa+4/PLLcwymdevWbltzgwceeCDHvmQberkV7wffr9enTx8/64I7BhtkIJAmApq/Jgukp6CM48aNC86kOC5KZ5xxhskHu5IU1H6QUVfg/ZN/9wcffNBtyjr7/PPP93fxGVICzHNCKrg0d5vrIM1AaQ4CEIAABIqdwJF3eqnYz5rmE86YMcN8X5ZqeuTIkbZv3z6neJbyOf5PP161/FGR2Js3b24KyKQgTBUqVHC90nJfWW2rDdXVD9xJkya5wDdp7jbNlSABBc6Sle2///1v9yfL2i+++ML1SMGOtExc+6SYqFKlSgn2lFMXFYGTTjrJHnroISfjTz/91H1nHH/88bZ//37nbmjEiBHuO0C+bp966imrVKlSUXWFdouYAPd7EQPO4OYVePmxxx4zKfNkAa2k7/hhw4bl6LVWVehZLxcfH3zwgVPiyVLVX7UlC1Z9D9x0003WqVMnk2Lvrrvust/+9rcmv9fyaa3VWbLWVh3/xfctt9wSKAtznJCNrCOg60UpHdPuc8891/7rv/7LvRjRs0nz2C1btth7773n5sPz589351IAcq1G1FxWf/LBPnfuXPec+8c//uGuW81xvvzyS+fa5l//+pc7bsiQIaZzkMJNgHlOuOWXrt5zHaSLZHjaYd4bHlnRUwhAIEUCnsVG6JMXjDHmDTelv86dO7vxehbZh6zvTfJjY8aMCT0fBpCXQM+ePQ8pf11T7du3z3swJZEh8Nprr8U8ZVPSa+Hoo4+OeUv/IzPebB0I93u2Sv4/4x48eHCOe3zixIkJgXg+qmPly5fPUdd7qR3z3IDkKJs3b5473nvBHZRrvuAFwYp5PrWDMk/xF/NefiY8F4XZR8Cfp6Zj5J4v9eA689vN/ekFDI2tW7cux+k8H+0xL2h5vsf26tUr5r3AzXEcG+ElwDwnvLJLZ8+5DtJJM/PbYt6b+TKihxCAQMEIRMJViL/00Zu0HzL5VpOyuBo1alRCS2pZTZ199tn2ySef2OjRow/ZJhXCR8BTSKbUad8SP6XKVAodgQsvvNCmT59u7dq1c9aS/gAUuLFbt242a9asINiav4/P8BHgfg+fzNLZ4wEDBgTNyTLVU8wF2/EZ+ahesGCB84vtKbDdLllp+8HqGjVq5OYEvusF76W5XXzxxS4AtDf1chavWqWj54Ysul944QVTYCwSBNJN4A9/+IOdd955wWrB+PZr167trLFl9a9VRPFJqwO0SnHgwIFBQFLtlzV2s2bN7Oabb3bXbWGDmsefi3xmEGCekxlyKOlecB2UtASK9/zMe4uXN2eDAASKnkAp6bmL/jSZfQYFY1q7dq1zDyEluP74sZnZMqN3EEg3AbkIWbhwoUlh1aRJE/dDPt3noD0IQKD4CcglmFx5KMnP9ZQpUw7ZCfmuXrlypXkWq85dlGJnyD1IoiTfwEuWLHFuRhRbw7N0da4bEtWlLHsJSDmslM5p94EDB0wu7uSiRi9M9HLFd2+TCun169fbihUrnOs83KKlQizcdZjnhFt+6eo910G6SNIOBCAAAQgUFwEU18VFmvNAAAIQgAAEIFDsBOSvfvz48e6806ZNc1bSxd4JTpj1BIpCcZ31UAEAAQhAAAIQgAAEIBB5AiiuIy9iBggBCEAAAhDITgKySK1bt65pZZXng9pkYSp3ISQIFDcBFNfFTZzzQQACEIAABCAAAQhEgQDOF6MgRcYAAQhAAAIQgEAeAl5AKqe01o7evXujtM5DiAIIQAACEIAABCAAAQhAAAKZS6B05naNnkEAAhCAAAQgAIHCE1i0aJELvFq9enUbNGhQ4RviSAhAAAIQgAAEIAABCEAAAhAodgK4Cil25JwQAhCAAAQgAAEIQCCbCOAqJJukzVghAAEIQAACEIAABNJFAFch6SJJOxCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIJAWAiiu04KRRiAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCBdBErcx7W/dDJdA6IdCEAAAhCAAAQgAAEIZCIB5r2ZKBX6BAEIQAACEIAABCCQLgKxWCxdTbl2sLhOK04agwAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgcMlUOIW1+nWxB8uEI6HAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBkiWAxXXJ8ufsEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkIsAiutcQNiEAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBkiWA4rpk+XN2CEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQyEUAxXUuIGxCAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAyRJAcV2y/Dk7BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEI5CJQOtc2mxAodgLLli2zDz/80I455hi74IILiv38UTrhwoULbfny5XbyySdbs2bNojS0tI0lFovZa6+9Zjt37rSOHTta/fr109Z2NjaUbTw3bdpkc+fOtRUrVlilSpXsrLPOskaNGkVS9On+Ptm9e7fNnj3bdM106dLFypcvH0lu6RxUJt1f2fqs/uijj0z3wvbt29293q1bNytTpkxCMRe3vA7nnsqm77KEwiqhwuK+RkpomCV22oLcryXWybgTR+V79XC+i+JwkIVAoQhE5T4q1OA5KCUCfEelhCmzK3kTqIxJP/zwQ0x/h0o//vhjzPsBETtw4MChqrI/BAR+97vfxby7xP0dPHgwBD1OrYtLly6NPfLII7G//vWvqR2Qhlpt2rRxHE8//fSgNd1TU6ZMid13332xr7/+OijP1szmzZuD62306NHZiiFt484mnm+88UasWrVqwfWj7y3vhVvaWGZaQ4m+T9THwn63/f3vfw/YTZ8+PdOGm5H9yaT7K6rP6mSC37t3b6xnz57BNevPUx566KGk90Bxy6uw91S2fZclk3FJlBf3NVISYyyJc+Z3v5ZEf1I9Z1S+V5N9F2XSb5BM6kvu68N7kRj77rvvYof6Hewp32Lr16+P6bMkU6axjMp9VJIyjfq5k31HRX3cURpfxlhcX3311TZx4kSn5T/ttNNs5syZ5ikI3Hbuf7/97W/tL3/5i5166qn21Vdf5d7NNgQygsDgwYPtnXfecX3xFMnuei2Jjv3zn/8078e3O/Unn3xiL774Ykl0g3NCINQEvBelNnDgQPOUDm4cWtGwZ88ek9VitqVM+W7LNu6Mt3gJPPPMM+a99HUn1Yowraz44osvzDOesDDfA3yXFe91xNmKh0B+92vx9ICzJCKQSb9BMqkv8awWLFhgP/nJT1yRVqO9/fbb8buD/MaNG61hw4a2Y8cOa926tf3v//5vsK+4M5nKsrg5cD4IQKD4CGSMj2st7fKTvohHjBjhb+b51BJ/pV27duXZV5gC7+2m9evXz3r06GHe25jCNMExEMhDQD8O/aRrrKRSSfajJO4t3cO6l3VPlyT3kpI35y0aAu+9956tXbvWNX7DDTc41wFyy+NZHxfNCTO41ZL8TvGxlMR3i39uPrODgLdayg1ULoG+/PJL+/jjj02KAymtM+EeKKwU+C4rLDmOKwiB4p6L5Xe/FqTf6aybac+pkuhPOr4r09XvdPRF10e6+uNfay1atAiMm2TwNGfOHH9Xjs8HH3zQKa1V6Bsk5ahQjBvpYplKl9PNO5VzRrVOcX8vJ+KYCX1I1C/KMp9Axlhc50Yli+rrr7/eWrZsmXtX2rf3799vkyZNcu3qTeYvf/nLtJ+DBrOPwH/913/Zq6++aqeccoo1bdq0xAD8/Oc/t7vvvtv27dtnffr0KdZ+lMS99cEHH9i0adPcOB977DGrWLFisY6Zk0WTgK+01uguu+yyYJA1atQI8tmSyYTvtpL4bskW+TLO/xDw73nFQqhTp44rlBJbKRPuAdeRQvzzx6VDs/27rBD4OCRFAsU9F/Ov60T3a4pdTnu1THtOlUR/0vEbJF39TkdfdJGkqz/+BXfEEUeY57rQLr/8cld0zz33uBg8/n59btu2zfSbRunYY4+16667zuVL6l+6WKbS/3TzTuWcUa1T3N/LiThmQh8S9YuyzCeQsYprLcW86aab7M0338x8ivQQAgkI6KGuv5JOZcuWtVGjRpV0Nzg/BEJNwPM9GPS/evXqQT4bM5ny3ZaN7Blz8RHw7/lE93uY7wF/XCKZaGzFR5gzQSB9BPzrmms6fUzT0VIm/QbJpL7kZtu3b18bO3asLV682LlL/fTTT01uJv306KOPugDB2h42bJgdffTR/q4S+cxkliUChJNCAAJFTiDjFNdnn322W4opf0/ycy3FtSK4FyTJ95PcjaiNFStW2AknnGDyR/rTn/7U5KfQT15gAecaRFFG/SSf2b5Pw9KlS9uFF15opUqV8ne7T7WtPy0drV27tvNL1b59e6tcuXKOev6GIt2+++675gXGM89BurPAVbs1a9b0qxTqU8p9+SuWJe0ll1zixrZo0SLnV3nlypXOWv3MM8+0Bg0a5Ghfy3tefvll8wKZ2C9+8QurV69ejv3amD17tlsCL2thtaGU6Hyff/65vfXWW/btt986/4+y6K1ataqrr38at/brWC/Ql3Xt2tW9KQ4qJMh4gTftlVdecUvx1VaHDh1MfI866qgEtf9TJL+zH374oc2fP9++//5707IrnU9yz53EaN68ec5P2FlnneWOmzp1qul66NSpk1100UXBIYcjO00+5s6d63jIdYWfcp9f16uWhelP16f63blzZytTpox/SJ5PtaHxyt+m/G6qfpMmTfLUU4GuOclbLnZUL/f1oDqyVBETtac322rzggsusFq1aml3kNSWlktrXP/+97/dcun/x96ZwO83VH98SptUirQnSqhUUrKkEvEnihZtlLWsaaGivxZU9rKUsuVPsiTJTvZsESnZy74UQiGFcv/nPZzpPPe528xzn+/3+f7MvF7f773P3FnOfObMmZkzZ2bmm28+zyOLL754CDdVbStkKC+0RzAHG3VYXs8+++z+5yKLLOLbnn6zz8svv9y3m5tuuqm23djwvMfKgXL8qvYE7WwTHEf7Jf8y79FWTjvtNMdZdXPOOaejPWCtpI7zmw877DBHO4BvllpqKS9H9Xvdk7PUTzzxRHfvvfd6+YiSZ4EFFqgL7s+NHkf7rc1QPnTtJ+ApeAvZou6kk05yamm98sorN8omjcNWR6wMLrvsMl+/WMwg28C83MeAO/VCfd1zzz2+b0GWIZvU4lPTTeUjjc+TfLrKE8LXyTa+4cAWnkJWcA64lvOxr9X/J022pMp+dtlQf8gb+q2y45gG0rZ9qw2DLOLoNNrjhz70IfspvMfKq668HjLo+EK6lAe+buu7utYv47EjjzzSb8Wmv5p//vkrqaG/ol0yfimPEWPGA+XEaU/HHnusz5++EHfjjTeGcSH9HX10Wxsop2t/p9CX0qZsnrx3kWXPeMYzBsaVjIM5O5jxK+OB9ddff2hccM011/jxNmNu8ENWsVuyasfkVPVB5bLzO7bPjpHDml+MnNc4PGPbtI3LO20BGc44cOmll/YymLkM6aLgwo+/qh1oXdum5lmuQ/K1Y2j6eniNcOrKYzHG+fSFyI26Iw84DpIygCk7YZ///OdrcuHZtb2GCPISw6/l/rVLeyCv1DEwccchV0ehB5qsi5VF8FfTHKSpr42hu40vGT+10UI5m+ZDMfRYzLq8Y3X9ta99zX384x/3wbG61t2jtAW5FNj7N1lbx8q4JuzbaK7DstxmaOPUTdvcpiq/UfCOaUeadyx+Gq/q2cRHVeFj5FKZ1ylrmx4hZY4cO1ahvpj7kZdcIOoXxpn/6TxnKmgA21gZVVUf2W9CERDBMxFOLiXwN7eLYrMQpg+3uMvAd+iGXZnM+e8yYRmi/YQTTihktT3EF9jDO/7HHHNMiCMCKnyz4ey7CPUQXs42LESZVxlHtpEWouwNYfVFOqFCFJBDcWRyUMhqqgYrRNAXH/7whwtRGBayVSj4N72IQAnpSudWyMVh4beW4elPf3px8MEHDyRDmfT7LrvsMvBNf8jEzIeR1V71Kmx+MkgtPvGJT4R0ND1RNBcy6S5E2VLIQHPoO3Umg9WQJi/2JmCZMBai0B+KJwPhQpR5A/H0hyjvC5nkD8WBJjAp37ys+Ymitdhjjz0KURqFuHIhqCZbdK27EKH0ovlAhwy8w1f1J39R7hQyGQz5K46iPCzgt7IjnS233HIoPPG22mqrQttRXb3JVrSBJEkPHoBPNG994rfzzjuH8DLoKETZMhROw4u1QCETfR9+KtpWIOzxF1kMqqUNGtdaay0f0vKxnKVfbLzxxkPxqtqN5pciBzSufVo6pqL9krflPRnkFPC71p8+adfwhSiPChlwDn0XS48BfrblkLOfC1m8GopD2mJJYosf3sfVfkMGFS8x/QTyWLGpepJWm5NJfLHEEktUpiMX7BSyYOKTkMVEL7PEkqUyrCyUFrKYO5CdxT+Gj0gkRZ4QT/kIPEjDOuS7LBYP0S/HcBUyEQv+xx9/fIg2abJlFNnPWABcqsYnMqgPfZUoYYawAxBZKPbxqWucrd8UeRXD6z7Dhn+23kVZXbz0pS8N9alto6rviqlfmbyFNFdZZZVKamTxPYzzaFfWxcoTG5d3ObM+5K9lsk/6bZzFwrYBW1/l/pZ4KfSltCnyKrsusszSf8ABBxSihB7AY6+99grJysJnIUeNDHy3WNEXMBa0TnEDx776IJt+1Xtsn50ih8m3q5y3GKe06aoyKq7MoRhHy8LqUL3IIlBh5zSkE9M2NV/Nq24M3WUsJsq5QJ8ovjXpgSfjc+UnWRAc+KY/urZXwqfwq62rtvagNPGMGQMrnpR1XHI1hh5bjvJ7iiyyGJZlYltfG0O34ljHl5SliRbkeNt8KIaeMnZdfkODLD55vmduKgtPPtp3vvOd0BYYR5VdrIwjfhv25TzKv+uwtP6xY9JyHjF4a/3HtiPyTMGvTKv+7sJHGpZnilzSssLrXfUIXeSypSt2rEL/Vx4vqPxGb4cbNw3kkSKjiJfdzECA1ceJcKpwk9t0PT08leEZLFhXp7j+wQ9+EJSQCHyUbGKJU+hEUtP7yU9+4pOT1SCvKJ533nlDXmKNUIhFjf9beOGFvUAhsFirDkzGERYbbbSRV2TPNttsPj5PsTgJpKLc1TzFWrH43Oc+V8ilPiEdsWQMYe+8884QFtpltSh8q3uxnYNVjqM04E/zllVcPxnTdPpQXIvVQUh/wQUXLGQFOPx+2cteVrDgoPmXv4s1tJLinyqACQ+tPBl0i3XngEKVSTL1YJ1snQr5oGRD+S8WQQV4a/4qMDVeVX4sJKCsZHEDF1N3mm75afOxE1vrrwpjFFW0AehQuj/5yU+Wkyzk3PfwnXBydnZQhGg8nl0V19tss01IDxpkV0IhVjmFWCl7f3hRLPo9HVbxBv8zCaYT0rDku+uuu/qw425bQ8CIB2Wh7dKGFQuUR9qed9ppJx/NthsNx7Ot3RA5RQ74TCv+WTqmov1CguU9VY6CF4MN6lrxECvi8Lvqu+yICCWy5dD4POERsLd+crFMiMfLuNrvQCalH7H9hJxl68shVmuhLPQplA05oxOLUjbhJwNiuwBAXJQLKBEUm6985Ss+vFhyBz8Umyz+seAi1rvBH4Wm7R8s/jF8RIYp8oR4lo+sbLv55psLsQgPtFJuZJSW0z6t4nqSZMuosh+5reVkAG2dWAmHb4Tht3WyQ6HQvhWlH87Wr6bLs4u8iuV1S0vVu613pbNL3xVTv+SrC6Twc1nxyXfZjRdwlGOw8PIuRZ5oXH1SB+RvZRd9nPYjn/70p31Qi4VtA7a+ykqaFPpS25SWxz67yDJLv+U3NQ6QM1Z9kvSFGBRoGNlxWMiONT+G0L6FbyhhWGhQZ3HTcFV9TEwfpGlXPVP67BQ5HCPn6zDu0qaryoifxVXH0fQhjKPtuBJDCdt/xLbNurzsGLrLWIwxhPIOtFc5aCeM7LYcoNmG7dpeU/m1rq7K7cHSxHvMGNjW3bjkagw95bLo71RZZDG0MrFLXxtDt8VR24DlS8pRRwvfusyHwAADsy56A9JMcYceemhoG+utt17BgjeygbbAXFt2KwwkmyLjumA/kEnFjzosrX/smLScTWr9x7SjFPzKdNrfXfhI59Wpcsnyelc9Qhe5rOWIHatgfPnGN77R8yi6MPQuW2yxRfGe97zHj2kZU+HGSQPpp8oo4mY3MxCYOMW1bA31yF1yySVBccJEX7bJBESrFNcMXlR5ysTZToqJuOeee4b06ACwqFCHRa4OoLBmrXLbbrttCKMKMA13+umnF6q8RtGgDoUD6aIMZUVNHZ0Qlt+33367ehXQrzSkKK6Ji7JXrb4RIptssklIE0tIdX0orskPRbJsBffJQr8uPmg5qDesr3FyqUSBZaF+w6pAnRXAfIdW2V7uP5OuVYLvu+++Gs1jpnXOIoNaLRKAOsVaS/Oz1u3l/LAwhb+Io0qomLoLBJVebD52Ymv9oY8FEJ2cyzaaYAVLh89kSJ0cxxImIEwStUx0gPvss0/gQdLsorgGL53QUJdWyUJe4MKEHX7FMWFnEIWFi3VyvE5Ip7woMa62ZfMvv2PBpPXOoKDs7KCKcF3bDemkyIFy/vo7lY7U9ku+Zd6jrekk9sADDwy4KX72Ozs31F+OdNJiDEwE+M6AXuUCgVh41HgsJCg/WZndd/sNxJVebJ6x/YRccBrKIVsASynX/7RyGEUxslkdkwcUCWpBw8InigS5LDgsGBEW+UHbUxxl+7QmMYR/V35OlSdkbPnIyjYWZ5VGFLha19ddd10hx2aEb4SxffQkyZZRZT91oxjssMMOoZ542W677cI3wthJPN+POOKI8J3JKy5VTozC6z7jin+23qG/qe+SYxZCCrH1y+4MxXD//fcP6egLi9P6nf4HZ8sbI080zaqnTn7Jr+wsFrYN2Pqy9ZtKX2qbKtNrfzfJMks/GLOLDstoHH0/5cBZXmbcq/0I3xjbMhbQOmIBRZ3Fje+2j0ntgzTtqmdKn50ih2PkfBnjrjK7qnzqV8aV34y/cMw/7Pjb1kds2yS9cl5VY2jCNY3FmIPp+J3y28UN4srxPGHOhlV/F9fUXlP5tVxXde2hjr4uY+AynuOSq9DYhZ66sqTKIouhlYkxfW0Xuss4VvFlHS2x86Eu9NTh2OZPf6JW1ygl99577yBLdaxo00iRcTHY27zsex2W1h8Z34d864J3uf67tqMU/CwO9j2Wj1LlUkxZrR4BWpvkMt9Txip2Xloe9zL+ZzHYunHQQPqpMsrSlt8nG4GJVVwDG52ODnxp3OqqFNd2osOWmipn02OCqK5NIDKgUisyrFGrnG7BZJVXV9Kw9oZ+FBPlQVlVGmzBZIJEJ9XF2c6B4zVQelrHYBVLBWhYaaWVwicrYFKPCqFMbOm1zk66q77LGWehPvfbb78Q1QpgjrsoOzlHO8STs1LD5x133DH4Y4FVdnYLobXKsvlh2a/KFRs/tu5sXH23+diJrfWXW6E1eHhCq/K93UKJtZT6sxpaduCrA/cuimusPDW9Qw45pJyc/11e2a8MJJ7aJmkn1o2rbdk8yu9tHWJqu0mVA2X69HcqHantl3wt76EwKDtrHdv0nYUOdbYctPsbKo70WX311QOvyZn3Puo426/SVn6O0k80KXvK+ehv+F8XNbHSsUprDcMinR6xo35VTxbVtL3qzgbCWfxj+oFUeUKelo9UtlEG7SexCi+XCVkiZ92FMljFNWnWuamWLaPKfhR4uiBIea3TY0C0HjmSy7p11lnH48OiJYu9uNT6HYXXLU323dZ7TN9l0yi/V9UvEx3FyC6SERe+UoWXxS9VnpTpsb+1P+1DcZ1C37jaVJMss/yGEQWGGWWHXNMdKCglrCGIhqWf0l08KGHUWR5q6mOo/6bvtg/StMvPvvts0q+Sw7Fy3mIcI7PL5bO/La6MgcpO7i8JbQpL5i6uqm0Sz+ZVN4YmXNtYbNNNNw00cUSkdRxTpzKg/M2Gs+917XUUfrV1VdceLA3ld/LWctQZRlk8xylXoa0LPeUy8HsUWWQxtIrrmL62C90Wxzq+rKMldj7UhZ4qHLv6sSNb+UafHO1XnpOlyrgY7OtorsPS+vcl37rgbeu/aztKxa8Okxg+okx99KNdy6o0t8nllLGK3U1YpZ/QvPU5DhpGkVFKV35OPgJPFoE4sU5WFsPFajKIcXpjdBXBcg6S95YJn9tggw2qgri11147+HMIflfHxTxiuemDc2GdCLqhv8UWW8x/F8WEv3iLH2KB7P24uJB4bXluttlmTqyLnJy56+PF/JOznJ0onQaicFmknCvq/WS7zcC3UX+AsRwBMpCMYoAn9JS/24t66uiRCdVAmvyQ7SfhQkFRRofvXCSI49JGLpQr14tY1vuLXwgjE2EeQ04sfJwolob8Y+tuKIGOHrLIMhTS4mhx4rIbnCyOOG6fLrs11ljDY1X2r/vNZUs48CNuleNSny5OLGl9MNqJdB5dovgwqW2rcwYtAWPazThpjaGjpUidP8ui1VBYscoKfqIcDe/6om0YmVblkAuypX7ok72cVNvwONvvEAGPe4yzn6jKk8uBRbHrP4kF8tAljHwQJWfjRayarrYxfsvEQL0HnjF81Lc8ufXWW0M/KUc2DZUJWfLlL395gN4uP7TcUyVbRpX9orx3Mmn2ReMCQbFe8e/QzyVmOJXx8KOOa2S46Lj0E8dFNlzOWHYx9TtuXo/pu8rlsL+r6peLYLlIDnfmmWc6OUotROHSUtmh5H+LwUDw70OehMTG8JJC37jaVNfiyUJK4GUbBxkuCzTea91113ViFWg/+3fGnlzKihMltr+00f8w/8bRB5nk3Tj6bOVX8lE5PIqcj2nTtmxN77IoOfSZy2L1guS68XA5kpa1SfbWjaHLaVX9tnMyOcJxIIgYwvjfsjDiVlhhhYFvsT/64te69hBLT1P4ccrVpnzbvo1DFo3a1zbRHMuXfc6Hmujq+o0xVHlOL0cv+ItWbRqpMm6c2Fv6xiHfbPp1713bUSp+dfnG8FFfcqlrWetoLvunjFW4kFkWDn1SjPPFONHrZMppd/2dQsM4ZFRXenO4qUNgohXXDJrE7N+jwcDpG9/4hn+XVe8hhBgY4+R85SHBroFl+6i+OgaaXZ0qWggvq2lOzuUb+qNDUafKRrnEzInlmfeWC7X8bd+yyulvXNWwfT2rMCFtOabEZyFWfX1l5dOpyk+20DXmIeedhu9i5Rze7UtVunxXJbhseQmKUa0XWbX0yp+qehGrNZ+81onNi3f4pcpNVd1VlVfrDLpsvckWJE8qA3lZea8iO8pP8QMDsOviZPu3kzMunVjieMUCCgY5EsbJ1tMu0YfCKA18iGlbQwklelThT1JaBxb/cdIaQ0diUYeiVeXZtQ2jjEXRVnZVaRJG2y/vt912Gw+neI6j/foMKv6Ns5+oyC6UkW+6iFgVruzH7eBiReFWXHFFJ1vunVgXDmBYDq+/6/Cv4ue+5YmmBy1iYakkdX5OimzpQ/avttpqvty0k5NPPtm/yzFefiDPQqkuCllltVVia/wyeDH1O25er6JF+Qy6rezkd2z9qlIaDOU8XJLwTnYW+Sc4yhECj/v2I09CYmN4SZF3o7apUYtRNz5S3iL9snLF5qljbowK5Hgl+8m/V/HQqH2QzUQxxy9lfNFVDtt8YuQ8dFVhgL+2pXI74lubq0tTdv34qHYcjUds27T51/GIDVP3LvdgBP6RyxcdYwEc/CXHRfp32rgqRLxHwr+++HWUsnYlu6rulBdIo8wPo9RdV5oINw5Z1EdfW1eG2LrSNky8rvOhurz78MdASS5PDEkx5xOL4vBbX5RufsfIuHFir7TxrOJn/JWny/zMtz5cVb6aJ+lrvqn41dGo6XXho77kUtey1tFc9tcyxMzNMEz5+te/7pOSo1edHEHl5NhIJzssgnFGOZ+m3yk0jENGNdGYv00PAo8tj0xP3p1ylaMjvBUyAy2skRG2VU4tAK1ytBzOWo8ykO7qrLUPcbBQrXN0LqqkQcHI4Eu2O/qJFxMwOdLC/8nRHY4JmKWpLs1R/On8pspVCU+bd9t3G7b8jiW9OlWY2XppqhPyVQs4TaPtOZ11V1dnWt6+eEbOofQwYJnfxaFYkW3bwYKwS5y2MFomDddUj7ZtafhxPavqYDporaJjXGUm3bY22va9jrapbr91dIyzn6jKU9sY37q0M2SbnGXt/u///q8quWS/Kj5Sfu5Lnmh6EBmb5iTJlj5kv5z56+R8Rb+4I9vcvYIVS2GcHG/hLapZ8IM/+I4lH091dYpr/V5+VtXvVPM6NFXRgX9K/WJxhuECYzWsL+UMYb9ojYILJxecOjmayL/zz/JfUz+SMh4ImYzwkkKfjRPbpkYgtTWq8hYBm8bcVgHUdczd1se0fbfEW/zwb+ILO76IlcOxct7SWPde15bqwnfxtwpgHUentM0ueXUNg9U1FnooO2jbH//4x3171/hyFq++Jj/Hya/JREVErOOFqaw725b6kkV99LURMDYG1TbcZZzWmFCPH+04gDksu7nKztYL37rKuOnGvo6ny+Xr83dVnqn41dEVw0fjlEtVZa2juexvMWnip/JYSi5edOx0R1mNEpnysYte7phzP/rRj9wHP/jBcla1v1NosHH6klG1BOYP04bA1Gk1E4tIJ6KW1ljpsgJZNXBlEohDwV3nrNUtFmxdnV25xbKUAVbdn9xo6i1QNW0srg8//HB/VAWrobr9FyssOeNHg03bU84mnLa8YzKWc718cPDTbalaL3KGVm19UE9Y69uV6675TlrdyQ3xnnTdJt21HHXhdNKvW9XrwuEPn7BbgG3vTH7kHG6vjCAudcMxNylO65C4sW0rJb9R4kwirTOt/YI/A2ac4jmu9uszKf0bZz9Rysr/1DbGjy7tbLfddgtKa6zR5PJG33ewc8T2X1V5xfr1LU80PeiIkVGTKFtGlf3Ef+tb3+qrhL6eI8TkbHf/m23vjGFWXnll/xt/xjaquEaxrW3DB0j8N9W8Xkdmav3CT/Q5uHPOOcfv1GDhX3dRlRVaitlUypO6Mlf5p9CX2qaq8u/TT3mLNJvG3CoH4Hcbp09amtJSzAkTM76IlcOxcr6J5nF+07bDYgPj6NS22SeNtGM9rk+PC2HOhMNiX+5rGTk7y3uTzK8xBZ3quhuXLBq1r43BrCmstuEu47SmdPr8ZnUd9t3mkSrjSGNSsLflmer3UfCrojWGjyZVLikmKWMpuUvO75hhEVLudPEQoSPAn2NZuroUGsYlo7rSnMNNDQITr7gGBrYcLLTQQh4RLG/kEsIhdDiyAMc2dLkcbOg7Huedd17w1y1zwePxFwYDZWe3/l155ZXlz51+swrFmd1yW3mwEjrhhBM6xe07kN2KWdVJYxmuiuK+825LTy6UHArCdhUsC3DgqE7rhVU2PWtQv/X5nJS608UWyqrbaGw5qbcq/GwY+z7f42cRs0JcxQc27EUXXeS3k+LHQhKrqJyHjBKSlU3O6W1z42pbTflW5dkUvumb8hthUuVAU/pdv8209ku5zj333FA8bcOK57jbb8hYXvrqJ2yaTe/axghz6aWXNgX131R5KZfPOSx03//+93uaWbDr24Kgb3mi6VEQznaucqrIst8mWbaMIvvf9773+WKylfvoo48O4xZ2reDe8573+CfKpOOOO86BA85aWXmPxH9Tzet1ZI5Sv6qcxjqUHWp67i1WQLQN66ZDntj8295T6EttU220jPpdeYt0WFSocoxH9Ex3JuhNlltV8fvwU8xJK6bPjpXDsXK+j7I1paEKahsGI47yOHqUtmnT7vJeNxaDN/QMaxamOFJJLsD0SWr775J+U5hJ4dc6DJpor/vWR93F0DNuWRTT18bQXYdf2V/bcJf5UDnuOOgp51H3O1XG2fRisLfxpuu9T7z7wM/iEMNHkyCXqrBUTFLnZhi3MY7lqK2tt97aw8PRLGeccYaFKrz3RcO4ZVQgOL9MKwIzQnFNI+ByRhwTmCrFta7K8x1ribKj0egB9mxf1Mkj4bA80C10l112WTmq46xtthHi2MJdNfkeiiQeVVsj6SCWXHJJH7z8HaW23CTs9FD6qjT78EMpolbLnL2tWwZJG8svtupVKUb7yLstDc501cusNCyY60VAetkP3/QiOejXutU4oz7LdUN6TXU3an5d4mOBqe6AAw7QV//Eoo+t6fbMrIEAFT/0oj0mmGzlKTu2+bD1B56wZ8JbxSlxWFhQpUs5jXG1rXI+9rfdTlfVnm3YmPdUORCTR5ewk9x+5TZpd9BBBw0Ugx0PXJSD48gQ5eNxtt8BAsyPUfoJk0znVxZIZ599dh8eXKr6DpRxeimftjP6qDnmmGMgn7POOmvg96g/tB5Ipw95Mv/884d+kkXZ8mIYbfGzn/3sENlaZj5MgmzpS/ZbBTTHheFQ3umlg4xB9AgdcEGG41ZffXX/HPXfVPN6Hb2p9Ut6KP91wYb2c+yxx/pswMjKeTynQ554Yjr+S6EvtU11JCk5GJf86e7BI4880rHTsOwOPfTQYGG1yiqrlD9Pye/UPlt5tqscjpXz4y581TiaoxZRXuNUBmk58YuRvYTv4mwbbRqLcVQSjrGmXuSMhamec+8/jvBvOvm1bQycWqzUukulZxyyKKavTaW7K74x8yHS7ELPQw895JhjIwvHZQyWKuNisO+K4TjDdcE7Jf9U/OryiuGj6ZJLbXI5ZayCHkHHsBabj3zkI+Gn5blx0DAOGRWIzy8Tg8CMUFyDFhOYd77znbXAcVSBbhPg8jguMUARTGeBRciyyy4bFN6clairYiTIWUC6ZeM3v/mNn8RzPs8hhxziz1RkGxtWpjgUqEsttZS/6V4vEsEPiykUvnoG98MPP+wnXGyPsJZ2KCiwKsBxy7c6FOsotEmDJx3eON073vEOnzwK6g022MArPNnSjBWYXn40zvzr0r744osdtIE9Sli2d+oFndSD4kt8LPF1O8kOO+zgz8ljAoUim7+rrrrK7bjjjr6+YhTxsXVXV5a+/TkLUC2bWchhgYZbdOHzVVdd1Z8BH5MnbUStoMCPc6muvvpqjzuKbC6FY5cAbchewESdsLgCxuRN22JltcqNo21V5WP9lCfwAydoRQao9ZcNG/OeIgdi0o8JO6ntl4HLuuuu69sp5/tjeYsCTydZTER1VXxc7bcJx1H6iaZ0676hdKO/wdFPsPCGJTVWPbQZ+rWPfvSj4QI/bWcsGn33u9/1igZ2Ueyxxx69KTSV1r7lCUoe6h4HzZzzTLtjh8g+++zjlllmmXDMg9LAU8vM+3TLlj5lP7esq+WKXkxHuwUnHMeggQlOvzPwRu724aaa1+toTq1f0mPRRxVZOp7Dv8oSczrkCbR0dSn0pbaprjSlhmPcwLnEOMbByLVjjjnG78pC1nP5KGf14wirlzZ5jyn8l9pnK892lcOxcn7cEND3Ims4eoNxNAvKW265pc8WTPQyeS0nH2Jkb1f6u47FGCPoWem6uAtP2Xla1zyrwk0nv7aNgavo7eKXWnep9PQti2L72lS6u2BJmJj5EOG70INBAPdZMe7dfffdida7S5Fxsdj3TnRCgl3wTkjWH1MUq99pyieGj6ZLLrXJ5ZSxynbbbed3h+63337B0JCx//bbbx/gsjqvcdDQt4wKhOeXyUJAlE8T4RZddNFCkCne9a531dIjg7FChJcPR1hZKRsIK4O0QlblwnfClP9kMFfIwGggHj9EIToUlriiwPZhZaWokPN6BsKIRUAhq0YDfnImow8viueC75q/TMAKGdyG32LhXciWOB+Wf3J+afhGPJn4h291LyIUQhxROlYGE6suH0YujBz4fvrppw9gqXTylAWAQibdPp5YbYV4bfm1fRcLvECvnDkd0hVB7/2puzKeli45IzzE0Rc5R6kQZW5Il/BgDb42rijQNEqh+fFdVgmDv77E1p3GKz/r8qnz1/hyrEKgXVbq1ds/RcEcvtny8S4WM8Ub3/hG/71rve2yyy616ZGmWFUVMjEt4P8lllhiIKwMmMJvy+vgZ13fbcumXfUuk03PA2V8RKnmg7fxKYHq2k2sHKiiT/1GoSOl/ZJvG++1fd94441DnYuS2hfFlgPZUcZdf8tApbjuuuu0+P45jvY7kEHFj9R+Qo7HCWUTRWNFytVest2uEIVkiKt42KcsEPnIYlE6FE7bme37ZPtdyMziH9sPpMgTMq7jEzmqq5Dtj0Nl0LKK5WX4dvzxx/syTJJs6Uv2a+WIpXUoLxjIYqN+8s+y/JVF2oHv/BilflN5fYiIxz3q6l3DV/Vdo9Qv6coZ4AMYyvFUvj/SPO0zRZ7Y+OV3HUesv/765U+1baCpvlLoS2lTQ8SWPJpkWRP9Nhmx3i3kHPeButF2rk/GYj/+8Y9ttFrcNFAbj1X1QRq36pnSZ6fI4Rg53wXjujFIVRnxs7jZuYbWhT5lF11IIrVt2ryqxtCaQdtYTMPx3HDDDQd4SRY77edO703tNZVfu9RVG3FtY+A2PPuWq2301JUnVRZVYZjS17bR3YYj5aqiRctb7o+1zehT50Mavo2ezTffPPC0GIhptM5POUIhxJfLimvjxcq4FOyrMq/Dss7fphEr34jbhndb/Ve1I9KNxY84TS6Gj1LlUmpZobuLXI4dq6Cf0XaCPkB2Bhc6d8Ff7nQZ0LeMgwbKliqjiJvdzEDgycJQE+GwrMHps4qoxRZbzO20005he61uydCwWCtzZAEr9WrVpN+wZGLl58wzzxzaEkcYjkTQMyk1zjzzzBPCyoDIsVWbIynUOluq2F/8R3hWzrB61ZU78seCQS0GsKjW4y4oB1up1WqS+BxFoitQbF0pbxMnTNlBE6utOLXELYdRf33qd24oxkqcyxnUsW15+eWXd1ids9UQx/YcdW35tX0n/Sp6NQ8s6s8//3wnClLN0j/Be9999/XWvwMf5AeWGlhicUaelhGs2XKIYwsnlsRceKVOw1FHImDVOzxj6y5ELL3U5VPnr9H1O7/tO7+32mort/fee/vja/iNIwz1Be8rD1v+b6oXrHCwlKJ9WEd8zhC98MILfZskjaOOOipYvxGWrUFYGrE6ixUpjnCsjFvXd9uyaVe9c6HEwQcfHNquhpHFG//ahIeGVdz1qf7EPStCDmi8qucodKS0X2jQ8tTxvrZFnlVtQ+NrONK0dc5lgttuu+3ANn7ygj+RK/ZMN+KOo/2SbpNL7Se07PC3HvHQlI9+ox9h183HPvaxsMNBv9E/sLuBdo3DSpljVfSCF/xoZ1hXcYkf1ju4Mv5VctUHfPyf0q5P/ZYiT4ir6ZT5CFnNXRLIY0sj8oW++2c/+1k4lou4OPhnUmQLNMX0274ADf/WWGON0OdRTr2QUaMgrxUH+Eomp/opPEeRE6m8HjIvvdTVuwbT7/zW91Hql3TEmMGxpVbdOnKsAGlWuRR5UpWO+mkZ9Kn+PNWv3Aaa6iuFvpQ2Zemselfaq2RZE/02Lca8tHWsqa28IgzjV/oodtCVreM17zJumrbKDZ5d+yCNW/WkPGdF9tkpcjhGznfBWHHSZ1XZ6vwYR7Mz1DrmFViAWgs46EiRvUpTXR1qvm1jMQ3Hk52f6kgX2RnrlC592vip/Nqlrmw+Ve9tY2Cltw5P/U7a+p5ad6TRRg9hqlyqLKrCkLLG9rVtdCs2dThSpipatKxd50Mavo0eLqdDhpGn7q7SuF2eyGfKgmvSjZD+WREyLgX7KnrrsKzzt2loXenTfqt7b8Nb06qrf/1O+vY9Fr86+tQ/ho9S5ZLSH1tWaOwil2PHKhxVyhFuzI3QjbFzhrkLfCsLDv4YXPhZ3ThoIO1UGaV05efkI/Ak9OuTQKasePkjCdguppPwOrpQSrLVhQZf5wjD8RBcUsKkX8/jqwuv/rJS6LftQgM3WtcpKNgKfc0113gFKRfUMTGvo5tjRzjSgbRQ3OiRJpqnPjmgnhuvadDaWem3uidn1snqqVfSVQ3ywQFaUTDWpSkrVP4sQrF6DwpzBA7YsZ3ZYtCWX8p3jhfgXGubl1hm+os22WqtRwvUYaD+pMPFnGBNfduzqzQMT80P/mkaDBC2a90Rtuzq8qnzt/E5noNwun3SftN3yskf51HpZE87jHJ9t9ULaVIHXGAEJih57RlUmidP+ILtp/AFW3+U7/GHx+ra5TjalqWr/K4ygHbFxNou0rTh0aXdkF+MHCjTx+8+6Ihpv228p99RPOjAyNKt38tth3Os+UYb1nLBS8gkjj5Q/rRpld+J33f7LedR/q080rWfYDBGWbosLJbz4jdlvPbaa72cR66VFfkaB/mL7KFu6b/0jgX6PbBGLthBYB98FCNP6vhA6ecJrSwqotBBQa8OWunvq2TbJMmWUWS/lpUnC6mUGXla1abov1nUhqfq+qM+6jeW120Z9L1LvTf1Xan1q/kywew6liNOF3miZat60neAPef/2vZGWKWpLAv51lZfGj+WvpQ2RV5VrkmWdaG/nCb9O2NixrcsNJTx0vBNuBFGv8f2QZp+2zOmz46Vw5o3ZWiT820Ydx2DaJ5i3en22msv/xO6wV/H0Rhw2PGPxrHPmLapdVTF+zZNfVfZUzUW0zDM19S4gOOBUKjHuqb2Wk6rK78Sr62uymnX/a4bA3fBcxxytY6eOvqtf6wsasIwtq+to7sLjpShiRYtY9f5EOHr6OEblzPT79fNpwhj3VvWu8b+nPb3i3+0UCMNdVjW+WtisfJN4/Gsw7tL/Te1I80jpo/QOHXPGD4iDcrWRz9KWm1l7SKXSQdcu45VODoM+skbJTJ3g9Xpnkh7HDSQLi5WRj0WK/+fdAQmRnE96UBl+jICGYGMQEYgI5ARyAhkBDICGYGMwCQhUKW4niT62mj50pe+5GSLvQ929NFH936nQ1v++XtGYBIQmGmK60nALNOQEcgIPHEQqN5v+cQpfy5pRiAjkBHICGQEMgIZgYxARiAjkBHICEwxAuzAOeigg3yucjaqvyR+iknI2WUEJgKBNgvniSAyE5ERyAhkBKYJgf8eODNNBORsMwIZgYxARiAjkBHICGQEMgIZgYxARuCJhQD3rMjllr7QnPPftLX8iYVMLm1GICOQEcgIZAQyAopAtrhWJPIzI5ARyAhkBDICGYGMQEYgI5ARyAjMIAS4a4f7FziPveq+m0kuCvdhQDv3IXDZd3YZgScqAvmokCdqzedyZwQyAl0QyGdcd0Eph8kIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICPQMwJZcd0zoDm5jEBGYJZCICuuZ6nqzIXJCGQEMgIZgYxARiAjkBHICGQEMgIZgYxARiAjkBHICGQEMgIzH4F8xvXMr8NcgoxARiAjkBHICGQEMgIZgYxARiAjkBHICGQEMgIZgYxARiAjMEshkBXXs1R15sJkBDICGYGMQEYgI5ARyAhkBDICGYGMQEYgI5ARyAhkBDICGYGZj0BWXM/8OswlyAhkBDICGYGMQEYgI5ARyAhkBDICGYGMQEYgI5ARyAhkBDICsxQCWXE9S1VnLkxGICOQEcgIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICOQEZj5CGTF9cyvw1yCjEBGICOQEcgIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICMwSyEw2zfEzVIlegIWpigKd8wxx7iLL77YPfe5z3VzzjnnRKAwqXRNBDiZiGQEZjW++tOf/uROPPFEd/PNN7sFF1wwGZcccfwIzGq8N37Ecg4pCFx++eXuggsucP/5z3/cC17wgpQkBuL0nd5A4lP4469//as79dRT3UknneQo03Oe8xw399xz11Iw1bI1FefYctUWOH8ICGRZHaDILxmBjMATHIG6vrDOf1xwpfaR0HPhhRe6U045xZ199tnu7rvvdvPPP7+bbbbZxkXqRKab+7WJrJYZS9Qo7XHaCi2NYKLdv/71r+K3v/1tce655xZ//OMfi4cffnii6Z0O4kSAF8JA/u+rX/3qdJBQmeek0lVJbPacMQjManz1mc98JrRfUVTNmHroSui///3v4qijjip23XXX4tprr+0abSLDzWq8N5EgZ6KKN7/5zV4mvOUtbwlojNKOqtILCc+Ql5NPPrkQJXWQlYx5ZKG+aMJlqmVrCs515Zoh1TKxZGZZPbFVM8sQxpx0r732Kn784x/PiDI9+uijxSOPPDLwh192sz4CdX1hnf+4EEnpI9EDffCDHxzo++n/d99993GRObHpTlq/xviLvzaHnLnvvvu87GkLy3fCykJFccUVVxT/+Mc/GqM88MADxe9+97vi9NNPL/7whz800lOWfzFz7nLc8u8uODQWZBo+prTHaSBzIMuJPCrkpptucuutt557wxve4J71rGe5xRZbzC2zzDLu1a9+tXve857nVl11VXf88cdPm7I/Z5wRyAhkBDIC3RA4//zznQw63ZZbbulkYa1bpBwqI5ARGEDgidyOZILgPvWpT3krK0B53ete5175ylc6mQy5mYxLU7kGKj//yAhkBCYOgQ033NCJ4s994hOfcFdfffXE0WcJ0h0qT33qU1357zWveY376Ec/6nbeeWf397//3UbL7xmBaUfgwAMPdGL84ulgV/niiy/unvGMZ/j+f9qJewITsNFGG7mnPOUp/k8UoGF8VgUJOj12yL3+9a+v+uz9brvtNrf22mu7hRZayJ8csMQSS/ixHnW+/PLLu+OOO24g7qWXXupWXnllrydcdNFFfRjSn2uuudymm27q7rnnnoHw66yzzpDsw2J/jjnmcG9605vcLrvs4v75z38OxNEfVXHLchQskLPZjReBiVNc77vvvp6xEVSycuJkBWMAAVl5cSeccIJ773vf6xUhAx/zj4xARmDGI0Dn9IEPfMDRUbBVfrodNEALNJU7zjbaRonblvZM+Y5yRt0k1Ce0TBqPKT59P58o5ewbt0lMb1La0XTItLPOOsvdcsstvlo+//nP+8nBdddd58Ti0U0KLik801SulPRmtTjTwWvTheEosnqUuNNV3knPtwvvzSTZg7wUy8Qh2CknSvcjjjjCffnLX3avfe1r3S9+8YuhcKkemTdTkcvxFAHZ0eBfMWQUC1x30UUXubvuusuxcDSruZnUXji6RZ2cjOC+9KUv6c+hp8oedHhVjuMyUT4ffPDBTnbmOjGxDcGQs2eccYZ73/ve5/R040suucQttdRSTnashXD6Itbabu+99/Z/6sfz97//vf0Z3h988EEnFtuefhTff/vb38I3famLq9/1qeXU3/nZPwJP6T/J9BQ//elPu/322y8k8P73v9/9z//8j2MlB4GFJbZsBXAIsb/85S/u17/+dQibXzICGYFZAwE5FsgdffTRvjDf//73/WrodJZMjidyBx10kCfhVa96lV8060rPKHG75jHp4dgt881vftM99NBD7iMf+chEkDtpPDYuUJ4o5RwXfpOU7qS0o+mQaaq0pj4+9rGPhWrh/O9JwSUQFfHSVK6IZGbZoNPBa9MF5iiyepS401XeSc+3C+99+9vf9kpeLARR+M4Ux+63lVZayY/JrrnmGq8MPOecv5eIZgAAQABJREFUc7zC6Pbbb3fMvbfeemtH+UZ1mTdHRTDH137yHe94h3vJS17iAUEnNCu6mdxe/u///s999rOf9aclxNQNC2UYhqmy+l3vepf70Ic+5BXZ9957r7/vZZ999nHcBcJiP+6Tn/ykl1+8f+ELX3CbbLKJt9K+8sor3Y9+9CN3yCGH1Bq+vexlL3NHHnmkzw8lNQt33/nOd9ytt97qWODbYost3AEHHEDSQ26eeeZxhx122JA/Hk9+8pP9boDKj9mzNwQmRnENM6rSGrN9VktgTOsWXnhhr8jebrvt3B577OHuv/9++zm/ZwQyAhmBjMCEIfC0pz3N/e///u+EUZXJyQjMLASeyO3ojjvuCJXFxMG6mYxLU7lsGfN7RiAjMHkIsGjG30xzHMPJ1nvce97zHv9EUb/VVls5OTfYK3Q4NoTjQwibXUZgOhHQfrLc908nTTnvYQQ4uu2LX/yiv0Bz+Gu1D9bUWGqr0holNEd2oARWt8oqq/jdIF/5ylf8ZZwosFFQ4/i22267aVDH4gZ/X//6190zn/nM4G9fnv3sZ7sll1wyeHHcyOqrr+6PJeGokNNOOy18K78QV2Vn+Vv+PTUITITimg5z4403DiVmqwCrL3WOs43Y0lTn5PB6b43N+Tec14XpP1bbnItoHY3s8MMP96s2rDBzjg6NgS0JN9xwg++w3/72t/uzFG288jtbJPhjC8uLX/xiv0pEo+A8H+vK+XEeDkeisC3iRS96kVt//fX9kzg0YrbDnHfeeY5zf2jc8803n4Meznfqy7FNjBW+yy67zJeZs4He9ra3uWWXXdY96UlPGsqGxQLKyraJ66+/3r3iFa/wuL71rW/1+A1FqPEg/sUXX+zoiNj+UXassh1zzDHem7qZc845/Tv1c8EFFzgsX6GR+kXIcM4lYfBDaKlDwLE6xs3JnInJ1hJota5cL6l8YNMcB502/a48rnFi+alMP/X+q1/9yv+BD+2JVVHOeCo7jvdh2w/t4c9//rOvYwb31E0VT2l8wrPySd7qsLyeffbZ/c9FFlnEn32l3+yTc6Vot+zKYKDd1G67YkE52LbFNiJ1V111VThrjfYL71aVaZS4YM1CHu2yDWulaxwyKDZtDV9+gvdPf/pTv00VnqEdWpfKLzYN2jlyAN7hXDNkL/J+tdVW87t1NOwoPKZptD3H3TbJvw2zvsuJVRYymz/kJdjSzqomtaPIDsW2Kz9r+KZn1z6uq1zQvPooJ2mwc4xj0bjDg/bBeaNVrq0dEScmPc2ja7lTZdoodUl/AC8zllN30kknOSytcUw46B+a5IvGq3um0JeCs82/S7mYdJV5DF75+c9/7tv/O9/5Ti/fbLox47OqcQ/bZU899VS/oxF+ZIcM98qoO/PMM/134jIGYALHmDHGdZHVqbwWQwdhZ7qs7iLnaR/UKWM1rNjKk/m6sbZiifykfbHFe7nllhvqv2P6Bk2z/FReZJ7DfRhYU7IVnLYOv9DPMC/BsrnKdeEpjad5sQOMuUV5HsYZq7/5zW86jftox8zRaCN1c9ZY+cJchXam2+UpM+PMF77whVqEsTxZAMTqkHkU2/Gpd86JZdxvx7hdse7Cm7Y+u6bbpfAxabXxg52Xa96xdarx9Kl5xvI74WmLclmhW3HFFd3LX/5yTTI8zz77bH+EFtgyD+rDxcpJ8hy1jwSjY4891vMhOiLcjTfeGOZf6EPogxTLuvZcrr+YPpI8y31wHzoH0i272PZi48fMfzXeqDys6fB897vf7Y9uYX7wy1/+0iuuOS2hi+N4YI58w62wwgoDSmgbH4WxXITrvZC56tBBVbn555+/yrvWj/CMvcHl5ptv9mddq+6hNtIIH0aRUSk6qlHb4whF7T+qTFqm3YnJfrgtVhRcI9EjiuhCOt6QniAW3uVyn0KUUCF9EcbhmyjICr7b8Lw//elPL0SRHuLYFzljqZCLIofiEE+2sxTSgdjghc1PtiEUMvkfiMvt1DhRwBXS6Qx8s3TJKnghgjykbdOVy8+Cf9uLDLoKOfy+Mh85qL4QJeBAEnK2eCGK5srw+IuieSB8E11rrbWWT0es6wfi6A9RGIZ85CJO9S70BmRR3hcyoCrmnnvuEE4xkotSChl0FfCVNPCh77Ki579ropbOFD7QdOxzHHRq+jE8TpxYfiKOpV8WBQpZWBnCURYICtqAdfBUma+1XmTSZIMOvcvgfCgPjcsTnsHZ+pKV2kIWvYbi1bXbGCykAxtK19LDu0wyhsqBR0xcxZr0RFldvPSlLx3Ktwpr8hmXDEpJmzhVztZXWT6Nwi/kxW3jyG2ZdA1hBp6ykFiccsopgayuPBYilF6aykLQqWibXTAbtZxabBmkF3I0QyW24CuKrUIWCjS4fyo/I6NjZAeRY/l5IOOKH137uBi5oNmMUk76J9muXYmrWL0Vctaf//aWt7xFsxuQe+V2lJIeCceUO0amkXYfdbnmmmtWYgTv8ceYpKlNah0RFoysS6EvFWebL+9dykU4pZ+2JLsMC1EgBTwY+1g3yvhMlOEF4ybFVZ+ikCvkHEvfxuVemaHvojgpxOjBklH7HiOrY3mtKtMmviD8rCCru8h5UQyEett///2HoBLrtvAdHis7OZ4xfJft2uFzSt8QIpdebF0x3qdfUR60z6997WsDMWN4SiPavKrmYWIUVZm3pUPHfdo++daHfKF8ssAwlL8YaxVi6KNFSHrKdvyQbt2cloRFsTcwzxOlks8vFusuvEnCsel6Ymr+paTVxg86LyfLlD6jilSbZwy/w3fKh7TbKifKXB/Gjh0IV8erdf6adqyc7KuPhO+0rFVP+kScxbKqPdv6i+0jSV/x6VPnQLpl17W92PLGzn/Jsy8eJi0dp8oCdiHGaqG+ZKFxSB4y/6ceGTNYR1itX8ajXZwcZxTiiOLa80CXeEqvKKgrg4uRq09XFNZD3zWuGF4NfYvxGFVGxeqo+mqPMWUcd1gse6fdiUl/YMKy8jOGuO9973shHRSWH/7whwtZbStgNG0YVnlmBYAdLNAQ+NM4smWh0M5b6ZED2AfCINTkhlWvyJZbSn1cnrICpVEGBKymzVMV7XKerw9rlcmkyyQHoUZj0ni77rprZbrlCW0IVHpBeFmlLop2hI+sOoU8ZFtGiPWDH/wgTJqYPKFYlxU1r6BXmnj+5Cc/CXEsvmW6RlVck5cqq1B+oyy1kzqxxAq/q77/7Gc/q6Qzlg9CIqUX7ez6pJMsYnmcOLH8RBxLP0pgLQfCm0E0v/mT43wI7p2sfBdvfOMbvT+8T1uTs6IK2YpYiFWL5xkNW/XcZpttCllFL6gvTZ9ODj/+dtppJx/N8pWG40mb5U/9qtptDBZiLV6I1Vkx77zzhjShTemRo4sKJm9VLiauxRqcoB/ebsKaPMcpg1LSrsIBP1tfVg6Myi+kLRZZoW6e//znFyhXkC1inR/8UV4zGcN15TEfuOJfXVkIOhVtsytmo5aT8sADCyywQMBRrNgLsfIsZMdKkL3wKoNAsQQiineWn7vKDiL2yXOkF9PHxcgF0sallpO4cg5gwBUM5XzUMA5Q+cXTTj6beC8lPeiIKXeMTOurLuWMVS9vxdom4MVYBRnMuE4sjWrlC+WzdWQVS6n0peIMLdZ1KRfhLf30Z/AE/S/tCmMBdaOOz7TfIf0FF1ywECvqgLecB1nYyWX5O5O9Li5GVsfwWl3eTe1lVpHVXeS87IwMdSlWwUNwMY5XmcN72TGG0++y48x/Tu0bymnrb1tXyufkiRLOzknws3OfGJ6qykvLxVPnYTvssEPncZ9tn6PKFxaPlB5k2+c+97lCLp8LY1rZOapFSHp2VVyTuFXeY0SEi8W6C2+mpOuJqfkXSyPJWN5T/C0/6Lw8tc+oItXmGcPvU624TpGTffWRshPEzxnp67Ve0IHo/EvuRPPQWiw1XFX9pfSRZGDbeF86hyqe6Npe6srbZf7bJw9TBlXmyk4cXySeWgcsIlhXpbhmPiM7gHycskLbxq16l133IS/0DrJDpyrYgJ/SW6W4ZlFDaZedugPx+KFxR1VcjyqjYnVUfbXHIUCm0WMiFNfK0DANg6yyg7mr/mw4hJwOtlEoWWthrKzlHJzAlLpyXRYAsv00WEmTnxz2HuLITfY2u2LbbbcN31ShpgGwUFDlNYoUdeX8sGbBahiHYpwy4BDI66233pCynEGjKg3tZMGmaxVDPrGaf7ZsMDblVccACgvbb33rW97LYitb+AprAU2APffcMyiJEZ6sKOGa6OpDcQ2/UC+qlJJjV0KdqACy37EyUH/Z2uJpLNPJ9xg+CImUXmxn1xedth668jhkxfITccr0syijlpWypSlYuiNEURDh7KCKwb91cuGBH/hav7p3VpG1nuhoy87yVWx9pWCB/FB6sJKMcV3ixmAt24tC9uOUQSlpB8JKL7a+rHzqg19YGET5JpdnFrJVMOTMJBIZqvV21FFHhW+8tPHYQGDzo64sU9U2YzFLLSdFlrskAn70Yypn+YbFg1ongDGTAnUx/Kyyg7h98hzpxfRxKXIhtZxysXTox1kM0PEI/ItFo44dwLWL4jo1PTBKKXcXmdZ3XcrlroEX5aImSA+urk0SwNaRVSyl0DcKzoHY0ktTucr0ww9YRcuRDX7nIEp7nJU9qeMz0manjxxPF9LUiRrf+GPBAOtrnFxoVLArT7+xU6jNpcjqLrxWl28dX1i8xjmOmkpZ3SbnVVazAGT7Scbq1iCG+QX8ZR2TfOoZYxV1qX2Dxi8/bV2RF4sl7NZRZ8fu8KkcJeM/pfBUOa+6eVgX3utTvuiciAUpaxBBWTHoos8dxcUoruVys9C2daEgBWvobePN1HSrsEhJqys/pPQZVTTiV86zK79bmTJui+sUOTmOPhK8dGEVQ8SyK2NZ1Z5tWWL6SPKybRzZZHUKqTqHchns77b2Ui5vjL6iTx6GZh0jyBF3vggoj9WAkPGC7UtUz2cV1IzldAwhR4laGFrf0bPZRR/eMVZlt1adU3rBTC6S9H/or5grKo+xk61sqEp6Gpc+lHls+Y/dMvBZm+tDRnWt83G1x7Yyjvv7RCiudWCEFYmdXFD4H/7wh4GxlcH1yaRL3Y477hjCyRk76h2edtuJXBTm/a0AkPPDChRy1jF40NUguYE5fMK6DOEHHUsvvXTwty+6FZTGpANFmx+Nm4YX67Txk786m65VDOn38pMBmU6OsSi1SmsNKwfUh+NItt9++4CtnIGmQQaedpvpEUcc4b810aWDNCxYq1zbUSFgX15MIB0s15Q/mr4z+FVn6YzhA41f9bSdXRMdbeWwdKbweBVt1q+Kn/hu6d98881tFP9OG1Kc5dxN7ydnjwc/VupTXUzH3Vd9QWsdFl0mMHVl7RI3BetxyqDUtOswsO3Lyqe++KUuXxQ7yqM6+dKwbTym4crPurJMVduMxSy1nPCtWrkySNLFSIsHkygdpFoLhqnkZ0uPfY/t42zc8nudXEgpJ2ljbat8WSUn5QzLMIjuorhOTa9czvLvunK3ybS+5Qd0NSl469ok8Wwd6dgylb5x4NxUrjL9WDOpwo5v6voYn2GoIGcVa5L+yThO+bTqO3yq3+Vi9YG4sT/qZHUbrzXlU8cXs5qsBoM2OY81n9aV3AURYLPHgOh3tbAl0A033BDikQdulL7BJ1Dxz9YVvFZlwCRnXwda7PFfFcl5rzqesnk1zcO68F6f8kUt3yk/MqpvF6O4tlaBGDa1uTqsidfGm01pN6XbFK/qW11aXfghtc+oogM/m2cMv0+l4jpFTo6jjwQvVSq2Ka7r2nNqH0neto33NZcn3TrX1l4s78TMf/vmYehXZa4qrvGzuiAWONXpeNIqrjkaRPsduVtAg3Z+IqfKx8XCA/QVt95661A6Sq/mWfVkl0uVArpL3K5HnQwR9rhHFxkVU+fjao919E+V/5Ol4qbdcekHTgrt/yxB3PBZ5zhsXB2XG+G4eITL+aSRDvyJJXC4PFCsPzVaeMo5qU6UnuE3L1zwxSWAONm66J/844IAsQT1v+WM64F8NN/FFlvMfxelsL/00P8w/9ZZZx1/0Ynx6vQqjd6HI3+9sKBTRBOISxVlEud95KiHgYs3NJhYXoSL92QFy3uLda3bYIMNNMjAkwtN1HFZy1Q4bp4tO7ECCl6irArv+sIlLzhZiVKvgWcMHwxEbPjRF52j8ngViV34iQtbyk75G39tG1zYJgMMH5TLU2Uy69tGOW6fv/usry5Y9El7VVpdsR6nDOoj7aqylf3GzS9an+Qrg71y9r3+nqq2OW7MFBRZ6HViYe1/rrvuuk4WlfVTeNI3cmEWTiZU/pKc8PHxl6nkZ5t3bB9n45bflY+a+tyu5SRtOXfbZyGL2k7uqyhn59ZYYw0nWx+H/Os8+k5P8+lSbg1rn1MlP2yeMe+p9I0L5660i3WXE4ODoeB9jM8Y18kRIANp2z6efrb8XcdSRNIxwEACET+U14iSZXUEcB2DylGDIaRsiQ7vXGiMo27FiMS/c7G2OlEM6Gu4CLSvviEkXHqBF6su1uIiRXVVczj9ps8uPJU6D9M8qp6p8kUUIz455ibMK6dqHlVVBubi6sQiX19rn12wro3c8KHPdLukVccPqXXaULTwqS9+Dwn29JIypp3uPrKu/vroI4G1r7l8T1XkYua/4+RhWx7Zqe8vzMZv5513dnfccYf9PPB+3333hd/ol2KdGJT6ucfWW2/txNDGR0d2yQ5bhy6IS3arHOMo2YXk/+j77IXFsuvRyS5eJztcqqI6OS7GXwrOxeD2T45EDfrCyogdPLvIqJg6n+722KHISUEe0zIlRe0vErffcosnilgmnNxmrg6hbpWR+Mu25TCp1nAMpnCySu5Quja5qkG2rNJURpFtW97fKtA1Lz7IOdD+rzLy457kRxmtk61B9ufQOzeOisWLv12aBsRgRqzenKwEDYWN9bD0q2K+KQ2UEjhoVuFQDi9bLoMXdTgVrqrOZJtQY9bcxopDcY+AK6dR/q2JVfGBfmt7VqWZQqfWWwqPj8JPVfQrHpRd2wa8IefVO7Gq9TfQy44IJ9tn/GLHZpttNpZb0atogyalT2nDT90oWGga43pWlUfLQp5aHuUF/PqWQX2kDV1trk9+kSOXnJxb75WCyFs51iYszrXR0cd3xWzcbbNPzJrKrTKfMOUFXRsPuS/HBPgFKtn251ggtm4q+dnmq/WBX5c+jnCjyIWu5SQfOcaMhxNLdifWIv59lH+jpjdKuavottinyqaqdPvyS6VvVJxHpb9uzKhtdZTxWRX/dh2jUC6xBO9cvCyrN3DjGg/VVYLs3HCyddtPxlFc60Lbqaee6qOgKEUZLEdSOKu41nex8nJLLrmkD6v8xo9R+gafWMW/Kl4kmJ0XijXdQMxUnqprUwOJR/5IlS9yabyTI1H8IpBYlDvZxeRWWGEFJxbPDqXIVDqUXOrKC1apWGt6dc8+001Nq44fUuu0rqzWP4XfbfxxvWuZY8a0s3IfCc5VddW1n6zTOYxSf1X0kJ7OGXW+iJ/WJ+/jHJehfJXz+Z0cF+oNPL/xjW84OUqwEju7QIkOMMWh0xHLYoex3G677eYwWKTccgyh+/jHP+7kaI4BxTR5INPkUumB7OSYNCfW9Y7ntdde6774xS86ubNtIAw/kBHaLw59jPBIlVExdT7d7TECjqigE6G4poPWARRW1HaAIkdiOLkQaqBQKKbVGkw/3Hnnnfo6xKThg7xQ6bLl0no1vmMVVXY2L77Z1ZpyWCam5Y6/HKb8m9VBOYO5FyV1OW1+25UkrMrbnFonq9K3KrxVaGN1Pl2urlErPW3fNVz5WcUH5TAxv9voqPpu+a6J54hreXwc/FSHh2xJ9corlNcITXhHtkM7OUfKybl5TrbwxMCUHLaOvnFgkUxkx4hVZbG8QDJN/BArg8aZdrnIo/ILi09yPpmT88rKSU/pb4tZU1300TZHxawLMCrzCdsk97E+UNdV7k8FP8f2ceOQC1XlBCvlFdtnKoYpz1HSG0e5lR4tS1N7iJVNmuYoz1T6NF5f9TZKGWxcbatN7dTS3LWdVo1BbL5t321Y3rOsnr7xEHWF1bUcvegn5SipUbjQ/nHMNzCuQXHNuI15mFxC5WTrs/+OsZDKM+U3PjTxXErf4DOr+ae7+eznSeEpS5PKCfXrKv9YyJQzYp0cR+AX4VF0ybGX/g/LQjmap9ZwSPPq62mNj3Q+Pi6s+0y3z7Qslql1atOIfa/i99g0Rglvy9zEw3ZMq3FsfzMKDX3FVZnVJK8szV37SOhr6wfbvvdVRpuOymrrp3Wjfk11Ouq4bKuttnL777+/Vx7zZFGuylmjElWyVoXr4ieX6zo5msTJkSROji7xxksssqIgRn62Obl03h177LG+H5Rjgr0MlruTwi7ytvhdv49LRjXVueXtrnROcrhhrew0UIviWt3uu++ur1FPXSnFMoCjR+r+2O6LFegoTvMiDVaS6vLCn1UkLB26Oqyq5awzr7Sm45KzhP3gku0WbKvAUmNUJ2dqhSSatnFoIKWfFaw6Z63Y5VzmumBD/nL+99DxMEOBsodHQPkuhsengp/K1SNnXPntO3Kmnnv729/uP8O7+FtLjnK8cf+eDizGVSblBdLvWwaNM+0qPEbhF1bYVWm9+OKLO7lY1luOyeVhI29fr6K1zk8xm6q2OQpmdWWw/irz8WuS+1i24xic2zjeM+Kf4keUPvg5po+barnw/Oc/3yOj2EXAVBk0Nb1xlbvvuqws9AieqfSl4jwCqZ2iartraqep47NOBHQMlGX19I6HVltttVBTWF2jlOYoQxTMHK/Itmd1WJSdffbZfgcrfjau8hv+TTyn8m3UvoF8cPTp6uhncZPCU0oXz1T5QtwXv/jF7vDDD/djGKwiUcbgTj75ZCdn3/r3cf9j3nrIIYeEbNTwalxY95lun2kFAORllDq16cS8V/G7jU//PU6nZY4Z0+Y+cpw1MlraWp+k0scYu4kaDCKxtMaxGwudW5UCn+OpdKzO0UhYR4/qOMLMKsqvuuqqzknC63pMHydAWAOYzom0BByXjKrKdlLbYxWtMX4TobjGClO3W5x11ln+iIyYQhBWV25YVRr3GXmaF/nac7b5PapjmwJbd3E0fKxVOSqF1XhWTdqOQemS/3zzzReCXXrppeG97gXLC9xtt91WeV4338477zwe3ukKvf6uemp9I9R0gGvDVfnZ70/Ed+W7GB6fCn6qqgsWXZjssNrJ+VM4tu+oBU9VnCq/PgdnfWAxCj2jxC1jo7yAf98yaJxpl8uhv1P5RbdszTXXXI7zOjkHE3nFhK/rKnMf9aKYTWXbjMUsppwq86mfc845R6tp4IlFmFzM6v1QZjRZcAxErPih+PGpD36O6eP6kAsVRar10oVdxil2+6ZGAFcsPrq61PT6KHcVT/Vdl11x6Boulb5UnLvSlRpO22qf47NUWprijSqrq3itKb+6b1r/s4qsLpezDies0NjBikNxrbtcl1pqKX++NVu8OfcTR11pfaFcwCJbnfIbv8fRN1iFnebJk7GkOj2SSmkcpf/XNJuedZhWxVH+4ltqX0b5OCsWRY4qduzZ5FX59uWH8ZhaqGK9yNwT1wfWVTj2ka6Wvc+0NE2efdSpTc++x/C7zpuJX2V0xtjBnhts84l91zLHyMncR8ai3By+qr00x6j/qvVJiFS5VJ/68BeOCtUjcjn29oorrhgOJD4rrrhi8OfIjz4cC4Dq7M4f9Wt62rvjYuM2pavfxiWjNH37nNT2aGlMeZ8IxTXn8dBJq+PwcY4ViHF6DjZm+Hp+W0z8mLAM8NhKgcPar08lq92iZTsp8uKsKSabozoUy3rhBlshquhH0OjFLJyPhwNbVovKDoWkYk5Dt4Pcclj9bQWL5qPfUIL3YVmu6c0qzxQenwp+UnwZNGHBU3Yf+chHgleXLVg6uSJS+RyqkFDCSyoWXEyHkhAXS88ocZuKOE4ZNM60bZn64BetU+SOXi6lebAIWuf65rGpapuxmKWWc4EFFgjWXkceeaTfOVTG8tBDDw07KFZZZZXy56jfffNcTB+nPATB4+pzLRjsDFB3wAEH6Kt/Ij832mgjv2Nl4EPDj9T0UsvdJtP6rsuGoid9SqUvFeckIiMijWN8FpF956DKbzGyuo3XOmduAs5qspqidZHzYKlbprGmZkccjnOU1elZytxbwBwAxw5QazAz7r7h+9//fthFpXShjGOuheMSL22LKTzlE+nwL5X3UuVL1dgYBbaeLW6/s1OVc7Dpg/tSVJI+lpEYTOEYT+m8jt+pWLfxZmq60FR2faZl006tU5tG3XsMv7NAA1/iqH/m5OowAuNM36rFcA0T80yRk9ouyaePsU0MvU1hZ0ofSRna2ktTOZu+jZOHq/JlzszljDj4tE5xzfEeytPMNfht+VrTRv/FOdZcaM7OWu4DqNI34IdcVGd5Uv3qnswZ9UJHrK910bAufIr/uGRUFS227JPUHqtojfGbCMU1BG+44Yahg+b86vXXX98PmFj9PfPMMz0zwYyctVZlUc3qjm6F4FB4GJxjOmgA/LFdYMcdd3RYF4wq2LmRVDt3aCVNaKRh4fA77rjjfCdityz4jy3/7GUnbOfgZl/oZ+V92WWXHbA6aEmq9jOWiJtsson/Dq1ve9vbvLUi2yKwauAsPIQD29NwKJF1ywGdLAfYQw8DJiwuoEuFEulaazefQMU/e245GLEKRb0g6BhcQ1d2gwik8PhU8JNSSYeDNc5+++0X6o+2uv3222sQt8gii4T3uhdtx3yHH2gD8Jlad9bFa/NPxYKzo3R7LJ0aHQDncbGd0q7OVuU/Styq9NRvnDJonGkr/Tz74BetUyyEvvvd7/pjm7BW3WOPPdzqq69usxt475vHpqptxmKWWk6sp+lDcfRr9BGcf8puIAZeXIDC2eI4wnIp6yiub56L6eOUh6B/XH2uxWbttdcOiiDkG4vBXDZGn8olaZwJGONS00std5tM67suY7DoEjaVvlScu9A0SphxjM9GoacurvJbjKxu47W6vJr8ZzVZTVm7ynk98gPFJ5aUOGtoooprlJhq0alxfGD5N+6+AcUDfcsWW2zhz3zGkIU5iZ6ButZaa4XxWApPaTnanqm8lyJfGEfSZ3EEmN0Fi1EP51zj7NiZMSjzpDXXXNOlHK/JWdpYcLN4gXKaxVK22DNW14tWMSZD2aUuFes23kxNV+myzz7Tsumm1KmN3/Qew++kw7E+OObLG2ywgV/kZq5O2+Uc9L5cipzMfeTo6Le1l9QcxsnDdTQht62upyoci3NqqIiui7nE8ssv7+USu4KOOuoox5nZ6JUYL3M/w49//GMHr73uda/z874LLrjA+xOeI69OP/10nxUyUxdgbN7ortihq38s0nIJLnExDsLV6e7QTbFoVPenekCbn30fl4yyeej7pLZHpS/5KYwyMU4qvJDBSiEDBpYRW//WXXfdAdqlEy7EMmAgnlgWF7LyM+AnTO7jiVIt+MtlcgNp6Q8Z1Pkwcs6XevmnDOwKOb83xIdeOcOnkNWyAT+xVgjxuuRHukssscRAGiJwwm/yUGxk8OnT7pJuIOLxFxm0FnKja0hL07RPGbiEaHK7aiGrYo3hpUMtxHo7xGmjSxTetenJoCx8O/7440OaojQP/iJggr++tH3feOONQ3wZMPhobXQSqI4PNN/ys42Otu9VdJJHLI+n8BP5tNEnFjkBR1lQIkohZ/IFP/hUrAMKy7vSKRRVdeYjm38ysS1ot5YXedf2nlpfqVhAmnRiQ/RAk0ymDOXVr21xU7Amp3HJoNS0q0tfFHX11Qe/yGUaQ/WiPGf7ETmuZoC8Nh4bCGx+1JWFIFPRNmMxSy0n5ZGzLgu5sGQIX9suaacyiCR4cFPJzyHTipeufVyqXEgtJ6TK4notrmL1Xcg5e/67WAqFkjXxXkp6qeWGoDaZliKbQkErXuTItIDXLbfcMhCiCZe6OkqlLwXnAWJLP5rKRdA6+kvJFOMYnzXhSv6i2Ax1IpaaZZKGfqfK6jZeG8rocY8m+mc1Wd1VzoOJnQ/JZWWFKCoDhLQLOWYr1Ct9KXHKLrVvKKejv21d2f6l/D7vvPMWsnCq0YoUnrJ51c37NIM23qtrn7HyhbmcndvRr4oiO9QDdSZW8kpWsfnmm4dvorwM/k0v8HwZz6rfolgpxPJwKKkUrEmkjTdT0x0iUDxS0urKD7F1WkWf+tk8q+pA/cr8TnxRytXqSMTArBBlnq9nO3YgXh2v1vkTJ1ZOEqfvPpI0VWaJQSM/B5zFsqk9p/SRZNSET5fvdXP5gUKYH23tpUt56/QVffIwJC+66KKe1+QYKlOCwVdZJBvgV1kMGwwgv2ThrmCOZuds2gbKT+oYPWHZv/ybfkzOzR7IS+kthy3/hs9UP6QJdI1Lm2ly45JRdXU+jvbYVL6p+DYxFtfCOP74Ciy52Kb2gQ98wLHdl1Vv61jtxyoJ6+t99tnHfvJn6mK1xNY33drGMRa6gkx6wvTuzW9+s48nwtDJwMy/a/iBBOWH+utTvxOXbQWsVqs1plSY4/JHnNKpltn4dcmPMKwwUX51rACxGs8KKCtEOMIpNl3S1bT0yfEsrOx/7GMfGzqblJWtPffc069yaXi2IHFMCZZ35XN/RAHuV+qxOrdbrdvowir9wx/+sN/6p/mAJRZo1K+WT7eREEbrARpkoKfRwlPD8qz6rvE1HBHb6CSMxtMnfk1Ow/VJJ/lh/RLL47H8RD5t9Ot3GxarDaxc2cpJW+AIGnhXBuF+9fKwww4LdUq8OscWHbYBWV4irF4Sk1pfxEvBgry32WYbb/XDuzraUJlG/WafbXEVyzpe0e+kad8pzzhkEPmkpE28KldXX33wCztwDjzwwIEtXfAcq9qsvuvWaNveobGNx6rKgV9dWfg2FW0zFrPUclIe+jCs3bCAKG+ZYxvxcsst5y6++GKHBZx1yqNTwc823/J71z6OOk2RC6nlhE4sSPbee+8BizbS47w/+lksVXBgqK6J91LTSyk39LTJNGiNlU1azqqnYs2YgP7FuiZcNF6ZF1PpS8HZ0lp+V/qqykVY/V6mv5zOOMZnTbiSP/XQNn62dKbK6jZes3nY9yb6ZzVZ3VXOc9SAPVOUI560DsEOzOxOJeZSxCm71L6hnE7Vby6k56xTu2We/htrOHa8Md9Ql8JTTXyh6eqzjffq2id5xMg/2je7fZh74Zi36q7TxRZbzFtHq6Ut37n0nPkN+SyzzDJ4tTqsE7k0zTrkDhaPovRwomBz++67r/vd735XaSWZgjV5tfFmarq2HPqeklZXfoitU6Wp7RnD76TFuIu5sz1uE1mMlSrtQ9t3ecxbx6t1/uQVKyeJ03cfSZpKoz7xU9e1/lL6SPLQPOv6YMWZZ1edg9Je9WxrL13KqzTrU/Ppm4eZ2+P0qfnYJ/Jrp512CuM2dnaUHfyLzMdSGv7Vc/U1HPMN7i/iiCt2nRKWXbV2F4qGhRZ2/l999dVBZ6Dfll56aX0deNKfIXvZwQIN7Hos12Vd3IGE5EcTFoQdl4zSutan0jWO9qhpT9fzSWjHpyvzLvnSgXPMB1upOK6CowhUodkUn+03N9xwg9+Cy0Vd9nwfG48blNk2hwKqzKiEQ+nN1nMUxwiuOkcYbkUlPI2OwZUdEGq8tvw0HE8ubfjTn/7kGzwNVNPDH1pobOpi0tU4+gSra6+91t8QzmHu9vIVDWOflJFtStCBggh861wXusD/8ssv9wNVPcyf9FgEIC+xCgnJQ+u9997ry14lIPQ7gq7cgElEv4Odjd9GZ1c+UELr8il/j6VT4/Mkjy48rnFi+KmNftJkuw3hbP3gz1YZ2gLfWYhgYNzUdohT5ZTPuKACxZkdqI1aXzFYWNpktduJxZ9viwsvvHDojG2Yuve6uKNgbfMahwzS9LumreHLz6b66oNfUFazlZgLypBJegcB/QZyBB6t6jeaeKxcBv3dVBYNM862SR6xmKWUU8uiT/iXdk0/zDmnVXgSdqr5WelrekJTlz4uRi70VU6OCeGPLY06CdKFv/K4owvvxaSnmMWUW+PwrJNpNgzvo8oP0mAhFHzoM8uuDpcudURaKfSl4Fymm99N5epKv01X2zp1Our4rA5Xza/tu4azz1RZ3ZXXbF5d6APjcY2joGUqZbXWfdWYSXFBtjCGZr5Tt/AO74BL3bxI09Jn175Bw5eftAHtszEuQjlB3XEEIcoWLo0sL1jZNGJ5qgtf2PTreK9r+4yRL4xjkC2Ul7mYHtNo6eGdY7uY41gFfznMOH7HYq00tPFmarqavn3GphXLD+QVU6eWNt5H5XdNj/HujTfe6MQaNPSLlJ32yyKFbTN1vFrnr3nok3AxcpJ4ffWRyDPqCHlUNe6MrT/lxS59ZBs++n2UubxibJ9KY5UsbysvceHP8vjRps/7KDxMfLHg9vN85leqn8K/ykET8zGrt6oKp35iee75B30aegT6gSp31113+Tk5mKB85qiVKl1eVdzp9OtbRnWp877a43TiRt4Tr7ieboBy/hmBjEBGICOQEcgIZAQyAhmBjEBGICPQLwJVirx+c8ipZQQmB4HM75NTF5mSjEBGYGYhMHgOx8yiPVObEcgIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICOQEcgIZAQyArMgAllxPQtWai5SRiAjkBHICGQEMgIZgYxARiAjkBHICGQEMgIZgYxARiAjkBGYyQhkxfVMrr1Me0YgI5ARyAhkBDICGYGMQEYgI5ARmIEIcAcKZ1xzZnPdmc4zsFiZ5IxAJQKZ3ythyZ4ZgYxARqAVgXzGdStEOUBGICOQEcgIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICOQEcgITCUC2eJ6KtHOeWUEMgIZgYxARiAjkBHICGQEMgIZgYxARiAjkBHICGQEMgIZgYxAKwJZcd0KUQ6QEcgIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICOQEcgIZAQyAlOJQFZcTyXaOa+MQEYgI5ARyAhkBDICGYGMQEYgI5ARyAhkBDICGYGMQEYgI5ARaEUgK65bIcoBMgIZgYxARiAjkBHICGQEMgIZgYxARiAjkBHICGQEMgIZgYxARmAqEciK66lEO+eVEcgIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICOQEcgIZAQyAq0IZMV1K0Q5QEYgI5ARyAhkBDICGYGMQEYgI5ARyAhkBDICGYGMQEYgI5ARyAhMJQJZcT2VaOe8MgIZgYxARiAjkBHICGQEMgIZgYxARiAjkBHICGQEMgIZgYxARqAVgay4boUoB8gIZAQyAhmBjEBGICOQEcgIZAQyAhmBjEBGICOQEcgIZAQyAhmBqUTgKVOZ2UzNqygKd8wxx7gHHnjAveMd73DzzjvvTC2Ke/DBB93ZZ5/tKNNyyy3nnvGMZ3QuyyabbOJuuOEG99nPftattNJKneP99a9/deedd567/vrr3bOe9Sy37LLLule/+tWd4+eAMxeBprbzpz/9yf361792z33uc92qq646sYVsKsN0EH3iiSe6vfbayy2wwAL+GUPDTMG8qkwzmfaq8mS/yUMg89jk1UkbRaOMadrSzt8zAhmBjEBGICMwKQicfuld7uY7H3SveMEz3XJvmmdSyJol6cjjwVmyWnOhZjgCTxKlTDHDyzB28u+55x4399xz+3y++tWvuu22227seY4rg+OPP969973v9cnzvsoqq3TKCmU3CmfcL37xC7faaqv59//85z9eqY9C+33ve9+QQvqUU05xa665prv77rt9eP6hqLz33nvD7/wy6yLQ1HY233zzoHiFj5785OYNIAwiTj75ZM8/a6211pSB1lSGKSPCZPTzn//cffCDH/Q+v//9790b3vAG87X5NRbz5tT6+0o3RP3+7W9/cy9+8Yvdy172sqHEx0l7mxwbIqYHjy5l7iGbJ2wS4Eu9qnvSk57kZpttNv1Z+Rwnj1VmmD1HRiB1TDNyxjmBjEBPCEzX2KYn8nMyGQH3178/7K6+5X7353v+5f4if/fc/4h71uyzuVe+aA73ypfI34vncM+ePdvKjcoqK375PHfrX//pXj7P7O6UHd82anIzLj66g5tuusndfPPN7tZbb3UPP/ywe+UrX+kWXnhh/3zKU/rjsXGPB7Pcn3HslwmeAAT6a+ETUJhMwvgQ+M53vuMTn3POOQesrc8///ygRPvNb37jDj/88EDEI4884j71qU8FpfXrXvc6989//tNhgZ1dRiAWgQ033NCdccYZPtpb3vIWP1CJTWNWCP+e97zHPfvZz3b333+/+9GPfuR23333GVss6P/xj3/sfvvb37r77rsvlAPF9cc+9jG3xRZbuBe+8IXBf1wvTXKs7zwnpcx9l2uS0rv66qvdkksu6f7+978PkMWkZr755nPvfve73Wabbebok7LLCGQEMgLTiUAe20wn+jnvURA49/K73RFn3erO+v1f3X8erbeDe/pTn+w+ucK87tOrzO/meEbzAvIo9OS4sx4C//73v91xxx3n9t13X/fLX/7SPfroo5WFfNrTnuY++tGPum9/+9vupS99aWWYSfLMcn+SaiPTMlMQaDZxnCmlyHSOFQFWNrFqwq2++uru6U9/esgP5bQ6a92G31lnneVuueUW//nzn/+8u/zyy911113n/vjHP2qU/MwIdEagidcY1HzgAx9w66yzzoCVZZfER4nbJf3YMG30cLyP7ng45JBDvMVBbB7THR6lO4rp9ddf38sJq7SGNiwpdtllF29Nfuedd46d3Cbe6ivzSStzX+WaxHSuueaaIaU1dDIBwsrlhz/8oVtsscX8oskk0p9pyghkBGYNBBgXMy5hfELfXuWmov+pyndcfm1jmHHlm9OdOgQefOg/7gs//IP79HcvdRxfoUrruZ/zNPeGV87p3rrQ89yL5nqGk41O3j30yKNuvxNvdCttfZ678Oq843bqampm54TO4M1vfrOXn+y4RWn9zGc+073mNa9xK664ov+GIQ8O6+uDDz7YLbjggn7+MOkln9Xk/qTjnembNRDIFtezRj2OtRQ/+9nPwgonq5nWLbPMMu6b3/yme+ihh9xHPvIR+ykorfFESaXuBS94gb7mZ0agMwKsonNMzUILLeRe+9rXDsQ799xz3dFHH+39vv/977s55phj4HvTj1HiNqWb+q0LPbQ1lNYcwcP5+2ussUZqdlMej4Hnu971LnfJJZf4vDn3ftNNN3VLL720P5IJxeJPfvITd+qppzqU1ldeeaUbt8xokmN9ADSJZe6jXDMhjS996UuOXQr0USzCYuH/q1/9yk9y1ltvPbf44os/YXdvzIT6yzRmBGYyAihTDjroIF+EV73qVeGoPlumprGNDTdT3ruMYWZKWTKdwwjcc//Dbp2dL3F/uv0f/iPK6o++62Xuo8u+zPFu3b8eftRdcNXdbodDr/VHXNx938Nuq/0vd8duv1Q+OsQCld+HEDj99NPdhz70IX+EIEdJchzp5z73OffOd75zKOyf//xnt+uuu7o99tjD3+XFuG+RRRZxK6+88lDYSfGY1eT+pOCa6Zi1EciK61m7fnsp3VFHHeXT4Zxvtlhbx9ac//3f/7Ve4f2OO+4I7/PMky+RCGDklyQEUC7yl53zlgbPe97z/FnxHD0xkxTXWESo0pqLbrHOsud0v+1tb3Nrr722O+200xx3ClSdd903DzTJsT7ymsQy91GumZAGkxc70UFZzQLskUce6S2wOQaLLajZZQQyAhmB6UAgj22mA/WcZwoCj8rdEV/e74qgtH7b6+Z239349XKedbU64RlPe7J71xvncUu9Zm639QFXuFMuvsPdce9Dbtef/tFtu/ZrUkjIcZ4ACNx4441+XsO9NxxRynhthRVWqC05d+PstttujvuPuI+LXZyf/vSn3RVXXOGe85zn1Mabzg9Z7k8n+jnvmYpAdU8zTaXh7GOUFVjYcSEawoYzKNkWj1WedYS54IILHBYMCCm2YWNFxR+X/7G1BKu+pz71qTZaeI/JK0QyL5znfNlll/m89KI089m//uMf/3AofdkqyIWIbH9n20udw4qU7S9lh1Xlr3/9a3fppZf67c+vf/3rffmazucED85tveiii/y50iiDwCnWUQ/gjGOrY/niAy7A+ulPf+oeeOABjzeXJHC+KJ0F9Ko76aSTgtUkK6Bs9Sk7zr/GuhsLFeqOtKrchRde6I8decUrXjGkSGeLOBfW8YeVIxihFLOKMU2TbTrQ/q9//csrAl/+8pfrp/DkUkqONsHK9+1vf3vwb3vhiBRw+8Mf/uDL8+pXv9qtuuqq7kUvetFAVPCjjs477zx32223OWjiDFbywhKw7Ebl+3J6+hsexUoGnuaizbnmmsspz3CpmXWjth2bVsw7fAVOKGzhRRx8hj+4qMPyevbZZ/c/UVpRd1VulLgce8N521wSAm9RX3X82hWvGHpQtHJsz4EHHujPfKP9lWVkVZnLfgzuaHOUB1ypc84G1vbZR5u0edLWvva1rwWvww47rLJtEoBFsvJCWYgoL8i4s+Q4Ivi2SeaX2wyylAsuOTYChSb9S5Ucs3lhBX7mmWe6a6+91oeFp7D+6HL+dh9lpqycA45cu/766x2yD9n21re+1Zfd0lp+j5GJ8CD40A9hAU++9GHwB9sx8eOvaUdDTH/VpW7K5Rn1N5Y722yzjZ8IkRYyOsZRD/yBFZOlRRdd1LeZuslR1/ZvaYjlt1iabF72PTbfrnVNX8z9F1i9v//97/c8S90jQ+lv2mQoNPY1pinzHOegM+5kvMQEmXHSO97xjgAL9YecAhtk/FJLLeXbXQhQ8dJXfcTwTrlc4NU2Jk4Zxz7/+c+vKPGgV9fxj8aKkVFlXmJMSj+IbGZ8xfFTPMt4VMl9zZ9nSp01lVPPZX3wwQdDNldddZWXp3hAN30I46uqsU2I9PhLTB9Qxoj+Maa9xcoBpTVmDKNxYsqlcZqef3vgEffLS+501976gLtNLrGbc46nuje+ak636hIvcs9+5uCUNyYseV7/53+4i6/9m7tGLiHkgrwXy1EYr37ps9xbF36ef9bR9fC/H3XnyVnQV9/ygLvm1vtdIUf0vkouLFzwZc9yy79pHvfUpzx5IOo5f7jb/eaae32Y1ZZ+sc/36PNul+eD7plPn80tKuV5++vndvO+YHgepQldedP97iJJ46qb73cP/PPfQt8c7rXzPsctv9g8brYn/3dM/6+H/+P2P+kmGQ896j749sfOBT7wlze5W+/6p3ves5/m1l1xXrfwvI8dxUDaB596izvvirt9NtC++yZv8Ondcuc/3WmX3unL+NTZnuRWfPML3FvkuJDDzrjFHyOy3krzua+utZA7/8q73f0P/tudcOFf3Dc++Rp/lMhl1//dHzfyZKELq+0XPu+/x1GS0U13POgoPw4auZjQuvulfAf/8mbHcSTvWnQe96YF5gyfOZbkt3/8m+cHjjMhLnQv9urnhjAcdfL76/7u+WODlecLx5togJvvfND9/Nz6/DVc1fOfcqTK6b+7y10l9QH/YJH+GsFzqdfO5S+srIoDndAELli1Q/PiguW7pe6q3H0PPuLr5RGpw3cv9gL3+vmHFbVH/uo2Rx294oXPFAxfUpVMrV+MfI6Vu1WZMh7HuICLGBlrnnPOOQ69Bw4ZwzwQ2cu4gfEEYwjm0UsssYR705ve5L7+9a/7+3HQubAj9ROf+MRQNjFzXo2MrOoy5yjL37o+qknu03+ceOKJvrxYk2P8h6Kb8Ul5Tg59TX2R0m+fMXWaGk9xQK+Bnow5KkZL6IMY21B/zDnr5ujk23WMSdg23oM32MmLXhBLfp3nEhcHv8EvOPiK8aB18Aw6I3R7yy233MCcvws/MX+7+OKLfV3S95ddW/7l8E/Y3yIgpt3JxL6QS/wKUcZws8PQn0wOi1NOOWWAzs985jM+nCj3CplwFDJQHYonk4/irrvuGoiXkpc0nJC2WAD69D7+8Y8HPxkQD+ShP2TLSggjRxwUoiQJv6vKudJKK2nU8JTJXiGNpzIemMmgOITVF1E+FqLYGIojSv7iW9/6VvCXc6s1Su1TLkII4b/3ve8NhavCZs011wxxqsp5wgknDKWDh0w8QrwqLAgjArAQAe7DicIAL+9k8lnIcSQhfjlfOVqhECW8BvdPGZyH8HKe7sA3/SELID6MXAaoXo1PEV4Fack54CFtpQW/nXfeOcSXSXshAnsonIaXjrsQJX4Iz0sq3w8kUvohnWchHX4lHSLoC1HO+hh9tR3NXstCecGtzVWFF+FfSbdiKKvvtcl2jWt5XLafFRtvvPFQntStWNUO5BWLV1d6NBO5lDHQIR2iejc+LYbHHntsIYrXkIZitsACCxQyEPTpjNImqwgRhXHID/kc4yztoqwu5PKVkJbSXiXzNR59BTJZBn0hnuwi8STYOlYZr7SJor2QgU6Io3nJWeOFDEI0WO1zlDKTKPJSZZ7mrU/8ZaBVmXeKTFSsll9++QL+kCNahso9//zzF8jOKhfbX2l+TXVTlU+bH/2tYlRul8SVSUH4LgsAITmlh7hlmcRYQhYfQzxNn+dLXvKSQhY5Qzq8xLZ/jRzDb7E0aR5Vz5h8iR9T17Z9ycKiH+9Z/HivkqFKZ59jGq1jeE4UuwUyoEyLTHR9/YuVVyFKv6HvX/jCF4b4A1r7qo8U3rHl6jomThnHap1UPWPGP8RPkVGWlw444ICC9mvrb6+99vKkWTzq5D4BU+qsSzlFET5Al6VR31WOKq34l+UONMb2ARaj2PYWKwegT13sGCa2XJpP3fOM391ZLPO5s4vXrHfq0N+SnzmrEAVmiBoT9j+PPlrsc/z1xSIbnDaULnnh/71jriv+LRrHsrvu9geK93/j15XxiLv61y4oRBE+EO2L+/7BhyfeD46rznexjc8ozr38rwPx+CHKy2K3I/9YvHb9YQzI76PfvKi4/e5/hng33fGPQNsOh11TLLHZmeE34fc94YYQVpTcAd+3f/7s4t77H5ufnHDhnwvoIbz9o2z8ft36pxWiwPXpQJuGkYUF77ffiTcEP3AsO+jSOLv89Nry5+IX590evv/o5Bv99/v+8UjxxX0ew1Hj2ucXfnhZSGfD3S8N8R9+ZHguYtM/5vzbQ7y2lytvuq9YeevzQto2/zd8+vTikNNuHkoCutff9ZLKOJ/6zm+Lt276WP2s+OVzQ9w/XP/3EP67P/tj8LcvK3zpXB/GxrPfq95T5LPKslHGdIxpVUbuvffenjTGbPS7dvxOGDEaKsTQzYfXeTzzZjEk8H5bbbXVUNG6znm1LOQTM+ew8rdLH1WW+9BX7tcUD1G4DpSnS19kI6TUKfFT4lkc0Dehh9Fy2Cd9TpWLGWMSX+urjvdkZ2XIf//99x/KEv5RuhgzlJ0cXRO+77PPPuFzV35CH0H6shgT4toX2X0c0u+in7Nxn0jvg8u8guh0OCzZ9ttvP2+ZijUH1sls98BaEsdqE5ebYFVYdliMYJ37l7/8xWGFiPUTl5fhsDbZYostBqKMkpdNSC0+8eM81ionjc57s6ojigC/YoiFlv1TWglYtg7nrF5WHUVgeAulD3/4w96aRC07weyTn/zkQNasumERhyUoDksLPQ8Ya++6Yz0GEjE/WB1S13XLPpaAWA3rhQnEl4m994N2rAWrHFbJWud6vm05HBZaMtHw3vAJjtUvLOyxisJh+YYlJdaI8ATuiCOO8Ct7rGKO07HS+8UvftFblpE3NFAfWABjbfblL3/Z8zk0bL311o5VT5wIWicKf2+Bo9bC8M+ee+7pv5f/xfJ9OfdGRgcAAEAASURBVL7+ZtUTC1us2HHUE7wqyin/G6t5EdD+va+24xPr6R8rtvCatQDFch4//nSVviq7lLiy8OB+8IMf+OTgY+Vl6hYZhaWSuli8Yumx7REr3FiHxTbH+XB+NFaEojjySVAGVvZpV6ltso4WrOLUcRxIqsPqgB0KXWS+5kGb4ZJY6eB9H0F5sb5tcljvb7fddn4nBLKL8/W4CZx6F+VSp4tmRykzlwiyUwOZh5UFlgn/8z//49spdOOPxfihhx46UIxRZSJnC8IfnDFOnwx/aF+FdQv8Ue6PU/orJTqlbjRuyvP22x+zniKu9qdN6YCnLF6GS4qR1xtttJGvm9lmm82RHhYY7FhRF9v+iRfDbyk0KW3lZ0y+xB2lrhnHMHbBtclQwvQ9piFNHDzHjg6ZXPn+g3GLWjJxDjrtDlrZqkz/Yr9zvAyYWddnfaTwjtISMzZIGcdqPlXPmPHPqDKK/LGuxgIPp9ZRZZneJFtS66xLOZGb9J8ch6UOPmJcwt/CCy/sLa/0W90ztQ/Q9GLaW6wc0Dz0GTOGGbVcmqc+sbD+zPcuc5yhjJtLLFuxUuWCQNzf//GIEwWkf48JS4Rvy/nMu//8unAB4ctfMLtb4jVzhfOcsZD9/jHX+z+fweP/sPheY/uL3NVi9YybXaylsQbG4latnq8Ruj+x48UO6++yI96eRz+WL9bii8z3HPcUsWbGYcm7yZ6/95bfNp4oecWC+kYZ5zhvnb2CWOCuLlbbisPvxYqXeHwvu4NPvdndJ9bQOGjFUTZ1x13w54Dvxu99pXvus57qLZm3PuBKTw/hsGR+ydyPYU7ZcK944eyOI0NwC4jlt7rrHj8jG+tjdWdf9ld9Dc/zH7fwxuNXFd9/9Yf/xln0VY9ZUn/toKvc8WLVjQNrMOfSSLVuP+miO9ydf3vIfx/Hv9vv/pdbc4ffuBvFWhy30Muf7S2dl1lkbm/RjXX0tw69xp3228HLx7nw8vwr7wkkwWtY2ePOFat9rMunwo0qn5vkbhv9zLNwyEjGWbgddtjB0e8yfmeOxziYMTzW2PSXOOQPDl0KFzTisMK1LmbOa+OlzDmI36WPsvlQPu4wol9jbIllMHos7mnBcru8Q7BLX8QudlxqnabGs+WSRU2vh8EPfY3qGPjNHItjXqwbZYxZx3t2By/W7GXHzjt1Vd+tn+7KS+UnzSc/ExCYBC091oJYfMoFJoUogAJJrCTJeZT0mv5PtiyHb7qyot9EuAWLWmnwwYoGSzksKtSl5GVXjdQaD4sYOU7B04VVGpbA1sn5TGFlEEvgOifKrsryyZaBkL4I72D1SjpYWa+yyiohnrX6E8VK8BeltrcsI44orQtRUIZv4NZlRcdaT9t8SBNXhc1jX4pCLm0M+cnkU70bn3bFS5S2Q2HXXXfdkKYoff13EXrBT5TZhWznCfFEoVCI8jJ8F6Vj+Ia1i/KPrtSGj4+/xFhcY5mMFSZpYg2KlZg6WVgpsOISpXSoEzl/y/O3HEWiwfxTtpOGdKDdulS+t2nY90022SRg8NnPfraQrT3hM5ai7GTASh/XV9vRDGxZqqyMNJw+m8JjCa11KQo1jdLp2RbX8jh50N7VuhK8LIaiGA15puBF5DZ6NANZbAhllgGdejc+LYaUBXrlOBAfB5kjA7+QJqvTuJQ26SNW/JNBXEhfttxVhKj3KtPeJPNlMBESKsejHcpAzMtROQLDh7N1rDKeD7pCjmUzFgfqsP7AKgT50uZSy2z7ANliNySvkY9qfSIKQG/hq7SkysQyVvzWXT2Unx0Y2s6sLLW0xvRX5fyq6kbLFPNss7i2bVaODQlJW3qsTNp2221DuXfaaacQnhesMGSC4b/T/6hLaf8x/JZCk9JWfsbkm1LXtn3FyFDo7HtMY+tYZaCOGeTIiVDPyufISP2O9b76yyRoAMY+6yOFd8rlapKPOibuaxwLELHjn1QZVeYlOeLKW85DA2Mp+BNXxqNKtqTUWWw5kZ/KM1tuuaWnrfzP0mrljm1rMX1AGaOuY5YYOVAug/3dNoZJLZfNo/y+7i7/tVL9ygFXBOtnhrSicC2wuN75iMesdWPCyvEOwdL6jWIli3Wxdd8XC2G1pMXq+K6//XcO+6X9Lg/f1t7p4uLv/3jMQpn4t9z1YLHiVo9ZwRJ/p8Mfm8/wTS2uNV25zLCQ4z74VMjFiANWvFgwq8O6W63Cl9vynOKGv/xDPxX3P/hIsdaOvwn0nHTRX/w3a3FNfm/a6IzinD88Nn4iPfJTt9Hjlslv2eSMQI/6Efcnpz9mQYyFurVi3lIsn9X9+qp7Ag2n//ZO9S6W3eJX3h9L8bv//l8M7/zbv0J4xUMttYmMlbtaiWNtT96XXHtviLPU5mcVv7/uv5b2fxZr88987/feChxMcJbWviyubd1jBQ0fqjv1kjsCfe/d5vzw7Yob7wv+i254enHh1Y/tEsZaHUtya0VvLafHYXGdKp+tLEPuVcldxaHqyZha5aVaveKnux6xptWxuBhWFWIYGMJrv0a6sijr/eUoioFs7Nivbc5bLktTn2rnHGX526WPUrlv9RKirB+gHT2OHLMR/GL7otQ6TY1XxkGMrfwJCVoAO55CZ8K8Cmf7h77nE6oPEsPKAX0jYyH0M8p76HKYJ1onRyj67+yUVxfDT9q/ZotrRS/tyerVRDsUC8pIcmNsoNUKlM033zz464tYFod4dUd5aFh91uVlG59Vamy66aYhD1mJ0WT8kyMhlO7yNw0oVsUhjJ3w8n3HHXcM3ziuo+wYoGv6lBXH9hgGt/hzvEr5mAk5z7YQS7kQr4vimiM7NB+Ur2VXhw3hUhTXYl0flABirTyQHYsaum1XvzEpQABBI4NzhE/Z0RGoggfBo852EH0orr/yla8ErA455BDNZuBJHXRxbAeiTNSndX3yPdipwkUsgwaU1ponSs0yH+k3+4xtO8S1ZdFO26ZZfm8K3zZRKqdlf7fFtTzO0RosjFnHIEoHT3VH3NjwvNfhxbc2egiDE4vjwG+bbbbZY54t/y2GVVvofve734U0dcAX2yabSOAoD5UnN9xwQ1PQoW+W9hiZb+OJVWwYHNkMbB1bGS9WHZ5eFnDKi5M2ftN7apm33377gFXdwgSTAsVTdpV4MkaRiRYr+LDsxNoj5CdW2OFzSn9FZJtfXd2ETCJeqhTX4PL/7Z0HvO1EtYejWChKB+lFaYoUASlKR3gqPMUCKqjvoQgoiDwEBSwgHSyAFAVE6SBSlCKIVOm9SlPkAtIE6U0s+61vzlm5s3OS7CQne9997v3P/Z2b7GTqNyWTlTVraN/xx0/MRNC+3cX58TGJevfnqq2eca9dR//Aa9qeXZPhLk/Rj6L+X7W9tZ2nqulShCZ1HfevOmNoP+Y0cR3HHxq9emyFWtrGy+7zouWu7frwePOORW0nLled8XG881jPY535z3jGqLgtMa/jw1Gei3nkjS1N66xOOckXZfUxuq7guukzIGZUp7/VGQfymPu1XnOYpuXy+LNHTF+4UBMTFnnCR4R/XK/jl3R2P+6uNO5DzvxzNunwOxbeHnfhiGm9x59+NQhHydeKJtDGBETW3fHAZBMPmIBwFwuuv3vsXX45Pd5w72Th73o7X5Fe3/vEe9K8/va6se9rZjM5vf+d0XizgusLTaia5zBB4uZAtjv01uDlKRMwLz1qPmWzfa/vCnbPQ5OFsMecPym9ZxrTaR5iwfWeJ9ydXj/ryskKAZjm8Lr146mXTlaEioXUXqbdfv7HNEyeOQ4yE9dH24Lrvz//j1TIjGAaYXrWbXXQzWkeaSu4vaL6O+Lsv2SDdH51+V/TePspuB7P+Nxr3B1TqMyFY489Nh0vEcziUBbwMdS0abtCIEzmHkLR2LlyH2O/O8pV5503LkudZ2o8/lZ9Rvl80/bGSsuaZ57Vy8KxzrOoaZ02DUf+Yg68Q9nKYC53ObN9nZbXTQI3mWMSaVxfec98/KCo4m3JNKy5FFxsBsTvY7rDHe+rft3fjeq2Jwmuneb4juXrpK2WprSLN8yzTpCbHZaPZN0KK6yQXsLUSBVXJa04nnipe9ZcCKYpcCZMzd0J1xp8WHKOH0xqmB0nTlPny0EwM8KSBJtkd/2Zhl26KZdv+MhGBL58m+WBWdMjpIOpijqOzRlxLMmnLP12NriFJUCkw2YLJlxOkzQBfli2ywUbAMJ1Nk5kwwScCSRScwfhwuh/bODJBgA44mPDgH44NwlAnW2yySa5SVAHVZy3RerTXt5zg4y33WNewh6WIW5MztgDdkw6mAfItqMxnuyC55d7Rf00L9xEu2Z25VPTO553TNPQxnD9Gms8rfhIX2HpGK6JqRD7sBRHF86XW2651HQCfQtXt0+GQAX/sRmkuyrtyv1mj03bvmlUhuV32fiKfmN6CocpKkwHuGmfIv9515uWmc3CcHDacsst86JO4meQ562tMXHfffcdkyamnMwGerjuzx1+NHleZSOvWzfZ8EW/Gdt4frFMn/okHRzLTDFZQfsuc7Z6Kn2u0gayz2J++3yDZ4tNcMuiC/eKxsuq7a3tPFVNl8yPt67rjKH9mNPElWMfrOOf4ZwNfNyZsoSfpkdfjsyY4K7t+vB4845FbSf2W2d8jMeQuvPYOM0685+2xijMc9kLapyN3PO8saVpndUpZ25malxs+gyIk6jT3+qMA3Eadc/bKFec5kOj5hi4tqFtwujmIGI/mKrgeh2/hP/TI5NNVH56nQXiKNPzjd8/b3rOBni4+20jPhNXhnPylN0YkhuY/mCTRhwmIPLMhXzt4yNzy+Bp9D/MccxmZjpwjz/zj9Scx18ef2nUR5IsZOY52Aww/nvzGye/8j9sGw5m3bq2aSGmRfIcGxRingTnGxveahsamkw2XPvo++YLR//vr0+96qfJuxae/N5DPO4w5+KOtN3F5kKu/uPIOyimS9i8ERebC4nP17WNGXFxGh8xMyl5Lq8+8vw1uYZ5kNGqTxa3DTgnPf5yVz2ETRpt40t3pn0fTuN8b7Tq2HnJJ9ecP5l/ju6NKT2ONo9tjc95426vfPrYgIklN7PkpkAw14XJttj5fMvnYH6P8R0Xyy3G885b55kaEh79r+ozysNQRn+vQ17DHJU5Zp6r8yxqWqdNw2XzyztMbB7E77MJojt/pxjvHJP4itoeJkvc2R4Lfho26OYHJmZ4V8DFpkHYUNId5hlx42lPHpeO9QlMforVD9t6CGxS21etZIMNNgi2aU2jJbVTVJZYnsDNlnanQUxrND33k6ZpeXiO2Ll0+9Gm4ZUgjMYhHGXnVJyZCUkHoXBh9D8zRp8Km7DdFNurxQuDBY44ER7y4p39w/YizoVl9nUy/OY/0yxOz8dz4kJhW+qSK9gcT9xFYRno3cUvUm4znEEd29+4WLDtdeFh4yO2snA8ALCZ2Q/ndUZdUldVHPaRsOWEHStsYWNvFTvTbke5LI4m7T6Oz/PLNRe8xveLztvoO0VxD/v1PObk2cebfo01eVyw5YkNe1yTjwVFZXHbcNhP9o8mdfpkXl79Wjxxeeihh/xy7WNe3r0OiCyvHrieHWe5VuZsM5iwJwF+TBsgjKumldY1oSkLz72mZfaxjTwXffDycY10/OOFh+PaeMbEPMbEid1WXNw+fCyp87wKkUT/1a2bKGjPU8Z9+8Yf/PFhEdu+2D6MJ81FkXjZuG8aLmOew4z18V4a/jz2+OqMl1Xb23jz5HnzY9V08e9pN63ronbl/Tfuu/2Y03iZOeblhblOmfMxl4++3qacCeGatJGi9Oq0nTiOvHI5X/zFjMczj43TdAZV5j9tjVFVx4w8f55fylCnzjxclXLGfJqcOyfSqvMMiNPKawvc9/YQt4U640CcRt3zNsoVp/ngqLCYawvOVS7Yq+OX+Nz/W2d4QzL3rCP7gHA9dovOM9lu88Nm1xoXC8hdOB2H8fO3R2H/+uTYd9W8+nu9KZksOPeMIQoEx8+8MCLYejAS4G+y5/XJRt++putv492v9WSTZ3Jsas8z2/Tp/ezJQxFjL6+ZEkm9Ybs7dvc8PKJQxDXsS7vDxjaOMixpQl13K5s98rcYYxw2rd229jWj9p4/uNLbgn1w7l97zzPJa2YjGvcHs/uMQ7DttrKdA8J96m3QztMnXWxpZ+uB37++erJCndcFdrFxb7IPLL3acfDYp/+8fxL9eOaQeeNuryz7+Mp+Lu5ckMk7ctaZWa1wKf7gjNzChbr+MQ5PHjfndd558Z/XD30M5X48jvLbXV0GjPPYrcZhW9pMigYBvq0EDXsSebwcvTxVnkVN67RpuDifnOfx47q/T3COogLOy9V0jkkcRdz58IGMBRcLrtlXDYdyitvCjgXXfm4rmMK+YPj1fHJetz0RRq4ZgcGP6Dn5ZPJvtqwTWyKSc7fZpewGLR5L22mhrcJXMQYYhNe2S3tqgJ40XTPY0+fIhocHH3xwuMRAbDZy4tvhnE2x3PGiXeQYDFzjJA5TNMktiqfoui2RDrcQjKFNVsS1KHyT63wR4+XR7ByFTccYxM0ESHL22WeH6BAc+QMj1nryF8q8NGNBctHXy7xwda6ZHa7gHQ3cKo4vywyQlLMtV6d+PL+kXSXPbfedtso8DPHkce83LwQn3nb8C30bLGJNaMqAq9Mny/IQP9wRSrHpX1surw7GGzfaGnyENJMByemnnx5WKLDygz8zC5OcdtpphQIFT7tpmX1sKxvX4nHexzUPR/plYZuOiXFb8/YRP3uqPq+cT7+PCGOoKzSs+TDIB/GiSXReXuKycb+sfGZ6JP3Y3qT/V21vTfOUVz6uVU0Xv3HaZSziuQnherm8/hunFbf1XnGN536vtpF3P84naZdxidtIUT6btJ2iuPx6Hl+/12Qe62H96POJKnOJfo9RnqeyY9M6q1POsvSr3HNOZeN43C/8GVAl7rz2UGccqJJGkZ+2y+UbMpKebypYlHYdv8Tx7KhQeMbppyuKMtUExoNvnujCSK7NNH3xq7ZZ4MBLcB7Wf5cd2dwPx0LJ6UY3bGQDSnfTv6k4v4RZ1TaXrOPiuF2A/9xL/0qjmHnGEQ1wLpC3K+8YESijVT3LTCP3XjaNbdeQfveiM3fVFdrwbFx4wQ1PBO3zm/70bDK7aSU/+dzIBooIpRd5esbkpvueDZrfN9z7TLL4/G9JN75cfek5Etcof/r5EQ692kKa+ZZPYi5EXVYXCNYXm2/kPfvZ0fp78+hGli1nq3J03j8JUDb2NJ1DlmUEhQicCxc5d8Ucf+/nGo5Vhp5XNJXdmRnUVEt5nXXW8cthE23/UeU55X6LjnljaJHfOtfNnEXYuBphNe9JlJEVsravTfLzn/88MfMaIbo6zyLnRMA6ddo0XNXyxu8THiZ+NpfNperOMYmfMLzPsjkwHzfQ8kbe5Jr+yGT4aGJ7GAX2KLjw3nDJJZeE7JlZ31QO5vy50UZ7Cgnov54EhkLjmt1EXWiN9odtChcaExrFWe2lniXq4aHttBBMs/MrzrWDXTMYbbjsshYzPh+WfSN0YtBnGUjei5B/LeLrDkLxoj9MSaC9jWMXc3du4sN/Nz36AEe+266LojwhYHCNagYWdojly5hrf8cfA+KHmz/w8uJ1HrCOw7hfBOPjdb7k/IknnugZFekhgEfwyMBtdsrDwElYTAuYzeKecYzXg+eXeKrkue2+M978D3v4fvOiP7qpF++nbTBx0xazzDJLEPYRZ50+WZYHNzOBH4S+E8HZfgEJYzoTHDTz4IK74IILErN11rMITcvs41TZuBaPyQhkcR6O87KwvcZEwuc5X+lDm6Nd4Jo8r/Li7sc1NG7WX3/9YHKLfOY9b8vS9bLhh5UwRc9irrOKwPk37f9V2lvTPJWVs0q6hPe068xNytItu9ePOU1Zek3vORPC12kjRek1bTtF8fW6XncemxefzyeqzCW8jxBPP8aovPxlrzWtszrlzKZZ97dzKmOU9wyom07sv+o4EIepe952ueaaZfIKx6eeyzet53ms45cwc8828oxDq9nNP3hcfjR7yX4ahK38eNtoOM5jYTm/Y+fmN7g2W2Q+IvaTd+7heJ7NPOOIYHye2Uc0pqczkxo3HrF2cvNP1sn9u+mIdZJdPr1EXrSF1/7xzxFBOR469g/3xlGBOed3PThiBu75l/+ZfOXHtyWuWe0Cdvz8+Kz7k+dfHhF2f2KNbtMi3O8yF3LbU0Hzmus4BNdrLjv5HfcPt/89uWJUOM79OOxcs460hzLuhMlzr7w2Yg4l717Va/POPtJm8L/dR9+eWwdeN5f/aI1k0XlGlNNmHzX/YhtxphrnVdN0fy+3kH/vn8RZNvY0nUN6XvOOrrnschX8+Pntt9+eBrG9HrrMsPrqUGQiZkM/+MO0ne2HlYbxsZsLVZ5TacApcGL714QV5ShErrHGGiEHvJtxfdKkSeG3l6dKWZrWadNwVZH5+wT+mVPi/Nncrzmmm/ogLWRLCKVRzEQmh2neD33oQ9wKDk3ryy+/PLWoEId1/nisUgcjMSaJ7deWrtbzazpWJzAUgmtXwZ999tmDnRmW7/KFAwFBrE1QvVjFPttOi07NSzEOLTwaOAMqLhawhgv2HzYVfWnLrrvuWrgMx7X0+PLkXxs9jqKjCy64bwb+c735gyb3Zs7FeNmsL+PI8db6pazdRbcZTnuIBw7aibsrrrjCT7uOCPdsg85wjfryL3hx2fIGHcK5EK8rwoIfiyyySLjDV7i8+OJg2O/GTAhujz32CF9TWeqExgtlxDxMv53nl3Rsd+aeybXdd3om2NDDeD5CjCdsNrtt8CrLT2zyJm7L2XwU/bZNJcfcYmmWf3nGjn7sqvbJOEz2nNUh/oWdCZltdJn1MrS/4bHPPvuE8dsnLPFSs6KMNy2zj222CWeh3eSrrroqTdaX3Hk4btQdE9PI7CSeUPp1hLN57aPJ88rjHPajl418on1R1Y23/5e1t6Z5qpL3snQJ72nXmZtUSTfPTz/mNHnpjPeaMyGeOm2kKN3xtp2ieIuu153H5sXj84kq85+2xqi8fFS91rTO6pQzm5ey53nWL7+dU91nQF5cda/1GgeqxpdX5rbLNf+ck82D3PrnEROKRfmr45c43GQDpiluuC9/deSVo+Yq8L/w3CN5WSAyWXKVmb7Icy+YENc2TAy30Mp1TebYr20mGf8M54+YOZIHR21Fv83MlyCoxi00miZmNu57+MVwra3/5ozsUT/+9IgW9MJvm7waeOej7kz+7yd3JB/e7ZokLi9lxDTG/xx4U3L870fMw2E65KM5tqfXXGaOtCx/uOOpxM2ELGEmReaw9DEt4h8EuO/a29i+Xnu5yUJttwONsP2uByebLCli4YJ/7j/57NgPH3kmXIri4vqCc03mctdDvdP3uPzDAx9IbjSN8qzjowB/WTfzTJM1+vPyj+10bKhXdd4/8T+eOWTV9GJ/LryM3298bou5PswWsgJylVVW6TL7ifIXMhWEvHfffXdQUMjapfaxm/SqvPPG+ZoS57wrIe/AZBhlwyHYd+1fL08/n7lttYW89wnKQ9nc8czB+bO5X3NMtPDdmgDvcG4mhBXA2LdmH5Flllkm5IW5mM/HuOdmRLjp/Dmv0p78PR1F0DxZXN414pbrJjAUgmu3zcnXDjeK7tm87LLL/LSVYz/ScvuvNEZsZ+L4Cr755pt35Rnt4T333DNcwwY12ntFzu01sWQ0O/gWhVl00UUTlqHi6IxZ4SlfK7/2ta8VBc+9HtvKjh8kuZ5bvMhDye23HnPMMWHZBtGzRGaGGSZPUtFmdA3IX/3qV0HjLZuNk08+Of1CaTsNp7f5UOIagzwQfdk7HqhLzL7ENozSgAUnvmkTAm+W9GQdS25YAkTc3g7x44OZ+0d4iGC7347JgLM87rjjcgdSPhj4pgSe50H007pl94cQ4eKv8lXiGU/Ysvib8qqan/hDUtxPy/IU32MvATc14tdZ+eIrG3xDU79XtU+6/7wjbc43GqS/sYmpbyqY9X/llVcmq6++enL11Vdnbw3sd97SayZXq666ashD3v1s5pqW2VfrwAkNzKxjAuvPBvqkT6jGMybGaeS1j5/97GdB4xh/sb3BJs+rOK2yc7QTGJ8Zx+t8SCyLs849JrH+XKV/VJ1cNun/ee0pr701zVNRuaumS/h+1nU2f/2Y02TTaON32/XRpO2MtxxV57FF6dSZ/7Q1RhXlpcr1pnVWp5zkgzmmf6ytOzdp+gyoUv48P3XGgbzwfq3XHKbtci02/0ypuY7LTRP3noywEKHzwWf+OTn5koeTOn4pDxsoujvq3AeCGQz/zfHxp19NTr3sr+ESdpvXWGZEgIoZCzddgVmL68wuc9Yd9dsHEsxn4NZcdg57b8z6SJJtDr41+fOjL3XdOPq3k1Lt79i29DsXnpzXn5zzQOqnK3DDHwtFQmoE57j1V5w7FbZTjt/d+ETy9AuvJfOa5vcPtn53aiKDzQhhgHv7vDMlP9pmmWDHOVyI/sPcyEpm6xp3v5XZN2l8n2lbu1tzlC92pH9/89/C5ZVss0o3R8KFJRccMb3B+ZFWZwiCY4c2+PaH354gVMfFHwwusDLE7rTLH0mOOOcv8aX0HI3uEy56KDn8N39JHo7skyPQdzMll9361Jj2mEaQOVk6amsnXvxwV74RPH/lkNtSjfU46FyzTNbw5qMBGtvuMFmzxQ9uTmJTL36v6Dglx2fSxrlWMedf/epXOQTzH7yrYmqVD2IIq33VIyY19t9//+TWW28NG5ozN3alwhDY/qv7zuvhBnlEfoD2b9Z96lOfSi/5OF3nWdS0TpuGSzM7esJeXm5Zwe8xn/drmKjE4gKu33NMnsmYD8ShbIoSFS5uLx/+8IfDNd5DXXGSVfKxUmHd9sRqJncuV/HfKCGVrbRnTnjiiScm1113nQeZZo9DIbh24/8I9g466KDwYow24CGHHJJsvPHGrVZOP9Lii5gv1feXWoQ+i4xq4HoB+Ero2gfY9MZ2KprR/ucbEOAfg/y+XILNG7GjzTJkhBj88UWRQZovRC5cRXixxRZbhOTghy0evpaisX3kkUcGIVDRVy/PY/boAwjXY0FZ1l8/fruGJ0t/fBlQVosd7WnY4BD4wh3bRGgz09F/8IMfBPvp3Mevb3rAbxzLQnAwRKDGRgSYAGDQqmvKgIera3NTZ9inuueee0KcCLL5gofGJoO1t0PSZmkxdU+9oo2/9tprd32FxE8/HJrdbl8dYSXsLrroomAHjK+g2IHCZAs8cJ7nQfTTuuX1vkK4Aw88MPCk7bumfVl84wlbFm9TXlXzE/fHuJ+W5Sm+h6192j8PQ9o97XCHHXYIXliah23grKvSJ7Nhsr/pg/6BknGMpXw77bRTcsopp4T2d9RRR4UJBJoTPMyzwvVsfP36zZhDH2FpXvw1nQkHq2twLEWs4pqUmUmMm0pg0sf4wvjA+EHbZpxwjXX6sT9vxjsmenl4PtE+MIFF+zjssMNCPXGf9hFvSNjkeeXp9Dry4ZJJJh+CfW+IXmHavE9ZWRWDY5zkmcsu9zxv/No555wTPnTGfaZu/6/T3prmKWQ481+ddAnaz7rOZC0s3Wx7TpNNo43fbdYH+anbdtooQ9V5bFFadeY/bY1RRXmpcr1pndUpJ/nADqovt8bsHeMZQhaeuz6vLcpv02dAUXxl1+uOA2Vx9ZrDtF0uBHeuwfsfm0ej3XviRQ8n1979dILgcePvXpscdd6koH1bxy9l/MIHF06FkFfbRoFbHXRL2HDv1vufC3Fvuvf1CRqtuP9ebZ4E7WAcGwNutu6C4Zz/tjn4lpAHBLiYuNjlZ39Mjjn/wXAfjekdPj4isEsDjJ4gHP38AbYvkgneL77lyWT34+4O6bq/L35oET9NPr/+gqkAF6Hu1pYmeX7MhOsIVrlGuqt+9bLkxgLt8TSyzMkCptX+ulHB+jnXPB6EqmymeNKuKyWbWzkx5bHO8nMl3/zUEsm5e6+WfHjleZITd1kpwSQI9zY2Detvb75kcsbuqySxpnYmmWQ9iyPrVnvXiEIW12NzIe4vNhPCtf/dYOFUc5syb3fYbYHdZWZ+BH6f3e/G5CK7/tKrIwLelZYYEZYT9qcm8P/Z+ZOC/12P+WPyvRPuDmXlXtYhtN7vlPuSw8/+i9XlpPT2TGYP/YvWbnC0x89Z/Z1kguh7bcPKvz37j+TOSc8H/x/b47pkyx/enIbbZM35w6aVXKCuSR9t/vOuezzZdK/rk5sLVhMgJF969KMFQusv/eiW5NJbn0yOvfCh5DP7XB/STROpcDIlx2cXXGOaz+e3yEsQHqIYiHBx2223DfIT7D7vu+++YW6KrAiZB8Js3m38XSYubt133jjsoM5RbkTLGTOyrkSEDMfNn5APf++o8yxqWqdNw2V5IYynHnlv4N2CdztkDDwLcch2/Dk5iDmmr9xHMcZtarvyD/lxwTUfCVwJ1MNwH1e3Pa211lojAe1/3hXQ5Eb2hMyCdxyv79RTdMJ7B++ivPeR52nambBsijvbdI/voV1/NqkMv23Sl163pRJpXq3DptftC1V63U/sK0l63zS1/HKnSVo2aKRxmTAyjSs+2XrrrVM/lMUExfHtcG6awV1+smU2Le2ONdw0nH0F6tjXna4wpiHbMe2Nrmsm+E7D2JLCjg16XffjdEzjOL1nGxik4YpOTMs69W8DyxhvZWzsoZKGJZ66zgRznbj+bdlwJ6+ubfl6x4RfaVpxef0cbieccMKYLFx88cVdabh/jiY06tiGDyFe0xAZEzbvgpmCKc0HbcAEHh0bDDumwdrl19s8adMWPC82SKVJNW33aQSZExuwO6bVlqblacZHE7aHUG33nV5lyWS1U+bfhOkd6jjON+cm9MhGM+Z3r7BlbdwjswdeSHuJJZbwS43GGgL3yo8nYIK8tLyEqeKcoX1x7phWVBo+y81Wg+RGV7VP5gaOLpq5iY5tgFGYvueHPm8f7EJIzzv38saBojG/Vzgiz6tj+l3cD2lfNlFJ88w4bF/ro1KVnzYpswmNO9SV88g7mnC5Yx9MuxJvOibGrOKyZtO1lSNd6fGjyfMqTi+vTol3++23T8tvHxe51NORF8/z8ccf39O/eyjKD+O1fUhJ4yRu2ka2D5lGhkdVu//XbW9N8pRmLjqpmy5B69Z1Xv+KshBO88ZQbrQ9pymqY89Pr/tf/vKX03ZgL2MeLDzT67aRNHDmpMmztle+i8bHOOkq89jYf/a86vyHcE3HqCptifh78cBP0z5Up5ykYy+paZvxcYmjvbRzuzSvTZ4BVRhl+1uTcSBkPue/KnOYJuXKSSq99NcnX+6steMfOu/8wu8L/w785X3Bfx2/BDjlkoc7S295UWG8pLnJntd1/vbsq2l+OHn2xdc6H/3uNaXhlvnSRZ2TLh6Z43jgnY+6ozSMl3HPE+72IOnx11c92iFO91N0vPy2J0OYB594KfW714n3pPHknXx67+tTv+dc81iel3Ffo27iPC+71cWdV/7xrzReEzZ3uBb7edjCZN1Bp/+py0/sn/P3bHNx5+/Pj7xbMYxvvPu1hf43/NbV6b3fXP1omlRcT1//6e3pdU7I88f3KI7T87PJXtd1hfv+afelabkfP67w5Us6q2x3abi/wTev7Ap34U1PFIZ777aXdlb6yiW54boiiX40HZ+rjLtRMmNOTaM0nXebreEx98d7oc47b6+yFD1Tq4y/lCMvft69/BnBHNNWhndi2QBM4rlynWdR0zptGi7m4GXKOy600EIdUzTsqtq6c8winl2RRj/IWyxLM+XTjq2GT30wN4hldtQBYbKuTnsirAme0/rNsjDhdXovls/xfhf79XlDNi/Tyu+h0LjmK9kvfvGLxO2GWgWFTcfQOsH2jKv0o97vztX10TK2zu2X06Pf50J83iQtlvlZow1xx3GlidmJL3/nGnliCXzWxbaCsvf4TfnisvB1Bw07vjB6uiwPx9QEjmUKaPWuuOKK4Tf/8cWKL1mEiXmx5PaAAw5ITj/99HTZIvns5dCc8OUo9jI15ktPGRvPMxonLAOp67BvydIMd5juIK6s44sgZUarMW5D+EOzExuzfIHNamtzn3toy8VLOMjreuutFzaFZLk8LmYZLhT8h+YoGt/wjh2ssd3OMg8TgIU6OOOMM1LTMvi1h1H4gsfXRjSfcfCNy+xM67b7EFnOf+zSjDbpZz7zmVRb3L2hwYmm+C677BIutd13epXF8+HHMv/YRTMB1RizKyZI9uCFx15hy9q4R+p58yPXm/AiXK/84MdeMkO75Zz+73bh+F3mvB3z5RcTHJj/iB3jBxrPrAzIc1X7ZF7Y+Boa4thK5us740t2fGDsR8MAe7Es6cY527ptv1c44s6rY9JBC51+gGPs9S/iK6ywQjDH5Cs2goce/zUpM2MeZoNYDUF+YscYAyO0f7PmhsYzJnoatA++8seOukBjMNb+8PtNnldV6gbNe56L1BGmY6o4xlh38blfKzoW5Ye0L7vssmCaxbVCbJKYsBoIB++NNtoo2WNUM5trdft/3fbWJE/kK+vqpkv4unWd17+y+XD2fvT7bc9pPH7KHc+3PD0fIznm3ffw7s/DtVUfxFe37RDG81VULr8f++U8dlXmsbH/7HnV+Q/hmo5RVdoS8Xt5i3jgp2md1Skn6WAiDu2y2DH38nG7LK9NngFVGHmafmwyDsTlic+rzGGalCtOI3uO7eoz91glbNLnJjrcD6YgdvzkYuGPa3X84v/T6yyQnGyaxZgNeUO0ISH3MIuxpWk9n7zbe5PYZAP3MF9x2ndWTrb4r4XTTRu5jpv+Ta9PVlhs1hAu1sweuTv5/6N3fE+ylNmEjh3psLnidz67VHw5nKN5/qvvrpKsuMSsyRvfMPZ9af45p0+++KGFk5WXGtEyxo89XoPLcstGvttmS6Z+9z7pnuSMKx4t1EbOhq36m7pZ7u2zpN7R1sb+t7sZTbt49aUnmw5ZZtGZE7TBs26HTyyWHLjVuxO3G+330W5Ha/sUq6/ZRzfDpPzH7rxCspZdx162u9nNrjabK/7ka8v7pS4TJ+8dNWtCmOXeMTnPeCbPv/z2ysn2H3tHQjxZ9ybj/v6l50i+bvmM3U6bLB7aadyWqCPSoo1ttOqIuYFs3a6/wtzJD7deJmj6e3zkizZ26rfem3Aflw3nfrPHpuNzPJ7kPT+z6WR/swLT39VZ3YgGta9Uz/pt8rvOO2+vsvh98hGfVxl/4zDxM2qbbbYJlgZ4J2KOySp+ZAPMY9HSZWVqLBOo8yxqWqdNw8X1Qz2iHR+bkWIOxUaIrETKykzqzjGLeMZ5iM8xFevyHa5jRtblfPymDmOLD8jUCJN1ddoTYZE3bbrppl3vvMxxMQeJOUSv23h+yTzBteyRafg7cTYv08rv1yGhH5bC0jlZNsBGJAgu3K4kS9h4QcQch1cqyw5YQk6HKnoxZUk1/tyMR1zOOmkRzr44BWERDShvMEbd34VkLGdBKNmmoxwPPPBAMNeBTefYPl9ROnBD8E3HWmRU+IJfymJfk3K55MXF0hWEwjiEstkJeBkbBl06oJsGyIu/7BoPMNPMCF6wD+gG88vC2FexYDeXZfYsO/I2UxaGe7S7SZMmJcsvv3yaX9oJ5lVmnnnmroGmV1zcp30ieKN90jbiATsOT/wsxedBxeDkgyfXeaDRxt2Nt917PHlH4sYOO7tII6As+tDSVt+pUpY4n1X881GHvshEh48Y8QeJOK6887KwZW2cuAiLeR6WDlFnsavLy8OW5Yd+6A9VJgO+cYeHLTo6w7g9sySPts+GGNR7L9ekT/aKk7EKW9f0VfKQN2Z73uuO+VXCkb+yOua5hGkW+ij9wk149CpX2f0qZY7De3tgXOD5yHOgqqs6Jpp2c3LooYeGaGm31Ie3Dz6UVu1PMK/yvKpaN5h+4sWgaAzN48Dzn+lNHU5V80Nfp71SJ2yoy6Tbx+1sXpr0/ybtrU6esnn0303SrVrXZf2L9MvGUM9fG3OaXnXs95mzxC+jnge/XzYO4beN+qjTdqrkq2xOTJ7bnMdWnf+QLq7qGIXfXm0JP1V44C92TeqsTjkpI3vFMFawh4t/sK2a1zrPgF6Myvpbk3Eg5ujnnt9e8zH31+TZ5mnFRzYnfODxl82Ex2tBmFxmmqKOX9L417+J+6VgH/kd882UmuaI0y86f9rMfkwy28yzmhkR8uSbKmb9f+PoO5Nzr308XL7qkLWCMJLyPPXcP8JmkVlhbDa8/6ZsmAjBPMVbzawHGxu6sNb9cMQ+9Wu2kSGb/GGnu8x910xtnP6HR1IvCEY/tvp8yUK2KeVCc88Y7EVjUxzzJNgav+m+Z5PlF5sl2XCVedIwvU4wr+H2p7F7nc0SUosXXvmn9fGkUp4x5YKd7Te98fWBOyyK3Kuv/Sf50yMvBvMwi1n9unvp1X8n/7YEyU/sqFPixWxKmcPGNHVPnVAHCNuzH0Gy4bEl/oTV3bvsw4UL72Hz3Ev/SjBHgvA7zz3691eTx+wPW9+eL9J93mx6l4XLi8uvVR2fq45lHm/e0VZsJLYiM93ThHcT5BC8mzPXimU+mHlAIQyzIjvvvHPhPCwvHfJa9s5bpSxFz9Re4y/5KYsfU3TMMYkfwSZ7nWTfLbNlqvMsImzVOs2mUzUc8h+X46FkSR3ChbpCMIw8x5+B2TTi33Bq833C4+b9AGbI9Pwjst/zI88k0i+S/bk/jvgra0+xX5TP7rzzzvBOQ1t3h6yT52H2HZi5L+9Brjjj/qfF41AJridyBbBBgC3ZCEU466yzUqHSRC6T5x07tAhKcNgZxTbfIByDHkIsJr3LLbdc2HRhEOkqDREYdgL0Q77O8sBlcoNQcRBOfXIQlKdcGnmC6ymXG6UsAiIwSAJT8zx2kByVlgiMh0Ce4Ho88bUZFqH0Ly54MDnSbIa/+trIxpJx/AiZESzHbqNV50kO/FK1/UDicDqfdgkgdzBTGomZ8+yCwDsPwjs+HCNA5Z3EHb/ztGL9vo6DJZAnuB5sDpTa1Egg/3Pd1FjSPpYJ7WV2usUxaLpR9z4mOdCo3/nOd6ZLKljmwJeiQTizSZ0uEfKlQ4NIV2mIwDAT4EMO/RDHMqtBCa1JT30SCnIiIAIiMHURmNrnsVNXbak0IjBlCKDlu/VGiybn7bOabUY57xhTHFmh9dvnnSlZf8URMxVTJsdKdSISQO6AyczTTjstWXXVVdNV0GjJskKU1UEutGZVHco8WS3ViVhu5VkERKCcQPnalvKwujtKgGX7LFfBYbum13KO0WAT6oAmzoUXXhiWrfzud78bYy6kH4VhV10cy9WxhycnAiKQJNh9c1vLLI0bpFOfHCRtpSUCIiACgyEwLcxjB0NSqYjA1E8A294HbLl0KOjzL/8z+dNfXzITFv9MULbGDjVmRzAdUmaWY+qnpBKOlwD7hfGHGQbbwC81BYkZL0wzsg8XZjTyTLiON22FFwERGD4CEly3UCfYMcaOM7ak2VhvanRsVrjddtuFB0dVm9Hj4YAdpEcffTQ8mD75yU/Krs94YCrsVEUA22Cuab322msPrGzqkwNDPcUSwl4zz7Iq9tymWCaVsAiIQOsEpoV5bOvQFOFQEHjXF0c2Mx+KzLScifd/7fKWY1R0IjBC4K5jPjBhUCB3YM8q/uQmBgGUOLFxzbtjG/sCTYxSK5f9JiAb1/0mrPhFQAREQAREQAREQAREQAREQARaJTA1C65bBaXIRCAiMJEE11G2dSoCIjANE5DgehqufBVdBERABERABERABERABERABERABERABERABERABIaRgDZnHMZaUZ5EQAREQAREQAREQAREQAREQAREQAREQAREQAREYBomIMH1NFz5KroIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIDCMBCa6HsVaUJxEQAREQAREQAREQAREQAREQAREQAREQAREQARGYhglIcD0NV76KLgIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIALDSECC62GsFeVJBERABERABERABERABERABERABERABERABERABKZhAm8YxrLff//9yXe/+93kda97XXLUUUclM8444zBmc5rI05///Ofk2muvTWadddZko402mibKPDUWchD12Ol0kt/85jfJiy++mKy55prJQgstNDWinLBlUv1M2KpTxjMEmo5nTcNlktfPGgTuvPPOhDndYostliy99NI1Qvbf6zCPicPMrf81M+2k8PLLLyeXX355Qltcd911k+mnn37chVfbGTdCRSACIiACIiACIjBkBF5nk6XOkOUpueaaa5L3ve99IVvPPvtsMssssxRm8d///neY8L3hDc1k8P/617+CgHy66aYrTGNavrH99tsnhx56aEAA69e/fviU9B977LHkT3/6UzLzzDMnCyywQDLnnHNOy1WWW/am9Uj/KHN8XPK+8/TTTydzzDFH8P6d73wn2XPPPcuCTpF7CK4uuOCC8CHms5/97BTJQ1mi9DGE/w888EDykY98JFl88cXLvNe6NxHqp1aB5LmUQLbvMnYP4/hdWoiCm03Hs6Jw/ex3BUWYZi6vtNJKyU033ZRwvOGGG4aq3OMZE/v9LBlmbkNViRM8M+eee27y3//936EUnG+44YbhfDxjktrOBG8Uyr4IiIAIiIAIiMAYAkMjhTzhhBOS9ddfP2jmzD///CGjb3nLW4LQ+rrrrktWW2215KqrruoqwFe/+tUEgfUb3/jGIIg69thju+6X/TjvvPOS2WabLYQljp122qnMu+4NEQG+tRx99NGhvcw999zJfPPNl6y11lrJe97znmSuueZKllpqqeRb3/pW8sQTTwxRrideVv73f/839A/6V9EffQftnonitt5664Rx43Of+1xyzz33DF22r7766uQTn/hEGI8Q/suJQBMCeX2XD0wzzTRT8v73vz/5/ve/n7z00ktNop4qw6jfTZXV2tdCDfuzpK+FV+R9J6Axqe+IlYAIiIAIiIAIiMAEIjA0guudd945ueiii4Lw8ZJLLgmaYfPOO2+y3377JauvvnowV7Hrrrt2ob3yyivT388991yy4447Jq+88kp6rejkP//5T7LDDjskaHO7u/HGG/10mjmi0YGA4+Mf/3hyzjnnTIhyP/TQQ8kGG2yQbLXVVqG9PPnkk2Pyfe+99yb77rtvEGA//PDDY+7rQjUCt912WyWPmAYZBkcbpi3Tpmnbee6f//xnernIT+phCpwMe/7qIJmI40ud8g2z36K+y7J0BCLf+MY3ggbspEmThrkYA8vb1NTvBgZtAiRU5ZnQtBhqM73J9ZN/79Qnto9haV+qw4ndjpR7ERABERABEZhaCDSzr9GH0mPT+gc/+EFYIr/FFluEFDD/sNtuu4Xz5ZZbLmhKliX9zDPPJL/85S+D4KrM3+9+97uEZZ7TunvttdeS4447LmB4xzvekS5XHFYuaMiussoqyfPPPx+yOM888wQBNssi3/nOdyZ///vfk7vvvjs55ZRTkt///vfhwwRC7AUXXHBYizQh8oUWO0zzHKYH3vve9+bdGvg1PmSdddZZId3DDz88aJdmM8EHjV//+tfJkksumbzrXe/K3p7iv/lIt/feeyf/+Mc/kk996lNTPD/jycBEG1/GU9ZhDcuKlNNOOy3hY60LrX/4wx+G9sV4+pWvfCX57W9/O6zZH1i+pqZ+NzBoEyChKs+EpsUY9mdJ03K1Ga6f/NvM5zDGNSxjkupwGFuH8iQCIiACIiAC0x6BoRFc8wLN0kteqr/5zW921cTJJ5+cfOYzn+m6Fv9g059HHnkkaFuzmSMal2UOoRYOweeb3/zm5MEHHyzzrntDQuDLX/5yKrReb731kpNOOil529veluaOdoBgm/rHpuYBBxygDQJTOs1P3vrWtybwnhocL4P8Dat705veFMzcDGv+lK+JRQBzW5hRcof91M022yxZccUVg/D6/PPPDx/83Da9+5vWjup301qNj7+8w/4sGX8JFcOUJKAxaUrSV9oiIAIiIAIiIALDRmBoBNdXXHFFEFqzLC3rEEReeOGFwe5r3q70bN7IZo7HH3982NjxjjvuSJZZZplsNOE3m57xso774he/GDS0w4+S/26++eaEvz/+8Y8J5kuWX375ZNVVVw2bAWaDYX/5+uuvD/a4Eaaz3G+RRRZJ1lhjjVzN1LvuuivkGY3ntddeO3nhhReSP/zhD+Fv1llnDQKGddZZJ9gYzqbFbzTHL7300uS+++4Lm1SiScqmbrFANxuOTbvgjAaeOzSVzzjjjPATu8XEwcZ7WUf+LrvssgQtjCr5I3wdftn0/Dc20EkXB3/aQ9lGYwhm0DQsclXzNN76IX00wa+99trklltuSTBpQ9skf3ltOZse4c4888yEOkMA9dGPfjQt0lNPPRXMpRCGTabYnJI48YPAalhdVfZx/jH5wqat9G00edm0cKONNgofn+iXaI/CwR2a1zPMMEP4+e53vztoWPMDf9jKx749ZkXyHFr6mFrgD01VmC677LLhL+s/W191+282PsYP2i3mV+j3b3/727u8NOnvXRFkfrBZGhq3rFahXyGM4QNQkavSlquOL2xCSRumfhhPs47+TnkZ0xg/sw7b6ux/wPj/yU9+sut2lXx2BRj9UbVttl3vnpdB9GnaM7wvv/zykCzt3TdD9nxwrMqCPnLqqaeGZx322Rl7+HDIc5by0Hewq009Zh19DDNdrOrgmZN1tEvaCe5jH/tY4UbNrMI5/fTTg719+jbpUcYZZ5wxG2Xu7179jkBlY1Ac6aDnAHHafj4l8kCf4HnFGM34zPjFSqgmbrz9oM4zIZs/xhXM1aHQQNtl7MmOw4QpepZkx4ayZzjxtMWNMpMWzOnPPIuY01EePj5zjT/s3GfdeNtLtow8Q3o9k+mzt99+e5hHMm7kOezwUwbMTrGBYZWNt4e1n1IfmGni/QCThoxRzPmLXJUxqUnbqVrXTftQ1edGUbl1XQREQAREQAREQARyCdgkZiicvex2LIMdE5Z2/u///i+cL7DAAp1NN900nHPPXkS78mqClnDPhIAdE/am/rbbbrsuf/EPs6Ud/JnQs2P2PTs2wQ6/TSgYewvnZj+5Y8KxNF7y4H+2IWDHXvy7wtjLTsdezlM/7tePn/70pzsmdOsKYxvFBf9mbqFjk9qOaYGPCb/mmmt2yEvWmXmVjm2aN8b/9NNP3zFhQNZ7+tsmlmPCeB79aAKj4N/zx3UTVnds48wxYYvyV5dfmsGcExO2pOmaGZAcH9Uu1c2Tl79J/ZAjE+h0TLCW5t35cvzSl77UsY8HXRmP0zvkkENCf/AwphUZ/L766qshrGnk5MZrH1c6Zg4nN17ispfArntFP7x/2Ut7kZeu6yYsTPNjGwt23eNHXfaEIa+2kVzHVkakcTsPrh144IEdE3iNued+OH72s58lquCcbx4H+6jQsZUdhXGZ6Y6OfSDwqLria9o+uiKzH2UMm/Z3TyOOmzGW8sSc/HyvvfbyIF3Hqm256vjCGEqaZsqnKx1+mPA77TcmrMhtsyZQCuFp77Grms84TN226e2orXpv0qfj/GfPe/Vd+7iV1r0Jj7uC12URt6tzzz23sF3RfrOOvkkbMGFa9lb4bR9Y03wStzvnT9izzz67Yx9qU3/ejnm224dqDxKOcbh4HIzLkB27qoxBnsig5wCebnwcdB7gY5tbj+FPPeyyyy4db4tm0ivOZu55W/2g6jMhrnez+96xVV1jysFzxpQixuS3qC35dcaGomc4kbXJjfg8XVsdFfqEmQkaU5ZFF12043M7wuDG217yyliFv638SPNngu+RzGT+J27vz2biK3O3++cw91MT0HcWXnjhtCxj2oDEAAAkFElEQVReJlNY6eyzzz7p9XiMi9tm3pjUpM/VqesqdRjXQN3nRhxW5yIgAiIgAiIgAiLQiwBaukPhvvWtb3WYaJuWVuexxx4LEznTnAp5O/roozumOdUxkyFdefUXIgTXuCWWWCKEQ1BomhpdfvlhWg4dhH9MGm3JdLhfJLg2jceuiSYvIdtss00QZE833XQhDo7xS7+ZqQjXiR//m2++eRCqmeZnet3seHfly182COPCOQSSlA0BtE9wP//5z3eFMy3c9B6CRdtssmOmVtI8m03iLv/xD/iaRlRnoYUWSuNAcGCa4eFvqaWW6iDEw8X5M03s4L9K/prwi/MYnyPs97Tf8573xLdqnTfJU1z+OvVDxg477LCUr2mnh48wpuXfob68Xk1TtKsMcXp8XMEf7YC0TSsx+KWPeHiEeqaJFISzprmaXkeYZxo+adxxvLzgVXHev9oQXDdhTx6//e1vp2Wi3a288sod0xrreJ/iQ5dt2hraLW3YuSAM9fZsJmPS4hZxIH8+FhCHaa93+JhFevEHAtNm69gqitz46raPNJLopOhldTz93aOP43ZOHBmrYBVfO+iggzxYONZpy1XHF8Y0T5MX+9iZdn16Dz/8jp1p4qZjAgJ4d3Xy6WGatM24HbVR7036tOc/71jWd02TNP0oQJ+JP541YRG3Kx+zqDOeywjKvI45Zp9/bQiuPU3mD6uttlr6HCU9PrRSJndxvcXjYFyGrJCoyhhkNulDEoOcA3iZssdB5+FrX/taVx3b3gFp+4rrvorguq1+QJ0xpvV6JsT1HucVISN/fo02ZnuudKEuakvxdW+b2Wc4EbXJjfjy0mV+QJ+I55IoR8Rzg/G2l7wyVuFvKyRSvuQ9z5F36oD5f5znPL/D2k9tQ/GOK+ZQFuaC9BFvW/GxquC6adupU9dV6tDroclzw8PqKAIiIAIiIAIiIAJVCAyN4JrMukDIlq+nkzoXQPu9uFD+cu6CawRUPgn8xS9+EXsN51zz+z5BdGFVVuP6e9/7Xuo3FnwR0cUXX9xx4TVCQ3dbbbVV5wtf+MKYFxwzw5G+OJiZCPcejvHLBnlDOO5anbZULxW0o1mNRoM7f+FHmOlCZu6hqWhLqzuPPvqoey08IrBwHmhv5Lk6+bPlvWkUTfilgTMnttQ1zWdWgO9ebbl6J/vn9/zYJE91yh/XD4K12WefPeSbDwEIi9zBnQ8nzj7Wjs+m97nPfS58hCEMHHB8LOEFxDbW7LjAhOsIYmh/Hq8tseVycHG8scDG7+cdvX/ZMuMOwpzsHxqUlNNdLATICn+asIeZv3AjgIqFm48//ngHNgiwafM4NOa87LGwyvPHsYjDnnvumYalT8cvyfQl+q3H/ZOf/CSNMo6P+1X7bxpB5qSIYRv9PY6bvPLhypYtpzk45phj0jIi+HeuTdtyr/GF9ulM99tvvzQfnMT1gZ9se7JNeNOw/kGzaT6btM22671Jn+4ClvnhfZd+g+CEP+r6iCOO6LCSybnDOXZNWGTbFfGzesgd2qqeHvnxdsV9b9cIGPNcFY1r4mYFAR+mcbQDM/GQpmn7XqRRx/UWj4NxGeK2VncMGuQcIC1U5mSQeWAc9jGaj33+LOO5dOSRR6bzJOqoiuC67X7Q65kQ1zt55OOHr6RjPmF7r6TtiDYWu6K2FF8nzrxneNvcyFc2XX4zBuOYI/LRn/zwFz/D2mgveWUk3TL+aNf7HAnu2Tk+KyL5ME1+WQlV5oa5n6JU4tyZv/r4d//994dVpH6Po7+XUNa4bcZj0njaTpO6LqtDr5Mmzw0Pq6MIiIAIiIAIiIAIVCEwVIJrz/Ctt97aQdjHy3csGPP7fvSXcxdcM6FzzdysWRHC8OLE5BBNGn9pzRNcM4F2DQm0O/Mc2tTEhbZJLDzM88s1NGvxT7yxi182tt9++/hWOEcTnXD8xcsp/+u//itcQ3smO+EfE0nBhV6CJYI1yV/b/GIh1d577z2mNHnmVeCFlo5rSTXNU5Pyk8H9998/rTezxz0mz+TL65U6dhent+6666YvOX6/1zEW8sfajXG83vZ7xeX9y/OZd2TpqbuiF62m7HfbbbeU0YknnujJdB3NTmb6u8oLVh4H+gHCecrHCzQv1FnH8mp/iUbr2l0cX53+6+GzxyKGbfT3OG76TNaMAnnZeOONU+ZukqdpW+41vvBxwIVeZlu7C4WbAfE252O8e7J9D0I++aD37LPPhstN8tm0bbZd716uvGNRn87z69d69V2ek4w7COfcNWWRbVd/+ctfPMr0aDZs03YVmzFqQ3CNOYqsYw7hbcdsyaa343qLx8G4DLGQqO4YlCaUc9L2HCAniZ6X2s7Dvvvum3JmtUPWmb3+dE5WRXCdDR//btIPej0T4nrH3AzKArFD4Ms8grb0wQ9+ML7VNTeK21Lcxoqe4f3gFqdLubPObI+ndYUmcxVXpb0UlZH4e/Hfdttt0zzZXgtdWcIMmPfh7L0uj/ZjWPspqwX9XYJVcFlTgcxfePZ5OasIrvvRduBZVNe96rDpcyNbh/otAiIgAiIgAiIgAmUEXm8TpqFzyy23XMJmgWxmxwaAVR0bErJhG47NYtgkyB2bkLEJFM5sC5du7GeaHmFzNPwSn03MxvytsMIK3A6bt5kAKJyX/WcajOG2aYKGzeXy/P7oRz8ac9nT4YYtwU/vm2AinJuwPuSRDbb67armr21+bNDjzgQtfpoe2egmz5ngLGywxL028lS1/KTnbc9eehOzAT6m/djHk7Rtm+YNQcY4WyGQmGb/mOtlF7yd4cdeysu8Vr5npjKSD33oQ2P+PvzhDydsKtrLNWXPhqM4GG6yySa5ybDp1HidfUQIG1kRzxZbbJGY6YcxUVJONlPCsWFgXjus0z7GJNDjQtv9fcstt0xsKf2YVOMNK+GCa6Mtj0nILtgLfWJCj3CLjTftI2U4Z4xk/Mb5+MeGT0888US4Zg+0dINdNrdic0Zck3w2bZshwdH/+lnvJNGPPm0rMxL7CNi1AW8bLGhXZh4kxhPO2VjRXdF45/frHilH1jGHMBNH4bK346yfKr/bHIO8HtuaA1TJf9ZP23lgAz6cfcBPbA+PbHJh3KYu2nCed+Jq69kW54t5oZlwiC+FDY/9GRfPv7o8lfwoeob3m5sJN8fkik1wTVEjXK/aB515WZstKuOYDORc+J//+Z/06kknnZSec2IKC+G3fUxO1l9//a572R/D2k//+te/pu8Stl/PmE3Wmb9885vfzBan9He/2k6Vus7LWBvPjbx4dU0EREAEREAEREAEYgJviH9MDee8ONsmLqEotkQ4OfTQQ8P54YcfHo6moZeYneHSosYvuqbJkfBX5nihsU0ZgxczlxEm3JdeemliJgYSBMumwZkKZcriMY3OMbfNFEh6LRbQ7rjjjoktwQ7CbNNgCzvJM7k323cJAsV+uKr5Gw+/vHw7W+75pD32Z5tGdr3Isgu917v7ayNPVctPmp4ewnPTKvVs5B6LXohtyX2uf79oG5ImZicyMCEOMzGTmOaX327tSD5M46lxfM6CCOr0Jw9H+gjP++UQRLvLCi78OkdbBZLQ1viQ9fDDDyd8fIhdnfYRh6ty3nZ/z8sr+bB9AtLsPPLII+Hc62E8bTmNNHNimwSGtkW7veCCCxJbEp7YUv3AmI82tmogCLddWG2a1kksxCa8uyb59DDEUadtepoc81gWjdtxuLzztvu0meYIHwH4KHDFFVckpk0cxgmejWb+JrGNjNNs9IsFCdieCmk6CHPadHn8iZ+2bNrfiZlwCh+Lm4whzqTOGDSoOUAZw0HlwUw0hGwgXLT9Q8qyVOte2/2gSuJF7cj7cjz/qhIffoqe4f3i5vkqKgv9kOddtk+Mp70UldHzUna0/RXCx4K77rorzNt5xvChmjzedNNNISjPBFshUhZNOt8atn7q9UzmbaVWaRmq3vQ4m/a58dR1Xh59jORe02doXry6JgIiIAIiIAIiIAIxgfLZYOxzgpzbcs6El3WELieccEJi9qkTXjhce8OWwie2TL60NH/729+67jORLnK8rLmwB4HKBz7wgUpC6qL4stfRZMpzTFqZ2JvdxSC8RPBjJinCHwxsiW7ShjZqXtrxtbz8NeUXxxufxxN+XnCyDk2i2Nly3/hnOG87T55AXvm5F6dX1n54wXStU4+z1xEhHhqTxx57bC+vQ3E/ZkGGynjE/YkPPziznRqO/fqPj0vuylZ4xIIvhNdVXFH7qBI29jOo/s6HPXe0M1xcf2V116Qtmz3xxOyCY7IqCLARUlx00UUhXTMPkqBRPd9884WPgHw8QXAdf0SJBddN8hmHIdGy8sVtM2Sw5L+69d6vPs3qAYQ5/CGoNhMBiZnRCoJcMxWSmG3aVGO9XyzA1EvwVIKy8a28tlw3srpj0CDnAEVlGWQevM20NdfoVz8oYlXlet2+XCXOtrlVSRM/cT/08b0f7aVqfvCH1jVax6ysQ+lks802S+fr3DdzQhxK3bD2U69nMt9WH/E4m8TXj7r2/HgFtfUM9fh0FAEREAEREAEREAEI5EtFJzAbtPQQbuDMPmEQ4NqmY0HrmWsISXq5WIPENrEJE2om1Xl/tulVEKygVW12aIPQmpcDhAJMElnebnbsujTbeqVf9b7ZzEtOPfXUhGWfaDr4knk0F80uXdVoWvfXhF9ZJmabbbYEMzA4s12aXHbZZeG8zn9t56lX2p4e+c5rN36NJbi2yWGv6Lru//CHP0yF1mgsnXnmmaENmK3fLnMyXYGm4A9nQRaq9if8+gcmNxHBtX44BKPu0EQrcmi04xDQxmGK/Ld9fRD9nbHKHcJynNdfP9oyZVp55ZVDOoxbmGAx29rhNytIYI2ZGhzXbWOrVHCNYNvzxn0/r5NPD0P4Om0T/226QfVp26At2XrrrUPWqeuf/exnaTH6yYKxyZ2P5f6bo+0TET5exNfGe+5tmedinvmfKvHXGYOmxBwgW4ZB52HOOecMWfCxMZufur8H1Q/q5qtt/21zq5o/74d8oKVPDLq95OUTwbSbRHNzIcxrcaxyMtvoecG6rg1rP/V6JrNt9RGPs258/arrfj43uipZP0RABERABERABKZpAlOd4JraRBsVgQcOYcRPf/rTcI5mdBXtVrdpSKA8Dd8QWea/66+/PmEJHm6PPfYI9kMREiD8QTOil7mITHS1fmKyYJ999kluu+22VNh33nnn1YqDSW1brgm/XmljAsadbUJU2yRGP/Lk+ck7enpoo7Rtj9M1TmefffagnYr9WOy5IqBpooWTl/82rzkL4qzan/C7yCKLcAjatnWF13Xas9vCJS3MKeQ5VjS43WWE1mVaRXnh27zWRn/no16ewxSKOzeF4vU3nrZcVh8f+chHQpKMn2eddVbiKyZYvYJz00cIXc4555yEsRYXa1vzu0k+PQzh67RN/LfpBtmnd9hhh/T5yLPRNS/bYOGCsSwbTD+483bFbz5K4vggkSeIybsWAkT/5bVlTA7w4RgXpxcFq3RaZwyaknMAL8yg88DqNhzPuNhkgOeHcTOvfvx+9tjPflA2BmXz0e/fbXPL5jevH/KxPNsnBtleivjzPHUb1qwaxFSUbcQZilRF2xqPw9pPvZ7JI/s45LkqY1wczuOs2+faqOu8OmzjuRGXT+ciIAIiIAIiIAIikEdgqhRcI4hyATWTNd880TXN8kDE19ikxO01Yo6hysQSW5ru/GXcf/MSTT7adHmmCnhBZxk4Lu9+Nn00bnzp6O2335693fh3E369EkOD3V9OeKlBmOU2eHuF5X4/8lSWLh8tcAiF8jZvKwvb6563NUxXzDTTTF3em2ijd0XQhx9N2S+77LIhNwg/fvzjH4/JGSY+vv3tbwehFzfZ7M9dnfbMhlW+WuFXv/pVwiqKrDv55JOTSZMmhcsbbrhh9nbff+f157r9Pc7kYYcdlhx33HHxpbCJFBtt4TCzgDY/rmlbrjq+xAJoTB/h+DDwvve9L5wjwHazD9jw940xMfsUuyb5bNo243TbOB9kn+b5uN5664VsY0vWTbO0wYK9JHhmxg7NZ78Wtyv8oHHv7vzzz/fTcLzqqqsqrVTaYIMNxpjnIr0XXnghxOObqnZFXvFHnTHI65CoBzEHyCvCoPPgYwR5YWVb7OinrHCL9xCI7+ede/7berY1fSbk5a3Na21zy+Ytr0+wugLhNc7HVufNtX602ar8fZUkH7B8g2CUTzbffHOy1tMNaz9lo1p/l0CZJPsBnnkKz7Q6rmnbaVrXveqw6XODVTbsz8PcylfH1OEgvyIgAiIgAiIgAtMWgalScE0VZjdgROPZJ8e9qphli2hN43j5xS4omy0igPZraP5hi49N03Dxpm5oed9xxx1BaIkWNHZaY42zEGAc/7322mtBsxb7pLfccksaEy/+aKzgsnafU0/RCbYb3eTBDTfcEF482fjlxBNPDDZQI6+1Tpvw65XADDPMEISXbm+ScmKzFduILCtFk+jiiy8OZjf222+/MdH1I09jEokubLXVVqnpAvJDPhGIIsjm7+67707233//0LbyNNWiqMaceltDcHvQQQeFl1G02g455JAkK8wbE7jBBfoALxhFf94viqJuyh7NetdshiEby7E5J4IQBNnUPysN/KUnXrJ64IEHhj6IBrVrShfljzSoHxxlQdD1m9/8Jqyg4GWPDQJZxYHD7+677x7OB/VfW/09zi9CpS222CKMX9jKRxsMAbK/3CIwcM2upm256viy9NJLp9rSbHqJW3PNNdMNObFxvvrqq4frfh+BAPUfuyb5bNo243TbOB90n46fj74iqQ0WtCv6yte//vWwBwPCZzTqfUMxNCj9mQO3tdZaK8XHsxSNW8ZD+i97NbjwOfWUc3LjjTeG9sJzi7GB5y9a5TjK5M/onKA9L9UZg7wOibTfc4CijA86D9gn9tVk1BmmPth8k3nPRhtt1GWKpijP8XXPf1vPtqbPhDhP/Thvm1s2j4zpjKGY3qBP8KFyp512Ct7oE/RPnPPmvB9ttip/nj2+v4QrivAcdmUF8lfmhrWf8gGG5yyOORp7OjAnQVv6yCOPDM+1PO34srI2bTtN67pXHTZ9bvChizGeucbBBx9cVmTdEwEREAEREAEREIGgEWpytInpll9+eXYP65it0zEFsCVtHTOlEO7j5/Of//wYP1wwbcvgx16gu+6bhmNnjTXWSMMTh2mAdEz7oOua2bUO4fC/yiqrdN2zCV36m7DEwZ9pGqRp2YQ7vW6apel1P7Gl++l900wIlwkfx2dC3Y6ZiEj9mRZ1x5ZbehSlR3upT8N5/jiaoCGEa5I/AtblV5rJ6ObVV1/dWXLJJXPzHOefc3tp6JgQJA3dJE9Ny0+ittFQx17qu/JKXVE/cV5NaJjmsVd6eDz77LO7whOXtzUTFqb3dt1111rxpp5HT7x/xXnNO6ecOHsZS9M2IfNoLCOHJuwJ+f3vfz+NMy9t05TumLA5JGLCjg58s/7sxXEkE/Z/EV/TROuYreUxYeO4iNs2fE3j4qQoPveU13/9Xt4xj2Fb/T2O2+xkFpbVXlQ7Zje/K3tN2jIR9BpfPBHTtO7KjwnA/FY4ZtuBCSa77vuPJvls0jbbrvcmfdrLnHf0vmva1Xm3OzwfTRMwMGc8ou/gmrCI21XcX7LnCy20UMc+jIzJj33Y7ar7OJwJNtJ75557bhrW+ZtW/5hnchze9n5Iw3Di4fATP2/jMmTHrmzbi+Pn3Mcg2A1qDtBVqOjHlMiDfVRM6yjLxrR4O8stt1y4b7aKo5zmn7bdD3o9E8rq3XNoKz5C/s3UnF8Kx6K2VHS9K7D9aJMbccfpxvPBbJ3YKqU0K/1qL55AL/7uj6OtiOxqRybYjW/3PB/WfmorAzuMw9l68N+2giu9F49xZW2zSdtpWtdV6pC467wvUZnbb799Wm4zBdizfuVBBERABERABERg2iYwoTWuXdPHBEo2B+x2LFN3LUk0/7bddttuD6O/PKwf3RMmNDC7gJkH1xCzphKW0+MHzUs0ilwzG/9nnHFGuswRP5g4wOYwmoC+HBt/rjWMHy8Dmhksjcw6v5/1i3aMa6O88sorqWbaCiuskLAkEW2bKg5TC25j1v3PNddc6bJRT79O/oinLj9Pu9cR7Xc2aGRDQzRy3MRDHA5b5jvvvHOwlYsZCHdN8tS0/KSJFhGaZ9hv9HioK5bD4hZffPGgRcwmc+7cXxFv/KG1g0kH35CIa7Q1NGrYwA4tFhx9wF2VeN2vH305sf8uOnrfgS/aNzhPz8M0YU9YtMTQfkbDNnbwwbb3ddddl3j6bPp2/PHHp23X/dMe3Hm+snzpz2iH7m7a1DFXwmGOBdNDaHZmbW4WxZdNj9/u1+/lHfMYktc2+jtx+9jDhp7f+973usyrkA5LzFl9gTmJ2DVpy4TvNb54Gptssknadsinb8jo9xmjyB+OMmy66aZ+q+vYJJ9N2qbXZbYdeWb8Pr/jc7+fPTbp09k44t/eJ/wY3+OcscG1rhmPWAGCa8IiBBz9D5NO++67b1e7Ii3qk3aV7ccEY/US9enmYLjGMxftXZaRe5uNxzM/R2PbPmYmJjAmWOoIf9RRR4UVGelFO/G6yNYb5S4au6qOQcQxqDlAXKb4fErkYZdddkmOOOKIYI7L8wJnxhJMpPn8wvuv+8k7tt0Pej0Tyurd8+dtxo/Z69m25P6y1z2cH9vk5nH6kT7BXCl2mHRAy3WvvfZKL/ervXgCvfi7P47xPiaw45lQxw1rP2UsYm7BPNDHLcrFWHjAAQckp59+emqyL+4jZW2zSdtpWtdV6pC4L6vxvkT5TdAd3nkI6yuquC4nAiIgAiIgAiIgAnkEXofcPu/GRLhmX/mDmQCEl0x+8twzzzwTBB5ZW8Du1+NgmaK/uPq9+Mgyv3vvvTcIHdlwkUlnkX+W/rE8kxdxTHa4P64zMUVI5o6l1eSRa0VCBkwh4M+XUnpYjizBZmkuaSFs8h3HYz9Vzk27I2EZPnllJ3cXIow3f552HX4epuqRfMMBW3wI8/M45cVVJU9tlZ94sLVOXdFeY7uAcd6qpOf+EVZTbmx9I7R2W4qYlnjxxRcDBxf61InX429yxIYmtguxl5n3IcbjrMLe/fqRfsIGevQThNGx7UX3wxFBHOYG2EgIIXRsR7cqB/oD/Z3+xMcP5xinw3mV+Mr6bzY+fpcxHG9/p12QZ8xveFowpa4wvRG/WAcPOf8RvkpbjoMWjS+xHz7qUHbq1YU/8X3aFaYjGMuLxsrYf5N8Er5K2+xHvZN2nT6N/yJHH6Ac1LOP5Xl+6VOM+d4esn6qsGBpv489mPPZc889Qz2yySbPZdpVWR48TeqX/Quof1tV45fDWEZ54nHd+cfls1UCYSxkszA3c5NGMnri4fKet2X9zuOpOgYNcg7gecsep0QeeL7xh715H0uYYtJG+IgfC+ay+Y1/t9UPPM6yZ0Kveve+lM1/UVsquu55yTu2wc00WJNDDz00RA8/nlneJ/hIHj8H8/LQdnuJ0yjj7/54ZvtHZuxc8xGoqRvWfsrcDGUGlEOYq7qjDfIuEo9x3OvVNvHTpO3UqWvSwFWpwxGf1Z6h+GVDZp71RXM5j09HERABERABERABEZjQgmtVnwiIgAiIgAiIwJQjkCe4nnK5UcoiMG0SyBNcTyQS3/jGNxIz9xGyfNZZZ/Vlv46JxEN5FQEREAEREAEREAERmExAguvJLHQmAiIgAiIgAiJQg4AE1zVgyevACKz0hXsHlpYSGhyBG38+eTXG4FJVSiIgAiIgAiIgAiIgAlOSwIS2cT0lwSltERABERABERABERABERABERABERABERABERABERCB/hDINwzdn7QUqwiIgAiIgAiIwFREALvF2LjGHmvTPRamIhwqypAQmNY0c/fee++EP/aXePTRR0v3mBiSKkqzgV18NnXF9vPZZ58dbKSnN3UiAiIgAiIgAiIgAiIwzROQqZBpvgkIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAgMFwFpXA9XfSg3IiACIiACIiACIiAC4yAgG9fjgDfEQac1TfohrgplTQREQAREQAREQAQGRkA2rgeGWgmJgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAhUISBTIVUoyY8IiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiMDACEjjemColZAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiEAVAhJcV6EkPyIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAgMjIMH1wFArIREQAREQAREQAREQAREQAREQAREQAREQAREQAREQgSoEJLiuQkl+REAEREAEREAEREAEREAEREAEREAEREAEREAEREAEBkZAguuBoVZCIiACIiACIiACIiACIiACIiACIiACIiACIiACIiACVQhIcF2FkvyIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAgMjIAE1wNDrYREQAREQAREQAREQAREQAREQAREQAREQAREQAREQASqEJDgugol+REBERABERABERABERABERABERABERABERABERABERgYAQmuB4ZaCYmACIiACIiACIiACIiACIiACIiACIiACIiACIiACFQhIMF1FUryIwIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiMDACElwPDLUSEgEREAEREAEREAEREAEREAEREAEREAEREAEREAERqEJAgusqlORHBERABERABERABERABERABERABERABERABERABERgYAQkuB4YaiUkAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiJQhYAE11UoyY8IiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiMDACEhwPTDUSkgEREAEREAEREAEREAEREAEREAEREAEREAEREAERKAKAQmuq1CSHxEQAREQAREQAREQAREQAREQAREQAREQAREQAREQgYERkOB6YKiVkAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIQBUCElxXoSQ/IiACIiACIiACIiACIiACIiACIiACIiACIiACIiACAyMgwfXAUCshERABERABERABERABERABERABERABERABERABERCBKgQkuK5CSX5EQAREQAREQAREQAREQAREQAREQAREQAREQAREQAQGRkCC64GhVkIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAJVCEhwXYWS/IiACIiACIiACIiACIiACIiACIiACIiACIiACIiACAyMgATXA0OthERABERABERABERABERABERABERABERABERABERABKoQkOC6CiX5EQEREAEREAEREAEREAEREAEREAEREAEREAEREAERGBgBCa4HhloJiYAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIVCEgwXUVSvIjAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIwMAISXA8MtRISAREQAREQAREQAREQAREQAREQAREQAREQAREQARGoQkCC6yqU5EcEREAEREAEREAEREAEREAEREAEREAEREAEREAERGBgBCS4HhhqJSQCIiACIiACIiACIiACIiACIiACIiACIiACIiACIlCFgATXVSjJjwiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIwMAISHA9MNRKSAREQAREQAREQAREQAREQAREQAREQAREQAREQAREoAoBCa6rUJIfERABERABERABERABERABERABERABERABERABERCBgRGQ4HpgqJWQCIiACIiACIiACIiACIiACIiACIiACIiACIiACIhAFQISXFehJD8iIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIDIyDB9cBQKyEREAEREAEREAEREAEREAEREAEREAEREAEREAEREIEqBCS4rkJJfkRABERABERABERABERABERABERABERABERABERABAZGQILrgaFWQiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAlUISHBdhZL8iIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIiIAIDIyABNcDQ62EREAEREAEREAEREAEREAEREAEREAEREAEREAEREAEqhCQ4LoKJfkRAREQAREQAREQAREQAREQAREQAREQAREQAREQAREYGAEJrgeGWgmJgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAiIgAhUIfD/pAxuwasNzyIAAAAASUVORK5CYII=" width="640" /> </span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="9egbs-0-0"><h3 style="text-align: left;"><span data-offset-key="9egbs-0-0"><span data-text="true">NC House</span></span></h3><h3 style="text-align: left;"><span data-offset-key="9egbs-0-0"><span data-text="true"> </span></span></h3><div data-contents="true"><div class="" data-block="true" data-editor="eeiut" data-offset-key="4nffs-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="4nffs-0-0"><span data-offset-key="4nffs-0-0"><span data-text="true">For the NC House, 99 Dems, 10Ls, 1 Gs, and 106 Rs have declared. </span></span></div></div><div class="" data-block="true" data-editor="eeiut" data-offset-key="2c9bd-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="2c9bd-0-0"><span data-offset-key="2c9bd-0-0"><br data-text="true" /></span></div></div><div class="" data-block="true" data-editor="eeiut" data-offset-key="7f9p8-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="7f9p8-0-0"><span data-offset-key="7f9p8-0-0"><span data-text="true">Dems are contesting 85 districts; Libertarians are contesting 10; Greens are contesting 1; Republicans are contesting 87.</span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="7f9p8-0-0"><span data-offset-key="7f9p8-0-0"><span data-text="true"> </span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="7f9p8-0-0"><span data-offset-key="7f9p8-0-0"><span data-text="true">Sorry for the small font--it was by request of your optometrist to remind you to schedule that appointment.</span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="7f9p8-0-0"><span data-offset-key="7f9p8-0-0"><span data-text="true"> <br /></span></span></div></div><div class="" data-block="true" data-editor="eeiut" data-offset-key="7ka33-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="7ka33-0-0"><span data-offset-key="7ka33-0-0"><span data-text="true"> </span></span></div></div></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><img alt="" height="432" 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CAgICAgPGV4aWY6UGl4ZWxZRGltZW5zaW9uPjEzNTI8L2V4aWY6UGl4ZWxZRGltZW5zaW9uPgogICAgICA8L3JkZjpEZXNjcmlwdGlvbj4KICAgPC9yZGY6UkRGPgo8L3g6eG1wbWV0YT4K54f3tQAAQABJREFUeAHsnQe8FDXXh0MREUHBiooCKliwgr1XsGCvKBas2FAUsZfXgljA3vW1YseCYm+gYnkVFcGKDRUUQVSaiDJf/uHLMFvv7t7de2d3n/x+985Mkkl5kpk9uyfnpMGsWbMCU4tw3333ubuPOeaYWpTCrRCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIF4EGgcBLXSo8ejF7QCAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUCQCje+///5aF9W6detal0EBEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgTgQaFjbRkiJvsUWW9S2GO6HAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIxIJAA+vaHd/usRgKGgEBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAnEgUGuL9Dh0gjZAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEikUARXqxSFIOBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhUBAEU6RUxjHQCAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAASKRQBFerFIUg4EIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCFQEARTpFTGMdAICEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABIpFAEV6sUhSDgQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIVAQBFOm1GMb777/f9OvXz7z//vu1KMWYSZMmmTPPPNMMHDiwVuXU5c0PPPCA6d27tznggAPMhRdeaObMmZO2+s8++8wcd9xx5oorrkibHqfIXPsUpzbTlvgQuOqqq9wzMXbs2Pg0qsgtKafnuchdL2lxcC0pXgqHAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCBREoEFgQ0F3lvimefPmmQ8//NCMHj3afPTRR6Zhw4amY8eOpnv37qZ9+/Ylrj234rfeemszcuRIpwA/44wzwpuOOOII13Ypj3fccccwPtPJa6+9ZrbbbjvTtGlTM3v27EzZYhN/yimnmGuvvTahPR9//LG55pprUvr90EMPmR49epiVV17ZfP311+E9+TIKbyzRSaY+rbPOOiWqMbXYRx55xPz0009mhRVWMPvtt59p0KBBSqZ3333XaL5sscUW7i8lg4349ddfjfJ98MEH5ocffjDLLrus2WyzzUzXrl3NQgstlO6WME7zT+Oo569Pnz6mRYsWYZo/mTZtmrnxxhtdWaeeemqNZfr7yul47733mqlTp+bU5A033NCNxeqrr26++OILo3sPOeSQnO4tt0yZnudC+jFkyBAzefLk8NZFFlnEdOjQway22mruGUg3/8PMFXZSTK6lRDN9+nT37P/222/m6KOPduOVrj6965988kn3POidovf/9ttvb7baaqt02YmDAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCMSSQOM4tkoW2gcffLBTGCa3TwrPXr16mVtuucU0bhy/5s+YMcPcddddrtkvv/xyTor05D4Wev3ee++ZKVOmmC233DKtArTQcqP3SUl78803uyhZmkvhK6Xt4osvnnO/65NRtC/+PFOfll9+eZ+l5MdffvnFWff7iqQAP+200/xleJTy8frrrzdaiCBlenLQ3DvxxBPNrFmzkpPMSiutZO67776syiwpNs8++2x375577mk6deqUUo6UZOedd56LP+qoo8ySSy6ZkqfcI44//ngzc+bMnLpx6KGHph2LnG6u0kx6x/fs2TNj75dYYgm3QEnzq5oU6hmBxCDhmWeeMXou9G5S2GCDDdIq0rW45rrrrjP//vtvQqsvuugio/G8/fbbE+K5gAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQjElUDsNNFycbvNNts4S0UpUGTRvfHGG5u5c+eat956y7zxxhvmzjvvdO7Cu3TpEjuuzZs3d8oCKRv22GOPOm3fPvvsY3788UczdOhQs/fee5ekblnc/v3336ZJkyZm8ODBzop+2223dXVJSZJLv+uTUToo2fqULn8p4v7666+EYqV0koJ26aWXTojPdnHSSSeZG264wWVZccUVnQW6LEG/+eYb8/jjj5sJEyaYK6+8MqsiPVv51ZSmhQJaYOHDV199ZYYNG+Yukxc4yDMFIT8Ceof4IMtmeU34+eefzbhx44xc48vi+ZhjjjHabmH48OGmWbNmPjvHOiag50DvlocffrjGmuXg5uqrrzbyLqCFElrsowUp+qwYP368ueOOO8zuu+9udttttxrLIgMEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoL4JxE6RLiWVrGKlOJH1bLJCWK7U+/fvb1q1alXf7DLWX8kWd1J2KcgKWa7ooyGffueTN1pHKc6z9akU9dVUpjwt/Pnnn+Y///lPqBiv6R55I/BK9G7dujmll7wE+CBX/BdccIFbkOLjOGYmEN2qQblkjStFuhb3aC90QvEInHzyyQmeD37//XfnNvyxxx4zr7/+urn44ovNZZddVrwKKSkvAuIvJbq2nBg0aJDzhpHO44UK1fOh95Y8ZrRp0yasR4rzVVdd1cyZM8eMGDECRXpIhhMIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCIM4FYKdK19/Nzzz3neOnH+2QluhK0x+o777yTwFT7c+s+Wd7qh3rtoS631Outt15Cvu+++848+OCDpnPnzkbKxldffdXI/boUN4rbf//9zWKLLZZwjy7++ecf8/TTTzsX5lJwar9pWX9nCrKi/P77793e4O3atUvI9uWXX5oXXnjBqM1q56677pqQnnyRS9/Uh88//9z88ccf7nYp/SZOnOjOtad8tA3KIwtP7T+vvmgPcO1dq/2dswUpTuQ2XApbBV17xa08Bmif6Gz9Ti47Xd5Cx0du0bW/uBjInbCssL0Fa8OGDc1hhx1mFl100eQmuD7U1Cd/k6wqX3rpJTduaucqq6xi1l57bSO+jRo18tnc8f7773d7ncv1/UcffWR0raAtCTbddFN3nu2f7pP79ltvvdVZgmrP6JrC6aef7rIss8wy5oknnnAWodF71P+6UgDnw+q///2vWzijPcWlqIsG7bH86aefOgvWtdZaK0zSvNUiG3mv0DzU3O3Ro4eRFX5y0HyVFwuVI1f966+/vlPi1bRXfHI5+V5rMZDG4X//+59zqb/DDju490a0nOh833zzzY0WO8g7ghSO55xzTsK8+uSTT5xHjjFjxrgtLeRyf7vttkvrWrsQpmrX888/b0aNGuXeHVooE+WpuZ7O8l7vUD0Xeq9ke4dG+13TecuWLc2jjz5q9t13X+ddQ9bMenY6duyYcGu+7zK9J7QYQixlEa85pXmTvDVBruVGx0+fJ3qvv/jii25O6p140EEHOc8dqkvzVWzlYUIcd95554S+JF/o80zvaXliUVm77LKLad26dXI2d51rewt9L6255ppuPp511lnuPXrkkUembYePPP/88/1peJRSXc+3PqOnTZsWxnMCAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIg1AeuKNTahd+/egYUV2P1xg+nTp+fULmvp5u7RfdE/q0ANrOIwoQyrRHd5rFIisMrVhPy6d4011gisAjrhHutiOLCK5pS86667bmCVAy5+4MCBCfdYxaeLv/feexPirVVfYF3eJpRllbDBTjvt5OKshXdC/lz7lq59noXdSz4s07rGD9q2bZtQv/JZN+2BVYqH+dKdjB49OuU+X4d16e5uSddvz9wqtxOKzZY3n/F59tlnA7v4IWPb1Mb3338/oW5/kUuflFf5rBIvbR1WyRXYPcN9ke7o+2Y9JwSah56T3bs8IV/0wirlwnx2EUZglXvu2i4IiWYLrItlF28tPsN4a1Ef3nvppZeG8YWcRNthXWynLcIqh8P6pkyZkpAnX1ZWOejKsq7nE8rRhV0049Kiz5dVngd2sUBYv2erORAN1lV+IN4+PXrUmNktCKLZazy3C2lcWdbiNmNeP+4aG+uqPKFu3WcVwgn3+meja9eugVVCJ+T3XK0SNrDW8QnzyPdl4YUXDqyFcEKZusiXqVXWBnrmfLnpjnbBiKvHt3m55ZYLDj/88JR70r1DUxpoI3KZZ3ZhTKD3o9qTzC7fd5ld1BA+U9H+Wa8NgeazD/mU61mInVXIp7CwiycCPct2QVdKmvW84qt0R1+W5o3dEiQlv3jbRRQJ9+gin/b6+ZnPeymlQhthF+W49unzLNdgtxwJrKcNd9/ll1+e623kgwAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQjUK4GGVqkQm6B9iBVktat9tGsK2ldaluKy7LYKRGdRKSvWLbfc0sybN8+ce+65RlaIycEqX80999zjLNa1Z7T2f5VLWlm4XnHFFQnZ5eL5lVdecelW0W+uueYaZ1EoS3HtR55rkIX6wQcfbGbPnm1k4ScXuXJpLPfbsgRNDvn0TdbIVjkRMpMlpK71Z5X0rmjtOSzrabVDVv3iJg8AVhnmrDPFwCpBk5sRXlsljLNoPvDAA11cixYtwjpqslAMC8nxJNfxsYstnLW5LJT32msvI7f/sur1FviyGr/55puNVe6lrTmXPombLH/lSUAWlZovDz30kNEWBLJqfvfdd41nklyJ5pLctB9//PHOojZTO5Lvk1cEzV0FzWdZVGcL/rlRHquUzZY1rzR5apD1aPKf4tOF2rBKV166uFNPPdVZsGvvZXGRdwrtZy6rYvsmDW8ZMGCA85ig7Qf0HFiFo3vmrULSjdkJJ5wQ5i32iSzCNSftAhPnWUAW82qbLHrTvY9kxaxnTxbdZ555pvOW4bdNkGcOtV/vMz3XsmyWJwh5gJD3Dc1DWS7XJuhdpGdO7yJ5aJBltTwE+HD22We77TT8tY6TJk0yd999d07v0Oh9+Zzr+dS7UkGW+j7k+y6ziyYcu6lTpxq7AMrYxUVur249K7Lmlvt4hXzLdTfZf2JnFeFmo402cvuD+/2/5SlEVvTySqG6rrvuutArgazso33yZWl+PPXUU84KXfuJa85ov3Hx3m+//Xw2dyy0vYW+lxIqz+NCHgD0fpZnF80xeRcgQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAATKgkC9qvGTKl9ppZWcxZpVciWlZL588803A1ltRoNVmASy1rQDEFglVZjkrf4UL0vf6H3HHnusyx+1nJalry/H7i8dlqOTU045xeVXWVGLWaV5y7+oRbpVmrv8sqa1yhJlc8G6nA5kbahyki3S8+mbCvMW8kOHDp1feOR/v379XB2yGI32W1mse3eXJqvKmoJVIru8GqvkkK7fnnmUq+7LljfX8bEKMNcW6y45sAsUwuZYRaaLF0/r6j2Mz3SSrU+em7wk/PTTTwlFyCJTbdWfVXiHab5vskaXJXMuIWqhaxXXgVWSBnYhgCvbKugCq0h1xaSzSPf9VTt+/fXXXKrLmCfaDt+3bEdvOa0CC2GVr/W0z29ddGfsg54vbzVr3Vkn5LP7bodjZhWZCWnZLvKxSFfddpFKWJys3701bvSd4J8N8bWLfwJZ0UeD3j++H7JKjwbrPj/o0qWL64ssnqPBM8rVyn+bbbZx5UQ9eGi+ee8VdlFCWHy0zbm8Q8Mbk06i8yyT5wPd4q2z1UYf/DzL9V1mF/q4/qk/doGDL8YdrQv5wCp63Xm+5UZZWCV3YBXFrhy9c6IeLOxCp7BO1W8XIbn2XH311WF8tCy7iCGQlwAf7OIJl1/zxC7q8tHh85Yrh0LeS2FlkRM/J7NZpGvcVF+rVq3CtuvabikSKYlTCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEC8CcTKIt3v622VllZnkFvQ3sLJ+x3rfqvodQX4MqOlySpVe2pH75O1toIs/3zQ/sqy+lS+Pn36+Gh3tEoQYxVZCXHZLrxVcc+ePY32sfZBVsq33Xabv0w4FtK3hAIiF7KqV7ALBhL6rThvQTlu3Dhd1nvIdXxkaaog63hvwatrvw+5rPr1V5vgrX2PPvpot8d2tCxZiMrqXeHtt9+OJrlz61rceQFIScghwrrbN3aBhsupeWiVVhnvsgr+MC2fZye8KcOJrOnFNfkveU94f3ttWPkyajr6fbvFJpNHCFmpa592q8RzlsjRMrVXufqlUKr5rrZZxa+rQ/+0P7QsoRWi7xcXYf9ZxaQZMmSIsYt2fJQ7jhgxwvVD/OUZIxqaNWsWvpPkHUOeLgoN/jmKvpfkoUMW1grp9rTO9RkttE3+Pj9W9mPURzkPIbrI9V2m+aCgZ1jvimjQPuzaK12h0HekWDzwwAPhnvZ2AU3oGULvoqiXE9Xv30/R59a3yS6CMPJo4PuteHm88M+13gU+FNre2ryXfN01HcePH+8s7qNzR/ujyxJfXgAIEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIFyIDBfoxSTli6//PJmwoQJJp3yO1sT7R63zgX2t99+a6wVp1N+qxyFqALGlyFXuVEluuK9EkkKKWtR6JQivgy5CveKDF+GjlKA5Rp8WemU79nKybdvmdojxYbC+eef79wPR/PNmDHDXaZT7ETz1dV5ruOz6qqruiZJQSNFtldQWYt8F69xk8Kx0CB32ipbQa60k4OUjeuvv76xe6SH+aJ5Nthgg+hl3udS8m222WZm1KhRRu61995777RlyOW8D3p2pLgtRpBL6k6dOqUUZfecT+FRW1YplWSIsPs7m/33398x0SKGffbZx22RYPc9D+/wc11KPG37kBzkYlqhVPNd7quTg3+/aDuC5GD3xTZ+gUA0zfdD81yLApKDf5foHad3n3eDnpyvpmuVrzksZbC2n5AiWG7DtVWCQro5kOszWlPdNaX7hQfRcfRccnmXiY36puAV5pnqzKfcaBliEVV8K816yXBZtE1DctA2BArpFvnofZVclq41ttZDScLikULbW9v3UnJ/0l1rcYeeMynNtfXEjTfe6Nzfa2uCyZMnp93OJF05xEEAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAE6pNArBTpUuhI4eyVl7mAkaVm1OKvZcuWzoLWui/P5fYwT7LyQgnWbbVLz6boDgvIciJljvbnVcinrGL1TVb1XoGn+pOVO7rWIgYpbeMa0o2PlKfWZbybL9Y1ttl2223dAgjt8ayQ7EUg375pn2uxU0inHFW8LMcV8p1v7qYc/ll3225cpCjV3s5S3icHv6BA8Xp2iqVIT64n23VdsdLiAu0prr2jpdC3LrHdn/ahl7JOwbq3d0cphJPnuhLWXnttt5Am3eIId2MJ/qWbvzVVI4WjQqa5F7Vgr838097remaef/55p9DfeuutnRJd+3XLs4d14V5TU116IX3MVrAWZ3gleIcOHVzWfN9lv//+e6iwTjcXfP35luvvy3RM95z6vNnSfJ7ko3/PiIlCsdubXF9tr+W1Qn9aQKI/eVeRZ4W77rrLzTXtm67nkAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQiDOB2CnSX331VafEkUJQStJsQXm9Ev3iiy82dv/oUOlk9/02+rG+NsFbkXqFVqFlSXEiC0WVk2tZxeybFG7qi+q+7LLLzGGHHVZoV2J1n90j3SmOtXhC1p0vv/yya58UZrLgtvvY16q9KlcLD+Qm3FvGJhfolbZ+K4Hk9Npey8peLuTtXs7m0ksvDd3wR8uNKtLvueces9VWW0WT6+S8UFZSdiuIca5B7tn1JzfXskqWEvimm24y3bp1M7vvvnu4rYPGZMyYMbkWG7t8fkFEprkXfZdE51++TOVKXEEuyuXRQIsTFLbZZhu3OCGTIt9lKuE/tUPKfAW9zxXyfZfJkl8W4/I0koljIeW6xtThP/+e0RiVQ3vToZGLeinSFbQwCEV6OkrEQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQJwIzNdixaRFRx55pGuJXKufd955ad2yK8Po0aONLGD9vuPaf/jcc88NlejKozJqG7y7ZSmXPv3004TitD/z559/nhCX7cKX9dJLL6Vk8wrgaEIhffMKtKiCzZfp9/KWgr5SwrPPPuu60rt3b+c9QO6EZcEql96y5i/E8jOZjV/M8eSTTyYnuYUJ3v11oW61UwpNE6HFD7JI1bjeeeedKTmkXNtll11cvFwnjx07NiWPIuSVQFbcpQqFsPKLVZK9UEjR9sUXX2Rtqvbw1hxYb731XD69FxT8XJd3C2/R7BLK7J/nKTbpFgU99thjrkdyDR/deiIfpv49qneHXIV///337v0qS+7XXnutYHfxtUWtfdv1GaAgzxO77rprWKQf31zfZdriQeG5555zx+g/WXjPnTvXReVbbrScYp3rGU9+fjUmPs7PCdUXh/bm0+/oVgrRhR/5lEFeCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEBdEoiVIl2KMVnfKmi/3t12282MGzfOKcWl8JCirEePHkZ7A+tcrmIVpHDzrtOV77TTTktRfLuMef7bfvvtw72J5Sbcu0+WUl1p6RTWmaqQS2qFJ554wlnQ6lzK/gsvvNAMGDBAlwmhkL55BZoUTCrb/6lguW9WEFevgHMR9p/2sh0+fLhj7ePK4di8eXPXzOuuu85Z2d99993O4nHQoEHm8ccfd/vz1rYfhx56qCviqaeeMt5yVxFSSsuyXy6Wxb1nz561rSrj/VKYyXV5tjBw4EC3t7WUgnLRf++997p9rnWP9im+9dZbzeqrr2769euXrZhapRXCylvT33HHHc4aWg3QgghZQ3trZN8oPeNnnnlmwt7m8kQwY8YMl8XPf7n518IVvQuOPfbYkIMvR4rJ+++/31/G9ti1a1cjJbmCFhn5rSZ0PWzYMOfqX+ennnqqDmHIh+lCCy3krLzFSu9fzaOHH37YXHvttea2224zH3zwQVhuqU80jh9++KHR86z9zLWYQgp+eRuILorJ913m373ql96/PugzRPuFDx482EXlW64vp5hHMdAWFX4hld4vRx99tFtUJq8P8rjgQxza69vij/Kcoc9GeYnQnPLho48+ChdGLLXUUqZTp04+iSMEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAIL4E7P7dsQrWai2w7qwDSyz8s655A2uRG17r3CqzA/vjfGD35XXxVskQWCVDYK0Pw3wqw7qSDftnXQW7NGvVF8b5E6swCu+zimUfHVx00UVhvHUZHlhlU2D3fnVxSy65pDta5VOYXyerrbaai7fKzDDeKt2D1q1bh2VZRUJgXTe7a2ud545WeR7mz7dvutG6tg/Lt4rEwFqpBla57Mq0CtbAukcO01X/XnvtFVgX2YHYiZV1HR7Wn+nkoYcecnnV5uSQrt+ZmOeTV/WkG5/ffvstsC7zwz5F54zOrUvqwFosJzcz5Tpbn6xL6KBjx45hHRqzTTbZJLBKfBen+TdkyJCEMtP1LSFDmovvvvsurMNa1KfksEpkN56+j0cccURKnptvvjmwrq/DcjwDf4+OhxxySMp90YhoO6wVbDQpPP/f//4X1mGVu2F8IaxeeeWVsKwWLVqErK3iNOyvf76sVbbLK+ZW2RgccMABgea5+qU5bBXkYVs0pirDpym/5rt1J+3irQI5zJvLydNPP+3KUpmZQrZxt4uC3P3Wc0Z4e6ZnI8xgT+wCg7AfGlu7r3tgFeWuLPVt/fXXD8Q9GvJhqvsuueSSsDyVmfzXvXv3wCp0XRXZ2pzuGY22K3oenWcaT737kutVP+2+7dHb3Hm+7zI9T3aRRVi+XZji5pmfH3Z7kILKzcbCf27Y7QZS2m8V4K4tJ554Ypjmy4oyaNu2baBnwsf558DflC+HbPPTl5nuaBcyBMsvv3z459uj96uPt4uM3K128UXYXn3+6PNyjTXWCOyCiDD+mWeeSVcNcRCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACB2BGIlUW6/YHe2B/mnTWeVUQ4qzWrZHH728oaXHtfH3zwwc4a3f44b+TSXZa3stqUK2JZacpqU3tja790Bd3vg6wvFeQmOzn4NOW3CpYwWe6Ftf+6XCfLDbL2ZZaFsCzvjjvuOJcvWocifFn+qDjtkf7mm286q09ZWcrS3iqCjVUGujKtcj68T/nz7ZvuOeecc4z21FaQa2Qx8Va6auOoUaOMLOutcsbVL+tMuZWXVe/OO+9s9txzT3dvtn+enT9G8/r++qPS/Hlyfh/vj9nyRtOi4yMLce0dLAvHoUOHOjffOl5wwQVGLpBliZ3LfvC+bf6o+nyQZwC5Q7eKayMLeLn0f+eddxwzWbPKctRbhvp7fJ/80cdnOyqv5p3mgf6Sg+afrMq137NC1MWzzysX91bJ7fYKt4s8XLQYKGg+XX/99Wldw7sM///Pt0OX6XhE45PbWgir7bbbzrVJz7as/L/88ktjF8MYudLv1auXa5XnaBWBLk5zQG7HZWGsea5xkEeFqLtoPVfKo7219dzqXPNdLtKtgtLNEVd4jv88C+3RnSn4dvpjNJ+/P5rmz31aNL8/lyW6XJKr73oHanzlgl3vk759+5q333479Mzh78mHqbZB0LxS0BzX1hN6j2oLAT+vreLT3H777S5Ptjb7tOgz6m5K80/PrPqgII8YegdpDnTu3Nm9E+VVQu7Mte99csj3XSZLblmf77jjju7zQO7+Nc/0HpSHBqvQdlXkW67vb7rxy5bm8/ujKlfdCocffrjbl15tlucEPRN6lvXsaruKaCi0vb5t0bKynetzRNub+D+fV+8WHzdr1iwXLY8x/fv3NyussIL7fNPn5WeffebebfIUoc+gqJt+XxZHCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEAcCTjzyjg2zLdJChbtEWyt34y16E6rZJQLc2vhaPRjvvaqloJPcXKTq/uiQUo1KfyiSgyfrvy61ysrfbyOdgmEU75ImSolgYJc16o81RFVvkvhZa1EU+p2N9l/ukd9kntbr9RQ21VGct359M2XL5fYP//8s3NvLQVsuqD9aqUEadWqlVMs+naky5scJwWK2pnMMFO/0zHPJ6+vP3l8tIBC7vWtNac58MADfTZ3lPLR7xuufmof8WwhU5+i92gOSLml/shNenL/fd5MffPpmY6Z5kA0v+ac3LdnU+j6/BpjMVPfpaTMNWjuqq/NmjXLeMvMmTOd2+3k+epvyJVVNL8UxFIOtm/f3kVr7kuRmPx8yd218uoo5bmUstmC+vPVV1+5LGLhFbjZ7kmXprZozDOxzzbuUhb791H0XZHu2UhXt+LEXApgvQdrms/KrzGoian1YuC2DdB7U4sMtMgnGuTuXcr7Y445JlS4Z2tz8jMaLatU5/m8y/R5oq1ANI4dOnQIFdjp2pZLuZlYiL3eKfq88EpyX4ef13omo7x9fn0G+Xbqfr8Xur8/07Gm9mabn5nKrE282qPPokUXXdQ905nel7Wpg3shAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAqUkEHtFeik7T9nlS0CKKi2IkHLIust2XgOivbn88svdftqy7JTlf1R5Gc3HOQSqmYDdzsE9P7J6tttlhB4sxETePWQhLqt/7SMuC3gCBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEKgWAijSq2WkK7CfsjiX5bksOO2+5c6Nt6yF5YpdbvQV7P7H5vTTT6/A3tMlCNSegFzDb7HFFs67hjxtbLzxxsbuTe48Pci9vtx6yxW+nqmaLP9r3xpKgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAALxIYAiPT5jQUvyJCBL85NPPtntVy8339Egl9/a//ikk06KRnMOAQgkEdBe8//5z3/cXtbRJC1Q0ZYJF110kVl55ZWjSZxDAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgYongCK94oe48juofZm17/G0adPcXuDt2rVLcFFd+QToIQRqT0B7Wk+aNMlo3+82bdq4/ee1fQIBAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCFQjARTp1Tjq9BkCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABDISaJwxJc+EBg0a5HkH2SEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoJoIBEFQFt1tWBatpJEQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBOiJQNIv0clk5UEdcqQYCEIAABCAAAQhULQHvqQj5sGqnAB2HAAQgAAEIQAACjgByIRMBAhCAAAQgAAEIQKCcCWCRXs6jR9shAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQKDoBFCkFx0pBUIAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQDkTQJFezqNH2yEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoOgEUKQXHSkFQgACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAORNAkV7Oo0fbIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECg6ARQpBcdKQVCAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEA5E0CRXs6jR9shAAEIQAACEKh3ApMmTTJnnnmmGThwYL23hQZAAAIQgAAEIAABCNQfAeTC+mNPzRCAAAQgAAEIQCCOBJAP4zgq+bWpQWBDfreQGwIQgAAEIACBuBOYN2+e+fDDD83o0aPNRx99ZBo2bGg6duxounfvbtq3bx/35pdV+1577TWz3XbbmaZNm5rZs2eXVdtL1dgGDRq4ohEzS0WYciEAAQhAAAK5E0AuzJ1VbXMiF6YSRC5MZUIMBCAAAQhAoL4JIB/W3QggH9Yd61LV1LhUBVMuBCAAAQhAAAL1Q0ArHQ8++GAjQS05nHLKKaZXr17mlltuMY0b150Y8N5775kpU6aYLbfc0rRo0SK5WSW5ro86S9IRCoUABCAAAQhAAAIFEkAunA8OubDACcRtEIAABCAAAQhUHAHkw/lDinxYcVO7ZB3CIr1kaCkYAhCAAAQgUPcEPvvsM7PNNtuYyZMnG1l/7LjjjmbjjTc2c+fONW+99ZZ54403XKPef/9906VLlzpr4Iorrmh+/PFHM3ToULP33nvXSb11VScrS1OHE8ujVCbEQAACEIAABOqaAHLhAuLIhQtY1PUZcmFdE6c+CEAAAhCAQGYCyIcL2CAfLmDBWXYCdWeKlr0dpEIAAhCAAAQgUAQCp512mlOiN2vWzNx3330pSuuRI0ea/v37m1atWhWhNoqAAAQgAAEIQAACEIgrAeTCuI4M7YIABCAAAQhAAAL1QwD5sH64U2t5E0CRXt7jR+shAAEIQAACIQFZRj/33HPu+uKLL05Roithq622Mu+88054jz/55JNPnMX6mDFjnMv3Tp06uX2/O3To4LO443fffWcefPBB07lzZ9OtWzfz6quvmpdfftn8/vvvLm7//fc3iy22WHiP0j7//HPzxx9/uLhnnnnGTJw40Z1rv/Z27dqFeZVn+PDhbm/3P//806yzzjpm++23N6uvvnqYx58oXQsFtJJ21qxZLk+PHj2MVpOWqk7V/eWXX5oXXnjBfPzxx26v+V133dU3iSMEIAABCEAAAhCIDQHkQuTC2ExGGgIBCEAAAhCAQCwIIB8iH8ZiIpZjIwICBCAAAQhAAAIVQaB3796BlUWCJZZYIpg+fXpOffr777+DM844I2jYsKG7V/f7v4UXXjgYNGhQQjlWie7Sd9lll+Cwww4L8/p71lhjjcAqysN7rCI8JY/Pa/dpD/NZt/NB27ZtU/I2adIkuOGGG8J8OrHK82CZZZZJyWsV+C5fKepUwQ8//HCwyCKLJNTbqFGjYKeddnJxTZs2dfXzLwgZwQICEIAABCAAgfohgFyIXFg/My+1Vi/7p6YQAwEIQAACEIBAXRJAPkQ+rMv5Vkl1mUrqDH2BAAQgAAEIVDMBr0C2VtI5YzjvvPNCpedBBx0UWCtvp7jecMMNw3hrRR6W5xXp/gex9dZbL7jyyiuDk046KbD7H7p7TjnllDD/888/H1x++eVB8+bNXZrq0LX+rHW7yzd16tTAupp36dZiPnj66acDu0o2OPzww12cyv3ggw/CMnfeeWcXv8UWWwR2z/fAWtgH6kf79u2DefPmBaWoU21t3Lixq3fNNdd0CwxOPvlkt2jBs0CRHg6R4yQuBAhAAAIQgAAE6ocAciFyYf3MvNRavaycmkIMBCAAAQhAAAJ1SQD5EPmwLudbJdXFL5yVNJr0BQIQgAAEqprASiut5BSYJ5xwQk4cfv7552DRRRd198gqPRpmzpwZdOnSxaVJWe5DVJG+5557BrJo9+HYY491+VdeeWUfFR7btGnj0oYOHRrG+ZN+/fq5NFmzR8tTunXv7tKs23afPWjdurWLGzZsWBiX7qSYdUpprh8BZQn/yy+/hNV9+umnwXLLLefSUKSHWBwPFOkLeHAGAQhAAAIQqGsCyIWJxJELE3nU5RWK9LqkTV0QgAAEIACBzASQDxPZIB8m8uAqM4GGVqAlQAACEIAABCBQAQT83uPWtXtOvRkxYoSxCnNjFcDGKtIT7mnWrJnp06ePi9N+4LNnz05It8pj88gjj5iFFloojNee5wqTJk0K43I5eeWVV1w2q4hPKE+Ru+22m0sbN26cO+qf9kFXGDhwoPnxxx/deb7/8q3TWr67Knr27GmsMj2szir/zW233RZecwIBCEAAAhCAAATiQAC5MPdRQC7MnRU5IQABCEAAAhAoXwLIh7mPHfJh7qyqISeK9GoYZfoIAQhAAAJVQWD55Zd3/fSCcU2dHj9+vMuy6qqrGutaPSW7tUh3cXY9nvn2228T0u1e4SlKb69gltL933//Tcif7cK34/zzzzft2rVL+LP7qLtbf/rpp7CI/v37G+vu3YwaNcqsssoqxrqLN++++26YnstJvnVOmDDBFeuZROuwVv3RS84hAAEIQAACEIBAvRNALsx9CJALc2dFTghAAAIQgAAEypcA8mHuY4d8mDurasiJIr0aRpk+QgACEIBAVRCQQlzhm2++yam/kydPdvkWX3zxtPkXXnjhMN66XA/PM53YPcQzJWWMnzNnjpk+fbpLl0J6scUWS/iTkL/22mubfffdNyxD5y+++KLZYIMNjNpl3c2bTTbZxFiX9mGebCf51qmFBHYf97CN2comDQIQgAAEIAABCMSBAHIhcmEc5iFtgAAEIAABCEAgPgSQD5EP4zMby6sl+f/iXV79o7UQgAAEIACBqiEggfjVV181I0eOdMp0u1d51r7bvYBceiZX7F7Rrkx2H6WsZRWaKGW9LNlV12WXXWYOO+ywnIraYYcdjP7ee+89I0v2F154wdx0002mW7duZvfdd89aRr51yvp96aWXdm2MMslaCYkQgAAEIAABCECgHgkgFyIX1uP0o2oIQAACEIAABGJIAPkQ+TCG07IsmoRFelkME42EAAQgAAEI1EzgyCOPdJnkVv28884zsqROF0aPHm3+/PNP4xXtsmD/5JNPUrI+9thjLm7ZZZc1ue67nlLI/0c0bDhf5EiniJZ7dgUtAsg3bLTRRubZZ5816623nrtVffOhmHX6fdlfeuklX3x4fPnll8NzTiAAAQhAAAIQgEAcCCAXGoNcGIeZSBsgAAEIQAACEIgLAeRD5MO4zMVyaweK9HIbMdoLAQhAAAIQyEBASuX99tvPpT7wwANmt912M+PGjXP7lc+bN8/9mNijRw+jfb71w2LXrl2NlOQKEqanTJnizvVv2LBhxu9Pfuqpp4bxhZ74/dOlLJei3/+pPO1xrqA2e+W9i7D//vnnHzN8+HDXD8XJxfqZZ55ponum//XXX2bGjBnuFl+PLvx5betUWd61/BNPPOGs3xWnPlx44YVmwIABuiRAAAIQgAAEIACB2BBALlwgC2pQkAtjMzVpCAQgAAEIQAAC9UQA+XCBTKghQD6sp4lYjtVaazUCBCAAAQhAAAIVQsAqmINNN91Upujh3yKLLBI0adIkvNb5p59+6np8xx13BNZ1uUuzLs+DDTfcMLCunsK866+/fjB79uyQjt2P3KVZa/Ywzp988MEH4X1WAe6j3fGkk04K06x1d2At3IO7777bpc2dOzdYZ511wvROnToFe+21V2BdtwctW7Z08ZdeeqnLay3n3bXdjz3YdtttgwMOOCBQeeqv8n7//fdhvcWqUwVaS/qgdevWCW20rvHdtXV7745NmzYN6672Ez//qp0D/YcABCAAAQjUJwHkQuTC+px/vm7kQk+CIwQgAAEIQKD+CSAfIh/W/ywsvxbI7SsBAhCAAAQgAIEKIiAl9kUXXRRIIS2Fs//xarHFFgsOPvjgYOzYsQm9ff7554PVVlstVKgrv90TPOjbt29grb0T8lqLcVfe6quvnhCvizFjxrg01WmttRPSf/755wQFv3W7HliX7GEea1Ee9OnTJ2jRokXYXrVDyumdd945sJb1Lu/ff/8d9OrVy8X7fum4wQYbBG+99VZYnk6KVacvdPz48YFdvRuo7aqzWbNmTpGveho1auTa7vNW+9GPTbVzoP8QgAAEIACB+iaAXDh/BJAL628mIhfWH3tqhgAEIAABCKQjgHw4nwryYbrZQVw6Ag0UaYVaAgQgAAEIQAACFUhAbs+1B/riiy9urEW1sQrfjL2cOXOm+fLLL12+5ZZbLmM+7a9uFdzGWran5JGLddVhreBT0hTxyy+/GCuoGu05nmnfdbltnzhxomnVqpVp27atWWihhVLKmjNnjrGKbaOjtQg3Sy21VEoeH1GsOn156r+Y2oUKYdtmzZplrGV/xn77e6vlKBYKiJnVMuL0EwIQgAAEyoEAcmHxZFE/3siFnkTmI3JhZjakQAACEIAABOqbAPIh8mF9z8FyqB9FejmMEm2EAAQgAAEIQAACZUSAH0zLaLBoKgQgAAEIQAACECghAeTCEsKlaAhAAAIQgAAEIACBkhNoWPIaqAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCBQRgRQpJfRYNFUCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhAoPQEU6aVnTA0QgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFBGBFCkl9Fg0VQIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACECg9ARTppWdMDRCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUEYEUKSX0WDRVAhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQKD0BFOmlZ0wNEIBAHRL4559/zLx58+qwRqqCAAQgAAEIQAACEIgzAeTDOI8ObYMABCAAAQhAAAJ1TwD5sO6ZUyMEIACBciWAIr1cR452QwACaQmsv/76plevXmnTiIQABCAAAQhAAAIQqD4CyIfVN+b0GAIQgAAEIAABCGQjgHyYjQ5pEIAABCAQJYAiPUqDcwhAoOwJ/Pvvv0arSgkQgAAEIAABCEAAAhAQAeRD5gEEIAABCEAAAhCAQJQA8mGUBucQgAAEIJCNAIr0bHRIgwAEIAABCECgIgh89tln5rjjjjNXXHFFRfSHTkAAAhCAAAQgAAEIFEYAubAwbtwFAQhAAAIQgAAEKpUA8mGljmxx+tW4OMUUr5QhQ4aYyZMnhwUussgipkOHDma11VYzK6ywgmnQoEGYFj054ogjzIcffuh+IN9xxx2jSSU/HzFihDnrrLNcO++5556S10cFxhQ6T2AXLwJz5841zz33nBk5cqSZNGmSadWqlVljjTXMIYccYhZbbLGExp588slmu+22M6+99poZM2aMufjii83mm29unn32WXPfffeZ2bNnm4MPPjjhnkwX3377rRk2bFi4l7reK82aNXPvmS222MI0atQo063EF4FA8vMr3i1btjRbb721adu2bRFqoAhP4JdffjEffPCB+fjjj83nn39umjdvbtq3b++epc6dO/tsVXEUg1tuucWsvPLKpn///lXR50rqZPJ7A/mwkka39n0pdH7UvmZKKAUB5MNSUI1/mcnPMfJh8ccMuXABU+TCBSzK+Sz5vYF8WM6jWfy2Fzo/it8SSiwGAeTDYlCsnjKSn3/kysxjj3y4gA3y4QIWnKUhEMQoTJw4MbBNzPi3xBJLBLfddlswb968hFZPnz49vMf+OJ6QlsvF1KlTg2eeeSYYPXp0LtlT8vTr1y+sf9asWSnpNUXUtv6ayq+09ELnSaVxKPf+WGV4YBVa4bMTffaXWWaZlOdx+eWXD5o0aRIorVu3bsGTTz4ZPP3004FVggfrrrtusO+++wZNmzZ15R100EFZ8Rx11FFp61Ub7IKdwCr3s95f28RqfuZren533nnn4Oeff64t4qq/337JDC666KJgoYUWyjjXN9poo2D8+PFVw+rBBx90LPTeIZSegH+nF6Ommt4byIfFoFy+ZRQ6P8q3x5XdcuTDwr+TlvPMqOk5Rj6s3egiF6byQy5MZVLKmGLKhb6dNb03kA89qeo8Fjo/qpNW/HuNfFid8mGhM7Om5x+5cj5Z5MPUGYZ8mMqEmAUEYmWR/vfff1v5en44+uijzbLLLmusQsWMGzfOjB071vz222/mmGOOMQ888IAZPny4syBVblnYWcWY+eGHH8wee+zx/yXkfnjiiSfc/WuvvbazdM39zvk599prL/PJJ584S1qtgM031Lb+fOsr9/yFzpNy73eltX/o0KHmm2++MVYJ7izQraLcyLvD7bff7rxS6JmWJW00yGr8nXfecRa1ipcF84orrmhGjRrl3gevv/662WWXXaK3pD33e6jL00WPHj2M5pRVKBqrmDc//fST6d69u3nzzTfNJptskvb+2kZW8zMffX6PPfZY07p1azNz5kzz/PPPu/e8PBTss88+jn9tOVfr/dOmTTPyzOKfnzXXXNNstdVWRp9xv//+u7GLxoxdPGbee+89c++995r//Oc/1YqKfpcJgeh7A/mwTAatDptZ6PyowyZSVR4EkA+Pcp/X8r5UTSH6HCMfFnfkkQuLy5PS4kMg+t5APozPuMSlJYXOj7i0n3YkEkA+rE75MHEW5H4Vff6RK9NzQz5Mz4VYCGQlsECnXv9n3333XWg5ZxXnCQ2yD7izOLWdcXnOPPPMhPTaXNxxxx2uTKtkqE0xBd9b3/UX3PB6urG+5kk9dbdiq7Uu2gO7KCalf8cff3z4Hvjzzz/DdFmk2/2Nw2udaJV57969E+Ksa/igJov0ww8/3NUhK/ZosIrHoEWLFi5t1113jSYV9byan/lMz68VdIMjjzwyHPtCPYQUdaDKtDC74MxxbNiwYXDuuecGduFISk+s66bgxBNPDKwiPSWtUiNYWVq3I+vltWLUmum9obKRD4tBuLzLqK/5Ud7U4tt65EMT1Nd30vqcFZmeY+TD2o8KcmF6hsiF6bmUKraYcqFvY6b3htKRDz2l6j3W1/yoXuKl7TnyYXXKh4XOqkzPP3LlAqLIhwtYRM+QD6M0OE8mECuL9Gwaf+2f++ijjxqr+DJaiTZ48GDTq1cv07FjR3ebrNS///57Z13arl27sCiriHP7J3/22WfGul03q6++ussjK1af9sYbb7j82pv9hhtucOfWfbTZf//93fn999/vrFStEs989NFHRtcKqn/TTTc1EyZMcFbyKjPdHs0vv/yys6LVvsxLL720sW6pzbbbbptz/a4y/uVEoKZ54guRJabG/dNPPzWyhF5//fXNbrvtZqwbZJ/FHaNjb7cQMNaduLPyXG655UzPnj2dFwJllNeEe+65x3lNkIW15qnyEDIT2GabbdImygr8pptucmmynrWK7TBf8t7leoYXXXTRML22J9ozWl4tNO4ffvhhQnEzZsxwVrz/+9//zJQpU5zHDO3nbpX2ZuGFF07IG5030XeG3ilffPGFm3u6Id07R5bC8nAhC2LtAZ8ctEe8rPJljb/ZZpslJ5fttZ49uyjC3Hnnna4PX331lXsuox36448/nDcSjY3Gfp111jHbb7+9e69H8913333Om4lVFLt8ejb1GbDSSiuZLbfc0uywww7R7BV1rrkhrw4KdsGZufjii9P2T59x119/fdq0XDnbLyfGCplGz40+11599VWjzzs9t4rTfF9sscXS1lHIOzj6LPnPXxWez7OZtjFEljWBmj73kQ/Lenhr3fia5oevoJB3EnKhp1fcI/Ih8mF0RiEfRmnkf45cmP07W/5EuaNcCNT0+Y98WC4jWZp21jQ/fK3Ih55E/R+RD5EPizELkSvnU0Q+RD4sxvNUlWUka9br8zrTiqFomz7//PPAKtOctZ1VpodJ1kWzi4ta11nFidtP2Q5saOWoc/vDvrvPKlIT4qP5rLvhlLK1/7os/Hw+WfMpZFqtYpUJwd577x3m9/fpKIvZXOsPG8KJI1CbefLXX385K8zoWPjzjTfeOLDbAyRQ9vPq2muvddbPPq+O2q/7pZdeCq6++uqgcePGCeMs62nNVUL+BGRhLr5WQR78+++/YQFi6p85H2kXrwRdu3b1l4H9UTuwW0IUbJGuguTtQvVH3wFWORjYL1sJY+znwiqrrBL8+uuvYRt04udN8jvDuixPW0a0PrsYx+Wx7rgTyvQX7du3d+kXXHCBjyqrY7bn1yrIQz5iHg1vvfVW0LZt2zDd89dzaBdARbOG/PVsphs3eTaIzq2Em8v8wlv120VbgV1skHdv8uHsP/vsdgrBYYcdljI28g6hvamiodB3cPKz5N8F+Tybvr3skR4dkdKd+2e0GDVke2/48pEPPYnqO9ZmfhT6TkIurPt5hnyIfKjPFeTD/J495MIFvwMlf2dDLsxvLtU2dzHlQt+W2nz+++/r/H7oaVbesTbzA/mwfOYD8mFly4eFzsRszz+/OwahN1B+NzQB8mGhT1l13mfi1O1sL7poO+XuToK43ecijE4nCO+8884u3xZbbOGU1nbFTXDeeecFUkTNmzfPKRmuvPLKwO5x7vLpBXL55Ze7vyFDhqSUrTqltJHraWsNF9x4440uT6YvYfqhX/dI+d63b1/nxlpuduWOWkpCKTlyqT9sCCeOQG3myfnnn+/GpGnTpm6cpTSy1qqBtR538bvvvnsCZT+vNI7NmzcPTjrppOCKK64IFl98cZffWiK7o+bOWWedFah8u8LNxdXkXjyhIi4CfVm56qqrwsUqZ599dgKVdIr0E044IWjQoEGgH7RHjhwZWGv2nNhncu2uCu3e0q4Mu+I1rP+MM85wC3isha17jl955ZXgsssuCxZZZBGX95RTTgnz6iQ6b6LvjEGDBtX4zA8fPtyVqTknAS8a9A5TvP6sF4RoUtmcZ3p+rZV/sN1227m+6R1praLDPk2dOjVo1WN4Q3AAAEAASURBVKqVS7OW+oHdyz6Qay8/jpoDcsvvQ5S/nvXTTz89uPXWWwNrxR/ys14DfPaKOlovKa6P+ozKN+TL2X/2+Tm53nrrufmt96TGRPHJz0Zt3sHRZ8l//ubzbPr2okjPd2YUlt/Pi8LuTrwr03sjMVfg3CGrXuTDZDKVfV2b+VGbdxJyYd3MK+TD+d9JkQ+N+w6NfJjfc4dcmPk7G3JhfnOptrmLKRf6ttTm899/X4wq0vn90JOtjGNt5gfyYfznAPJhdciHhc7ETM8/vzvOJ4p8iHxY6LNV7feVpSLdul52P9BHFV3pBGFZlEpgHzZsWNZxrmm/Yl+2FOJS4CSHdF/CrBv30EpZSr5okIXeLbfcEkbVVH+YkRNHINMHYjKe5HmiPYG1gEFzIlmJ9thjj7l4pVnX22FRfuz1Y6mU7j5Y19Fhfil4rRtqnxRceOGFLk3KdkJ2ArLoF2O7HUP4vGgMzjnnnBSL4TZt2gR9+vRJKFCKP7tNglPaySvAgQce6BTh1u1+Qr7kC6+Aje6RLgtlLZJQ/fqTUt8Hu31DMH78eH8ZHqWgVV7rYj2M04mfN5neGdmeee1n7d9d/fr1SyhXC3JUn3WbnRBfThfR59e6ZQ80Btbderg3vRTfdguFhC6Jg/otC2ftaRQN1r27S+vRo0cY7flrv3stPvBBX7Z8fi2wqsTgF/kMHDgwoXv6nNLiruifFN4ff/xxmC9fzv6zT2Oz5557JoyNFJmKjyqta/MOzvQs5fNs+vZG2xR2npOiE9D4668YIfreGDt2bMYikz/3ldG/D6I/lPp3LPJhRpRllVDo/KjNOwm5sLRTBPlw7RTAyIfIhymTIocI5ML5kNJ9Z0MuzGECFTFLMeVC36xCP/91P/Khp1i5x0LnB/JhfOcE8mH1yYeFzsbo88/vjqkUkQ/nM0E+TJ0bxGQnUDZ7pFvBOwxWYebObdfCuHQn2rP8559/Nlah4PbatYq4dNlyjrMKCNO9e/ec8r///vvG/uDh9nc++uijE+7R3tlWyZAQx0XxCSTPE+0BMnPmTGMtW92+1tEatWey8mvMtN95x44do8luDkX3o7arlcP0u+66y6y66qrhtXU1bqwy3WifYdVXzD28w0oq5ER7KWvP8OSgPca1V3r0ebOKbDdG0bzWctnty/zbb78Za61q7A/bbgyjebKd2+0VjPVC4PZY1h7ael8oaKytJW14q94l6YK1wHXRdnFMumSTzzvDF6B94O1CAGMV+W7/aeslw1glorRR5pFHHnHZlF4JwVr2J3RDz6BdsOL2144m+Hx6b2pPo2jYbbfdzJgxY9xzG43X+YABA4zdsiGM1l722lvbLkgw2uu+0oL269V7R0HvuWh49NFHzeOPPx6NcufKp73mFQrlrM80zc3o2OjZtV4AzKRJk1zZ+lebd3CmZ6nQZzNsFCcVRSD5cz9T55APM5Gp7Pjk+VGbd5K+WyAXlm6+IB+mskU+RD5MnRXZY5ALF/Cp6TvbgpycVSKB5M//TH1EPsxEprLjk+cH8mF8xxv5MHVsqkk+TO19bjH+dy6fW898Nf/uiHzoZ4IxyIcLWHCWG4GyVKT7H+ati/asvbR7qhrritmMGjXK2D0PjN2f2Jx88skJipWsBSQlbrDBBkkxmS+thbJLVL3W/XPmjKSUjEDyPJEiVmHatGkm3dyREl3hp59+csfov8UWWyx6aZZcckljXRc75Wa6NJ/ZWsCiSPcw0hytNbKZM2eOU36L+6uvvmouvvhi8/333xtrWWisu3az+eabuzulBM0UpFD3wX8R8tfZjna1sbFeJsIsSy21lFOgn3baaUYCaTRoLKWIHDFihJHiXPNo8uTJLkumRT35vDOiddn9pp0iXUxUn7W6N2+++aabm2qXtb6OZi/bcy1CsXvaG+um3VxzzTVm7ty5xu5Rb1588cWEPvln17pYM3bf84S0GTNmuOt0z61dZZmQVxdeaax5Z/e2N3ZbhpQ85RphLfCN5rB1V2U8M98Xsdt77739pbHbnBjrOcW9w3ykvydfzvqMiyrRVd4yyyzjip09e7ax3h7c8+TLL+QdnO1ZKuTZ9H3mWFkEkj/3M/UO+TATmcqOT54ftXknpZP9kAuLN3+QD9OzRD5EPkw/M9LHIhfm/p0tPUFiK4VA8ud/pn4hH2YiU9nxyfMD+TC+4418mH5sqkU+TN/7mmP53TGREfIh8mHijOAqHwJlp0i3e5ubr7/+2vWxQ4cOWfuqD1kpZOze1UYW4tZ9l/uze5wbu79q1ntrm+gtW5N/aKttudyfG4F080RKMwVZ96Ybl7XXXtspgzbccMOcKvE/mCZnVjwhdwKyJNefnmf92S0b3KowKccGDx4cKtJzLzH3nHa/bWe1rPq16CWqkI+Woi9TapdX1iq/LHmlJCxFWGuttUyXLl2M3ffbDBkyxCnSH374YVeVvCdYt8SlqLbOy9Sz1qlTJyMPD2uuuaazFrfuuswTTzxh9tprL9ceKby1YlJB3h2Sn11d2+0VEiwDXeYM//JZaJGhiFhHW/f3Rp4WPvnkk4R2rrvuukZ/Plx//fVOke6v64Jzsd/BantdP5ueF8f4EUj3uZ+plciHmchUbny6+VHsdxJyYXHnD/JhKk/kQ+TD1FmRPQa5sLTf2bLTJzUOBNJ9/mdqF/JhJjKVG59ufiAfxnu8kQ9Tx6da5MPUnucWw++OqZyQD5EPU2cFMbkQKDtFupThsiJV8JaF2ToqpZP+3nvvPSMruxdeeMHcdNNNplu3bs6lc7Z7a5O2wgoruNv96sbalMW9+RNIN09WWmklV5COcgVNiCcBu1+Z24rh7bffTlD0laK1spr1Fu/Zyj/iiCOcEl0C6n//+18j61j9YC4LdXm6KEWw+7g7Rfpjjz1mrr32WqOjQqW4dU9mpv7K2lzPphZQeEW6PBFonGT9f9lllxmttq1N8F4EZEEtzxKVFvS5KEW6Puu0gCybJXe078XmHC3bn5fiHVwfz6bvD8d4EUj3uZ+thciH2ehUXlq6+VGKd1LlkYtPj5AP548F8uH8hZbFllsqVT5ELiz9d7b4vCVpSToC6T7/0+XzcciHnkR1HNPND+TD8hp75MP541Vt8mGhs5TfHeeTQz5EPiz0Gar2+xqWE4AffvjBuaNVm7Xv7a677ppz8zfaaCPz7LPPhvsfjB49OrxXFsoK/gt0mFCLk3bt2rm7ZS3n3bxHi5P1nw+lqN+XXY3HTPNEFscKEyZMCL0aVCOfuPdZq4K9Rwf/JaY+2/z333+bd9991zVBbue1mtF7HZDL6kJCLs+83Ldrta32vD799NPdAiJZZHsFcyH1xv0e7YOtIDf2Y8eODZvrn125/s8naC+kZLf73pV/27ZtnXeKfMorh7yaK3K1rn4fd9xx4Z7pubS9UM65lK08vvxivYNL8Wzm2hfyxYtAps/9XFqJfJgLpfLOk2l+FPudVN6U4t965MP5Y4R8iHyYz9OKXDjfU1yh39nyYU3e+BHI9PmfS0uRD3OhVN55Ms0P5MPyGlfkw/njVY3yYaEzld8djfuNmd8NjduGstB5xH3VSSD2inTtf/vhhx+a6667zsgaVHu6Sgklq3KvzEo3dFOnTnV77XpXzMojV9F+P12/f6vi/bks3b2lclTRrTz5hh133NFof14pM3r37m3+/PNPV4TaIGWcr1OR/ryY9efb3nLPn8s82XLLLc2KK65oJGgde+yx5rfffkvotvblvv/++xPiuCgdAblVv/DCC03Ua4Oeu379+oWW6HKnXt9BrsD9/s9vvfVW2BwperWXeiEhl2de1tLdu3d3xd98883uKCW6lOmVGg488MCwf7fcckvYzYMOOsidP/DAA6Flvk/8559/zPDhw824ceN8VHi85557zDHHHBO6htdiKpWhUFvL9rCSmJ1ogcA555zjWiWLdH1uPvXUU+FnkBI0jydOnJjS8kI5pxSUIaLY7+BSPJsZmk50DAnk8rmfrtnIh+moVF5cLvOj2O+kyqNYPz1CPjRu8WSm76TIh8iH+TyZyIXGLc4t9DtbPqzJGw8CuXz+p2sp8mE6KpUXl8v8QD6M57gjHyIfFmtm8rujMciHyIfFep6qrhyr6I1N+O677wI7AO7P/kAeNG3aNLz28auuumrw/PPPp7TZunNxee+9916XZveHDcvZdtttgwMOOCCwSlQX17Jly8AqTcMyrEIhsO7hwvx2z96gffv2YXpy2WHC/59Yd0Du3pVXXjkhacCAAS5ebW/evHmw3nrrBVa57uKaNWsW5q2p/jAjJ45AbebJQw89FNgFGG4MNA80N6xyMrD7o7t4qzBNoJxt7O2CDleOdUGecM+XX34ZjvuUKVMS0rhYQMDua+04iaM4Wy8Tgd2jPGS36aabBnPnzl1wQxHPrDsfV4/dBy2nUvfbb7+wXdZVdrD99tuH7ww931YISSgn27xRxlyfeasADetVPenefQkVl8FF9Pm1ixFSWmxddbs+273Pg1mzZrl0zQPreihkoXe0nlvrei/Qcyw2l156aViW5694/emzRJ8d/lpzzy6kCfNX2om11A6sMj3Q56jvs957dssR91nk43QcNGhQ2P18OWf67FOBH3zwQVi3XewQ1lHMd7AKzefZzNbesIGcFI2An2fFKDD63kA+XCCfFoNtJZRRm/lRzHcScmFxZhPyYebvpJ4w8iHyoZ8LuRyRC+c/U5JLot/ZkAtzmT3Fy1NMudC3qjaf//77Ir8fepqVd6zN/EA+jN98QD6sTvmw0JkYff753TE9ReRD5MP0M4PYbARkMR2bYFcHBksvvXT447uEbSlTOnfu7BTh+sHfWnSnba+1unP36QuRgl4IvXr1SlHGSwlmrfFSyrj11lsT8m6yySZhnuSyw4T/P7F7F7u6V1999eSkQOUutdRSCX2SwnDEiBEJebPVn5CRi6A280T4Xn/9daeU8z94+i911h1/cMkllyQQzjb2fvGFtfpMuMd6TXDjrfKnTZuWkMbFAgIvv/xysN122wVavODHQEcp062luhvnBbmLe2atlF2d1gI3p4K1IGLPPfdMaKfmxksvvRRonDt06JBQTrZ54zPm8szrPbbsssu6elu3bh1EFZK+nHI7Wi8h4WIWLTpJDtaNvmOqufDee++FyXru+/TpE7Ro0SJhHKQk33nnnQNrkR7m9T+M2D3Vg65du4b5pYDTnFMbqiHo3WS9GgRt2rQJGYirOGy++eaB9eySslglH87ZPvusJZ2rU3VZd5oJuIv1Dlah+Tyb2dqb0EAuikLAv9eLUVhtPveT38fIh8UYkXiVUZv5oZ4U652EXFiceYF8mPk7qSeMfIh86OdCPkfkwsTvbMiF+cye2uctplzoW1Obz3/kQ0+xco+1mR+ignwYr7mBfFid8mGhs5DfHXMnh3yIfJj7bCFnAyGwQm3ZB/uDgpk9e7Zzpx7tjFxFa59yHbXfslVqR5MTzuV2/euvv3ZunK31Yrh/bqayozfLdbtV6Lg9jaPx/lwu5uXCWm3wbp19mj9mqt+ncywuAc0Xv3/9csstZ+wijpQKso297pdbaavYS7nPCu1u/ljPAylpRCQSsFbHbt96MbNWAmnHIfGO2l/Jvb+eWbtQJ3zOcyn1999/d27nrWIybOfMmTONVRYa+wN6WES2eRNmsic1PfN6PVslvXsv9e3b1wwePDh6e9mea8wVMj0fStdehumeLd2n96lck7dq1crNGe96X2kKdlGT+eKLL4y1MDCHHHKI0f5nv/76q4vPVOf8Oyv3/x9//GG++eYbt3+69biSMF8z9bomzrov22efnulGjRq5OtPVUdt3cLTMXJ/NbO2Nlsd57Qn47XfqW8zM9D5GPqz9GFdaCbV9JyEXFndGIB+mfif1hJEPU797iU1NcgvyoZ9BxiAXzmeBXLhgTpT6LC5yoe8n8qEnwbEmAsiHNRGq23Tkw+qTDwudYfzumD855MP5zJAP85871XJHxSjSq2XA6CcEIFA9BF555RVj3Ze7Do8ePdqsv/761dP5WvQ0+YfSWhTFrRCAQIEE4vaDaYHd4DYIQAACsSOAfFjYkCAfFsaNuyBQDALIhcWgSBkQgAAEMhNAPszMphQpyJWloEqZEIg3gYbxbh6tgwAEIFC9BG6//XbXebsnOEr06p0G9BwCEIAABCAAAQiEBJAPQxScQAACEIAABCAAAQhYAsiHTAMIQAACpSWAIr20fCkdAhCAQEEE5ELsiSeecPceeuihBZXBTRCAAAQgAAEIQAAClUMA+bByxpKeQAACEIAABCAAgWIQQD4sBkXKgAAEIJCdAK7ds/MhFQIQgEC9ERg1apTbw33DDTd0e03XW0PKrOJx48aZyZMnmw022CDjPutl1iWaC4GyI4ALz7IbMhoMAQiUCQHkw8IGCvmwMG7cBYFiEEAuLAZFyoAABCCQmQDyYWY2pUhBriwFVcqEQLwJoEiP9/jQOghAAAIQgAAEIFB2BPjBtOyGjAZDAAIQgAAEIACBkhBALiwJVgqFAAQgAAEIQAACEKgjAkVTpHvBuI7aTTUQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFBmBIIgKIsWs0d6WQwTjYQABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgboi0LhYFZXLyoFi9ZdyIAABCEAAAhCAAATSE/CeipAP0/MhFgIQgAAEIAABCFQLAeTCahlp+gkBCEAAAhCAAAQqkwAW6ZU5rvQKAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQKJIAivUBw3AYBCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAApVJAEV6ZY4rvYIABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAgQIJoEgvEBy3QQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAZRJAkV6Z40qvIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgQAIo0gsEx20QgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFCZBFCkV+a40isIQAACEIAABCAAAQhAAAIQgAAEIFDvBP7880+z1lprma222qre20IDIAABCEAAAhCAAAQgAAEI5EOgcT6Z6zrva6+9Zp577jmz8sorm969e9d19dQXcwLTpk0zb7zxhhk1apT55ZdfTOfOnc1mm21munTpEvOW07woAcYxSqP6znnPV9+Y02MIFIPA448/bj7++GPTpEkTs99++5mOHTtmLJb3TEY0FZnAeFfWsDKelTWeNfWG7wU1ESq/9DFjxrjfcxZZZBHz2WefmbZt27pO/Prrr+b33383HTp0KL9O0eJYEfj222/NU089Zb766iszffp00759e/e7ULdu3bK2k8+XrHgqLpHxrowhRU6ojHGs617w/Nc1ceqDQIUSCGIYfvvtt6BXr16BRe7+1lhjjRi2kibVJwH7JTxYfvnlwzni54qOl1xySX02jbrzIMA45gGrwrLynq+wAaU7EEgi4D+Xk6KLcvnOO+8EDRo0CGWAK6+8Mm25vGfSYqnYSMa7soaW8ays8cylN3wvyIVSeeWZOHFiYBXogVWWB++//37QunXrYIsttgissUSw7LLLBiussELw119/lVenaG1BBEolF1511VXBwgsvHMqEvh4du3btGvz9998p7eXzJQVJRUcw3pUzvMgJlTOWddUTnv+6Ik09EKgOArFz7f7YY48Zqzg3d911l5V9CRBIJTBp0iSz9dZbG/vF3Ky66qrm4osvNg888IDZaaedXOZzzz2X+ZOKLXYxjGPshqTOGsR7vs5QUxEEKo7AvHnzzIknnmismJ61b7xnsuKpuETGu7KGlPGsrPHMpTd8L8iFUvnlmT17trM4l6WwPMf9/PPP5s033zS77LKL8ygny2GrSC+/jtHiWBCQZ8L+/fubOXPmmO23397cfvvt5qWXXjLHHXeca9+LL75oBg8enNBWPl8ScFT8BeNdOUOMnFA5Y1lXPeH5ryvS1AOB6iEQK0X61KlTnXtOuenu2bOnOfXUU6tnJOhpzgTuvfdeM3nyZNOqVSv3RUmK8x49epjhw4ebLbfc0pVzxx135FweGeuHAONYP9zru1be8/U9AtQPgfIm8N///tdYqzbntnPddddN2xneM2mxVGwk411ZQ8t4VtZ45tobvhfkSqq88mmLPm3D8vTTTycsgNP3+Lfffttt07b44ouXV6dobWwIPPPMM0YLLFu2bGmGDRtmjjrqKLPDDjuYm266yXTv3t21c+TIkWF7+XwJUVTFCeNdWcOMnFBZ41nq3vD8l5ow5UOgOgnESpHetGlTs8ceexgJu/fdd59ZbrnlqnNU6HVWAhKgFPRFqV27du5c/xo2bGj69OnjrrU6ecKECWEaJ/EjwDjGb0zqokW85+uCMnVAoDIJaE+8s846y3Xu6quvNtpvNV3gPZOOSuXGMd6VNbaMZ2WNZ6694XtBrqRyzycl42WXXWbeeuuttDdpv1Cl63tzNLz33ntm0KBB5sgjjzTnnXeeefzxx83cuXOjWcJz/W5zwQUXmMMPP9z07dvX7VMtxaYPM2bMcGXYbfsSyrCuVs0BBxxgrFtu888///jsHCGQFwFZqCp07tzZNGvWLOFeuwWQu47ORz5fEhBV/AXjXVlDjJxQWeNZ6t7w/GcmHAf5MHPrSIFAvAk0jlPzFl10UfPkk0/GqUm0JWYE/vjjD/Ppp5+6Vm277bYprdt8883DuM8//9ystNJK4TUn8SHAOMZnLOq6Jbzn65o49UGgcgjoB/0pU6a4rVy08HLgwIFpO8d7Ji2Wio1kvCtraBnPyhrPXHrD94JcKOWf56GHHjJDhgwxa665phk3blxKAVKUf/vtt04RLrfrco/dr18/c8MNN6Tk3XjjjY1cpLZp0yZM0wL266+/PrzWyTXXXOOU8N6z4Ndff20uueQS06hRI3e87bbb3PdzeZS58cYbzTnnnGOOOOIIs8QSSySUwwUEciGwzjrruGwjRoxw3g28d0LN6xdeeMGlyeW7D3y+eBLVcWS8K2eckRMqZyzrqic8/5lJx0E+zNw6UiAQbwKxskiPNypaFwcCcunuQ4cOHfxpeJQXA2+hJlcuhHgSYBzjOS60CgIQgEBcCcg17C233GKaNGlirr322rg2k3ZBAAIQgECeBPhekCewHLMfdNBBLqcWoX/00UcJd7377rtOia7I/fff36UNGDDAKdFlxXX55Zc7S/Z77rnHeQlU/hNOOCEsQ1brUqJLQS7Fu8qXol1KS28JrMxSmF955ZXO4+DZZ5/t9kjXd3Td89RTTxkp1lGih1g5yZPA0Ucf7TwU/vvvv6Zr165urg0dOtRssMEG5u+//zYbbbRRwrzNs3iyQwACMSGAnBCTgaAZFUEgDvJhRYCkE1VJIFYW6VU5AnQ6LwK//PJLmH+xxRYLz6MnLVq0MLNnzzYo0qNU4nXOOMZrPGgNBCAAgbgTOPHEE41+KJW1XMeOHePeXNoHAQhAAAI5EuB7QY6g8szWrVs307p1a6e8lmX6euutF5bw8MMPu3O5xJbFupQUcueucMcdd5iDDz7YnctSXVZd++67r9uD+ssvv3SfwR9++KFLl6LcK9h1vs8++7j46D99bitoexYpN/1477777tFsnEMgbwLNmzc3skbXYhAt9ujfv39YxoEHHugWYHojizCBEwhAoOwI+M8NNZzfgctu+GhwzAjERT6MGRaaA4GcCGCRnhMmMsWFgPZZ80Er4NMF7ZWuoB/cCfEkwDjGc1xoFQQgAIE4EpAC4M033zQrrLCC22s1jm2kTRCAAAQgUBgBvhcUxq2mu/RduWfPni7bgw8+aPxe0UEQmEceecTF+/R33nnHzJw507Rq1cp4SyVf/g477GAaN55vf+FdxK+44oouWd5i7rzzTqMyawoq+5tvvjGffPJJTVlJh0DOBBZffHFngZ58g+am/ggQgED5E0BOKP8xpAfxIRA3+TA+ZGgJBGomgCK9ZkbkiBEBfQH3QfvkpAv+R4KWLVumSyYuBgQYxxgMAk2AAAQgUAYEpk+fbk4//XTX0quuuspZxpVBs2kiBCAAAQjkSIDvBTmCKiDbYYcd5u766aefnOWuLrQwTdf6IbVHjx4uffz48e4oq/H27ds7d9nt2rVzR1ma//PPPy5d9ylIuS5rdi1cP+qoo8zqq6/u9kfXZ3a2oLKXX375bFlIg0DOBH788Uez6aabmhtvvNFtQaCtCHS+9NJLm88++8zNU205QIAABMqbAHJCeY8frY8fgbjJh/EjRIsgkJ4AivT0XIiNKYGllloqbNnvv/8envuTuXPnhi7dl1lmGR/NMWYEGMeYDQjNgQAEIBBTAto/ddKkSWbhhRc2U6ZMcfuqam9V/fkf9EeOHOmusXKL6SDSLAhAAAJZCPC9IAucWiattdZapkuXLq4UeXdR8G7dpQyX63eFX3/91R3l2U1uc5P/1l57bac433DDDV2+Jk2amNdff92ccsopboGbXL737dvXrLHGGsa7fXcZ+QeBEhI45phjnMJ8tdVWMx988IE59NBDzfHHH2/GjBlj1l9/faPfhpTnzz//LGErKBoCECg1AeSEUhOm/GojgHxYbSNOf4tFAEV6sUhSTp0QiApQ6b6ka+Wxd+nepk2bOmkTleRPgHHMnxl3QAACEKhGAt9//73r9pw5c8xJJ52U8PfDDz+4tKefftrFa19XAgQgAAEIlBcBvheUdrwOP/xwV4Esc+W+3VvoerfuSlxppZVcHh2lhEz3J0Xlxhtv7PLpX4sWLczVV19tJk6c6I5ysa0FbkceeWSYhxMIlIqAvBM+99xzrviBAwc6i3RflxaIeJlQXhZw8e7JcIRAeRJATijPcaPV8SaAfBjv8aF18SSAIj2e40KrMhDQF3S/En748OEpuR599FEX17FjR6OV84R4EmAc4zkutAoCEIBA3AgccMAB5uyzz0775y3pttlmG5euvAQIQAACECgvAnwvKO14yX27LMileNRWKb/88ouzIt9rr73CildZZRV3PmHCBPP111+H8bmcyHpdlul33XWXyy4lvHcFn8v95IFAIQQmT54c3pbO4lzW6D7I0wIBAhAoXwLICeU7drQ8vgSQD+M7NrQsvgSQKOM7NrQsAwG/l9uTTz5pvIs6ZZVr10GDBrm75NaLEG8CjGO8x4fWQQACEIgDgc0339xceumlaf+0f6vCrrvu6tI322wzd80/CEAAAhAoLwJ8LyjdeC255JKme/furoKbb77ZHaVEX3TRRcNKt9xyS7PiiiuaefPmmWOPPdb89ttvYZpO5B3m/vvvD+PuvvtuowXsQRCEcdp+RWGJJZYwjRs3DuM5gUApCGjxh7wiKMgzws8//xxWoy0ABwwY4K4bNWpk1l133TCNEwhAoDwJICeU57jR6vgSQD6M79jQsvgSaGC//Cz49lPP7ZRL7jXXXNPMmDHDtUQrS3XeoEGD0FWTvpixB2Y9D1Q9Vy/3XNttt5356KOPXEv0Q7q+RI0bN859+dcPAbJW91+s6rm5VJ+BAOOYAUyFR/Oer/ABpnsQ+H8Ckt0USilmbrrppuadd94xV155penXr9//12zcFi/IkyGOij/hc6WyhpjxrKzxzLU3fC/IlVRh+YYNG2b22GOP8Obnn3/edOvWLbzWifZOl6JCn9stW7Z0e0zrOH78eDN27FinHP/777/dPfvuu68ZOnSoadu2rfMWJ8Xlq6++6r6Ln3rqqeHi9oQKuKhqAqWQC6UsP+ecc0Ku2vNVC0Tef//9cLs/uX0/44wzXB4+X0JUVXHCeFfWMCMnVNZ4lro3PP+5EUY+zI0TuSDgCcRKkS4XYPqypr27MgXtjfLrr79mSia+Sgjoy3qvXr3cF3bvyksuXnfaaSdz4403mmbNmlUJifLuJuNY3uNXSOt5zxdCjXsgUH4ESvGDaTKFrbbayrzxxhvm2muvNX369AmTec+EKKrihPGurGFmPCtrPPPpDd8L8qGVX165uZbFudy66zvzjz/+aGSpmxxGjBjhPk+lOJd1ug9auH7UUUeFSsuXX37ZnHTSSebzzz/3Wdz37xNOOMF5iFlooYXCeE4gIAKlkgtvvfVWt6AyeUuC1VZbzZx55pnG7wGrNvD5IgrVExjvyhtr5ITKG9NS9YjnPzeyyIe5cSIXBDyBWCnSfaM4QiBXAlox/8UXX5imTZsafcEnlCcBxrE8x41WQwACEMhEoFQ/mEbr0xe/WbNmGe2bR4AABCAAgcogwPeC4o+jmHbo0MHtf963b18zePDgrJXMnj3bfPXVVy7PcsstZ5Zeeum0+SdOnGj0p89hWadrL3YCBNIRKLVcKGvVCRMmuAUimot4J0w3CsRBoDIIICdUxjjSi/ongHxY/2NAC8qLAIr08hovWgsBCEAAAhCAAARiT6DUP5jGHgANhAAEIAABCMSEwCuvvGJ22GEH15rRo0c7t+0xaRrNqBICyIVVMtB0EwIQgAAEyoYA8mHZDBUNjQmBhjFpB82AAAQgAAEIQAACEIAABCAAAQhAAAIQKCKB22+/3ZXWqVMnlOhF5EpREIAABCAAAQhAoFwJIB+W68jR7voigCK9vshTLwQgAAEIQAACEIAABCAAAQhAAAIQKBEBuWl/4oknXOmHHnpoiWqhWAhAAAIQgAAEIACBciGAfFguI0U740QA1+5xGg3aAgEIQAACEIAABCqAAC48K2AQ6QIEIAABCFQEgVGjRpmGDRuaDTfc0O0hXRGdohNlRQC5sKyGi8ZCAAIQgEAVEEA+rIJBpotFJYAivag4KQwCEIAABCAAAQhAgB9MmQMQgAAEIAABCEAAAiKAXMg8gAAEIAABCEAAAhAoZwK4di/n0aPtEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCBQdAIo0ouOlAIhAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQKCcCaBIL+fRo+0QgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFB0AijSi46UAiEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAoJwJoEgv59Gj7RCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgUHQCKNKLjpQCIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgnAk0jlvj//33X/PSSy+Z1157zfz0009mySWXNJ06dTIHHXSQad68edyaS3tiQEBz5bnnnjMrr7yy6d27dwxaRBPyITBt2jTzxhtvmFGjRplffvnFdO7c2Wy22WamS5cu+RRD3jIlwPNbpgNHsyFQzwQef/xx8/HHH5smTZqY/fbbz3Ts2DGhRciTCTiq7qKm+VF1QMqww8iHZThoRWwy8mERYVIUBCqcwLfffmueeuop89VXX5np06eb9u3bu98TunXrltJz5MMUJBUfgTxRWUPMeFbWeJayN7zvS0mXsiFQnQQaBDbEpetjx441++yzj/nyyy9TmrTiiiuaYcOGmfXWWy8ljYjqJCAB6rTTTjN33XWXA7DGGmuYTz/9tDphlGmvP//8c7P99tubiRMnpvTgkksuMeecc05KPBGVQYDntzLGkV5AIBOBBg0auKRSiJnvvvuu2XTTTY0v+8orrzT9+vULm4I8GaKoypOa5kdVQimzTiMfltmAFbG5yIdFhElREIgRgVLJhYMGDXK/GcyZMyelt127djXPPPOMWWihhVwa8mEKooqPQJ6orCFmPCtrPEvZG973paRL2RCoXgKxcu3+8MMPOyX6CiusYE455RRz2WWXmW233daNzg8//GAOPfTQ8EfT6h0yei4Cjz32mJHi3CvRoVJ+BCZNmmS23nprp0RfddVVzcUXX2weeOABs9NOO7nOnHvuuYxv+Q1rTi3m+c0JE5kgAIE0BObNm2dOPPHErPIg8mQacFUSlcv8qBIUZdtN5MOyHbpaNxz5sNYIKQACVUVAHu369+9vpETX4vzbb7/debc87rjjHIcXX3zRDB48OGSCfBiiqIoT5InKGmbGs7LGs9S94X1fasKUD4EqJSCL9LiE4cOHB9aqKLCCcEKT9thjD1nNu7/x48cnpHFRfQSmTJkSzoeePXsGp556qru2ivXqg1HGPR44cKAbt1atWgXWHVvYE+t+J9hyyy1dmnXxHsZzUhkEeH4rYxzpBQRqIuDltpry5ZtufyR1nw/WbWew7rrrunPJjtGAPBmlUV3nucyP6iJSfr1FPiy/MStGi5EPi0GRMiAQXwKlkAvPOussJwe2bNkymDlzZkLnu3fv7tJ22WWXMB75MERRFSfIE5U1zIxnZY1nqXvD+77UhCkfAtVJIFYW6VbIda45td9lNGh/dB++//57f8qxSgk0bdrU2MUVZuTIkea+++4zyy23XJWSKO9u33vvva4DRx11lGnXrl3YmYYNG5o+ffq4a60ynzBhQpjGSfkT4Pkt3RjKdaE8ubz11ltpK9F+o0rXcxUN7733npFbxCOPPNKcd955RnsLz507N5olPNd794ILLjCHH3646du3r9uPUBagBAjUBQG5/LU/mrqqrr76arPIIoukrRZ5Mi2Wio/MdX5UPIgy7yDyYZkPYIHNRz4sEFyW25ALs8AhqSIIyEJVoXPnzqZZs2YJffKu5KPfU5APExBV/AXyRGUNMeNZWeNZ6t7wvi81YcqHQHUSaFwO3Y7ud2StV8uhybSxhAQWXXRR8+STT5awBoouNYE//vgj3M/eb98QrXPzzTcPL7UP0korrRRec1LeBHh+Szd+Dz30kBkyZIhZc801zbhx41IqkqLcen9winDr7cG5QdS+0jfccENK3o033thtodGmTZswTQtcrr/++vBaJ9dcc41TwlvPIAnxXECgFAS00MNaLbotQLSgzlom5FUN8mReuMouc23nR9l1uAIbjHxYgYOaY5eQD3MElUc25MI8YJG1LAmss846rt0jRowwb7zxhrFe7dy1vu+88MIL7lwu32sKyIc1ESq/dOSJ8huzbC1mPLPRIS0fArzv86FFXghAIJlArCzSkxvnr5999ll3uvjiizsFgY/nCAEIlCeByZMnhw3v0KFDeO5P5GXAWxpOnTrVR3OEAASyEPDeWz799FPz0UcfJeR89913nRJdkfvvv79LGzBggFOiywrs8ssvd5bs99xzj/PyofwnnHBCWIas1qVEb9SokbtH5WsvU/045S0+wsycQKAEBD7++GNzyy23GHktuvbaawuqAXmyIGxlcVMx5kdZdLTCG4l8+H/s3Qu8TWX++PGvS8ilDsolyS3HJSFSIaXyckz1iiaFMi5DZSITiUr9mt+MpHHLRPlFmeleUuhCmRAxNAoJiVLkcqQoJJfs//o+819rzj5nn3P2ds7eZ61nfdbrdey111p7r+d5f/e2v3s/63keywNM9VIqQF6YUm5OVgQCt956qxnZzpkaTjp27CjOVD8ya9YsufDCC+Xo0aNy0UUXRX2fya2I5Ie5yQR3O/lEcGMXq+TEM5YK205GgP/vT0aNxyCAgCvg+x7pGzduNMmwFrhHjx5SunRpt+zcIoBAQAUyMzO9kp922mneetaVChUqyOHDh4WG9KwqrCOQu0BGRoZUq1ZNdu/ebXqmN2/e3Dv4lVdeMes69KH2WNcvozqcuy7Tp0+XW265xaxrT3XtFda1a1eZO3eufPHFF5Keni6rV682+505qb0fpHT9hhtuMNv5B4FkCwwaNEj0h1IdRUFfk4ku5JOJigXr+IK+PoJVW3tLS35ob2ypWeoFyAtTb84ZUytQvnx50d7oepGwXgQ8fPhwrwDdu3c3F2C6F+d7O7KtkB9mA7HkLvmEJYH8/9UgnnbFs6hqw//3RSXPeRGwR8DXPdKPHz8ut99+u5mr9cwzz5RRo0bZI09NEAixwMGDB73aaw/XWIvOla6LNpywIIBA/gL6XurZs6c58KWXXhJ3TsBIJCKvvvqq2e7uX7FihRw6dEh0uhS3x5J7hg4dOkjJkv+5zs4dIr5mzZpmt/b6fPrpp0WfkwWBVAnolAUffvih1KhRQ3T47kQX8slExYJ1fEFfH8Gqrd2lJT+0O77ULrUC5IWp9eZsRSOgo1ZqD/Tsi35n0b+8FvLDvHSCvY98Itjxy1564pldhPuJCvD/faJiHI8AArEEfN2Qfuedd5q5jnTY2KeeekoqV64cqw5sQwCBgAlo45276HxHsRa3ETAtLS3WbrYhgEAMgd69e5utO3bsMD009I42QOp9/UFVR3bRZcuWLeZ23759UqdOHTMsYu3atc2t9jTXLxq66ON00cZ17c2uF7b0799fGjZsaOZHP3DggNnPPwgkS0BfY/fcc495+nHjxpkRExI9F/lkomLBOb4wXh/Bqa39JSU/tD/G1DC1AuSFqfXmbKkV+Pbbb6V169YyZcoUMzWVTlGl69oJR3se6vcXnYoqt4X8MDeZ4G8nnwh+DLPWgHhm1WD9ZAT4//5k1HgMAghkF/BtQ7oOOatzYeqiP5x26dIle9m5jwACARU444wzvJLv37/fW3dXjh075g3pXqVKFXcztwggkI9AkyZNpGXLluYo7aWpizusu/6YpEO/6/Ldd9+ZWx35QadXyP53/vnnm4bzVq1ameN0XurFixfLXXfdZRoydcj3IUOGSKNGjbxh382B/INAIQvohZS7du0yU/vs3btXJk+e7P25F3osWbLEbFu3bl2Os5NP5iCxakNBXx9WYVhQGfJDC4JIFXwlQF7oq3BQmEIWuO2220yDeYMGDeTjjz+WXr16yR133CGffvqpXHDBBWZkSz3mp59+ynFm8sMcJFZtIJ+wKpxCPO2KZ6prw//3qRbnfAhYLOAMz+q7xZmvNeL0QtdxYyPOj/a+Kx8F8pfA2LFjzWvFadDxV8EoTa4CTuO5iZm+x/X9nn1xhmHz9jtfhLPv5r5FArx/Cz+Yjz/+uHn/OEMdRpxh0CJVq1Y195977jnvZE888YTZ5vRC97bFu+KMIhGZOHFiRJ9f38POD1XxPpTjQiSgrw39K+jiXD1unsd9vrxuBw8eHHU68skoDivvFOT1YSVIwCtFfhjwABZi8ckPCw+TvLDwLHmmkxdw87eTf4boR2b9vHjjjTeidzr3nIZ1L390LriM2k9+GMVh5Z2srw9+bwp+iIln8GNYVDXg//uikue8CNgp8J9JUJ2s1i+L9pzTq0Ydbunbt69MmDDBL0WjHAggUEgCOpeZ9nT997//LW+//bb069cv6plnzpxp7qenp4v2jGVBAIH4BXT49rvvvlt02gQdEjszM9P0Ir/++uu9J6lXr55Z37Ztm3z55Zfi3vcOyGNFe69rz/RatWrJb3/7W9PrQ4eCd+dVz+Oh7EIgYYFu3bpJhQoVYj7umWeekd27d0v79u2lTZs2cs0113jHkU96FFavnOzrw2qUAFeO/DDAwaPovhUgL/RtaChYAQT27NnjPTpWj3Md4c5ddAQudyE/dCXsviWfsCu+xNOueKaqNvx/nyppzoNAiAT8dH3A/PnzI6eccoq5ctT5YSzizMXqp+JRFp8K0GPBp4HJp1jORTLmva6jTzz//PPe0R988EHk1FNPNftGjRrlbWfFTgHev8mJq9PA7fXCcFKaSM+ePaNO9PPPP0dq1qxpjrnqqqsi33//fdT+r7/+OpK1B/uMGTMir776auTEiRPecc6QyubxzjyE3jZWEHAF9HWnf8lcLrnkEnMO/X8k60I+mVUjvOu5vT7CKxKMmpMfBiNOyS4l+WHhCpMXFq4nz5a4QGHnhfpboXOhpckDmzdvHnGmAfIKtW/fvsh1111n9pUoUSJy4MABs4/80CMKxQr5hF1hJp52xTPZteH/+2QL8/wIhFOgmFbbSWp9sVx66aWybNkyryxZrxx1N2oPuK+++sq9y20IBZwvTdK4cWNxhiw2tdcrkHXdaZCV6tWrm22VKlWSWHOlhpDLt1V2vuDKlVdeKWvWrDFldIaYNr0O169fL05jnbRr1870Vs+tJ6JvK0bB8hTg/ZsnT6HtnDt3rnTu3Nl7PueLhGRkZHj3dUWv0NVeSpoGpKWlmbkE9XbLli3y2WefmR7mR48eNY/p2rWrzJo1y/RC19EknOHVZOHChea9OnToUNF5p1gQyCqgn8m6JDPNbN26taxYsUKcBhcZNmyYd3rySY8i1Cu5vT5CjRKAypMfBiBISSgi+WESULM8JXlhFgxWi0QgGXnh6NGjZeTIkV59mjRpYkbhWrVqlej/KbqMGTNGRowYYdbJDw1DaP4hn7Ar1MTTrngmuzb8f59sYZ4fgXAK+Gpodx2uJeuijWnZFx0+liXcAvqj/I4dO+TQoUNRELp9586dZpvb+BN1AHd8JVCxYkVZtGiRmcJBG+ScHrCmfNWqVZNOnTrJlClTpGzZsr4qM4UpuADv34IbxvMMv/nNb8SZG90M667vqQ4dOuR4mA6JrPuceaVNw7m+H91FL2zp37+/e1cGDBggepHL559/Lt98843Zru/PgQMHysMPP+wdxwoCqRRwRjEypytVqlTUacknozhCeye310doQQJScfLDgASqkItJfljIoNmejrwwGwh3rRC4//77pXLlyuaCSp2qSi8EdpcGDRrIvffeK3369HE3CfmhRxGKFfIJu8JMPO2KZ7Jrw//3yRbm+REIp4CveqSHMwTUGgEE9MezTZs2SZkyZUQb8FgQQKBgAvqeql+/vpn/fMiQIeIMhZbnEx4+fFg2b95sjtGRPZzh2mMerxcr6Z9+MdERYrI3YMZ8EBtDKZCMnkfZIXX+S2eaghw/jGY/jvvhFOD1Efy4kx8GP4bUwB8C5IX+iEOYS5HsvFB7q27btk2codzNdxRGtQvzqy1n3ckncpoEeQvxDHL0KDsCCCAQXAEa0oMbO0qOAAIIIIBATIH333/f64X+ySefmGHbYx7IRgSSJJDsH0yTVGyeFgEEEEAAAesEyAutC2ngKkReGLiQUWAEEEAAAQQQQACBLALFs6yzigACCCCAAAIWCEybNs3U4rzzzqMR3YJ4UgUEEEAAAQQQQOBkBcgLT1aOxyGAAAIIIIAAAggggAACIjSk8ypAAAEEEEDAIgEdpv2NN94wNerVq5dFNaMqCCCAAAIIIIAAAokIkBcmosWxCCCAAAIIIIAAAggggEBOAYZ2z2nCFgQQQAABBAItsHz5cilevLi0atXKzBUY6MpQ+EAKMIRnIMNGoRFAAAEELBQgL7QwqAGrEnlhwAJGcRFAAAEEEEAAAQSiBGhIj+LgDgIIIIAAAggggEBBBfjBtKCCPB4BBBBAAAEEELBDgLzQjjhSCwQQQAABBBBAIKwCDO0e1shTbwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBmAI0pMdkYSMCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQFgFaEgPa+SpNwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBATAEa0mOysBEBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIKwCNKSHNfLUGwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgpgAN6TFZ2IgAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggEFaBkn6r+LFjx2TevHmyZMkS2bVrl1SsWFEaNWokv/vd7+S0007zW3EpTxEK7Nu3T5YuXSrLly+XzMxMadGihbRp00ZatmxZhKXi1IkKEMdExew6ftGiReb//Lp168qAAQPsqhy1QQCBpAm8/vrrsnbtWilVqpTceOONkp6eHnUu8skojlDd4XPFjnCTH9oRx5OtBe/jk5XjcQiET2Dr1q0yZ84c2bx5sxw4cEDq1KljfhfKyMjIgUF+mIMkNBv4XLEj1OSHdsQx1bXg/Z9qcc6HgJ0CxSLO4peqrVu3Trp06SJfffVVjiJVqVJF5s+fLxdccEGOfWwIn8Dnn38uV111lezcuTNH5UeNGiUjR47MsZ0N/hMgjv6LSapKpF+A7r77bpkxY4Y5pV4wtWHDhlSdnvMggECSBYoVK2bOkIw0c+XKldK6dWtxn3vs2LEybNgwr0bkkx5FqFb4XLEn3OSH9sQy0ZrwPk5UjOMRCIZAsvLC8ePHm99+jhw5kgOiY8eO8tZbb8kpp5xi9pEf5iAKxQY+V+wJM/mhPbFMVU14/6dKmvMgEA4BXw3tPmvWLNOI3qxZMxk3bpy8+OKLcvvtt0vx4sVlz5490r9//3BEhVrmKaAjFVx++eWmEf3cc8+Vv/zlL+a10qlTJ/O4Bx54wGucy/OJ2FmkAsSxSPmL9OSvvfaaGWnEbUQv0sJwcgQQCJTAiRMnZNCgQV4jeqzCk0/GUrF7G58r9sSX/NCeWCZaE97HiYpxPALhFtCRCYcPHy7aiK6dLKZNmyYLFiyQP/zhDwbmvffekwkTJnhI5IceRWhW+FyxJ9Tkh/bEMlU14f2fKmnOg0B4BHw1tHv79u2lQYMG0qNHDy8Cul6iRAl54okn5JNPPjFDNVWoUMHbz0r4BJ599llzYYUO+69flGrXrm0QunXrJvoa0uHep0+fLn379g0fToBqTBwDFKxCLOr3339vhmHWp+zZs6foaCNZf+AoxFPxVAggYKHAM888I6tWrTLDduqUPzq8e/aFfDK7iN33+VyxK77kh3bFM97a8D6OV4rjEEDAFdDe5nqBZVpamsydO1fKli1rdnXo0EG2b99ueqPrlJEjRoww28kPXblw3PK5YlecyQ/timeya8P7P9nCPD8C4RTwVY90TWyzNqK7IbnkkkvcVdm/f7+3zko4BTSB0kVHKHAb0fW+jlwwePBgXTXzpm/bts2s848/BYijP+OS7FKVKVNGOnfuLPqjxnPPPSfVq1dP9il5fgQQsERAh2a77777TG0mTpwop556asyakU/GZLF2I58rdoWW/NCueMZbG97H8UrFf5w2Mj7yyCOybNmymA/S+UJ1v/bqzbp89NFHosNl9+vXTx588EF5/fXXReeVjrVoPv/QQw9Jnz59ZMiQIWaeam3YZEEgFQLaQ1WXFi1aeI3o7nndoeSzvh7JD12dcNzyuWJXnMkP7YpnsmvD+z93YfLD3G3Yg0B+Ar7qkZ5bYd0vd+XKlZMaNWrkdhjbQyDw448/evMoX3HFFTlq3LZtW2+bzp9zzjnnePdZ8Y8AcfRPLFJdEv1/fPbs2ak+LedDAAELBPQH/b1794pO5aIX5IwZMyahWpFPJsQVmIP5XAlMqPItKPlhvkTWHsD7uPBD+/LLL8sLL7wgjRs3lvXr1+c4gTaUb9261TSEt2nTxgyPPWzYMJk8eXKOYy+++GLRIVLPPvtsb59ewP74449793XlscceM43wQ4cOjdrOHQSSIdC0aVPztB988IEZlbBdu3bmvr6u3333XbOuQ77nt5Af5icUzP18rgQzbrFKTX4YS4VteQnw/s9dh/wwdxv2IJCfgK96pGcvrM51pFdDP/XUU2bXH//4R9PrOPtx3A+PwJ49e7zK1q9f31t3V7R3q9tDTYdyYfGnAHH0Z1woFQIIIOBXAR3CferUqVKqVCmZNGlSQsUkn0yIi4MRKDIezDl7AABAAElEQVQB8sMio+fEFgrcfPPNplYbNmyQNWvWRNVw5cqVphFdN950001m3+jRo00juvbievTRR01P9n/84x9m9Cg9fuDAgd5zaK91bUTXKfi04V2fXxvatdHS7QnsHcwKAkkSuPXWW80Ihb/++qt07NhRxo4dKzoP+oUXXihHjx6Viy66KOp1m70Y5IfZRbiPgD8FyA/9GRdKFUwB8sNgxo1S+0PAdz3S//nPf8qgQYPMFdHffvutHD9+3EiNHDlS/vznP/tDjVIUmUBmZqZ3bp0bNdZSoUIFOXz4sNCQHkvHH9uIoz/iQCkQQACBoAhobqg/lGpvufT09HyLTT6ZLxEHIOA7AfJD34WEAgVYICMjQ6pVqya7d+82PdObN2/u1eaVV14x6zoktvZY10YK7cCgy/Tp0+WWW24x69pTXXt1de3a1cxB/cUXX5jP4NWrV5v9zZo18xoqdf2GG24w2/kHgVQIlC9fXrQ3ul4Mohd7DB8+3Dtt9+7dzQWYbicLdwf5oSvBLQLBESA/DE6sKKn/BcgP/R8jSuhfAd/1SNc50Ddt2iRff/2114iufM8//7y88847/pWkZCkROHjwoHcevQI+1qJzpeuiP7iz+FOAOPozLpQKAQQQ8KOADk374Ycfmul9dHj3eBbyyXiUOAYBfwmQH/orHpQm2AL6Xblnz56mEi+99JK4c0VHIhF59dVXzXZ3/4oVK+TQoUNSsWJFcXsqubXv0KGDlCz5n/4X7hDxNWvWNLt1tJinn35a9DlZECgKgdNPP930QM9+bn1t6l/2hfwwuwj3EfC/APmh/2NECYMjQH4YnFhRUv8J+K4hXa921iGW9IucXvGsw3jqvOjffPONmQ9z2bJl/lOkRCkT0C/37qLz5MRa3B8J0tLSYu1mmw8EiKMPgkAREEAAgQAIHDhwQO655x5T0nHjxpmecfEUm3wyHiWOQcBfAuSH/ooHpQm+QO/evU0lduzYYXru6h29ME3v6w+pPXr0MPu3bNlibvft2yd16tQxw2XXrl3b3GpPc3eUQH2cLtq4rr3Z9cL1/v37S8OGDc386PqZzYJAqgR0BMvWrVvLlClTzBQEOhWBrp955pmyceNG8zrVKQeyLuSHWTVYRyAYAuSHwYgTpQyOAPlhcGJFSf0l4LuGdOXR+S/Lli0rOgf27bffLu+//77oXF3aQDphwgR/CVKalAqcccYZ3vn0auLsy7Fjx7wh3atUqZJ9N/d9IkAcfRIIioEAAgj4XOCpp56SXbt2SenSpWXv3r1mLladj1X/3B/0lyxZYu6vW7cuqjbkk1Ec3EHA9wLkh74PEQUMmECTJk2kZcuWptQ6uosu7rDu2hiuQ7/r8t1335lbHdlNp0/L/nf++eebhvNWrVqZ4/TzdfHixXLXXXeZC9y0A8SQIUOkUaNG4g77bg7kHwSSKHDbbbeZBvMGDRrIxx9/LL169ZI77rhDPv30U7ngggtEfxvSY3766aeoUpAfRnFwBwHfC5Af+j5EFDBgAuSHAQsYxfWNgC8b0rPraGKsibAuW7duzb6b+yESyJpAxfqSrlceu0O6n3322SGSCVZViWOw4kVpEUAAgaIS0BGJdNHRiu68886ov+3bt5t9b775ptmu87rmtZBP5qXDPgSKXoD8sOhjQAnsE+jTp4+plPbM1VH/3B667rDuuvOcc84xx+itNkLG+tOGyosvvtgcp/9UqFBBJk6cKDt37jS3OsS2XuDWr18/7xhWEEiWgI5OOG/ePPP0Y8aMMT3S3XPpBSJuTqijLMQa4t09Vm/JD7NqsI6A/wTID/0XE0oUfAHyw+DHkBqkXiAQDenaE3337t1Gx/2Sl3oqzugHAf2C7l4J//bbb+co0syZM8229PR00SvnWfwpQBz9GRdKhQACCPhNoFu3bnL//ffH/HN70rVv397s12PzWsgn89JhHwJFL0B+WPQxoAT2Cejw7doDVxsedaqUzMxM04v8+uuv9ypbr149s75t2zb58ssvve3xrGjvde2ZPmPGDHO4NsK7Q8HH83iOQeBkBPbs2eM9LHuPc92hvdHdRUdayGshP8xLh30IFL0A+WHRx4AS2CdAfmhfTKlR8gXyziiTf/6oM1x22WXypz/9yQzh6e7QHkjDhg3zeqLrj6Us4RZw53KbPXu2uEPUqYgO7Tp+/HiDo8N6sfhbgDj6Oz6UDgEEEPCDQNu2beXhhx+O+afzt+pyzTXXmP1t2rQx98knDQP/IBBIAfLDQIaNQvtYoHLlynLttdeaEj755JPmVhvRy5Ur55W6Xbt2UrNmTTOVnk6t98MPP3j7dEVHh3n++ee9bX//+99FL2CPRCLeNp1+RZdKlSpJyZIlve2sIJAMAb34Q0dF0EVHRnA73uh9nQJw9OjRuiolSpSQZs2amXXyQ8PAPwgEUoD8MJBho9A+FiA/9HFwKJpvBYo5X37+++2niItZo0YNMzSYXjGq86OnpaXJ5s2bvS9yrVu3No2lfDEr4kAV8el1eK4rr7xS1qxZY0qiP6Trl6j169ebL//6Q4D2Vne/WBVxcTl9LgLEMRcYyzfr1AuNGzeWgwcPmppqDwJdL1asmDckn/4Al32uY8tZqB4C1gnoe1qXZKaZmheuWLFCxo4day66dBHJJ12JcNzyuWJXnMkP7YpnvLXhfRyv1MkdN3fuXOncubP34Pnz50tGRoZ3X1d07nRtqNDPbf0dRqfW09stW7bIZ599ZhrHjx49ah7TtWtXmTVrltSqVcuMFqcNlwsXLjTfxYcOHepd3B51Au6EWiAZeaE2lo8cOdJz1Tlf9QKRVatWedP96bDvI0aMMMeQH3pUoVjhc8WuMJMf2hXPZNeG9398wuSH8TlxFAKegDak+2X55z//GXEaSCOnnHKKNu57f06jSsTpqR5xGlv8UlTKUcQCThIV6dKlS8QZSs57nThDvEacOT4iztxvRVw6Th+vAHGMV8qe45xh9iLODxze+zbr//XuujMHlj0VpiYIhFTAfT8ns/rOhXPm/5JJkyZFnYZ8MorD+jt8rtgXYvJD+2KaX414H+cnVLD9TgN4pGrVquYzU78zO0Ovx3zCxYsXR5o2bRpxOjZE5erOheuRUaNGeY9ZsGBBpGHDhlHHlC1bNuIMHR/Rc7EgkF0gWXnh1KlTI07v9KjXop7Lmfc84kw3EFUM8sMoDuvv8LliX4jJD+2LabJqxPs/Plnyw/icOAoBV8BXPdKdhNcsP//8s+j8XNpLUa9yPvPMM91d3CIQJeC8kGXTpk1SpkwZcb7gR+3jTnAEiGNwYkVJEUAAgXgEktHzKPt5nS/IojmjzpsXayGfjKXCNgSCI0B+GJxYUVJ/C+h7SUf80/nPhwwZIhMmTMizwIcPHzYjA+pB1atXz/X3mJ07d5oRBfVzWH+30bnYWRCIJZDsvNBpYDO/IepQ7vpazGt0QvLDWBFiGwLBESA/DE6sKKm/BcgP/R0fSuc/AV82pPuPiRIhgAACCCCAAAIIxCuQ7B9M4y0HxyGAAAIIIBB2gffff186dOhgGD755BMzbHvYTah/agXIC1PrzdkQQAABBBDIT4D8MD8h9iMQLVA8+i73EEAAAQQQQAABBBBAAAEEEEAAAQRsEJg2bZqpxnnnnUcjug0BpQ4IIIAAAggggEABBcgPCwjIw0MnQEN66EJOhRFAAAEEEEAAAQQQQAABBBBAwHYBHab9jTfeMNXs1auX7dWlfggggAACCCCAAAL5CJAf5gPEbgRiCDC0ewwUNiGAAAIIIIAAAgicvABDeJ68HY9EAAEEEECgMAWWL18uxYsXl1atWonOIc2CQKoFyAtTLc75EEAAAQQQyFuA/DBvH/YikF2AhvTsItxHAAEEEEAAAQQQKJAAP5gWiI8HI4AAAggggAAC1giQF1oTSiqCAAIIIIAAAgiEUoCh3UMZdiqNAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIJCbAA3pucmwHQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAglAI0pIcy7FQaAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCA3ARrSc5NhOwIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAKAVoSA9l2Kk0AggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBuAjSk5ybDdgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBUArQkB7KsFNpBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHcBGhIz02G7QgggAACCCCAAAIIIIAAAggggAACBRL46aefpEmTJnLZZZcV6Hl4MAIIIIAAAggggAACCCCQaoGSqT5houd7/fXXZe3atVKqVCm58cYbJT09PdGn4HhLBfbt2ydLly6V5cuXS2ZmprRo0ULatGkjLVu2tLTGdlaLONoZ13hrtWjRIpk3b57UrVtXBgwYEO/DOA4BBEIukGh+mOjxIecNdPX5XAl0+Ezhf/31V1mwYIFoLHfs2CGVK1eW8847T26++WYpX7588CtIDXIV4HtBrjSB3fHpp5+aPP/UU0+VjRs3Sq1atUxdvvvuO9m/f7/Ur18/sHWj4P4Q2Lp1q8yZM0c2b94sBw4ckDp16pjfhTIyMvItIPlhvkTWHEB+aEcoyRPsiGMqasH3iVQocw4EQiYQ8fGyYsWKSLFixSJOSMzf2LFjfVxaipZKAedLeOSss87yXhvua0RvR40alcqicK4CCBDHAuAF/KE//PBDpG/fvt57uFGjRgGvEcVHAIGsAu7nctZthbWeaH6Y6PGFVU6eJ7UCfK6k1jtZZ1u3bl3EuXDayw/c/0v0tmbNmpHVq1cn69Q8bxEL8L2giAOQhNPv3Lkz4jSgR5zG8siqVasi1apVi1x66aUR5yLaSNWqVSM1atSI/PLLL0k4M0/pNwH3//LCLte4ceMipUuXjvmZ0bFjx8jRo0dzPSX5Ya40Vu0gP7QnnOQJ9sQy2TXh+0SyhXl+BMIp4Nuh3U+cOCGDBg0SJyxOzs2CwH8Fdu3aJZdffrk4X8zl3HPPlb/85S/y4osvSqdOncxBDzzwgMyYMeO/D2DNlwLE0ZdhSUmhXnvtNXEaznmfpkSbkyBgl0Ci+WGix9ulFZ7a8LliT6xfeeUV+eKLL8RpYJO77rpLHnnkEbniiitMBbdv3y69evXi+6E94fZqwvcCj8KqlcOHD5se59pTWEeO2717t3z44Ydy9dVXmxHltOew05BuVZ2pTOoEdGTC4cOHy5EjR+Sqq66SadOmmdFM/vCHP5hCvPfeezJhwoSYBSI/jMli3UbyQ3tCSp5gTyxTURO+T6RCmXMgED4B3zakP/PMM+JctWyGZWrWrFn4IkONcxV49tlnZc+ePVKxYkXzRUkbznv06CFvv/22tGvXzjxu+vTpuT6eHf4QII7+iEOqS/H999+baTp0OoaePXvK0KFDU10EzocAAgEWSDQ/TPT4ANOEtuh8rtgV+tatW4szCpl89dVXMnHiRLn33ntl4cKF0rlzZ1NRp4eJ2WdXrakN3wvsfA3o1E06Td+bb74ZdQGMfo//17/+ZaZpO/300+2sPLVKusBbb70l2iCelpYmc+fOlf79+0uHDh3kiSeekGuvvdacf8mSJTHLQX4Yk8WqjeSHVoVTyBPsimeya8P3iWQL8/wIhFPAlw3pOufJfffdZyKiP6DofFosCLgCmkDpol+Uateubdb1n+LFi8vgwYPNfb06edu2bd4+VvwnQBz9F5NUlKhMmTLmx3D9UeO5556T6tWrp+K0nAMBBCwQSDQ/TPR4C4hCWQU+V+wKu/ZUHTZsmJQqVSqqYjo/urt888037iq3lgjwvaDwA6mNjDqiw7Jly2I+uc4XrPv1e3PW5aOPPpLx48dLv3795MEHHxSdQ/rYsWNZD/HWNZ9/6KGHpE+fPjJkyBAzT7U2bLrLwYMHzXM40zlFPYcz1LJ069ZNnGG55fjx4+7h3CKQkID2UNWlRYsWUrZs2ajHOlNEmvtZX4/uAeSHroTdt+SHdsWXPMGueCa7NnyfyF3YD/lh7qVjDwL+Fijpx+LpF7a9e/eaobq198GYMWP8WEzKVAQCP/74o2zYsMGc2R3mMWsx2rZt6939/PPP5ZxzzvHus+IfAeLon1ikuiTlypWT2bNnp/q0nA8BBCwQSDQ/TPR4C4hCWQU+V8IRdh261120NyuLPQJ8L0hOLF9++WV54YUXpHHjxrJ+/focJ9GG8q1bt5qGcB12Xd9jehHL5MmTcxx78cUXiw6RfPbZZ3v79AL2xx9/3LuvK4899phphHdHnPryyy9l1KhRUqJECXP71FNPme/nOuLglClTZOTIkfL73/9eKlWqFPU83EEgHoGmTZuawz744AMzuoE7OqG+rt99912zT4d8z76QH2YXsfM++aE9cSVPsCeWRV0Tvk+I+CE/LOrXAedH4GQFfNcjXYf+mjp1qumFMGnSpJOtF4+zVECHdHeX+vXru6verfZudUcw0KGcWPwpQBz9GRdKhQACCPhVINH8MNHj/VpvyoUAAv8ReOedd8yKDgOtDYMs9gjwvSA5sXRHcdCL0NesWRN1kpUrV5pGdN140003mX2jR482jejai/PRRx81Pdn/8Y9/mNGj9PiBAwd6z6G91rURXRvIteFdn18b2rXR0u0JrAdrg7lO1aA91++//34zR7p+R9fHzJkzR7RhnUZ0j5WVBAVuvfVWM0Lhr7/+Kh07djSvtVmzZsmFF14oR48elYsuuijqdatPT36YIDKHI+ADAfIEHwTBkiLwfULED/mhJS8nqhFCAd/1SB80aJBoIqxXQ6enp4cwJFQ5LwGdV9ldTjvtNHc16rZChQpy+PBhoSE9isVXd4ijr8JBYRBAAAHfCySaHyZ6vO8BKCACIRbYuHGjaOOILj169JDSpUuHWMO+qvO9IDkxzcjIkGrVqpnGa+2Z3rx5c+9Er7zyilnXIbH1whRtpNDh3HWZPn263HLLLWZde6prr86uXbuaOai/+OIL8xvN6tWrzX5tKHcb2HX9hhtuMNuz/qO/6+iiw2lr46Yb7+uuuy7rYawjkLBA+fLlRXuj68UgerHH8OHDvefo3r276aDjdrJwd5AfuhLcIhAcAfdzQ0vM78DBiZvfSsr3if9ExC/5od9eH5QHgXgEfNUjXb/gffjhh1KjRg0zl1Y8FeCYcAnoPGvuolfAx1p0rnRd9IIMFn8KEEd/xoVSIYAAAn4USDQ/TPR4P9aZMiGAwH8EdP7k22+/3cyvfOaZZ5rhobGxS4DvBcmJp35X7tmzp3nyl156Sdy5oiORiLz66qtmu7t/xYoVcujQIdFpE9yeSm6pOnToICVL/qf/hTtEfM2aNc1u7d379NNPiz5nfos+91dffSXr1q3L71D2IxC3gI5Soj3Qsy/62tS/rAv5YVYN1hEIjgB5QnBi5deS8n3iv5HxW37435KxhoD/BXzTkH7gwAG55557jNi4cePMlc/+56OEqRbIOieizpMTa3F/JEhLS4u1m20+ECCOPggCRUAAAQQCIJBofpjo8QEgoIgIhFrgzjvvNHPf6nDROgx05cqVQ+1hY+X5XpC8qPbu3ds8+Y4dO0zPXb2jHRf0vv6QqiM86LJlyxZzq73G69SpY4bLrl27trnVnub6A7Qu+jhdtHFde7Prhev9+/eXhg0bmvnR9TM4r0Wf+6yzzsrrEPYhELfAt99+K61bt5YpU6aYKQh0KgJd14uutOehvk51ygFdyA/jZuVABHwnQJ7gu5AErkB8n4gOmd/yw+jScQ8B/wr4Zmh3/WFk165dZqi+vXv3mnmzXDb3C5vOraVzdl1++eVy/vnnu7u5DZHAGWec4dV2//793rq7cuzYMW9I9ypVqribufWZAHH0WUAoDgIIIOBTgUTzw/fee4980qexpFgIJCqgQ01PnTrVPEwvtO7SpUuiT8HxARDge0HygtSkSRNp2bKlfPzxx6K9ca+44gpxh3XXRkYd+l2X7777ztzqyG6xhs3V315OOeUUadWqlTmuVKlSsnjxYvmf//kfmTZtmuiQ70OGDBF9n7755ptywQUXmOP4B4FkCtx2222mwbxBgwayaNEi05iu5/vtb38rV199tegUBHqMzp+ur1N+b0xmNHhuBJInQJ6QPNswPDPfJ3JGmfwwpwlbEIhLwBmGyxeLc3WQjgcW19/gwYN9UWYKkXoBp/Hce40487flKIAzfJe3/9NPP82xnw3+ECCO/oiDH0oxduxY855t1KiRH4pDGRBAoJAE3JyuoE+XaH6Y6PEFLR+P958Anyv+i8nJlEjzfKcXuskR7rrrrpN5Ch4TEAG+FyQ3UI8//rh5HzlDYEec4XEjVatWNfefe+4578RPPPGE2eb0Qve2xbvijBIXmThxYkSfXz/7nUb0eB/KcSESKKy80CXL+v/GG2+84W72bp2LR8zrUc/rdMiJkB96NKFdIT8Mbuizvt/5HTi4cSyKkvN9Ind18sPcbdiDQG4CvumR3q1bN6lQoYKT5+ZcnnnmGdm9e7e0b99e2rRpI9dcc03Og9gSCgGdA0uvhP/3v/8tb7/9tvTr1y+q3jNnzjT309PTGbUgSsZfd4ijv+JBaRBAAAG/CiSaHzoJL/mkX4NJuRCIU0B7zGovQn0/9+3bVyZMmBDnIzksiAJ8L0hu1HT49rvvvlt0WjSdSi8zM9NMo3f99dd7J65Xr55Z37Ztm3z55Zfi3vcOyGNFe7A7F7tIrVq1TE9g52J2MxS8O696Hg9lFwInLbBnzx7vsT/99JO37q7oSIXuoiMtJJpPuo/lFgEEil6APKHoYxDEEvB9Iu+okR/m7cNeBGIK5NbC7qftl1xyibmaVK8gZEHA+THNvB60l8rzzz/vgXzwwQeRU0891ewbNWqUt50VfwoQR3/GJdWl4srwVItzPgRSI+AknebzOJlnSzQ/TPT4ZJad506eAJ8rybNNxTPPnz8/4gwhbf7/cBo+Is4czKk4LecoYgG+FyQ3AM5Q1+Y95X429+zZM+qEP//8c6RmzZrmmKuuuiry/fffR+3/+uuvI1l7sM+YMSPy6quvRk6cOOEd50zFYh7vzE/tbWMFAVfAfe259wt6q58NTkcc85pr3rx5xBm23XvKffv2Ra677jqzr0SJEhFnfnRvX6wV8sNYKvZtIz8MdkzJE4Idv1SXnu8T8YmTH8bnxFEIuALFdCVmC7uPNrZu3VpWrFghTuIjw4YN81HJKEpRCDhfjOTKK6+UNWvWmNM7Q9CZ3mfr168X58u8tGvXzvRWz22Eg6IoM+fMKUAcc5qEYYvzo4c0btxYnKElTXW1B4GuOxfGePPaVapUSdatWxcGDuqIgLUC+p7WJZlpZqL5YaLHWxscyyrG54pdAb300ktl2bJlXqW0J2H2RXu+fvXVV9k3cz/AAnwvSG7w5s6dK507d/ZO4vzALBkZGd59XdGeW9o7ST+309LSzDznertlyxb57LPPRHuYHz161Dyma9euMmvWLNMLXUeLc4bdlYULF5rv4kOHDhWdj5QFgawCycgLR48eLSNHjvROo3O+litXTlatWiWaG+gyZswYGTFihHdMrBXyw1gqwd9Gfhj8GGatAXlCVg3W8xPg+0R+Qv/ZT34YnxNHIeAK+GZod7dAsW6dXglmc6lSpWLtZlvIBCpWrCiLFi0yQz3qF3bnCnkjUK1aNenUqZNMmTJFypYtGzKV4FWXOAYvZoVRYv1xbseOHXLo0KGop9PtO3fuNNvcH+miDuAOAgggkE0g0fww0eOznY67PhXgc8WngTnJYunwnVkXvUg2+3L8+PHsm7gfcAG+FyQ3gL/5zW/EmRvdDOuu35k7dOiQ44Q69LXuGzx4sGk41+/b7qIXrvfv39+9KwMGDBC9iP3zzz+Xb775xmzX798DBw6Uhx9+2DuOFQSSKXD//fdL5cqVTYcbnZJAL/hwlwYNGsi9994rffr0cTflekt+mCtNoHeQHwY6fDkKT56Qg4QNeQjwfSIPnCy7yA+zYLCKQBwCgeiRrvMbOcONSfb/COOoH4dYLqDJ8aZNm6RMmTKiX/BZgilAHIMZN0qNAAII5CaQjJ5H2c+VaH6Y6PHZz8d9BBBAAIHkC/C9oPCN1bR+/fpm/vMhQ4aIM0Runic5fPiwbN682RxTvXp1cYZrj3m8XgSrf/o7jY4UQceHmExsdASSnRdqb9Vt27aJM5S7eS0mMjoh+SEvUQSCJUCeEKx4UVr/CpAf+jc2lMyfAoFoSPcnHaVCAAEEEEAAAQQQiCWQ7B9MY52TbQgggAACCCCQU+D999/3eqF/8sknZtj2nEexBYHkCZAXJs+WZ0YAAQQQQOBkBMgPT0aNx4RZIOekc2HWoO4IIIAAAggggAACCCCAAAIIIICAJQLTpk0zNTnvvPNoRLckplQDAQQQQAABBBAoiAD5YUH0eGwYBWhID2PUqTMCCCCAAAIIIIAAAggggAACCFgtoMO0v/HGG6aOvXr1srquVA4BBBBAAAEEEEAgfwHyw/yNOAKB7AIM7Z5dhPsIIIAAAggggAACBRJgCM8C8fFgBBBAAAEECk1g+fLlUrx4cWnVqpWZQ7rQnpgnQiBOAfLCOKE4DAEEEEAAgRQJkB+mCJrTWCNAQ7o1oaQiCCCAAAIIIICAPwT4wdQfcaAUCCCAAAIIIIBAUQuQFxZ1BDg/AggggAACCCCAQEEEGNq9IHo8FgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDAOgEa0q0LKRVCAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEECiIAA3pBdHjsQgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC1gnQkG5dSKkQAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBBBGhIL4gej0UAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQsE6AhnTrQkqFEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQKIkBDekH0eCwCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAgHUCNKRbF1IqhAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBQEIGSBXlwYT/2xIkT8swzz8iBAwdiPnWVKlXklltuibmPjeEVWLRokcybN0/q1q0rAwYMCC9EQGu+b98+Wbp0qSxfvlwyMzOlRYsW0qZNG2nZsmVAa0SxExHg/ZuIFscigIAr8Prrr8vatWulVKlScuONN0p6erq7S8gnPYpQrvC5YkfYyQ/tiGOitSDuiYpxPAIIbN26VebMmSObN282vyXWqVPH/J6QkZERhUN+GMURmjt8rtgVauJpVzxTVRu+H6ZKmvMgYLdAsYiz+KWKGzZskPPOOy/X4px22mny448/5rqfHeES0ATq7rvvlhkzZpiKN2rUSPQ1xBIcgc8//1yuuuoq2blzZ45Cjxo1SkaOHJljOxvsEOD9a0ccqQUCuQkUK1bM7EpGmrly5Upp3bq1uM89duxYGTZsmFcU8kmPIlQrfK7YE27yQ3timUhNiHsiWhyLQLAEkpUXjh8/3vxmcOTIkRwgHTt2lLfeektOOeUUs4/8MAeR9Rv4XLErxMTTrnimojZ8P0yFMudAIDwCvuqRfvz4cSNfvnx56dmzZ44onHPOOTm2sSGcAq+99poMGjTI9GAOp0Dwa71r1y65/PLLZc+ePXLuuedK7969pV69evLss8/K/Pnz5YEHHpCzzjpL+vbtG/zKUoMoAd6/URzcQQCBBAS0N5F+/ruN6LEeSj4ZS8XubXyu2BNf8kN7YplITYh7IlociwACKqAj2g0fPtyMRKQX53fv3l1q164tOmrRk08+Ke+9955MmDBBRowYYcDID8P1uuFzxa54E0+74pmK2vD9MBXKnAOBcAn4qiHdpa9evbpJfN373CKQVeD77783w7jqNr3gQof81y9ILMES0AZzbUSvWLGiLFiwwHzp1Rp069ZN2rdvb4Z7nz59Og3pwQprvqXl/ZsvEQcggEAeAjoF0KpVq0SH7dSRinR499wW8sncZOzazueKXfEkP7QrnvHWhrjHK8VxCCDgCmhvc73AMi0tTebOnStly5Y1uzp06CDbt283vdGXLFniNaS7jyM/dCXsvuVzxa74Ek+74pns2vD9MNnCPD8C4RQoHs5qU+sgC5QpU0Y6d+4s+qXoueeeE/0ixBI8AU2Edenfv7/XiK73ixcvLoMHD9ZVc5X5tm3bzDr/2CHA+zd5cdQfkx555BFZtmxZzJPovFC6X3tvZF0++ugj0WER+/XrJw8++KDpxXHs2LGsh3jr+v/uQw89JH369JEhQ4aY+Qj1BywWBFIhoEOz3XfffeZUEydOlFNPPTUVp+UcPhfgc8XnAUqweOSHCYJZcjhxtySQVAOBFApoD1VdWrRo4TWiu6d3h5Lne4orEr5bPlfsijnxtCueya4N3w+TLczzIxBOAV/2SA9nKKh1vALlypWT2bNnx3s4x/lQ4Mcff/Tms7/iiitylLBt27beNp0HiWkdPI7Ar/D+TV4IX375ZXnhhRekcePGsn79+hwn0obyrVu3mobwNm3aiM4lqPNKT548OcexF198sehQWGeffba3Ty9wefzxx737uvLYY4+ZRvihQ4dGbecOAskQ0As99u7dK506dTIX1I0ZMyYZp+E5AybA50rAApZHcckP88CxeBdxtzi4VA2BJAo0bdrUPPsHH3xgRrNr166dua/fd959912zrkO+s4RPgM8Vu2JOPO2KZypqw/fDVChzDgTCJ+DLhvTMzEz585//LL/++qvUqFHDzJt86aWXSunSpcMXIWqMgIUCOqS7u9SvX99d9W51lAHtaXj48GHRIXlYEEAgf4Gbb77ZNKRv2LBB1qxZI82bN/cetHLlStOIrhtuuukms3306NGmEV2v1v3f//1f0c/ZLVu2yL333it6/MCBA02Pcz1Ye61rI3qJEiVk0qRJ3rE6/6Db48M8Kf8gkCQBHcJ96tSpUqpUKfMajOc05JPxKHEMAv4RID/0TyxSWRLinkptzoWAPQK33nqr/O1vf5Ovv/5aOnbsaH5DrFu3rtx2221y9OhRueiii8z3mew1Jj/MLmLffT5X7Iop8bQrntQGAQQQCKqArxrS3R/jf/rpJ9NjLitqrVq1TM+3Ll26ZN3MOgIIBFBAv7y6i85xG2upUKECDemxYNiGQC4CGRkZUq1aNdm9e7dpUM/akP7KK6+YR+nQh9pjXb+M6nDuukyfPl1uueUWs6491fXq3a5du5q5Br/44gtJT0+X1atXm/3NmjXzfpDS9RtuuMFs5x8Eki0waNAgc4GljqKgr8m8FvLJvHTYh4B/BcgP/RubZJaMuCdTl+dGwF6B8uXLi/ZG14uE9SLg4cOHe5Xt3r27uQAz6zRA5Icej/UrfK7YFWLiaVc8qQ0CCCAQVAFfNaTrD6MPP/yw6W2kjWv79++XTz/9VGbOnCnffPONdOvWTVasWCEXXHBBUL0pNwIIOAIHDx70HLSHa6xF50rXRUemYEEAgfwF9L3Us2dPGTdunLz00kvy6KOPir6PIpGIvPrqq+YJdL8u+ll66NAhqVixomhP9qxLhw4dpGTJknL8+HEzRLx+NtesWdMcor2Cn376afn9739PT/SsaKwnVUCnLPjwww/NKEU6vHt+C/lkfkLsR8CfAuSH/oxLsktF3JMtzPMjYK/A6aefLhdeeKFpSM9aS/3Oon+XXXaZt5n80KOwfoXPFbtCTDztiie1QQABBIIq4KuGdB26/f77789hqb2PtJecDvOsDQT6gyoLAggEV0Ab79xF5zuqXLmye9e7PXHihFlPS0vztrGCAAJ5C/Tu3dt8Tu7YscP00LjiiitMA6Te14b2Hj16mCfQIdx12bdvn9SpU8esZ/1HG9F10cfpoo3r2pv9k08+kf79+8tf//pX+cMf/iA677qOHsGCQLIEDhw4IPfcc495es0BdcSE/BbyyfyE2I+APwXID/0Zl2SXirgnW5jnR8BOgW+//dYM6b5x40bRqeHGjBljLtj/05/+JLpNv7+8+OKLZqQtFSA/tPN1EKtWfK7EUgnuNuIZ3NhRcgQQQMAmgf90+fR5jXR42uuuu86U8rPPPvN5aSkeAgjkJ3DGGWd4h+jIE9mXY8eOeXOjV6lSJftu7iOAQC4CTZo0kZYtW5q97kVn7rDu+mOSDv2uy3fffWdutce6jgCT/e/88883DeetWrUyx+m81IsXL5a77rrLNGTqkO9DhgyRRo0aecO+mwP5B4FCFnjqqadk165d5sfPvXv3yuTJk70/90KPJUuWmG3r1q3L8+zkk3nysBOBIhcgPyzyEBRJAYh7kbBzUgQCL6BzoWuDeYMGDeTjjz+WXr16yR133GFGtdRRLPU3BT1Gp47MayE/zEsnmPv4XAlm3HIrNfHMTYbtCCCAAAKpFAhEQ7qC0OMtlS8LzoVAcgWyJsLu3MtZz6hfiN0h3c8+++ysu1hHAIF8BPr06WOOeO2118zw7Xqrizusu66fc845emNudQqVWH/6g9TFF19sjtN/9HN44sSJsnPnTnOrQylqQ6b2SmdBIFkCOrWPLkeOHJE777wz6m/79u1m35tvvmm2T58+3dzP6x/yybx02IdA0QqQHxatf1GdnbgXlTznRSC4Ajqq3bx580wFtCe69kh3F71w2M0JdfQtHeI9v4X8MD+hYO3ncyVY8cqvtMQzPyH2I4AAAgikQiAQDek6xOyyZcuMR9OmTVPhwjkQQCCJAtoA5/Z0ffvtt3OcaebMmWabzmOmPWNZEEAgfgEdvl17kOsPTDokdmZmpulFfv3113tPUq9ePbO+bds2+fLLL73t8axo73XtmT5jxgxzuDbCu0PBx/N4jkEgEYFu3bqZaX906p/sf+4IC+3btzf79Ni8FvLJvHTYh0DRC5AfFn0MiqIExL0o1DknAsEW2LNnj1eBWD3OtTe6u+gIXHkt5Id56QRzH58rwYxbbqUmnrnJsB0BBBBAIJUCeWeUqSyJc66hQ4fKO++84/VE1dNrQ4DOw6o9VHW54YYbzC3/IIBAsAXcuZpnz54t7hDUWiMdonf8+PGmcjo8GwsCCCQmULlyZbn22mvNg5588klzq43oWeeWbteundSsWVNOnDght99+u/zwww9RJ9FewM8//7y37e9//7voBS6RSMTbpsNs61KpUiUpWbKkt50VBApToG3btvLwww/H/Ktdu7Y51TXXXGP2t2nTxtwnnyzMCPBcCKRWgPwwtd5+ORtx90skKAcCwRDQi4LdXuQ6Ytbu3bu9guvUcaNHjzb3S5QoIc2aNTPr5IceUShW+FyxK8zE0654UhsEEEAgiALFnB/F//ureBHXQHu5HThwQNLS0qR+/frmB/5NmzbJwYMHTcn69+8v06ZNK+JScvqiFtAhvxs3buy9LvQKZH2NFCtWzBvSSxt28psrtajrEfbz6zBrV155paxZs8ZQaIOIfhlev369ee9rQ5/2Vne/IIfdy5b68/5NTSTnzp0rnTt39k42f/58ycjI8O7ris6drl9INQ3Qz12dS1Bvt2zZIp999plpHD969Kh5TNeuXWXWrFlSq1YtM5qE/kC1cOFC817VH6Xci1+iTsCdUAvoZ7IuyUwzW7duLStWrJCxY8fKsGHDPG/ySY8iFCt8rtgVZvJDu+IZb22Ie7xSHIdAMAWSkRdqY/nIkSM9kCZNmpgLh1etWuV1ztFh30eMGGGOIT/0qEKxwueKXWEmnnbFM9m14fthsoV5fgRCKqAN6X5ZnCtJI86Vpdqw7/05CXekQYMGkRdffDHi9JzzS1EpRxEKOMN0RZyeld5rJOvrxV135tApwhJy6ngFnGQ40qVLl4jzpdaLpzNUb8SZ4zly6NCheJ+G4wIkwPs3NcFyGsAjVatWNe8rfU85QxbGPPHixYsjzpQpEWfIQ+89qP+POhe2REaNGuU9ZsGCBZGGDRtGHVO2bNmIM3R8RM/FgkB2AffzOPv2wrzvXHBlXpOTJk2KelryySgO6+/wuWJfiMkP7YtpPDUi7vEocQwCwRRIVl44derUHL8h6rn0N0RnGqooLPLDKI5Q3OFzxa4wE0+74pnM2vD9MJm6PDcC4RXwVY90J+E1i853tHPnTtG5jM4991xxfqx3d3GLAAIWCjj/BYuOPlGmTBnRnuksCCBQMAF9T+nILjr/+ZAhQ2TChAl5PuHhw4dl8+bN5pjq1avLmWeeGfN4/WzWP52nTHun61zsLAjEEkhGz6Ps53G+IMvPP/9sXo/Z9+l98slYKmxDIDgC5IfBiVVhlpS4F6Ymz4WAPwSSnRc6DWyybds20aHc9TtKXqPakR/64zWRylLwuZJK7eSfi3gm35gzIIAAAgjkFPBlQ3rOYrIFAQQQQAABBOIVeP/996VDhw7m8E8++cQM2x7vYzkOgcIQSPYPpoVRRp4DAQQQQAABBBBAIPkC5IXJN+YMCCCAAAIIIIAAAskTKJ68p+aZEUAAAQQQQKAoBKZNm2ZOe95559GIXhQB4JwIIIAAAggggAACCCCAAAIIIIAAAggggAACgRegIT3wIaQCCCCAAAII/FdAh2l/4403zIZevXr9dwdrCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggELcAQ7vHTcWBCCCAAAIIBENg+fLlUrx4cWnVqpWZKzAYpaaUNgkwhKdN0aQuCCCAAAIIIIDAyQuQF568HY9EAAEEEEAAAQQQKHoBGtKLPgaUAAEEEEAAAQQQsEqAH0ytCieVQQABBBBAAAEETlqAvPCk6XggAggggAACCCCAgA8EGNrdB0GgCAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC/hGgId0/saAkCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAI+EKAh3QdBoAgIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAv4RoCHdP7GgJAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACPhCgId0HQaAICCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAL+EaAh3T+xoCQIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAj4QKOmDMsQsws8//yxz5syRjRs3ytdffy1ly5aV888/X3r06CGVKlWK+Rg2hktg3759snTpUlm+fLlkZmZKixYtpE2bNtKyZctwQQS8tsQx4AEsYPEXLVok8+bNk7p168qAAQMK+Gw8HAEEwiLw+uuvy9q1a6VUqVJy4403Snp6esyqk0/GZLFyI/mEXWElnnbFM9HakB8mKsbxCIRXYOvWrea3w82bN8uBAwekTp065nehjIyMXFHID3OlsW4H+YRdISWedsUzVbUhr0yVNOdBwHKBiA+XuXPnRmrWrBlx6HP8DRw40IclpkipFnAusIicddZZOV4f+poZNWpUqovD+U5SgDieJJwFD/vhhx8iffv29d7DjRo1sqBWVAEBBFwBN4dz7xfm7YoVKyLFihXz/v8YO3ZszKcnn4zJYuVG8gm7wko87YpnIrUhP0xEi2MRCI5AsvLCcePGRUqXLu3lhO559LZjx46Ro0eP5kAiP8xBYu0G8gm7Qks87YpnKmpDXpkKZc6BQHgEfNcjfdmyZdK1a1dxEl5p3Lix6YGuPY2d//xk4cKF0rBhQycnZgmzwK5du+Tyyy+XPXv2yLnnniu9e/eWevXqybPPPivz58+XBx54QJxGdnEa6cLM5Pu6E0ffhyhpBXzttddk0KBBZiSJpJ2EJ0YAASsFTpw4Yf7/cFL1POtHPpknj1U7ySesCqcQT7vimUhtyA8T0eJYBBDQkQmHDx8umhteddVV0r17d6ldu7boqEVPPvmkvPfeezJhwgQZMWKEh0V+6FFYv0I+YVeIiadd8UxFbcgrU6HMORAImYCfrhlwEuBIgwYNzNWk7dq1i/z4449+Kh5l8YnAmDFjzGukYsWKEWcYL69Uv/76a0RfN85bOOIM8e5tZ8WfAsTRn3FJdqn27t1r3qP6Pu3Zs2dk6NCh5j490pMtz/MjkFoBfY/rX2Ev06ZNM8/rDNsZadasmVnP3iOdfLKw1f39fOQT/o5PoqUjnomK2XE8+aEdcaQWCOQmkIy88L777jN5YFpaWuTQoUNRp7722mvNvquvvtrbTn7oUYRihXzCrjATT7vimezakFcmW5jnRyCcAsWdhNY3yz//+U/ZtGmTOMN1yvTp0+W0007zTdkoiH8EtOe5Lv379zdXHLslK168uAwePNjc1auTt23b5u7i1ocCxNGHQUlBkcqUKSOdO3eWJUuWyHPPPSfVq1dPwVk5BQII2CCgc+I5P5qaqkycOFFOPfXUmNUin4zJYu1G8gm7Qks87YpnvLUhP4xXiuMQQMAV0B6quugIlmXLlnU3m1v9TVEX7a3uLuSHrkQ4bskn7Ioz8bQrnsmuDXllsoV5fgTCKeCrhvQFCxaYKFxxxRWSnp4ezohQ6zwFnFEKZMOGDd7rJPvBbdu29TZ9/vnn3jor/hIgjv6KRypLU65cOZk9e7Y4o0ek8rScCwEELBB48MEHxbm6XDp16mQuyMmtSuSTucnYt518wq6YEk+74plIbcgPE9HiWAQQUIGmTZsaiA8++ECWLl3qoTijFsq7775r7uuQ7+5CfuhK2H9LPmFXjImnXfFMRW3IK1OhzDkQCJ+Ar+ZIX7NmjYmAM1SnrFq1ShYtWiQ7duyQSpUqiTPsr/nhtEKFCuGLEjX2BHRedHepX7++u+rdau9W7aF2+PBh+f77773trPhLgDj6Kx6UBgEEEPC7wNq1a2Xq1KlSqlQpmTRpUp7FJZ/Mk8eqneQTVoVTiKdd8aQ2CCCAQDIFbr31Vvnb3/4mX3/9tXTs2FH+/Oc/S926deW2226To0ePykUXXSQDBw70ikB+6FFYv0I+YVeIiadd8aQ2CCCAQFAFfNWQvnv3buOow3XqX/aldu3aMnPmTLnwwguz7+J+SAQyMzO9muY29L9ebEFDusfkyxXi6MuwUCgEEEDAtwKDBg2SX3/9VYYNG5bvqEXkk74NY6EXjHyi0EmL9AmJZ5Hyc3IEEEAgUALly5cX7Y1+0003ycqVK2X48OFe+bt3724uwMw6DRD5ocdj/Qr5hF0hJp52xZPaIIAAAkEV8NXQ7gcOHPAcO3ToYK4uffnll818mDq/hV5p2q9fv6h5jrwHsBIKgYMHD3r1LFGihLeedUXnStdFf3Bn8acAcfRnXCgVAggg4EeBF154QT788EOpUaOG6PDu+S3kk/kJ2bOffMKeWGpNiKdd8aQ2CCCAQLIFTj/99JgdbXQkI/3LupAfZtWwe518wq74Ek+74kltEEAAgaAK+KpHutswes8998hf//pXz7Rbt27SuHFj+d3vfieffvqprFu3TnT4d5bwCVSsWNGrtM6TU7lyZe++u3LixAmzmpaW5m7i1mcCxNFnAaE4CCCAgE8F9EdPzQt1GTdunOh8Z/kt5JP5Cdmzn3zCnlhqTYinXfGkNggggEAyBb799lszpPvGjRtFp/gbM2aMuSDrT3/6k+g27Zzz4osvSteuXU0xyA+TGQ1/PTf5hL/iUdDSEM+CCvJ4BBBAAIHCEPBVQ7r742gkEslRty5dunjbtm/fTkO6pxGulTPOOMOr8P79+711d+XYsWPe3OhVqlRxN3PrMwHi6LOAUBwEEEDApwJPPfWU7Nq1S0qXLi179+6VyZMneyXdsWOHWV+yZInoyEWXX365nH/++V5jO/mkR2XtCvmEXaElnnbFk9oggAACyRTQudC1wbxBgwayaNEi05iu5/vtb38rV199taxevdrMl67zp+u0gPzemMxo+Ou5ySf8FY+CloZ4FlSQxyOAAAIIFIaAr4Z21yE7dXF/GM1aQffqUd1WsqSv2v+zFpP1JAtkTaD0i1H2Rb9IuUO6n3322dl3c98nAsTRJ4GgGAgggIDPBb755htTwiNHjsidd94Z9acXVury5ptvmu3Tp08398knDUMo/iGfsCvMxNOueFIbBBBAIFkCOjrhvHnzzNNrT3Ttke4u1apVEzcn3LdvnzfEO/mhK2T/LfmEXTEmnnbFk9oggAACQRXwVUN606ZNjeP8+fPl6NGjUaaLFy/27usVpyzhFNA5sFq1amUq//bbb+dAmDlzptmWnp5ueqXlOIANvhAgjr4IA4VAAAEEfC+g0/vcf//9Mf/0h1Jd2rdvb/brsbqQTxqGUPxDPmFXmImnXfGkNggggECyBPbs2eM99U8//eStuys6UqG7FC/+n589yQ9dEftvySfsijHxtCue1AYBBBAIqoCvGtJvuOEG46hXjT7wwAOe6bZt22To0KHmfps2baROnTrePlbCJ9CjRw9T6dmzZ8sLL7zgAejQruPHjzf3e/Xq5W1nxZ8CxNGfcaFUCCCAgJ8E2rZtKw8//HDMv9q1a5uiXnPNNWa/5oi6kE8ahtD8Qz5hV6iJp13xpDYIIIBAMgTq1asnFSpUME89ceJE2b17t3canQJw9OjR5r6ObNmsWTOzTn7oEYVihXzCrjATT7viSW0QQACBIAoUc+aPzDkheRHW5PrrrxdtINVFfyCtWrWqGYrpl19+kfLly4v2TG/ZsmURlpBTF7WAXmhx5ZVXypo1a0xR9HWiX6LWr18vJ06ckHbt2on2Vne/WBV1eTl/bAHiGNvF9q069ULjxo3l4MGDpqrag0DXixUr5g3JV6lSJVm3bp3tFNQPAasF9D2tSzLTzNatW8uKFStk7NixMmzYsChP8skoDqvvkE/YFV7iaVc8460N+WG8UhyHQDAFkpEXamP5yJEjPZAmTZqYedBXrVrlTfenw76PGDHCO4b80KOwfoV8wq4QE0+74pns2pBXJluY50cgnAK+a0jXBpV77rlHnn76aXGHYypTpoxceumlMnXqVNErT1kQ0KuM+/btKwsXLhR3KC8d4rVTp04yZcoUKVu2LEgBECCOAQhSIRfx+PHjkpaWJocOHcr1mXUOrO+++y7X/exAAAH/CyTjB9Pstb7ssstk6dKlMmnSJBk8eHDUbvLJKA7r75BP2BVi4mlXPOOpDflhPEocg0BwBZKVF/7f//2fuaDyyy+/jMLR6SDvvfde6dOnT9R28sMoDuvvkE/YFWLiaVc8k1kb8spk6vLcCIRXwHcN6W4ojhw5Il999ZXpyaRJsA7JxIJAdgHt6bZp0ybRiy20ZzpLMAWIYzDjRqkRQACB3ASS9YNp1vPpBZc///yz6Lx5uS3kk7nJ2LmdfMKuuBJPu+JJbRBAILwCyc4LtbeqTgmpvxvWqlUr39EJyQ/D9Vokn7Ar3sTTrnhSGwQQQCAoAr5tSA8KIOVEAAEEEEAAAQQQiBZI9g+m0WfjHgIIIIAAAggggIBfBcgL/RoZyoUAAggggAACCCAQj0DxeA7iGAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBMIiQEN6WCJNPRFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEE4hKgIT0uJg5CAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEAiLdm8QcAAAQABJREFUAA3pYYk09UQAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQiEuAhvS4mDgIAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCAsAjSkhyXS1BMBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIC4BGtLjYuIgBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIGwCNCQHpZIU08EEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgbgEaEiPi4mDEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTCIkBDelgiTT0RQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBOISoCE9LiYOQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBAIiwAN6WGJNPVEAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIhLoGRcR6XooOeee0727t2b59lKliwpt912m5QuXTrP49gZHoFFixbJvHnzpG7dujJgwIDwVNyymhJHywIaZ3WIe5xQHIYAAlECr7/+uqxdu1ZKlSolN954o6Snp3v7ySc9ilCu8LliR9j37dsnS5culeXLl0tmZqa0aNFC2rRpIy1btrSjgtQiTwHex3nysBMBBLIIbN26VebMmSObN2+WAwcOSJ06dcznRUZGRpajRMgPozhCd4fPFTtCTn5oRxxTXQve/6kW53wI2ClQLOIsfqnaqaeeKr/88ku+xdmwYYM0atQo3+M4wG4BTaDuvvtumTFjhqmovib0tcESLAHiGKx4FVZpiXthSfI8CPhToFixYqZgyUgzV65cKa1btxb3uceOHSvDhg3zIMgnPYpQrfC5Yk+4P//8c7nqqqtk586dOSo1atQoGTlyZI7tbLBDgPexHXGkFghkF0hWXjh+/HjzmXDkyJHsp5SOHTvKW2+9JaeccorZR36YgygUG/hcsSfM5If2xDJVNeH9nyppzoNAOAR81SP93nvvlW+//Tam/L/+9S9Zv369aAJeqVKlmMewMTwCr732mgwaNMj0UAlPre2rKXG0L6bx1Ii4x6PEMQggEEvgxIkT5vPfbUSPdQz5ZCwVu7fxuWJPfHft2iWXX3657NmzR84991zp3bu31KtXT5599lmZP3++PPDAA3LWWWdJ37597ak0NTECvI95ISCAQCICOmLJ8OHDRXNDvfiqe/fuUrt2bdFRi5588kl57733ZMKECTJixAjztOSHiejacSyfK3bEUWtBfmhPLFNVE97/qZLmPAiER8BXDekPPfRQrvLa80gXHZ6patWquR7HDvsFvv/+ezOMq9a0Z8+eUqVKFfMFyf6a21VD4mhXPOOtDXGPV4rjEEAglsAzzzwjq1atMsN2nnbaaWZ49+zHkU9mF7H7Pp8rdsVXG8y1Eb1ixYqyYMEC0yiiNezWrZu0b9/eDPc+ffp0GtLtCrvwPrYsoFQHgRQIaG9zbURPS0uTuXPnStmyZc1ZO3ToINu3bze90ZcsWeI1pJMfpiAoPjoFnys+CkYhFIX8sBAQQ/QUvP9DFGyqikAKBYqn8FwnfSq90nTFihXm8XfddddJPw8PtEOgTJky0rlzZ9EvRTrPVfXq1e2oWMhqQRxDFvD/X13inry4649JjzzyiCxbtizmSXReKN2vn6lZl48++kh0WMR+/frJgw8+aHpxHDt2LOsh3rr+v6s/QvXp00eGDBli5iPUH7BYEEiFgA7Ndt9995lTTZw4UXSIzkQW8slEtIJzLJ8rwYlVPCXVH0p16d+/v9eIrveLFy8ugwcP1lXzObZt2zazzj92CPA+Lvw4khcWvinP6C8B7aGqS4sWLbxGdLeE7lDy8XxPIT901ey65XPFrniSH9oVz2TXhvd/7sLkh7nbsAeBfAWcoTF9v9xwww06j3ukYcOGEScR9n15KWBqBZy5Uc3rw5kjPbUn5myFKkAcC5UzME9G3AsvVLfccov5v7Bx48Yxn7ROnTpmv9MQbvb/8ssvEWeKDLNNP2Oz/l188cURpydH1PPceeedUce4xzuN8FHHcQcBFXBfH4WpMXDgQPO8nTp1Mk97ySWXmPv6/0g8C/lkPErBP4bPleDGcP/+/d7/He+8806Oijhzpnv733333Rz72WCPAO/jgseSvLDghjxD4QkkIy90hm03nwklSpSIOBf7eoX96quvIqVKlYo7RyQ/9OisXuFzJbjhJT8Mbuz8UnLe//+NBPnhfy1YQyBRAd/3SN+6davMnj3bybvF9EJwryw1G/gHAQQQQAABBIzAzTffbG43bNgga9asiVJZuXKl6OepLjfddJO5HT16tEyePFn0at1HH33U9GT/xz/+YUb50OOdRktznP6jvdYff/xxcX6oMo/R59c5p3Q+Qj6XPSZWkiiwdu1amTp1qjg/jMqkSZMSPhP5ZMJkPACBlAvokO7uUr9+fXfVu9VRqNyRKHTIRhYEEMhdgLwwdxv22CFw6623mpFLfv31V+nYsaM4DSUya9YsufDCC+Xo0aNy0UUXRX2fiVVr8sNYKmxDwF8C5If+igelCbYA+WGw40fpi1bAV3Okx6LQH0s1MdZ5j3r16hXrELYhgAACCCAQeoGMjAypVq2a7N69W1544QVp3ry5Z/LKK6+YdR360Omxbuaf1eHcddG5Zp2rUs16mzZtpFy5ctK1a1cz1+AXX3wh6enpsnr1arO/WbNm3g9Suu704DDb+QeBZAs4oyeYfHDYsGHmNZno+cgnExXjeARSL5CZmemd9LTTTvPWs65UqFBBDh8+bObUzrqddQQQiBYgL4z24J59AuXLl5cPPvjAXCSsFwEPHz7cq2T37t3NBZjuxVfejmwr5IfZQLiLgA8FyA99GBSKFFgB8sPAho6C+0DA1z3Sf/zxR3n66acNk86Tpz/usyCAAAIIIIBATgHtLd6zZ0+z46WXXhJ3TkBnqBp59dVXzXZ3/4oVK+TQoUNSsWJFca9IdZ+xQ4cOUrLkf66zW79+vdlcs2ZNc6u9gvVzWZ+TBYFUCeiFIR9++KHUqFFDHnzwwYRPSz6ZMBkPQKBIBA4ePOidVz/TYi06V7oueqE1CwII5C5AXpi7DXvsETj99NNND/TsNdLvLPqX10J+mJcO+xDwjwD5oX9iQUmCL0B+GPwYUoOiE/B1Q/pTTz0l+oGpb3LticSCAAIIIIAAArkL9O7d2+zcsWOH6aGhd7QBUu/rZ2mPHj3M/i1btpjbffv2iTN3uhkWsXbt2uZWe5ofP37c7NfH6aKN69qbXRsu9MK2hg0bymOPPSYHDhww+/kHgWQJ6GvsnnvuMU8/bty4k7qoknwyWdHheREoXAG9uMtdtIEj1uJeJKajlbEggEDeAuSFefuwN9gC3377rbRu3VqmTJlipqbSKap0/cwzz5SNGzea7y86FVVuC/lhbjJsR8BfAuSH/ooHpQm+APlh8GNIDYpGwLcN6fojvs7Hqkvnzp2lVq1aRSPEWRFAAAEEEAiIQJMmTaRly5amtNqLVxd3WHdtDNeh33X57rvvzK327NPhc7P/nX/++abhvFWrVuY4nZd68eLFctddd5mGTB3yfciQIdKoUSNv2HdzIP8gUMgC+iPnrl27pHTp0rJ3716ZPHmy9+de6LFkyRKzbd26dTnOTj6Zg4QNCPhW4IwzzvDKtn//fm/dXTl27Jg3pHuVKlXczdwigEAuAuSFucCw2QqB2267zTSYN2jQQD7++GMzFeQdd9whn376qVxwwQWinxl6zE8//ZSjvuSHOUjYgIBvBcgPfRsaChZQAfLDgAaOYhe5gG8b0mfOnCnbt283QH/84x+LHIoCIIAAAgggEASBPn36mGJqDwwdvt3tieEO6647zznnHHOM3uqPTbH+9Aepiy++2Byn/+i8tBMnTpSdO3eaWx1KURsy+/Xr5x3DCgKFLfDNN9+Ypzxy5IjceeedUX9unvjmm2+a7dOnT89xevLJHCRsQMC3All/KF29enWOcmoPQ3dI97PPPjvHfjYggEBOAfLCnCZsCb6Ajloyb948U5ExY8aYHulurfTCYTcn1NG3Yg3xTn7oanGLgP8FyA/9HyNKGDwB8sPgxYwSF72AbxvSJ0yYYHSaN28ul112WdFLUQIEEEAAAQQCIKDDt2sPcv2BSYfEzszMNL3Ir7/+eq/09erVM+vbtm2TL7/80tsez4r2Xtee6TNmzDCHayO8OxR8PI/nGAQSEejWrZvcf//9Mf/cERbat29v9uux2Rfyyewi3EfAvwJ6gZY7Esrbb7+do6Da8KFLenq66MgpLAggkL8AeWH+RhwRPIE9e/Z4hY7V41x7o7uLjsCVfSE/zC7CfQT8K0B+6N/YULLgCpAfBjd2lLzoBHJmlEVXFu/MS5culVWrVpn79Eb3WFhBAAEEEEAgX4HKlSvLtddea4578sknza02opcrV857bLt27aRmzZqic83efvvt8sMPP3j7dEV7AT///PPetr///e+iDRiRSMTbpsNs61KpUiUpWbKkt50VBApToG3btvLwww/H/Ktdu7Y51TXXXGP2t2nTJurU5JNRHNxBIBAC+qOOLrNnzxZ3ihK9r1M4jB8/XlfN8L1mhX8QQCBfAfLCfIk4IIACelGwjpali46YtXv3bq8WOjXI6NGjzf0SJUpIs2bNvH26Qn4YxcEdBAIhQH4YiDBRyAAJkB8GKFgU1TcCxZwfxf/7q7hPitWlSxeZM2eO6Nx32ltO58VkQcAV0CEdGzduLAcPHjSb9ApkXS9WrJg3pJc27MSaK9V9Dm6LXoA4Fn0MiqIExD016nPnzpXOnTt7J5s/f75kZGR493VF507XL6SaBqSlpZm5BPV2y5Yt8tlnn5nG8aNHj5rHdO3aVWbNmiW1atUyvQX1B6qFCxeahvihQ4d6jRtRJ+BOqAX0M1mXZKaZrVu3lhUrVsjYsWNl2LBhObzJJ3OQWLmBzxW7wqrD8F555ZWyZs0aUzG9YEYbS9avX28+c/RCMO2t7jag2FX78NaG93FyY09emFxfnj1/gWTkhdpYPnLkSO/kOuerXjisnXL0/xRddNj3ESNGeMfoCvlhFIe1d/hcsSu05Id2xTPZteH9H58w+WF8ThyFgCegDel+Wpz5XCNOzzZt3I+MGjXKT0WjLD4RcIbpijhfkMxrRF8nsf6cOXR8UlqKkZsAccxNxu7txD018XUawCNVq1Y1/z86w19HnKHXY5548eLFkaZNm0acIQ+j/i91Gi6iPoMXLFgQadiwYdQxZcuWjThDx0f0XCwIZBdwP5uzby/M+06DmnlNTpo0KcfTkk/mILF2A58r9oXW+bE04jR0RJypRLzPHf0sc+byi+h7m8U+Ad7HyY0peWFyfXn2/AWSlRdOnTo14vRO9z4r3PM0aNAg4kxDlaNg5Ic5SKzdwOeKfaElP7QvpsmqEe//+GTJD+Nz4igEXAFf9kg/fPiwOP/pic7DyoIAAggggAACiQk4H/JSv359M//5kCFDxJ0HMLdn0c/dzZs3m93Vq1eXM888M+ahO3fuFP3Tecq0d7rOxc6CQCyBZPQ8yn4ezRV//vln83rMvk/vk0/GUmEbAsER0M+yTZs2SZkyZUR7prMggMDJCZAXnpwbjyo8gWTnhdpbVUez1KHc9TtKXqOWkB8WXlx5JgSKQoD8sCjUOaeNAuSHNkaVOiVTwJcN6cmsMM+NAAIIIICA7QLvv/++dOjQwVTzk08+McO2215n6ucvgWT/YOqv2lIaBBBAAAEE/CtAXujf2ISlZOSFYYk09UQAAQQQCIoA+WFQIkU5/SJQ3C8FoRwIIIAAAgggUDgC06ZNM0903nnn0YheOKQ8CwIIIIAAAgggEEgB8sJAho1CI4AAAggggAACSRMgP0waLU9sqQAN6ZYGlmohgAACCIRTQIcrfOONN0zle/XqFU4Eao0AAggggAACCCBgpjkhL+SFgAACCCCAAAIIIOAK8LuhK8EtAvELMLR7/FYciQACCCCAQCAEli9fLsWLF5dWrVqZuQIDUWgKaZUAQ3haFU4qgwACCCAQYAHywgAHz5KikxdaEkiqgQACCCBgjQD5oTWhpCIpEqAhPUXQnAYBBBBAAAEEEAiLAD+YhiXS1BMBBBBAAAEEEMhbgLwwbx/2IoAAAggggAACCPhbgKHd/R0fSocAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggkGIBGtJTDM7pEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQT8LUBDur/jQ+kQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBFIsQEN6isE5HQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIICAvwVoSPd3fCgdAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggECKBWhITzE4p0MAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQ8LcADen+jg+lQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBIsQAN6SkG53QIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAv4WKOnH4m3dulXmzJkjmzdvlgMHDkidOnWkTZs2kpGR4cfiUqYiFli0aJHMmzdP6tatKwMGDCji0nD6RAX27dsnS5culeXLl0tmZqa0aNHCvN9btmyZ6FNxfAAFeP8GMGgUGQEfCLz++uuydu1aKVWqlNx4442Snv7/2LsTICmKdIHj3wAih1wCA6jAKIeAB5fAKoIKhBiuCgYoIsgRzKosyDqIPBUNWRc8lktDfB6geIGooIgXosglhOgTuQ85FJRjABkEBoQB+vWX+6reHD3M9NDdU5X1r4iZrq6qrsr8fd1d2ZWVmQ3zpIryZB6SQCzgvGJHmCkf2hHHaHKRlZVlftMtWrRIdu3aJVWqVJHGjRvLXXfdJRUrVoxmV2yLAAIBEoi2vBft9gGitDqrlA/tCC/lQzvimKhc8H5JlDTHQSAYAkmh8OSlrI4bN05GjBghx44dy5Os66+/Xj755BM566yz8qxjQfAE9IT4wAMPyJQpU0zm9ULLunXrggfh4xxv2LBBOnbsKDt37syTi1GjRpnvgjwrWGCFAJ9fK8JIJhDIVyApKcmsi0cxc9myZXLllVeKs+8xY8bIsGHDcqSF8mQOjkA84bxiT5gpH9oTy8LmZPXq1dK1a1fZunVrnpckJyfLnDlzpHnz5nnWsQABBPwhEK9yYbTlvWi394cuqTydAOXD0+n4ax3lQ3/Fq7hTy/uluCPA8RGwT8BTXbtri9Thw4ebSnStXJs0aZJ8+eWXMnDgQCM/d+5cGT9+vH1RIEdRC8yYMcO0UHAq0aPeAS8odgFtaXLNNdeYSvT69evLv/71L5k2bZrccMMNJm2PPvqoe5NEsSeWBMRUgM9vTDnZGQKBEjh16pQMHjzYrUSPlHnKk5FU7F7GecWe+FI+tCeW0eRk5syZphK9adOmMnbsWPOb4J577pESJUrInj17JDU1NZrdsS0CCARAINryXrTbB4DQ+ixSPrQnxJQP7YllInLC+yURyhwDgQAKaIt0r0wPP/ywto4PVa5cOZSZmZkjWTfddJNZd+ONN+ZYzpPgCezbt8+8F/S90rt379DQoUPN83CL9OBh+DjHTz/9tIlbuNvGULh7NTcnJ0+eDLVr186sCw/p4C5nxg4BPr92xJFcIFCQgJ6j9S/WU/gmS7Pf8LA/oXCFi5kPt0jPcRjKkzk4rH/CecWuEFM+tCuehc1NuMvdUPiG2jyb//3vfzff83o+OXjwYJ71LEAAAX8IxKNcGG15L9rt/SFLKvMToHyYn4w/l1M+9GfciivVvF+KS57jImC3gKdapOsdQzrpGMnlypUz884/pysobYnEFGyBMmXKSJcuXUTHz3vrrbekVq1awQbxae7ffPNNk3JtYZKSkuLmQlueDBkyxDzXu8a3b9/urmPG/wJ8fuMXQx365KmnnpIlS5ZEPIiOC6fr9XOVffruu+9EuzkcMGCAPPbYY6JjT+s4pZEm/d59/PHHpV+/fpKWliYfffSRcF6OJMWyeAho14zhi6Bm1xMmTJCyZctGPAzlyYgs1i7kvGJXaCkf2hXPwubm2muvlZ49e+bZ/C9/+Yu77MCBA+48MwULUC4s2Igt/C0QbXkv2u39rUPqKR/a9R6gfGhXPOOdG94v8RZm/wgEU6CUl7J9+eWXm+QsXLhQFi9eLOFWqeZ5uLWqfPHFF2Zeu3xnCrZA+fLlZdasWcFG8Hnu//jjD3c8++uuuy5Pbtq2besu03Ft6tSp4z5nxt8CfH7jF7/p06fL1KlTpUmTJrJ27do8B9KKcj2fakV4uLcHM4yKjis9ceLEPNu2adNGtCu8Cy64wF2nN7g8//zz7nOdefbZZ00lfLhnkBzLeYJAPAT0Ro9w6xIzBIjeUBe+0zziYShPRmSxdiHnFXtCS/nQnljGKifOzX/6OT///PNjtdtA7IdyYSDCHOhMRlvei3b7QONakHnKhxYE8f+yQPnQnlgmIie8XxKhzDEQCKaAp1qk/+1vfzMtU8NdO8v1118v4a46RcdLu+KKK+T48ePSunVrGTRoUDAjRa4RsEhAxzp0pgYNGjiz7qP2MuC0NPz999/d5cwggED+AnfeeadZuW7dOlmxYkWODZctW2Yq0XXh7bffbtY9+eSTphJd79Z/5plnTEv2N954w/TyodtnP99qq3WtRC9ZsqR5je5fK9r15janx5gcB+QJAjEWWLlypbz00ktSunRpee655067d8qTp+VhJQKeFaB86NnQJDxhx44dMzfqvfLKK+bY//jHP8x46QlPiI8PSLnQx8Ej6YUSiLa8F+32hUoEGyGAQNwFKB/GndiqA/B+sSqcZAYBTwl4qkX6OeecI9oaXS/y60X84cOHu1h33HGHuYDqVK65K5hBAAHfCaSnp7tprlixojuffaZChQpy9OhRoSI9uwrzCOQv0LlzZ6lZs6bs3r3btExv1qyZu/G7775r5nXoFG2xrj8utDt3nSZPniy9evUy89pSXe/e7969u8yePVt++uknadiwofz4449mfXhMareCXee7detmlvMPgXgLDB48WPRGS+1FQd+Tp5soT55Oh3UIeFeA8qF3Y5OIlH311Vei3/Vaif7bb7/JiRMnzGFHjBghTzzxRCKSYNUxKBdaFU4yE0Eg2vJetNtHOCSLEECgGAQoHxYDuo8PyfvFx8Ej6Qh4XMBTLdLVqlKlSqYFem43bYmkf0wIIOB/gcOHD7uZ0BaukSYdK10nrThhQgCBggX0s9S7d2+z4TvvvOOOXR4KheS9994zy5313377rWRmZkqVKlXEabHkHKFTp05SqtR/7rNzuoivXbu2Wa3n4VdffVV0n0wIJEpAhyz45ptvTLe+2r17YSbKk4VRYhsEvCVA+dBb8Uh0anQM9I0bN8ovv/ziVqJrGt5++2357LPPEp0c3x+PcqHvQ0gGCiEQbXkv2u0LkQQ2QQCBOAtQPowzsGW75/1iWUDJDgIeEvBURbreeX7llVfKCy+8YLqW1S5mdb569eqyfv160Yv72pUsEwII+FtAK++cSceviTSdOnXKLK5cuXKk1SxDAIEIAn379jVLd+zYYXp40SdaAanP9YJqz549zfrNmzebx4yMDLnwwgvNsCopKSnmUVuaO63A9HU66flXW7PrjS2pqanSqFEjMz76oUOHzHr+IRAvAX2PPfjgg2b3Y8eONT0mFHQsypMFCbEeAW8KUD70ZlwSlSrtDUdbo+uNftojjg7noeOib9u2Tbp06WKGoElUWmw5DuVCWyJJPiIJRFvei3b7SMdkGQIIJF6A8mHizf18RN4vfo4eaUfA2wKeqki/++67TYX5xRdfLD/88IP06dNH/v73v8uqVaukefPmkpWVJbrNwYMHva1K6hBA4LQC1apVc9dr65Pck37WnS7dk5OTc6/mOQII5CNw6aWXSsuWLc1abcWrk9Otu1aGa9fvOu3du9c8as8POrxC7r/LLrvMVJy3atXKbKfjUi9YsEDuv/9+U5GpF7jT0tKkcePGbrfvZkP+IRBjAR0fd9euXXL22WfLvn37ZOLEie6fc6PHokWLzLLVq1ebo1OejHEQ2B0CCRKgfJggaA8fRssb5cqVkwYNGsg999wj8+bNkzJlyphedsaPH+/hlHszaZQLvRkXUhUbgWjLe9FuH5tUshcEEDhTAcqHZyoYrNfzfglWvMktAokU8ExFurZK/fzzz03en376adMi3YHQC/86hqtO2nqOLt4dGR4R8KdA9oKNM/Zy9pxoDxROl+4XXHBB9lXMI4BAAQL9+vUzW2gPLtqqy+nJxenWXVfWqVPHbKOPerNapD+9oa1NmzZmO/1XoUIFmTBhguzcudM8ateIWpE5YMAAdxtmEIi1gLZE1ElbKd533305/n799Vez7uOPPzbLtaxIedKQ8A8BXwpQPvRl2OKaaL3BXm+o1+nnn3+O67Fs3TnlQlsjG+x8RVvei3b7YOuSewS8JUD50Fvx8HpqeL94PUKkDwH/CnimIn3Pnj2uYqQW59pC1ZmcsZOd5zwigIC/BLQCzmnp+umnn+ZJ/Pvvv2+WNWzYULRlLBMCCBReQLtv1xZdesFIu8ROT083rchvvfVWdyf16tUz89u3b5ctW7a4ywszo63XtWX6lClTzOZaCe90BV+Y17MNAtEI9OjRQx555JGIf04PC9dee61Zr9tSnoxGl20R8JYA5UNvxcMLqdGhnnbv3m2S4twE6IV0+SkNlAv9FC3SWliBaMt70W5f2HSwHQIIxF+A8mH8jW06Au8Xm6JJXhDwloBnKtL1or62dtNJW7w5P5j1uXb9/OSTT+qsGeNVx29lQgABfws4YzXPmjVLnC6oNUfaRe+4ceNM5nR4ByYEEIhOoGrVqnLTTTeZF7344ovmUSvRy5cv7+6oXbt2Urt2bdNVqnadun//fnedzmgr4Lfffttd9vrrr4ve4BIKhdxl2s22Tueee66UKlXKXc4MArEUaNu2rYwePTriX0pKijnUX//6V7P+qquuEsqTsdRnXwgkXoDyYeLNvXDE9u3by8iRI81QHk56tCeSYcOGuS3R9aYppugFKBdGb8YrvC8QbXkv2u29L0AKEQiWAOXDYMX7THPL++VMBXk9AghEFAhfFPfMFL5Qqlfo3b/wmF6hcLeyoZIlS7rLwt2+eya9JKR4BMItH0Phlsqh8847z/ydc8455v2RlJTkLtP3DpO3BcIVd6FmzZq5n+1whUgo3Po8FO5xwiwLV/SFwr1TeDsTpC5qAT6/UZMV6QUfffSR+9nS8+qcOXPy7Gf69Okh/d7U9ZUrVw5dd911oXCFu/kc6vKzzjrLfU23bt3MdnXr1g117949FB5v3f2sDh061N2OGQQcAac85zyPx+Nf/vIX874cM2ZMjt1TnszBYf0Tzit2hZjyoV3xLGxu9Hednjf0d0C4O3dzDSB8o55ZpsuvvPLKULiHusLuju1yCVAuzAXC04QLxKNcGG15L9rtE47EAWMqQPkwppzFvjPKh8UeAl8lgPeLr8JFYhHwjYC2LvPU9NJLL4XCd4u6P5qdArf+oA53I+uptJKY4hHQiyjhlpV53iPOe0Ufw2OiFE/iOGpUAhkZGaGuXbuGwl1Fu/EMd9UbCo/lFwqP7RzVvtjYHwJ8fhMTp+PHj4dq1KhhPlf6mdILCZGmBQsWhC6//HK3Utz5HtUbW0aNGuW+5Msvvww1atTI/ZzqduXKlQuFu44P6bGYEMgt4LyXci+P5XO94UqP89xzz+XZLeXJPCTWLuC8Yl9oKR/aF9OCcvTVV1+FOnToYG7ic84f+qiV6eGW6qHDhw8XtAvWn0aAcuFpcFiVEAHncx3rg0Vb3ot2+1inl/0lToDyYeKsE3UkyoeJkrbjOLxf7IgjuUDASwJJmphwodZzU/gLT3Ts1nBrdAm3gHO7ffdcQkkQAgicsYB+DW3cuFHKlCkjTle9Z7xTdoBAgAX0M9WgQQMz/nlaWpqMHz/+tBpHjx6VTZs2mW1q1aol1atXj7j9zp07Rf903Ck9N+tY7EwIRBII92pgFsezmBm+QCZHjhwx78dIadBllCfzk2E5At4XoHzo/RjFOoX6na7XAMIV56ackV95JNbHtX1/lAttj7D38xfvcmG05b1ot/e+MClEIDgClA+DE+tY5JT3SywU2QcCCKiAZyvSCQ8CCCCAAAIIFE1g3rx5Eu5+3bx4+fLl0rx586LtiFchUESBeF8wLWKyeBkCCCCAAAKBE6BcGLiQey7DlAs9FxIShAACCCCAAAIIIBCFQIkotmVTBBBAAAEEEPCBwKRJk0wqL7nkEirRfRAvkogAAggggAACCMRLgHJhvGTZLwIIIIAAAggggAACCARBgIr0IESZPCKAAAIIBEZAu2n/8MMPTX779OkTmHyTUQQQQAABBBBAAIGcApQLc3rwDAEEEEAAAQQQQAABBBCIVoCu3aMVY3sEEEAAAQQ8LrB06VIpUaKEtGrVSkqWLOnx1JI8GwXowtPGqJInBBBAAAE/ClAu9GPU7Eoz5UK74kluEEAAAQQQQACBoAlQkR60iJNfBBBAAAEEEEAgzgJcMI0zMLtHAAEEEEAAAQR8IkC50CeBIpkIIIAAAggggAACEQXo2j0iCwsRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBIIqQEV6UCNPvhFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEIgpQkR6RhYUIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAkEVoCI9qJEn3wgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACEQWoSI/IwkIEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgaAKUJEe1MiTbwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBiAKlIi4t5oUbNmyQ+fPny6pVq+TYsWPSoEED6d27t9SuXbuYU8bhvSSQkZEhixcvlqVLl0p6erq0aNFCrrrqKmnZsqWXkklaChAgjgUAWb5av+s///xzueiii+Tee++1PLdkDwEEYiXwwQcfyMqVK6V06dJy2223ScOGDfPsmvJkHpJALOC8YkeYKR/aEcdoc0HcoxVjewQQ+Pnnn+Wjjz6STZs2yaFDh+TCCy8014U6d+4cEYfyYUQWaxdyXrErtMTTrngmKjf8PkyUNMdBwHKBkMemUaNGhc4666xQmD3HX5kyZULvvfeex1JLcopLYP369aHzzjsvx3vEec/oe4jJHwLE0R9xikcq9+/fH+rfv7/7GW7cuHE8DsM+EUCgmAScc3I8Dv/tt9+GkpKS3O+PMWPG5DkM5ck8JNYv4LxiT4gpH9oTy2hyQtyj0WJbBPwlEK9y4dixY0Nnn322WyZ0jqOP119/fej48eM5oCgf5uCw/gnnFbtCTDztimcicsPvw0QocwwEgiPgqa7dp0+fLo8++qhkZWVJ165dJVxxLpMnT5Z69erJn3/+KX379pVt27aFy8RMQRbYtWuXXHPNNbJz506pX7++/Otf/5Jp06bJDTfcYFj0PTRlypQgE/ki78TRF2GKSyJnzJgh4YpzPqdx0WWnCNgtcOrUKRk8eLCEi+r5ZpTyZL401q7gvGJPaCkf2hPLaHJC3KPRYlsEEFAB7Zlw+PDhphfLjh07yqRJk+TLL7+UgQMHGqC5c+fK+PHjXSzKhy5FIGY4r9gVZuJpVzwTkRt+HyZCmWMgEDABL90zEO7C3dxJevPNN+dI1o4dO0Lly5c36x5++OEc63gSPIGnn37avBeqVKkSCnfj5QKcPHky1K5dO7Mu3MW7u5wZbwoQR2/GJd6p2rdvn/mMhk+1ofCQHaGhQ4ea57RIj7c8+0cgsQL6Gde/WE/hi6Rmv+FuO0NNmzY187lbpFOejLW6t/fHecXb8Yk2dZQPoxWzY3vibkccyQUC+QnEo1yo1wZ1v5UrVw5lZmbmOPRNN91k1t14443ucsqHLkUgZjiv2BVm4mlXPOOdG34fxluY/SMQTAHPtEg/fPiwGdMoXBB27yDVeZ3CXXhLly5dzPy8efPMI/+CK/Dmm2+azKempkpKSooLUaJECRkyZIh5rncnb9++3V3HjPcEiKP3YpKIFIWH6TDf54sWLZK33npLatWqlYjDcgwEELBAQMfEC180NTmZMGGClC1bNk+uKE/mIbF+AecVu0JM+dCueBY2N8S9sFJshwACjoC2UNWpRYsWUq5cOWexeQwPAWQetScjnSgfGoZA/eO8Yle4iadd8Yx3bvh9GG9h9o9AMAU8U5H+66+/uhGoWbOmO+/MXH311WZ2zZo1ziIeAyjwxx9/yLp160zOr7vuujwCbdu2dZdt2LDBnWfGWwLE0VvxSGRqwr2LyKxZsyTce0QiD8uxEEDAAoHHHntMwneXm6FcnBssc2eL8mRuEfufc16xJ8aUD+2JZTQ5Ie7RaLEtAgg4ApdffrmZXbhwoSxevNhZLOFeC+WLL74wz7XLd50oHxqGwPzjvGJXqImnXfFMRG74fZgIZY6BQPAEPFORnr3y/KeffsoTierVq5tlR44cMeOl59mABYEQ2LNnj5vPcNdc7rwzo61bnRZqv//+u7OYR48JEEePBYTkIIAAAh4XWLlypbz00ktSunRpee655/JNLeXJfGlYgYDnBSgfej5EcUkgcY8LKztFwHqBv/3tb6aHwvAQf3L99ddLeKgfmTlzplxxxRVy/Phxad26tQwaNMg4UD60/u2QI4OcV3Jw+P4J8fR9CMkAAgggYIWAZyrSw+NdS926dQ3q6NGjxemmSRfs3r3bFIgd8WPHjjmzPAZMID093c1xxYoV3fnsMxUqVDBPqUjPruKteeLorXiQGgQQQMDrAoMHDxa9UJqWliYNGzbMN7mUJ/OlYQUCnhegfOj5EMUlgcQ9LqzsFAHrBc455xzR1uht2rQxjW2GDx8u3bt3l/3798sdd9whc+fOdRtZUD60/u2QI4OcV3Jw+P4J8fR9CMkAAgggYIWAZyrSVXPkyJEGdfXq1VK/fn1zJ6leLL3gggtk+vTpZp3+K1WqlDvPTLAEdGwrZypZsqQzm+NRx0rXSS+4M3lTgDh6My6kCgEEEPCiwNSpU+Wbb76R888/X7R794ImypMFCbEeAW8KUD70ZlzinSriHm9h9o+AvQKVKlUy1w1z51B7MtK/7BPlw+wads9zXrErvsTTrniSGwQQQMCvAp6qSO/Xr5+8//770rhxY9MV0w8//CBbt241leodOnQwxlqJrmNdMAVTQO8kdiYdJyfSdOrUKbO4cuXKkVazzAMCxNEDQSAJCCCAgA8EDh06JA8++KBJ6dixYwtVBqQ86YPAkkQEIghQPoyAEoBFxD0AQSaLCMRB4LfffpMrr7xSXnjhBdEh/t544w0zr8NCrl+/Xjp16iQzZsxwj0z50KWwfobzil0hJp52xZPcIIAAAn4V8FRFuiJqV0zr1q2TzMxM+eWXX0THRN+wYYPceuutxrhRo0Z+tSbdMRCoVq2au5cDBw64885MVlaWOF26JycnO4t59JgAcfRYQEgOAggg4FGBV155xQz3c/bZZ8u+fftk4sSJ7t+OHTtMqhctWmSWaY9GzkR50pHgEQH/CFA+9E+sYplS4h5LTfaFQHAE7r77blNhfvHFF4s2wunTp4/8/e9/l1WrVknz5s1Frw3pNgcPHnRRKB+6FFbPcF6xK7zE0654khsEEEDArwKeq0h3IEuXLm3GTNdHnT7++GPz2Lp1a/PIv2AKZC9A/fjjj3kQ9M5jp0t3HRKAyZsCxNGbcSFVCCCAgNcEtm3bZpJ07Ngxue+++3L8/frrr2adlhF13eTJk/Mkn/JkHhIWIOBZAcqHng1NXBNG3OPKy84RsFJAeyf8/PPPTd6efvpp0yLdyWjNmjXdMmFGRkaeLt51O8qHjpadj5xX7Ior8bQrnuQGAQQQ8KuAZyvSs4N+//33MnfuXLOob9++2VcxHzABHQOrVatWJteffvppntzr0AA6NWzYUC677LI861ngDQHi6I04kAoEEEDA6wI9evSQRx55JOKfXijV6dprrzXrddvTTZQnT6fDOgSKX4DyYfHHoDhSQNyLQ51jIuBvgT179rgZyN7i3FmordGdqUSJ01/2pHzoSNnzyHnFnlhqToinXfEkNwgggIBfBU5fokxwrjZu3Gi67cx+2Hnz5knnzp3Nonbt2kn79u2zr2Y+gAI9e/Y0uZ41a5ZMnTrVFdCuXceNG2eea7deTN4WII7ejg+pQwABBLwg0LZtWxk9enTEv5SUFJPEv/71r2b9VVddZZ5TnvRC5EgDAkUToHxYNDe/v4q4+z2CpB+BxArUq1dPKlSoYA46YcIE2b17t5sAHQLwySefNM9LliwpTZs2NfOUD12iQMxwXrErzMTTrniSGwQQQMCPAkmh8OSVhHfq1Enmz58vl156qWjXLTrW5d69e03y6tatK8uWLZMaNWp4Jbmko5gEtHuuDh06yIoVK0wK9EK6/ohau3atnDp1SvSGC22t7vywKqZkctgCBIhjAUCWrtahF5o0aSKHDx82OdQWBDqflJTkdsl37rnnmu9/SwnIFgKBENDPtE7xLGZeeeWV8u2338qYMWNk2LBhrivlSZciEDOcV+wKM+VDu+JZ2NwQ98JKsR0C/hSIR7lQK8tHjBjhguh1xPLly8v//M//uMP9abfv//Vf/2W2oXzoUgVihvOKXWEmnnbFM9654fdhvIXZPwLBFPBURfq///1vGTlypBw9etSNRuXKlSU1NdUUkHWeCQEV0LuM+/fvL19//bU4XXlpF6833HCDvPDCC1KuXDmgfCBAHH0QpBgn8cSJE6Lf5ZmZmfnuWW+kcm6iyncjViCAgKcF4nHBNHeGtZeixYsXy3PPPSdDhgxxV1OedCkCMcN5xb4wUz60L6aFyRFxL4wS2yDgT4F4lQtffvllc0Plli1bcsBcfPHF8tBDD0m/fv3c5ZQPXYrAzHBesSvUxNOueMYzN/w+jKcu+0YguAKeqkjXMBw/fly0EKwtFLUVenJycnCjQ84LFNCWbtpFV5kyZURbpjP5U4A4+jNupBoBBBDITyBeF0yzH0/Hvzxy5IgZNy/7cp2nPJlbhOcI+E+A8qH/YhaLFBP3WCiyDwS8JRDvcqG2Vt2+fbtoV+56HTG/3gkpH3rrfZGo1HBeSZR0Yo5DPBPjzFEQQAABBHIKeK4iPWfyeIYAAggggAACCCDgN4F4XzD1mwfpRQABBBBAAAEEgipAuTCokSffCCCAAAIIIICAHQIl7MgGuUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCA2AlSkx8aRvSCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIWCJARbolgSQbCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAKxEaAiPTaO7AUBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwBIBKtItCSTZQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCIjQAV6bFxZC8IIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAApYIUJFuSSDJBgIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAbASoSI+NI3tBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEELBEgIp0SwJJNhBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEYiNARXpsHNkLAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggIAlAlSkWxJIsoEAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggEBsBKtJj48heEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQsESjl5XzMnz9fPv/8c7nooovk3nvvzTepGRkZsnjxYlm6dKmkp6dLixYt5KqrrpKWLVvm+xpW+F+AuPs/hpoD4mhHHIuai8J+zxd1/7wOAQT8L3Dq1Cl57bXX5NChQxEzk5ycLL169cqzjvNLHpJALOC8YkeY+fzaEcdoc0HcoxVjewQQ2LBhg+i5f9WqVXLs2DFp0KCB9O7dW2rXrh0Rh++ZiCzWL6R8aEeI+fzaEcdE54LPf6LFOR4ClgqEPDjt378/1L9//1CY3Pw1btw431SuX78+dN5557nbOq/Rx1GjRuX7Olb4W4C4+zt+TuqJoyMRvMdovueDp0OOEfC/gFMei0VO1q5dG7Gc5xyjYsWKeQ7D+SUPifULOK/YE2I+v/bEMpqcEPdotNgWAX8JOGW2WKdar/mdddZZecqJZcqUCb333nt5Dsf3TB4S6xdQPrQnxHx+7YllonLC5z9R0hwHgWAIJGk2w4Vaz0wzZsyQwYMHm5blTqLCFemybt0656n7uGvXLmnWrJns2bNH6tevL3379pV69erJm2++KXPmzDHbaQumcKW8+xpm/C9A3P0fQ80BcbQjjkXJRTTf80XZP69BAIHiF0hKSjKJiEUxU1sYNW3aVM455xzTwih37urUqSMPP/ywu5jzi0sRmBnOK/aEms+vPbGMJifEPRottkXAfwKxLBc6uZ8+fbr07NnTPO3atavceeedcvDgQXnqqadky5YtUrZsWQlXvEndunXNNnzPOHLBeaR8aE+s+fzaE8tE5YTPf6KkOQ4CARLw0v0C+/btc+8kDXfFFBo6dKh5nl+L9Kefftqsr1KlSujnn392s3Ly5MlQu3btzLpwF+/ucmbsECDuxNEOgWDmItrv+WAqkWsE/C8QLkqbclgscrJy5Uqzr3BXnYXaHeWEQjFZsxHnFWtCaTLC59eueBY2N8S9sFJsh4A/BWJZLnQEtFyo+7355pudReZxx44dofLly5t14Rst3XV8z7gUgZihfGhXmPn82hXPeOeGz3+8hdk/AsEUKOGlewbC3S9Jly5dZNGiRfLWW29JrVq1Tps8bXmuU2pqqqSkpJh5/VeiRAkZMmSIea7jpm/fvt1dx4z/BYi7/2OoOSCOdsQx2lxE+z0f7f7ZHgEEEOD8Eqz3AOcVu+LN59eueBY2N8S9sFJshwACKnD48GHZtGmTwRg4cGAOlPDQj+a6oi6cN2+eu47vGZciEDOUD+0KM59fu+IZ79zw+c9f+JNPPjE9tyxZsiTiRjqevPbsovVp2afvvvtOxo0bJwMGDJDHHntMPvjgA8nKysq+iTuv9XqPP/649OvXT9LS0uSjjz6SU6dOueuZQcCvAqW8lPDwXaMya9asQiXpjz/+cLt7v+666/K8pm3btu6yDRs2iHb7yeR/AeLu/xhqDoijHXEsSi6i+Z4vyv55DQIIBFuA80vw4s95xZ6Y8/m1J5bR5IS4R6PFtgggoAK//vqrC1GzZk133pm5+uqrZdq0abJmzRqziO8ZRyY4j5QP7Yk1n197YpmonPD5z19ah0WZOnWqNGnSRNauXZtnQ60oD/f6bCrCw708y7Fjx2TYsGEyceLEPNu2adNGtAv9Cy64wF2nDVuff/5597nOPPvss6YSPtzzdI7lPEHAbwKeapEeDZ6Oi+5M4S6dnFn3UVuz65hIOv3+++/ucmb8LUDc/R0/J/XE0ZHgEQEEEECgsALp6enyxBNPmB91r7zyimllpD/ssk+cX7JrMI+AvwT4/PorXrFKLXGPlST7QSA4Atkrz3/66ac8Ga9evbpZduTIEfnzzz+F75k8RCxAwDcCfH59EyoS6gOBO++806Ry3bp1smLFihwpXrZsmalE14W33367Wffkk0+aSnRt5f/MM8+ItmR/4403TC/Suv2gQYPcfWirda1EL1mypHmN7l8r2jt27ChJSUnudswg4FcBT7VIjwZRL6Y6U8WKFZ3ZHI8VKlSQo0ePUpGeQ8XfT4i7v+PnpJ44OhI8IoAAAggUJOD86Dp48KCpRM++fd26dc0dzl27djWLOb9k12EeAX8J8Pn1V7xilVriHitJ9oNAcASqVKkiWgbctm2bjB49Wtq3b+8ODbl7926ZOXOmi6E3XfI943Iwg4DvBPj8+i5kJNjDAp07dxa9GU3PldoyvVmzZm5q3333XTPfokUL02Jdb2LR7tx1mjx5svTq1cvMa0t1bfXfvXt3mT17tugNbQ0bNpQff/zRrG/atKlbwa7z3bp1M8v5h4DfBXzbIl3HRHImvdMl0qRjpet08uTJSKtZ5kMB4u7DoEVIMnGMgMIiBBBAAIGIAvqjTC+SjhkzRl5++WVzJ7T+iCtdurS5gNqjRw/3Rxvnl4iELETAFwJ8fn0RppgnkrjHnJQdIhAIgZEjR5p8rl69WurXry9XXHGFuZCvXcxq17XOVKpUKTOmuvOc64eOBI8I+EOAcoI/4kQq/SGg58DevXubxL7zzjvu2OWhUEjee+89s9xZ/+2330pmZqbozWtOS3Ynl506dRI9v+rkdBFfu3Zt83zlypXy6quviu6TCQGbBHxbka4fYmfS8VIiTadOnTKLK1euHGk1y3woQNx9GLQISSaOEVBYhAACCCAQUeDss8+WRx55xIzNdffdd8vw4cPl7bffFu1KTIfxOX78uIwdO9a8lvNLREIWIuALAT6/vghTzBNJ3GNOyg4RCIRAv3795P3335fGjRubsuAPP/wgW7duNZXqHTp0MAZ6kV9bzfE9E4i3BJm0VIDPr6WBJVvFJtC3b19z7B07dsjChQvN/DfffCP6XCvae/bsaZZt3rzZPGZkZMiFF14oKSkp7p+2ND9x4oS7H53RynVtza4NWlNTU6VRo0am98BDhw6Z7fiHgN8FfFuRXq1aNdf+wIED7rwzk5WV5Xbpnpyc7Czm0ecCxN3nAfy/5BNHO+JILhBAAIHiFNBuyG655RaThDVr1phHzi/FGRGOjcCZCfD5PTM/v76auPs1cqQbgeIX0G5ldZxXbTH3yy+/iI6JvmHDBrn11ltN4vQivk58zxgG/iHgSwE+v74MG4n2sMCll14qLVu2NCnU7t11crp118pw7fpdp71795pH7fFZh1XO/XfZZZeZivNWrVqZ7bTHwAULFsj9999vbmLTLt/T0tLMDW9Ot+9mQ/4h4FMBKyrSI30Y169f73bprl07MdkhkL0ARdz9G1Pi6N/YkXIEEEDASwIVKlTIkRzOLzk4eIKArwT4/PoqXDFLLHGPGSU7QiCwAnrxXsdM10edPv74Y/PYunVr88j3jGHgHwK+FODz68uwkWiPC2ivLjrNmDHD3Iymjzo53brrfJ06dfTBPK5atUoi/WlvMG3atDHb6T+9PjNhwgTZuXOneaxUqZJp6T5gwAB3G2YQ8KuAbyvS9YPo3PHy6aef5vHXLp500nE19Q4ZJjsEiDtxtEOAXCCAAAIInKmAdiW2ZMkSs5vLL7/cPFJOOFNVXo9A8Qnw+S0+++I8MnEvTn2OjYB9At9//73MnTvXZMzpvpbvGfviTI6CI8DnNzixJqeJE9Du2/XmMx0u+cEHH5T09HTTitzp0UVTUq9ePZOg7du3y5YtW6JKnJe8iRoAAEAASURBVLZe15bpU6ZMMa/TSninK/iodsTGCHhIwLcV6WrojNkwa9Yscbqi0OWLFi2ScePG6az06dPHPPLPHgHibkcsiaMdcSQXCCCAQLwFhg4dKp999pnb05AeT3/wDRw4ULQHIp26detmHvUf5xeXghkEfCfA59d3IYtJgol7TBjZCQKBEti4caPs27cvR57nzZsnnTt3NsvatWsn7du3d9fzPeNSMIOA7wT4/PouZCTY4wJVq1aVm266yaTyxRdfNI9aiV6+fHk35XoerV27tpw6dUruuece2b9/v7tOZ7Zt2yZvv/22u+z1118XbdgaCoXcZc55+txzz5VSpUq5y5lBwI8CSeE39/+/u4s5BydPnpQmTZrI4cOHTUoOHjxo5pOSkqRWrVpmmX7wVq9ebeYzMjKkQ4cOsmLFCvM8JSXFdCGxdu1a8yHXD7y2Vs/d7afZmH++FSDuvg1djoQTxxwcgXkS7fd8YGDIKAKWCWjZTadYFDP1buZDhw5J5cqVpUGDBqaMpxdPnfJiamqqTJo0yRXk/OJSBGKG84pdYebza1c8C5sb4l5YKbZDwJ8CsSwXOgI6juv8+fNFx3rVrp/1OqEznqt2875s2TKpUaOGs7nwPeNSBGKG8qFdYebza1c8450bPv+FE549e7Z06dLF3XjOnDnuzWjOQh07XW9k0es6ej2mefPm5nHz5s2yZs0aUzl+/Phxs3n37t1l5syZZqgV7UX6wIED8vXXX5vrN9o4wmn06uybRwT8JuCpinTt4kE/lJmZmfk6agHZKRzrRvqh7N+/v/lgasW7TjVr1pQbbrhBXnjhBSlXrpxZxj+7BIi7HfEkjnbEMZpcFOV7Ppr9sy0CCHhDIJYXTJ999lmZOHFiju7EdP86fM/jjz8ud9xxhzjHc3LP+cWRsP+R84p9Mebza19MC5Mj4l4YJbZBwJ8CTjktFjdYOgL//ve/ZeTIkXL06FFnkbmeqDdYjhgxwsy7K/5vhu+Z3CL2Pqd8aF9s+fzaF9N45YjPf+Fks7KyTItz7dZd69J+++03KVmyZJ4XL1y4UIYMGWIqzrV1ujNpg1bnnKvLvvrqK7nvvvtkw4YNziamXm7QoEEyevRoOeuss9zlzCDgRwFPVaSfCaAWyLV1UpkyZUQ/yEzBECDudsSZONoRR3KBAAIIOALxuGC6Z88e2blzp5QoUULq169fqJslOb84EeERAf8J8Pn1X8xikWLiHgtF9oGAtwTiUS7UHGorOB23VXsp0lboycnJhco43zOFYmIjBDwpwOfXk2EhUT4U0M+S9vin59G0tDQZP378aXOhN65t2rTJbKM9R1evXj3i9nrNRv8qVapkzs06FjsTAjYIWFORbkMwyAMCCCCAAAIIIGCDQLwumNpgQx4QQAABBBBAAIEgCVAuDFK0ySsCCCCAgB8E5s2bJzpMik7Lly833bb7Id2kEYHiEihRXAfmuAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggkBiBSZMmmQNdcsklVKInhpyj+FyAinSfB5DkI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIHA6Ae2m/cMPPzSb9OnT53Sbsg4BBP5PgK7deSsggAACCCCAAAIIxFSALjxjysnOEEAAAQQQQAAB3wpQLvRt6Eg4AggggIClAkuXLpUSJUpIq1atpGTJkpbmkmwhEDsBKtJjZ8meEEAAAQQQQAABBMICXDDlbYAAAggggAACCCCgApQLeR8ggAACCCCAAAII+FmArt39HD3SjgACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQcwEq0mNOyg4RQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBPwsQEW6n6NH2hFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEYi5ARXrMSdkhAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggICfBahI93P0SDsCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQMwFqEiPOSk7RAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDwswAV6X6OHmlHAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIi5ABXpMSdlhwgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACfhYo5eXEz58/Xz7//HO56KKL5N577y0wqdFuX+AO2cAXAsTdF2EqMJHEsUAiKzcg7laGlUwhEFOBU6dOyWuvvSaHDh2KuN/k5GTp1atXxHW6kO+ZfGmsWpGRkSGLFy+WpUuXSnp6urRo0UKuuuoqadmypVX5DEpmiGdQIh05n3xvR3ZhKQII5BXYsGGDKeutWrVKjh07Jg0aNJDevXtL7dq1826cbQnfM9kwAjBLvO0IMuVDO+KY6Fzw+U+0OMdDwE6BpFB48lrW9MT4wAMPyJQpU0zSGjduLOvWrcs3mdFun++OWOErAeLuq3Dlm1jimC+N1SuIu9XhJXMISFJSklGIRTFTy4CXXHJJvqoVK1aUP/74I896vmfykFi7QC+id+zYUXbu3Jknj6NGjZIRI0bkWc4C7woQT+/GJt4p43s73sLsH4HiEYhluTB7DkaPHi3//Oc/JSsrK/tiKVOmjLz55pty22235ViuT/ieyUNi9QLibU94KR/aE8tE5YTPf6KkOQ4CwRDwXIv0GTNmyODBg01LksKEINrtC7NPtvG+AHH3fowKk0LiWBgl+7Yh7vbFlBwhEE+BEydOmN2fc845poVR7mPVqVMn9yLheyYPibULdu3aJddcc43s2bNH6tevL3379pV69eqZC+hz5syRRx99VM477zzp37+/tQY2ZYx42hTN6PLC93Z0XmyNQNAFpk+fbs7x6tC1a1e588475eDBg/LUU0/Jli1bTHmgdevWUrduXZeK7xmXIhAzxNueMFM+tCeWicoJn/9ESXMcBIIj4KkW6b///rtUq1bN6GtXTNpV5/jx4yW/FunRbh+csNqdU+JuR3yJox1xjDYXxD1aMbZHwJ8CsWx5pF11Nm3a1HTV+dNPPxUIwvdMgURWbfDMM8/IQw89JFWqVJHly5dLSkqKyZ8OCXDttdea7t61i/clS5ZYlW9bM0M8bY3s6fPF9/bpfViLgN8FYlkudCwaNmwomzZtkptvvllmz57tLDa90+i6zMxMefjhh+XJJ5806/iecYkCMUO87Qoz5UO74hnv3PD5j7cw+0cgmAIlvJRt7X6pS5cusmjRInnrrbekVq1ap01etNufdmes9I0AcfdNqE6bUOJ4Wh5rVxL3+IX2k08+MS0w8qss0nGhtIWGjh+cffruu+9k3LhxMmDAAHnsscfkgw8+yNM9orO9np8ff/xx6devn6SlpclHH30kWlnFhICXBPie8VI04p8W7bpVp9TUVLcSXZ+XKFFChgwZorPme2/79u1mnn/eFiCe3o5PvFLH93a8ZNkvAnYKHD582FSia+4GDhyYI5PaC41eV9Rp3rx57jq+Z1yKQMwQb7vCTPnQrnjGOzd8/vMX5rph/jasQaAgAU917V6+fHmZNWtWQWl210e7vftCZnwtQNx9HT438cTRpQjUDHGPX7i1e8OpU6dKkyZNZO3atXkOpBXlP//8s6kI19aZx44dk2HDhsnEiRPzbNumTRvTNfYFF1zgrtMKqeeff959rjPPPvusqYQfOnRojuU8QaA4BfieKU79xB77jz/+kHXr1pmDXnfddXkO3rZtW3eZjqsYaRgAdwNmil2AeBZ7CIotAXxvFxs9B0bAlwK//vqrm+6aNWu6887M1VdfLdOmTZM1a9Y4i4TvGZciEDPE254wUz60J5aJygmf//yluW6Yvw1rEChIwFMt0gtKLOsRQAABBBBAILKAjguok1YqrVixIsdGy5YtM5XouvD2228367SbQ61E17t1tas0bcn+xhtvmN5gdPtBgwa5+9BW61qJXrJkSfMa3b+OOdWxY0dxump0N2YGgTgJpKenyxNPPGFuBnnllVdMKyO9IYQpuAI6LrozNWjQwJl1H7V3q7Jly5rn2sUfk7cFiKe340PqEEAAAa8IZK88jzTsT/Xq1U1Sjxw5In/++adXkk06EECgCAKUD4uAxksQyEeA64b5wLAYgUIIeKpFeiHSyyYIIIAAAgggEEGgc+fOoheVdu/ebVqmN2vWzN3q3XffNfMtWrQwLdb1x6h2567T5MmTpVevXmZeW6rr3bvdu3c3Yw3qhSkdY/DHH38063WcaqeCXee7detmlvMPgXgKODdrHDx40FSiZz9W3bp1Tc8IXbt2zb6Y+YAI6M0VzlSxYkVnNsdjhQoV5OjRo0JFeg4WTz4hnp4MC4lCAAEEPCdQpUoV0TLgtm3bZPTo0dK+fXt3aEj9LTRz5kw3zXrTpd44zIQAAv4UoHzoz7iRam8KcN3Qm3EhVf4QoEW6P+JEKhFAAAEEEDitgLYW7927t9nmnXfecccuD4VC8t5775nlzvpvv/1WMjMzRS9COXekOjvv1KmTlCr1n/vsnC7ia9eubVavXLlSXn31VdF9MiGQKAG9mUMvko4ZM0Zefvll04OC3vxRunRpcwG1R48e7s0eiUoTx/GGgI6R6kz6HRhp0rHSdTp58mSk1SzzkADx9FAwSAoCCCDgcYGRI0eaFK5evVrq168vV1xxhbkBWIem0q5rncn5XeM85xEBBPwlQPnQX/Eitd4W4Lqht+ND6rwtQEW6t+ND6hBAAAEEECi0QN++fc22O3bskIULF5r5b775RvS5Fph79uxplm3evNk8ZmRkyIUXXigpKSnun7Y0P3HihLsfndHKdW3NrhVRqamp0qhRI9MK+NChQ2Y7/iEQT4Gzzz5bHnnkERk2bJjcfffdMnz4cHn77bdFhyDQbruPHz8uY8eOjWcS2LdHBfRmIGfS8RMjTadOnTKLK1euHGk1yzwkQDw9FAySggACCHhcoF+/fvL+++9L48aNTVnwhx9+kK1bt5pK9Q4dOpjUayW69rbFhAAC/hWgfOjf2JFybwpw3dCbcSFV3hegIt37MSKFCCCAAAIIFErg0ksvlZYtW5ptp06dah6dbt21MtwZT3Dv3r1mnbbU1O6Qc/9ddtllpuK8VatWZjtt+btgwQK5//77zcUo7fI9LS3NXLhyun03G/IPgQQK6PAFt9xyiznimjVrEnhkDuUVgWrVqrlJOXDggDvvzGRlZblduicnJzuLefSoAPH0aGBIFgIIIOBRAR2Oat26daanrV9++UV0TPQNGzbIrbfealKsN/8yIYCAvwUoH/o7fqTeewJcN/ReTEiRPwSoSPdHnEglAggggAAChRLQ1hk6zZgxw1xU0kednG7ddb5OnTr6YB5XrVolkf60VUebNm3MdvpPxxmeMGGC7Ny50zxWqlTJtHQfMGCAuw0zCCRaQN+XTMEVyH5hLdJNPevXr3e7dNeuXpm8LUA8vR0fUocAAgh4VUBv+tUx0/VRp48//tg8tm7d2jzyDwEE/CtA+dC/sSPl3hXguqF3Y0PKvCtARbp3Y0PKEEAAAQQQiFpAu2/Xi0jazfGDDz4o6enpphW50zJDd1ivXj2z3+3bt8uWLVuiOoa2XteW6VOmTDGv00p4pyv4qHbExgicoYC+75YsWWL2cvnll5/h3ni5HwX0hh6n54xPP/00Txa0y1edGjZsKNrTBpO3BYint+ND6hBAAAE/CHz//fcyd+5ck1Sn+1o/pJs0IoBAZAHKh5FdWIrAmQhw3fBM9HhtUAWoSA9q5Mk3AggggICVAlWrVpWbbrrJ5O3FF180j1qJnn18wHbt2knt2rVFxw6+5557ZP/+/Tkstm3bZsagdha+/vrrZgzCUCjkLJJ9+/aZ+XPPPVd0/EEmBOIlMHToUPnss8/clsV6HL1RZODAgaItjnXq1q2beeRf8AT0IoBOs2bNEmdIC32+aNEiGTdunM5Knz59zCP/vC9APL0fI1KIAAIIeEFg48aN7u8RJz3z5s2Tzp07m6f6e6d9+/bOKh4RQMDHApQPfRw8ku5JAa4bejIsJMrjAknhi+L/f1W8mBN78uRJadKkiRw+fNik5ODBg2Y+KSlJatWqZZbpBfvVq1eb+Wi3L+bscfgYCRD3GEEW826IYzEHoJgOT9wTAz979mzp0qWLe7A5c+a4F5WchTp2uv4g1WJA5cqVpXnz5uZx8+bNouNNa+X48ePHzeY6/uDMmTNNl4na+lPHIv76669NRbxWcjqVVc6+eURAy246xaKYqb0gHDp0yLw/GzRoYN53evHUKS+mpqbKpEmTXHS+Z1yKQMxkZGRIhw4dZMWKFSa/KSkpZiiKtWvXmveKXkjX1uoMA+CPtwPx9EecYp1KvrdjLcr+EPCWQCzLhU7OOnXqJPPnzxcd61W7ftbrhHv37jWrtZv3ZcuWSY0aNZzNzQ2Z0VxvdF/IjC8FOK/4Mmz5JpryYb40rIggwOc/AkqERVw3jIDCIgROI+CpinTtolMv5mdmZuabZC0gO4XjaLfPd6es8JUAcfdVuPJNLHHMl8bqFcQ9MeHNysoyLc61W/eaNWvKb7/9JiVLlsxz8IULF8qQIUNMxbm2TncmrYjSyskRI0aYRV999ZXcd999smHDBmcTKVeunAwaNEhGjx4tZ511lrucGQRUIJYXTJ999lmZOHFijmEIdP/aXffjjz8ud9xxh3s8PTbfM6oQrElv7unfv7+5wUdvxNVJv/tuuOEGeeGFF8z3VbBE/J1b4unv+BUl9XxvF0WN1yDgH4FYlgudXP/73/+WkSNHytGjR51F5nqi8xtGry1mn/ieya5h/zzxti/GlA/ti2m8csTnv3CyXDcsnBNbIeAIeKoi3UkUjwgggAACCCBQdAFtBawtd3X887S0NBk/fvxpd6YXoDZt2mS20R5gqlevHnH7nTt3iv7pOGXa0kPHYmdCIJJAPC6Y7tmzx7z/SpQoIfXr16dyNBJ8wJfpd5/2VlCmTBnRG4KY/C1APP0dP1KPAAIIOALxKBfqvrX3LP29o70U6W+T5ORk55A8IoCApQKUDy0NLNlKuADXDRNOzgF9LkBFus8DSPIRQAABBBDILaDjA2p3hzotX77cdNueexueIxBPgXhdMI1nmtk3AggggAACCCCAQOwFKBfG3pQ9IoAAAgggcCYCXDc8Ez1eG0SBEkHMNHlGAAEEEEDAZgFnvOhLLrmESnSbA03eEEAAAQQQQAABBBBAAAEEEEAAAQQQiEKA64ZRYLEpAmEBKtJ5GyCAAAIIIGCRgHbT/uGHH5oc9enTx6KckRUEEEAAAQQQQAABBBBAAAEEEEAAAQQQKKoA1w2LKsfrgixA1+5Bjj55RwABBBCwUmDp0qWi40i3atVKSpYsaWUeyZS3BejC09vxIXUIIIAAAggggECiBCgXJkqa4yCAAAIIIFA4Aa4bFs6JrRBwBKhIdyR4RAABBBBAAAEEEIiJABdMY8LIThBAAAEEEEAAAd8LUC70fQjJAAIIIIAAAgggEGgBunYPdPjJPAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAbgEq0nOL8BwBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAINACVKQHOvxkHgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgtwAV6blFeI4AAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggEGgBKtIDHX4yjwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCQW4CK9NwiPEcAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQCLRAKS/nfv78+fL555/LRRddJPfee2/EpJ48eVK+/PJL0W137NghVatWlUsuuUTuvPNOOeeccyK+hoV2CGRkZMjixYtl6dKlkp6eLi1atJCrrrpKWrZsaUcGA5aLwnzeA0YSiOwS90CEmUwicEYCp06dktdee00OHToUcT/JycnSq1evHOsoH+bgCNQTzit2hJtyvh1xLGou+BwXVY7XIRA8gQ0bNpjrgatWrZJjx45JgwYNpHfv3lK7du08GJQP85AEZgHnFTtCTfnQjjgmKhe8XxIlzXEQCIZAUig8eS2r+kX3wAMPyJQpU0zSGjduLOvWrcuTzDVr1ki3bt3kp59+yrNOC82zZ8+WZs2a5VnHAv8L6I+ljh07ys6dO/NkZtSoUTJixIg8y1ngTYHCft69mXpSVVQB4l5UOV6HgD8EkpKSTEJjUczUMqDeJJnfVLFiRfnjjz/c1ZQPXYpAzXBesSfclPPtiWW0OeFzHK0Y2yPgD4FYlguz53j06NHyz3/+U7KysrIvljJlysibb74pt912m7uc8qFLEagZziv2hJvyoT2xTEROeL8kQpljIBAsAc+1SJ8xY4YMHjzYtDAuKBTvvvuuqUQ///zzTQG5Ro0aMnfuXHM36q+//ip9+vSRlStXilNoL2h/rPeHwK5du+Saa66RPXv2SP369aVv375Sr14980Npzpw58uijj8p5550n/fv390eGApzKaD7vAWayLuvE3bqQkiEE4ipw4sQJs3/taUhbGOWe6tSpk2MR5cMcHIF4wnnFnjBTzrcnltHmhM9xtGJsj0CwBaZPn26u/ahC165dTa+UBw8elKeeekq2bNlirhO1bt1a6tata6AoHwbv/cJ5xZ6YUz60J5aJyAnvl0QocwwEgifgqRbpv//+u1SrVs1EQS+Ualed48ePl/xapH/22WempfqQIUOkdOnSbvS0EP3RRx+Z55s3bzaVrO5KZnwv8Mwzz8hDDz0kVapUkeXLl0tKSorJk3b9eu2115ru3rWL9yVLlvg+rzZnINrPu80WQcobcQ9StMlrkAWcmxhj0SJdu+ps2rSp6aozUi9EuZ0pH+YWsfs55xW74ks53654FjY3fI4LK8V2CPhTIJblQkegYcOGsmnTJrn55ptNb5TOcu21UNdlZmbKww8/LE8++aRZRfnQEQrGI+cVu+JM+dCueMY7N7xf4i3M/hEIpkAJL2Vbu1/q0qWLLFq0SN566y2pVavWaZN34403yrBhw3JUousLdHx0Z9q2bZszy6MlAtpFl06pqaluJbo+L1GihOhNFTrpuOnbt2838/zzpkC0n3dv5oJURStA3KMVK/z2n3zyiWmBkd9NRDounLbQ0O/H7NN3330n48aNkwEDBshjjz0mH3zwQZ7uEZ3t9fz8+OOPS79+/SQtLc3ctKY3MTEh4CUByodeikb808J5Jf7GiTwC5fxEanvnWHyOYx8LyoWxN2WP3hE4fPiwqUTXFA0cODBHwrR3Qr2uqNO8efPcdZQPXYpAzHBesSvMlA/time8c8P7Jd7C7B+BYAp4qmv38uXLy6xZs844EseOHXP3oa2WmewR0DFQdaxUna677ro8GWvbtq27TMdDyd3dq7uSmWIXiNXnvdgzQgKiEiDuUXFFtbF2bzh16lRp0qSJrF27Ns9rtaL8559/NhXh2muHniv1ZrSJEyfm2bZNmzaiXeFdcMEF7jq9Uen55593n+vMs88+ayrhhw4dmmM5TxDwogDlQy9G5czTxHnlzA29sgfK+V6JROLTwec49uaUC2Nvyh69I6BDOTpTzZo1nVn38eqrr5Zp06aJjote0ET5sCAhf67nvOLPuEVKNeXDSCosy0+A90t+MixHAIEzFfBUi/QzzYzzeu2ySadKlSqZCgVnOY/+F9Bx0Z2pQYMGzqz7qL0YlC1b1jzXrpyYEEAAgaAIOL2x6M1GK1asyJHtZcuWmUp0XXj77bebddrNoVai69362vWVtmR/4403TG8wuv2gQYPcfWirda1EL1mypHmN7l8r2jt27ChOV43uxswgECeB9PR0eeKJJ8zNIK+88oppZZT94mdBh6V8WJAQ6xEoXgHK+cXrz9HtEqBcaFc8yU1OgeyV55GG/alevbp5wZEjR+TPP//M+eJczygf5gLhKQIeE6B86LGAeDw5vF88HiCSh4CPBTzVIj0WjuvXr5eZM2eaXfXs2VPOPvvsWOyWfXhEQC+iO1PFihWd2RyPFSpUkKNHjwoV6TlYeIIAApYLdO7cWfSi0u7du03L9GbNmrk5fvfdd818ixYtzA1m+uNCu3PXafLkydKrVy8zry3V9e797t27m7EG9cKUjjH4448/mvU6TrVTwa7z3bp1M8v5h0A8BZybNQ4ePGgq0bMfq27duqZnhK5du2ZfnGee8mEeEhYg4DkByvmeCwkJ8rEA5UIfB4+kFyigPU9qGVCHchw9erS0b9/eHRpSfws51wR1R3rTpd44HGmifBhJhWUIeEuA8qG34uH11PB+8XqESB8C/hWwqkX6iRMn5J577jFju+odqKNGjfJvZEh5RAEdC8uZtGVkpEnHStfp5MmTkVazDAEEELBSQL8Te/fubfL2zjvviDN2eSgUkvfee88sd9Z/++23kpmZKXoRymmx5KB06tRJSpX6z312ThfxtWvXNqtXrlwpr776qug+mRBIlIDezKEXSceMGSMvv/yy6UFBb/4oXbq0uYDao0cP92aPSGmifBhJhWUIeE+Acr73YkKK/CtAudC/sSPlhRMYOXKk2XD16tVSv359ueKKK8wNwDo0lQ5t4EzO7xrnufNI+dCR4BEBbwtQPvR2fLyWOt4vXosI6UHAHgGrKtLvu+8+Wbx4selmVrv8rFq1qj2RIidGIPuY9zruSaTJqTyqXLlypNUsQwABBKwV6Nu3r8nbjh07ZOHChWb+m2++EX2uF1S1pxadNm/ebB4zMjLkwgsvlJSUFPdPW5rrhSWd9HU6aeW6tmbXG5RSU1OlUaNGphXwoUOHzHr+IRBPAe1d6JFHHpFhw4bJ3XffLcOHD5e3335bdAgCHc7l+PHjMnbs2HyTQPkwXxpWIOApAcr5ngoHibFAgHKhBUEkC/kK9OvXT95//31p3LixKQv+8MMPsnXrVlOp3qFDB/M6rUTX3rYiTZQPI6mwDAHvCVA+9F5MvJwi3i9ejg5pQ8DfAtZUpGsXtS+99JKJhl5MLaiLT3+HLbipr1atmpv5AwcOuPPOTFZWltule3JysrOYRwQQQCAQApdeeqm0bNnS5HXq1Knm0enWXSvDnfEE9+7da9ZpDx46TEbuv8suu8xUnLdq1cpspy1/FyxYIPfff7+5GKVdvqelpZkLV06372ZD/iGQQAEdvuCWW24xR1yzZk3EI1M+jMjCQgQ8KUA535NhIVE+FqBc6OPgkfRCCehwVOvWrTM9bf3yyy+iY6Jv2LBBbr31VvN6vfk30kT5MJIKyxDwpgDlQ2/Gxaup4v3i1ciQLgT8L2BFRbp2M/vggw+aaOhF/qFDh/o/MuQgokD2E2Kkyhsd48rp0l279GJCAAEEgiagrTN0mjFjhrmopI86Od2663ydOnX0wTyuWrVKIv1pq442bdqY7fRfhQoVZMKECbJz507zWKlSJdNifcCAAe42zCCQaAF9X+Y3UT7MT4blCHhTgHK+N+NCqvwtQLnQ3/Ej9YUT0Jt+dcx0fdTp448/No+tW7c2j9n/UT7MrsE8At4XoHzo/Rh5KYW8X7wUDdKCgF0Cvq9I15Z22s2njtfav39/GT9+vF0RIjc5BLTixmkh+emnn+ZYp0+0ay+ddDxVbVHJhAACCARNQLtv14tIOvyF3mSWnp5uWpE7LTPUo169eoZl+/btsmXLlqiItPW63rQ2ZcoU8zqthHe6go9qR2yMwBkK6PtuyZIlZi+XX355jr1RPszBwRMEfCFAOd8XYSKRPhOgXOizgJHcMxb4/vvvZe7cuWY/zvAGzk4pHzoSPCLgHwHKh/6JlRdSyvvFC1EgDQjYKeDrivQvvvhC7rrrLtExsXv06CGTJ08246PbGSpy5Qg4Y/zOmjVLnK6Ldd2iRYtEu+jSqU+fPuaRfwgggEDQBKpWrSo33XSTyfaLL75oHrUSPfv4gO3atZPatWub8+c999wj+/fvz8G0bds2Mwa1s/D11183NyrpTWvOtG/fPjN77rnnio4/yIRAvAS0p6HPPvvM7XFGj6M3igwcOFC0JxqdunXrZh71H+VDl4IZBHwnQDnfdyEjwR4XoFzo8QCRvCILbNy4UZzfI85O5s2bJ507dzZP9fdO+/btnVWUD10JZhDwnwDlQ//FrDhTzPulOPU5NgL2CiSFL4r//1XxYs6ndsndpEkTOXz4sEnJwYMHzXxSUpLUqlXLLNML9qtXrzbzV199tdsSSRfoWK+5J+3eaevWrbkX89zHAhkZGdKhQwdZsWKFyUVKSorpcnjt2rWmUkh/MGlr9dN19+rj7FuT9Gg/79ZkPOAZIe6JeQPMnj1bunTp4h5szpw57kUlZ6G2yNAfGFoMqFy5sjRv3tw8bt68WXS8aa0cP378uNlcxx+cOXOm6TJRewU5cOCAfP311+Y7Vys5nZuYnH3ziICW3XSKRTFTe0E4dOiQeX82aNDAvO/04qlTXkxNTZVJkya56JQPXYpAzHBesSvMlPPtimdhc8PnuLBSRduOcmHR3HhV7ARiWS50UtWpUyeZP3++XHrppaJd+ep1wr1795rVeh1w2bJlUqNGDWdzoXzoUgRihvOKXWGmfGhXPOOdG94v8RZm/wgEVEAr0r0yZWVlhcIt5rRiP9+/cAHZTe6NN96Y73bOPsIt7tztmbFHIHxSDHXt2jUUvrjuvgdq1qwZCo8BF8rMzLQnoxbnJNrPu8UUgcoacU9MuMMV4KHwhSPz/ajfjeEusCMeeMGCBaFwl9ih8I1o7nepnj/DNyiFRo0a5b7myy+/DDVq1CjHNuXKlQuFu44P6bGYEMgt4JTDci8vyvMJEyaEwsMR5Hj/hS/Ihi6++OLQtGnTQuGeiXLslvJhDg7rn3BesS/ElPPti2lBOeJzXJDQma2nXHhmfrz6zAViWS50UvPMM8+EypYtm6N8GL45ODRs2LCQnkdyT5QPc4vY/Zzzin3xpXxoX0zjmSPeL/HUZd8IBFPAUy3Sw4VrJgSiEgh/bEVbpZUpU0a0ZToTAggggMB/WgFry10d/zwtLU3Gjx9/WpajR4/Kpk2bzDbaA0z16tUjbr9z507RPx13Slt66FjsTAhEEohHy6M9e/aY95/2QFS/fn0J38wR6dAsQwABSwQo51sSSLJR7AL6WaJcWOxhCHQC4lEuVFDtPUt/72gvRfrbJDk5OdDOZB6BIAhQPgxClGOXR94vsbNkTwgEXYCK9KC/A8g/AggggIB1Ajo+oHZ3qNPy5ctNt+3WZZIMeVogXhdMPZ1pEocAAggggIAHBSgXejAoAUsS5cKABZzsIoAAAggggAAClgnkHVTcsgySHQQQQAABBIIm4IwXfckll1CJHrTgk18EEEAAAQQQQCCbAOXCbBjMIoAAAggggAACCCCAAAJRClCRHiUYmyOAAAIIIOBlAe2m/cMPPzRJ7NOnj5eTStoQQAABBBBAAAEE4ihAuTCOuOwaAQQQQAABBBBAAAEEAiFA1+6BCDOZRAABBBAIksDSpUtFx5Fu1aqVlCxZMkhZJ68eEaALT48EgmQggAACCARegHJh4N8CxQ5AubDYQ0ACEEAAAQQQQAABBM5AgIr0M8DjpQgggAACCCCAAAJ5BbhgmteEJQgggAACCCCAQBAFKBcGMerkGQEEEEAAAQQQsEeArt3tiSU5QQABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCIgQAV6TFAZBcIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAvYIUJFuTyzJCQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIBADASoSI8BIrtAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEELBHgIp0e2JJThBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEYiBARXoMENkFAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggIA9AlSk2xNLcoIAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggEAMBKtJjgMguEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTsESjl5azMnz9fPv/8c7nooovk3nvvjZjUrKwss82iRYtk165dUqVKFWncuLHcddddUrFixYivYaH/BU6ePClffvml6Htkx44dUrVqVbnkkkvkzjvvlHPOOcf/GQxQDjIyMmTx4sWydOlSSU9PlxYtWshVV10lLVu2DJBCcLNamO/54OqQcwQQUIFTp07Ja6+9JocOHYoIkpycLL169cqxjvJhDo5APeG8Yke4KR/aEcei5oLPcVHleB0CwRPYsGGDuS60atUqOXbsmDRo0EB69+4ttWvXzoNB+TAPSWAWcF6xI9SUD+2IY6Jzwec/0eIcDwE7BZJC4clrWdMT4wMPPCBTpkwxSdOK8XXr1uVJ5urVq6Vr166ydevWPOv0ouqcOXOkefPmedaxwN8Ca9askW7duslPP/2UJyP6Y2n27NnSrFmzPOtY4D0B/dHbsWNH2blzZ57EjRo1SkaMGJFnOQvsECjs97wduSUXCARPICkpyWQ6FsVMLQPqzXL5TXrj5B9//OGupnzoUgRqhvOKPeGmfGhPLKPNCZ/jaMXYHgF/CMSyXJg9x6NHj5Z//vOfohXk2acyZcrIm2++Kbfddpu7mPKhSxGoGc4r9oSb8qE9sUxUTvj8J0qa4yAQDAHPtUifMWOGDB482LRMLSgEM2fONJXoTZs2NS3QzzvvPFm4cKFMmjRJ9uzZI6mpqfLDDz8UtBvW+0zg3XffNZXo559/vvlhVKNGDZk7d665C/nXX3+VPn36yMqVK8X5seaz7AUmudqDxDXXXGM+q/Xr15e+fftKvXr1zA9evQnm0UcfFf1M9+/fPzAmQcloNN/zQTEhnwggkL/AiRMnzErtcUZbGOWe6tSpk2MR5cMcHIF4wnnFnjBTPrQnltHmhM9xtGJsj0CwBaZPn26uGaiCNrDR3gkPHjwoTz31lGzZssVcX2jdurXUrVvXQFE+DN77hfOKPTGnfGhPLBOVEz7/iZLmOAgER8BTLdJ///13qVatmtHXC6Xaqnz8+PGmq/ZILdIXLFhgunPv2bNnjogNGjRI/vu//9ss04J0hQoVcqznib8FPvvsM9NDwZAhQ6R06dJuZvTH00cffWSeb9682VTKuiuZ8ZzAM888Iw899JAZjmH58uWSkpJi0qhd+F577bWmu3ft4n3JkiWeSzsJKrpAtN/zRT8Sr0QAgeIUcG5mi0WLdO2qU2+a1K46I/VGkzuflA9zi9j9nPOKXfGlfGhXPAubGz7HhZViOwT8KRDLcqEj0LBhQ9m0aZPcfPPNpldCZ7n2dqfrMjMz5eGHH5Ynn3zSrKJ86AgF45Hzil1xpnxoVzzjnRs+//EWZv8IBFOghJeyrd0vdenSRXS887feektq1ap12uRpZVvuSnR9wV/+8hf3dQcOHHDnmbFD4MYbb5Rhw4blqETXnOkdyM60bds2Z5ZHjwpoV2s6ac8RTiW6Pi9RooToTRI66bjp27dvN/P8s0Mg2u95O3KdmFx88sknpgVGfjef6LhQ2kJDP1fZp++++07GjRsnAwYMkMcee0w++OCDPN0jOtvr+fnxxx+Xfv36SVpamrl5SW9+YULASwKUD70UjfinhfNK/I0TeQTKh4nU9s6x+BzHPhaUC2Nvyh69I3D48GFTia4pGjhwYI6Eaa92el1Rp3nz5rnrKB+6FIGY4bxiV5gpH9oVz3jnhs9//sKUD/O3YQ0CBQl4qmv38uXLy6xZswpKc4HrnUoC3Z92/80UDIFjx465Ga1SpYo7z4z3BHQsW6eXieuuuy5PAtu2besu03GQcnfb665kxncCsfqe913GE5Bg7d5w6tSp0qRJE1m7dm2eI2pF+c8//2wqwrW3B/3O1JuSJk6cmGfbNm3aiHaFdcEFF7jr9AaX559/3n2uM88++6yphB86dGiO5TxBwIsClA+9GJUzTxPnlTM39MoeKB96JRKJTwef49ibUy6MvSl79I6ADunnTDVr1nRm3cerr75apk2bJmvWrHGX5TdD+TA/GX8v57zi7/hlTz3lw+wazBdGgM9//kqUD/O3YQ0CBQl4qkV6QYktaL1WCmiruldeecVs+o9//MO0bi3oday3Q0C7fNepUqVKpiLJjlzZmYs9e/a4GdOuenNP2htF2bJlzWLtkocJAQQKFnB65dCbVFasWJHjBcuWLTOV6Lrw9ttvN+u0m0OtRNe7dbWrNG3J/sYbb5jeYHR7HSbFmbTVulailyxZ0rxG968V7R07dhSnq0ZnWx4RiJdAenq6PPHEE+ZmEC3raSuj7DfR5Xdcyof5ybAcAW8JUD70VjxIjb8FKBf6O36k/vQC2SvPIw37U716dbODI0eOyJ9//hlxZ5QPI7KwEAHPCVA+9FxISJCPBeJZPtThlblu6OM3B0kvUMBTLdILTG2EDb766isZPHiwuZD622+/yYkTJ8xWI0aMMBdbI7yERRYKrF+/XmbOnGlypt39n3322Rbm0p4saWWIM1WsWNGZzfFYoUIFOXr0qFCRnoOFJwjkK9C5c2fRi0q7d+82LdObNWvmbvvuu++a+RYtWpgbjfTHqN54ptPkyZOlV69eZl5bquvdu927dzdjDeqFKR1j8McffzTrdZxqp4Jd57t162aW8w+BeAo4N2voDzMdWiD7VLduXdMzQteuXbMvFsqHOTh4goAvBCgf+iJMJNInApQLfRIoklkkAe2BUMuAOqTf6NGjpX379u7QkPpbyLk2pDvXCnO9cVgnyoeGgX8I+EqA8qGvwkViPS4Qz/KhDruiE9cNPf4mIHlFFvB9i3QdA33jxo3yyy+/uJXoqvH222+L00K5yDq80BcCevPEPffcY8b01TuPR40a5Yt0BzmRzslVDbSFa6RJx0rX6eTJk5FWswwBBHIJ6Gepd+/eZuk777wjztjloVBI3nvvPbPcWf/tt99KZmam6EUo545UZ3edOnWSUqX+c5+d00V87dq1zeqVK1fKq6++KrpPJgQSJaA3c+hF0jFjxsjLL79selDQmz9Kly5tLqD26NHDvdnDSRPlQ0eCRwT8I0D50D+xIqXeF6Bc6P0YkcIzExg5cqTZwerVq6V+/fpyxRVXmBuAdWgq7brWmZzfNfqc8qGjwiMC/hGgfOifWJFS7wvEs3zoNGrkuqH33weksGgCvq9I11ZzeoepVghoy7mXXnrJjIuud6Z26dLFdFVbNBpe5ReB++67TxYvXmy6F9auXqtWreqXpAc2ndnHsNfxjiJNTiVg5cqVI61mGQIIRBDo27evWbpjxw5ZuHChmf/mm29En2uBWXvs0Gnz5s3mMSMjQy688EJJSUlx//TuUad3F32dTlq5rq3Z9caW1NRUadSokWkFfOjQIbOefwjEU0B/kD3yyCMybNgwufvuu2X48OHmhkkdgkCHATl+/LiMHTs2RxIoH+bg4AkCvhCgfOiLMJFIHwlQLvRRsEhq1AL9+vWT999/Xxo3bmzKgj/88INs3brVVKp36NDB7E8r0bW3LWeifOhI8IiAfwQoH/onVqTUHwLxKh/qZ5Xrhv54D5DKogn4viJds60tksqVKyc61rK2TNYxM7XrJq2IGz9+fNFkeJUvBLRrYr15Qie9iJ67a1dfZCKAiaxWrZqba70rPPeUlZXldumenJycezXPEUAgH4FLL71UWrZsadZOnTrVPDrdumtluDOe4N69e8067flBh1fI/XfZZZeZAnCrVq3MdnqeXbBggdx///3mYpTeuJaWlmYuXDndvpsN+YdAAgV0+IJbbrnFHHHNmjV5jkz5MA8JCxDwtADlQ0+Hh8T5UIByoQ+DRpKjEtCK8XXr1pmGNdpLpY6JvmHDBrn11lvNfvTm39wT5cPcIjxHwNsClA+9HR9S5z+BeJUP9foi1w39934gxYUXsKIiPXd2L774YmnevLlZ/PPPP+dezXNLBLR74QcffNDkRit3hg4daknO7M9G9oJwpEo4HfPe6dJdu2ZjQgCBwgto6wydZsyYYS4q6aNOTrfuOl+nTh19MI+rVq2SSH/aqqNNmzZmO/1XoUIFmTBhguzcudM8VqpUybR0HzBggLsNMwgkWkDfl4WdKB8WVortECgeAcqHxePOUe0WoFxod3zJ3X8EtHJcx0zXR50+/vhj89i6dWvzeLp/lA9Pp8M6BIpfgPJh8ceAFNgnQPnQvpiSo/gLWFmRri3Rd+/ebfScyoL4U3KERApoC0vt3lXH6e3fvz89DyQSPwbH0go4p6Xrp59+mmeP2kWbTjourraMZUIAgcILaPftehFJh03Qm43S09NNK3KnZYbuqV69emaH27dvly1bthR+5+EttfW63rw0ZcoU8zqthHe6go9qR2yMwBkK6PtuyZIlZi+XX355gXujfFggERsgUKwClA+LlZ+DWypAudDSwJKtfAW+//57mTt3rlnvdF+b78bhFZQPT6fDOgSKX4DyYfHHgBTYJ0D50L6YkqP4C/i6Ir19+/YycuRI2bVrlyul46XrGJpOS/Rrr73WXceMHQJffPGF3HXXXeYHT48ePWTy5MlmfHQ7checXDhjNc+aNUucLqg194sWLRLtsl+nPn36mEf+IYBA4QWqVq0qN910k3nBiy++aB61Ej37+IDt2rWT2rVrm+9RHRJl//79OQ6wbds2Mwa1s/D11183YxDqzUvOtG/fPjN77rnnio4/yIRAvAS0x5nPPvvM7alEj6M3igwcOFC0BxOdunXrZh71H+VDl4IZBHwnQPnQdyEjwR4XoFzo8QCRvCILbNy4UZzfI85OdJjHzp07m6f6e0fLhM5E+dCR4BEB/wlQPvRfzEixtwXiUT7URq3aMI7rht6OPakrukBS+M39/1fFi76fmLxSu3Ju0qSJHD582Ozv4MGDZj4pKUlq1apllukF+9WrV5v5888/33Qxq2Mw6PjolStXlk2bNrkVAldeeaWplOMCf0zC45mdXH311W4LNE2Uxj/3pN16bd26NfdinntIICMjQzp06CArVqwwqUpJSTFdR69du9ZU7ukPX22tHk23vR7KHknJRyDa7/l8dsPiAgRmz54tXbp0cbeaM2eOe1HJWag9e+gPUi0G6PlTh0TRx82bN4uON63nzuPHj5vNdfzBmTNnmi4TtTeJAwcOyNdff20+q1rJ6dz84uybRwS07KZTLIqZ2gvCoUOHzPtTy3vackgvnjrlxdTUVJk0aZKLTvnQpQjEDOcVu8JM+dCueBY2N3yOCytVtO0oFxbNjVfFTiCW5UInVZ06dZL58+eLjvWqXT/rdcK9e/ea1Xo9aNmyZVKjRg1nc6F86FIEYobzil1hpnxoVzzjnRs+/4UTjnX5UK/n6zlZz8FcNyxcDNjKZwJake6VKSsrKxRuMacV+/n+hQvIbnK/+uqrULgiLnTWWWfl2D5c2R4Kt1QPhS+wutsyY4/AjTfemCPekd4v4ZaW9mTY4pyEC8Ohrl27hsKVJG5Ma9asGQqP1RLKzMy0OOfBzVq03/PBlTqznIcrwEPhC0fmc6WfqXAX2BF3uGDBglC4S+xQ+IYk9zOo36nhG1tCo0aNcl/z5Zdfhho1apRjm3LlyoXCXceH9FhMCOQWcM7NuZcX5fmECRNC4eEIcrz/whdkQ+ExLUPTpk0LhSvWc+yW8mEODuufcF6xL8SUD+2LaUE54nNckNCZradceGZ+vPrMBWJZLnRS88wzz4TKli2bo3wYvik4FO6hMqTnkdwT5cPcInY/57xiX3wpH9oX03jliM9/4WRjXT4M93TJdcPC0bOVTwU81SI9XLgu0nTkyBHRcV61ZZLe9VK9evUi7YcXIYBA8QiEvz9N68IyZcqItkxnQgCBMxPQz5S23NXxz9PS0mT8+PGn3eHRo0dNjy66kfYAk995dOfOnaYnGB2nTM+3OhY7EwKRBOLR8mjPnj1uT0T169eX8M0ckQ7tLqN86FIwg4AvBSgf+jJsJNqDApQLPRiUgCUpHuVCJQxXApjfO861wOTk5AJlKR8WSMQGCHhagPKhp8ND4nwkQPnQR8EiqZ4QsKIi3ROSJAIBBBBAAAGPCOj4gNrdoU7Lly833bZ7JGkkIyAC8bpgGhA+svm/7N0JlBRFtvDxS4MCyo5sagNKg2zKJjCjgANyxOdTwYc7yPLgCQzI2Igzg8ugHlAZBfTJHFTcxgUFQQFFEQZQEEZ0RHZQFgUEbUBAmn2rL2+8L3O6uquXomvJjPrHOXRlZWZlRvxuFRWVkRGBAAIIIIBAzASoF8aMkgOdoQD1wjOE42UIIIAAAgjESYD6YZxgOay1Anknl7a2qBQMAQQQQACB1BBw54tu0qQJjeipEXJKiQACCCCAAAIIRBSgXhiRhZUIIIAAAggggEDKClA/TNnQU/AzFKAh/QzheBkCCCCAAAJ+FNBh2t9//32TtV69evkxi+QJAQQQQAABBBBAIAEC1AsTgMwpEEAAAQQQQACBAAlQPwxQsMiqbwQY2t03oSAjCCCAAAIIxEZg6dKlkpaWJq1bt5aSJUvG5qAcBYEoBBjCMwosdkUAAQQQQCCOAtQL44jLoYskQL2wSEzshAACCCCAQMIEqB8mjJoTWSJAQ7olgaQYCCCAAAIIIICAXwS4YOqXSJAPBBBAAAEEEEAguQLUC5Prz9kRQAABBBBAAAEEiifA0O7F8+PVCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAKWCdCQbllAKQ4CCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQPEEaEgvnh+vRgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCwTICGdMsCSnEQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBIonQEN68fx4NQIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIICAZQI0pFsWUIqDAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIFA8ARrSi+fHqxFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEELBOgId2ygFIcBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHiCZQq3svj++qFCxfKxx9/LBdffLEMHDiwSCd77733ZOXKlXL22WfLLbfcIg0aNCjS69gpuAJn8j4Jbmnty/m+fftk8eLFsnTpUsnKypKWLVvKFVdcIa1atbKvsJTICJw6dUrmzZsn+tndsWOHVK1aVZo0aSJ33nmnlCtXDiUEEEAgTOD06dPyyiuvSHZ2dth690n16tWlR48e7tOIj9QPI7JYuZJ6oR1hpX5oRxyjLQVxj1aM/RFAYMOGDeZ35apVq+TYsWNSv3596dmzp6SnpxeKQ/2wUKLA78D3SuBDGFYA4hnGwZMCBE6cOGHalBYtWiQ//fSTVK5cWRo1aiR33XWXVKhQoYBXsgkBBBCILFAi5KTIm5K3Vr8Y77vvPnn11VdNJvQ/unXr1hWaoWXLlslvf/tbcYv01FNPyfDhwwt9HTsEU+BM3yfBLK2dudYfvVdffbXs3LkzTwFHjRolDz74YJ71rAi2wJo1a6R79+79taIBAABAAElEQVTy3Xff5SmIXuyYNWuWNG/ePM82ViCAQLAESpQoYTLs1smKk3utA+rNNvkl/SH866+/5rdZqB/mS2PVBuqF9oST+qE9sYymJMQ9Gi32RSBYArGsF+Ys+ejRo+XRRx8VbTDJmcqUKSOvv/666VyTc33OZeqHOTXsXOZ7xa64Ek+74hnP0qxevVq6desmW7ZsyXMavQl/zpw50qJFizzbWIEAAggUJOC7HunTpk2TIUOGmJ6pBWU89zbtraSvi8UF29zH5rn/BM70feK/kqRujvSOwKuuukp27dolGRkZ0rt3b6lXr575wauVmoceekjOP/986du3b+oiWVjyKVOmmEb0Cy64wFzYqFGjhsydO9f0Iti+fbv06tXLjCriXmyxkIAiIYBAlAInT540r9ARK7SHUe5Uu3bt3Ku859QPPQqrF6gX2hNe6of2xDKakhD3aLTYFwEEVOCdd94x1wx0WRtMdHSzAwcOyBNPPCGbN2821xfatGkjderU0V3CEvXDMA4rn/C9YldYiadd8Yx3aaZPn24a0Zs1a2Z6oOu15c8++0wmTZpkrkH3799fvv7663hng+MjgIBtAk7Ds2/Snj17tHe8+edcKA0NGzbMLDs90gvNo/Ofodn3oosuCjn/UZplp0d6oa9jh+AJFOd9ErzS2pvjJ5980nxOneF1Qt9//71XUGfY71D79u3NNmeId289C3YIzJ49O6T/NzvD7oUVqGvXribm+h2wadOmsG08QQCB4Am49blY5NyZssf8/+AM1Rn14agfRk0WuBdQLwxcyArMMPXDAnms3UjcrQ0tBUPACMSyXuiSar1Qj3vDDTe4q8yjM3VY6NxzzzXbRowYEbbNfUL90JWw95HvFbtiSzztime8S+NM9RWaPHlyntP8/ve/9647Ojde5dnOCgQQQKAggTSn4umbpMMvOY0povNXvPHGG1KrVq0i5U2HcnQqyGbf8ePHS9myZYv0OnYKpsCZvk+CWVp7c61DrWnSOwHr1q1rlvVPWlqaDB061DzXedO3bdvmbWMh+ALXXXedmXLj7LPPDiuM9iBw09atW91FHqMQ+PDDD00PjCVLlkR8lc4brD009HOVM3355ZcyduxY6devnzz88MOicwXmHh7R3V+/n0eOHCl9+vSRzMxMmTlzpmiPDhICfhSgfujHqMQ+T9QLY2+azCNSP0ymfvLOTdyTZ8+ZEQiiwMGDB2Xjxo0m64MGDQorgvY81OuKmubPnx+2TZ9QP8xDYuUKvlfsCivxtCue8S7N7373O7njjjvynOY3v/mNt27//v3eMgsIIIBAUQR8NbS7c9eozJgxoyj5DttHL/w7vVHk2muvNRVm5061sO08sUvgTN8ndikEuzQ6l63OeaupY8eOeQpz5ZVXeut0HqSChu31dmQh0AJOD3Uv/84oBd4yC0UX0OEN33rrLWncuLGsXbs2zwu1odwZ/cE0hDujPYiaDx8+XCZMmJBn37Zt24oOlXzhhRd62/QGl+eee857rgvPPPOMaYR3RpAJW88TBPwgQP3QD1GIfx6oF8bfOFFnoH6YKGl/nYe4+yse5AaBIAjolGBuqlmzprvoPbZr106c3oiyZs0ab527QP3QlbD3ke8Vu2JLPO2KZzJL43Yq0d+POt0kCQEEEIhGwFc90qPJuLuvM9ynPP/886K9G5999ll3NY8IIOBjAZ0X3U3OkGzuoveoo1G4I0v88ssv3noW7BX46KOPTOEqVqxoGoLtLWn8Sub26tebVFasWBF2omXLlplGdF156623mm2PP/64aUTX3pxjxowR7cn+97//3YwGo/sPHjzYO4b2WtdG9JIlS5rX6PG1of3qq68W5rP3mFiIs0BWVpY89thj5maQF1980fQyynkTTs7TUz/MqcEyAsEQoH4YjDjFOpfEPdaiHA8B+wVyNp5/9913eQpcrVo1s+7w4cNy9OhRbzv1Q4/C6gW+V+wKL/G0K57JKI1eM9BRGPUagqY//OEPZjTUZOSFcyKAQHAFfNUj/UwYhwwZIs6cyqZXXYMGDc7kELwGAQQSLKCNIW6qUKGCuxj2WL58eTly5IjQkB7GYuWT9evXy/Tp003ZdPil0qVLW1nOeBeqS5cuoheVfv75Z9MzvXnz5t4pp0yZYpZbtmxpblTQH6P6Q0LTSy+9JD169DDL2lNd7869+eabZdasWaIXpvS79ZtvvjHbmzVr5jWw63L37t3Nev4gEE8B92YNZx4z04ie81x16tQxIyN069Yt52qhfhjGwRMEAiFA/TAQYYp5Jol7zEk5IALWC+gIZloH1CnBRo8eLR06dPCmhtTfQu5vS4XQBhS9cVgT9UPDYP0fvlfsCjHxtCueiSrNP/7xD/N/vn4H/Pjjj3Ly5Elz6gcffNDcnJ+ofHAeBBCwRyDQPdJ1CNvPP//cDMehwzOREEAgGAI6p5mbtIdrpKRzpWvSG2VI9gpoZXbAgAFmTm7tOTBq1Ch7CxvnkulnqWfPnuYsb7/9tjd3eSgUkqlTp5r17vYvvvhCDh06JHoRyu3J7mavc+fOUqrU/91n5w4Rn56ebjZrL46XX35Z9JgkBBIloDdz6EXSp556Sl544QUzgoLe/KGjEekF1Ntuu8272UPzRP0wUZHhPAjEVoD6YWw9g3I04h6USJFPBPwl8Mgjj5gMrV69WjIyMuTyyy83NwDr1FQ65ZWb3N811A9dEfsf+V6xK8bE0654Jqo0Ogf6t99+Kz/88IPXiK7nfvPNN8UdETNReeE8CCBgh0BgG9Kzs7Pl/vvvN1F4+umnTQ86O0JCKRCwXyDnHNg631GkdPr0abO6UqVKkTazzhKBe+65RxYvXmyGB9dhlqpWrWpJyZJTjN69e5sT79ixQz777DOzrDec6XNtaNce/5o2bdpkHvft2ycXXXSR1K1b1/unPc3du3X1dZq0cV17s+uNLf3795eGDRuaXsD6XUxCIN4COkrFAw88YEYfuvvuu+WPf/yj+QGsUxDoNCDHjx8XrQtqon4Y72hwfATiJ0D9MH62fj4ycfdzdMgbAv4V6NOnj7z77rvSqFEjUxf8+uuvZcuWLaZRvVOnTibj2oiuo21RP/RvHOORM75X4qGavGMSz+TZB/nMOsqi9kbXDiQ60qJOC6zzouuN+F27djVTGwa5fOQdAQQSLxDYod21weWnn34yQwDv2bPHzNnq8rkX/hctWmSGcLrqqqvk0ksvdTfziAACSRY477zzvBzoXYK504kTJ7wh3atXr557M88tEdChxbUyq0kbwXIPzWxJMRNajKZNm0qrVq1ELyRpr4uOHTuKO6y7Noa78wnu3r3b5EtHfog0vYJ+Z5511lnSunVrs5/2/P3000/lL3/5i0yaNMn8EMnMzDRx++CDD6RFixYJLScnQ0AFdPqCG2+80bzH16xZY1CoH/LeQCC4AtQPgxu74uScuBdHj9cikNoC2lCi//SmSr0+WKtWLTNi0YQJE2TBggXm5l8Von6YWu8TvlfsijfxtCueiSyNXsfSf/Xr1zf/fve735lrCEePHpVx48bJlVdemcjscC4EEAi4QGAb0vUOIk16d5H2aIyU9OK+/hs6dKg8++yzkXZhHQIIJEEgZ0VY517Wnq45k86Z7Q7prkOzkewT0OHB3VFF7r33Xhk2bJh9hUxSibR3hjakT5s2zXz36aMmd1h3Xa5du7Y+mMdVq1aZ5cL+lC9fXsaPHy+PPvqovPLKK6LDKeqNa/369ZPly5cX9nK2IxAXAX1f5kzUD3NqsIxAsASoHwYrXrHKLXGPlSTHQSB1BbShROdMd5NeB9TUpk0b80j90DCkzB++V+wKNfG0K57JLM0ll1xiOoH885//lO+//z6ZWeHcCCAQQIHANqTrfJi5L566/nqB/+effxa90+iKK66Q//zP/3Q38YgAAj4QqFixounp+tVXX8ns2bNNQ1zObOkQbZp0XlxGk8gpY8ey9pDW4Zl1nu2+ffuaO0HtKJk/SqHDt993332i0ybozQpZWVlmSMObbrrJy2C9evXM8rZt22Tz5s3iPvd2KGBBe7DrzQ96seq//uu/RBvidSh4d/7BAl7KJgRiKqDvuyVLlphjXnbZZeaR+mFMiTkYAgkVoH6YUG7fnIy4+yYUZAQBKwT0GsPcuXNNWdxpr6gfWhHaIheC75UiUwViR+IZiDAFIpM6hai2F2lyO5cEIuNkEgEEfCEQ2IZ0HX4jvyE4dAgn/Y9RG9CHDx/uC2gygQAC4QLa2Kc/cmfMmGGGoO7Ro4fZQadk0CG/NfXq1cs88scegU8++UTuuusu0QqsXtB46aWXzPzo9pQw+SXReeavv/56ee+992TixIkmQ9qIrvMDuql9+/aSnp4u27dvlwEDBsjUqVOlSpUq7mYzb5TOXe/2Yn/ttdfM63XoxBIlSpj9dFoVTfo6GtENBX/iJKAjVujUBF26dJGSJUuas+iNIlrH0xFMNHXv3t08Uj80DPxBILAC1A8DG7piZZy4F4uPFyOQkgLffvut6O+enL1V58+fL7fccovx0N87HTp0MMvUD1PvLcL3il0xJ552xTPepdH/+zt16mSudemUH5p0ROMRI0Z4PdG18yUJAQQQiEaghNMjMBTNC+K5rw7l3LhxYzl48KA5zYEDB8yyXrR3/+PTC/arV68uMBu//e1v5YsvvpCnnnqKhvQCpYK5MVbvk2CW3p5c79u3z1RsVqxYYQpVt25dM8rE2rVrTSOr/vDV3ur5jTxhj0RqlaRdu3ZeD1Ituc7RnTtpT+ctW7bkXs3zKARmzZolXbt29V4xZ84c0wjprXAWdGQA/UGq1YBKlSqZIa70cdOmTaLzTWvjuM43qEkb0KdPn256oeu86fv37zfzDuoNEdrI6d78YnbmDwKOgHvDRSyqmToKQnZ2tnmf6vxm+r7Ti6dufbF///4yadKkQt2pHxZKFMgdqBcGMmz5Zpr6Yb40Vm8g7laHl8IhENN6ocupN1kuXLhQmjZtahrT9Trh7t27zWb9Pbls2TKpUaOGu3u+j9QP86UJ9Aa+VwIdvjyZJ555SFhRgMAFF1wgO3fuNNcb9fqBXufauHGj7N2717xK/9/XTlx0CCkAkU0IIJBHwFc90vViq863eujQobCM6nr9D1CTe1E/bIdcT8466yyzRudJItknEKv3iX0ywSpR5cqVzQ9fHdpbR5H44YcfTAFq1qwp1157rfztb3+Tc845J1iFIreFCuiwXDmTNojlTjpcM6l4Av/xH/9hLhzpsO76mdILTbmTjgig24YOHWoazvVClJv0xhZtnHTTwIEDRW9y2bBhg+mtruv18zl48GAZPXq0uxuPCMRF4LHHHpMJEyaYaQh0JBNN2lCvc5yNHDlSbr/99iKdl/phkZgCtxP1wsCFrMAMUz8skMfajcTd2tBSMATiJnDNNdfI0qVLzTRT7km0sUR/wzz44IOm4cRdX9Aj9cOCdIK7je+V4MYuUs6JZyQV1uUn8Prrr8vjjz8uOsqi3oDvJu2cqde/dGQ7GtFdFR4RQKCoAr7qkV7UTBe234kTJ+Tw4cOSu8GmsNexHQEEkiOgF8G1clOmTBnRBjwSAggUT0A/U3rnrc5/npmZWeg89EeOHDF36OpZdQSYatWqRcyA3tSm//T7VXt6cMNaRCZWOgKx7JHugu7atcu7szwjIyPqm62oH7qSPCIQDAHqh8GIU6xzSdxjLcrxEEi+QDzqhVoq7Wijv3d0lCL9bVK9evWoC0v9MGqywL2A75XAhazADBPPAnnYmENA24a2bdvmfUfkd50rx0tYRAABBPIVsLIhPd/SsgEBBBBAAIEUEND5Ad1e6MuXLzfDtqdAsSmijwTidcHUR0UkKwgggAACCCCAAAJFEKBeWAQkdkEAAQQQQAABBBDwrUDeyWl9m1UyhgACCCCAAAJFEXDni27SpAmN6EUBYx8EEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBHIJ0JCeC4SnCCCAAAIIBFlAh2l///33TRF69eoV5KKQdwQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEkibA0O5Jo+fECCCAAAIIxEdg6dKlkpaWJq1bt5aSJUvG5yQcFYECBBjCswAcNiGAAAIIIIAAAikkQL0whYJNURFAAAEEEEAAAQsFaEi3MKgUCQEEEEAAAQQQSKYAF0yTqc+5EUAAAQQQQAAB/whQL/RPLMgJAggggAACCCCAQPQCDO0evRmvQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCwWICGdIuDS9EQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBKIXoCE9ejNegQACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBgsQAN6RYHl6IhgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCEQvQEN69Ga8AgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDAYgEa0i0OLkVDAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIheoFT0L0ncKxYuXCgff/yxXHzxxTJw4MA8Jz59+rS88sorkp2dnWebrqhevbr06NEj4jZW2iNQ2PvEnpLaWZJ9+/bJ4sWLZenSpZKVlSUtW7aUK664Qlq1amVngSlVmACf3zAOniCAQASBaOt70e4f4ZSsCqAA9YkABq2ALBPPAnAs3XTq1CmZN2+eaN1wx44dUrVqVWnSpInceeedUq5cOUtLTbEQQKC4Ahs2bDD/b6xatUqOHTsm9evXl549e0p6enrYoakfhnGk3BOuO9gRcuqHdsQx0aXg859occ6HgJ0CJUJO8lvR9Ivxvvvuk1dffdVkrVGjRrJu3bo82dR1+uM6v1ShQgX59ddf89vM+oALFPV9EvBiWp19/dF79dVXy86dO/OUc9SoUfLggw/mWc8KOwT4/NoRR0qBQH4CJUqUMJtiUc2Mtr4X7f75lYH1wRGgPhGcWBUlp8SzKEp27bNmzRrp3r27fPfdd3kKpo1hs2bNkubNm+fZxgoEEAiGQCzrhTlLPHr0aHn00UflxIkTOVdLmTJl5PXXX5dbbrnFW0/90KNIqQWuO9gTbuqH9sQyUSXh858oac6DQGoI+K5H+rRp02TIkCGmZ2phITh58qTZRe9Q1ztOc6fatWvnXsVzSwSieZ9YUmTrivHTTz/JVVddJbt27ZKMjAzp3bu31KtXz/zgnTNnjjz00ENy/vnnS9++fa0re6oXiM9vqr8DKD8C0QlEW9+Ldv/ocsPefhOgPuG3iBQvP8SzeH5BffWUKVNMI/oFF1xgGr5q1Kghc+fONb1Mt2/fLr169ZKVK1eK2xgX1HKSbwQQiJ3AO++8Y64Z6BG7detmRq84cOCAPPHEE7J582ZzfaFNmzZSp04dc1Lqh7GzD8qRuO4QlEgVnk/qh4UbsUe4AJ//cA+eIYBA8QV81SP9l19+kfPOO8+UShvGdWj2cePGSX490nXopmbNmpmhmyLdvV58Ho7gR4Fo3yd+LAN5EhkzZoz8+c9/lsqVK8vy5culbt26hkWHXPvd735nhnvXId6XLFkCl0UCfH4tCiZFQaAAAbexIxY90qOt70W7fwHFYFMABKhPBCBIUWSReEaBZdGuH330kRmBbujQoXL22Wd7JdPGsZkzZ5rnmzZtMjfdehtZQACBwAjEsl7oFrpBgwayceNGueGGG8yoFe56He1Otx06dEhGjBghjz/+uNlE/dAVSo1HrjvYFWfqh3bFM96l4fMfb2GOj0BqCqT5qdg6/FLXrl1l0aJF8sYbb0itWrX8lD3y4hMB3ic+CUQxs6FDrWnq37+/14iuz9PS0kQvomnSedO3bdtmlvljhwCf3/jF8cMPPzQ9MPK7+UTnhdIeGvq5ypm+/PJLGTt2rPTr108efvhhee+99/IMj+jur9/PI0eOlD59+khmZqa5uK03v5AQQACBZAlQn0iWfHzOSzzj4+r3o1533XUyfPjwsEZ0zbPOj+6mrVu3uos8IoBAigscPHjQNKIrw6BBg8I0dFQ7va6oaf78+WHbeJI6Alx3sCvW1A/time8S8PnP39hrhvmb8MWBAoT8NXQ7ueee67MmDGjsDyzPcUFeJ8E/w3w66+/ml4nWpKOHTvmKdCVV17prdN5kJimweMI/AKf3/iFUIc3fOutt6Rx48aydu3aPCfShvLvv//eNITraA/Hjh0zF60nTJiQZ9+2bduKDoV14YUXetv0BpfnnnvOe64LzzzzjGmEHzZsWNh6niCAAAKJEKA+kQjlxJ2DeCbOOihn0rqKm3QUKxICCCCgAjrlg5tq1qzpLnqP7dq1k8mTJ8uaNWu8dSyklgDXHeyJN/VDe2KZqJLw+c9fmuuG+duwBYHCBHzVkF5YZvPbnpWVJY899picOnVKdF41nWdZK86lS5fO7yWsRwCBJArovOhuql+/vrvoPepoFGXLlpUjR46IDslDQgCBwgW015Y2pK9bt05WrFghzZs39160bNky04iuK2699VazXoc51EZ0vVv30UcfNd+bOmyqTrmg+w8ePNgbTlV7rWsjesmSJeXZZ5/19p04cSLzlXrKLMRbINr6XrT7xzv/HD/2AtQnYm+azCMSz2Tq+/PcOuS7pooVK5obBf2ZS3KFAAKJFsjZeK7TPLZo0SIsC9WqVTPPDx8+LEePHjW/d9wdqB+6EjwiEAwB6ofBiBO5DIYA1w2DESdy6U+BQDeku/MsHThwwPSwy0lcp04d01NO51UjIYCAvwT0x6ubKlSo4C6GPZYvX56G9DARniBQsECXLl1ELyr9/PPPpkE9Z0P6lClTzItbtmxpLkTrj1Edzl3TSy+9JD169DDL2lNd7969+eabzVyDemFK5xj85ptvzPZmzZqZBnZ9osvdu3c36/mDQDwFoq3vRbt/PPPOseMrQH0ivr6JPjrxTLS4v8+3fv16mT59usnkHXfcwU3y/g4XuUMgoQI6QoVe89MpH0aPHi0dOnTwpobU30Lu/x2aKR3ZQm8cpn6Y0BBxMgRiJkD9MGaUHAgB4bohbwIEzlwg0A3penFfK81nn322aGPc/v37ZdWqVfLuu++aCvVtt90mX3zxRZ67U8+ci1cigEAsBHROMzdpD9dISedK16QjTZAQQKBwAf0s9ezZU55++ml5++23ZcyYMaKfo1AoJFOnTjUH0O2a9Lvx0KFDohehcs4/qts6d+4spUqVkpMnT5oh4vW7Nj09XTfJypUr5eWXX5b//u//9i5GmQ38QSCOAtHW96LdP45Z59BxFqA+EWfgBB+eeCYY3Men0zrIgAED5MSJE6I9S0eNGuXj3JI1BBBIhsAjjzwiffv2ldWrV0tGRoY0atRItJPNli1bwq4h6O8aTdQPkxElzolA8QWoHxbfkCMg4Apw3dCV4BGB6AUC3ZCuQ7c/8MADeUo9fPhw0V51Oiy0NijoULckBBDwj0DOOQ51vqOqVavmydzp06fNukqVKuXZxgoEEIgs0Lt3b/O9t2PHDvnss8+kY8eO8vnnn4s+1wqz9ujSpEO4a9q3b59cdNFFZjnnH72ArUlfp0kb17U3+/Lly6V///7y17/+VQYNGiQ677qOHkFCIJ4C0db3ot0/nnnn2PEVoD4RX99EH514Jlrcv+e75557ZPHixeamvRdffDHibwX/5p6cIYBAIgT69Okj5cqVk7/85S+yceNG+frrr83vHW1U1ykfFyxYYG4O1tG2NFE/TERUOAcCsRegfhh7U46Y2gJcN0zt+FP6Mxf4vy6fZ/56X75Sh7O98cYbTd7WrFnjyzySKQRSWeC8887ziq8jSeRO2vvEnRu9evXquTfzHAEE8hFo2rSptGrVymx1byJzh3XXxnB3PsHdu3ebfbTHuo7okvvfpZdeahrOW7dubfbTkV8+/fRTuffee83Q7zrke2Zmpun54Q77nk+WWI1A3ASire9Fu3/cMs6BYyZAfSJmlL44EPH0RRiSngmdeub55583+dCb4pmqLekhIQMI+FZAp6Nat26dGWnrhx9+EJ0TfcOGDXLTTTeZPDds2LDQvFM/LJSIHRBIqgD1w6Tyc3ILBbhuaGFQKVJCBKxsSFc5esgl5P3DSRA4I4GcFeFIjXA6J6I7pPuFF154RufgRQikqoD2ztA0bdo0c1FJHzW5w7rrcu3atfXBPOqUKJH+aa+Otm3bmv30j36vjh8/Xnbu3GkeK1asaHqsa690EgLJEoi2vhft/skqF+ctmgD1iaI5BWUv4hmUSMUvnzp9zP33329OoDfvDRs2LH4n48gIIGCNgN70q3Om66OmDz74wDy2adPGPBb2h/phYUJsRyB5AtQPk2fPme0V4LqhvbGlZPETsLIhXYekXbJkiVG77LLL4qfHkRFA4IwEtAHO7ek6e/bsPMd49913zTqdx0x7xpIQQKDoAjp8u15E0mkT9GJ0VlaW6UXu9szQI9WrV88ccNu2bbJ58+aiH9zZU3uv68XtV1991bxOG+HdoeCjOhA7I1BMgWjre9HuX8zs8fIECFCfSAByAk9BPBOI7cNT6Qg6d999t4RCITPv8bhx43yYS7KEAAJ+F/jqq69k7ty5Jps6fG1hifphYUJsRyC5AtQPk+vP2e0U4LqhnXGlVPEVCHRDut6h/tFHH3k9V5VKGw503lbt0aqpe/fu5pE/CCDgLwF3ruYZM2aIOwS15nDRokWiQzpq6tWrl3nkDwIIFF2gatWqcv3115sXTJw40TxqI7o7P6CuaN++vaSnp8vp06dlwIABsnfvXrOf+2fr1q3y5ptvuk/ltddeE73BRS9uu2nPnj1msUqVKmb+QXc9jwjEWiDa+l60+8c6vxwvsQLUJxLrHe+zEc94C/vz+J988oncddddpl5y2223yUsvvWTmR/dnbskVAgj4QeDbb78V9/eIm5/58+dLly5dzFP9vdOhQwd3kxnhguuHHgcLCARKgPphoMJFZgMgwHXDAASJLPpOoIRzUfzfV8WTnD0dyrlx48Zy8OBBk5MDBw6Y5RIlSkitWrXMOr1gv3r1arOsveKys7OlUqVKUr9+ffPDWyvT7uv79+8vkyZNSnKpOH2sBaJ9n8T6/BwvNgL79u2TTp06yYoVK8wB69ata4aOXrt2rfks6w9f7a3OMGux8fbLUfj8JiYSs2bNkq5du3onmzNnjndRyV2pPb/0B6lWA/R7tEWLFuZx06ZNsmbNGtM4fvz4cbO7zj84ffp0M2Sijiaxf/9+WbBggfmsaqOle/OLe2weEdC6m6ZYVDOjre9Fuz/RCrYA9Ylgxy937olnbpHUeN6uXTtvRDktcVpa3vv9ddjmLVu2pAYIpUTAMoFY1gtdms6dO8vChQtF53rVoZ/1OuHu3bvNZv3/YtmyZVKjRg13dzOqFtcPPQ7rF7juYFeIqR/aFc94l4bPf9GEuW5YNCf2QsAT0IZ0v6QTJ06EnB5z2rCf7z+nguxl15mrNeQMTxu2r1NBD11yySWhyZMnh5yedt6+LNgjEO37xJ6S21cSpzIc6tatW8hp9PA+xzVr1gw5c7WEDh06ZF+BKVGIz29i3gROA3jIuXBkPlf6mXKGLIx44k8//TTkTIESci5Ye59B/Q52bmwJjRo1ynvNvHnzQg0bNgzb55xzzgk5Q8eH9FwkBHILuHW53OvP5Hm09b1o9z+TPPEafwlQn/BXPIqbG+JZXMHgvf66664Lq2O43yE5H52RdIJXMHKMAAJGwP0sx5JjzJgxobJly4b93+HcHBwaPnx4SL9Hcifqh7lF7H7OdQf74kv90L6YxqtEfP6LJst1w6I5sRcCroCveqQ7leszSrt27ZKdO3eaO9czMjLEubh/RsfhRQggkBwB5z8k0dEkypQpI9oznYQAAsUT0M+UjtSi859nZmZKYfOMHjlyRDZu3GhOqiPAVKtWLWIG9LtW/+k8ZdrTQ+diJyEQSSAePY+ire9Fu3+kcrAuWALUJ4IVr8JySzwLE2I7AgggEAyBeNQLteQ6epb+3tFRKfW3SfXq1QsFoX5YKBE7IOBrAeqHvg4PmQuQANcNAxQssuoLASsa0n0hSSYQQAABBBDwiYDOD6jDHWpavny5GbbdJ1kjGykiEK8LpinCRzERQAABBBBAAAFrBKgXWhNKCoIAAgggYIkA1w0tCSTFSJhA3snHEnZqToQAAggggAAC8RCYNGmSOWyTJk1oRI8HMMdEAAEEEEAAAQQQQAABBBBAAAEEEEAggAJcNwxg0MhyUgVoSE8qPydHAAEEEEAgtgI6TPv7779vDtqrV6/YHpyjIYAAAggggAACCCCAAAIIIIAAAggggEAgBbhuGMiwkekkCzC0e5IDwOkRQAABBBCItcDSpUslLS1NWrduLSVLloz14TkeAoUKMIRnoUTsgAACCCCAAAIIpIQA9cKUCDOFRAABBBAIkADXDQMULLLqCwEa0n0RBjKBAAIIIIAAAgjYI8AFU3tiSUkQQAABBBBAAIHiCFAvLI4er0UAAQQQQAABBBBItgBDuyc7ApwfAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQMBXAjSk+yocZAYBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAINkCNKQnOwKcHwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDAVwI0pPsqHGQGAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCDZAjSkJzsCnB8BBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwFcCNKT7KhxkBgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAg2QI0pCc7ApwfAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQMBXAjSk+yocZAYBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAINkCpZKdgYLOv3DhQvn444/l4osvloEDBxa0qxw+fFhmzpwp69evlx9++EHOOeccufTSS+WOO+6QKlWqFPhaNgZbIJr3SbBLamfu9+3bJ4sXL5alS5dKVlaWtGzZUq644gpp1aqVnQWmVGECfH7DOHiCAAIRBE6fPi2vvPKKZGdnR9gqUr16denRo0fEbdQPI7JYvZLvFTvCS/3QjjhGWwriHq0Y+yOAwIYNG0S/+1etWiXHjh2T+vXrS8+ePSU9PT1fHOqH+dJYt4HvFbtCSjztimeiSsPvw0RJcx4ELBcI+TDt3bs31Ldv35BDb/41atSowFzOmjUr5FSSvf3d1+nj4MGDC3wtG4MrEO37JLgltTfnzo0vofPPPz/iZ3fUqFH2FpyShfj88iZAwG4Bty4Wi1KuXbs24veEe44KFSpEPA31w4gs1q7ke8We0FI/tCeW0ZSEuEejxb4IBEvArbPFOtd6zeCss87KU08sU6ZMaOrUqRFPR/0wIouVK/lesSusxNOueCaiNPw+TIQy50AgdQR81yN92rRpMmTIENMz1alsF5qWLFkiN998sxw/flwaN25seqBrj1bnP0tZsGCBNGzYsNBjsEPwBKJ9nwSvhPbn+KeffpKrrrpKdu3aJRkZGdK7d2+pV6+evP766zJnzhx56KGHxGlkF+emGvsxUqyEfH5TLOAUF4FiCpw8edIcoVy5cqaHUe7D1a5dO/cqoX6Yh8TqFXyv2BNe6of2xDKakhD3aLTYFwEEVOCdd94x1wx0uVu3bnLnnXfKgQMH5IknnpDNmzeb6wtt2rSROnXq6C4mUT90Jex/5HvFrhgTT7vimYjS8PswEcqcA4EUE/DTPQN79uzx7iR1hmIKDRs2zDzPr0e6M9Rn6JJLLjH7tG/fPvTrr7/6qTjkJU4C0b5P4pQNDltMgSeffNJ8ditXrhz6/vvvvaOdOnUqpJ9n57/ikDPEu7eeBTsE+PzaEUdKgUBhAvp/uP6LRVq5cqU5ljNUZ5EOR/2wSEzW7MT3ijWhNAWhfmhXPItaGuJeVCn2QyCYArGsF7oCWi/U495www3uKvO4Y8eO0Lnnnmu2jRgxwttG/dCjSIkFvlfsCjPxtCue8S4Nvw/jLczxEUhNgTSn4umb5Ay/JF27dpVFixbJG2+8IbVq1Sowb//4xz/k22+/lRIlSshLL70kztCeBe7PRjsEon2f2FFq+0qhPc819e/fX+rWrWuW9U9aWpoMHTrUPNd507dt2+ZtYyH4Anx+4xfDDz/80PTA0J4WkZLOC6U9NPRzlTN9+eWXMnbsWOnXr588/PDD8t5778mJEydy7uIt6/fzyJEjpU+fPpKZmSkzZ84Unb+ahICfBKgf+ika8c8L3yvxN07kGagfJlLbP+ci7v6JBTlBIAgCBw8elI0bN5qsDho0KCzLOqqdXlfUNH/+fG8b9UOPIiUW+F6xK8zE0654xrs0/D6MtzDHRyA1BXw1tLtz16jMmDGjyJGYN2+e2bdjx47SoEGDIr+OHYMtEO37JNiltTP3zugRsm7dOlM4/fzmTldeeaW3asOGDRJp2F5vBxYCJcDnN37h0uEN33rrLTPNiTOndJ4TaUO5M/qDaQh3RnuQY8eOyfDhw2XChAl59m3btq3oUFgXXniht01vcHnuuee857rwzDPPmEZ4ZwSZsPU8QSCZAtQPk6mf+HPzvZJ483idkfphvGT9fVzi7u/4kDsE/Ciwfft2L1s1a9b0lt2Fdu3ayeTJk2XNmjXuKqF+6FFYv8D3il0hJp52xTMRpeH3YSKUOQcCqSfgq4b0aPlXrFhhXtKsWTP517/+JdrbzhnGSapUqSLOcPBy7bXXSvny5aM9LPsjgECcBXRedDc5Q7K5i96jjkZRtmxZOXLkiPzyyy/eehYQQCB/AZ0XUBvS9SYV/X5s3ry5t/OyZctMI7quuPXWW836xx9/3DSi6926jz76qOgFp02bNsmf//xn0f0HDx5sepzrztprXRvRS5YsKc8++6y378SJE82oMOaA/EEgzgJZWVny2GOPiTMFiFxwwQVSr149814sXbp02JmpH4Zx8ASBwAhQPwxMqGKaUeIeU04OhkBKCORsPP/uu++kRYsWYeWuVq2aeX748GE5evSo6O8d6odhRFY/4XvFrvAST7viSWkQQACBoAoEuiH9559/Nu7jx48X/Zc76XDR7777rlx++eW5N/EcAQSSKKCNIW7Kb0oGvQmGhnRXiUcEChfo0qWL6EUl/W7UBvWcDelTpkwxB2jZsqXpsa4/RnU4d006NUqPHj3MsvZU17t3b775Zpk1a5bohSkd8eWbb74x2/XGNW1g16TL3bt3N8v8QSCeAjqFj6YDBw6YERVynqtOnTpmZIRu3bp5q6kfehQsIBAoAeqHgQpXzDJL3GNGyYEQSBmBypUri9YBt27dKqNHj5YOHTp4U0NqPXD69OmehY7CpQ3p1A89EusX+F6xK8TE0654UhoEEEAgqAK+miM9WsTs7GzvJZ07d5b//d//FR3adsSIEaai/MMPP5g5X5m/1WNiAQFfCOicZm7SHq6Rks6Vrkl7HpIQQKBwAf0s9ezZ0+z49ttve3OXh0IhmTp1qlnvbv/iiy/k0KFDohehtCd7zqTfp6VK/d99du4Q8enp6WaXlStXyssvvyx6TBICiRLQmzn0IulTTz0lL7zwgowZM8bc/HH22WebC6i33Xabd7OH5on6YaIiw3kQiK0A9cPYegblaMQ9KJEinwj4S+CRRx4xGVq9erVkZGSYDjRaZ9SpqfS6oJvc3zXUD10R+x/5XrErxsTTrnhSGgQQQCCoAoHuke42wN1///3y17/+1YuBXlBt3Lix3HXXXbJq1SrRirX2nCMhgIA/BLTxzk0631HVqlXdp96jewNMpUqVvHUsIIBAwQK9e/eWp59+2kxz8tlnn0nHjh3l888/N8/1O/OOO+4wB9Ah3DXt27dPLrroIrOc88/JkyfNU50uRZM2rmtv9uXLl0v//v3Nd+6gQYPMzWpMoWKI+BNHAR26/YEHHshzhuHDh4uOoqCjl+j7Xkdi0ET9MA8VKxAIhAD1w0CEKeaZJO4xJ+WACKSEQJ8+faRcuXLyl7/8RTZu3Chff/21qQNqo7pOAbRgwQJzc7COtqWJ+mFKvC1MIflesSvWxNOueFIaBBBAIKgCge6R7laII/WMyznE5/bt24MaH/KNgJUC5513nleu/fv3e8vuwokTJ7y50atXr+6u5hEBBAoRaNq0qbRq1crs5TYqusO6a2O4O5/g7t27zT468oNOr5D736WXXmoazlu3bm32056/n376qdx7771m6Hcd8j0zM1MaNWoU1hO4kOyxGYGYCuj0BTfeeKM55po1a7xjUz/0KFhAIFAC1A8DFa6YZZa4x4ySAyGQcgI6HdW6devMSFs6IqXOib5hwwa56aabjEXDhg09E+qHHoX1C3yv2BVi4mlXPCkNAgggEFSBQDek612mmtweczmD4N5tquvcoZxybmcZAQSSJ5CzIuzOvZwzN+vXr/eGdNeh2UgIIFB0Ae2doWnatGnmopI+anKHddfl2rVr64N51JFbIv3TXh1t27Y1++kf7Xk+fvx42blzp3msWLGi+f7t16+ftw8LCCRaINKICNQPEx0FzodAbASoH8bGMWhHIe5Bixj5RcB/AnrTr86Zro+aPvjgA/PYpk0b86h/qB96FNYv8L1iV4iJp13xpDQIIIBAUAUC3ZB+2WWXGfc5c+bI8ePHw2KgPefcdMkll7iLPCKAgA8EtAHO7ek6e/bsPDl69913zTqd40x7xpIQQKDoAjp8u15E0mkTdOqTrKws04vc7ZmhR6pXr5454LZt22Tz5s1FP7izp/Ze157pr776qnmdNsK7Q8FHdSB2RqCYAvq+W7JkiTmKWyfUJ+4y9cNiAvNyBBIsQP0wweA+OR1x90kgyAYClgh89dVXMnfuXFManfbKTdQPXQn7H/lesSvGxNOueFIaBBBAIKgCgW5I7969u3HXOV4feughLwbaMDBs2DDzXOfOjDT/q7czCwggkBQBd67mGTNmePPaakYWLVokY8eONXnq1atXUvLGSREIskDVqlXl+uuvN0WYOHGiedRGdHc4Q13Rvn17SU9Pl9OnT8uAAQNk7969Zj/3z9atW+XNN990n8prr70meoNLzqlU9uzZY7ZXqVKFkV88KRbiIaB1uo8++sgbqUTPoTeKDBo0SHQEE01unTDnMvVDQ8MfBAIlQP0wUOGKWWaJe8woORACKSPw7bffivt7xC30/PnzpUuXLuap/t7p0KGDu8mrK1I/9EisXuB7xa7wEk+74klpEEAAgSAKlHAuiof8kvFTp05J48aN5eDBgyZLBw4cMMslSpSQWrVqmXV6wX716tVelrVxQBviNNWtW1dq1KghK1eulKNHj0q5cuVEe6a788V6L2Ih0AJn8j4JdIEtzbz+gO3UqZOsWLHClFA/vzpE79q1a03jnv7w1d7qkYbttZQkJYrF5zcxYZ41a5Z07drVO5n2zHUvKrkrde50/UGq1YBKlSpJixYtzOOmTZtE55vWaVHc0V50/sHp06ebIRN1NIn9+/fLggULzGdVGzndm1/cY/OIgNbdNMWimqmjIGRnZ5v3Z/369c37Ti+euvXF/v37y6RJk8LQqR+GcVj9hO8Vu8JL/dCueBa1NMS9qFLsh0AwBWJZL3QFOnfuLAsXLpSmTZuKDv2s1wl3795tNusw78uWLTPXB9399ZH6YU4Nu5f5XrErvsTTrnjGuzT8Poy3MMdHIEUFtCHdL+nEiRMhp8ecNuzn+8+pIIdl17mwGho4cGDorLPO8l5TpkyZkFOpDjmNAWH78sQOgTN5n9hRcvtK4VSGQ926dQs5jSTe57dmzZohZ47n0KFDh+wrMCUK8flNzJvAaQAPOTeWmc+VfqacIbAjnti52SzkDHMYSktL8z6D+h3s3NgSGjVqlPeaefPmhRo2bBi2zznnnBNyho4P6blICOQWcOtyudefyfPx48eHnOkIwt5/zgXZkDN1T2jy5MkhZ2SFPIelfpiHxNoVfK/YF1rqh/bFtCglIu5FUWIfBIIpEMt6oSswZsyYUNmyZcPqh87NwaHhw4eH9P+TSIn6YSQVe9fxvWJXbImnXfGMZ2n4fRhPXY6NQOoK+KpHulO5PuN07Ngx2bJli+n5pHOilyxZ8oyPxQsRQCCxAs5/waK9C52bYER7ppMQQKB4AvqZ0p67Ov95ZmamjBs3rsADHjlyRDZu3Gj20RFgqlWrFnH/nTt3iv7Tecq0p4fOxU5CIJJAPHoe7dq1y7z/nBs/JCMjQ5ybOSKdOmwd9cMwDp4gECgB6oeBClfMMkvcY0bJgRDwjUA86oVaOB09S3/v6ChF+tukevXqRSoz9cMiMVmzE98r1oTSFIR42hVPSoMAAggERcCahvSggJNPBBBAAAEE4i2g8wPqcIeali9fboZtj/c5OT4COQXidcE05zlYRgABBBBAAAEEEPC/APVC/8eIHCKAAAIIIIAAAgjkL5CW/ya2IIAAAggggEAQBdz5ops0aUIjehADSJ4RQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEki5AQ3rSQ0AGEEAAAQQQiJ2ADtP+/vvvmwP26tUrdgfmSAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIpJAAQ7unULApKgIIIIBAaggsXbpUdB7p1q1bS8mSJVOj0JTSVwIM4emrcJAZBBBAAAEEEEAgaQLUC5NGz4kRQAABBBBAAAEEYiBAQ3oMEDkEAggggAACCCCAwL8FuGD6bwuWEEAAAQQQQACBVBagXpjK0afsCCCAAAIIIIBA8AUY2j34MaQECCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIxFKAhPYaYHAoBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIPgCNKQHP4aUAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAghgI0pMcQk0MhgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCARfgIb04MeQEiCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIxFCAhvQYYnIoBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHgC5TycxEWLlwoH3/8sVx88cUycODAPFl94403ZM+ePXnW51xRqlQpufvuu6V06dI5V7NskUBh7xOLimplUfbt2yeLFy+WpUuXSlZWlrRs2VKuuOIKadWqlZXlpVDhAnx+wz14hgACeQVOnz4tr7zyimRnZ+fd6KypXr269OjRw9tG/dCjSMkFvlfsCDv1QzviGG0piHu0YuyPAAIbNmwQ/e5ftWqVHDt2TOrXry89e/aU9PT0MBzqh2EcKfOE7xW7Qk087YpnokrD78NESXMeBOwWKBFykt+KqF+M9913n7z66qsma40aNZJ169blyWbZsmXl6NGjedbnXqGv1WOQ7BIo6vvErlLbVRr90Xv11VfLzp078xRs1KhR8uCDD+ZZzwo7BPj82hFHSoFAfgIlSpQwm2JRzdR6XJMmTfI7lVSoUEF+/fVXbzv1Q48ipRb4XrEn3NQP7YllNCUh7tFosS8CwRKIZb0wZ8lHjx4tjz76qJw4cSLnailTpoy8/vrrcsstt3jrqR96FCmzwPeKXaEmnnbFMxGl4fdhIpQ5BwKpI+C7HunTpk2TIUOGmJ6phYXhz3/+s/z4448Rd/vnP/8pa9euFa2wV6lSJeI+rAyuQDTvk+CW0u6c//TTT3LVVVfJrl27JCMjQ3r37i316tUzP3jnzJkjDz30kJx//vnSt29fuyFSsHR8flMw6BQZgWIInDx50ry6XLlypodR7kPVrl07bBX1wzCOlHjC94o9YaZ+aE8soykJcY9Gi30RQEAF3nnnHXPNQJe7desmd955pxw4cECeeOIJ2bx5s7m+0KZNG6lTp47uItQPDUPK/OF7xa5QE0+74pmI0vD7MBHKnAOBFBPQHul+Sc4w7do73vxzhmIKDRs2zCw7vcmjzuJvfvMb89prr7026tfyAn8LxPJ94u+S2p27J5980nxGK1euHPr++++9wp46dSrUvn17s80Z4t1bz4IdAnx+7YgjpUCgMAG3PlfYfkXZvnLlSvOd4AzVWZTdC9yH+mGBPIHcyPdKIMOWb6apH+ZLY/UG4m51eCkcAqYep3XDWCatF+oxb7jhhrDD7tixI3TuueeabSNGjAjblt8T6of5yQR3Pd8rwY1dpJwTz0gqrMtPgN+H+cmwHgEEiiOQ5lQ8fZN0+KWuXbvKokWLROcvqlWr1hnlTeda/uKLL8xr77333jM6Bi/yr0Cs3if+LWFq5EyHWtPUv39/qVu3rlnWP2lpaTJ06FDzXD/L27Zt87axEHwBPr/xi+GHH35oemAsWbIk4kl0XijtoaGfq5zpyy+/lLFjx0q/fv3k4Ycflvfeey/P8Iju/vr9PHLkSOnTp49kZmbKzJkzReevJiEQBAHqh0GIUvR55HslejM/v4L6oZ+jE7+8Eff42XJkBGwUOHjwoGzcuNEUbdCgQWFF1FHt9Lqipvnz54dti/SE+mEkleCv43sl+DHMWQLimVOD5cIE+H1YmBDbEUDgTAR8NbS7c9eozJgx40zKEfaacePGmecNGzaUa665JmwbT4IvEKv3SfAlglsCnctW57zV1LFjxzwFufLKK711Og9S7mF7vY0sBE6Az2/8QqbDG7711lvSuHFjM7VJ7jNpQ7kz+oNpCHdGe5Bjx47J8OHDZcKECbl3lbZt24oOhXXhhRd62/QGl+eee857rgvPPPOMaYR3RpAJW88TBPwoQP3Qj1Epfp74Xim+oV+OQP3QL5FIbD6Ie2K9ORsCNghs377dK0bNmjW9ZXehXbt2MnnyZFmzZo27Kt9H6of50gR2A98rgQ1dxIwTz4gsrCxAgN+HBeCwCQEEzljAVz3Sz7gUOV6ojQRuY7xe9Nc50kkIIOAvAZ0X3U3OkGzuoveoo1GULVvWPP/ll1+89SwggED+AjovoCa9SWXFihVhOy5btsw0ouvKW2+91Wx7/PHHTSO63q07ZswY0Z7sf//7381oMLr/4MGDvWNor3VtRC9ZsqR5jR5fG9qvvvpqvmc9JRbiLZCVlSWPPfaYuRnkxRdfNL2M9IaQoiTqh0VRYh8EkitA/TC5/sk6O3FPljznRSC4Ajkbz7/77rs8BalWrZpZd/jwYTl69Gie7e4K6oeuhF2PfK8QT7sEKA0CCCCAgB8EfNUjPRYgzz77rDhzLEulSpWkV69esTgkx0AAgRgLaGOImypUqOAuhj2WL19ejhw5IjSkh7HwBIF8Bbp06SJ6Uennn382PdObN2/u7TtlyhSz3LJlS9NjXS8u6HDuml566SXp0aOHWdae6nr37s033yyzZs0SvTDVoEED+eabb8z2Zs2aeQ3suty9e3eznj8IxFPAvSnywIEDphE957nq1KljRkbo1q1bztV5lqkf5iFhBQK+E6B+6LuQJCRDxD0hzJwEAasEKleuLFoH3Lp1q4wePVo6dOjgTQ2pv4WmT5/ulVdvutQbhyMl6oeRVIK/ju+V4McwZwmIZ04NlhFAAAEEkiVgVY90He7l5ZdfNpY677I2BpAQQMB/AjqnmZu0h2ukpHOla9IbY0gIIFC4gH6WevbsaXZ8++23vbnLQ6GQTJ061ax3t3/xxRdy6NAh0YtQbk929wydy5QJJQAAQABJREFUO3eWUqX+7z67tWvXmtXp6enmceXKleZ7Vo9JQiBRAnozh14kfeqpp+SFF14wIyjozR9nn322uYB62223eTd7RMoT9cNIKqxDwH8C1A/9F5NE5Ii4J0KZcyBgn8AjjzxiCrV69WrJyMiQyy+/3NwArFNT6ZRXbnJ/17jP3Ufqh66EfY98r9gVU+JpVzwpDQIIIBBUAasa0nWYT/2C1caEIUOGBDUm5BsB6wW08c5N+gM2Ujp9+rRZraNLkBBAoGgCvXv3Njvu2LFDPvvsM7P8+eefiz7X78Y77rjDrNu0aZN53Ldvn1x00UVSt25d75/2ND958qR3HF3QxnXtza43tuiNag0bNjS9gLOzs81+/EEgngKlS5eWBx54QIYPHy533323/PGPf5Q333xTdAoCnQbk+PHj8vTTT+ebBeqH+dKwAQFfCVA/9FU4EpYZ4p4wak6EgFUCffr0kXfffVcaNWpk6oJff/21bNmyxTSqd+rUyZRVG9Hz62BD/dCqt0NYYfheCeMI/BPiGfgQUgAEEEDACgFrGtL1or/O36qpa9euZpgnKyJEIRCwUOC8887zSrV//35v2V04ceKEN6R79erV3dU8IoBAIQJNmzaVVq1amb3eeust8+gO666N4e58grt37zbbdOQHnV4h979LL73UNJy3bt3a7Kc9fz/99FO59957zcUoHfI9MzPTXLhyh303O/IHgQQK6PQFN954oznjmjVrIp6Z+mFEFlYi4EsB6oe+DEvcM0Xc407MCRCwVkCno1q3bp0ZaeuHH34QnRN9w4YNctNNN5ky682/kRL1w0gq9qzje8WeWGpJiKdd8aQ0CCCAQFAFrGlI1ztRt2/fbuLwhz/8IajxIN8IpIRAzopwpEa49evXe0O669BsJAQQKLqA9s7QNG3aNHNRSR81ucO663Lt2rX1wTyuWrVKIv3TXh1t27Y1++mf8uXLy/jx42Xnzp3msWLFiqane79+/bx9WEAg0QL6viwoUT8sSIdtCPhLgPqhv+KRqNwQ90RJcx4E7BXQm351znR91PTBBx+YxzZt2pjH3H+oH+YWses53yvE0y4BSoMAAggg4AcBaxrSx40bZzy1d1KHDh38YEseEEAgHwFtgHN7us6ePTvPXvrDVpPOi6s9Y0kIIFB0AR2+XS8i6bQJ999/v2RlZZle5G7PDD1SvXr1zAG3bdsmmzdvLvrBnT2197r2TH/11VfN67QR3h0KPqoDsTMCxRTQ992SJUvMUS677LKIR6N+GJGFlQj4UoD6oS/DEvdMEfe4E3MCBFJK4KuvvpK5c+eaMrvTXuUGoH6YW8Su53yvEE+7BCgNAggggIAfBKxoSF+8eLH861//Mp70RvfD24o8IFC4gDtX84wZM8QdglpftWjRIhk7dqw5QK9evQo/EHsggECYQNWqVeX666836yZOnGgetRE95/yA7du3l/T0dDl9+rQMGDBA9u7dG3aMrVu3mjmo3ZWvvfaamYMwFAq5q2TPnj1muUqVKqLzD5IQiJfAsGHD5KOPPvJGKtHz6I0igwYNEh3BRFP37t3NY84/1A9zarCMQDAEqB8GI06xziVxj7Uox0PAfoFvv/3W+z3ilnb+/PnSpUsX81R/70TqZEP90NWy+5HvFbviSzztiielQQABBIIoUMK5KP7vq+JJLsGpU6ekcePGcvDgQZOTAwcOmOUSJUpIrVq1zDq9YL969eqwnHbr1k1mzpwpOpey9q4rXbp02Hae2CVwpu8TuxSCX5p9+/ZJp06dZMWKFaYwdevWNUNHr1271jTu6Q9f7a1e2LC9wZdIrRLw+U1MvGfNmiVdu3b1TjZnzhzvopK7UudO1x+kWg2oVKmStGjRwjxu2rRJdL5pbRw/fvy42V3nH5w+fboZMlFHk9i/f78sWLDAfFa1kdO9+cU9No8IaN1NUyyqmToKQnZ2tnl/1q9f37zv9OKpW1/s37+/TJo0KQ869cM8JFau4HvFrrBSP7QrnkUtDXEvqhT7IRBMgVjWC12Bzp07y8KFC6Vp06ZmDmW9Trh7926zWYd5X7ZsmdSoUcPd3XukfuhRWL3A94pd4SWedsUz3qXh92G8hTk+Aqkp4KuGdB2iUy/mHzp0KN9o6Fw3buVYdzp8+LDosD362lGjRsmDDz6Y72vZYIfAmbxP7Ci5faXQxri+ffuaBjm9cUZTzZo15dprr5W//e1vcs4559hX6BQvEZ/fxLwBTpw4YXqc67Du+pn68ccfpWTJknlO/tlnn8nQoUNNw7n2TneT3tiijZPud+o//vEPueeee2TDhg3uLubzOXjwYBk9erScddZZ3noWEFCBWF4wfeaZZ2TChAlh0xDo8XX6j5EjR8rtt9/unc/Vp37oStj/yPeKfTGmfmhfTItSIuJeFCX2QSCYArGsF7oCf/3rX+WRRx6RI0eOuKvM9UT3N4xeW8ydqB/mFrH7Od8rdsWXeNoVz3iWht+H8dTl2AikroCvGtLPNAxacdZGA+2xREIAgeAJaI9F7V1YpkwZ0QY8EgIIFE9AP1Pac1fnP8/MzBR3HsD8jqrfoxs3bjSbdQSYatWqRdx1586dov/0Bjbt6aFzsZMQiCQQjwumu3btMu+/tLQ0ycjIKPRmK+qHkSLDOgSCI0D9MDiximVOiXssNTkWAv4QiEe9UEumo2fp7x0dpUh/m+golYUl6oeFCdm3ne8Vu2JKPO2KJ6VBAAEEgiJgRUN6ULDJJwIIIIAAAokQ0PkBdbhDTcuXLzfDtifivJwDAVcgXhdM3ePziAACCCCAAAIIIBAMAeqFwYgTuUQAAQQQQAABBBCILJAWeTVrEUAAAQQQQCCoAu580U2aNKERPahBJN8IIIAAAggggAACCCCAAAIIIIAAAggggAACSRWgIT2p/JwcAQQQQACB2ArocIXvv/++OWivXr1ie3COhgACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAiggwtHuKBJpiIoAAAgikjsDSpUtF55Fu3bq1lCxZMnUKTkl9I8AQnr4JBRlBAAEEEEAAAQSSKkC9MKn8nBwBBBBAAAEEEECgmAI0pBcTkJcjgAACCCCAAAIIhAtwwTTcg2cIIIAAAggggECqClAvTNXIU24EEEAAAQQQQMAOAYZ2tyOOlAIBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIEYCNKTHCJLDIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgjYIUBDuh1xpBQIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAjESoCE9RpAcBgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDADgEa0u2II6VAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEIiRAA3pMYLkMAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACdgjQkG5HHCkFAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggECMBGhIjxEkh0EAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQsEOglJ+LsXDhQvn444/l4osvloEDB+ab1e+//15mzpwpGzdulOzsbLnooovkiiuukC5duuT7GjbYI1DU94k9JbarJPv27ZPFixfL0qVLJSsrS1q2bGk+v61atbKroJQmTIC4h3HwBAEEChA4ffq0vPLKK6aOF2m36tWrS48ePfJson6YhyQlVlAvtCPM1BPsiGO0pSDu0YqxPwIIbNiwQfS7f9WqVXLs2DGpX7++9OzZU9LT0yPiUD+MyGLlylOnTsm8efPM+2PHjh1StWpVadKkidx5551Srlw5K8tse6GoJ9ge4fiUj9+H8XHlqAiknEDIh2nv3r2hvn37hpxgmH+NGjXKN5dPP/10qHTp0t6+7mv08ZprrgkdP34839eyIdgC0bxPgl1Se3O/fv360Pnnnx/x8ztq1Ch7C57iJSPuKf4GoPgpIeDWx2JR2LVr10b8nnDPUaFChTynoX6Yh8T6FdQL7Qkx9QR7YhlNSYh7NFrsi0CwBNw6W6xzrdcMzjrrrDz1xDJlyoSmTp2a53TUD/OQWLti9erVoQYNGuR5b+h70bnJIvTNN99YW3ZbC0Y9wdbIxq9c/D6Mny1HRiAVBUpooZ2KhG/StGnTZMiQIaZnqpsppyFd1q1b5z71HrUHa/v27UV7Kl199dVy++23S926deW9996TiRMnmv2efPJJ+dOf/uS9hgU7BKJ5n9hRYvtK8dNPP0nz5s1l165dkpGRIb1795Z69erJ66+/LnPmzDEF1h6Izk019hU+hUtE3FM4+BQ9pQRKlChhyhuLaqb2MGrWrJnpOaI9jHKn2rVry4gRI7zV1A89ipRZoF5oT6ipJ9gTy2hKQtyj0WJfBIInEMt6oVv6d955R+644w7ztFu3bqaX8YEDB+SJJ56QzZs3S9myZcVpeJM6deqYfagfunKp8fjwww+Lc6OFXHDBBXLLLbdIjRo1ZO7cuaZ3ugpceumlsnLlSnHfm6mhEtxSUk8IbuySlXN+HyZLnvMiYLGAn+4e2LNnj3e3oHOhNDRs2DDzPL8e6c5FU7O9UqVKoUOHDoUV5frrrzfbrrvuurD1PAm+QLTvk+CX2M4SODe5mM9o5cqVQ87wal4hneG3Qs4NMmabM0WDt54FOwSIux1xpBQIFCbgVJ3N/+OF7VeU7c5FLnMsZ6jOouweon5YJCZrdqJeaE0oTUGoJ9gVz6KWhrgXVYr9EAimQCzrha6A1gv1uDfccIO7yjw6Q3iHzj33XLNN64Ruon7oSqTG4+zZs0NPPfVUyBnuP6zAXbt2Ne8Nfe9s2rQpbBtP/CtAPcG/sfFjzvh96MeokCcEgi+Q5lQefJOc4ZfEqdTIokWL5I033pBatWoVmDe9I02Tzql8zjnnhO3r3lWovdVJdglE+z6xq/T2lEZ7nmvq37+/GUnCLVlaWpoMHTrUPNW7xrdt2+Zu4tECAeJuQRApAgI+F6B+6PMAxTh71AtjDJrkw1FPSHIAknR64p4keE6LQEAFDh48KBs3bjS5HzRoUFgpnKnjzHVFXTl//nxvG/VDjyIlFpxOVTJ8+HA5++yzw8qr86O7aevWre4ijz4XoJ7g8wD5LHv8Psw/IB9++KEZuWXJkiURd9L55HVkF70enzN9+eWXMnbsWOnXr5/oiB86GvSJEydy7uIta7veyJEjpU+fPpKZmSkzZ840o0l7O7CAQEAFSvkp385dozJjxowiZ+myyy4z+3722WeyePFiM8y7rnB6t8onn3xitumQ7yS7BKJ9n9hVejtK8+uvv3rTNXTs2DFPoa688kpv3YYNG0SH7SUFX4C4Bz+GlACBIAhQPwxClGKXR+qFsbNM9pGoJyQ7Ask5P3FPjjtnRSDIAtu3b/eyX7NmTW/ZXWjXrp1MnjxZ1qxZ464S6oceRUovOD3UvfI7oyN6yyz4V4B6gn9j49ec8fsw/8jotChvvfWWNG7cWNauXZtnR20o13Y1bQh3RokV/T9Tb0qaMGFCnn3btm0rOoT+hRde6G3TjnHPPfec91wXnnnmGdMI74w8HbaeJwgETcBXPdKjxfuf//kf05PVGQparrnmGnGG7ZHp06fL5ZdfLsePH5c2bdrI4MGDoz0s+yOAQJwFdF50NzlDsrmL3qOORqFzmmn65ZdfvPUsBFuAuAc7fuQegWQLZGVlyWOPPWZ+1L344ouml1HOi2Fu/qgfuhI8IhAsAeoJwYpXrHJL3GMlyXEQSB2BnI3n3333XZ6CV6tWzaw7fPiwHD161CxTP8zDlJIrPvroI1PuihUrmoaklEQIWKGpJwQsYGTX1wLuqBzr1q2TFStWhOV12bJlphFdV956661m2+OPP24a0bWX/5gxY0R7sv/97383o0jr/jnb3bTXujailyxZ0rxGj68N7drJ1R05OuyEPEEgYAK+6pEerV25cuVEe6Prh1s/vH/84x+9Q9x+++3y/PPPe41x3gYWEEAg6QLaGOKmChUquIthj+XLl5cjR47QkB6mEuwnxD3Y8SP3CCRLwP3RdeDAAdOInjMfderUMXc4d+vWzVtN/dCjYAGBQAlQTwhUuGKWWeIeM0oOhEDKCGhPYq0D6tDco0ePlg4dOnhTQ/7888+mg42LoTddagMA9UNXJHUf169f77037rjjDildunTqYgSo5NQTAhQssup7gS5duojejKbfldozvXnz5l6ep0yZYpZ1CmXtsa43sehw7ppeeukl6dGjh1nWnura6//mm2+WWbNmid7Q1qBBA/nmm2/M9mbNmnkN7LrcvXt3s54/CARdINA90hVf7yLUHui508qVK0X/kRBAwH8COqeZm/ROtUhJ50rXpCNOkOwQIO52xJFSIJBoAf1RphdJdeShF154wdwJrT/idM5DvYB62223eT/a3LxRP3QleEQgOALUE4ITq1jmlLjHUpNjIZA6Ao888ogp7OrVqyUjI8NcF9Q6ow4xq0PXuqlUqX/3H6J+6Kqk3uPJkydlwIABZk5fHbFg1KhRqYcQ0BJTTwho4Mi2LwX0GnzPnj1N3t5++21v7vJQKCRTp041693tX3zxhRw6dEj05jW3J7tbqM6dO4v7/eoOEZ+enm42a3vcyy+/LHpMEgI2CQS6If3HH3+U3/72t/K3v/3N3H2qQ0voslaK9E5D/VDrEBIkBBDwl0DOuah0vqNI6fTp02Z1pUqVIm1mXQAFiHsAg0aWEfCBgPYWeeCBB8zcXHfffbcZgejNN980oxHpNCA6nc/TTz/t5ZT6oUfBAgKBEqCeEKhwxSyzxD1mlBwIgZQS6NOnj7z77rvSqFEjUxf8+uuvZcuWLaZRvVOnTsZCL/JrrzlN1A8NQ8r+ueeee2Tx4sVmeGGdIqpq1aopaxG0glNPCFrEyK/fBXr37m2yuGPHDjPSsz75/PPPRZ9rQ7uO2KFp06ZN5nHfvn1y0UUXmemV69atax61p7neoKRJX6dJ2+G0N7t2iOvfv780bNjQjB6YnZ1ttvMHgaALBLohXS+maoP5JZdcIlpp7tWrl/z+97+XVatWSYsWLcydhrqPDgVKQgAB/wicd955Xmb279/vLbsLJ06c8IZ0r169uruax4ALEPeAB5DsI+AzAR2G7MYbbzS5WrNmjZc76oceBQsIBEqAekKgwhWzzBL3mFFyIARSTkCHldV5XrXH3A8//CA6J/qGDRvkpptuMhZ6Ed9N1A9didR71KGJdepPTXrzbc4poVJPI3glpp4QvJiRY38LNG3aVFq1amUyqcO7a3KHddfGcB36XdPu3bvNo44Yq9Oy5v536aWXmobz1q1bm/10xMBPP/1U7r33XnMTmw75npmZaW54c4d9NzvyB4GACgS2IV17sX788ceG/cknn/TmQ9IV+oHXuRs06V0zDPFuKPiDgG8EclaEI32Z6g0y7pDuOjQbyQ4B4m5HHCkFAn4SKF++fFh2qB+GcfAEgUAJUE8IVLhillniHjNKDoRAygroxXudM10fNX3wwQfmsU2bNuaR+qFhSMk/Orzw/fffb8qujTvDhg1LSYcgF5p6QpCjR979KqCjumjSkZz1ZjR3RGd3WHfdVrt2bX0wj9ppNdI/7djatm1bs5/+0esz48ePl507d5pHnVJFe6z369fP24cFBIIqENiG9F27dnnmkXqca49WN7lzLbvPeUQAgeQK6Bepe8fa7Nmz82RGh2jTpHOc6R1uJDsEiLsdcaQUCPhFQIcSW7JkicnOZZddZh6pH/olOuQDgegFqCdEb2bDK4i7DVGkDAj4R+Crr76SuXPnmgy5w9dSP/RPfBKZE+1hqSMR6Dy9ffv2lXHjxiXy9JwrRgLUE2IEyWEQyCGgw7frzWd6o5nebJSVlWV6kbsjuuiu9erVM6/Ytm2bbN68OcerC1/U3ut689Krr75qdtZGeHco+MJfzR4I+FMgsA3p+mF2eyHpnS4///yzJ6xDRT/++OPmuc7toPM2kBBAwF8C7pwrM2bMEHcoGc3hokWLRIfe0qTTNZDsEiDudsWT0iCQCAHtOfLRRx95I5XoOfUH36BBg8wUP/q8e/fu+mB+7FE/NBT8QSCQAtQTAhm2YmeauBebkAMgkHIC3377rezZsyes3PPnz5cuXbqYde3bt5cOHTqYZa4fhjGlxJNPPvlE7rrrLjl9+rTcdtttZtTSEiVKpETZbSwk9QQbo0qZkilQtWpVuf76600WJk6caB61Ef3cc8/1sqXfo+np6eb/0QEDBsjevXu9bbqwdetWefPNN711r732mmjHOL15yU3u93SVKlWkVKlS7moeEQikQAnnzf3vd3eSi6BDOTdu3FgOHjxocqI9zXVZKzu1atUy6/SDt3r1arOsjeUPPvigl2ud40E/8P/617+8i6067Puf/vQnbx8Wgi8Q7fsk+CW2swQ67UKnTp1kxYoVpoB169Y1N8esXbvWfEnrF7b2VncbROxUSL1SEffUizklTk0B90JVLKqZejdzdna2VKpUSerXr2++I/TiqVtf7N+/v0yaNMmDpn7oUaTEAvVCu8JMPcGueBa1NMS9qFLsh0AwBWJZL3QFdB7XhQsXil4H1KGf9TqhO5+rDvO+bNkyqVGjhru76WzD9UOPw/qFdu3aeSNXaWEjjVSq75MtW7ZYb2FDAakn2BDFxJWB34dFs541a5Z07drV23nOnDnezWjuSh3ZQ29k0es6ej2mRYsW5nHTpk2yZs0a0zh+/Phxs/vNN98s06dPN1Ot6Ci02tF1wYIF5vqNdo5wO825x+YRgcAJaEO6X5IzHHvIaQjXhv18/zkV5LDsPv/88yHn7tI8+19yySUhZ/iIsH15YofAmbxP7Ci5faVwKsOhbt26hZxGEu8zXLNmzZAzV0vImaPFvgJTIiNA3HkjIGC/gFuXi0VJnZGH8tT1nAuyIa3rTZ48OeT0NMlzGuqHeUisXUG90L7QUk+wL6ZFKRFxL4oS+yAQTIFY1gtdgTFjxoTKli3rXUfQczgX+UPDhw8P6f8nkRL1w0gqdq677rrrwt4b7nsw56PT09LOwltaKuoJlgY2DsXi92HRUJ0G8JBzw5n5v1KvxTtDr0d84aeffhpyptILOTckhf2/6nSIC40aNcp7zbx580INGzYM2+ecc84JOUPHh/RcJASCLuCrHulOheaMk/OFKjpngw7lrncV0ov1jCl5IQIJF3D+IxXtXVimTBnRnumk1BAg7qkRZ0qZmgLx6Hmk81vu3LnT9CjJyMgQ50dZobjUDwslYgcEfCtAPcG3oYlrxoh7XHk5OAJJEYhHvVALor3gdN5WHaVIrwNWr169SOWjflgkJnZCwJcC1BN8GRYyFUAB/SzpiH/6PZqZmSnjxo0rsBRHjhyRjRs3mn105Ohq1apF3F+v2ei/ihUrmu9mnYudhIANAtY0pNsQDMqAAAIIIIAAAgjYIBCvC6Y22FAGBBBAAAEEEEAglQSoF6ZStCkrAggggEAQBObPny86TYqm5cuXm2Hbg5Bv8ohAsgTSknVizosAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAokRmDRpkjlRkyZNaERPDDlnCbgADekBDyDZRwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQKAgAR2m/f333ze79OrVq6Bd2YYAAv9fgKHdeSsggAACCCCAAAIIxFSAITxjysnBEEAAAQQQQACBwApQLwxs6Mg4AggggIClAkuXLpW0tDRp3bq1lCxZ0tJSUiwEYidAQ3rsLDkSAggggAACCCCAgCPABVPeBggggAACCCCAAAIqQL2Q9wECCCCAAAIIIIBAkAUY2j3I0SPvCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIxF6AhPeakHBABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIMgCNKQHOXrkHQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAg5gI0pMeclAMigAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCARZgIb0IEePvCOAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIxFyAhvSYk3JABBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIEgC9CQHuTokXcEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgZgL0JAec1IOiAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQZIFSfs78woUL5eOPP5aLL75YBg4cmG9WN2zYILrvqlWr5NixY1K/fn3p2bOnpKen5/saNtgjUNT3iT0ltqsk+/btk8WLF8vSpUslKytLWrZsKVdccYW0atXKroJSmogCfH4jsrASAQRyCJw+fVpeeeUVyc7OzrH234vVq1eXHj16/HvF/1+ifpiHJCVW8L1iR5ipH9oRx2hKcerUKZk3b575Xb9jxw6pWrWqNGnSRO68804pV65cNIdiXwQQSCGBaOt70e6fQpRWF5X6oR3hpX5oRxwTXQo+/4kW53wIWCoQ8mHau3dvqG/fviGH3Pxr1KhRvrkcNWpU6KyzzvL2dV9TpkyZ0NSpU/N9HRuCLxDN+yT4pbWzBOvXrw+df/75eT6/+jnWzzbJXgE+v/bGlpIhoAJufSwWGmvXrvWO5x4352OFChXynIb6YR4S61fwvWJPiKkf2hPLopZk9erVoQYNGkT8v965OT70zTffFPVQ7IcAAj4UcOttsc5atPW9aPePdX45XuIFqB8m3jxeZ6R+GC9Ze4/L59/e2FIyBJIh4Lse6dOmTZMhQ4aYnqlOZbvA9M4778hDDz1k9unWrZu5W/3AgQPyxBNPyObNm6V3797Spk0bqVOnToHHYWPwBKJ5nwSvdKmR459++kmuuuoq2bVrl2RkZJjPa7169eT111+XOXPmmM+208guzk01qQGSQqXk85tCwaaoCMRA4OTJk+Yo2iNRRxzKnWrXrh22ivphGEdKPOF7xZ4wUz+0J5bRlGTKlCny3XffyQUXXCC33HKL1KhRQ+bOnWt6p2/fvl169eolK1eulBIlSkRzWPZFAAGLBaKt70W7v8V0KVM06of2hJr6oT2xTFRJ+PwnSprzIJBCAslovc/vnHv27PHuQnculIaGDRtmnufXI90Zwt1sv+GGG8IO6QwFFzr33HPNthEjRoRt40nwBaJ9nwS/xHaW4MknnzSf0cqVK4e+//57r5DOsI6h9u3bm23OEO/eehbsEODza0ccKQUChQk4VWnz/3hh+xVlu9N4Yo6l9b6iJOqHRVGyZx++V+yJpZaE+qFd8SxqaWbPnh166qmnQs40bWEv6dq1q/n/X79TNm3aFLaNJwggEByBWNYL3VJHW9+Ldn/3PDwGU4D6YTDjll+uqR/mJ8P6SAJ8/iOpsA4BBIorkOanewac4djF+bEsixYtkjfeeENq1aqVb/YOHjwoGzduNNsHDRoUtp/2YtXjaJo/f37YNp4EXyCa90nwS2tvCbTnuab+/ftL3bp1zbL+SUtLk6FDh5rnOm/6tm3bvG0sBF+Az2/8Yvjhhx+aEVmWLFkS8SQ6L5SO2KKfq5zpyy+/lLFjx0q/fv3k4Ycflvfee09OnDiRcxdvWb+fR44cKX369JHMzEyZOXOm6PzVJAT8IkD90C+RSFw++F5JnHUizkT9MBHK/jvHddddJ8OH/z/27gRIiipP/PivARGRS1ouoRFEmks8QJYdkFGRCBg1BlxQA8UGQkLYRVlgcSOcwXXWZTwWBccjZAXGexQBxR5BFAQFIdBRAVvksEWO4WhFGjmFFupfv7f/zO2juruyuo7Ml9+MoCsrMyvzvc8vs/JRL997U6Ru3bplEqfjozvTzp07nVle4xCgXBgHEpsEVsBrec/r9oGFIeGuAOVDl8KKGcqHVoQxbZng+q+cmvJh5TasQaA6AV917R5tRS6LFi2qLs1mvXbx5kwtW7Z0Zt3Xq666Sv7yl7/IV1995S5jxg4BL+eJHTm2Lxc//fSTfP311yZj1157bYUM9u3b1122ZcsWKd9tr7uSmcAJcP2mLmTaXeGrr74qXbt2leiY0hUOpBXl0d4fTEV4tLcHibb6Mj9aP/300xW27d27t2hXWG3atHHX6QMuTz31lPteZ5544glTCR/tQabMct4gkCkByoeZks/ccbmvZM4+2UemfJhs0eDvT8sqzhTtxcqZ5TUOAcqFcSCxSWAFvJb3vG4fWBgS7gpQPnQpAj9D+TDwIUx7Brj+KyenfFi5DWsQqE7AVy3Sq0ts6fWlK891PLXyU7Nmzcyi48ePy88//1x+Ne8RQCCDAjouujNFu1hzZt1X7Y3inHPOMe9//PFHdzkzCCBQuYDTaksfUtmwYUOZDT/55BNTia4Lb7nlFrPuoYceEq1E16d1H330UdGW7C+++KLpDUa3Hz9+vLsPbbWulei1a9c2n9H9a0X7ddddx3ilrhIzqRYoKiqSBx980DwM8txzz5leh0pXsujxKR+mOgrsH4HUCVA+TJ1tUPe8ZMkSk/TGjRubBwWDmo9MpJtyYSbUOWa6BLyW97xun658cBwEEKhegPJh9UZsgUC8ApQP45ViOwQqCviqRXrF5FW+RJ9Iv/DCC0W7ePvjH/8ov/71r92u4Pfv3y8LFy50P6w/smpFARMCCPhDQCtDnKlRo0bObJnXhg0byokTJ4SK9DIsvEGgUoGBAweaSkS9B2rL9Msvv9zddt68eWa+R48e5odo/c+odueu05w5c+T2228389pSXZ/eHTZsmOTn54s+qJabmyvr16836y+77DK3gl3nhw4dapbzB4FUCmRlZZndHz582FSilz6WlgW1Z4QhQ4aYxZQPS+swj0CwBCgfBiteqU7t5s2b3f/TDx8+XM4+++xUH9Kq/VMutCqcZKacgNfyntft+f2wHDhvEcigAOXDDOJzaOsEKB9aF1IylEaBwLZIV6M//OEPhqqgoEAuvvhiufLKK80P/toVrXZV4Ux16gT2eQEnC7wiYJWAjlHmTNrCNdakY6XrdPr06VirWYYAAuUE9FoaMWKEWfraa6+5Y5dHIhF54403zHJn/bp16+TYsWOiPyo5T6Q6uxswYIA4902ni/icnByzeuPGjTJ37lzRfTIhkC4BfZhDH5qcPn26/M///I/pQUEf/tCxdPWByltvvdV92EPTRPkwXZHhOAgkV4DyYXI9g7y3X375RcaOHSslJSWiPc1NmzYtyNnJSNopF2aEnYOmUcBrec/r9mnMCodCAIEqBCgfVoHDKgQ8ClA+9AjG5giUEgh0RfqoUaNk/vz50qVLFzl16pR8/vnnsn37dlOp3r9/f5NNrQzQ1nVMCCDgHwGtvHMmHe8o1nTmzBmzuEmTJrFWswwBBGIIjBw50izds2ePfPTRR2b+448/Fn2vBWZt0aVTYWGheS0uLpb27dtLu3bt3H/a0lx/wNZJP6eTVq5ra3Z9sGXMmDHSuXNn0wr4yJEjZj1/EEilgLZC/N3vfidTpkyRu+66S/793/9dXnnlFdEhCHQYEC0DPvbYY24SKB+6FMwgECgByoeBCldKE3vPPffI6tWrzfAxOpRHdnZ2So9n684pF9oaWfKlAl7Le163RxkBBPwhQPnQH3EgFfYIUD60J5bkJL0Cga5IVyrtflbHg9WWdTt27BAdE33Lli1y0003GUn9sZ8JAQT8JXD++ee7CTp06JA778xo6xOnS/fmzZs7i3lFAIFqBC655BLp2bOn2Uq7d9fJ6dZdK8Od8QF/+OEHs057ftDhFcr/6969u6k479Wrl9lOW/5++OGHMnHiRPNwmnb5PmnSJPMgm9Ptu9mQPwikUUCHL/jtb39rjvjVV1+VOTLlwzIcvEEgEAKUDwMRppQnUoeemTVrljmOPiTlDN2R8gNbeADKhRYGlSyVEfBa3vO6fZmD8QYBBDIiQPkwI+wc1GIByocWB5espVQg8BXpjo7+yK/jZOqrTn/961/N6z/8wz+YV/4ggIB/BEoXhGNVwumYiE6X7jpUAxMCCMQvoK0tdFqwYIF5yExfdXK6ddf5tm3b6ot5/fLLLyXWP+3lpXfv3mY7/dOwYUOZOXOm7N2717w2btzYtFi/88473W2YQSDdAnpeVjVRPqxKh3UI+EuA8qG/4pGJ1OjwMffee685tD68N3ny5Ewkw6pjUi60KpxkphIBr+U9r9tXclgWI4BAGgQoH6YBmUOEToDyYehCToaTIGBNRXppi7/97W/y/vvvm0VOdxWl1zOPAAKZFdAKOKel6+LFiyskRods0EnHxdWWsUwIIBC/gHbfrj8O6bAJ+mN0UVGRaUXu9NSie+rQoYPZ4a5du+Tbb7+Nf+fRLbX1uv64/fzzz5vPaSW80xW8px2xMQI1FNDzbs2aNWYvl156abV7o3xYLREbIJBRAcqHGeXP+MG1Bx0dviMSicjo0aNlxowZGU+TDQmgXGhDFMmDFwGv5T2v23tJC9sigEDNBSgf1tyQPSBQXoDyYXkR3iNQvUCgK9K3bt0qBw4cKJPLDz74QAYOHGiW9evXT37961+XWc8bBBDwh4AzVvOiRYvE6YJaU7Zq1SrRLh11ysvLM6/8QQCB+AV0HNEbb7zRfODZZ581r1qJfu6557o70ftjTk6OnDlzRsaOHSsHDx501+nMzp07zRjUzsIXXnhB9AEX/XHbmZz7b9OmTaVOnTrOYl4RSLqAtkhcsmSJ21OJHkAfFPnnf/5n0R5MdBo6dKh51T+UD10KZhAInADlw8CFLCkJfu+99+SOO+4w5ZJbb71V5syZY8ZHT8rOQ74TyoUhPwEszr7X8p7X7S2mI2sIBE6A8mHgQkaCfS5A+dDnASJ5vhTIiv4o/n+/imc4idqVc9euXeXo0aMmJYcPHzbzWVlZ0qpVK7NMf7AvKCgw8zre68qVK0XHdtCuXnS5M+6rdvP+ySefSIsWLTKcKw6fbAGv50myj8/+kiNQXFws/fv3lw0bNpgdtmvXznQdvWnTJvMjmlb0aWv16rrtTU5q2Eu6BLh+0yOdn58vgwcPdg+2dOlS9yEzZ6G2/NL/kGoxoEmTJnLFFVeY18LCQtHxprVy/NSpU2ZzHU9w4cKFZggV7U3i0KFDsmLFCnOtaiWn8/CLs29eEdCym07JKGZqLwhHjhwx52fHjh3Neac/hjrlxTFjxsjs2bNddMqHLkUoZriv2BVmyod2xTPe3Fx11VVuDyP6mVq1Kj7vr/+/3759e7y7ZLtSApQLS2EwmxGBZJYLnQx4Le953d45Dq/BFKB8GMy4VZZqyoeVybA8lgDXfyyVissoH1Y0YQkCVQpoRbpfppKSkki0xZxW7Ff6L1ph7ib30UcfjZxzzjllto1WBkSmTJkSid5k3e2YsUvA63liV+7tyo1ep0OGDIlEK0nc67hly5aR6FgtkWPHjtmVWXJjBLh+03MiRCvAI9EHycx1pddUtAvsmAf+8MMPI9EusSPRH6zda1DvwdEHWyLTpk1zP7Ns2bJI586dy2xTv379SLTr+IgeiwmB8gJOWa788kTez5w5MxIdjqDM+Rf9QTbSqVOnyF/+8pdItGeFMrulfFiGw/o33FfsCzHlQ/tiWl2Orr/++jLf8c49pPRrtCed6nbD+koEKBdWAsPitAk413IyD+i1vOd1+2SmlX2lX4DyYfrNU31EyoepFrZn/1z/8cWS8mF8TmyFgCPgqxbp0cK15yl60ZvxXbVVkj6l3rx5c8/74AMIIJBZgegXkumKt169eqIt05kQQKBmAnpNactdHf980qRJ1Y4zeuLECfnmm2/MQbUHmGbNmsVMwN69e0X/6Thles/VsdiZEIglkIqWR99//705/7Sl4sUXXyzRhzliHdoso3xYKQ0rEAiMAOXDwISKhPpcgHKhzwMUguSlolyobF7Le163D0FoyCICgROgfBi4kJFgnwpQPvRpYEiWbwUCX5HuW1kShgACCCCAQIYEPvjgA9HuC3X64osvTLftGUoKhw2pQKp+MA0pJ9lGAAEEEEAgYQHKhQnT8cEkCVAuTBIku0EAAQQQQCBJApQPkwTJbkIjUHHwsdBknYwigAACCCBgp4AzXnS3bt2oRLczxOQKAQQQQAABBBCIS4ByYVxMbIQAAggggAACCIRGgPJhaEJNRpMkQEV6kiDZDQIIIIAAAn4Q0G7a33rrLZOUvLw8PySJNCCAAAIIIIAAAghkQIByYQbQOSQCCCCAAAIIIOBjAcqHPg4OSfOtAF27+zY0JAwBBBBAAIHEBNauXSs6jnSvXr2kdu3aie2ETyFQAwG68KwBHh9FAAEEEEAgiQKUC5OIya4SEqBcmBAbH0IAAQQQQCBlApQPU0bLji0VoCLd0sCSLQQQQAABBBBAIFMC/GCaKXmOiwACCCCAAAII+EuAcqG/4kFqEEAAAQQQQAABBLwJ0LW7Ny+2RgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBCwXICKdMsDTPYQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBLwJUJHuzYutEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQsF6Ai3fIAkz0EEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAW8CVKR782JrBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAHLBahItzzAZA8BBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwJtAHW+bp37r06dPy7Jly2TlypWyZ88eyc7Olm7dusltt90mDRo0iJmA4uJiWb16taxdu1aKioqkR48e0qdPH+nZs2fM7VlohwBxJ452CIQ7F/pd/+6778pFF10k48aNCzcGuUcAgWoFjh8/Lm+//bZs3rxZduzYIfXr15fu3bvL8OHDpWnTpmU+TzmhDEdo3nBfsSPUXL92xNFrLoi7VzG2RwABRyDe+7/X7xmv2zvp4dVfAvGeH/5KNakpL8D1WF6E91UJcL5UpcM6BBDwLBDx0VRQUBDJzc2NRDNR4V9OTk5k/fr1FVIb/SE1csEFF1TYXvcxbdq0CtuzwA4B4k4c7RAIby4OHjwYGT16tPvd3aVLl/BikHMELBRwynLJzFp+fn5Ey4POvku/jh8/vsyhKCeU4QjFG+4r9oSZ69eeWHrJCXH3osW2CARLwCmzpSLVXu7/Xr9nvG6fivyxz5oJeDk/anYkPp1qAa7HVAvbtX/OF7viSW4Q8INAliYiWqj1xXT//fdLtPJbWrduLTfffLO0aNFC3n//fdM6XROoLY42btwoWVlZJr379u2Tyy+/XL7//nu5+OKLZeTIkdKhQwd56aWXZOnSpWabP//5zxKtrDHz/LFDgLgTRzsEwpuLBQsWyN133216EHEUohXp8vXXXztveUUAgYALOGW1ZBUz16xZI/3795dTp05J165dTQt07YEo+uOYrFixwvRGpN8rOlFOCPjJk0Dyua8kgObTj3D9+jQwKU4WcU8xMLtHIMMCyS4XOtnxcv/3+j3jdXsnTbz6R8DL+eGfVJOSWAJcj7FUWFaZAOdLZTIsRwCBGgn4oTbfScPixYsj06dPj5w8edJZZF4HDx7stj4qLCx01z3yyCNm+XnnnRf57rvv3OXR7uEj/fr1M+uiXby7y5mxQ4C4E0c7BMKZiwMHDrjf5yNGjIhMnjzZvKdFejjPB3Jtr0C0cGqu7WTk8MyZM5FOnTqZ/Wn57qeffqpyt5QTquSxbiX3FbtCyvVrVzzjzQ1xj1eK7RAIpkAyy4WOgNf7v9fvGa/bO+ni1R8CXs8Pf6SaVFQmwPVYmQzLYwlwvsRSYRkCCNRUoFaNauGT/OHrr79epkyZInXr1i2zZx0f3Zl27tzpzJqW5/pmzJgx0q5dO3d5rVq1ZMKECea9jpu+a9cudx0zwRfQHgd0Iu7BjiVxDHb8Ek19vXr1JPpwlKxatUpefvlladWqVaK74nMIIBASgeXLl8vWrVtNj0Rz5syRRo0aVZlz7i9V8li3kvuKXSHl+rUrnvHmhrjHK8V2CCDgCHi9/3v9nvG6vZMuXv0h4PX88EeqSUVlAlyPlcmwPJYA50ssFZYhgEBNBXxVkV5ZZqIt1N1V0dbnZj7aGsntBvjaa6911zszffv2dWZly5Yt7jwzwRYg7sGOn5N64uhIhO/13HPPlUWLFkm0VWn4Mk+OEUAgIYFly5aZz2l5Lzc3t8p9cH+pksfKldxX7Akr1689sfSSE+LuRYttEUDAEfBy//f6PeN1eydNvPpHwMv54Z9Uk5JYAlyPsVRYVpkA50tlMixHAIGaCtSp6Q7S8fklS5aYwzRu3NiMi6lvdFx0Z+rYsaMz675qK8dzzjlHTpw4IT/++KO7nJlgCxD3YMfPST1xdCR4RQABBBCoTmDDhg1mk8suu0w+++wzWblypezZs0eaNm0q0WEhZNCgQdKwYUOzDfeX6jRZj4B/Bbh+/RubVKaMuKdSl30jgIAKeP2e8bo9ygggkDoBrsfU2dq4Z84XG6NKnhDwh4DvK9I3b94sCxcuNFrDhw+Xs88+28wXFRW5gpV18ak/qlKR7jJZMUPcrQijEEc74kguEEAAgXQI7N+/3xxm5syZov/KTzq8z/z58+XKK6/k/lIeh/cIBEiA8mGAgpXEpBL3JGKyKwQQiCng9XvG6/YxD8pCBBBIigDXY1IYQ7MTzpfQhJqMIpB2AV9XpP/yyy8yduxYKSkpkWbNmsm0adNcoKNHj7rztWvXdudLz+hY6TqdPn269GLmAyxA3AMcvFJJJ46lMJhFAAEEEKhS4MiRI+76AQMGyG9/+1tp3ry5bNy40VSs79ixQ+68805Zv369cH9xqZhBIHACXL+BC1lSEkzck8LIThBAoAoBr98zXrev4tCsQgCBGgpwPdYQMGQf53wJWcDJLgJpFPD1GOn33HOPrF69WrKysuS5556T7Oxsl8YZK10X6PgXsaYzZ86YxU2aNIm1mmUBFCDuAQxajCQTxxgoLEIAAQQQiCngPDB57733io6XruXDW2+9VR566CGZPXu2+cyXX34pBQUFwv0lJiELEQiEANdvIMKU9EQS96STskMEECgn4PV7xuv25Q7HWwQQSKIA12MSMUOwK86XEASZLCKQIQHfVqQ//vjjMmvWLMPy2GOPyZAhQ8oQnX/++e77Q4cOufPOjLZid8ZG11ZLTHYIEHfiaIcAuUAAAQQQiFfg3HPPNZtGIpEKHyldPty9e7dQTqhAxAIEAiPA9RuYUCU1ocQ9qZzsDAEEYgh4/Z7xun2MQ7IIAQSSJMD1mCTIkOyG8yUkgSabCGRAwJcV6XPnzhVtdaTTxIkTZfLkyRVoSn8xalee5ScdW93p0r1NmzblV/M+oALEPaCBK5ds4lgOhLcIIIAAApUKtG7d2qzbs2dPhW2c1uq6ok6dOmUq0ikfVuBiAQK+FqB86OvwpCxxxD1ltOwYAQT+v4DX7xmv2wONAAKpE+B6TJ2tjXvmfLExquQJAX8I+K4ifd68eXLXXXeJtjoaPXq0zJgxI6ZU48aNpVevXmbd4sWLK2wzf/58syw3N1e6d+9eYT0LgilA3IMZt/KpJo7lRXiPAAIIIFCZwKWXXmpWLV26VE6dOlVmsw8//NB936lTJ+H+4nIwg0DgBLh+AxeypCSYuCeFkZ0ggEAVAl6/Z7xuX8WhWYUAAjUU4HqsIWDIPs75ErKAk10E0ijgq4r09957T+644w7Rsc117Ms5c+aY8dEr8xg+fLhZtWjRInn11VfdzVatWiXaNbxOeXl57nJm7BAg7sTRDgFygQACCCAQj8DQoUPNZsXFxTJ16lT3I7t27XJ7LerTp4+0b9/erKOc4BIxg0DgBLh+AxeypCSYuCeFkZ0ggEAVAl6/Z7xuX8WhWYUAAjUU4HqsIWDIPs75ErKAk10E0iSQFW35XXHAyTQdvPxhrrrqKlmzZo27uFativX8F154oWzfvt1soz+o9u/fXzZs2GDet2vXTho2bCibNm0ylfH9+vUTba2uy5jsESDudsSSONoRR6+50CE3unbtKkePHjUfPXz4sJnPysqSVq1amWVNmzaVgoICr7tmewQQ8JGAXtM6JauYedNNN4k+OKmTlvdatGghGzdulJ9//lkaNGgg2jK9Z8+eZj33F8MQmj/cV+wKNdevXfGMNzfEPV4ptkMgmALJLheqgtf7v9fvGa/bBzMy9qba6/lhr4QdOeN6tCOO6coF50u6pDkOAuES8FVF+g033CBLliypMgI5OTmiLZCc6dChQ6YL+BUrVohWyOjUsmVLGTRokDzzzDNSv359Z1NeLRIg7nYEkzjaEUcvufjll1+kSZMmcuzYsUo/pmMa/fDDD5WuZwUCCPhfINk/mOrDN/fee6/MnTtXSkpKDEC9evVEH8KcNWuWdOjQoQwK95cyHFa/4b5iX3i5fu2LaTw5Iu7xKLENAsEUSHa5UBUSuf97/Z7xun0wo2NnqhM5P+yUsCdXXI/2xDIdOeF8SYcyx0AgXAK+qkivCb22eNq6davoj6raUokpHALE3Y44E0c74kguEEAAAUcgFT+Y6r5PnjxpeibS+4aOiV67dm3nkDFfub/EZGEhAoEQ4PoNRJiSnkjinnRSdohAxgVSVS5MNGNev2e8bp9ouvgcAghUL8D1WL0RW/yfAOfL/1kwhwACNROwpiK9Zgx8GgEEEEAAAQQQQCBZAn77wTRZ+WI/CCCAAAIIIIAAAt4EKBd682JrBBBAAAEEEEAAAX8JVByE3F/pIzUIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgikVYCK9LRyczAEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAb8LUJHu9wiRPgQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBtApQkZ5Wbg6GAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIOB3ASrS/R4h0ocAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggkFYBKtLTys3BEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQT8LkBFut8jRPoQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBNIqQEV6Wrk5GAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIICA3wWoSPd7hEgfAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBaBahITys3B0MAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQ8LsAFel+jxDpQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBIqwAV6Wnl5mAIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAn4XqOO3BJ4+fVqWLVsmK1eulD179kh2drZ069ZNbrvtNmnQoEGVydXPvPvuu3LRRRfJuHHjqtyWlfYIEPdgx7K4uFhWr14ta9eulaKiIunRo4f06dNHevbsGeyMkfoqBYh7lTysRACBSgSOHz8ub7/9tmzevFl27Ngh9evXl+7du8vw4cOladOmMT9FOSEmi3wBCOEAAEAASURBVLULibcdoaWcYEccE80F13GicnwOgfAKxPu9kej9Jd79hzcC/s458fN3fOJNXaLXb7z7Zzu7BDhf7IonuUEg4wIRH00FBQWR3NzcSBSlwr+cnJzI+vXrY6b24MGDkdGjR7uf6dKlS8ztWGiXAHEPfjyjFSGRCy64wL12S1/706ZNC34GyUFMAeIek4WFCFgl4HyfJzNT+fn5ES0POvsu/Tp+/PgKh6KcUIHE6gXE257wUk6wJ5Zec8J17FWM7REIhoBTZktFar18byRyf/Gy/1Tkj33WTID41czPT59O5Pr1U/pJS3oFOF/S683REAiDgK9apM+bN0+2bdsmrVu3lptvvllatGgh77//vmmdvnv3bsnLy5ONGzdKVlZWtBz+v9OCBQvk7rvvNi1ZnWW82i9A3IMf43379snVV18t33//vVx88cUycuRI6dChg7z00kuydOlSmTp1qkQr2SX6kEzwM0sOXAHi7lIwgwACHgTWrFkjw4YNk1OnTknXrl1NC3TtwST645isWLFCOnfuXGZvlBPKcFj/hnjbE2LKCfbE0mtOuI69irE9Agh4+d5I5P7iZf9Ew38CxM9/MUk0RYlcv4kei88FX4DzJfgxJAcI+FLAT08LLF68ODJ9+vTIyZMnyyRr8ODBbuujwsJCd92BAwfc5SNGjIhMnjzZvKdFuktk5QxxtyOsjzzyiLlezzvvvMh3333nZio6vEOkX79+Zl20i3d3OTN2CBB3O+JILhCoTiBa6DXf49VtF8/6M2fORDp16mT2p/eHn376qcqPUU6okse6lcTbrpBSTrArnvHmhus4Xim2QyCYAsksFzoCXr83vN5fvO7fSRev/hAgfv6IQ7JS4fX6TdZx2U8wBThfghk3Uo2A3wVq+al2//rrr5cpU6ZI3bp1yyRLx0d3pp07dzqzUq9ePYlWssuqVavk5ZdfllatWrnrmLFXgLjbEVttea7TmDFjpF27dmZe/9SqVUsmTJhg3uu46bt27XLXMRN8AeIe/BiSAwTSLbB8+XLZunWr6ZFozpw50qhRoyqTQDmhSh7rVhJvu0JKOcGueMabG67jeKXi3+6dd96Rhx9+WLRHl1iTjhes6/X/W6WnTz/9VB5//HG588475f7775c333xTSkpKSm/izuvvMA888ICMGjVKJk2aJG+//bZEH35z1zODQCoFvH5veL2/eN1/KvPKvr0LED/vZn7+hNfr1895IW2pF+B8Sb0xR0AgjAK+6tq9sgBEW6i7q6KtV935c889VxYtWuS+ZyYcAsQ9+HGOtiaUr7/+2mTk2muvrZChvn37usu2bNkibdu2dd8zE1wB4h7c2JFyBDIpsGzZMnN4vV/k5uZWmxTKCdUSWbUB8bYnnJQT7Iml15xwHXsVq377119/XV599VUzHMqmTZsqfEAryqO9gpmK8GgvYKK/uWijhqeffrrCtr179xbtIrlNmzbuOn3w+amnnnLf68wTTzxhKuGjPQWWWc4bBFIh4OV7I5H7i5f9pyJ/7LNmAsSvZn5++nQi16+f0k9a0ivA+ZJeb46GQJgEfNUivTL4JUuWmFWNGzc2/xGsbDuWI4BAMAR0XHRn6tixozPrvmrvEuecc455/+OPP7rLmQm2AHEPdvxIPQKZEtiwYYM59GWXXSafffaZRIcBkokTJ8qDDz4o8+fPlyNHjmQqaRwXAQSSKEA5IYmY7Cr0Ak6vfvrwsnMfdVA++eQTU4mu72+55Raz+KGHHjKV6NqK89FHHzUt2V988UXT659uP378eOfjoq3WtRK9du3a5jO6f61ov+6660zvMe6GzCDgEwHuLz4JBMlAIAEBrt8E0EL8Ec6XEAefrCOQYgHft0jfvHmzLFy40DAMHz5czj777BSTsHsEEEi1QFFRkXuIyrrobdiwoZw4cUKoSHepAj9D3AMfQjKAQEYE9u/fb447c+ZM0X/lJx0eRCvUr7zyyvKreI8AAgESoJwQoGCRVN8LDBw4UFq2bCl6D9WW6Zdffrmb5nnz5pn5Hj16mIYK+qOzdueukw6hcvvtt5t5bamurTqHDRsm+fn5sm3bNtMzzPr16816fcDNqWDX+aFDh5rl/EHAbwLcX/wWEdKDQPwCXL/xW7GlCOcLZwECCKRKwNct0n/55RcZO3asGZOrWbNmMm3atFQ5sF8EEEijwNGjR92jaUuGWJOOla7T6dOnY61mWQAFiHsAg0aSEfCBQOkW5wMGDJAnn3xStMva++67T7Tl3I4dO8xYrozL6oNgkQQEaiBAOaEGeHwUgXIC+n+sESNGmKWvvfaaO3Z5JBKRN954wyx31q9bt06OHTsmOoye05Ld2Z3ed+vU+d/2F04X8Tk5OWb1xo0bZe7cuaL7ZELAzwLcX/wcHdKGQNUCXL9V+7C2rADnS1kP3iGAQPIEfF2Rfs8998jq1atN92DPPfecZGdnJy/n7AkBBDImoD/SOJOOXxNrcipEmjRpEms1ywIoQNwDGDSSjIAPBJwHru69917R8dK1fHjrrbeKdkM7e/Zsk8Ivv/xSCgoKfJBakoAAAokKUE5IVI7PIRBbYOTIkWbFnj175KOPPjLzH3/8seh7vbdqj386FRYWmtfi4mJp3769aE8vzj9taa4NHHTSz+mklevaml0feB4zZox07tzZjI9e+sE3syF/EPCJAPcXnwSCZCCQgADXbwJoIf4I50uIg0/WEUixgG8r0rVrsVmzZpnsP/bYYzJkyJAUU7B7BBBIl8D555/vHurQoUPuvDNTUlLidunevHlzZzGvARcg7gEPIMlHIEMC2q2sTrFavJUuH+7evTtDKeSwCCCQDAHKCclQZB8I/J/AJZdcIj179jQLtHt3nZxu3bUyXLt+1+mHH34wr9ojmA67Vf5f9+7dTcV5r169zHZ169aVDz/8UCZOnGi6ftcu3ydNmiRdunQRp9t3syF/EPCJAPcXnwSCZCCQgADXbwJoIf4I50uIg0/WEUixgC8r0rV7MG11pJP+52zy5MkpZmD3CCCQToHSBZtYP7Zs3rzZ7dK9TZs26Uwax0qhAHFPIS67RsBigdatW5vcOS3hSmfVaa2uy5yuZ0uvZx4BBIIjQDkhOLEipcERGDVqlEnsggULTPft+qqT0627zrdt21ZfzKv28BLr3+effy69e/c22+mfhg0bysyZM2Xv3r3mtXHjxqbF+p133uluwwwCfhHg/uKXSJAOBLwLcP16NwvzJzhfwhx98o5AagV8V5GuT0jfddddptXR6NGjZcaMGakVYO8IIJB2Af2hxWnRsHjx4grHnz9/vlmWm5sr2gKCyQ4B4m5HHMkFAukWuPTSS80hly5dKqdOnSpzeG0R50ydOnVyZnlFAIEAClBOCGDQSLLvBbT7dm1BrsNpaWOFoqIi04r8pptuctPeoUMHM79r1y759ttv3eXxzGjrdW388Pzzz5vNtRLe6Qo+ns+zDQLpEOD+kg5ljoFAagS4flPjauteOV9sjSz5QiDzAr6qSH/vvffkjjvuEB0bWce+nDNnjhkfPfNMpAABBJIt4IzJt2jRInG6GtRjrFq1SnRoB53y8vLMK3/sESDu9sSSnCCQLoGhQ4eaQ+nYrVOnTnUPqz/4O70W9enTx4zr6q5kBgEEAilAOSGQYSPRPhbIzs6WG2+80aTw2WefNa9aie4Mm6IL+vXrJzk5OeZ3mLFjx8rBgwfNds6fnTt3yiuvvOK8lRdeeEH0wefSQ64cOHDArG/atCk9xLhSzPhJgPuLn6JBWhDwJsD1680r7FtzvoT9DCD/CKRGICv6n59Ianbtfa9XXXWVrFmzxv2gjtFVfrrwwgtl+/btZvHp06ela9eucvToUfP+8OHDZj4rK0tatWpllul/5AoKCsrvhvcBFiDuAQ5eqaRrhUj//v1lw4YNZmm7du1MF4GbNm0yP+LoDzraWl27DWSyR4C42xNLcoJAVQJaFtMpWcVM/dFfH7zSSe8XLVq0kI0bN8rPP/8sDRo0MGO1OuPAUk4wTKH5Q7ztCjXlBLviGW9uuI7jlUpsu/z8fBk8eLD7Ye3hZeDAge57ndGeAfWHZ71vN2nSRK644grzWlhYKF999ZWpHHd6hRk2bJgsXLhQ9LcZ7WXs0KFDsmLFCvN/OH3AzXkouswBeBNqgWSXCxXT6/eG1/uL1/2HOsA+zDzx82FQapAkr9dvDQ7FRy0Q4HyxIIhkAQEfCviqIv2GG26QJUuWVMmkT0prCySdtMsw/U/esWPHKv2Mjo3xww8/VLqeFcETIO7Bi1llKdYfXXQIB/3hRR+E0ally5YyaNAgeeaZZ6R+/fqVfZTlARYg7gEOHklHIE6BZP9gqg9Nape0c+fOlZKSEpOKevXqiT6EOWvWLHG6pdUVlBPiDJIlmxFvSwJZKhuUE0phhGSW6zi1gdb7pv6Oot266/+1/v73v0vt2rUrHPSjjz6SCRMmmIpz7SXQmfQBtjFjxsjvf/97s2j58uVyzz33yJYtW5xNzP/bxo8fL3/84x/lrLPOcpczg4AKJLtcqPtM5HvDy/0lkf1rupj8IUD8/BGHZKbCy/WbzOOyr2AKcL4EM26kGgE/C/iqIt3PUKQNAQRSJ6AtH7Zu3SpaKaI/1DCFQ4C4hyPO5DKcAqn4wVQlT548aXom0u8PHRM9VkVAOMXJNQL2CVBOsC+m5CgzAnotdezY0Yx/PmnSJJkxY0aVCTlx4oR88803Zhvt6a9Zs2Yxt9+7d6/oPx2PVFun61jsTAjEEkhVuTDWseJZxv0lHiW2QcCfAly//oyLX1PF+eLXyJAuBIInQEV68GJGihFAAAEEEEAAAV8L+O0HU19jkTgEEEAAAQRSKPDBBx/IgAEDzBG++OIL0217Cg/HrhGoIEC5sAIJCxBAAAEEEEAAAQQCJFBxEPIAJZ6kIoAAAggggAACCCCAAAIIIIAAAgjEFpg9e7ZZ0a1bNyrRYxOxFAEEEEAAAQQQQAABBBCoVICK9EppWIEAAggggAACCCCAAAIIIIAAAggEU0C7aX/rrbdM4vPy8oKZCVKNAAIIIIAAAggggAACCGRQgK7dM4jPoRFAAAEEEEAAARsF6MLTxqiSJwQQQACBIAqsXbtWatWqJb169ZLatWsHMQukOeAClAsDHkCSjwACCCCAAAIIhFyAivSQnwBkHwEEEEAAAQQQSLYAP5gmW5T9IYAAAggggAACwRSgXBjMuJFqBBBAAAEEEEAAgf8VoGt3zgQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQRKCVCRXgqDWQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBKhI5xxAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECglAAV6aUwmEUAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQICKdM4BBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEESglQkV4Kg1kEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQSoSOccQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoJQAFemlMJhFAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEECgjt8ITp8+LcuWLZOVK1fKnj17JDs7W7p16ya33XabNGjQoEJyvW5fYQcsCLyAnivvvvuuXHTRRTJu3LjA5ydsGSguLpbVq1fL2rVrpaioSHr06CF9+vSRnj17ho0ilPnl+g1l2Mk0AgkLHD9+XN5++23ZvHmz7NixQ+rXry/du3eX4cOHS9OmTd39Uj50KUI3w33FjpBTPrQjjjXJxZtvvikbN26UunXrys033yy5ubk12R2fRQABywXivf97ub9QnrTnpIn3/LAnx3bmxMv1a6cAufIiwPniRYttEUCgWoGIj6aCgoJI9D/IkWiiK/zLycmJrF+/vkxqvW5f5sO8CbzAwYMHI6NHj3bPlS5dugQ+T2HLQLQiJHLBBRe4MSx97U+bNi1sHKHKL9dvqMJNZkMo4HyfJzPr+fn5ES0POvsu/Tp+/Hj3UJQPXYpQzXBfsSfclA/tiWWiOVm3bl0kKyvL/b6fPn16orvicwgg4AMBp8yWiqR4uf97ub9QnkxFtNK/Ty/nR/pTxxG9CHi5fr3sl23tFOB8sTOu5AqBTAr4qkX6vHnzZNu2bdK6dWvz1HmLFi3k/fffN63Td+/eLXl5eeap9Oh/qqPlcBGv25sP8ccKgQULFsjdd99tWjBbkaEQZmLfvn1y9dVXy/fffy8XX3yxjBw5Ujp06CAvvfSSLF26VKZOnSrRSnaJPiwRQh27s8z1a3d8yR0CqRBYs2aNDBs2TE6dOiVdu3Y1LdC1B5Poj2OyYsUK6dy5s3tYyocuRWhmuK/YE2rKh/bEMtGcnDlzxvw/L/ojSaK74HMIIBASAS/3f6/3F8qTwT+JvJwfwc+t3Tnwev3arUHuqhPgfKlOiPUIIJCQQCZr8csfe/HixRF92vzkyZNlVg0ePNh9Gr2wsNBd53V794PMBFrgwIED7vkwYsSIyOTJk817WqQHK6yPPPKIidt5550X+e6779zER7tPi/Tr18+si3bx7i5nxg4Brl874kguEKhOIFooNd/j1W0Xz/popUqkU6dOZn96f/jpp5+q/Bjlwyp5rFvJfcWukFI+tCueieRm9uzZ5vu+ffv2kcsuu8zM0yI9EUk+g4B/BJJZLnRy5fX+7/X+QnnSkQ7mq9fzI5i5DE+qvV6/4ZEhp7EEOF9iqbAMAQRqKlArodr3FH3o+uuvlylTpphx0EofQsdHd6adO3c6s+J1e/eDzARaoF69ehJ9uEJWrVolL7/8srRq1SrQ+Qlr4rXluU5jxoyRdu3amXn9U6tWLZkwYYJ5r+Om79q1y13HTPAFuH5TF8N33nlHHn74YdGWu7EmHRdO1+t1VXr69NNP5fHHH5c777xT7r//ftExSUtKSkpv4s7r9+4DDzwgo0aNkkmTJpmxqrXlGBMCqRRYvny5bN26VbRHojlz5kijRo2qPBzlwyp5rFvJfcWukFI+tCueXnOjY1ned9995mMzZ86Uc845x+su2P7/C1Au5FSwXcDr/d/r/YXyZLDPIK/nR7Bza3/qvV6/9ouQw6oEOF+q0mEdAggkKuCrrt0ry0S0hbq7Ktp61Z2vbMbr9pXth+X+FDj33HNl0aJF/kwcqYpLINqaUL7++muz7bXXXlvhM3379nWXbdmyRdq2beu+ZybYAly/qYvf66+/Lq+++qrp9nrTpk0VDqQV5dHeH0xFeLS3B9F7pT689vTTT1fYtnfv3qJd4bVp08Zdpw+4PPXUU+57nXniiSdMJXy0Z5Ayy3mDQDIFli1bZnan94vc3NyEd035MGE6X3+Q+4qvw+MpcZQPPXFZubE+0BdtRSiDBg0yD05HWxRZmc90ZIpyYTqUOUYmBbzc/5N5f6E8mcmox39sL+dH/Htly0wIJPP6zUT6OWZ6BThf0uvN0RAIk4CvWqRXBr9kyRKzqnHjxqaCoLLtnOVet3c+xysCCKRHQMdFd6aOHTs6s+6r9jLgtED58ccf3eXMIIBA5QJO7y36kMqGDRvKbPjJJ5+YSnRdeMstt5h1Dz30kKlE16f1H330UdOS/cUXXzS9fOj248ePd/ehrda1Er127drmM7p/rWi/7rrrTCthd0NmEEiBgHM+R7v4lc8++0yiXfzKxIkT5cEHH5T58+fLkSNH4joq5cO4mNgIgYwJUD7MGL0vDrxx40aZNWuW6Z3uT3/6ky/SFOREUC4McvRIe7IFknl/oTyZ7OiwPwSqFkjm9Vv1kVhrgwDniw1RJA8I+FPA9y3SN2/eLAsXLjR6w4cPl7PPPrtKSa/bV7kzViKAQEoEioqK3P1W1kVvw4YN5cSJE0JFukvFDAJVCgwcOFBatmwp+/fvNy3TL7/8cnf7efPmmfkePXqYB9L0PxfanbtO2lX27bffbua1pbo+vT9s2DDJz8+Xbdu2mRbA69evN+u1ItOpYNf5oUOHmuX8QSCVAnpO66Td/Oq/8pMOD6IV6ldeeWX5Ve57yocuBTMI+FaA8qFvQ5OWhN19991y+vRp01tOTXofSUtiA3AQyoUBCBJJTJtAsu4vlCfTFjIOhIArkKzr190hM1YLcL5YHV4yh0BGBXzdIv2XX36RsWPHmrFamzVrJtOmTasSy+v2Ve6MlQggkDKBo0ePuvvWFq6xJh0rXSf9QY0JAQSqF9BracSIEWbD1157TZyxyyORiLzxxhtmubN+3bp1cuzYMdHhUpwWS84RBgwYIHXq/O9zdk4X8Tk5OWa1thabO3eu6D6ZEEiXQOkW53p+Pvnkk6Jd1uo4utqjwo4dO0SHLnDO+fLponxYXoT3CPhTgPKhP+OSjlTp0DQff/yxtG7dWrR7d6aaC1AurLkhe7BHIBn3F8qT9pwP5CRYAsm4foOVY1JbEwHOl5ro8VkEEKhKwNcV6ffcc4+sXr3adBv73HPPSXZ2dlV5Ea/bV7kzViKAQMoEtPLOmXT8mliTUyHSpEmTWKtZhgACMQRGjhxplu7Zs0c++ugjM68/TOt7/UFVe3bRqbCw0LwWFxdL+/btRVv0Ov+0pbn+UKSTfk4nrbzU1uz6YMuYMWOkc+fOZnz00hWcZkP+IJACAeeBq3vvvVd0vHQt7916662iwxPMnj3bHPHLL7+UgoKCmEenfBiThYUI+E6A8qHvQpKWBGlZQr/fdXrsscdMzzhpOXAIDkK5MARBJotxCSTj/kJ5Mi5qNkIg6QLJuH6Tnih26FsBzhffhoaEIRB4Ad9WpGuXszpGmk76H+ohQ4ZUie11+yp3xkoEEEipwPnnn+/u/9ChQ+68M1NSUuJ26d68eXNnMa8IIFCNwCWXXCI9e/Y0W2nrLp2cbt21Mly7ftfphx9+MK/a84MOr1D+X/fu3U3Fea9evcx2devWlQ8//NCMS61dv2uX75MmTZIuXbqI0+272ZA/CKRAQM85nWL1hFC6fLh79+4KR6d8WIGEBQj4VoDyoW9Dk9KE6QPz+/btM0O4HThwQJ5++mn3n/NA36pVq8yyyh6YSmkCA7xzyoUBDh5JT6pATe8vlCeTGg52hoAngZpev54OxsaBF+B8CXwIyQACvhXwZUW6dhvrPJU+ceJEmTx5cpWAXrevcmesRACBlAuULtjEqoTTscecLt3btGmT8vRwAARsEhg1apTJzoIFC0z37fqqk9Otu863bdtWX8yrtuSN9e/zzz+X3r17m+30T8OGDc341Hv37jWvjRs3Ni3WtUttJgRSKaBd/erkVKiUPpbTWl2XOUMSOOspHzoSvCIQDAHKh8GIU7JTuXPnTrPLkydPmh5HtNWn8895QOqvf/2rWTZnzpxkH976/VEutD7EZDAOgZrcXyhPxgHMJgikUKAm128Kk8WufSrA+eLTwJAsBCwQ8F1Furacu+uuu0yro9GjR8uMGTOqZPa6fZU7YyUCCKRFQCvgnJauixcvrnDM+fPnm2W5ubmiLWOZEEAgfgHtvl1bkOuwCfpQWlFRkekm9aabbnJ30qFDBzO/a9cu+fbbb93l8cxo63V9yO355583m2slvNMVfDyfZxsEvApceuml5iNLly6VU6dOlfm49pTgTJ06dXJmTU8MXsqT7geZQQCBjAlQPswYfUYPrEN1/O53v4v5z+lJ55prrjHrdVsmbwKUC715sbWdAoneX/i90c7zgVwFSyDR6zdYuSS1yRLgfEmWJPtBAIHyAr6qSH/vvffkjjvuEB0bWf+TrE+cZ2VllU+z+97r9u4HmUEAgYwLOGM1L1q0SJwuqDVR2nWjdp2mU15ennnlDwIIxC+QnZ0tN954o/nAs88+a161Et3pHlsX9OvXT3Jycsz9duzYsXLw4EGznfNHW4e98sorzlt54YUXRB9wKd21tna/qlPTpk0rtAR2P8gMAkkQGDp0qNlLcXGxTJ061d2jPgji9FrUp08fad++vVlH+dAlYgaBwAlQPgxcyGqc4L59+8of//jHmP/atWtn9n/DDTeY9fpdz+RNgHKhNy+2tlfA6/2F8qS95wI5C56A1+s3eDkkxckU4HxJpib7QgABRyAr+qN4xHmT6derrrpK1qxZ4yZDx24tP1144YWyfft2s9jr9uX3xftgCmiX3127dpWjR4+aDBw+fNjM60MXrVq1Msu0Yocx9PwdX60Q6d+/v2zYsMEkVH8o066jN23aZCr3tKJPW6vrMiZ7BLh+0xPL/Px8GTx4sHswbck7cOBA973OaAsL/Q+GFgOaNGkiV1xxhXktLCyUr776ylSOO61/hw0bJgsXLhS9B2tvEocOHZIVK1aYa1UrMp2HX8ocgDehFnAehExWMVMfBtEHr3TS+0WLFi1k48aN8vPPP0uDBg1EW6b37NnTrKd8aBhC84f7il2hpnxoVzxrmptf/epXsm7dOpk+fbpMmTKlprsL7ecpF4Y29L7JeLLLhZoxr/d/r/cXypO+OX0SSojX8yOhg/ChtAl4vX7TljAO5EsBzhdfhoVEIRB4gTp+yoF2v1F60pbp5afS3cd63b78vngfTAH9UV7HST127FiZDOhyHbtXJ6fyp8wGvPGVwHnnnScrV64UHcJBK+R27Nhh0qddOA4aNEieeeYZqV+/vq/STGJqLsD1W3PDePbwm9/8xlQ0arfuek0NGDCgwse05xddN2HCBFNxrtejM2lF5ZgxY5y3Mm7cOPOQy5YtW8QZy1Svz/Hjx5sWYu6GzCCQIoGXX37ZDFWg41Tq/UL/1atXz5zbs2bNEme4Aj085cMUBcGnu+W+4tPAJJgsyocJwln6sbPOOsvkTIesYUpcgHJh4nZ80r8CXu//Xu8vlCf9G/t4Uub1/Ihnn2yTOQGv12/mUsqR/SDA+eKHKJAGBOwT8FWLdPt4yRECCMQjoP/J2bp1q6kU0Qo8JgQQqJmAXlMdO3Y0459PmjRJZsyYUeUOT5w4Id98843ZRnv2aNasWczt9WEl/ac/LGnrdH7YjsnEwqhAKloeKezJkydNz0R6juuY6LVr18YbAQQsFaB8aGlgPWSrpKREjh8/XuEBKQ+7YNOoAOVCToNMC6SqXJhovri/JCrH5xDIvADXb+ZjEKQUcL4EKVqkFQF/C1CR7u/4kDoEEEAAAQQ8C3zwwQduK/QvvvjCdNvueSd8AIEaCPjtB9MaZIWPIoAAAgggEGgByoWBDp8ViadcaEUYyQQCCCCAAAIIIBBagYqDkIeWgowjgAACCCBgh8Ds2bNNRrp160Yluh0hJRcIIIAAAggggEBCApQLE2LjQwgggAACCCCAAAIIIICAEaAinRMBAQQQQAABiwS0m/a33nrL5CgvL8+inJEVBBBAAAEEEEAAAS8ClAu9aLEtAggggAACCCCAAAIIIFBRgK7dK5qwBAEEEEAAgUALrF27VmrVqiW9evViDOlARzK4iacLz+DGjpQjgAACCNglQLnQrngGMTeUC4MYNdKMAAIIIIAAAggg4AhQke5I8IoAAggggAACCCCQFAF+ME0KIztBAAEEEEAAAQQCL0C5MPAhJAMIIIAAAggggECoBejaPdThJ/MIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAuUFqEgvL8J7BBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIFQC1CRHurwk3kEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgfICVKSXF+E9AggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggECoBahID3X4yTwCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQHkBKtLLi/AeAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCDUAnX8lvvTp0/LsmXLZOXKlbJnzx7Jzs6Wbt26yW233SYNGjSokNySkhJ59913ZdWqVbJv3z4577zzpEuXLnLHHXdIo0aNKmzPAjsEvJ4nduTazlwUFxfL6tWrZe3atVJUVCQ9evSQPn36SM+ePe3MMLkqI6Df9fodftFFF8m4cePKrOMNAgggUF7g+PHj8vbbb8vmzZtlx44dUr9+fenevbsMHz5cmjZt6m5O+dClCM0M5Qm7Qk087Yqn19xQPvQqxvYIIBDv94aX+wvlSXvOq3jPD3tybGdOvFy/dgqQKy8CnC9etNgWAQSqFYj4aCooKIjk5uZGoomu8C8nJyeyfv36Mqn98ssvI9HKlwrb6uebN28e+eKLL8pszxs7BLyeJ3bk2s5cRCtCIhdccEHMa3jatGl2ZppcGYGDBw9GRo8e7cY++gAUMgggYJGAU5ZLZpby8/MjWh509l36dfz48e6hKB+6FKGZoTxhV6iJp13x9JIbyodetNgWgeAIOGW2VKTYy/eGl/sL5clURCv9+/RyfqQ/dRzRi4CX69fLftnWTgHOFzvjSq4QyKSAr7p2nzdvnmzbtk1at24tEydOlIcffliuvfbaaJlbZPfu3ZKXlydRLPNe/yxcuFC2b98ul112mTz22GPyl7/8RcaOHSu1atWS77//XsaMGeNuy4w9Al7PE3tybldOtAeJq6++Wvbu3SsXX3yx/Nd//Ze5hgcNGmQyOnXqVHn++eftyjS5MQILFiwwPYcQX04IBBCIV2DNmjUybNgwUx7s2rWruWcsXrxYXn75ZYk+lCOdO3d2d0X50KUIxQzlCbvCTDztiqeX3FA+9KLFtgggoAJevje83l8oTwb/HPNyfgQ/t3bnwOv1a7cGuatOgPOlOiHWI4BAQgKZrMUvf+zoD6KR6dOnR06ePFlm1eDBg93WR4WFhe66aNc8kWjlufvemfmXf/kXd/vDhw87i3m1RMDreWJJtq3LxiOPPGKu0+hwDJHvvvvOzV+02/5Iv379zLpoF+/ucmbsEDhw4ID7/TxixIjI5MmTzXtapNsRX3KBgCMQLZSaa9t5X5PXM2fORDp16mT2p/eHn376qcrdUT6skse6lZQn7Aop8bQrnvHmhvJhvFJsh0AwBZJZLnQEvH5veL2/UJ50pIP56vX8CGYuw5Nqr9dveGTIaSwBzpdYKixDAIGaCviqRfr1118vU6ZMkbp165Z5KEDHR3emnTt3OrNyzTXXmDEx3QX/f+Yf//Ef3UWHDh1y55mxQ8DreWJHru3LxUsvvWQypT1HtGvXzs2g9igxYcIE817HTd+1a5e7jpngC9SrV0+iD0fJqlWrTEvSVq1aBT9TPsnBO++8Y3py0Za7saboj0FmvV5XpadPP/1UHn/8cbnzzjvl/vvvlzfffFN0PMBYk8btgQcekFGjRsmkSZPMWNXRSs5Ym7IMgaQJLF++XLZu3SpZWVkyZ84cadSoUZX7pnxYJY91KylP2BVS4mlXPOPNDeXDeKXYDgEEHAGv3xte7y+UJx3pYL56PT+CmcvwpNrr9RseGXIaS4DzJZYKyxBAoKYCdWq6g3R8PtpC3T1MtPWqO1/ZjFNJcO6555pu4ivbjuV2CXg9T+zKfbByE21NKF9//bVJtDN8Q+kc9O3b1327ZcsWadu2rfuemWAL6PfyokWLgp0Jn6b+9ddfl1dffVW02+tNmzZVSKVWlEd7fzAV4dHeHkS/M/XhtaeffrrCtr179zZdJbZp08Zdpw+4PPXUU+57nXniiSdMJXy0Z4Eyy3mDQDIFli1bZnan94vc3NyEd035MGE6336Q8oRvQ5NQwohnQmxWfIjyoRVhJBMIpFXAy/dGMu8vlCfTGuaED+bl/Ej4IHwwLQLJvH7TkmAOklEBzpeM8nNwBKwW8FWL9MqklyxZYlY1btzYVBBUtp1WCmiruueee85s8q//+q9mvPTKtme5XQLxnid25TqYufn+++/dhHfs2NGdd2a0lfI555xj3v7444/OYl4RQKAKAaf3Fn1IZcOGDWW2/OSTT0wlui685ZZbzLqHHnrIVKLr0/qPPvqoaEv2F198UfT60+3Hjx/v7kNbrWsleu3atc1ndP865tx1111nWgm7GzKDQAoEnPP5sssuk88++0yiwwDJxIkT5cEHH5T58+fLkSNHqjwq5cMqeQK9kvJEoMNXIfHEswIJCxBAAAEEkiCQjPsL5ckkBIJdIJCAQDKu3wQOy0cCKsD5EtDAkWwEAiDg+xbpmzdvloULFxrK4cOHy9lnn12GVbv7vPvuu03Lur///e/yyy+/mPW///3vzQ+sZTbmjbUC1Z0n1mY8oBkrKipyU15ZF70NGzaUEydOCBXpLhUzCFQpMHDgQGnZsqXs37/ftEy//PLL3e3nzZtn5nv06GEeSNP/XOiDZzppV9m33367mdeW6vr0/rBhwyQ/P1+2bdtmWgCvX7/erNeKTKeCXeeHDh1qlvMHgVQK6Dmt08yZM82/8sfS4UG0Qv3KK690V1E+dCmsnqE8YVd4iadd8SQ3CCCAgF8EEr2/UJ70SwRJR5gFEr1+w2wW5rxzvoQ5+uQdgdQK+LpFulaKjx071ozV2qxZM5k2bVoFDR0DXcfN3LFjh1uJrhu98sor4rRQrvAhFlglEM95YlWGLcjM0aNH3VxoC9dYk46VrtPp06djrWYZAgiUE9BracSIEWbpa6+9Js7Y5ZFIRN544w2z3Fm/bt06OXbsmOhwKU5Ldmd3AwYMkDp1/vc5O6eL+JycHLN648aNMnfuXNF9MiGQLoHSLc71/HzyySdFhzK47777RHtU0DKgDl3gnPOaLsqH6YpOZo9DeSKz/sk+OvFMtij7QwABBBBQgUTvL5QnOX8QyLxAotdv5lNOCjIhwPmSCXWOiUA4BHxdkX7PPffI6tWrTbex2l17dnZ2hahoqzntYkkrBLTl3KxZs8y46Dt37pTBgwebrmorfIgFVgnEc55YlWELMqOVd86k49fEmpwKkSZNmsRazTIEEIghMHLkSLN0z5498tFHH5n5jz/+WPS9VrRrzy46FRYWmtfi4mJp3769aIte55+2NHd6d9HP6aSVl9qaXR9sGTNmjHTu3NmMj166gtNsyB8EUiDgPHB17733io6Xrvf9W2+9VXR4gtmzZ5sjfvnll1JQUOAenfKhS2H1DOUJu8JLPO2KJ7lBAAEE/CKQ6P2F8qRfIkg6wiyQ6PUbZrMw553zJczRJ+8IpFbAtxXp2uWsVorr9Nhjj8mQIUMqlahbt67Ur19fdKxlbcH+wQcfmBZKWhE3Y8aMSj/HiuALeDlPgp9be3Jw/vnnu5nRp7zLTyUlJW6X7s2bNy+/mvcIIFCJwCWXXCI9e/Y0a1999VXz6nTrrpXh2vW7Tj/88IN51Z4fdHiF8v+6d+9uKs579eplttP77IcffmjGpdau3/XBtUmTJkmXLl3E6fbdbMgfBFIgoOecTrF6QihdPty9e3eZo1M+LMNh5RvKE3aFlXjaFU9ygwACCPhFoCb3F8qTfoki6QirQE2u37CahTnfnC9hjj55RyC1Ar6sSNduY7XVkU4TJ06UyZMne1Lo1KmTXHHFFeYz3333nafPsnFwBGp6ngQnp/altHTBJlYlnI5573Tp3qZNG/sAyBECKRQYNWqU2fuCBQtMby36qpPTrbvOt23bVl/Mq7bkjfXv888/l969e5vt9E/Dhg3N+NR79+41r40bNzYt3bVLbSYEUinQunVrs3unh4TSx3Jaq+syZ0iC0utLz1M+LK1hxzzlCTvi6OSCeDoSvCKAAAIIJFMgmfcXypPJjAz7QqB6gWRev9UfjS2CLsD5EvQIkn4E/Cvgu4p0bTl31113mVZHo0ePTqhFubZE379/v1F3Kgv8GwJSlohAMs6TRI7LZ5IjoBVwTkvXxYsXV9jp/PnzzbLc3FzRlrFMCCAQv4B2364tJ3TYBH0oraioSLRF70033eTupEOHDmZ+165d8u2337rL45nR1uv6kNvzzz9vNtdKeKcr+Hg+zzYIeBW49NJLzUeWLl0qp06dKvNx7SnBmfSHzaomyodV6QRzHeWJYMatslQTz8pkWI4AAgggUBOBZN5fKE/WJBJ8FgHvAsm8fr0fnU8ETYDzJWgRI70IBEfAVxXp7733ntxxxx2iBVMd+3LOnDlmfPTKOH/961/LH/7wB9m3b5+7iY6XPmXKFHFaol9zzTXuOmbsEPB6ntiRa/ty4YzVvGjRInG6oNZcrlq1SrTLfp3y8vLMK38QQCB+gezsbLnxxhvNB5599lnzqpXoTvfYuqBfv36Sk5Nj7rc6JMrBgwfNds6fnTt3yiuvvOK8lRdeeEH0AZfSXWsfOHDArG/atGm1LYHdHTGDQAICQ4cONZ8qLi6WqVOnunvQB0GcXov69Okj7du3N+soH7pEoZihPGFXmImnXfEkNwgggIBfBLzeXyhP+iVypAMBEa/XL2bhFuB8CXf8yT0CqRLIiv4oHknVzr3u96qrrpI1a9a4H9OxW8tPF154oWzfvt0s1q4+tYtZ3U7HR2/SpIl88803boXAr371K1MpV11Xn+WPwXt/C3g9T/ydm/CmTitE+vfvLxs2bDAI7dq1M11Hb9q0yVTuaUWftlbX7qSZ7BHQLvu7du0qR48eNZk6fPiwmc/KypJWrVqZZVoxW1BQYE+mM5CT/Px8GTx4sHtkbck7cOBA973OaM8e+h8MLQbo/VOHRNHXwsJC+eqrr0zluNP6d9iwYbJw4ULRe7D2JnHo0CFZsWKFuVa1ItN5+KXMAXgTagG9pnVKVjFTHwbRB6900vtFixYtZOPGjfLzzz9LgwYNRFum9+zZ06ynfGgYQvOH8oRdoSaedsUz3txQPoxXiu0QCKZAssuFquD1e8Pr/YXyZDDPNSfVXs8P53O8+lPA6/Xrz1yQqnQJcL6kS5rjIBAyAa1I98t0/fXXa6V+lf+iLejc5C5fvjwSrYiLnHXWWWU+E62EiURbqkeiFTXutszYI+D1PLEn5/blJFq4iQwZMiQS7SravYZbtmwZiY7xHDl27Jh9GSZHkZKSkki0ZbQb71jf+dExjZCqoUC0AjwSrWg0znpNRbtej7nHaOVjJNptdiT6QFqZmEQrKiPTpk1zP7Ns2bJI586dy2xTv379SLTr+IgeiwmB8gLOtV1+eaLvjxw5Ehk3blyZMl+9evUiAwYMiEQf/iizW8qHZThC8YbyhF1hJp52xTOe3FA+jEeJbRAIrkCyy4Uqkcj3hpf7C+XJ4J5viZ4fwc6x/an3cv3ar0EOqxPgfKlOiPUIIOBVwFct0qOF64Sm48ePi3bvqS0ctbVcs2bNEtoPH0IAgcwIRL+4ZOvWrRKtFDEtDTOTCo6KgD0Cek1pTy06/vmkSZNkxowZVWbuxIkTpkcX3Uh7BqjsPqq9wOg/HXdK77c6FjsTArEEUtHySI+jQ/hoz0R6juuY6LVr1451eLOM8mGlNNauoDxhV2iJp13xJDcIIBBegVSVCxMV9XJ/oTyZqDKfQyA1Al6u39SkgL0GSYDzJUjRIq0I+FvAiop0fxOTOgQQQAABBNIr8MEHH0i0pa456BdffGG6bU9vCjha2AX89oNp2ONB/hFAAAEEEEAAgUwJUC7MlDzHRQABBBBAAAEEEEiGQMVByJOxV/aBAAIIIIAAAhkTmD17tjl2t27dqETPWBQ4MAIIIIAAAggggAACCCCAAAIIIIAAAggggECQBahID3L0SDsCCCCAAALlBLSb9rfeessszcvLK7eWtwgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIBCPAF27x6PENggggAACCARIYO3atVKrVi3p1atXlWNIByhLJDVgAnThGbCAkVwEEEAAAQQQQCBFApQLUwTLbhFAAAEEEEAAAQTSIkBFelqYOQgCCCCAAAIIIBAeAX4wDU+sySkCCCCAAAIIIFCVAOXCqnRYhwACCCCAAAIIIOB3Abp293uESB8CCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQFoFqEhPKzcHQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDwuwAV6X6PEOlDAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEirABXpaeXmYAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACfhegIt3vESJ9CCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAJpFaAiPa3cHAwBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwO8CVKT7PUKkDwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgrQJUpKeVm4MhgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCPhdoI7fEnj69GlZtmyZrFy5Uvbs2SPZ2dnSrVs3ue2226RBgwbVJvfNN9+UjRs3St26deXmm2+W3Nzcaj/DBsEW0HPl3XfflYsuukjGjRsX7MyEMPXFxcWyevVqWbt2rRQVFUmPHj2kT58+0rNnzxBqhC/LXL/hizk5RqAmAsePH5e3335bNm/eLDt27JD69etL9+7dZfjw4dK0adNKd035sFIaa1ZQnrAmlCYjxNOueHrNDeVDr2JsjwAC8X5v1OT+QnkyuOdZvOdHcHMYjpTX5PoNhxC5LC3A+VJag3kEEKixQMRHU0FBQSRa8R2JZqrCv5ycnMj69eurTO26desiWVlZ7menT59e5fasDLbAwYMHI6NHj3bj3aVLl2BnKISpj1aERC644AI3hqWv/WnTpoVQJDxZ5voNT6zJaTgFnO/zZOY+Pz8/ouVBZ9+lX8ePH1/poSgfVkpjzQrKE9aE0mSEeNoVTy+5oXzoRYttEQiOgFNmS0WKvXxv1OT+QnkyFdFL/T69nB+pTw1HqIlATa7fmhyXzwZTgPMlmHEj1Qj4WcBXLdLnzZsn27Ztk9atW5vW5C1atJD333/ftE7fvXu35OXlmdbm0cryaDm87HTmzBm5++67JYpddgXvrBRYsGCBibe2YGYKpsC+ffvk6quvlu+//14uvvhiGTlypHTo0EFeeuklWbp0qUydOlWilewSfVgimBkk1ZUKcP1WSsMKBBCoRGDNmjUybNgwOXXqlHTt2tW0QNceTKI/jsmKFSukc+fOMT9J+TAmi1ULKU9YFU4hnnbF00tuKB960WJbBBBQAS/fGzW5v1CeDOb55uX8CGYOw5Pqmly/4VEip44A54sjwSsCCCRVwE+1/IsXL45oK/KTJ0+WSdbgwYPd1keFhYVl1jlvZs+ebbZp37595LLLLjPztEh3dOx6PXDggHs+jBgxIjJ58mTznhbpwYrzI488YuJ23nnnRb777js38dHhHSL9+vUz66JdvLvLmbFDgOvXjjiSCwSqE4gWVs33eHXbxbM++uNlpFOnTmZ/en/46aef4vmY2YbyYdxUgd2Q8kRgQxcz4cQzJov1CykfWh9iMhhygWSWCx1Kr98bNbm/UJ501IPz6vX8CE7OwpnSmly/4RQLd645X8Idf3KPQKoEaiW1Vr6GO7v++utlypQpZnzz0rvS8dGdaefOnc6s+6pjXtx3333m/cyZM+Wcc85x1zFjn0C9evUk+nCFrFq1Sl5++WVp1aqVfZkMQY605blOY8aMkXbt2pl5/VOrVi2ZMGGCea/jpu/atctdx0zwBbh+UxfDd955Rx5++GHRlruxJh0XTtfrdVV6+vTTT+Xxxx+XO++8U+6//37Rsf9KSkpKb+LO6/fuAw88IKNGjZJJkyaZsaq1hQYTAqkUWL58uWzdulW0R6I5c+ZIo0aN4joc5cO4mAK/EeWJwIewTAaIZxmO0LyhfBiaUJNRBJIm4PV7I9H7C+XJpIUsrTvyen6kNXEczLNAotev5wPxASsEOF+sCCOZQMB3Ar7q2r0ynWgLdXdVtPWqO+/M6A//0acNZdCgQaaCNfrkkbOKVwsFzj33XFm0aJGFOQtPlqKtCeXrr782Gb722msrZLxv377usi1btkjbtm3d98wEW4DrN3Xxe/311+XVV1813V5v2rSpwoG0ojza+4OpCI/29iB6b9WH155++ukK2/bu3dt0ldimTRt3nT7g8tRTT7nvdeaJJ54wlfDRnkHKLOcNAskUWLZsmdmd3i9yc3Pj3jXlw7ipArsh5YnAhi5mwolnTJZQLKR8GIowk0kEkirg5XujJvcXypNJDVvadubl/EhbojhQQgI1uX4TOiAfCrQA50ugw0fiEfC1gK9apFcmtWTJErOqcePGpoKg9HYbN26UWbNmmVbsf/rTn0qvYh4BBHwqoOOiO1PHjh2dWfdVexlwepb48ccf3eXMIIBA5QJO7y36kMqGDRvKbPjJJ5+YSnRdeMstt5h1Dz30kKlE16f1H330UdOS/cUXXzS9fOj248ePd/ehrda1Er127drmM7p/HXPuuuuuM62E3Q2ZQSAFAs75HB26Rz777DOJDt0jEydOlAcffFDmz58vR44cqXBUyocVSKxcQHnCrrAST7viSW4QQAABvwgken+hPOmXCJKOMAskev2G2SzMeed8CXP0yTsCqRXwfYv0zZs3y8KFC43C8OHD5eyzzy4jcvfdd0t0TGXTqs5LK6UyO+ENAgikVaCoqMg9XmVd9DZs2FBOnDghVKS7VMwgUKXAwIEDpWXLlrJ//37TMv3yyy93t583b56Z79Gjh3kgTf9zod2566RdZd9+++1mXluq69P7w4YNk/z8fNm2bZtpAbx+/XqzXisynQp2nR86dKhZzh8EUimg57ROOnyP/is/6fAgWqF+5ZVXuqsoH7oUVs9QnrArvMTTrniSGwQQQMAvAoneXyhP+iWCpCPMAolev2E2C3PeOV/CHH3yjkBqBXzdIv2XX36RsWPHmrFamzVrJtOmTSujoV3Yfvzxx9K6dWszrmuZlbxBAAHfChw9etRNm7ZwjTXpWOk66YMyTAggUL2AXksjRowwG7722mvijF0eiUTkjTfeMMud9evWrZNjx46JDpfitGR3jjBgwACpU+d/n7NzuojPyckxq7VVxty5c0X3yYRAugRKtzjX8/PJJ58UHcrgvvvuE+1RYceOHaJDFzjnPOXDdEUm88ehPJH5GCQzBcQzmZrsCwEEEEDAEUjk/kJ50tHjFYHMCiRy/WY2xRw9kwKcL5nU59gI2C3g64r0e+65R1avXm26jX3uueckOzvbjYb+qHrvvfea94899phpQeeuZAYBBHwtoJV3zqTj18SanAqRJk2axFrNMgQQiCEwcuRIs3TPnj3y0UcfmXl94Ezfa0W79uyiU2FhoXktLi6W9u3bi7bodf5pS3N9kE0n/ZxOWnmprdn1wZYxY8ZI586dzfjopSs4zYb8QSAFAs4DV1ru0/HStXx46623ig5PMHv2bHPEL7/8UgoKCkw375QPUxAEn+6S8oRPA5NgsohngnB8DAEEEECgSgGv9xd+b6ySk5UIpFXA6/Wb1sRxMN8JcL74LiQkCAFrBHzbtbt2Oatjn+ukFeVDhgwpg64V6/v27TNdvR84cMCM2eps4Pzwv2rVKtNS6eqrr5bu3bs7q3lFAIEMC5x//vluCg4dOuTOOzMlJSVul+7Nmzd3FvOKAALVCFxyySXSs2dP+fzzz0337tdee6043bprZbh2/a7TDz/8YF6154dYwyvoPfOss86SXr16me3q1q0rH374ofzHf/yHqbjULt8nTZpk7s9//etf5YorrjDb8QeBVAjocAM6xeoJoXTG08eVAABAAElEQVT5cPfu3bJ8+XLKh6kIgk/3SXnCp4FJMFnEM0E4PoYAAgggUKWA1/sLvzdWyclKBNIq4PX6TWviOJjvBDhffBcSEoSANQK+rEjXbmOd1kQTJ06UyZMnVwDfuXOnWXby5EnTMqnCBtEF+uO+/pswYYL86U9/irUJyxBAIAMCpQs2OvaytnQtPW3evNnt0r1NmzalVzGPAALVCIwaNcpUpC9YsMDc+/RVJ6dbd51v27atvphXbckbz9SwYUMzPvV//ud/yp///Gf5wx/+YFqsa5faX3zxRTy7YBsEEhLQIXz0PHUelCy9E6e1ui7TIQkoH5bWsX+e8oRdMSaedsWT3CCAAAJ+EfB6f3n33XdN0vm90S8RJB1hFvB6/YbZiryLcL5wFiCAQKoEfFeRri3n7rrrLtPqaPTo0TJjxoyYedcuPfVH/ViT/sC/f/9+ueaaa6RPnz5yww03xNqMZQggkCGBxo0bm5auf/vb32Tx4sVmbNvSSZk/f755m5ubS28SpWGYRyAOAe2+/d/+7d9Eh03Qh9KKiorM8Cc33XST++kOHTqY+V27dsm3334rznt3gypmtAW7PuR24YUXyj/90z+ZCk7tCt4ZV72Kj7IKgYQELr30UtEfNJcuXSqnTp0S7SHBmbSnBGfq1KmTKRtSPnRE7H+lPGFXjImnXfEkNwgggIBfBLzeX/i90S+RIx0IiHi9fjELtwDnS7jjT+4RSKWAryrS33vvPbnjjjtEx0bWguucOXPM+OixAPr27Sv6L9a0YsUKU5GuFehTpkyJtQnLEEAgwwJa2acV6YsWLTJdUN9+++0mRTokgw7toFNeXp555Q8CCMQvkJ2dLTfeeKO8+eab8uyzz5oPaiW60z22LujXr5/k5OSIdoU9duxYeeONN6Rp06buQbRV7+rVq91W7C+88IL5/LBhw9z7sg6ropN+jkp0l46ZFAgMHTpUHn30USkuLpapU6fKf//3f5uj6IMgTq9F+uBk+/btzT/KhykIgo93SXnCx8FJIGnEMwE0PoIAAgggUK2Al/sLvzdWy8kGCKRVwMv1m9aEcTBfCnC++DIsJAqBwAtkRcebjPglF1dddZWsWbPGTY6O3Vp+0hZw27dvL7+4zPtf/epXsm7dOpk+fToV6WVk7Hhz+vRp6dq1qxw9etRk6PDhw2Y+KytLWrVqZZZpxU5BQYEdGbY0F1oh0r9/f9mwYYPJYbt27UxLwk2bNpmHabSiT1urV9ay0FIW67PF9ZueEOfn58vgwYPdg2lL3oEDB7rvdUZ7gNH/YGgxoEmTJmacc30tLCyUr776ylSOa+tfnbQCfeHChaYVuo6bfujQIdGH1vTBN63IdB5+MRvzB4GogN6TdUpWMVMfBtEHr3TS+0WLFi1k48aN8vPPP0uDBg1EW6b37NnTrK/sD+XDymSCvZzyRLDjVz71xLO8SDjeUz4MR5zJZXgFkl0uVEmv3xvJur9QngzGeez1/AhGrsKbymRdv+EVDFfOOV/CFW9yi0C6BHzVIl273yg96Q/05SftPra66ayzzjKblO76s7rPsD44AvqjvI6TeuzYsTKJ1uV79+41y5zKnzIb8MZXAuedd56sXLlSdAgHrZDbsWOHSV/Lli1l0KBB8swzz0j9+vV9lWYSU3MBrt+aG8azh9/85jemolG7dddrasCAARU+pj2/6LoJEyaYinO9Hp1JKyrHjBnjvJVx48aJPuSyZcsWdwxqvT7Hjx8vf/zjH93tmEEgVQIvv/yyGapg7ty55n6h94x69eqZc3vWrFlxDU9A+TBV0cnsfilPZNY/2UcnnskWDcb+KB8GI06kEgE/CXj93kjW/YXypJ/OgsrT4vX8qHxPrPGDQLKuXz/khTSkXoDzJfXGHAGBMAr4qkV6sgJQUlIix48fN+OoJGuf7AcBBFInoP/J2bp1q6kU0Qo8JgQQqJmAXlMdO3Y0459PmjRJZsyYUeUOT5w4Id98843ZRnv2aNasWczt9WEl/acPvmkPMTywFpOJhVGBVLQ8UtiTJ0+anon0HNcx0WvXrh23N+XDuKkCuyHlicCGLmbCiWdMFhYigAACgRNIVbkwUYia3F8oTyaqzucQSI5ATa7f5KSAvQRJgPMlSNEirQj4W8DKinR/k5M6BBBAAAEEUivwwQcfuK3Qv/jiC9Nte2qPyN4RKCvgtx9My6aOdwgggAACCCCAAALpEqBcmC5pjoMAAggggAACCCCQCoGKg5Cn4ijsEwEEEEAAAQTSJjB79mxzrG7dulGJnjZ1DoQAAggggAACCCCAAAIIIIAAAggggAACCCBgkwAV6TZFk7wggAACCIReQLtpf+utt4xDXl5e6D0AQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgEQG6dk9Ejc8ggAACCCDgY4G1a9dKrVq1pFevXp7GkPZxlkhawATowjNgASO5CCCAAAIIIIBAigQoF6YIlt0igAACCCCAAAIIpEWAivS0MHMQBBBAAAEEEEAgPAL8YBqeWJNTBBBAAAEEEECgKgHKhVXpsA4BBBBAAAEEEEDA7wJ07e73CJE+BBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIG0ClCRnlZuDoYAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggg4HcBKtL9HiHShwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCQVgEq0tPKzcEQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBPwuQEW63yNE+hBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEE0ipARXpauTkYAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggIDfBahI93uESB8CCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQFoFqEhPKzcHQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDwu0AdvyXw9OnTsmzZMlm5cqXs2bNHsrOzpVu3bnLbbbdJgwYNyiT3zJkz8uc//1mOHDlSZrnzpnnz5nL77bc7b3m1VEDPlXfffVcuuugiGTdunKW5tDdbxcXFsnr1alm7dq0UFRVJjx49pE+fPtKzZ097Mx3ynHn5ng85FdlHAIFyAsePH5e3335bNm/eLDt27JD69etL9+7dZfjw4dK0aVOzNeXDcmgheUt5wq5AE0+74hlPbigfxqPENgggUJlAvL8LxXt/oTxZmXQwl8d7fgQzd+FJdbzXb3hEyGk8Alz/8SixDQIIVCeQFYlO1W2UrvVfffWVDB06VLZt21bhkDk5OZKfny+XX365u+7rr782lezugnIzjRo1kp9++un/sXcnYFJU5+L/3wFk35FNdtlBBEFCgqAReYSHeAM+oF4UB3jgAglqgECuXvEx8U5crgquj0TwatwRUCCCKAoKQtSLrCKgqCyCDCIgiwgD9L/fk1/Vf5aeoaunl6pT33oepqurqqvO+bxVXYc6fc4ptJS3tghoAeqPf/yjPPvssyZL7du3Fz0nmIIjsHXrVrnqqqtk7969RRKdk5Mjd955Z5HlLAi2gNfv+WDnltQjEF6BrKwsk/lkFjP/8Y9/yPjx42X37t1FYHX5E088YZZTPizCY/0CyhN2hZh42hXPeHJD+TAeJbZBILgCqSgXOhpengt5ub9QnnSEg/3q5fwIdk7tT72X69d+DXIYjwDXfzxKbIMAAvEK+KpF+uzZs00leqNGjeS6666T+vXryzvvvGNap+tD0+zsbNmwYYM4hfDTp0+bfGpL9WHDhhXJc9OmTYssY4EdAnPnzpVbbrnFtGC2I0fhy8V3330nV1xxhezfv19atWolw4cPl5YtW8rzzz8vS5YskalTp8oFF1wgI0eODB+OxTn2+j1vMQVZQwABDwKrVq2SIUOGyKlTp6RDhw6mBbr2YHLw4EFZtmyZtGvXzt0b5UOXIhQzlCfsCjPxtCue8eaG8mG8UmyHAAL5Bbw8F/J6f6E8mV86mPNezo9g5jA8qfZ6/YZHhpwWJ8D1X5wMyxFAIGEBbZHul2nRokWRBx98MHLy5MkCSRo4cKC2mjf/tm/f7q6LVqqbZa1bt3aXMWO/wIEDB9zzIfoDisikSZPM+2iLdPszb1EO77//fhO3WrVqRb755hs3Z9FuHSO9e/c266JdvLvLmbFDwOv3vB25JhcIhE/AKbclI+fRrjUjbdu2NfcFvT9EexsqcbeUD0vksW4l5Qm7Qko87YpnvLmhfBivFNshEEyBZJYLHQGvz4W83l8oTzrSwXz1en4EM5fhSbXX6zc8MuQ0lgDXfywVliGAQGkFyiRcA5+CDw4YMEAmT54s5cuXL7B3HR/dmXbu3OnM8hpSgYoVK0r0xxWyYsUKeeGFF6Rhw4YhlQh2trXluU6jR4+W5s2bm3n9U6ZMGbntttvMex03fdeuXe46ZoIvwPd86mL45ptvyn333SfacjfWpONC6Xq9rvJPn3zyiTz88MMyatQoueuuu+T111+XvLy8/Ju48/q9e/fdd8uIESNk4sSJZqxqHT+QCYFUCrz77ruybds20yPRrFmzRIfuYULAEaA84UjY8Uo87Yij11xQPvQqxvYIIOD1uRD3l3CdM17Pj3DpBC+3XL/Bi1kmU8z1X7w+zw2Lt2ENAucS8FXX7sUlNtpC3V0Vbb3qzjMTToEqVarI/Pnzw5l5S3IdbU3ojmd/5ZVXFsnVZZdd5i7TcZAYpsHlsHaG7/nSh/bVV1+Vl156yXR7vXnz5iI71IryaO8PpiI82tuDqLn+eM0ZVzr/B3r06CHaFVbjxo3dxfoDl8cff9x9rzOPPPKIqYSP9gxSYDlvEEimwNKlS83u9H7Rpk2bZO6afQVcgPJEwANYKPnEsxAIb01ZxWHgOYAjwSsCCKiAl+dC3F/Cd854OT/CpxOsHHP9Bitefkgt13/xUeC5YfE2rEHgXAKBqEhfvHixyUeNGjVMBUHhTOXm5so999wj0S6hRcdX13GWe/XqJRUqVCi8Ke8RQMAHAjouujNFh2ZwZt1X7WWgUqVKcuLECfnhhx/c5czYK3Cu73l7c568nGnvLVqR/vnnn8v69eulS5cu7s4//vhjU4muC66//nqz/N577zWV6Ppr3b/85S/mvhkdPkVuv/120e3Hjx9vWpzrxtpqXSvRy5YtK48++qi77VNPPWVaCZsd8geBFAno+axT586dZc2aNaK9K+zZs0dq164t0WFdpH///lKtWrUiR6d8WITEugWUJ+wKKfG0K57JyA3lw2Qosg8EECjN/YXyJOcPApkVKM31m9mUc3QE/CfAc0P/xYQUBUfA9xXpW7ZskXnz5hnRoUOHFqgcz8rKMsuPHDliWtjlZ2/WrJlpKTdo0KD8i5lHAAEfCOh/Rp2puC56tVKEinRHye7Xkr7n7c55cnPXr18/adCggezbt89UqOevSJ89e7Y5WNeuXc0P0vQ/o9qdu07aVfZNN91k5rWluv56d8iQIbJw4UL54osvTAvgdevWmfVakakV7Drp/ODBg808fxBIpYCe0zpNnz7d/Ct8LB0eZM6cOXLppZeaVZQPCwvZ+57yhF2xJZ52xbO0uaF8WFpBPo8AAo5AIvcXypOOHq8IZFYgkes3synm6Aj4V4Dnhv6NDSnzv4CvxkgvzHX69GkZO3asGau1bt26kpOTU2AT7d7zr3/9qzz44IPyt7/9TR544AFTGaBjrOtY6jfccIM4D/8LfJA3CCCQUYFjx465x9cWrrEmHStdJ+1pgslegXN9z9ub8+TnTK+lYcOGmR2/8sor4oxdHolE5LXXXjPLnfUfffSRHD9+XLSbVP1Fav6pb9++Uq7cv35n53QR36RJE7PJhg0b5JlnnhHdJxMC6RI4evSoeyg9Px977DHRLsnuuOMO0R4VduzYITp0gXPOUz50uayfoTxhV4iJp13xLE1uKB+WRo/PIoBAYYFE7i+UJwsr8h6BzAgkcv1mJqUcFQH/C/Dc0P8xIoX+FfB1i/Rbb71VVq5cabqNffrpp6VOnToFJLXr9v/6r/8qsEzf6Jiv2qpOW7M+9NBDpmVekY1YgAACGRPIP8ahjndU+NrWhDkVIjVr1sxYOjlw6gXO9T2f+hTYdYThw4eb+552e/3BBx+Ijin94Ycfmm6wtcCsPbvopF2463To0CFp0aKFmc//Rx9g66T70UkrL7U1+9q1a2X06NHyP//zP/K73/3OVF7G6lLbfIg/CCRJwPnB1ZQpU8y55+xWfzDZoUMHufnmm2Xjxo2yadMm01MC5UNHyP5XyhN2xZh42hXP0uSG8mFp9PgsAggUFkjk/kJ5srAi7xHIjEAi129mUspREQiGAM8NgxEnUuk/Ad+2SNcuZ2fMmGHEtDLcSxft2p3tb3/7W/PZzz77zH/qpAiBkAucf/75rsDhw4fdeWcmLy/PHRu9Xr16zmJeLRMozfe8ZRRJy85FF10k3bp1M/vT8dJ1crp118pw7fpdp++//968as8POrxC4X+dOnUyFefdu3c322lPL++//75MmDDBdP2uXb5PnDjRjE9Nzy+GiD8pFNDhBnSK1RNC/vLh7t27S0wF5cMSeQK5kvJEIMNWbKKJZ7E0oVpB+TBU4SazCKRFIJn3F8qTaQkZB0HAFUjm9evulBkEQizAc8MQB5+sl0rAlxXp2m2stjrSSR/aT5o0yXMmaSHnmYwPIJA2gfwF4ViVcDomotOle+PGjdOWLg6UPoFkfM+nL7XBOtKIESNMgufOnWu6b9dXnZxu3XW+adOm+mJetSVvrH+ffvqp9OjRw2ynf/S+qmNU792717zWqFHDtFjXLrWZEEilQKNGjczunR4S8h/Laa2uy5whCfKvLzxP+bCwSLDfU54IdvwKp554FhYJ33vKh+GLOTlGIB0Cyb6/UJ5MR9Q4BgL/Ekj29YsrAgiI8NyQswAB7wK+q0jXlnNjxowxrY5Gjhwp06ZN85wr7ZJ21apV5nMXX3yx58/zAQQQSK2AVsA5LV0XLVpU5GBz5swxy3RcMm0Zy2SXQDK+5+0SSW5utPt2bUGuwyboj9Jyc3NNK/Jrr73WPVDLli3N/K5du+Srr75yl8czo63X9Uduzz77rNlcK+GdruDj+TzbIOBVwCnLLVmyRE6dOlXg49pTgjO1bdvWmY35SvkwJkugF1KeCHT4iiSeeBYhCdUCyoehCjeZRSCtAsm8v1CeTGvoOBgCkszrF04EEPiXAM8NORMQ8C7gq4r0t99+24xzqWMj67iXs2bNMuOjF5ctbam+ePFit+WqbqcVBzpuq7Zo1Wnw4MHmlT8IIOAvAWes5vnz54vTBbWmcMWKFaJdOuqUnZ1tXvljj4DX73l7cp6+nNSpU0euueYac8CnnnrKvGolutM9ti7o3bu3NGnSRPR+O3bsWDl48KDZzvmzc+dOefHFF5238txzz4n+wCV/19oHDhww62vXrh1XS2B3Z8wg4FHAKcsdOnRIpk6d6n5afwji9FrUs2dPadGihVlH+dAlCsUM5Qm7wkw87YpnvLmhfBivFNshgECiAl7vL5QnE5XmcwgkX8Dr9Zv8FLBHBOwS4LmhXfEkN+kRyIo+FI+k51DnPkqvXr3cluS6tY7dWnhq1qyZfP3112axtoo7evSo1KxZU1q3bm0qBLZt2ybHjh0z60ePHi0zZ84svAveB1xAu/zu0KGDG+cjR46Y+aysLGnYsKHJnVbsbNq0KeA5tTv5WiHSp08fWb9+vclo8+bNTdfRmzdvNteyVvRpa3W6TbPrPPD6PW9X7tOXm4ULF8rAgQPdA2pL3n79+rnvdUZbful/SLUYoPfRSy65xLxu375dPvvsM1M57rT+HTJkiMybN0/0Hqy9SRw+fFiWLVtmrlV9yOT8+KXAAXgTagG9J+uUrGKm/hhEf3ilk94v6tevLxs2bJCff/5ZqlatKtoyvVu3bmY95UPDEJo/lCfsCjXxtCue8eaG8mG8UmyHQDAFkl0uVAWvz4W83l8oTwbzXHNS7fX8cD7Hqz8FvF6//swFqUqXANd/fNI8N4zPia0QcAW0It0v04ABA7RSv8R/0RZ0bnKjY7VGot3TFtg+WkCPRLv2jLz88suRaEs7d1tm7BHIy8uLRFtWFoh74fMmOoaOPRm2OCfRwnBk0KBBkeh/Ut14NmjQIBIdqyVy/Phxi3Me3qx5/Z4Pr1Tpch6tAI9EKxrNdaXXVLQLwpg7jFY+RqLdZkeiP1xzr0H9Po1WVEZycnLczyxdujTSrl27AttUrlw5Eu06PqLHYkKgsIBzXy68PNH30R9ORsaNGxc577zz3POwYsWKkb59+0aiP/4osFvKhwU4QvGG8oRdYSaedsUzntxQPoxHiW0QCK5AssuFKpHIcyEv9xfKk8E93xI9P4KdY/tT7+X6tV+DHJYkkMj9oaT92bqO54a2RpZ8pUrAVy3So4XrhKb9+/fL3r17TQv2Vq1aSfThfkL74UMIIJAZgegXnGhvEtFKEdPSMDOp4KgI2COg15T21KLjn0+cOFGmTZtWYuZOnDghX375pdlGe/aoW7duzO31Xqv/dJwybZ2uY7EzIRBLIBUtj/Q4J0+eND0T6TmuY6KXLVs21uHNMsqHxdJYu4LyhF2hJZ52xZPcIIBAeAVSVS5MVNTL/YXyZKLKfA6B1Ah4uX5TkwL2ioAdAnot8dzQjliSi/QIWFGRnh4qjoIAAggggEAwBN577z2JttQ1iV27dq3ptj0YKSeVtgj47YGpLa7kAwEEEEAAAQQQCJoA5cKgRYz0IoAAAgjYLsBzQ9sjTP6SLVB0EPJkH4H9IYAAAggggEBaBWbOnGmO17FjRyrR0yrPwRBAAAEEEEAAAQQQQAABBBBAAAEEEPCvAM8N/RsbUuZPASrS/RkXUoUAAggggEBCAtpN+xtvvGE+m52dndA++BACCCCAAAIIIIAAAggggAACCCCAAAII2CXAc0O74klu0iNA1+7pceYoCCCAAAIIpE1g9erVUqZMGenevXuJY0inLUEcKHQCdOEZupCTYQQQQAABBBBAIKYA5cKYLCxEAAEEEEAgYwI8N8wYPQcOqAAV6QENHMlGAAEEEEAAAQT8KsADU79GhnQhgAACCCCAAALpFaBcmF5vjoYAAggggAACCCCQXAG6dk+uJ3tDAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEAi4ABXpAQ8gyUcAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQSK4AFenJ9WRvCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIBF6AiPeABJPkIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAskVoCI9uZ7sDQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAg4AJUpAc8gCQfAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCC5AuWSu7vS7+3MmTOydOlSWb58uezZs0fq1KkjHTt2lBtvvFGqVq1a7AF++uknWbBggWzZskV27NghlStXlk6dOsnQoUOldu3axX6OFcEX0HPlrbfekgsvvFDGjRsX/AyFNAfEMZyBJ+7hjDu5RiBRAa/lPa/bJ5ouPucfAe4r/olFMlJCPJOhGLx9EPfgxYwUI5BpgXi/Nw4dOiQrV66U1atXS25urnTt2lV69uwp3bp1KzYLlCeLpfH1ikSfL/s6UyFPXCLXb8jJQp19zpdQh5/MI5B8gYiPpk2bNkXatGkTieayyL8mTZpE1q1bFzO1CxcujOj6WJ8bP358zM+wMPgCBw8ejIwcOdKNe/v27YOfqRDmgDiGMOjRLBP3cMadXIdHwCmTJTPHXst7XrdPZlrZV/oFuK+k3zyVRySeqdT1776Ju39jQ8oQKI1AKsqFTnq8fG9EG95ELrjgAvcZkpMufc3JyXF2WeCV8mQBjsC8SfT5cmAyGMKEJnL9hpCJLP8/Ac4XTgUEEEi2gK9apM+ePVu++OILadSokVx33XVSv359eeedd0zr9N27d0t2drZs2LBBsrKyouXcf02rVq2SIUOGyKlTp6RDhw6mBbr+ojRamJZly5ZJu3btnE15tUhg7ty5csstt5hfEFuUrdBlhTiGLuQmw8Q9nHEn1wiURsBrec/r9qVJG5/NvAD3lczHIJkpIJ7J1AzOvoh7cGJFShHwi4CX743vvvtOrrjiCtm/f7+0atVKhg8fLi1btpTnn39elixZIlOnTpVoJbtEG2u42aM86VIEbiaR58uBy2SIEpzI9RsiHrJaSIDzpRAIbxFAICkCWVozn5Q9JWEnixcvls8//1xuu+02KV++vLvHQYMGmW7bdcH27dtNYVfnNenRVsiybds26d27t7z55ptSvXp1XcVkscAPP/wg559/vsnhsGHDpF69ejJt2jRzLuj5wxQMAeIYjDglO5XEPdmi7A8Bfwo4P3pMRjHTa3nP6/b+FCRV8QpwX4lXKhjbEc9gxCnZqSTuyRZlfwj4SyCZ5UInZ16/Nx544AG5/fbbpVatWrJ27Vpp3ry52dXZs2fl17/+tenuXbt418pznShPGobA/vH6fDmwGQ1Jwr1evyFhIZvFCHC+FAPDYgQQKJVAmVJ9OskfHjBggEyePLlAJboeQsdHd6adO3c6s/Luu++aSnQtlM+aNYtKdFfG7pmKFSvKwIEDZcWKFfLCCy9Iw4YN7c6wpbkjjpYG9hzZIu7nACrFav0x2X333ec+/Cm8Kx03UNfreID5p08++UQefvhhGTVqlNx1113y+uuvS15eXv5N3Hn93r377rtlxIgRMnHiRPMjN334xIRAKgW8lve8bp/KtLPv1AtwX0m9cTqPQDzTqe2fYxH35MeCcmHyTdmjvwS8fm9oy3OdRo8e7Vai6/syZcqYxjw6r/9P2rVrl87yvNEoBPeP1+fLwc1pOFLu9foNhwq5LE6A86U4GZYjgEBpBHzVtXtxGTl58qS7Sn896kxLly41s1deeaVEx1Z3FvNquUCVKlVk/vz5lufS/uwRR/tjHCuHxD2WSnKWvfrqq/LSSy+ZYU42b95cZKdaUf7NN9+YinBtbaH3Vv3x2hNPPFFk2x49eoh2ldi4cWN3nfYW8/jjj7vvdeaRRx4xlfCTJk0qsJw3CCRTwGt5z+v2yUwr+0q/APeV9Jun8ojEM5W6/t03cU9+bCgXJt+UPfpLwMv3xo8//mh6v9Qc6PPDwtNll13mLtq6das0bdpUKE+6JFbNFPd82apMWpaZRK5fywjIjgcBzhcPWGyKAAKeBAJRka5d8uhUo0YNU0Hg5HD9+vVmtnPnzrJmzRozlvqePXukdu3appvv/v37S7Vq1ZzNeUUAAQQQQMBaAe29RSvSdYgLvT926dLFzevHH39sKtF1wfXXX2+W33vvvaYSXVtz/OUvf5FevXqZ4VO0y0Pdfvz48e6wKtpqXSvRy5YtK48++qi77VNPPSVOV43uwZhBIMkCXst7XrdPcnLZHQIIIIAAAhkXoFyY8RCQAB8J6LjoztS6dWtn1n3VXg4rVaokJ06cEO0yXifKky6PVTPFPV+2KpOWZSaR69cyArLjQYDzxQMWmyKAgCcB31ekb9myRebNm2cyNXToUKlQoYKbwX379pn56dOni/4rPOmYR3PmzJFLL7208CreI4AAAgggYJVAv379pEGDBqL3Rq1Qz1+RPnv2bJPXrl27mh+k6X8utDt3nXRolJtuusnMa0t1bd0xZMgQWbhwoXzxxRemx5d169aZ9frDNa1g10nnBw8ebOb5g0AqBbyW97xun8q0s28EEEAAAQQyIUC5MBPqHNOvArm5uW7Sqlev7s7nn9FGOPkr0ilP5texY76k58t25NDOXCRy/dopQa7iEeB8iUeJbRBAIBEBX42RXjgDp0+flrFjx5qxWuvWrSs5OTkFNjl69Kj7vm/fvvLYY4+JdmF2xx13iLaw27FjhxnzlfFbXSZmEEAAAQQsFdDW4sOGDTO5e+WVV8S590UiEXnttdfMcmf9Rx99JMePHxcdLkVbLOWf9H5arty/fmfndBHfpEkTs8mGDRvkmWeeEd0nEwLpEvBa3vO6fbrywXEQQAABBBBIlwDlwnRJc5wgCBw7dsxNpl4bsSYdK12nM2fOmFfKk4bBmj/ner5sTUYtzEgi16+FDGQpTgHOlzih2AwBBDwL+Loi/dZbb5WVK1eabmOffvppqVOnToEMOgXgKVOmmPGLdPsbbrhBtLvamTNnmm03btwomzZtKvA53iCAAAIIIGCjwPDhw022dJiTDz74wMx/+OGHou/1nqk9u+i0fft283ro0CFp0aKFaA8uzj9taa4PGnTSz+mklevaml0fLI0ePVratWtnxkfP/4DJbMgfBFIg4LW853X7FCSZXSKAAAIIIJBxAcqFGQ8BCfCJgP542Jl0/NxYk/Mj5Jo1a5rVlCdjKQV32bmeLwc3Z/anPJHr134VclicAOdLcTIsRwCB0gr4tiJdu5ydMWOGyd9DDz0kgwYNKpJX7X5Wp1gt4/Jvv3v37iKfZQECCCCAAAK2CVx00UXSrVs3ky3t3l0np1t3rQzXrt91+v77782rtrzQ7g0L/+vUqZOpOO/evbvZrnz58vL+++/LhAkTTNfv2uX7xIkTpX379uJ0+2425A8CKRDwWt7zun0KkswuEUAAAQQQyLgA5cKMh4AE+ETg/PPPd1Ny+PBhd96ZycvLc8dGr1evnllMedLRCf5rPM+Xg59Le3OQyPVrrwY5O5cA58u5hFiPAAKJCviyIl27jdVW5jrpQ/tJkybFzF+jRo3McqfFXP6NnF+P6jKni9r865lHAAEEEEDARoERI0aYbM2dO9d0366vOjnduut806ZN9cW8as8tsf59+umn0qNHD7Od/tFxA6dPny579+41rzVq1DAt1keNGuVuwwwCqRDwWt7zun0q0sw+EUAAAQQQ8IMA5UI/RIE0ZFogf8VKrB8B69jZTpfujRs3NsmlPJnpqCXn+PE+X07O0dhLKgQSuX5TkQ72GQwBzpdgxIlUIhBEAd9VpGvLuTFjxphW5iNHjpRp06YV63rxxRebdUuWLJFTp04V2E5bzjlT27ZtnVleEUAAAQQQsFpAu2/XFuTabaH+KC03N9e0Ir/22mvdfLds2dLM79q1S7766it3eTwz2npdf+T27LPPms21Et7pCj6ez7MNAl4FvJb3vG7vNT1sjwACCCCAQFAEKBcGJVKkM5UC+gNgp6etRYsWFTnUnDlzzLI2bdqI9sylE+VJwxDoP16eLwc6o5YnPpHr13ISsleCAOdLCTisQgCBUgn4qiL97bfflptvvll0bCId63zWrFlmfPTicjh48GCzSsd4nTp1qruZVgw4rdh79uxpxn91VzKDAAIIIICAxQJ16tSRa665xuTwqaeeMq9aie50T6gLevfuLU2aNDH327Fjx8rBgwfNds6fnTt3yosvvui8leeee070AVP+oVQOHDhg1teuXZueX1wpZlIh4LW853X7VKSZfSKAAAIIIOAHAcqFfogCafCDgP6oRKf58+eLMwSWvl+xYoVo1986ZWdnm1f9Q3nSpQjkjNfny4HMZIgS7fX6DRENWY0hwPkSA4VFCCBQaoGs6EPxSKn3kqQd9OrVS1atWuXuTcduLTw1a9ZMvv76a3exVg5oQVin5s2bS/369WXDhg3y888/S9WqVc2Yrs54se6HmAm0gHa51aFDBzl27JjJx5EjR8x8VlaWNGzY0CzTip1NmzYFOp+2J5442h7h2Pkj7rFdkr104cKFMnDgQHe32nNLv3793Pc6o7/Q1/9gaDGgZs2acskll5jX7du3y2effWYqx53eXoYMGSLz5s0TvQdraw4dW3DZsmWmIl5/uOY8fCpwAN6EWkDvyTolq5jptbzndftQByvgmee+EvAAFko+8SwEEpK3xD21gaZcmFpf9n5ugWSXC/WIXr83tAFOnz59ZP369SbB+vxQh67avHmz+T+N/tBYW6vrMmeiPOlIBO81kefLwctleFKcyPUbHh1yWliA86WwCO8RQCApAlqR7pdpwIABWqlf4r9oC7oCyT169Ghk3LhxkfPOO8/9XMWKFSN9+/aNRCsDCmzLGzsE8vLyItGWlW68Y50z0TFR7MisxbkgjhYHt4SsEfcScJK4KloBHon+sMx8TzZo0CAS7Xo95t6jw6BEot0WRqI/XCvwnRp9sBTJyclxP7N06dJIu3btCmxTuXLlSLTr+IgeiwmBwgLOvbnw8kTfey3ved0+0XTxucwLcF/JfAySmQLimUzN4OyLuKc2VpQLU+vL3s8tkOxyoR4xke+NaOVKZNCgQZHoUFXu/2v0/0ojRoyIHD9+vEhGKE8WIQnMgkSeLwcmcyFNqNfrN6RMZPv/CXC+cCoggECyBXzVIj1auE54OnnypGmpHgUSHRO9bNmyCe+LDyKAAAIIIBBkAb0Xtm7d2ox/PnHiRJk2bVqJ2Tlx4oR8+eWXZhvt2aNu3boxt9+7d6/oPx13Slun61jsTAjEEkhFyyM9jtfyntftY+WFZQgggAACCARZgHJhkKNnR9pTVS5MVEeviW3btkm0EY5oy/RzTZQnzyXEegTSJ+D1+k1fyjiSHwU4X/wYFdKEQDAFrKlIDyY/qUYAAQQQQCD5Au+9955Ee2YxO167dq3ptj35R2GPCBQv4LcHpsWnlDUIIIAAAgjYLUC50O74BiF3lAuDECXSiAACCCCAAAIIIFCcQNFByIvbkuUIIIAAAgggEAiBmTNnmnR27NiRSvRARIxEIoAAAggggAACqRGgXJgaV/aKAAIIIIAAAggggAAC4RCgIj0ccSaXCCCAAAIhEdBu2t944w2T2+zs7JDkmmwigAACCCCAAAIIFBagXFhYhPcIIIAAAggggAACCCCAgDcBunb35sXWCCCAAAII+F5g9erVUqZMGenevbuULVvW9+klgfYJ0IWnfTElRwgggAACwRSgXBjMuNmUasqFNkWTvCCAAAIIIIAAAuEToCI9fDEnxwgggAACCCCAQEoFeGCaUl52jgACCCCAAAIIBEaAcmFgQkVCEUAAAQQQQAABBGII0LV7DBQWIYAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgiEV4CK9PDGnpwjgAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCMQQoCI9BgqLEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTCK0BFenhjT84RQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBGIIUJEeA4VFCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAALhFaAiPbyxJ+cIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAjEEqEiPgcIiBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIHwClCRHt7Yk3MEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgRgC5WIsy+iiM2fOyNKlS2X58uWyZ88eqVOnjnTs2FFuvPFGqVq1aoG0vfDCC3LgwIECywq/KVeunIwZM0YqVKhQeBXvLRHQc+Wtt96SCy+8UMaNG2dJrsKTjUOHDsnKlStl9erVkpubK127dpWePXtKt27dwoMQwpwS9xAGnSwjkASBn376SRYsWCBbtmyRHTt2SOXKlaVTp04ydOhQqV27tjkC5cMkQAdwF9xXAhi0EpJMPEvAsXSVl+cAlhKQLQQQKIVAvM+F4r2/UJ4sRTB8+NF4zw8fJp0k5ROI9/rN9xFmQyzA+RLi4JN1BFIgkBWJTinYb0K7/Oyzz2Tw4MHyxRdfFPl8kyZNZOHChdKlSxd3XaVKleTnn3923xc38/nnn0v79u2LW83ygAroDfGPf/yjPPvssyYHGmONNVNwBLZu3SpXXXWV7N27t0iic3Jy5M477yyynAXBFyDuwY8hOUDgXAJZWVlmk2QWM//xj3/I+PHjZffu3UUOr8ufeOIJs5zyYREe6xdwX7ErxMTTrnjGkxuvzwHi2SfbIICAfwRSUS50cufluZCX+wvlSUc42K9ezo9g59T+1Hu5fu3XIIfnEuB8OZcQ6xFAwKuAr1qkz54921SiN2rUSK677jqpX7++vPPOO6Z1uj40zc7Olg0bNohTCL/99tvl22+/jZnnf/7zn7J582azrdNCKeaGLAykwNy5c+WWW24xLZgDmQESLd99951cccUVsn//fmnVqpUMHz5cWrZsKc8//7wsWbJEpk6dKhdccIGMHDkSLYsEiLtFwSQrCKRRYNWqVTJkyBA5deqUdOjQwbRA1x5MDh48KMuWLZN27dq5qaF86FKEYob7il1hJp52xTPe3Hh9DhDvftkOAQTsFvDyXMjr/YXyZPDPHS/nR/Bza3cOvF6/dmuQu3MJcL6cS4j1CCCQkIC2SPfLtGjRosiDDz4YOXnyZIEkDRw4UFvNm3/bt28vsK64N7/85S/N9v379y9uE5YHVCDanb97PgwbNiwyadIk8z7aIj2gOQpnsu+//34Tt1q1akW++eYbFyHarWOkd+/eZl20i3d3OTN2CBB3O+JILhA4l4BTbjvXdvGsP3v2bKRt27bmvqD3hx9//DGej8XchvJhTJZAL+S+EujwFUk88SxCEooFyXwOEAowMolAwASSWS50su71uVAy7y+UJ50o+PfV6/nh35yQMhVI5vWLqP0CnC/2x5gcIpAJgTIJ1b6n6EMDBgyQyZMnS/ny5QscQcdHd6adO3c6s8W+6ljLH330kVk/YcKEYrdjRTAFKlasKNEfV8iKFStEx61q2LBhMDMS8lRry3OdRo8eLc2bNzfz+qdMmTJy2223mfd6Le/atctdx0zwBYh78GNIDhBIt8C7774r27ZtM70MzZo1S6pXr55QEigfJsTm+w9xX/F9iDwlkHh64rJm42Q9B7AGhIwggMA5Bbw+F0rW/YXy5DlD44sNvJ4fvkg0iShWIFnXb7EHYIVVApwvVoWTzCDgGwFfVaQXpxJtoe6uirZedeeLm5k2bZpZpd18Xn311cVtxvKAClSpUkXmz58v0VZpAc0ByY62JnTHs7/yyiuLgFx22WXuMh3XhskOAeJuRxzJBQLpFli6dKk5pN4v2rRpk/DhKR8mTOfbD3Jf8W1oEkoY8UyIzeoPeX0OYDUGmUMAgQICXp4LJfP+QnmyQBh8+8bL+eHbTJAwI5DM6xdS+wU4X+yPMTlEIFMCvhojvTiExYsXm1U1atQw42IWt50uj3YRbSpZdV5btTrjqet7JgQQ8IeAjovuTK1bt3Zm3VftZaBSpUpy4sQJ+eGHH9zlzARbgLgHO36kHoFMCaxfv94cunPnzrJmzRpZvny57NmzR2rXri3RYV0kOoyPVKtWrcTkUT4skSewK7mvBDZ0MRNOPGOyhHqhl+cAoYYi8wggUKJAsu4vlCdLZGYlAikRSNb1m5LEsVPfCXC++C4kJAgBawR8X5G+ZcsWmTdvngEfOnSoVKhQoUT8Rx99VKJjLEvNmjUlOzu7xG1ZiQACmRHIzc11D1xcF71aKUJFustkxQxxtyKMZAKBtAvs27fPHHP69Omi/wpPOjzInDlz5NJLLy28yn1P+dClsGqG+4pV4RTiaVc8S5sbr88BSns8Po8AAvYKJOv+QnnS3nOEnPlXIFnXr39zSMqSKcD5kkxN9oUAAvkFfF2Rfvr0aRk7dqzk5eVJ3bp1JScnJ3/ai8xr9x3PPPOMWa7jLmtXPkwIIOA/gWPHjrmJKlu2rDuff0bHStdJfxjDZIcAcbcjjuQCgXQLHD161D1k37595be//a3Uq1dPNmzYYCrWd+zYIaNGjZJ169aJc+9wPxCdoXyYX8Ouee4rxNMuAXLjCHh9DuB8jlcEEEAglkAyyguUJ2PJsgyB1Ask4/pNfSo5gl8EOF/8EgnSgYB9Ar4eI/3WW2+VlStXmu7Zn376aalTp06JEdBt9AtTK+ZuueWWErdlJQIIZE6gVq1a7sH1P6SxprNnz5rF2rsEkx0CxN2OOJILBNIt4PzgasqUKaLjpWv58IYbbpB7771XZs6caZKzceNG2bRpU8ykUT6MyWLFQu4rVoTRzQTxdClCP+P1OUDowQBAAIESBZJxf6E8WSIxKxFImUAyrt+UJY4d+06A88V3ISFBCFgj4NuK9IcfflhmzJhhoB966CEZNGhQiej6q/XHH3/cbDNw4EBp1qxZiduzEgEEMidw/vnnuwc/fPiwO+/MaC8Uztjo2uqQyQ4B4m5HHMkFAukWcHoYikQiRQ6dv3y4e/fuIuspHxYhsWoB9xWrwinE0654Jpobr88BEj0On0MAgfAIlPb+QnkyPOcKOfWfQGmvX//liBSlUoDzJZW67BuBcAv4siJdu2fXVkc6TZgwQSZNmnTOKOnYmM4D1D/84Q/n3J4NEEAgcwL5CzbaFW/hScdEdLp0b9y4ceHVvA+oAHEPaOBINgIZFmjUqJFJwZ49e4qkxGmtrivKlSs6YhHlwyJkVi3gvmJVOAtUpFM+tCu28eYmkecA8e6b7RBAILwCpS0vUJ4M77lDzjMvUNrrN/M5IAXpFOB8Sac2x0IgXAK+q0ifPXu2jBkzRrTV0ciRI2XatGlxRcTZrkuXLnL55ZfH9Rk2QgCBzAjUqFFDunfvbg6+aNGiIonQ/6jq1KZNG+nUqVOR9SwIpgBxD2bcSDUCmRa4+OKLTRKWLFkip06dKpCc999/333ftm1bd96ZoXzoSNj5yn3FrrgST7vi6TU3iT4H8HoctkcAgfAJlPb+QnkyfOcMOfaPQGmvX//khJSkQ4DzJR3KHAOBcAr4qiL97bfflptvvll0bGQd+3LWrFlmfPRzhUbHUV+zZo3ZjNbo59JiPQL+EBg6dKhJyPz58+Wll15yE7VixQrRLh11ys7OdpczY4cAcbcjjuQCgXQKDB482Bzu0KFDMnXqVPfQu3btcnst6tmzp7Ro0cJdpzOUDwtwWPuG+4pdoSWedsUz3twk+hwg3v2zHQIIIJDo/YXyJOcOApkXSPT6zXzKSUEmBDhfMqHOMRGwXyAr2vK76ICTGcp3r169ZNWqVe7Ry5QpWs+vY59//fXX7jY6o+NjLliwQHQsZX2oWqFChQLreWOXgHb53aFDBzl27JjJ2JEjR8x8VlaWNGzY0CyrXbu2bNq0ya6MW5YbrRDp06ePrF+/3uSsefPmUq1aNdm8ebP5MU3v3r1FW6vrMiZ7BIi7PbEkJwiUJKD3ZJ2SVcy89tprRX94pZPeL+rXry8bNmyQn3/+WapWrSraMr1bt25mvfOH8qEjYfcr9xW74ks87YpnvLlJ9DlAvPtnOwQQyKxAssuFmhuvz4USvb9QnszsuZPo0b2eH4keh8+lRyDR6zc9qeMofhPgfPFbREgPAnYI+Koi/Te/+Y0sXry4RNkmTZqYynJno59++km0247Tp09LTk6O3Hnnnc4qXi0V0FjXrFlTjh8/XmwOdUyU77//vtj1rPCHwOHDh80QDsuWLRP9QYRODRo0kP79+8uTTz4plStX9kdCSUVSBYh7UjnZGQK+FEj2A1P98dyUKVNEx8/Ny8szea5YsaJo5cuMGTOkZcuWBRwoHxbgsP4N9xW7Qkw87YpnPLlJ5DlAPPtlGwQQ8IdAssuFmqtEngt5vb9QnvTH+ZNIKhI5PxI5Dp9Jn4DX6zd9KeNIfhTgfPFjVEgTAsEW8FVFeqKUJ06cMA9Vq1evnugu+BwCCGRQQFssbtu2TbRSRFsaMoVDgLiHI87kMpwCqXhgqpInT540PRPp94eOiV62bNligSkfFktj7QruK3aFlnjaFU9ygwAC4RVIVbkwUVEv9xfKk4kq8zkEUiPg5fpNTQrYa5AEOF+CFC3SioC/BayoSPc3MalDAAEEEEAAAQTCJeC3B6bh0ie3CCCAAAIIIICAfwQoF/onFqQEAQQQQAABBBBAwLtA0UHIve+DTyCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIGCNABXp1oSSjCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIJEOAivRkKLIPBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAFrBKhItyaUZAQBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIBkCVKQnQ5F9IIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAghYI0BFujWhJCMIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAskQoCI9GYrsAwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEDAGgEq0q0JJRlBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEiGABXpyVBkHwgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC1ghQkW5NKMkIAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEAyBKhIT4Yi+0AAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQsEaAinRrQklGEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQSSIVAuGTtJ5j7OnDkjS5culeXLl8uePXukTp060rFjR7nxxhulatWqMQ/1zTffyIIFC+TLL7+Uo0ePSosWLaRnz57Sr1+/mNuz0A6BQ4cOycqVK2X16tWSm5srXbt2NXHv1q2bHRkMSS6IY0gCnS+biXzP5/s4swggEGKBn376yZT5tmzZIjt27JDKlStLp06dZOjQoVK7du0CMpQPC3BY/4byhF0hJp52xdNrbvRZwFtvvSUXXnihjBs3zuvH2R4BBEIoEO/3htf7C+XJYJ9MXuMd7Nzan3riaX+MU5HDeO8PqTg2+0QAAYsEIj6aNm3aFGnTpk0kylvkX5MmTSLr1q0rktqHHnooUqFChSLb6z6uvvrqyKlTp4p8hgXBF4g+QI9ccMEFMeOek5MT/AyGJAfEMSSBzpfNRL7n832cWQQQCIiAU5ZLZnIXLlwY0fKgs+/8r+PHjy9wKMqHBTisf0N5wq4QE0+74uklNwcPHoyMHDnS/Z5v3769l4+zLQII+FTAKbOlInlevje83l8oT6YiYunbp9d4py9lHCkRAeKZiFq4P+Pl/hBuKXKPAALxCPiqa/fZs2fLF198IY0aNZIJEybIfffdJ1deeWW0zC2ye/duyc7OlmimzHv9oy2R//SnP8nJkyflqquukpkzZ5rW7L/73e/MNu+8845MmzbN3Z4ZOwS+++47ueKKK2Tv3r3SqlUr+e///m95+eWXpX///iaDU6dOlWeffdaOzFqcC+JocXBLyJrX7/kSdsUqBBAIkcCqVatkyJAhpjzYoUMHc+9ftGiRvPDCCxKtdJF27dq5GpQPXYpQzFCesCvMxNOueHrJzdy5cyVacc7/47ygsS0CIRfw8r3h9f5CeTLYJ5fXeAc7t/annnjaH+Nk59DL/SHZx2Z/CCBgqUA8te3p2ib6QDTy4IMPRqIV4wUOOXDgQPdX6du3b3fX3XHHHWZ5zZo1I8ePH3eX68w111xj1g0YMKDAct4EX+D+++83sa1VU9hvkAAAQABJREFUq1Yk2s2Wm6Fod9GR3r17m3XRrv3d5cz4U4A4+jMuqU6V1+/5VKeH/SOAQGoEosVmcz9Oxt7Pnj0badu2rdmf3ud//PHHEndL+bBEHutWUp6wK6TE0654xpubAwcOmO94vXcMGzYsMmnSJPOeFunxCrIdAv4WSGa50Mmp1+8Nr/cXypOOdDBfvcY7mLkMT6qJZ3hinYycer0/JOOY7AMBBOwX8FWL9Gilt0yePFnKly9f4GcLOj66M+3cudOZFf1Fmk46NraOkZl/ysrKMm+jD1/zL2beAoHnn3/e5GL06NHSvHlzN0dlypSR2267zbzXXw/v2rXLXceM/wSIo/9iko4Uef2eT0eaOAYCCPhb4N1335Vt27aJlu1mzZol1atXLzHBlA9L5LFuJeUJu0JKPO2KZ7y5qVixokR/PC8rVqwwPY00bNgw3o+yHQIIhFTA6/eG1/sL5clgn1he4x3s3NqfeuJpf4yTmUOv94dkHpt9IYCAvQK+qkgvjlm7bnemaCtkZ1YuvvhiM//BBx/IypUr3eXRVsry9ttvm/fa5TuTPQLRVmjy+eefmww53f7nz91ll13mvt26das7z4y/BIijv+Lhh9QU9z3vh7SRBgQQyKzA0qVLTQL0vt+mTZtzJoby4TmJrNmA8oQ1oTQZIZ52xdNLbqpUqSLz58+XaK8jXj7GtgggEGIBL98bidxfKE8G9+RKJN7Bza39KSee9sc42Tn0cn9I9rHZHwII2CsQiIr0xYsXmwjUqFFDdFxMZ/qP//gP0yI52qW3XH311RLtFl7mzZsnl156qZw6dUp+8YtfyPjx453NebVAYP/+/W4uWrdu7c47M9p6oVKlSubtDz/84Czm1WcCxNFnAfFBcor7nvdB0kgCAghkWGD9+vUmBZ07d5Y1a9aY8t6ECRPknnvukTlz5sjRo0cLpJDyYQEOq99QnrArvMTTrniSGwQQQMAvAoncXyhP+iV63tORSLy9H4VPpEuAeKZLmuMggAACCJQkUK6klX5Yt2XLFlM5rmkZOnSoVKhQwU1W1apVRVujX3/99fLxxx/Ln/70J3fdv//7v8uMGTPcSlV3BTOBFsjNzXXTX1zXrtWqVZMTJ04IFekule9miKPvQpLRBJX0PZ/RhHFwBBDwhcC+fftMOqZPny76r/Ckw7xohbr+kFInyoeFhex9T3nCrtgST7viSW4QQAABvwgkcn+hPOmX6HlPRyLx9n4UPpEuAeKZLmmOgwACCCBQkoCvW6SfPn1axo4dK3l5eVK3bl3Jyckpkhdtpe48OM2/csOGDaL/mOwSOHbsmJuhsmXLuvP5Z3SsdJ20pwImfwoQR3/GJROpiud7PhPp4pgIIOAfgfwtzvv27SuPPfaYvPrqq3LHHXeIjn+2Y8cOGTVqlJw9e9ZNNOVDl8LqGcoTdoWXeNoVT3KDAAII+EUg0fsL5Um/RNBbOhKNt7ejsHW6BIhnuqQ5DgIIIIBASQK+rki/9dZbzdjnWVlZ8vTTT0udOnUK5OXbb7+VX/3qV/Lkk0+Kdun997//3cxrpbu2cNSHrXPnzi3wGd4EW6BWrVpuBnScnFiT8yC9Zs2asVazzAcCxNEHQfBJEs71Pe+TZJIMBBDIoIDzw7kpU6aIjpeu3xs33HCD3HvvvTJz5kyTso0bN8qmTZvMPOXDDAYrzYemPJFm8BQfjnimGJjdI4AAAiEVSOT+QnkyuCdLIvEObm7tTznxtD/G5BABBBAIgoBvK9Iffvhh0zW7Ij700EMyaNCgIp5jxowxFeZt27aVTz/9VLKzs+X3v/+96MPUSy65xLRk122OHDlS5LMsCKbA+eef7yb88OHD7rwzo70XOF2616tXz1nMq88EiKPPApKh5MTzPZ+hpHFYBBDwkUCVKlVMaiKRSJFU5S8f7t6926ynfFiEydoFlCfsCi3xtCue5AYBBBDwi0Ai9xfKk36Jnvd0JBJv70fhE+kSIJ7pkuY4CCCAAAIlCfiyIv2ZZ54RbXWk04QJE2TSpElF8qCtkd966y2z/P777zct0p2NGjRoILNmzTJvDx06RBfvDowFr/kLUOvWrSuSI+2JwOnSvXHjxkXWs8AfAsTRH3HIZCri+Z7PZPo4NgII+EegUaNGJjF79uwpkiintbquKFeunFA+LEJk9QLKE3aFl3jaFU9ygwACCPhFwOv9hfKkXyKXWDq8xjuxo/CpdAkQz3RJcxwEEEAAgZIEfFeRPnv2bNFffmqro5EjR8q0adNipn///v3u8lgtzrVlsjM5Y2Y773kNroCOUdW9e3eTgUWLFhXJyJw5c8yyNm3aSKdOnYqsZ4E/BIijP+KQqVTE+z2fqfRxXAQQ8JfAxRdfbBK0ZMkSOXXqVIHEvf/+++577aGI8qHLEYoZyhN2hZl42hVPcoMAAgj4RcDr/YXypF8il1g6vMY7saPwqXQJEM90SXMcBBBAAIGSBHxVkf7222/LzTffLDrGtY59qa3KdXz0WFPLli2lWrVqZtX06dNl37597mba5beOm6mTtlTq3Lmzu46Z4AsMHTrUZGL+/Pny0ksvuRlasWKFaFfROmk3/0z+FiCO/o5PqlLn5Xs+VWlgvwggECyBwYMHmwRrL0NTp051E79r1y6316KePXtKixYthPKhyxOaGcoTdoWaeNoVT3KDAAII+EXAy/2F8qRfopZ4OrzEO/Gj8Ml0CRDPdElzHAQQQACB4gSyoi2/iw44WdzWKV7eq1cvWbVqlXuUWC3JmzVrJl9//bXZRivL77zzTnf7iy66SHQczTVr1rjde2u37//5n//pbsNM8AX0QXqfPn1k/fr1JjPNmzc3P6rYvHmz+RFG7969RVurOz+0CH6O7cwBcbQzrufKldfv+XPtj/UIIOBPAeeHkMkqZl577bWiP6DTSe/79evXN0P3/Pzzz1K1alXRlundunUz6ykfGobQ/KE8YVeoiadd8Yw3Nzo0V4cOHeTYsWPmI9rjnM7rvaRhw4ZmWe3atWXTpk3x7pLtEEDARwLJLhdq1rx+b3i9v1Ce9NEJlEBSvMY7gUPwkTQKEM80YltwKK/3BwuyTBYQQCANAr6qSP/Nb34jixcvLjHbTZo0EW2B5Ex/+9vf5MEHH5SvvvrKWWRetXvP22+/XUaMGFFgOW/sENBeB7Tr/2XLlonTtX+DBg2kf//+8uSTT0rlypXtyKjluSCOlgc4RvYS+Z6PsRsWIYCAzwWS/cBUK1SmTJkizzzzjDjD91SsWFH0xzkzZswwLdHzk1A+zK9h/zzlCbtiTDztimc8uTl9+rTUrFlTjh8/XuzmOkbq999/X+x6ViCAgH8Fkl0u1Jwm8r3h9f5CedK/51Q8KfMa73j2yTaZEyCembMP2pETuT8ELY+kFwEE0i/gq4r00mRff52mFezalbu2Wqc1cmk0g/NZbem2bds20Yfp2kKNKZgCxDGYcSPVCCCAQHECqXhgqsc6efKk6ZlI7xv6o0kt95U0UT4sSce+dZQn7Iop8bQrnuQGAQTCK5CqcmGiol7vL5QnE5X2x+e8xtsfqSYVxQkQz+JkWI4AAgggkEoBayrSU4nEvhFAAAEEEEAAAQTiF/DbA9P4U86WCCCAAAIIIIAAAskUoFyYTE32hQACCCCAAAIIIJBugTLpPiDHQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwM8CVKT7OTqkDQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAg7QJUpKednAMigAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCPhZgIp0P0eHtCGAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIpF2AivS0k3NABBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAE/C1CR7ufokDYEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgbQLUJGednIOiAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCDgZwEq0v0cHdKGAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIJB2ASrS007OARFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEE/CxARbqfo0PaEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQTSLlAu7Uc8xwHPnDkjS5culeXLl8uePXukTp060rFjR7nxxhulatWqMT+9detWs/3GjRvl5MmT0rp1axk2bJg0adIk5vYstEtAz5W33npLLrzwQhk3bpxdmQtBbg4dOiQrV66U1atXS25urnTt2lV69uwp3bp1C0Huw5tF4h7e2JNzBEoj8NNPP8mCBQtky5YtsmPHDqlcubJ06tRJhg4dKrVr1y6wa8qHBTisf8N9xa4QE0+74hlPbhJ5DhDPftkGAQTCIRDvcyGv9xfKk3acP/GeH3bk1t5ceL1+7ZUgZ14EuP69aLEtAggUKxDx0bRp06ZImzZtItHEFvkXrRSPrFu3rkhqc3JyIuedd16R7StWrBh57bXXimzPAnsEDh48GBk5cqQb+/bt29uTuZDkJFoRErngggvcGOa/9vXaZrJTgLjbGVdyhUB+Aef7PP+y0s4vXLgwouVBZ9/5X8ePH19g95QPC3BY/4b7il0hJp52xTOe3CTyHCCe/bINAgj4Q8Aps6UiNV6eC3m9v1CeTEXE0rtPL+dHelPG0bwKeL1+ve6f7e0T4Pq3L6bkCIFMCmTpwaOFWl9Md911l0QLqtKoUSO57rrrpH79+vLOO++Y1uaaQG1xtGHDBsnKyjLpffXVV00LJH0zaNAg02r9yJEjct9998lXX30llSpVMi2WmjVrZrbnjz0Cc+fOlVtuucW0YHZyFa1Il88//9x5y6vPBb777jvp0qWL7N+/X1q1aiXDhw+Xli1byvPPPy9Lliwxqf/f//1fif5Ywuc5IXleBIi7Fy22RSC4Ak5ZLVnFzFWrVkmfPn3k1KlT0qFDB1P+0x5Mov85lmXLlpneTLRcoBPlw+CeN4mknPtKImr+/Qzx9G9sUpkyr88BUpkW9o0AAskXSHa50Emhl+dCXu8vlCcd5eC+ejk/gpvLcKTc6/UbDhVyWZIA139JOqxDAIGEBDJZi1/42IsWLYo8+OCDkWj37AVWDRw40G19tH37dnddtAt3s/zf/u3f3GU6E+0SPlKlShWz7o477iiwjjfBFzhw4IB7PkS78I9MmjTJvKdFerBie//995u41apVK/LNN9+4iY926xjp3bu3WRft4t1dzowdAsTdjjiSCwTOJRAtlJrv8XNtF8/6s2fPRtq2bWv2p/eHH3/8scSPUT4skce6ldxX7Aop8bQrnvHmxutzgHj3y3YIIOAPgWSWC50ceX0u5PX+QnnSkQ7mq9fzI5i5DE+qvV6/4ZEhp7EEuP5jqbAMAQRKK1Amodr3FH1owIABMnnyZClfvnyBI+j46M60c+dOM3vs2DH58ssvzfzvfvc7Z7V5jXYVLdHKdzP/3nvvFVjHm+ALRLvtN/FdsWKFvPDCC9KwYcPgZyqEOdCW5zqNHj1amjdvbub1T5kyZeS2224z73Xc9F27drnrmAm+AHEPfgzJAQLpFnj33Xdl27ZtpkeiWbNmSfXq1YtNAuXDYmmsXcF9xa7QEk+74hlvbrw8B4h3n2yHAAJ2C3h9LuTl/kJ5MvjnjtfzI/g5tjsHXq5fuyXIXTwCXP/FK7355pumJ2ft8S/WpOPJa0/P+jw+//TJJ5/Iww8/LKNGjRLtSer111+XvLy8/Ju481pfc/fdd8uIESNk4sSJsmDBAok2jnDXM4NAUAXKBSHh0RbqbjKjrVfN/O7du91lDRo0cOedmV69esnLL78sn332mbOIV0sEor0NyPz58y3JTTizEW1N6HbDf+WVVxZBuOyyy9xlW7dulaZNm7rvmQmuAHEPbuxIOQKZFFi6dKk5vN4v2rRpU2JSKB+WyGPdSu4rdoWUeNoVz2TkJtZzgGTsl30ggEDwBbw8F/J6f2nSpIkLxPNGlyJQM17Oj0BlLISJ9Xr98vwwhCdJoSxz/RcCyfdWhy156aWXzHB5mzdvzrfmX7NaUR7tNdZUhEd7iRUti2uj1yeeeKLItj169BDtQr9x48buOm0Y9/jjj7vvdeaRRx4xlfDRHoULLOcNAkET8FWL9OLwFi9ebFbVqFHDXOj6Jn9h9osvvijy0bp165plP/30k/z8889F1rMAAQQyJ6DjojtTtMs0Z9Z91V4GKlWqZN7/8MMP7nJmgi1A3IMdP1KPQKYE1q9fbw7duXNnWbNmjUSHAZIJEybIPffcI3PmzJGjR4+6SaN86FKEYob7il1hJp52xTMZuYn1HCAZ+2UfCCAQLgGv9xfKk+E6P8itvwW8Xr/+zg2pQyCzAk6vz59//rk4z1mcFH388cemEl3fX3/99WbxvffeayrRtZX/Aw88INqS/e9//7vpHVi3Hz9+vPNx0VbrWoletmxZ8xndv1a0X3XVVaZ3QXdDZhAIqIDvW6Rv2bJF5s2bZ3iHDh0qFSpUMPPaMr1Zs2aiXb3/9a9/lcsvv9zt4nvfvn3uZ3Rj/fWMXvBMCCDgD4Hc3Fw3IcV10VutWjU5ceKEUJHuUgV+hrgHPoRkAIGMCGi5Tqfp06ebf4UTocODaIX6pZdeKpQPC+vY/Z77il3xJZ52xbO0uSnuOUBp98vnEUAgfAJe7y+UJ8N3jpBj/wp4vX79mxNShkDmBfr162cap+ozFm2Z3qVLFzdRs2fPNvNdu3Y1DVn1RyzanbtOOsTeTTfdZOa1pbq2+h8yZIgsXLhQtIGr9hy4bt06s14bQDgV7Do/ePBgs5w/CARdwNct0k+fPi1jx441Yy5oC/OcnJwC3n/+85/N+02bNkmrVq3MA1S9cLVLCe2qwpnKlfP97wWcpPKKQCgEdMwxZ9JfqsWadKx0nc6cORNrNcsCKEDcAxg0koyADwTytzjv27evPPbYY6acd8cdd5gfSu7YscOM1eWMu0X50AdBS1MSuK+kCTpNhyGeaYIOwGHO9RwgAFkgiQgg4COBRO4vlCd9FECSEmqBRK7fUIOReQRKENBn8MOGDTNbvPLKK+7Y5ZFIRF577TWz3Fn/0UcfyfHjx01jBaclu7NrfS7j1Lc5XcQ7w6Js2LBBnnnmGdF9MiFgk4CvK9JvvfVWWblypen+4emnn5Y6deoUsB8xYoRpgdS+fXs5deqUfPrpp/L111+bSvU+ffqYbfWi1l/JMCGAgH8E9BfezqTjHcWanAqRmjVrxlrNsgAKEPcABo0kI+ADAecHV1OmTBEdL13LhzfccINoN2MzZ840Kdy4caPoDyt1onxoGELxh/uKXWEmnnbFszS5OddzgNLsm88igED4BBK5v1CeDN95Qo79KZDI9evPnJAqBPwhMHz4cJOQPXv2yAcffGDmP/zwQ9H3+uxFe4TWafv27eb10KFD0qJFC9GeAJ1/2tJcf/iqk35OJ61c19bs2iBu9OjR0q5dOzM+ev6GEWZD/iAQUAHfVqRr1xEzZswwrA899JAMGjQoJrF2I6HjOugvZLRFko6JvnXrVrn22mvN9nrRMiGAgL8Ezj//fDdBhw8fduedmby8PLdL93r16jmLeQ24AHEPeABJPgIZEnB+EBnrF835y4e7d+92U0j50KWweob7il3hJZ52xTPR3MT7HCDR/fM5BBAIn0Ci9xfKk+E7V8ix/wQSvX79lxNShIA/BC666CLp1q2bSYx2766T0627VoY3aNDALPv+++/Nq/YYq8OyFv7XqVMnU3HevXt3s1358uXl/ffflwkTJphGrdrl+8SJE0UbwDrdvpsN+YNAQAV8WZGu3T9oqyOd9OKbNGnSOXn1YtUx0/VVp3/84x/m9Re/+IV55Q8CCPhHIH9BONbNVMdEdLp016EamOwQIO52xJFcIJBugUaNGplDOr90zn98p7W6LnO6Fsu/nvJhfg375rmv2BVT4mlXPBPJTSLPARI5Dp9BAIFwCZT2/kJ5MlznC7n1l0Bpr19/5YbUIOAPAe11Rae5c+eaxqn6qpPTrbvON23aVF/Mq/YAGOuf9g7do0cPs53+qVatmkyfPl327t1rXmvUqGFarI8aNcrdhhkEgirgu4p0/QXMmDFjzDgKI0eOlGnTpnm2/b//+z955513zOec7io874QPIIBAygT0Rur8Ym3RokVFjjNnzhyzrE2bNqK/cGOyQ4C42xFHcoFAugUuvvhic8glS5aYoXzyH19/8exMbdu2dWZjvlI+jMkS6IXcVwIdviKJJ55FSEK1IBnPAUIFRmYRQCBugWTeXyhPxs3OhggkRSCZ129SEsROELBAQLtv1x+J6XCr2pg1NzfXtCJ3enjWLLZs2dLkdNeuXfLVV195yrW2XtfGsc8++6z5nFbCO13Be9oRGyPgIwFfVaS//fbbcvPNN4uOjaxjX86aNcuMj16c17Zt2+TAgQMFVr/33nvSr18/s6x3795y+eWXF1jPGwQQ8IeAM+bK/PnzxelKRlO2YsUK0S4ddcrOzjav/LFHgLjbE0tygkC6BAYPHmwOpWNzTZ061T2s/ofO6bWoZ8+eZtwuXUn50CUKxQz3FbvCTDztime8ufH6HCDe/bIdAggg4Ah4vb9QnnTkeEUg8wJer9/Mp5gUIOBvgTp16sg111xjEvnUU0+ZV61Ed4bV0wVar9akSRNTTzd27Fg5ePCg2c75s3PnTnnxxRedt/Lcc8+JNozLPySfU29Xu3btmD0Iuh9mBoEACGRFT+6IX9LZq1cvWbVqlZscHYOh8KTdt3/99ddmsY7bsHz5ctGxHbSrl02bNokzfoNu9/HHH0v9+vUL74L3ARfQLr87dOggx44dMzk5cuSImc/KypKGDRuaZfoFrecDk38FtEKkT58+sn79epPI5s2bmy5gNm/ebG7SesPW1uraLQyTPQLE3Z5YkhMEShLQe7JOySpm6n/q9IdXOun9Qst3GzZskJ9//lmqVq0q2jLdGeeL8qFhCs0f7it2hZp42hXPeHPj9TlAvPtlOwQQ8IdAssuFmiuvz4W83l8oT/rj3Ek0FV7Pj0SPw+fSI+D1+k1PqjiKXwW4/uOLzMKFC2XgwIHuxtoDoNM41VmoPUbpD1n0uU7NmjXlkksuMa/bt2+Xzz77zFSOnzp1ymw+ZMgQmTdvnhl6WXuhPXz4sCxbtsw849cGEE6jOWffvCIQOAGtSPfLNGDAAK3UL/Ff9JcwbnIfeOCBSKVKlQpsH72oI5MnT45Eb7LudszYJZCXlxeJ/kKqQNwLnzfRH1bYlWlLc6PX6aBBgyLRLl/ceDZo0CASHaslcvz4cUtzTbaIO+cAAvYLOPflZOX06NGjkXHjxkXOO+88935RsWLFSPQhZyT6n7gCh6F8WIAjFG+4r9gVZuJpVzzjyY3X5wDx7JNtEEDAPwLJLhdqzhJ5LuTl/kJ50j/nTyIpSeT8SOQ4fCZ9Al6u3/SliiP5UYDrP76oRCvAI9EGCub5ij6Lj3a9HvOD0UYLkehwe5Fog1f3WYze16MNHCI5OTnuZ5YuXRpp165dgW0qV64ciXYdH9FjMSEQdAFftUiPXoSeJ/3Vi47ToK2TtRV6vXr1PO+DDyCAQGYFol+kpiveaKWIaWmY2dRw9HQJEPd0SXMcBNIvkIqWR5qLkydPmp6J9PtDx0QvW7ZszMxRPozJYv1C7it2hZh42hVPcoMAAuEVSFW5MFHReO8vlCcTFeZzCKROIN7rN3UpYM8I2CGg11Lr1q1NvdrEiRNl2rRpJWbsxIkT8uWXX5pttEfgunXrxtx+7969ov9q1Khh6up0LHYmBGwQCHxFug1BIA8IIIAAAggggIBNAn57YGqTLXlBAAEEEEAAAQSCJEC5MEjRIq0IIIAAAmEQeO+990SHMdFp7dq1ptv2MOSbPCKQqEDRQcgT3ROfQwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABXwrMnDnTpKtjx45UovsyQiTKbwJUpPstIqQHAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgSQKaDftb7zxhtljdnZ2EvfMrhCwV4Cu3e2NLTlDAAEEEEAAAQQyIkAXnhlh56AIIIAAAggggIDvBCgX+i4kJAgBBBBAIOQCq1evljJlykj37t2lbNmyIdcg+wicW4CK9HMbsQUCCCCAAAIIIICABwEemHrAYlMEEEAAAQQQQMBiAcqFFgeXrCGAAAIIIIAAAiEQoGv3EASZLCKAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIxC9ARXr8VmyJAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIBACASrSQxBksogAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgggEL8AFenxW7ElAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEAIBKhID0GQySICCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQPwCVKTHb8WWCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIhEKAiPQRBJosIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAvELUJEevxVbIoAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgiEQKCc3/KYl5cnb731lqxYsUK+++47qVWrlrRv315uvvlmqV69eszkHjp0SFauXCmrV6+W3Nxc6dq1q/Ts2VO6desWc3sW2iWwfPlyc85ceOGFMm7cOLsyF4LccP2GIMgxskjcY6CwCAEEYgq88MILcuDAgZjrnIXlypWTMWPGSIUKFZxFwveMSxGKGeJtV5iJp13x9Job/n/nVYztEUDA6/dGvNtzP7Lj3Io33nbk1t5ccD3aG9tU5ozrP5W67BuBEAlEfDRt3LgxEq0MjUT5i/yrV69eZO3atUVSu2XLlsgFF1xQZHvdR05OTpHtWWCPwMGDByMjR450Yx/9wYU9mQtJTrh+QxLoQtkk7oVAeIuAhQJOWS4ZWatYsaJ7r3f2G+v1888/dw/H94xLEYoZ4m1XmImnXfH0khv+f+dFi20RCI6AU25LRYq9fm942Z77USoilt59eol3elPG0bwKcD16FWN7rn/OAQQQSKaAr1qkz5s3T77++mvp3LmzaYEerSCXDz74QGbOnCn79++X0aNHy6effhotg/9r0hbrV1xxhVnXqlUrGT58uLRs2VKef/55WbJkiUydOlV0H9HKVucjvFoiMHfuXLnllltMDwSWZCl02eD6DV3ITYaJezjjTq4RKI3A7bffLt9++23MXfzzn/+UzZs3S1ZWltSuXdtsw/dMTCprFxJvu0JLPO2Kp5fc8P87L1psiwACKuD1e8PL9tyPgn+OeYl38HNrdw64Hu2Obypyx/WfClX2iUDIBZJZK1/afUW72oi8/PLLRXbz+9//3m2JdOTIEXf9/fffb5ZHu3+PfPPNN+7yM2fORHr37m3WRbt4d5czY4dAtHtX93wYNmxYZNKkSeY9LdKDFV+u32DFK1mpJe7JkmQ/CPhbIFq8NvfmVKfyl7/8pTlO//793UPxPeNShGKGeNsVZuJpVzzjzQ3/v4tXiu0QCKZAKsqFXr83vG7P/SiY55qTaq/xdj7Hqz8FuB79GRe/porr36+RIV0IBFugjJ9+R/DrX/9ahg4dWiRJ0Yek7rLDhw+789ryXCdtqd68eXMzr3/KlCkjt912m3mv46bv2rXLXcdM8AWiXbzKwIEDZcWKFaLjpjZs2DD4mQphDrh+Qxj0aJaJezjjTq4RSIWAlvE++ugjs+sJEya4h+B7xqUIxQzxtivMxNOueMabG/5/F68U2yGAgCPg9XvD6/bcjxzpYL56jXcwcxmeVHM9hifWycgp13/xim+++abcd999smrVqpgb6Xjyul6fteSfPvnkE3n44Ydl1KhRctddd8nrr78ueXl5+Tdx57W+5u6775YRI0bIxIkTZcGCBXL27Fl3PTMIBFXAV127F4foXLxVqlSRRo0amc1+/PFHiY6FaeavvPLKIh+97LLL3GVbt26Vpk2buu+ZCbaAngfz588PdiZCnnqu33CeAMQ9nHEn1wikSmDatGlm1+3atZOrr77azPM9kyptf+6XePszLommingmKhf8z/H/u+DHkBwgkG4Br98bXrbnfpTuaCb/eF7infyjs8dkCnA9JlMzHPvi+i8+zq+++qq89NJL0qFDBzNEXuEttaI82uuzqQiP9vIsJ0+elMmTJ8sTTzxReFPp0aOHGWKlcePG7jpt2Pr444+773XmkUceMZXw0R6FCyznDQJBE/BVi/TCeHqx6q9dnn76abPqD3/4g2ltrm90zHRnat26tTPrvmor5UqVKpn3P/zwg7ucGQQQyLwA12/mY5CJFBD3TKhzTATsFND/3Dk/qtP/rOkY6TrxPWNnvIvLFfEuTiaYy4lnMONGqhFAAAHbBLgf2RZR8hNkAa7HIEePtPtN4MYbbzRJ0sap69evL5C8jz/+2FSi68Lrr7/erLv33ntNJbq28n/ggQdMS/a///3vpndg3X78+PHuPrTVulaily1b1nxG969j1V911VXu8xp3Y2YQCKCA71qkv/vuu3LLLbeYX7x8++23cvr0acN65513yj333OMS5+bmuvPVq1d35/PPVKtWTU6cOCFUpOdXYR6BzAtw/WY+BplIAXHPhDrHRMBOgUcffVTOnDkjNWvWlOzsbDeTfM+4FKGYId52hZl42hVPcoMAAggEVYD7UVAjR7ptFOB6tDGq5ClTAv369ZMGDRrIvn37TMv0Ll26uEmZPXu2me/atatpsa4/YtEGrjrNmjVLbrrpJjOvLdW11f+QIUNk4cKF8sUXX0ibNm1k3bp1Zn3nzp3dCnadHzx4sFnOHwSCLuC7Fuk6Bvq2bdtkx44dbiW6Ir/44ouyePFi1/vYsWPuvP7SJdakY6XrpA9amRBAwD8CXL/+iUU6U0Lc06nNsRCwV0C793vmmWdMBkePHm3+E+fklu8ZRyIcr8TbrjgTT7viSW4QQACBoApwPwpq5Ei3jQJcjzZGlTxlSkDr0IYNG2YO/8orr7hjl0ciEXnttdfMcmf9Rx99JMePH5datWqJ05LdSXffvn2lXLl/tc/dvHmzWdykSRPzumHDBvO8RvfJhIBNAr6rSNdfs2iX7nqh6i9aZsyYYcZF37lzpwwcONB0IaEB0IvYmfSBaqzp7NmzZrG2VmJCAAH/CHD9+icW6UwJcU+nNsdCwF4BHfJHH6jofwK1F6P8E98z+TXsnyfedsWYeNoVT3KDAAIIBFWA+1FQI0e6bRTgerQxquQpkwLDhw83h9+zZ4988MEHZv7DDz8Ufa/PWIYOHWqWbd++3bweOnRIWrRoIc2bN3f/aUtzpxdp/ZxOWrmurdm1Qas2eGjXrp0ZH/3o0aNmPX8QCLqA7yrSFbR8+fJSuXJl0bHPx44dK++9957oWAxaMT5t2jRjfv7557v22oq98JSXl+d26V6vXr3Cq3mPAAIZFOD6zSB+Bg9N3DOIz6ERsERA/7Om427ppD+wbNasWYGc8T1TgMP6N8TbrhATT7viSW4QQACBoApwPwpq5Ei3jQJcjzZGlTxlUuCiiy6Sbt26mSS89NJL5tXp1l0rw7Xrd52+//5786o9PuuwyoX/derUyVScd+/e3Wyn9Xnvv/++TJgwwfQaqA1kJ06cKO3bt3e7fTcb8geBgAr4siK9sGXbtm3lkksuMYu/+eYb85r/RuqMwZD/c1u2bHG7dG/cuHH+VcwjgECGBbh+MxyADB2euGcInsMiYJHAnDlzZPfu3SZHf/jDH4rkjO+ZIiRWLyDedoWXeNoVT3KDAAIIBFWA+1FQI0e6bRTgerQxquQp0wIjRowwSZg7d67pFVpfdXK6ddf5pk2b6ot53bhxo8T69+mnn0qPHj3MdvqnWrVqMn36dNm7d695rVGjhmnpPmrUKHcbZhAIqkAgKtK1Jfq+ffuMsXMR64Xo/OJl0aJFRfz1QatObdq0Ef2FDBMCCPhHgOvXP7FIZ0qIezq1ORYCdgo4PRN16dJFLr/88iKZ5HumCInVC4i3XeElnnbFk9wggAACQRXgfhTUyJFuGwW4Hm2MKnnKtIB2364tyHW45ClTpkhubq5pRX7ttde6SWvZsqWZ37Vrl3z11Vfu8nhmtPW6tkx/9tlnzeZaCe90BR/P59kGAT8K+KoiXR+I/vnPf5bvvvvOtdLx0idPnixOS/Rf//rX7jpnzIb58+eL0xWFrlyxYoU8/PDDZrvs7Gx3e2YQQMA/Aly//olFOlNC3NOpzbEQsEtg5cqVsmbNGpOpWK3RndzyPeNIhOOVeNsVZ+JpVzzJDQIIIBBUAe5HQY0c6bZRgOvRxqiSp0wK1KlTR6655hqThKeeesq8aiV6lSpV3GT17t1bmjRpYoZa1qGXDx486K7TmZ07d8qLL77oLnvuuedEG7ZGIhF32YEDB8x87dq1pVy5cu5yZhAIokBW9OT+/8/uDOegUaNGpusHHXtBx0evWbOmfPnll+6F+qtf/cpUkjsX3qFDh6RPnz6yfv16k/LmzZubLiQ2b95sLnK94LW1unYrwWSPwJkzZ6RDhw5y7Ngxk6kjR46Y+aysLGnYsKFZpl/QmzZtsifTFuaE69fCoMaRJeIeBxKbIGCBgN6TdUpmMXPQoEGyYMECqVevnuivoitUqBBTiu+ZmCzWLiTedoWWeNoVz3hzw//v4pViOwSCKZCKcqHX7w2v23M/Cua55qTaa7ydz/HqTwGuR3/Gxa+p4vqPLzILFy6UgQMHuhsvWbJE+vXr577XGR07XX/Ios91tJ5Oh17W1+3bt8tnn31mKsdPnTplPjNkyBCZN2+eNGvWzPQiffjwYVm2bJmpo5s0aZLb6LXAAXiDQIAEfFWR/t5778m9994r2uIoLy/PZdRK0dtuu820TM//yxjdQC/KkSNHmgtTK1R1atCggfTv31+efPJJqVy5slnGH3sEtCsQ/dI+fvx4sZnSMXS+//77Ytezwh8CXL/+iEO6U0Hc0y3O8RBIv0CyH5j+9NNPot36aRkgJydH7rzzzhIzxfdMiTzWrSTedoWUeNoVz3hyw//v4lFiGwSCK5DscqFKeP3e8Lq9HoP7kSoEc0ok3sHMaXhSzfUYnliXNqdc//EJat2btjjXbt21Lu3bb7+VsmXLFvnwBx98YOrltOJch192Jm3QOnr0aPfZzLvvviu33nqrbN261dnE1MuNHz9e/vrXv8p5553nLmcGgSAK+Koi3QHUh6Xa0khbHOuvWOrWreusKvZVfxmzbds2qVixouiFzIQAAsER4PoNTqySmVLinkxN9oWAvwRS8cD0xIkT5oeWOt5WvBPfM/FK2bEd8bYjjk4uiKcjwSsCCCAQbIFUlAvTKcL9KJ3aHAuBkgW4Hkv2YS0C8QrotaQ9Quv45xMnTpRp06aV+FF9HqM9R+ukPQIXV1+3d+9e0+O0NoTQej0di50JARsEfFmRbgMseUAAAQQQQAABBMIqEPQHpmGNG/lGAAEEEEAAAQSSLUC5MNmi7A8BBBBAAIHSCWjP0H379jU7Wbt2rem2vXR75NMI2C1Qxu7skTsEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEJg5c6ZB6NixI5XonA4IxCFARXocSGyCAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQFAFtJv2N954wyQ/Ozs7qNkg3QikVYCu3dPKzcEQQAABBBBAAAH7BejC0/4Yk0MEEEAAAQQQQCAeAcqF8SixDQIIIIAAAukTWL16tZQpU0a6d+8uZcuWTd+BORICARWgIj2ggSPZCCCAAAIIIICAXwV4YOrXyJAuBBBAAAEEEEAgvQKUC9PrzdEQQAABBBBAAAEEkitA1+7J9WRvCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIBF6AiPeABJPkIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAskVoCI9uZ7sDQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAg4AJUpAc8gCQfAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCC5AlSkJ9eTvSGAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIBFyAivSAB5DkI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggkV4CK9OR6sjcEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgYALUJEe8ACSfAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACB5AqUS+7uSr+3vLw8eeutt2TFihXy3XffSa1ataR9+/Zy8803S/Xq1Us8wPLly81nL7zwQhk3blyJ27LSHgHiHuxYHjp0SFauXCmrV6+W3Nxc6dq1q/Ts2VO6desW7IyR+hIFiHuJPKxEAIF8Ai+88IIcOHAg35Kis+XKlZMxY8ZIhQoViqyknFCExOoFxNuO8FJOsCOOXnNB3L2KsT0CCDgCXu//qd7eSRevmRXgvpJZ/2QfnXgmW9Te/ZWmfsleFXKGAAKlEoj4aNq4cWMkWgkeiWaoyL969epF1q5dGzO1Bw8ejIwcOdL9TLTiPeZ2LLRLgLgHP55btmyJXHDBBe61m//az8nJCX4GyUFMAeIek4WFCFgl4HyfJyNTFStWjHmfcI7hvH7++f/H3p1ASVHkiR//NSCn3NKAnIpy6oCwPARFUXnCuL4BV5SHQgMLD9kRuQbfcwZdHZdBXQV10dEVHBVBRUGBEWWGQ2gE0eXGlkPkvhoRkEOUBupfv5h/5lRXVXdXdldV5/HN96CyMqMyIz6/qq6ojIyIb/KdjnpCPg7fPyHe/gkx9QT/xNJJSYi7Ey3SIuAtAauulopcO/3+T3X6VJSRYxZPgO+V4rm59VXE062RcV++itu+5L6SkCMEEHCTgKt6pM+ZM0d27twpbdu2NT3Qww1ssnz5cpk6daocOXJEhg4dKmvXrg3Xwf+5zJ49W0aMGGF6sv5zK2t+FyDu3o+wjjhx8803m8/2VVddJQMHDpRmzZrJ9OnTZeHChfLoo4+K/g0I3yTj/cJSAluAuNsUrCCAQIICjzzyiOzfvz9u6i+++EJycnIkIyNDatWqZaehnmBTBGKFePsnzNQT/BNLJyUh7k60SIsAApaA0+//VKe38sVj6QvwvVL6MUhmDohnMjX9f6zitC/5X4USIoBAiQXc1KofHlop9M4778Rk6be//a3dE+nkyZP2/vAwn/b2/v37h8aOHWue0yPdJvLlCnH3R1iffvpp83kNT98Q2rVrl12oCxcuhLp27Wr2hYd4t7ez4g8B4u6POFIKBIoSCFdQzd/xotKVdP/1119vztOzZ0/7UNQTbIpArBBvf4WZeoK/4ploaYh7olKkQ8CbAqmoFzr9/k91em9Gxr+55nvFX7Elnv6KZ6pL47R9KdX54fgIIOAPgTIlbolP4gG6desm/fr1izli+CKpve3EiRP2enioT+nVq5eZT13nz6xfv769jxX/ChB3f8RWe57roiNNNG3a1Kzrf2XKlJGRI0ea5zpv+t69e+19rHhfgLh7P4aUAAG3COh3xOrVq012Ro8ebWeLeoJNEYgV4u2vMFNP8Fc8Ey0NcU9UinQIIGAJOP3+T3V6K188ukOA7xV3xCFZuSCeyZIMxnGcti8FQ4VSIoBASQVcNbR7QYXRC6W6VKlSRRo0aGAn0+dz5861n7MSDAHi7v04//jjjxKey9YU5JZbbokp0A033GBv27p1qzRu3Nh+zop3BYi7d2NHzhFwo8DkyZNNtlq2bCm33367nUXqCTZFIFaIt3/CTD3BP7F0UhLi7kSLtAggYAk4/f5PdXorXzyWvgDfK6Ufg2TmgHgmUzPYxyqofSnYKpQeAQQSFXBVj/ToTP/yyy8yadIkee2118yuUaNGmd6q0el4jgAC3hI4cuSIneGrr77aXrdWdHSJSpUqmac//PCDtZlHjwsQd48HkOwj4CKB8JQg9s2UOoqJzpHOggAC3hagnuDt+BU398S9uHK8DgEEEEAgngDfK/FUvLuNeHo3dm7JOe1LbokE+UDA2wKu65G+ePFiGTFihOgfuf3798v58+eN8Pjx4+XJJ5/0tja5RwABI5Cbm2tLVKtWzV6PXKlataqcPXtWaEiPVPH2OnH3dvzIPQJuEnjxxRflwoULUqNGDcnKynJT1sgLAggUU4B6QjHhPP4y4u7xAJJ9BBBAwGUCfK+4LCAlzA7xLCFgQF9O+1JAA0+xEUihgOt6pOsc6Nu2bZPdu3fbjeha/hkzZsgnn3ySQgoOjQAC6RI4ffq0faqyZcva65ErOle6LtpQwuIPAeLujzhSCgRKW0CH93v99ddNNoYOHWqm/intPHF+BBAouQD1hJIbevEIxN2LUSPPCCCAgHsF+F5xb2yKkzPiWRw1XkP7Eu8BBBBItoDrGtL79OljeqOfOXNGtm/fLq+++qqZF33Pnj3Sq1cvWblyZbINOB4CCKRZoGbNmvYZtUEk3nLx4kWzWXsbsvhDgLj7I46UAoHSFtApf/SCit6IpaMYsSCAgD8EqCf4I45OS0HcnYqRHgEEEECgMAG+VwrT8d4+4um9mLkhx7QvuSEK5AEBfwm4riFdecuXLy+VK1cWnTv5gQcekCVLlkjFihVFG9YmT57srwhQGgQCKHDZZZfZpda7BKOXvLw8e0j3zMzM6N0896gAcfdo4Mg2Ai4S0Cl/pkyZYnKkN1g2adLERbkjKwggUBIB6gkl0fPua4m7d2NHzhFAAAE3CvC94saoFD9PxLP4dkF/Je1LQX8HUH4Ekivgyob06CK2aNFCrrvuOrN5165d0bt5jgACHhOIrAivX78+Jvdbtmyxh3Rv2LBhzH42eFOAuHszbuQaATcJfPDBB7Jv3z6TpVGjRrkpa+QFAQRKKEA9oYSAHn05cfdo4Mg2Aggg4FIBvldcGphiZot4FhOOl8UI0L4UQ8IGBBBwIOCJhnTtiX748GFTrMaNGzsoHkkRQMCNAtWrV5eOHTuarC1YsCAmi9pQokvz5s3l2muvjdnPBm8KEHdvxo1cI+AmAWtkonbt2slNN93kpqyRFwQQKKEA9YQSAnr05cTdo4Ej2wgggIBLBfhecWlgipkt4llMOF4WI0D7UgwJGxBAwIGAqxrS9YLoE088IYcOHbKL8Msvv8i4cePE6onerVs3ex8rCCDgXYF+/fqZzM+dO1dmzpxpFyQ7O1smTZpknmdlZdnbWfGHAHH3RxwpBQKlIbBixQpZs2aNOTW90UsjApwTgdQLUE9IvbEbz0Dc3RgV8oQAAgh4V4DvFe/GLl7OiWc8FbYVJED7UkEybEcAgZIIZITCS0kOkMzXNmjQQA4ePChlypQx86PXqFFDvv32Wzl27Jg5TefOnUUb2cqVK2eeX7hwQVq3bi2nT582z0+ePGnWMzIypH79+mZbrVq1ZPPmzWad//whQNz9Ecfjx4/LrbfeKhs2bDAFatq0qVStWlVycnJE7xLs2rWraG913cbiHwHi7p9YUhIEChPQupguyaxm9u7dW+bNmyeZmZmyd+9eqVChQtwsUE+Iy+LbjcTbX6GlnuCveCZaGuKeqBTpEPCmQCrqhU6//1Od3puR8W+u+V7xV2yJp7/imerSOG1fSnV+OD4CCPhDwFUN6UuWLJGJEyeK9jjKy8uzhbUxfOTIkaZnepUqVezt58+fF21sP3PmjL0tekXnUvn++++jN/PcwwLE3cPBi8r6iRMnZPDgwbJ06VLRG2F0qVevnvTs2VNefvllqVy5ctQreOoHAeLuhyhSBgQKF0j2BdOffvpJdFg/rQNMmDBBxo8fX2AGqCcUSOPLHcTbf2GlnuC/mCZSIuKeiBJpEPCmQLLrharg9Ps/1em9GRl/55rvFX/Fl3j6K56pLI3T9qVU5oVjI4CAfwRc1ZBuserFUu1ppD3NmzRpInXq1LF28YgAAj4U0B6L27Ztk4oVK4r2TGcJhgBxD0acKWUwBVJxwfTs2bPmRstq1aoFE5VSIxAwAeoJAQv4/y8ucQ9m3Cm1vwVSUS/0txilS6YA3yvJ1Cz9YxHP0o+BV3JA+5JXIkU+EfCGgCsb0r1BRy4RQAABBBBAAAEE4glwwTSeCtsQQAABBBBAAIHgCVAvDF7MKTECCCCAAAIIIOAngTJ+KgxlQQABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoKQCNKSXVJDXI4AAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgj4SoCGdF+Fk8IggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCJRUgIb0kgryegQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABXwnQkO6rcFIYBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIGSCtCQXlJBXo8AAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggg4CsBGtJ9FU4KgwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCBQUgEa0ksqyOsRQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBHwlQEO6r8JJYRBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEESipAQ3pJBXk9AggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggICvBMq5rTR5eXny6aefSnZ2thw6dEhq1qwprVq1kgEDBki1atVisnvhwgVZtGiRfPbZZ3LgwAGpXbu2tGnTRu677z659NJLY9KzwX8CGnt9z1x55ZUyfPhw/xXQ5yU6fvy4rFixQlatWiW5ubnSvn176dKli3To0MHnJad4KsDnl/cBAggUJfD222/L0aNHC01Wrlw5GTZsmFSoUMGko35YKJfvdhJv34VUqB/6L6aJlIi4J6JEGgQQiCfg9HdlIumpX8ST9ua2ROLtzZIFK9fUE4IV75KWlvdLSQV5PQII5BMIuWjZtGlTKNwYGgpnMOZfZmZmaN26dflyu3nz5lDz5s1j0urrGzVqFFq/fn2+9Dzxl8CxY8dCgwcPtuMfvuHCXwUMQGm2bNkSuvzyy+0YRn72J0yYEACB4BaRz29wY0/JgyFg/T1PRmkrVqwY93vCOof1+M0335jTUT9Mhrp3jkG8vROrRHNK/TBRKX+lI+7+iielQSBSwKqrRW5L1rrT35WJpqd+kawIle5xEo136eaSsyciQD0hESXSWAK8XywJHhFAIFkCruqRPmfOHNm5c6e0bdvW9EAPN7DJ8uXLZerUqXLkyBEZOnSorF27NlwH/8cya9Ys2b59uzRo0EDuueceqVu3rvz97383PRz37dsnWVlZsnHjRsnIyLBewqNPBGbPni0jRowwPZh9UqTAFUNHnLj55pvNZ/uqq66SgQMHSrNmzWT69OmycOFCefTRR0X/BoRvlgicjd8LzOfX7xGmfAgkV+CRRx6R/fv3xz3oF198ITk5OaauV6tWLdD/M78AAEAASURBVJOG+mFcKt9uJN7+Ci31Q3/FM9HSEPdEpUiHAAKRAk5/VzpJT/0iUtqb607i7c0SBifX1BOCE+tklJT3SzIUOQYCCMQIJKtFPhnHCQ+1E3rnnXdiDvXb3/7W7ol08uRJe/+CBQtCzz77bOiXX36xt+lKr1697PQ7duzIt48n3hcID+9qx7d///6hsWPHmuf0SPdWbJ9++mkTt/D0DaFdu3bZmQ8Pnxbq2rWr2Rce4t3ezoo/BPj8+iOOlAKBogTCFU7zd7yodCXdf/3115vz9OzZ0z4U9UObIhArxNtfYaZ+6K94Jloa4p6oFOkQ8KZAKuqFTn9XOk1P/cKb7zUr107jbb2OR3cKUE9wZ1zcmiveL26NDPlCwNsCZWJa1ktxQ7du3aRfv34xOQhfJLW3nThxwl6/4447ZNy4cVK+fHl7m67o/OjWsmfPHmuVR58IhId4lfDNEpKdnS06b2r9+vV9UrJgFUN7nuuiI000bdrUrOt/ZcqUkZEjR5rnOm/63r177X2seF+Az2/qYvjxxx/LU089JStXrox7Ep0XTvfr5ypy+eqrr2TSpEkyZMgQeeyxx+TDDz+UvLy8yCT2uv7dffzxx2XQoEEyZswYmTdvnly8eNHezwoC6RTQ9/Lq1avNKUePHm2fmvqhTRGIFeLtrzBTP/RXPBMtDXFPVIp0CCBgCTj9Xek0PfULS9qbj07j7c1SBifX1BOCE+tklJT3SzIUOQYCCEQLuGpo9+jMWc+ti/5VqlQxw7hb2wt6DPdQt3eFe7va66z4Q0DfB3PnzvVHYQJaih9//FHCc9ma0t9yyy0xCjfccIO9bevWrdK4cWP7OSveFuDzm7r4vffeezJz5kxp3bq1Geo6+kzaUB4e/cE0hIdHexD9rtSb0V566aXopNKpUyfRofAaNmxo79MbXKZMmWI/15UXXnjBNMKHRwbJt50nCKRDYPLkyeY0LVu2lNtvv73IU1I/LJLIVwmIt/fCSf3QezFLRo6JezIUOQYCwRNw+rvSafqCRKlfFCTjru3Jire7ShXM3FBPCGbci1tq3i/FleN1CCBQlICreqRHZ1YrqNpL7rXXXjO7Ro0aZXqrRqeLfv7JJ5+YTdWrVzcNCtH7eY4AAqUrcOTIETsDV199tb1uregoA5UqVTJPf/jhB2szjwggUIiANRqL3qSyYcOGfCm//PJL04iuG++9916zb+LEiaYRXe/Wf+aZZ0xP9rfeesuM8qHpH3zwQfsY2mtdG9HLli1rXqPH14b22267zcxNbSdkBYE0CehNIdZNdXqTR0ZGRpFnpn5YJJGvEhBv74WT+qH3YpaMHBP3ZChyDAQQSJcA9Yt0SXMeBP4hQD2Bd4ITAd4vTrRIiwACTgRc1yN98eLFMmLECNNTbv/+/XL+/HlTnvHjx8uTTz5ZZNm2bNkic+bMMel0mPgKFSoU+RoSIIBAegVyc3PtE1arVs1ej1ypWrWqnD17VmhIj1RhHYGCBXr06CH16tWTw4cPm57p7dq1sxPPmjXLrLdv397cYKY/LvRGNV2mTZsm999/v1nXnup6936fPn1k/vz5sn37dmnevLmsX7/e7G/btq3dwK7rd999t9nOfwikW+DFF1+UCxcuSI0aNSQrK6vI01M/LJLIVwmItzfDSf3Qm3Eraa6Je0kFeT0CCKRLgPpFuqQ5DwL/FKCe8E8L1ooW4P1StBEpEECgeAKu65Guc6Bv27ZNdu/ebTeia9FmzJgh1p2fBRVVG90feOABM7drnTp1ZMKECQUlZTsCCJSiwOnTp+2zaw/XeIvOla6LNpSwIIBA0QL6Werfv79J+O6779pzl4dCIXn//ffNdmu/zit95swZ0elPrJ7s1hm6d+8u5cr94z67nJwcs7lRo0bmcePGjfL666+LHpMFgdIS0OHa9H2oy9ChQ83NH4XlhfphYTr+20e8vRtT6ofejV1Jck7cS6LHaxFAIF0C1C/SJc15EMgvQD0hvwfPChfg/VK4D3sRQKD4Aq5rSNdecDqku17g155wr776qpkXfc+ePdKrVy8z9GxBxX3ooYdkxYoVZnhPHQ6+du3aBSVlOwIIlKKANt5ZizaIxFsuXrxoNmtvQxYEEEhMYODAgSbhgQMHZPny5Wb9888/F32uDe06UosuO3bsMI/Hjx+XK664Qpo2bWr/057meqFIF32dLtq4rr3Z9cYWbbjUOal1fvRTp06Z/fyHQDoFtI6nP5D1Pa2jGBW1UD8sSshf+4m3d+NJ/dC7sStJzol7SfR4LQIIpEuA+kW6pDkPAvkFqCfk9+BZ4QK8Xwr3YS8CCBRfwHUN6VqU8uXLS+XKlUXnTtYe5kuWLBGdw1Ub1iZPnhy3tDpErTa66/Lcc89J796946ZjIwIIlL7AZZddZmdCR6GIXvLy8uwh3TMzM6N38xwBBAoQuOaaa6RDhw5m78yZM82jNay7Nobr0O+6fP/99+ZRR37Q6RWi/1177bWm4bxjx44mnX4vL1u2TEaPHm16/+qNbmPGjJFWrVrZw76bhPyHQIoF9CaPKVOmmLPoDZZNmjQp9IzUDwvl8d1O4u3tkFI/9Hb8ipt74l5cOV6HAALpEqB+kS5pzoNArAD1hFgTthQswPulYBv2IIBAyQRc2ZAeXaQWLVrIddddZzbv2rUrercZ3vPhhx822/Ui/9ixY2PSsAEBBNwjEFmxseZejsydzj1mDenesGHDyF2sI4BAEQKDBg0yKWbPnm1Gd9FHXaxh3XW9cePG+mAeN23aJPH+rV27Vjp16mTS6X9Vq1aV559/Xg4ePGgeq1evbnqsDxkyxE7DCgKpFvjggw9k37595jSjRo0q9HQ6/Dv1w0KJfLWTeHs/nNQPvR/D4pSAuBdHjdcggEC6BKhfpEua8yAQX4B6QnwXtsYX4P0S34WtCCBQcgFPNKRrT/TDhw+b0loX/62ia0+7YcOGmflaBw8eXGCPdSs9jwggUPoC2gBn9XRdsGBBTIa0oUSX5s2bi/aMZUEAgcQFdPh27UGu0yZoI2Jubq7pRX7XXXfZB2nWrJlZ37t3r3z33Xf29kRWtPe63rT2xhtvmOTaCG8NBZ/I60mDQEkErJGJ2rVrJzfddFOBh6J+WCCNL3cQb3+ElfqhP+LotBTE3akY6RFAIF0C1C/SJc15EChYgHpCwTbsiRXg/RJrwhYEEEiOgKsa0vWC6BNPPCGHDh2yS6fzpY8bN06snujdunWz9/3tb3+TAQMGmCHf+/btK9OmTTPzo9sJWEEAAdcKWHM1z507V6whqDWz2dnZokOn6ZKVlWUe+Q8BBBIXqF27ttx5553mBa+88op51Eb0KlWq2Afp2rWrNGrUyHx/6hQqx44ds/fpyp49e2TGjBn2tjfffFP0BpdQKGRvO3r0qFmvVauWlCtXzt7OCgKpElixYoWsWbPGHL6w3ujUD1MVAXcel3i7My7FzRX1w+LKeft1xN3b8SP3CPhRgPqFH6NKmbwqQD3Bq5ErnXzzfikdd86KgN8FMsIXxf95VbyUS9ugQQMzZKzO2arzo9eoUUO+/fZb+wJ/586dTSObdcH+xhtvlJUrV9q51tdFLzp35s6dO6M389zDAjrkd+vWreX06dOmFCdPnjTrGRkZUr9+fbNNG3Y2b97s4VL6P+vHjx+XW2+9VTZs2GAK27RpUzN0dE5Ojmnc04Y+7a2uw0mz+EeAz296Yjl//nzR+aOtZeHChdKjRw/rqXnUHhb6A0OrAfp9q1Oo6OOOHTvk66+/No3j586dM2n79Okjc+bMMfNR62gSJ06ckKVLl5rPqk6nYt38ku8EPAm0gH4n65LMambv3r1l3rx5kpmZKTqaQoUKFeIaUz+My+LbjcTbX6GlfuiveCZaGuKeqBTpEPCmQCrqhU5/VzpNT/3Cm+81K9dO4229jkd3ClBPcGdc3Jor3i9ujQz5QsDbAq7qQjZ9+nSZOHGiaI+jbdu22bLaKDpy5EjTM91qRNedOlxH5KJDwEcvDDcbLeL953pR/sCBA2bu38jS6Hadu1cXq/Encj/r7hKoWbOmfPbZZ6JTMmiD3O7du00G69WrJz179pSXX35ZKleu7K5Mk5sSC/D5LTFhQgf49a9/LXXr1jXDuutnqnv37jGv05FcdJ9+v2rDuX4erUVvbBk6dKj1VIYPHy56k8vWrVtNb3XdoZ/PBx98UP70pz/Z6VhBIFUCP/30k7m5So+v79mCGtF1P/VDVQjOQrz9FWvqh/6KZ6KlIe6JSpEOAQQsAae/K52mp35hSXvz0Wm8vVnK4OSaekJwYp2MkvJ+SYYix0AAgWgBV/VItzKnF0u1p5H2ONYe5XXq1LF28YgAAj4U0B85evNMxYoVRRvwWBBAoGQC+pnSkV10/vMxY8aINa90QUc9e/asGQFG9+vIHgV97+rNSvpPLyzp97POxc6CQDyBVPQ80vdpXl6eVKtWLd4p2YYAAj4ToH7os4AmWBziniAUyRDwkEAq6oUeKj5ZRQCBJApQT0giZgAOxfslAEGmiAikScCVDelpKjunQQABBBBAwJcCS5YssXuhr1u3zgzb7suCUijXCnDB1LWhIWMIIIAAAggggEBaBagXppWbkyGAAAIIIIAAAggkWSB2UvEkn4DDIYAAAggggEB6BaZOnWpO2KZNGxrR00vP2RBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQR8IkBDuk8CSTEQQAABBBBQAR3++qOPPjIYWVlZoCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEAxBBjavRhovAQBBBBAAAE3C6xatUrKlCkjHTt2lLJly7o5q+TNpwIM4enTwFIsBBBAAAEEEEDAoQD1QodgJEcAAQQQQAABBBBwlQAN6a4KB5lBAAEEEEAAAQS8L8AFU+/HkBIggAACCCCAAALJEKBemAxFjoEAAggggAACCCBQWgIM7V5a8pwXAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQMCVAjSkuzIsZAoBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAoLQEaEgvLXnOiwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCDgSgEa0l0ZFjKFAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIFBaAjSkl5Y850UAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQcKUADemuDAuZQgABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBAoLQEa0ktLnvMigAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCLhSgIZ0V4aFTCGAAAIIIOBtgZMnT8o111wjN910k7cLQu4RQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEAilQzm2lzsvLk08//VSys7Pl0KFDUrNmTWnVqpUMGDBAqlWrFpNdp+ljDsAGTwpcuHBBFi1aJJ999pkcOHBAateuLW3atJH77rtPLr30Uk+WKeiZ1ljqZ//KK6+U4cOHB53D9+U/fvy4rFixQlatWiW5ubnSvn176dKli3To0MH3Zfd7ATdt2mQ+x5UqVZItW7ZIkyZNTJG///57OXHihFx99dV+J6B8SRZ4++235ejRo4UetVy5cjJs2DCpUKGCSUf9sFAuX+7ke8VfYSWe/opnIqXh910iSqRBAIGCBJxeT0gkPfXJgrS9s536hHdilUhOiWciSqSJFkjk7330a3iOAAIIxAiEXLSEL76Hwo1ooXAmY/5lZmaG1q1bly+3TtPnezFPPCuwefPmUPPmzWPeI/q+adSoUWj9+vWeLVsQM37s2LHQ4MGD7XiGb5wJIkOgyhxuXA1dfvnldswj/+ZPmDAhUBZ+K+zBgwdD4Qb0ULixPLRmzZpQvXr1QjfeeGMofJNMqG7duqEGDRqEfv75Z78Vm/LEEbA+13F2Od5UsWLFuH8vrHNYj9988405NvVDx8SefwHfK54PYb4CEM98HIF4wu+7QISZQgZYwKqrpYLA6fWERNNTn0xFtNJ7TOoT6fVO9dmIZ6qF/Xf8RP/e+6/klAgBBFIh4Koe6XPmzJGdO3dK27ZtTQ/0cEOLLF++XKZOnSpHjhyRoUOHytq1a8N18H8sTtNbr+PR2wKzZs2S7du3S7hBRu655x4JN87I3//+d9M7fd++fZKVlSUbN26UjIwMbxc0ALmfPXu2jBgxwvRIDkBxKWJYQEcaufnmm83f9KuuukoGDhwozZo1k+nTp8vChQvl0UcfFf3bH765Ai8PCpw9e9b0OA9feDIjDJw7d04OHz4sd9xxh4QrMRJuVJdwQ7rda9iDRSTLpSDwyCOPyP79++Oe+YsvvpCcnBzznV+rVi2ThvphXCrfbuR7xV+hJZ7+imeipeH3XaJSpEMAgUgBp9cTnKSnPhkp7b116hPei1lhOSaehemwL56Ak7/38V7PNgQQQCBGIBWt88U9ZniojdA777wT8/Lf/va3dk+k8Jyr9n6n6e0XsuJpgQULFoSeffbZ0C+//JKvHL169bLfJzt27Mi3jyfuEwgP02vHq3///qGxY8ea5/RId1+skpmjp59+2sQ5PG1HaNeuXfahw8N5hrp27Wr2hYd4t7ez4k2Bv/71r6FLLrnE/oyHGzhD4QZPbxaGXBdLIFzhNPEv1osdvOj666835+nZs6f9KuqHNkUgVvhe8VeYiae/4ploafh9l6gU6RDwpkAq6oVOryc4TU990pvvNSvX1CcsCX88Ek9/xDFdpXD69z5d+eI8CCDgbYEyMS3rpbihW7du0q9fv5gchC+S2tt0flVrcZreeh2P3hbQno3jxo2T8uXL5yuIzo9uLXv27LFWeXSpQHioXgnf/CDZ2dmi89/Wr1/fpTklW8kU0J7nuugII02bNjXr+l+ZMmVk5MiR5rnOm7537157HyuJCXz88cfy1FNPycqVK+O+IHwxyOxX38jlq6++kkmTJsmQIUPksccekw8//FB0PsB4i35eH3/8cRk0aJCMGTNG5s2bJxcvXrSTnj592hxDRxSIPEZ4SC3p27evPPfcc3L+/Hk7PSsIlERA38urV682hxg9erR9KOqHNkUgVvhe8VeYiae/4ploafh9l6gU6RBAwBJwej3BaXrqk5a0Nx+pT3gzbgXlmngWJMP2eAJO/97HOwbbEEAAgWgBVw3tHp0567l10b9KlSpmOG9re0GPTtMXdBy2e0sg3EPdznC4t6u9zoo7BfTzPHfuXHdmjlylRODHH3+U8BzG5ti33HJLzDluuOEGe9vWrVulcePG9nNWihZ47733ZObMmdK6dWsz1HX0K7ShPDwKgGkID/f6F/2bqTclvfTSS9FJpVOnTqJDYTVs2NDepzc6TJkyxX6uKy+88IJphA+PKGG2f/fddxKe517Kli1rHl977TUTR52y5eWXX5bx48fLv//7v4s1BHe+g/EEAYcCkydPNq9o2bKl3H777UW+mvphkUSeS8D3iudCVmiGiWehPIHcye+7QIadQiOQkIDT6wlO0xeUCeqTBcm4Zzv1CffEIhk5IZ7JUAzWMZL19z5YapQWAQSKEnBVj/TozOoPZ+0lpxfidRk1apTptRidznruNL31Oh79IfDJJ5+YglSvXt00JPmjVJQCAf8IHDlyxC7M1Vdfba9bKzoqQaVKlczTH374wdrMY4IC1qgcerPChg0b8r3qyy+/NI3ouvHee+81+yZOnGga0fVu3Weeecb0ZH/rrbfM6BCa/sEHH7SPob3WtRFdG8i14V2Prw3tt912m5mb2kqoDebhqTfMSBN/+MMfzPzoGkt9jfZe1+9zGtEtLR5LIqA3hVg3Y+lNHhkZGQUejvphgTSe38H3iudDmK8AxDMfB0/CAvy+422AAAJuEaA+6ZZIFJ0P6hNFG3kpBfH0UrTIKwIIIOBfAdf1SF+8eLGMGDHC9JTbv3+/PQSs9mJ78sknYyLhNH3MAdjgC4EtW7bInDlzTFl0eoAKFSr4olwUAgE/CeTm5trFqVatmr0euVK1alU5e/as0JAeqZLYeo8ePaRevXqm8Vp7prdr185+4axZs8x6+/btzY1G+mNUb1TTZdq0aXL//febde2prnfv9unTR+bPny/bt2+X5s2by/r1681+bSi3Gth1/e677zbbI//TXu66HD9+XM6dOydW3H/zm99EJmMdgRIJvPjii3LhwgWpUaOGZGVlxRyL+mEMiS83WH9ftHB8r3g/xMTT+zFMZgn4fZdMTY6FAALFEaA+WRy10n8N9YnSj0Eyc0A8k6nJsRBAAAEEiivguh7pOgf6tm3bZPfu3XYjuhZuxowZ9h3pkYV1mj7ytaz7Q0Dn233ggQfMfLx16tQxwwn7o2SUAgF/Cej82daiPZvjLTpXui7aQMbiTEBN+/fvb1707rvv2nOXh0Ihef/99812a7/OK33mzBnRaTCsnuzW2bp37y7lyv3jPrucnByzuVGjRuZx48aN8vrrr4ses6hFj71z507ZvHlzUUnZj4AjAR3eT9+HugwdOtTc/BF9AOqH0SL+fM73ir/iSjz9Fc+SlIbfdyXR47UIIJAsAeqTyZJM73GoT6TXO9VnI56pFub4CCCAAAKJCLiuIV17wemQSXqBX3vCvfrqq2Ze9D179kivXr3M0LORBXOaPvK1rPtD4KGHHpIVK1aYYV112ODatWv7o2CUAgGfCWjDqrVoQ1i85eLFi2az9jJlcS4wcOBA86IDBw7I8uXLzfrnn38u+lwb2nXEDl127NhhHrXX+BVXXCFNmza1/2lPc72ArYu+ThdtXNfe7HqDgzZc6pzUOj/6qVOnzP6C/tNjX3755QXtZjsCxRLQ73q9oKLvaR3FKN5C/TCeiv+28b3ir5gST3/FsySl4fddSfR4LQIIJEuA+mSyJNN7HOoT6fVO9dmIZ6qFOT4CCCCAQCICrmtI10yXL19eKleuLDqHrvY0XrJkiegcrtrAMnny5JhyOU0fcwA2eFZAhybWmy10ee6556R3796eLQsZR8DvApdddpldRL27P3rJy8uzh3TPzMyM3s3zBASuueYa6dChg0mpw7vrYg3rro3hOvS7Lt9//7151BEAdDjk6H/XXnutaTjv2LGjSaffs8uWLZPRo0eb3r96o9uYMWOkVatW9rDvJiH/IZBiAb3JY8qUKeYseoNlkyZNCjwj9cMCaXyzg+8V34TSFIR4+iuexS0Nv++KK8frEEAgFQLUJ1OhmtpjUp9IrW+6j0480y3O+RBAAAEE4gm4siE9OqMtWrSQ6667zmzetWtX9O6Y507TxxyADZ4Q0GFdH374YZNXbdwZO3asJ/JNJhEIqkDkDyBrzu1IC50L0xrSvWHDhpG7WHcgMGjQIJN69uzZZnQXfdTFGtZd1xs3bqwP5nHTpk0S79/atWulU6dOJp3+p/PXP//883Lw4EHzWL16ddNjfciQIXYaVhBItcAHH3wg+/btM6cZNWqUo9NRP3TE5YnEfK94IkwJZ5J4Jkzl24T8vvNtaCkYAr4RoD7p/lBSn3B/jJzkkHg60SItAggggECqBDzRkK490Q8fPmwMrIv/hYE4TV/YsdjnTgHtYTls2DAzT+/gwYPjjlTgzpyTKwSCK6ANr1YP5wULFsRAaAOZLs2bNxftEc1SPAEdvl17Tujw+XqzUW5urulFftddd9kHbNasmVnfu3evfPfdd/b2RFa097revPTGG2+Y5NoIbw0Fn8jrSYNASQSskYnatWsnN910k6NDUT90xOWJxHyveCJMCWeSeCZM5cuE/L7zZVgpFAK+E6A+6f6QUp9wf4yc5JB4OtEiLQIIIIBAqgRc1ZCuF0SfeOIJOXTokF1enS993LhxYvVE79atm73PaXr7hax4WuBvf/ubDBgwwAz137dvX5k2bZqZH93ThSLzCAREwJqje+7cuWINPa5Fz87OFh3KU5esrCzzyH/FE6hdu7bceeed5sWvvPKKedRG9CpVqtgH7Nq1qzRq1Mj8HdUpVI4dO2bv05U9e/bIjBkz7G1vvvmm6I0OoVDI3nb06FGzXqtWLSlXrpy9nRUEUiWwYsUKWbNmjTl8Yb3RqR+mKgLuPC7fK+6MS3FzRTyLK+ft1/H7ztvxI/cI+FGA+qS3o0p9wtvxi8498YwW4TkCCCCAQLoFMsIXxf95VTzdZ486X4MGDcyQsTpnq86PXqNGDfn222/tC/ydO3c2jS3WBXun6aNOx1OPCtx4442ycuVKO/f6foledM7UnTt3Rm/muYsEdAjv1q1by+nTp02uTp48adYzMjKkfv36Zps20G3evNlFuSYrJRU4fvy43HrrrbJhwwZzqKZNm5ohw3Nyckyjrjbwam91HUacpfgC8+fPF50/2loWLlwoPXr0sJ6aR+35pT9ItRqg37c6hYo+7tixQ77++mvTOH7u3DmTtk+fPjJnzhwzH7WOKqBz3C9dutTETKfVsG6CyHcCngRaQP+W65LMambv3r1l3rx5kpmZKTqaQoUKFeIaUz+My+LbjXyv+Cu0xNNf8Uy0NPy+S1SKdAh4UyAV9UKn1xOcpqc+6c33mpVr6hOWhD8eiac/4piuUjj9e5+ufHEeBBDwuIA2pLtlWbx4cSjcwBK65JJLtHHf/hduTAuFe6qHwg1u+bLqNH2+F/PEswJ33HGH/d6IfJ9Erod7Wnq2fEHJeF5eXijcQ7bQWIbnQgoKR6DKGf4RFAo3iIXCQ4Tb8a9Xr14oPLd36MyZM4GySFVhww3gobp16xpftQ0PvR73VMuWLQv96le/CoVvSLJjoX9Lwzc4hCZMmGC/ZtGiRaGWLVvmS1O5cuVQeOj4kJ6LBYFoAes7OXp7cZ/r34bwjZTmPRj53ox3POqH8VT8vY3vFX/Fl3j6K56JlIbfd4kokQYB7woku16oEk6vJzhNT33Su+83K+fUJywJfzwST3/EMR2lcPr3Ph154hwIIOB9AVf1SA9Xrs3y008/mZ5G2lNVexbXqVPH2hX30Wn6uAdhIwIIIIBAWgXCX6Gybds2qVixomjPdJbkCaitjuyi85+PGTNGrHmlCzrD2bNnzQgwul9HhCjoe/fgwYNm5Bidp0y/n3UudhYE4gmkoueRvk/DP4olfBNOvFPGbKN+GEPi+w18r/grxMTTX/GkNAggEFyBVNQL06VJfTJd0qk7D/WJ1NmWxpGJZ2moc04EEEAAAVc2pBMWBBBAAAEEECi+wJIlS6R79+7mAOvWrTPDthf/aLwSAecCXr5g6ry0vAIBBBBAAAEEEECgIAHqhQXJsB0BBBBAAAEEEEDACwKxk0t7IdfkEQEEEEAAAQQKFJg6darZ16ZNGxrRC1RiBwIIIIAAAggggAACCCCAAAIIIIAAAggggAACBQvQkF6wDXsQQAABBBDwnIAOf/3RRx+ZfGdlZXku/2QYAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAE3CDC0uxuiQB4QQAABBBBIosCqVaukTJky0rFjRylbtmwSj8yhEEhMgCE8E3MiFQIIIIAAAggg4HcB6oV+jzDlQwABBBBAAAEE/C1AQ7q/40vpEEAAAQQQQACBtAtwwTTt5JwQAQQQQAABBBBwpQD1QleGhUwhgAACCCCAAAIIJCjA0O4JQpEMAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCAYAjSkByPOlBIBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIEEBGtIThCIZAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEAwBGhID0acKSUCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQIICNKQnCEUyBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIFgCNCQHow4U0oEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgQQFyiWYLm3J8vLy5NNPP5Xs7Gw5dOiQ1KxZU1q1aiUDBgyQatWqFZmPDz/8UDZu3Cjly5eXe+65R5o3b17ka0jgbYHPPvvMvGeuvPJKGT58uLcLE8DcHz9+XFasWCGrVq2S3Nxcad++vXTp0kU6dOgQQI3gFJm4ByfWlBSBkgq8/fbbcvTo0UIPU65cORk2bJhUqFAhbjrqh3FZfLPxwoULsmjRItE64YEDB6R27drSpk0bue++++TSSy/1TTmDVBDqCUGKdmxZ+X0Xa8IWBBAoXMDp3w2n6fXs1CcLj4Gb9xYn3m4uT1DzRv0wqJEvWbn5/JfMj1cjgMD/Fwi5aNm0aVMo3BgaCmct5l9mZmZo3bp1heZ29erVoYyMDPu1zz77bKHp2eltgWPHjoUGDx5sxzt8w4W3CxTA3G/ZsiV0+eWX2zGM/OxPmDAhgCLBKDJxD0acKWWwBay/58lQqFixYtzvCesc1uM333wT93TUD+Oy+Gbj5s2bQ+EbZ+O+Rxo1ahRav369b8oalIJQTwhKpGPLye+7WBO2IOAHAauuloqyOP274TS9lWfqk5aEtx6LG29vlTIYuaV+GIw4J7OUfP6TqcmxEEDAVT3S58yZIzt37pS2bduaHujhBjZZvny5TJ06VY4cOSJDhw6VtWvXhuvgscvFixdlxIgREg5p7E62+E5g9uzZJt7ag5nFmwI64sTNN99sPttXXXWVDBw4UJo1aybTp0+XhQsXyqOPPir6NyB8s4Q3C0iu4woQ97gsbEQAgUIEHnnkEdm/f3/cFF988YXk5ORI+EZKqVWrVkwa6ocxJL7bMGvWLNm+fbs0aNDAjEZVt25d+fvf/256p+/bt0+ysrLMaFX6HmFxvwD1BPfHKFU55PddqmQ5LgL+FXD6d8NpekuO+qQl4a3H4sbbW6UMRm6pHwYjzsksJZ//ZGpyLAQQUAFXNaR369ZNWrRoIf369bOjo+tly5aVP//5zxLukS6nTp2SqlWr2vutlb/85S+yZs0aueKKK8wQ8Dq8O4s/BX744QdzoVRL179/fwmPViCTJ0/2Z2F9XCptMNcbZHT6Bh2OtWnTpqa0ffv2Ff1boMO9T5s2jYZ0n70HiLvPAkpxEEiDwOOPP17gWTp37mz29ejRQ7QBNXqhfhgt4r/n+h4Ij0IlI0eONFM7aQn15ovevXvLvHnzJNxj3dyoqzfrsbhfgHqC+2OUihzy+y4VqhwTAX8LOP274TR9pB71yUgNb6yXJN7eKGGwckn9MFjxLmlp+fyXVJDXI4BAPIEy8TaW1jZtPItsRLfycf3111urcuLECXvdWtE5Un7/+9+bp88//7xUqlTJ2sWjDwXCQ7xKr169JDs7W3Te1Pr16/uwlP4vklaEddGRJqxGdH1epkwZczFc13Xe9L179+oqi08EiLtPAkkxEHCBgH5HhIfZNDkZPXp0TI6oH8aQ+HLDHXfcIePGjbMb0a1C6vzo1rJnzx5rlUeXC1BPcHmAUpQ9ft8lH/bjjz+Wp556SlauXBn34DpfqO7X79LI5auvvpJJkybJkCFD5LHHHjNzQufl5UUmsdf197je7DZo0CAZM2aMuXlJe+6yIJAOAad/N5ymt8pAfdKS8NZjcePtrVIGJ7fUD4MT62SUlM9/wYrUDwu2YQ8CRQm4qkd6QZm1ftxVqVLFDNsYnU5/4B09elR69uxpGliffvrp6CQ895GAvg/mzp3roxIFryg//vijhOeyNQW/5ZZbYgBuuOEGe9vWrVulcePG9nNWvCtA3L0bO3KOgBsFrNFoWrZsKbfffntMFqkfxpAEasMvv/xil1dHv2FxvwD1BPfHKFU55Pdd8mXfe+89mTlzprRu3dpMgRJ9Bm0o37Vrl2kI79Kli+jfTL0p6aWXXopOKp06dRIdIrVhw4b2Ph0FZMqUKfZzXXnhhRdMI/zYsWPzbecJAqkQcPp3w2l6K8/UJy0Jbz0WN97eKmUwckv9MBhxTmYp+fwXrEn9sGAb9iBQlICreqRHZ1Z/zOnd0K+99prZNWrUKNNbNTKdDuH+6quvml4oL774YuQu1hFAwKUCOqS7tVx99dXWqv2oowxYI0vokDws/hAg7v6II6VAwA0CevHfuqlOL+ZHz39N/dANUSrdPHzyyScmA9WrVzcNSaWbG86eiAD1hESUSINAYgLWqBx68/KGDRvyvejLL780jei68d577zX7Jk6caBrRtRfXM888Y3qyv/XWW2b0N03/4IMP2sfQXuvaiK5T8GnDux5fG9pvu+22mO9j+0WsIOBBAeqTHgwaWfadAPVD34WUApWiAPXDUsTn1J4XcF2P9MWLF8uIESPMHdH79++X8+fPG+Tx48fLk08+GQOuaS9cuGDunm7evHnMfjYggID7BHJzc+1MVatWzV6PXKlataqcPXtWaEiPVPH2OnH3dvzIPQJuEtCbJ7X+V6NGDcnKyorJGvXDGJJAbdiyZYvMmTPHlFmnjapQoUKgyu/VwlJP8GrkyLcbBXr06CH16tWTw4cPm57p7dq1s7M5a9Yss96+fXtzo5E2UmgHBl2mTZsm999/v1nXnuraq6tPnz4yf/582b59u+g1l/Xr15v9bdu2tRvYdf3uu+822/kPAb8IUJ/0SyQph5cFqB96OXrk3W0C1A/dFhHy4yUB1/VI1znQt23bJrt377Yb0RV0xowZYvUssYB1qLLPP//cDPeuwy2xIICANwROnz5tZ1R7MsRbdK50XbShhMUfAsTdH3GkFAiUtoAO7/f666+bbAwdOtRc5I/ME/XDSI3gretNuA888IDonL516tSRCRMmBA/BoyWmnuDRwJFtVwrob6z+/fubvL377rtizV0eCoXk/fffN9ut/atXr5YzZ86IToNh9VSyCtW9e3cpV+4f/S9ycnLM5kaNGplH7a2r38d6TBYE/CZAfdJvEaU8XhWgfujVyJFvNwpQP3RjVMiTVwRc15CudzvrkO76Q07veNZh2xs0aCB79uwx85+vXLnS2J46dUoefvhhs/7cc8/FXET1SgDIJwJBFIicq1QbROIt1sUe7W3I4g8B4u6POFIKBEpbQKf80Qsq+iNQewpFLtQPIzWCuf7QQw/JihUrzPDC+l6pXbt2MCE8WGrqCR4MGll2tcDAgQNN/g4cOCDLly8369oRQZ/rd6iO2KHLjh07zOPx48fliiuukKZNm9r/tKe5NUqgvk4XbVzX3ux6w7Pe0NayZUszP7p+B7Mg4AcB6pN+iCJl8IsA9UO/RJJyuEWA+qFbIkE+vCbguqHdFbB8+fLmn86drP+6desmOhTZzz//LJMnT5YbbrjBzJt+6NAhM1Tj0aNHzdxcFr71Ay87O1t0jq+bb75Zrr32Wms3jwggUMoCl112mZ0DHYUietFeZNaQ7pmZmdG7ee5RAeLu0cCRbQRcJKAX83VeVl169eolTZo0yZc7bTilfpiPJFBPdGhivQlXF73Rtnfv3oEqv9cLSz3B6xEk/24TuOaaa6RDhw6ydu1aM7z7LbfcItaw7toYrkO/6/L999+bRx0RLN60W3ot5ZJLLpGOHTuadHq9ZtmyZfKf//mfMnXqVNMBYsyYMebv7l//+le57rrrTDr+Q8CrAtQnvRo58u1HAeqHfowqZSpNAeqHpanPub0s4MqG9GjQFi1amB9jX3zxhezatcvs1h7qumjvde15Em/RH3H6b+TIkaJzabIggIA7BCIrwjrHnvZoiFx0blNrSPeGDRtG7mLdwwLE3cPBI+sIuETggw8+kH379pncjBo1KiZX1A9jSAKzQYcXtkarGj16tIwdOzYwZfdLQakn+CWSlMNNAoMGDTIN6bNnzzbXRPRRF2tYd11v3LixPpjHTZs2mfWi/qtatao8//zz8sc//lH+8pe/yBNPPGF6ug8ZMkTWrVtX1MvZj4CrBahPujo8ZC5gAtQPAxZwipsWAeqHaWHmJD4T8ERDug7xfPjwYUNv/cjr27ev6I+3eIv+kNP02pO9S5cu8q//+q/xkrENAQRKSaB69eqmR8P//d//yYIFC0QvuEQu2lCiS/PmzRlNIhLG4+vE3eMBJPsIuEBARybSRUcquummm2JyRP0whiQQG7SH5bBhw8w8vYMHDzYjWAWi4D4rJPUEnwWU4rhCQIdv/93vfic6nZbebJSbm2umxbvrrrvs/DVr1sys7927V7777juxntsJClnRHux685KOEPNv//Zvog3xOnqMNa96IS9lFwKuFaA+6drQkLEAClA/DGDQKXLKBagfppyYE/hQwFUN6XpB9NZbb5UHHnhA6tevb7i1x/nvf/97uye6No7rosO76794y9KlS01Dujagjxs3Ll4StiGAQCkL6Je2NqTPnTvXDDV4//33mxzplAw6NKsuWVlZ5pH//CNA3P0TS0qCQLoFdN7rNWvWmNPG642uO6gfpjsqpX++v/3tbzJgwADRG2/1wve0adPM/OilnzNyUBwB6gnFUeM1CBQsULt2bbnzzjvlww8/lFdeecUk1Eb0KlWq2C/q2rWrNGrUyIz4otdi3n//falVq5a9X3vn6new1Yv9zTffNK/v06eP/fdWp9vTRV9HI7pNx4pHBahPejRwZNu3AtQPfRtaClZKAtQPSwme03paICMUXtxSggYNGsjBgwdF5+bSudFr1Kgh3377rRw7dsxksXPnzqKNbEX9MNN0q1evlmeffZaGdLcEN4n50CG/W7duLadPnzZHPXnypFnPyMiwb8DQH/CbN29O4lk5VLIFjh8/bm6c2bBhgzl006ZNzSgTOTk55mK4XtDR3uoFjTyR7PxwvPQIEPf0OHMWBEpbQL+TdUlmNVPnu543b55kZmaK9pqrUKGCo2JSP3TE5ZnEN954o6xcudLOr/6OiF60p+TOnTujN/PchQLUE1wYlDRkid93qUWeP3++9OrVyz7JwoULpUePHvZzXdGRPbShQr+39TqMznOujzt27JCvv/7aXIM5d+6ceY02oM+ZM8f0Qtd500+cOCHamUFvaNJpNaybovOdgCeBFkhFvdDp3w2n6QsKGPXJgmTctT1Z8XZXqYKbG+qHwY19cUrO5z8xNeqHiTmRCgFLwFU90qdPny4TJ040dztv27bNyqO5q1nnOdfe5UU1ouuLLrnkEvPa8uXL28dgxT8C+uP+wIEDcubMmXyF0u16I4Yu1o/8fAl44iqBmjVrymeffSY6BKteeNm9e7fJX7169aRnz57y8ssvS+XKlV2VZzJTcgHiXnJDjoBAEAV++uknc3OVll3rhE4b0fV11A9VwX+LDvcYuWhDTvSiwwyzeEOAeoI34pTsXPL7Ltmi+Y/361//WurWrWuGddffWt27d8+fIPxMR/TQffodqw3n+jvNWvSG56FDh1pPZfjw4aI3P2/dulWsuaT1d9uDDz4of/rTn+x0rCCQSgGnfzecpi8o79QnC5Jx1/ZkxdtdpQpubqgfBjf2xSk5n//E1KgfJuZEKgQsAVf1SLcypRdLtaeR9jjWHiR16tSxdiX0mJeXJ3qM6AtrCb2YRAggkHYBreTozTMVK1YUvVDDEgwB4h6MOFPKYAqkoufR2bNnRet4Oh9rcRbqh8VR4zUIlJ4A9YTSs+fM/hLQz5KO+Kfzn48ZM0YmT55caAH1+1ZHBtRFp9wr6HqM3sSu//S6i163oSNDoayB3pmKemFpgVKfLC15zovAPwSoH/JOQCA5AtQPk+PIUYIj4MqG9ODwU1IEEEAAAQQQQMB/An66YOq/6FAiBBBAAIEgCSxZssTuhb5u3TozbHuQyk9ZS1+AemHpx4AcIIAAAgggEClA/TBSg3UEihaInUSw6NeQAgEEEEAAAQQQQAABBBBAAAEEEEDA5QJTp041OWzTpg2N6C6PFdlDAAEEEEAAAQTSIUD9MB3KnMNPAjSk+ymalAUBBBBAAAEEEEAAAQQQQAABBBAIC+gw7R999JGxyMrKwgQBBBBAAAEEEEAg4ALUDwP+BqD4xRJgaPdisfEiBBBAAAEEEEAAgYIEGMKzIBm2I4AAAgggkF6BVatWSZkyZaRjx45StmzZ9J6csyEQFqBeyNsAAQQQQAABdwlQP3RXPMiN+wVoSHd/jMghAggggAACCCDgKQEumHoqXGQWAQQQQAABBBBImQD1wpTRcmAEEEAAAQQQQACBNAgwtHsakDkFAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggIB3BGhI906syCkCCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAQBoEaEhPAzKnQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDwjgAN6d6JFTlFAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEiDAA3paUDmFAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAAC3hGgId07sSKnCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAJpEKAhPQ3InAIBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAwDsCNKR7J1bkFAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgDQLl0nAOR6fIy8uTTz/9VLKzs+XQoUNSs2ZNadWqlQwYMECqVauW71gXL16Uv/zlL3Lq1Kl8260nmZmZcv/991tPefSpwGeffWbeM1deeaUMHz7cp6X0f7GIo/9jHK+ExD2eCtsQQCBS4O2335ajR49GbopZL1eunAwbNkwqVKgg1A9jeAKx4fjx47JixQpZtWqV5ObmSvv27aVLly7SoUOHQJTfb4Uknn6LqLPyUD905kVqBBAQcfp3o6j01Cf99a4qKt7+Kq1/S0P90L+xTWXJ+PynUpdjIxAcgYxQeHFLcTdv3iy9e/eWnTt3xmRJG8UXLlwo1113nb3vm2++kTZt2tjPo1e04f3HH3+M3sxznwhoBep3v/udvPHGG6ZEesOFvidYvCVAHL0Vr2TllrgnS5LjIOBOgYyMDJOxZFQzK1WqJD///HORBdU6gFUXoH5YJJevEmzdulVuu+02OXjwYEy5JkyYIOPHj4/Zzgb3ChBP98Ym1TmjfphqYY6PQOkIJLNeGF0Cp383Ek3P9cZoaW8+TzTe3ixdsHJN/TBY8U5Gafn8J0ORYyCAgCXgqh7pc+bMMY3obdu2NT3QL7/8clm+fLlMnTpVjhw5IkOHDpW1a9daeZfz58+b9UsvvVT69+9vb7dWGjdubK3y6DOB2bNny4gRI0yPI58VLVDFIY6BCrddWOJuU7CCAAIJCDzyyCOyf//+uCm/+OILycnJEb1AW6tWLZOG+mFcKt9u1BGsbr75ZvNb4aqrrpKBAwdKs2bNZPr06eYm3EcffVT0N8XgwYN9a+CnghFPP0XTWVmoHzrzIjUCCIg4/bvhJD31Se+/w5zE2/ul9XcJqB/6O76pKB2f/1SockwEgi3gqob0bt26SYsWLaRfv352VHS9bNmy8uc//1nWrVtnhnGvWrWqvV9X6tevL6+88kq+bTzxr8APP/wg99xzjymg3kChoxVMnjzZvwX2acmIo08DW0SxiHsRQOxGAIEYgccffzxmm7Whc+fOZrVHjx5St25da7N5pH6Yj8O3T7TBXG+41emgFi1aJE2bNjVl7du3r+hvCx3ufdq0aTSke+QdQDw9EqgkZ5P6YZJBORwCARBw+nfDaXqLkPqkJeGtx+LG21ulDE5uqR8GJ9bJKCmf/2QocgwEEIgWKBO9oTSf68WuyEZ0Ky/XX3+9tSonTpyw11kJpkDFihWlV69ekp2dLTpvqv6wYfGeAHH0XsySkWPingzF+Mf4+OOP5amnnpKVK1fGTaDzQul+nT84cvnqq69k0qRJMmTIEHnsscfkww8/lLy8vMgk9rr+3dVGzUGDBsmYMWNk3rx5Zj5qOwErCKRRQN/Lq1evNmccPXp0Gs/MqdwkoBfWdNGRq6xGdH1epkwZGTlypK6av3t79+416/znbgHi6e74pCp31A9TJctxEfCvgNO/G07T+1cuGCUj3v6KM/VDf8Uz1aXh81+wMNcNC7ZhDwJFCbiqR3pBmbUu+lepUkUaNGhQUDK2B0RA3wdz584NSGn9W0zi6N/YFlYy4l6YTsn2vffeezJz5kxp3bq1Geo6+mjaUL5r1y7TEN6lSxf55ZdfZNy4cfLSSy9FJ5VOnTqZoRIbNmxo79MGqSlTptjPdeWFF14wjfBjx47Nt50nCKRDwBqNpmXLlnL77ben45Scw2UCP/74o+gcprrccsstMbm74YYb7G06ryLTPtkcrlwhnq4MS1oyRf0wLcycBAFfCTj9u+E0va+wAlgY4u2foFM/9E8s01USPv8FS3PdsGAb9iBQlICreqRHZ1Yv8msvuddee83sGjVqlOldEp0uNzdXnnzySdM4oGmXLFliGgii0/EcAQQQQAABvwrcd999pmjaqLRhw4Z8xfzyyy9NI7puvPfee82+iRMnmkZ0vVv3mWeeMT3Z33rrLTPKh6Z/8MEH7WNor3VtRNepVrThXY+vc07ddtttZm5qOyErCKRJQG8KsW6q05s8dI706IX6YbSI/57rkO7WcvXVV1ur9qOOWlSpUiXzXIf4Y3G3APF0d3zIHQIIIBBEAeqTQYw6ZXaTAPVDN0WDvHhdgOuGXo8g+S9NAdf1SF+8eLGMGDHCNITv379fzp8/b3zGjx9vGssjsayLpidPnjSN6JH7mjRpYnrK9e7dO3Iz6wgggAACCPhSQOeIrlevnhw+fNj0TG/Xrp1dzlmzZpn19u3bmx7r+mNUb1TTRecOvv/++8269lTXu3f79Okj8+fPl+3bt0vz5s1l/fr1Zn/btm3tBnZdv/vuu812/kMg3QIvvviiXLhwQWrUqCFZWVn5Tk/9MB+Hr5/oxW1rqVatmrWa77Fq1apy9uxZoSE9H4srnxBPV4aFTCGAAAKBFKA+GciwU2gXClA/dGFQyJJnBbhu6NnQkXEXCLiuR7rOgb5t2zbZvXu33YiuTjNmzJBPPvkkH5le3P/Tn/4kzz77rPzv//6v6VGnjQHly5eXPXv2SN++fe2L//leyBMEEEAAAQR8JqC9xfv3729K9e6779pzl4dCIXn//ffNdmu/zit95swZqVmzplh3pFoc3bt3l3Ll/nGfXU5OjtncqFEj87hx40Z5/fXXRY/JgkBpCejwfvo+1EXnxdabPyIX6oeRGv5eP336tF1A/RsYb9G50nXRGy9Y3C1APN0dH3KHAAIIBEmA+mSQok1Z3SxA/dDN0SFvXhPguqHXIkZ+3STguh7p2gtOh3TXnugHDhyQpUuXyn/913+ZhvFevXpJdna2WPMdVqhQQf7whz/EeOqcr9qrTnufPPfcc6ZnXkwiNiCAAAIIIOAzgYEDB5rvPf3+XL58uZkz+PPPPzffp1ph7tevnynxjh07zOPx48fliiuuiFGwRoPR4+iijevam33dunWm4fK///u/5T/+4z9E513X3p4sCKRTQKfx0Qsq+p7WUYyiF+qH0SL+fa43A1mL3mBRu3Zt66n9ePHiRbOuoxewuFuAeLo7PuQOAQQQCJIA9ckgRZuyulmA+qGbo0PevCjAdUMvRo08u0HAdT3SFUV7lFeuXFl0rsMHHnjAzHmuc7jqhbDJkycX6abD2f7mN78x6b7++usi05MAAQQQQAABPwhcc8010qFDB1OUmTNnmkdrWHdtDNeh33X5/vvvzaP21NThkKP/XXvttabhvGPHjiadfi8vW7ZMRo8ebXr/6pDvY8aMkVatWjFeAl5lAABAAElEQVTyixHiv3QJ6E0eU6ZMMafTGyx1Kp9EF+qHiUp5J91ll11mZ1ZHtYpe8vLy7CHdMzMzo3fz3GUCxNNlASE7CCCAAAIxAtQnY0jYgEBKBagfppSXgwdQgOuGAQw6RU6KgCsb0qNL1qJFC7nuuuvM5l27dkXvjvucHnJxWdiIAAIIIOBzgUGDBpkSzp492wzfro+6WMO663rjxo31wTxu2rRJ4v1bu3atdOrUyaTT//R79fnnn5eDBw+ax+rVq5ue7tornQWBdAl88MEHsm/fPnO6UaNGOT4t9UPHZK5+QeSFtfXr18fkdcuWLfaQ7g0bNozZzwZ3CRBPd8WD3CCAAAIIxBegPhnfha0IpEKA+mEqVDlm0AW4bhj0dwDlL46AJxrStSf64cOHTfmsi/+FFVZ7K61cudIk+dWvflVYUvYhgAACCCDgKwEdvl17kOswxw8//LDk5uaaXuR33XWXXc5mzZqZ9b1798p3331nb09kRXuva8/0N954wyTXRnhrKPhEXk8aBEoiYI1MpL2BbrrpJkeHon7oiMsTifWGHmvkjAULFsTkWW+80EXnOdWRNljcLUA83R0fcocAAgggIOZ3D9cbeScgkD4B6ofps+ZMwRHgumFwYk1JkyfgqoZ0vSD6xBNPyKFDh+wS6nzpOue51RO9W7du9r6xY8fKJ598Yvc00R3acKDztmoPFF3uvvtu88h/CCCAAAIIBEFA5wi+8847TVFfeeUV86iN6FWqVLGL37VrV2nUqJGZMkWnUDl27Ji9T1f27NkjM2bMsLe9+eabog1SoVDI3nb06FGzXqtWLSlXrpy9nRUEUiWwYsUKWbNmjTl8Yb3RqR+mKgLuPK5eBNBl7ty5Yk1poc+zs7Nl0qRJuipZWVnmkf/cL0A83R8jcogAAggEQYD6ZBCiTBm9IkD90CuRIp9eEeC6oVciRT7dJJARvij+z6vipZyzBg0amCFjdc5WnR+9Ro0a8u2339oX+Dt37mwuilkX7LVX3KlTp0w6Ta8917dt2yanT582JRk6dKhMnTq1lEvF6ZMtcOHCBWndurUd55MnT5r1jIwMqV+/vjmdNuxs3rw52afmeEkUII5JxPTQoYh7eoI1f/580fmjrWXhwoXSo0cP66l51LnT9QepVgP0+1anUNHHHTt2yNdff20ax8+dO2fS9unTR+bMmWPmo9benzoX8dKlS833rl5kshqr8p2AJ4EW0O9kXZJZzezdu7fMmzdPdK5rHU2hQoUKcY2pH8Zl8e3G48ePy6233iobNmwwZWzatKmZiiInJ8f8jdIbh7S3OsOweuMtQDy9Eadk55L6YbJFOR4C7hJIRb3Q6d8Np+mpT7rrPeQ0N07j7fT4pE+vAPXD9Hp7/Wx8/hOLINcNE3MiFQK2gDaku2VZvHhxKHwhLHTJJZdo4779L9woGgr3VA+FG8jzZTU8V2soPDytnU5fE66gh8JzqofeeeedULhhPV96nvhDIC8vLxTuWZkv7pHvF10Pz6Hjj8L6uBTE0cfBLaRoxL0QnCTuCjeAh+rWrWv+TtarVy8UHtI67tGXLVsWCk+BEgrfwJbvb2q4ISo0YcIE+zWLFi0KtWzZMl+aypUrh8JDx4f0XCwIRAtY38vR24v7/MyZM6HwjZTmPRj53ox3POqH8VT8vS18cS0UvtEiFL7obf+d0r994bnfQvreYfGWAPH0VrySkVvqh8lQ5BgIuFcg2fVCLanTvxtO01OfdO/7KZGcOY13IsckTekKUD8sXX8vnZ3Pf2LR4rphYk6kQsAScFWP9HDl2iw//fST6WmkPcubNGkiderUsXbFfTxy5Ijdk/2qq66S8MX9uOnYiAACCCCAQBAEwl/yZmQXnf98zJgxYs0rXVDZz549a0aA0f06skdB37sHDx4037c6T5l+P+tc7CwIxBNIRc8jfZ+GfxSL9hBKZKF+mIiSv9Lo3z4dnapixYqiPdNZvC1APL0dP3KPAAIIWAKpqBdax071I/XJVAtzfAScCVA/dOZFagQKEuC6YUEybEcgvoArG9LjZ5WtCCCAAAIIIJCIwJIlS6R79+4m6bp168yw7Ym8jjQIJEvAyxdMk2XAcRBAAAEEEEAAAQREqBfyLkAAAQQQQMBdAlw3dFc8yI37Bcq4P4vkEAEEEEAAAQScCEydOtUkb9OmDY3oTuBIiwACCCCAAAIIIIAAAggggAACCCCAgI8FuG7o4+BStJQI0JCeElYOigACCCCAQOkI6PDXH330kTl5VlZW6WSCsyKAAAIIIIAAAggggAACCCCAAAIIIICAqwS4buiqcJAZjwgwtLtHAkU2EUAAAQQQSFRg1apVUqZMGenYsaOULVs20ZeRDoGkCTCEZ9IoORACCCCAAAIIIOBpAeqFng4fmUcAAQQQ8KEA1w19GFSKlFIBGtJTysvBEUAAAQQQQACB4AlwwTR4MafECCCAAAIIIIBAPAHqhfFU2IYAAggggAACCCDgFQGGdvdKpMgnAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggEBaBGhITwszJ0EAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQ8IoADeleiRT5RAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBIiwAN6Wlh5iQIIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAl4RoCHdK5EinwgggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAggggAACaRGgIT0tzJwEAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQMArAjSkeyVS5BMBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIC0CNKSnhZmTIIAAAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAgh4RaCc2zKal5cnn376qWRnZ8uhQ4ekZs2a0qpVKxkwYIBUq1atwOz+9NNPMm/ePNmyZYvs3r1bKleuLNdee63069dPatWqVeDr2OF9gc8++8y8Z6688koZPny49wsUsBIcP35cVqxYIatWrZLc3Fxp3769dOnSRTp06BAwiWAWl89vMONOqRFwIvD222/L0aNHC31JuXLlZNiwYVKhQoV86agf5uMIxBO+V/wRZuqH/ohjcUvB57i4crwOgeAKOP274SQ99Unvv6+cxNv7pfVvCagf+je2qSgZ75dUqHJMBAIsEHLRsmnTplC4MTQUDkfMv8zMzNC6devi5nb+/PmhRo0axbxGj/Pggw/GfQ0bvS9w7Nix0ODBg+24h2+48H6hAlaC8I0vocsvv9yOYeRnf8KECQHTCFZx+fwGK96UNngC1t/zZJS8YsWKcb8nrHNYj998802+01E/zMfh+yd8r/gnxNQP/RNLpyXhc+xUjPQIeEPAqqulIrdO/244TU99MhVRS98xncY7fTnjTE4FqB86FQt2et4vwY4/pUcgFQKu6pE+Z84c2blzp7Rt29b0QA83sMny5ctl6tSpcuTIERk6dKisXbs2XAf/57Jy5Urp06ePnDt3Tlq3bm16oGuP1nBlSZYuXSotW7b8Z2LWfCMwe/ZsGTFihOnB7JtCBawgOuLEzTffbD7bV111lQwcOFCaNWsm06dPl4ULF8qjjz4q+jcgfLNEwGT8X1w+v/6PMSVEIJkCjzzyiOzfvz/uIb/44gvJycmRjIyMfCMQUT+My+XbjXyv+Ce01A/9E0unJeFz7FSM9Agg4PTvhtP01Ce9/R5zGm9vl9bfuad+6O/4Jrt0vF+SLcrxEEBABTK0dd4tFMuWLTPDuetw7JFLuFe5/PnPfzabTp48KVWrVjXrmnUd9n3btm3StWtX+fjjjwsd/j3ymKx7V+CHH36Qyy67zBSgf//+Eh6tQCZPnmzeC+HeaN4tWMBy/swzz4g2juj0DeHRJqRp06ZG4OLFi9KtWzcz3LsO8a4/Xln8I8Dn1z+xpCQIFCagDdu6pLqa2blzZ1m9erX07NnTTPNinZP6oeEPxH98r/grzNQP/RXPREvD5zhRKdIh4E2BVNQLnf7dcJqe643efK9ZuXYab+t1PLpTgPqhO+Pi1lzxfnFrZMgXAt4WKOOm7GvjWXQjuubv+uuvt7N54sQJe33x4sWmEV0r5dOmTaMR3Zbx90p4iFfp1auXZGdni86bWr9+fX8X2Kel057nuuhIE1Yjuj4vU6aMjBw5UlfNvOl79+416/znDwE+v6mLo95M9tRTTxV484nOC6f7V61alS8TX331lUyaNEmGDBkijz32mHz44YeSl5eXL431RP/uPv744zJo0CAZM2aMzJs3T/TmFxYESkNA38vaiK7L6NGj7SxQP7QpArHC94q/wkz90F/xTLQ0fI4TlUo8HfXCxK1I6U0Bp383nKanPunN94WVa6fxtl7HozsFqB+6My5uzRXvF7dGhnwh4G0BVw3tXhClddG/SpUq0qBBAzvZokWLzPott9wizZs3t7ez4m8BfR/MnTvX34X0eel+/PFHsUYP0M9v9HLDDTfYm7Zu3SqNGze2n7PibQE+v6mL33vvvSczZ84005zoUNfRizaU79q1yzSE62gPv/zyi4wbN05eeuml6KTSqVMn0aHwGjZsaO/TG1ymTJliP9eVF154wTTCjx07Nt92niCQDgEdjUYXncbn9ttvt09J/dCmCMQK3yv+CTP1Q//E0mlJ+Bw7FSs6PfXCoo1I4W0Bp383nKanPhms94e3S+vv3FM/9Hd8k1063i/JFuV4CCBgCbi6IV0v8usF/tdee83kd9SoUaa3qpX5DRs2mFWdU33NmjWive0OHDhg5sjUIT11mE9rGHjrNTwigEDpCxw5csTOxNVXX22vWys6ykClSpXk7NmzokNysSCAQNEC9913n2lI15tU9PuxXbt29ou+/PJL04iuG+69916zfeLEieY7Vu/W/+Mf/yg33nij7Nixw0y5oOl1WhXtca6L9lrXRvSyZcvKiy++aKd95ZVXzNzUJhH/IZBGAb0pxLqpTm/ysIYM1SxQP0xjIDgVAkkUoH6YREwOFXgB6oWBfwsAUEIB6pMlBOTlCCRJgPphkiADchjeLwEJNMVEoBQEXNeQrsMnjRgxwvSU279/v5w/f96wjB8/Xp588sl8RIcPHzbPn3/+edF/0YsOF/3BBx/Iv/zLv0Tv4jkCCJSiQG5urn32atWq2euRK3oTDA3pkSKsI1C4QI8ePaRevXqi343aMz2yIX3WrFnmxe3btzc91vXHhQ7nrotOjXL//febde2prr01+vTpI/Pnz5ft27ebEV/Wr19v9uuNa9rArouu33333Wad/xBIt4De0HHhwgWpUaOGZGVl5Ts99cN8HDxBwDMC1A89Eyoy6gEB6oUeCBJZdLUA9UlXh4fMBUiA+mGAgp2EovJ+SQIih0AAgbgCZeJuLcWNOgf6tm3bZPfu3XYjumZnxowZ8sknn+TL2alTp+zn3bt3l//5n/8RHcLs97//vWgPOz2GDmXL/K02EysIuELg9OnTdj60h2u8RedK10UbSlgQQKBoAf0s9e/f3yR899137e++UCgk77//vtlu7dd5pc+cOSM1a9YU7bEUuej3ably/7jPzhoivlGjRibJxo0b5fXXXxc9JgsCpSWgw7Xp+1CXoUOHmps/IvNC/TBSg3UEvCNA/dA7sSKn7hegXuj+GJFDdwtQn3R3fMhdcASoHwYn1skoKe+XZChyDAQQiCfguoZ07QWnQ7rrBX7tCffqq6+aedH37NkjvXr1kpUrV9rlsBrgHn74YdH5ix566CHp27ev6HC1U6dONek2bdokmzdvtl/DCgIIlL6ANt5ZizaIxFusG2C0tyELAggkJjBw4ECTUKc5Wb58uVn//PPPzbQn+p3Zr18/s02HcNfl+PHjcsUVV4iO4GL9057m1mgwehxdtHFde7PrjS3acKlzUuv86JEXmExC/kMgDQI65Y/+QNb3tI5iFL1QP4wW4TkC3hCgfuiNOJFL7whQL/ROrMip+wSoT7ovJuQomALUD4MZ9+KWmvdLceV4HQIIFCXguoZ0zXD58uWlcuXKonMnP/DAA7JkyRLTw1wb1iZPnmyXSYef1SVez7jevXvb6fbt22evs4IAAqUvcNlll9mZ0FEoope8vDx7bvTMzMzo3TxHAIECBK655hrp0KGD2avDu+tiDeuujeE69Lsu33//vXnUkR90eoXof9dee61pOO/YsaNJp9/Ly5Ytk9GjR5vev3qj25gxY6RVq1ZiDftuEvIfAikW0Js8pkyZYs6iN1g2adIk5ozUD2NI2ICAJwSoH3oiTGTSQwLUCz0ULLLqOgHqk64LCRkKqAD1w4AGvpjF5v1STDhehgACRQq4siE9OtctWrSQ6667zmzetWuXvbtBgwZm3eoxZ+8Ir1h3j+o2a4jayP2sI4BA6QlEVmziNcJt2bLFHtK9YcOGpZdRzoyABwUGDRpkcj179mwzuos+6mIN667rjRs31gfzqCO3xPu3du1a6dSpk0mn/1WtWlWef/55OXjwoHmsXr266emuU6iwIJAugQ8++ECsGyRHjRoV97TUD+OysBEB1wtQP3R9iMigBwWoF3owaGTZFQLUJ10RBjKBgFA/5E3gRID3ixMt0iKAgBMBTzSka0/0w4cPm3JZF//1ya9+9SuzbeHChXLu3Dmzbv2nPeesRRviWRBAwD0C2gBn9XRdsGBBTMa0oUSX5s2bi/aMZUEAgcQFdPh27UGu0ybo1Ce5ubmmF/ldd91lH6RZs2Zmfe/evfLdd9/Z2xNZ0d7r2jP9jTfeMMm1Ed4aCj6R15MGgZIIWCMTtWvXTm666aa4h6J+GJeFjQi4XoD6oetDRAY9KEC90INBI8uuEKA+6YowkAkEhPohbwInArxfnGiRFgEEnAi4qiFdL4g+8cQTcujQIbsMOl/6uHHjxOqJ3q1bN3vf3XffbdZ1jtdHH33U3q4NA2PHjjXPu3TpYuZ/tXeyggACrhCw5mqeO3euWENQa8ays7Nl0qRJJo9ZWVmuyCuZQMBLArVr15Y777zTZPmVV14xj9qIbg1PqBu6du0qjRo1Er1RTadQOXbsmEln/bdnzx6ZMWOG9VTefPNN0RtcIqdSOXr0qNlfq1YtRn6xpVhJpcCKFStkzZo15hQF9UbXndQPUxkFjo1AagWoH6bWl6MHT4B6YfBiTomTI0B9MjmOHAWBZAhQP0yGYnCOwfslOLGmpAikUyAjfFE8lM4TFnYuHTpJh4zVOVt1fvQaNWrIt99+a1/g79y5s2lkixyqXRsHtCFOl6ZNm0rdunVl48aN8vPPP8ull15q5nS15ost7Nzs847AhQsXpHXr1nL69GmT6ZMnT5r1jIwMqV+/vtmmDTubN2/2TqECmFO9AebWW2+VDRs2mNLr51eHjs7JyTGNe9rQp73VdRuLfwT4/KYnlvPnzxedP9padOSWHj16WE/No86drj8wtBqg37c6hYo+7tixQ77++mvTOG6N9tKnTx+ZM2eOmY9aR5M4ceKELF261HxW9cY16+aXfCfgSaAF9DtZl2RWM3v37i3z5s2TzMxM0ZsmK1SoUKAx9cMCaXy3g+8Vf4WU+qG/4ploafgcJypVvHTUC4vnxquSJ5CKeqHTvxtO02vpqU8m7z2Q7iMVJ97pziPnS1yA+mHiVqQU4f3CuwABBFIioA3pblkWL14cCjeshS655BJt3Lf/hRtFQ+Ge6qFww2lMVk+dOhUaPnx4vtdUrFgx1L1791C4MSAmPRu8L5CXlxcK96y03x+R7xVrPTwnivcLGoAShCs3oXDDSCg8VLQdz3r16oXCc/mFzpw5EwCB4BWRz296Yh5uAA+Fbywznyv9TIWHXo974vA0KKHwsIWh8A1s9mdQ/46Gb2wJTZgwwX7NokWLQi1btsyXpnLlyqHw0PEhPRcLAtEC1vdx9PbiPtfvhPCNlOY9GPneLOh41A8LkvHfdr5X/BdT6of+i2lRJeJzXJRQyfZTLyyZH68uuUCy64WaI6d/N5ym13NQn1QFby7Fibc3SxqcXFM/DE6sk1FS3i/JUOQYCCAQKeCqHunhyrVZfvrpJ9PTSHscN2nSROrUqWPtKvBRh4DfuXOn6fmkc6KXLVu2wLTsQAABdwmE/yjJtm3bJHwTjGjPdBYEECiZgH6mdGQXnf98zJgxYs0rXdBRz549a0aA0f06skdB37s6aoz+03mn9PtZ52JnQSCeQCp6Hun7NHxRTMI3X8U7Zdxt1A/jsrARAU8IUD/0RJjIpAcEqBd6IEg+z2Iq6oXpJKM+mU5tzoVA4QLUDwv3YW9+Ad4v+T14hgACxRdwZUN68YvDKxFAAAEEEEBgyZIlEh6ZxUCsW7fODNuOCgLpFPD6BdN0WnEuBBBAAAEEUilAvTCVuhw7EQHqhYkokQYBBBBAAAEEEEDArQJl3Jox8oUAAggggAACxROYOnWqeWGbNm1oRC8eIa9CAAEEEEAAAQR8IUC90BdhpBAIIIAAAggggAACCCBQSgI0pJcSPKdFAAEEEEDg/7F3HnBXVGfCfyhKE8WGINWGgAWUILFgbCt+WXfRlRg1iLgQNUoUXDSbED9Ngm1V1E9dXdHYuygQW6IogiK6FhQRC2pApYmgCBJAmO88Z/dM5t733vvO3Doz939+v/edMzNnTvk/pzz31EoQ0O2vH3/8cev1sGHDKhEEfkIAAhCAAAQgAAEIJIAAemEChEQUIQABCEAAAhCAAAQgAIFYE2Br91iLh8hBAAIQgAAEohOYNWuWNG3aVPr37y/NmjWL7gFfQKBEAmzhWSJAPocABCAAAQiUiQB6YZlA4k3RBNALi0bHhxCAAAQgAAEIQAACMSDAQHoMhEAUIAABCEAAAhCAQJoI0GGaJmmSFghAAAIQgAAEIFA8AfTC4tnxJQQgAAEIQAACEIBA7QmwtXvtZUAMIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAgRgQYSI+RMIgKBCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQjUngAD6bWXATGAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIEYEWAgPUbCICoQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFB7Agyk114GxAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABGJEgIH0GAmDqEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQO0JNK99FDJjsHHjRnn66adlxowZsmTJEtl2222lV69ecuqpp8rWW2+d4fiee+6RFStWZDzLvmnevLmcccYZ0qJFi+xX3KeEwAsvvGDzzK677ipnnXVWSlJVP8lYtWqVzJw5U2bNmiXLli2T/fffXw466CDp169f/UCo45RSfutY+CQdAiEJRNX3oroPGQ2cxZwA+kTMBRQxesgzIrCUOUc/TJlASQ4EqkAgar3RmHv0ySoIrQpBoE9UAXIVg0CeVYSdoqAaq+9TlFSSAgEIVJBAE8+YCvofyeu5c+fKcccdJ5988kmD79q3by/PPPOM7Lfffv67Vq1ayd/+9jf/Pp/lvffes4Px+d7zPJkEVIH6t3/7N7njjjtsAnTChcoakxwC77//vhx55JGyePHiBpEeP368jBs3rsFzHqSDAOU3HXIkFRDIR6BJkyb2VTnUzKj6XlT3+dLA8+QQQJ9IjqzCxBR5hqGUTjfoh+mUK6mCQDn1wmyaUeuNsO7RJ7NJJ+8efSJ5MisUY+RZiA7vchEIW9/n+pZnEIAABLIJxGpF+qRJk+wgep8+fewK9J133llefPFFmThxoixfvlxGjhwpb7zxhp+Gf//3f5fPP//cvw9aXnnlFZk3b56owr7ddtsFX2FPAYFHH31URo0aZVcwpyA5dZkE3XHiRz/6kS3bu+++u5x22mmy2267yd13320nzfz2t78VrQNOP/30uuST5kRTftMsXdIGgfITiKrvRXVf/hjjYzUJoE9Uk3blw0KelWcc1xDQD+MqGeIFgfgSiFpvRHGPPhlfuYeJGfpEGErJcYM8kyOruMQ0Sn0flzgTDwhAIOYEdEV6XIzZasO7//77G0Tn7LPP1lXz9m/16tUN3ud68MMf/tC6P+aYY3K95lmCCZjt/P38MHToUO/888+392ZFeoJTVX9Rv+KKK6zczPEN3qeffuoD2LRpkzdw4ED7zmzx7j/Hkg4ClN90yJFUQKAxAk5va8xdqe+j6ntR3ZcaP76vPAH0icozrmYIyLOatOMTFvphfGRBTCBQCQKV0Auj1htR3RfigD5ZiE483qFPxEMO5YoF8iwXyfrwp5z1fX0QI5UQgEAYAk3jNM5/2GGHycknn9wgSkZJ9Z99/fXXvj2fRc9anj17tn09evTofM54nlACLVu2lMGDB8uMGTNEz63q2LFjQlNS39HWledqdKeJ7t27W7v+a9q0qZx77rn2XsvyokWL/HdYkk+A8ls5GT7xxBNy+eWXy8svv5wzED0XSt9ruQqa1157Ta655hoZMWKEXHTRRfLYY4/Jxo0bg058u9a7F198sQwfPlzGjBkjU6ZMkc2bN/vvsUCgmgSi6ntR3VczLYRVPAH0ieLZxfFL5BlHqVQ+TuiHlWdMCBBIG4Go9UZU9/l4oU/mIxOv5+gT8ZJHqbFBnqUSrK/vy1Xf1xc1UgsBCDRGIFZbu+eLrOv0b9OmjXTq1CmfM//5hAkTrL1nz55y9NFH+8+xpIOA5oPJkyenIzF1mopvvvnGP8/+8MMPb0Dh4IMP9p/pOUhdu3b177EkmwDlt3Lye/DBB+W+++6T3r1726NNskPSgXKz+4MdCDe7Pcj69etl7NixcuONN2Y7lQEDBohuhdW5c2f/nU5wueGGG/x7tVx33XV2EN7sDJLxnBsIVINAVH0vqvtqpIEwSiOAPlEav7h9jTzjJpHqxQf9sHqsCQkCaSEQtd6I6j4fJ/TJfGTi8xx9Ij6yKEdMkGc5KNaXH+Wq7+uLGqmFAAQaIxCrFenZkdVOfl0ld+utt9pX5513nl2tmu0ueK+DBG6QVTv99Yx0DAQgEC8Cy5cv9yO0xx57+HZn0V0GWrVqZW+/+uor95grBCBQgMApp5xi37733nsyZ86cDJevvvqqHUTXhyeeeKJ9d9lll9lBdJ2te+WVV9qV7HfddZfd5UPdn3POOb4fumpdB9GbNWtmv1H/daD9yCOPpJ31KWGpJoGo+l5U99VMC2EVTwB9onh2cfwSecZRKsQJAhCAAAQcAfRJRyLeV/SJeMsnauyQZ1RiuIcABCAAgUoQiN2K9Oeee05GjRplV8p9/vnn8v3339t0jxs3Tn7/+983yuD6668Xc8aytGvXToYNG9aoexxAAALVJ7Bs2TI/0K233tq3By1t27aVdevWCQPpQSrYIZCfwKBBg6RDhw6ydOlSuzK9b9++vuOHHnrI2vfff3+7Yl1/jOpENTW33Xab/OxnP7N2Xamus3eHDBkiU6dOlQ8//FB69Oghb731ln3fp08ff4Bd7SeccIJ9zj8IVJtAVH0vqvtqp4fwiiOAPlEct7h+hTzjKhniBQEIQAACSgB9Mhn5AH0iGXIKG0vkGZYU7iAAAQhAoJIEYrciXc9A/+CDD+Svf/2rP4iuAO6991556qmnCrLQ7V5uv/1260bPXdbBAAwEIBA/AmvWrPEjpStccxk9K12NTozBQAACjRPQsjR06FDr8IEHHvDPLvc8Tx5++GH73L2fPXu2rF27VrbddltxK9ldCEcddZQ0b/4/8+zmzZtnH3fp0sVe3377bdvOqp8YCNSKQFR9L6r7WqWLcKMTQJ+IzizOXyDPOEuHuEEAAhCobwLok8mRP/pEcmQVJqbIMwwl3EAAAhCAQKUJxG4gXVfB6Zbu2sGvK+FuueUWey76woULZfDgwXbr2XxQdAt4bWB1MEFXtWMgAIF4EtDBO2f0B2kus3nzZvtYd5fAQAAC4Qicdtpp1uEXX3whL774orW/9NJLovfaNp588sn22YIFC+x11apVsssuu0j37t39P11p7naD0e/U6OC6rmbXiS06Ua1nz572fPRvv/3WvucfBKpJIKq+F9V9NdNCWKURQJ8ojV/cvkaecZMI8YEABCAAAUcAfdKRiP8VfSL+MooSQ+QZhRZuIQABCECgUgRiN5CuCd1yyy2ldevWomcnn3nmmTJt2jTRM1x1YG3ChAk5WWinv57fqkYH3Lt165bTHQ8hAIHaE9hhhx38SOguFNlm48aN/pbu7du3z37NPQQgkIfA3nvvLf369bNv77vvPnt127rrYLhu/a7myy+/tFfd+UGPV8j+22effezAef/+/a07bZenT58uo0ePtru96ES3MWPGSK9evfxt361D/kGgwgSi6ntR3Vc4+nhfZgLoE2UGWmPvkGeNBUDwEIAABCCQkwD6ZE4ssX2IPhFb0RQVMeRZFDY+ggAEIACBMhOI5UB6dhr33HNP2W+//ezjTz/9NPu1vX/kkUfks88+s/bzzjsvpxseQgAC8SAQVITd2cvBmM2fP9/f0r1z587BV9ghAIFGCAwfPty6ePTRR+3uLnpV47Z1V3vXrl31Yq/vvPOO5Pp74403ZMCAAdad/mvbtq1ce+21snjxYnvdZptt7Er3ESNG+G6wQKDSBKLqe1HdVzr++F9eAugT5eVZa9+QZ60lQPgQgAAEIJCLAPpkLirxfYY+EV/ZFBMz5FkMNb6BAAQgAIFyE0jEQLquRF+6dKlNu+v8zwbhVqr37dtXDj300OzX3EMAAjEioANwbqXrk08+2SBm+kNVTY8ePURXxmIgAIHwBHT7dl1BrscmXHDBBbJs2TK7ivz444/3Pdltt92sfdGiRfLxxx/7z8NYdPW6rky/4447rHMdhNdVGhgIVINAVH0vqvtqpIEwykcAfaJ8LOPgE/KMgxSIAwQgAAEIZBNAn8wmEu979Il4yydq7JBnVGK4hwAEIACBShCI1UC6DoBfcsklsmTJEj+tel762LFjxa1EP+yww/x3zjJz5kx5/fXX7S2r0R0VrhCINwF3VvPkyZPFbUGtMZ4xY4Zcc801NvLDhg2LdyKIHQRiSGD77beXY4891sbs5ptvtlcdRG/Tpo0f24EDB0qXLl3skSl6hMrKlSv9d2pZuHCh3Hvvvf6zO++8U3SCi+d5/rMVK1ZY+3bbbSfNmzf3n2OBQKUIRNX3orqvVLzxt7IE0Ccqy7faviPPahMnPAhAAAIQKEQAfbIQnfi+Q5+Ir2yKiRnyLIYa30AAAhCAQDkJNDGd4n/vFS+nz0X41alTJ7tlrJ7Zquejt2vXTj766CO/g//AAw+0g2zZHfbHHXecTJkyRfQsZV1d16JFiyJC55OkENi0aZP07t1b1qxZY6O8evVqa2/SpIl07NjRPtOBnblz5yYlSXUZz1WrVskRRxwhc+bMsenv3r273Tp63rx5dnBPB/p0tbpuJ41JDwHKb3VkOXXqVBk8eLAf2DPPPCODBg3y79WiZ6frD1JVA7S91SNU9LpgwQJ599137eD4hg0b7DdDhgyRSZMmSbdu3exuEl9//bU8//zztqyef/75/uSXjAC4qWsC2iarKaeaGVXfi+q+rgWW4MSjTyRYeDmijjxzQKmDR+iHdSBkkljXBCqhF0atN6K6dwJDn3QkknVFn0iWvBqLLfJsjBDvgwSKre+DfmCHAAQgkE0gVgPp06ZNk8suu0x0xufGjRv9uOqg6LnnnmtXpgdX1KmD7777TnSbF91Wdvz48TJu3Dj/OyzpJKCy1sGetWvX5k2gnqHz5Zdf5n3Pi3gQ0MG4008/3Q7I6YQINR06dJBjjjlGbrrpJmndunU8IkosykaA8ls2lAU90jZUV5zrtu5apj7//HNp1qxZg29efPFF277qwLkeo+KMTmwZOXKk36Y+99xz8stf/lLef/9958SWz3POOUcuvfRS2WKLLfznWCCgBMrdYRpV34vqHqklmwD6RLLllx175JlNJP336IfplzEprG8C5dYLlWbUeiOqew0DfVIpJNegTyRXdrlijjxzUeFZLgLF1Pe5/OEZBCAAgSCBWA2ku4ipsqory3XFsa5+23HHHd2rnNd169bZgXc9txUDAQgkj4CuWPzggw+kZcuWogN4GAhAoDQCWqZ0Zxc9/3zMmDHizvXL56u2o7oDjBrd2SNfu7t48WK7c4xOYNP2Wc9ix0AgF4FKdJhG1feius+VDp4liwD6RLLk1VhskWdjhHgPAQhAIBkEKqEXVivl6JPVIl25cNAnKse2Fj4jz1pQJ0wIQAACEIjlQDpigQAEIAABCECgeAK6w8tRRx1lPXjzzTfttu3F+8aXEIhOIMkdptFTyxcQgAAEIAABCEAAAvkIoBfmI8NzCEAAAhCAAAQgAIEkEGiahEgSRwhAAAIQgAAEwhOYOHGidbzXXnsxiB4eGy4hAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAj4BBtJ9FFggAAEIQAACySeg2w8+/vjjNiHDhg1LfoJIAQQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgBgTY2r0G0AkSAhCAAAQgUEkCs2bNkqZNm0r//v2lWbNmlQwKvyGQkwBbeObEwkMIQAACEIAABCBQdwTQC+tO5CQYAhCAAAQgAAEIpIoAA+mpEieJgQAEIAABCEAAArUnQIdp7WVADCAAAQhAAAIQgEAcCKAXxkEKxAECEIAABCAAAQhAoFgCbO1eLDm+gwAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBVBJgID2VYiVREIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCBQLAEG0oslx3cQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIJBKAgykp1KsJAoCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABIolwEB6seT4DgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEUkmAgfRUipVEQQACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBAsQQYSC+WHN9BAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEAqCTCQnkqxkigIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACECiWQPNiP6zUdxs3bpSnn35aZsyYIUuWLJFtt91WevXqJaeeeqpsvfXWOYP99NNPZcqUKfLRRx/Jt99+K7vssoscdNBBMmjQoJzueZguAi+88ILNM7vuuqucddZZ6UpcHaRm1apVMnPmTJk1a5YsW7ZM9t9/f1t++/XrVwepr98kIvf6lT0ph0BUAvfcc4+sWLGi4GfNmzeXM844Q1q0aOG7Qz/0UdSFhXYlXWJGnumSZ9TU8PsuKjHcQwACUeuNsO7RJ9ORt8LKOx2pTW8q0A/TK9tKpozyX0m6+A2BOiLgxci88847nhkM9Qz+Bn/t27f33nzzzQaxvfrqqz3TadrAvfpx9NFHexs2bGjwDQ/SQWDlypXe6aef7sveTLhIR8LqKBXz58/3dt55Z1+GwbI/fvz4OiJRX0lF7vUlb1JbnwRcfV6O1Lds2TJnO+HCcNf33nvPDw790EdRFxbalXSJGXmmS55RUsPvuyi0cAuB5BBwulolYhy13ojiHn2yEhKrrp9R5F3dmBFaVALoh1GJ4Z7yTx6AAATKSaCJemaU2liYSy65RH73u99Jnz597Ap0M8AmL774okycOFE2b95sV6q+8cYbflx1BevAgQPtuyOPPFJOOukk6d69uzz22GNy8803W3dXXHGF/OpXv/K/wZIOAo8++qiMGjXKrmB2KdKdC0wnurvlGnMCuuNE3759Zfny5bL77rvLaaedJrvttpvcfffd8swzz9jY//GPfxQzWSLmKSF6UQgg9yi0cAuB5BJo0qSJjXw51EzVDT///POcMF555RWZN2+eaHhav+y00052hxP0w5y4UvmQdiVdYkWe6ZJnlNTw+y4KLdxCIFkEyqkXBlMetd6I4p7+xiDpZNqjyDuZKayfWKMf1o+sy5VSyn+5SOIPBCDgEyjnqHypfpmtNrz777+/gTdnn322vxJp9erV/vtf//rX9nm7du28tWvX+s/Vcuyxx9p3P/7xjzOec5N8AmZ7Vz8/DB061Dv//PPtPSvSkyVbM8nFys0c3+CZ7dL8yG/atMkzAyD2nTmiwX+OJR0EkHs65EgqINAYAaNo2nq8MXelvv/hD39owznmmGN8r9APfRR1YaFdSZeYkWe65Bk2Nfy+C0sKdxBIJoFK6IVR642o7tEnk5nXXKyjytt9xzWeBNAP4ymXuMaK8h9XyRAvCCSbQFN/RD0GlsMOO0xOPvnkBjExnaT+s6+//tq364w0NXqmcuvWrf3nanEzXnUlOyZdBMwWrzJ48GCZMWOG6LmpHTt2TFcC6yQ1uvJczciRI+1OEi7ZTZs2lXPPPdfe6izwRYsWuVdcU0AAuadAiCQBAjEhoG3E7NmzbWxGjx7txwr90EdRFxbalXSJGXmmS55hU8Pvu7CkcAcBCDgCUeuNqO7RJx3pZF6jyjuZqayfWKMf1o+sy5FSyn9+ik888YRcfvnl8vLLL+d0pOfJ63vtawma1157Ta655hoZMWKEXHTRRXY36I0bNwad+HYdr7n44otl+PDhMmbMGJkyZYrdTdp3gAUCCSXQPAnxdoW3TZs20qlTJz/K++67r7Xr9u8zZ86027zrA7O6Vf785z/bd7rlOyZdBDQfTJ48OV2JqrPUfPPNN/42/IcffniD1B988MH+s/fff1+6du3q32NJLgHknlzZEXMIxJHAhAkTbLR69uwpRx99tB9F9EMfReottCvpEjHyTJc8o6SG33dRaOEWAhBQAlHrjaju0SeTnc+iyjvZqU137NEP0y3fSqSO8p+f6oMPPij33Xef9O7d2x6Rl+1SB8p1XE0Hws0usbJ+/XoZO3as3HjjjdlOZcCAAaJb6Hfu3Nl/pwvjbrjhBv9eLdddd50dhDc7Cmc85wYCSSMQqxXp2fC0sOpsl1tvvdW+Ou+880RXqzrz85//3K5kNVtB2w7Uq666SiZNmiQ/+MEPZMOGDXLAAQfIOeec45xzhQAEYkJAz0V3Zo899nBW/6q7DLRq1cref/XVV/5zLMkmgNyTLT9iD4E4EdAfd25Snf5YczsRaRzRD+MkqcrGhXalsnyr7TvyrDZxwoMABCAAgXwE0CfzkeE5BKpLAP2wurwJLd0ETjnlFJvA9957T+bMmZOR2FdffdUOouvDE0880b677LLL7CC6rvK/8sor7Ur2u+66y+4OrO6D4266al0H0Zs1a2a/Uf91oF0XuQb7azIC5QYCCSIQuxXpzz33nIwaNcrOePn888/l+++/tzjHjRsnv//97zPQbrXVVqKr0bVwa+G98MIL/fcnnXSS3HLLLf5gnP8CCwQgUHMCy5Yt8+Ow9dZb+/agpW3btrJu3TphID1IJdl25J5s+RF7CMSJwPXXXy86kbJdu3YybNiwjKihH2bgSPUN7Uq6xIs80yVPUgMBCEAgyQTQJ5MsPeKeJgLoh2mSJmmpNYFBgwZJhw4dZOnSpXZlet++ff0oPfTQQ9auRyjrinWdxKILXNXcdttt8rOf/czadaW6rvofMmSITJ06VT788EPp0aOHvPXWW/Z9nz59/AF2tZ9wwgn2Of8gkHQCf1/eHZOU6BnoH3zwgfz1r3/1B9E1avfee6889dRTDWK5zTbb2BXo2S/efvtt0T8MBCAQPwJr1qzxI6Uz1XIZt/uEDpRg0kEAuadDjqQCArUmoNv73X777TYaI0eOtD/isuOEfphNJJ33tCvpkivyTJc8SQ0EIACBpBNAn0y6BIl/GgigH6ZBiqQhLgS0D37o0KE2Og888IB/drnnefLwww/b5+797NmzZe3atbLtttuKW8nu0nHUUUdJ8+b/sz533rx59nGXLl3sVcfjtL9G/cRAIE0EYjeQrrNZdEt3Lag6o0VXleu56AsXLpTBgwfbLSScAHTF+oEHHig33XST3VJCt5ZQ+4477ijz588XLdS6hQQGAhCIFwFthJ3RAZFcZvPmzfaxrjbEpIMAck+HHEkFBGpNQI/80Q4V/RGouxhlG/TDbCLpvaddSZdskWe65ElqIAABCCSZAPpkkqVH3NNEAP0wTdIkLXEgcNppp9lofPHFF3anZ7156aWXRO+1j+Xkk0+27xcsWGCvq1atkl122cUer9y9e3d71ZXmbhdp/U6NjsPpanZdEKcLHnr27GnPR//222/te/5BIOkEYjeQrkC33HJLad26tejZyWeeeaZMmzZN9CwGHVibMGGCz/yMM86wA+Z77rmnvPHGG3Zrz7PPPlveeecd2W+//WTjxo2iblavXu1/gwUCEKg9gR122MGPhO5CkW207Lot3du3b5/9mvuEEkDuCRUc0YZAjAjojzU9d0uNTrDs1q1bg9ihHzZAktoHtCvpEi3yTJc8SQ0EIACBJBNAn0yy9Ih7mgigH6ZJmqQlDgT23ntv6devn43KfffdZ69uW3cdDNet39V8+eWX9qo7xuqxrNl/++yzjx0479+/v3Wn43nTp0+X0aNH210DdYHsmDFjpFevXv6279Yh/yCQUAKxHEjPZqkD5TowrubTTz+1V13F+vTTT1v7FVdcYVek2xvzTwu8nt2gRmfNsMW7RcE/CMSGQFARdmeoBCOnO0q4Ld07d+4cfIU9wQSQe4KFR9QhEBMCjzzyiHz22Wc2Nuedd16DWKEfNkCS6ge0K+kSL/JMlzxJDQQgAIGkEkCfTKrkiHcaCaAfplGqpKnWBIYPH26joDs5667Qbkdnt627vuzatat1o1ddtJrrTxe2DhgwwLrTf23btpVrr71WFi9ebK96RIquWB8xYoTvBgsEkkogEQPpuhJ96dKllrErxMuXL/eZ51pxritanXFnLbt7rhCAQG0JaEPqZqw9+eSTDSKjAyVqevToITrDDZMOAsg9HXIkFRCoJQG3M1Hfvn3l0EMPbRAV9MMGSFL9gHYlXeJFnumSJ6mBAAQgkFQC6JNJlRzxTiMB9MM0SpU01ZqAbt+uK8h14tgFF1wgy5Yts6vIjz/+eD9qu+22m7UvWrRIPv74Y/95GIuuXteV6XfccYd1roPwbiv4MN/jBgJxJBCrgXTtEL3kkktkyZIlPis9L33s2LH+SvTDDjvMvtPCrLNc1OhMFzfQrve6VfRll12mVnu2g57bgIEABOJFwJ25MnnyZHFbyWgMZ8yYIddcc42N7LBhw+IVaWJTMgHkXjJCPIBA3RKYOXOmvP766zb9uVaj6wv0w/rLHrQr6ZI58kyXPEkNBCAAgSQSQJ9MotSIc5oJoB+mWbqkrRYEtt9+ezn22GNt0DfffLO96iB6mzZt/OgMHDhQunTpYo9a1qOXV65c6b9Ty8KFC+Xee+/1n915552iC+M8z/OfrVixwtq32247ad68uf8cCwSSSKCJydx/z901TkGnTp3s1g+6glzPR2/Xrp189NFHfkE98MAD7SCbK3g6WD5u3Dg/1nrGgxZ47WR120Lrtu+/+tWvfDdYkk9AZdu7d29Zs2aNTYzuSKD2Jk2a+Fv8awU9d+7c5Cc2xSnQYxeOOOIImTNnjk1l9+7d7eSYefPm2UZaG2xdre4mzKQYRV0lDbnXlbhJbB0T0DZZTTnVzOOOO06mTJki7du3F50V3aJFi5yE0Q9zYkntQ9qVdIkWeaZLnmFTw++7sKRwB4FkEqiEXhi13ojqHn0ymXnNxTqqvN13XONJAP0wnnKJa6wo/+EkM3XqVBk8eLDv+JlnnpFBgwb592rRs9N1Iov26+g4nR69rNcFCxbIu+++awfHN2zYYL8ZMmSITJo0Sbp162Z3odWFrs8//7zt4z///PP9RXMZAXADgSQR0IH0uJjnnnvOMwNr3hZbbKGD+/6fGRT1zEp1zwyWNojqLbfc4pnZor5b9505V90z20c0cM+D5BMw2/Z7ZsJEA5k72evVnKGT/ITWQQqMMuyZgRHPbPniy7NDhw6eOavFM2e01AGB+kwicq9PuZPq+iLg2uRypVrbBDOR0rYV48ePb9Rb9MNGEaXKAe1KqsTpIc90yTNMavh9F4YSbiCQXALl1guVRNR6I6p7DQN9Uikk0xQj72SmtH5ijX5YP7IuNaWU/3AEzQC4t9NOO9k+Fu2LN1uv5/xw+vTp3r777uuZha9+372262ZBnBfsm3n22We9nj17Zrhp3bq1Z7aO9zQsDASSTiBWK9JNIbTmu+++syuNdJWxzmLZcccd3au8V9Og2m+aNWtmv2EVa15UvIBA7AiYilQ++OADadmypejKdEx9EEDu9SFnUlmfBCqx8mjdunVifhSLnrcV1qAfhiWVDne0K+mQo0sF8nQkuEIAAhBINoFK6IXVJII+WU3ahAWBwgTQDwvz4S0EwhLQsqQ7Quv552PGjJEJEyYU/FT7Y3TnaDUdO3bMO163ePFiu+P0NttsY8fo9Cx2DATSQCCWA+lpAEsaIAABCEAAAhCAQL0SSHqHab3KjXRDAAIQgAAEIACBchNALyw3UfyDAAQgAAEIlEZg2rRpctRRR1lP3nzzTbtte2k+8jUE0k2gabqTR+ogAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIGJEydaCHvttReD6GQHCIQgwEB6CEg4gQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEBSCeg27Y8//riN/rBhw5KaDOINgaoSYGv3quImMAhAAAIQgAAEIJB+AmzhmX4Zk0IIQAACEIAABCAQhgB6YRhKuIEABCAAAQhUj8CsWbOkadOm0r9/f2nWrFn1AiYkCCSUAAPpCRUc0YYABCAAAQhAAAJxJUCHaVwlQ7wgAAEIQAACEIBAdQmgF1aXN6FBAAIQgAAEIAABCJSXAFu7l5cnvkEAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAQMIJMJCecAESfQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQKC8BBtLLyxPfIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAg4QQYSE+4AIk+BCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQiUlwAD6eXliW8QgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIJBwAgykJ1yARB8CEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABMpLgIH08vLENwhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQSDgBBtITLkCiDwEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAAC5SXQvLzele7bxo0b5emnn5YZM2bIkiVLZNttt5VevXrJqaeeKltvvXXOAN5//3154YUX5J133pH169fLHnvsIUOHDpUuXbrkdM/DdBFQ2Wue2XXXXeWss85KV+LqIDWrVq2SmTNnyqxZs2TZsmWy//77y0EHalfS0AAAQABJREFUHST9+vWrg9TXbxKRe/3KnpRDICqBe+65R1asWFHws+bNm8sZZ5whLVq08N2hH/oo6sqCXpgOcaMnpEOOxaaCclwsOb6DQP0SiFpvhHWPPpnsPIU+kWz5ZcceeWYT4T4MgbD1fRi/cAMBCNQxAS9GxgyEe2Yw1DPiaPDXvn17780332wQ2/Hjx3tbbLFFA/ctW7b0Hn744QbueZAeAitXrvROP/10X/ZmwkV6ElcnKZk/f7638847+zIMln0t25h0EkDu6ZQrqYJAkICrz4PPirWrTuf8K3R97733/CDQD30UdWNBL0yPqNET0iPLqCmhHEclhnsIJIOA098qEduo9UYU9+iTlZBY9fxEn6ge62qEhDyrQTldYUSp79OVclIDAQhUgkAT9dQotbEwl1xyifzud7+TPn362BXoZoBNXnzxRZk4caJs3rzZrlR94403/Lg++OCDcvLJJ9v74447Tk455RRZvXq1XH755fLxxx9Lq1atxDS00q1bN/8bLOkg8Oijj8qoUaPsCmaXIt25wHSiu1uuMSegO0707dtXli9fLrvvvrucdtppsttuu8ndd98tzzzzjI39H//4RzGTJWKeEqIXhQByj0ILtxBILoEmTZrYyJdDzVTd8PPPP88J45VXXpF58+aJhqf1y0477STohzlRpfohemF6xIuekB5ZRk0J5TgqMdxDIDkEyqkXBlMdtd6I4h59Mkg6eXb0ieTJrFCMkWchOrzLRSBKfZ/re55BAAIQaECgEqPzxfppttrw7r///gafn3322f5KJDNQ7r83W7jb5//0T//kP1PLF1984bVp08a++/Wvf53xjpvkEzDbu/r5wWzh751//vn2nhXpyZLtFVdcYeVmjm/wPv30Uz/ymzZt8gYOHGjfmS3e/edY0kEAuadDjqQCAo0RMAqnrccbc1fq+x/+8Ic2nGOOOcb3Cv3QR1EXFvTCdIkZPSFd8gybGspxWFK4g0AyCVRCL4xab0R1jz6ZzLzmYo0+4Uik44o80yHHaqUian1frXgRDgQgkGwCTRuMrNfwwWGHHeavMA9Gw3SS+rdff/21ta9Zs0Y++ugja//FL37hv1eLrmQfPHiwfTZt2rSMd9wkn4DZ4tXKd8aMGaLnpnbs2DH5iarDFOjKczUjR46U7t27W7v+a9q0qZx77rn2Xs9NX7Rokf8OS/IJIPfky5AUQCAuBLSNmD17to3O6NGj7RX9MC7SqV480Aurx7oaIaEnVINy/MKgHJdfJk888YTdqe/ll1/O6bmeF6o7+WlbGjSvvfaaXHPNNTJixAi56KKL5LHHHpONGzcGnfh2/T1+8cUXy/Dhw2XMmDEyZcoUu5Og7wALBCpIIGq9EcU9+mQFBVclr9EnqgS6SsEgzyqBTkkwUer7lCSZZEAAAlUg0LwKYZQchPtxZ1aZS6dOnax/n332me9vhw4dfLuzHHLIIWJWt8u7777rHnFNCQHNB5MnT05JauozGd98842/Df/hhx/eAMLBBx/sP3v//fela9eu/j2W5BJA7smVHTGHQBwJTJgwwUarZ8+ecvTRR1s7+mEcJVXZOKEXVpZvNX1HT6gm7XiFRTkuvzx0W+r77rtPevfubY9AyQ5BB8rNrmB2INzsAibr16+XsWPHyo033pjtVAYMGCC6RWrnzp39dzrx+YYbbvDv1XLdddfZQXizY1zGc24gUAkCUeuNKO7RJyshser5iT5RPdbVCAl5VoNyusKIUt+nK+WkBgIQqCSBWK1Iz06o/pjT2dC33nqrfXXeeefZ1ap6Exw8//DDD7M/lR133NE+++677+Rvf/tbg/c8gAAEakdAz0V3xmyZ5qz+VXcZaNWqlb3/6quv/OdYkk0AuSdbfsQeAnEioJ3/blKddua7szfRD+MkJeICgWgE0BOi8cI1BAoROOWUU+zr9957T+bMmZPh9NVXX7WD6PrwxBNPtO8uu+wyO4iuq7iuvPJK0ZXsd911l939Td2fc845vh+6al0H0Zs1a2a/Uf91oP3II4/022PfMRYIJJAA+mQChRaIMvpEAEYKrMgzBUIkCRCAAARSQCB2A+nPPfec6MqiXXbZRbbaais7K3rz5s0ybtw4+cMf/uAjN+cqS7du3ez9pZdeKkuWLPHfLV26VCZNmuTf64A8BgIQiA+BZcuW+ZHZeuutfXvQ0rZtW3vLQHqQSrLtyD3Z8iP2EIgTgeuvv142bdok7dq1k2HDhvlRQz/0UWCBQOIIoCckTmREOMYEBg0a5C8+0JXpQfPQQw/Z2/3339+uWNdBCl3AoOa2226TCy+8UHSVuravbtX51KlTxS1geOutt6zbPn362AF2vZ5wwgmifTm6xTsGAkkngD6ZbAmiTyRbftmxR57ZRLiHAAQgAIFaEIjdQLqegf7BBx/IX//6V/n+++99Jvfee6889dRT/r1aLrnkEns/d+5c2X333eUHP/iB9OjRw245pluZOdO8eSJ2sHfR5QqB1BPQM8ec0ZUMuYyela5GB0ow6SCA3NMhR1IBgVoT0O39br/9dhuNkSNHim7dFjToh0Ea2CGQHALoCcmRFTGNPwH9jTV06FAb0QceeMA/u9zzPHn44Yftc/d+9uzZsnbtWtHBQ7eS3aXwqKOOEtefMm/ePPu4S5cu9vr222/b9lj9xEAgbQTQJ5MrUfSJ5MouV8yRZy4qPIMABCAAgWoTiN1A+pAhQ+z5XPpDTmc833LLLfZc9IULF8rgwYPtFmMO0vDhw+WRRx6RXr16yYYNG+SNN96QTz75xA6qH3HEEdaZ/ujL7mB133OFAARqQ0A7aZzRAZFcRneiUKOrDTHpIIDc0yFHUgGBWhPQI3+0Q0UHCUaNGtUgOuiHDZDwAAKJIICekAgxEckEETjttNNsbL/44gt58cUXrf2ll14Svdc29OSTT7bPFixYYK+rVq2yOwN2795d3J+uNncLHPQ7NTq4rqvZdcKzTmjTHQX1fPRvv/3WvucfBNJAAH0yuVJEn0iu7HLFHHnmosIzCEAAAhCoNoHYDaQrgC233FJat24tenbymWeeKdOmTRM9q0sH1iZMmJDBSAfe9dwvHXjXVex6Jvr7778vxx9/vHWnP+owEIBAvAjssMMOfoR0F4pss3HjRnFburdv3z77NfcJJYDcEyo4og2BGBHQzny3zaxOsHTH/GRHEf0wmwj3EIg/AfSE+MuIGCaLwN577y39+vWzkXbbu7tt3XUw3J0D/eWXX1o3uiOYHruV/bfPPvvYgfP+/ftbd9pfM336dBk9erRdtKALIHRLd13g4LZ9TxYpYguB3ATQJ3NziftT9Im4Syha/JBnNF64hgAEIACByhCI5UB6dlL33HNP2W+//ezjTz/9NPu1vdcfc9qZqlc1f/rTn+z1gAMOsFf+QQAC8SEQVIRzdbbMnz/f39K9c+fO8Yk4MSmJAHIvCR8fQwAChoDuRPTZZ59ZFuedd16jTNAPG0WEAwjEhgB6QmxEQURSREBX1ap59NFH7eIDvapx27qrvWvXrnqx13feeUdy/enufwMGDLDu9F/btm3l2muvlcWLF9vrNttsY1e6jxgxwneDBQJpIYA+mSxJok8kS16NxRZ5NkaI9xCAAAQgUA0CiRhI15XoS5cutTzcj7xCcP77v/9b/vKXv1gnbjuzQu55BwEIVJeAdrS4FQ1PPvlkg8B1oERNjx49RFdAYNJBALmnQ46kAgK1JOB2Jurbt68ceuihkaKCfhgJF44hUHUC6AlVR06AdUBAt2/XQUA9TuuCCy6QZcuW2VXkbgc/RbDbbrtZEosWLZKPP/44EhVdva4r0++44w77nQ7Cu63gI3mEYwgkhAD6ZPwFhT4RfxlFiSHyjEILtxCAAAQgUCkCsRpI1w7RSy65RJYsWeKnd/369TJ27FhxK9EPO+ww/90HH3wgK1as8O/VotvADxo0yD4bOHBg5E7WDM+4gQAEKkbAnck3efJkcVsNamAzZsyQa665xoY7bNiwioWPx7UhgNxrw51QIZAGAjNnzpTXX3/dJqXQanT0wzRImzTUKwH0hHqVPOmuFIHtt99ejj32WOv9zTffbK86iN6mTRs/SO036dKliz1KT4/WW7lypf9OLQsXLpR7773Xf3bnnXfaHWI8z/OfuX6Z7bbbTpo3b+4/xwKBpBJAn0yq5P4n3ugTyZZfduyRZzYR7iEAAQhAoNoEmpgfP3//9VPt0LPC69Spk90aTM/m0vPR27VrJx999JH/Q+7AAw+0g2zuh5me6/XCCy+Inv2lW73MnTtX3Pleus37q6++KjvttFNWKNwmncCmTZukd+/esmbNGpuU1atXW3uTJk2kY8eO9pn+gNf8gIkvgVWrVskRRxwhc+bMsZHs3r273SJw3rx5thNHO3R0tbpuG4hJDwHknh5ZkhIIFCKgbbKacqqZxx13nEyZMkXat28vumquRYsWOaOAfpgTS2ofohemS7ToCemSZ9jUUI7DkirO3dSpU2Xw4MH+x88884y/+MA91LPTdaBC223th9Gj9fS6YMECeffdd+3g+IYNG6xzPTd60qRJ9mg93WXs66+/lueff97+hjv//PP9SdHOb64QqIReGLXeiOoefTLZ+RZ9Itnyy4498swmwn0hAlHr+0J+8Q4CEICAT0AH0uNinnvuOc8MrHlbbLGFDu77f2ZQ1DMr1T0zcJoR1SuvvNJr1aqV706/MT/2PLOC3TONbIZbbtJDYOPGjZ6ZQZ8h92B+UbuZWJGeBKc4JVpOzcCIZ7YE9OXZoUMHz5zl561duzbFKa/vpCH3+pY/qa8PAq5dLldqtU0wEyltWzF+/PiC3qIfFsSTupfohakTqf0dh36YPrkWShHluBCd0t+ZAXDPLDCwbaj+1jJbr+f0dPr06d6+++7rmYUN/m8zbc/NhGcv2PY+++yzXs+ePTPctG7d2jNbx3saFgYC2QTKrReq/1Hrjaju0SezpZi8e/odkiezQjFGnoXo8C5IIGp9H/wWOwQgAIF8BGK1It0o19Z89913dqWRrjjWleU77rije9XgqrOi9Rwv51ZXKWEgAIFkETAVlOjWaS1bthRdmY6pDwLIvT7kTCrrk0AlVh6tW7dOzI9i0fNYGzPoh40R4j0E4k8APSH+MiKGySCgZUl3/NN+kzFjxsiECRMKRlzbW90ZUI3u+JavP2bx4sV2R0E9v1b7bfQsdgwEchGohF6YK5xyP0OfLDfR2viHPlEb7pUKFXlWiiz+QgACEIBAIQKxHEgvFGHeQQACEIAABCAAAQjEm0BSO0zjTZXYQQACEIAABKITmDZtmug21WrefPNNu217dF/4AgLFE0AvLJ4dX0IAAhCAAAQgAAEI1J5A09pHgRhAAAIQgAAEIAABCEAAAhCAAAQgAAEIlJvAxIkTrZd77bUXg+jlhot/EIAABCAAAQhAAAIQgEDqCTCQnnoRk0AIQAACEIAABCAAAQhAAAIQgAAE6o2AbtP++OOP22QPGzas3pJPeiEAAQhAAAIQgAAEIAABCJRMgK3dS0aIBxCAAAQgAAEIQAACQQJs4RmkgR0CEIAABCBQOwKzZs2Spk2bSv/+/aVZs2a1iwgh1y0B9MK6FT0JhwAEIAABCEAAAqkgwEB6KsRIIiAAAQhAAAIQgEB8CNBhGh9ZEBMIQAACEIAABCBQSwLohbWkT9gQgAAEIAABCEAAAqUSYGv3UgnyPQQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIpIoAA+mpEieJgQAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIACBUgkwkF4qQb6HAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIFUEWAgPVXiJDEQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIFAqAQbSSyXI9xCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkCoCDKSnSpwkBgIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAESiXAQHqpBPkeAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAARSRYCB9FSJk8RAAAIQgAAE4kFg9erVsvfee8uhhx4ajwgRCwhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIBABALNI7itidPHHntM3n77bdlyyy3lJz/5ifTo0aNBPFatWiUzZ86UWbNmybJly2T//feXgw46SPr169fALQ/SR+CFF16Qp59+WnbddVc566yz0pfAOkkRcqwTQf9vMqm30yvvd955x9bHrVq1kvnz50u3bt1sYr/88kv5+uuvZY899khv4klZRQl8+umnMmXKFPnoo4/k22+/lV122cXqe4MGDcoZLvVMTiypfYi80yVa5JkueUZNDb8LohLDPQQgEKbe2LRpkzz77LOibr/44gvZfvvtZa+99pJTTjlFttpqq5wQaY9yYkncwzD5I3GJqsMIUx7rUOhlSDLlvwwQ8QICEBDxYmxmz57tNWnSxDNysn9XXXVVg9iaTnpv55139t04t3odP358A/c8SA+BlStXeqeffrov+169eqUncXWUEuRYR8L+36RSb6dX5osXL/bMALpnBsu9119/3evQoYN3yCGHeGayk7fTTjt5nTp18v72t7+lFwAp8wk4fcx/UKLl6quv9lq0aOG3+c5/vR599NHehg0bMkKgnsnAkfob5J0uESPPdMkzSmr4XRCFFm4hkBwCTm+rRIzD1htz5871zMKcnLpkly5dvLfeeqtB9GiPGiBJ3IOw+SNxCavDCFMe61DoJSaZ8l8iQD6HAAQyCMR2a/fNmzfLqFGjdKDf6Ny5zZIlS+RHP/qRmI572X333eUPf/iD3H///XLMMcfYD37729/KHXfckftjniaawKOPPipm4Bz5JlqKIsgx4QIsIvrU20VAS9An69atsyvOdcWw7gyzdOlSeemll+THP/6x3TFGVxCbgfQEpYioxoGA7jh04YUXyvr16+XII4+UiRMn2tVEv/jFL2z0/vKXv8iECRP8qFLP+CjqwoK80yVm5JkueUZJDb8LotDCLQQgoASi1BsPPfSQfPjhh2Im9sro0aPl8ssvl8MPP9yC/Oyzz2TYsGEZ/Y+0R8nPY1HyR/JTm+4UUB7TLd9KpI7yXwmq+AmBOieQMaweoxvTSWpnippOd69Pnz7Wnr0i/YorrrDPt912W89s9+nH3mzX5A0cONC+Mx35/nMs6SCwYsUKK1tTdL2hQ4d6559/vr1nRXqy5IsckyWvcsWWertcJOPtz5/+9Cdviy228Ovq7bbbznvllVfiHWliV1YC2kbrXznMr3/9a+tXu3btvLVr12Z4eeyxx9p3ZrKG/5x6xkdRFxbknS4xI890yTNsavhdEJYU7iCQTALl1Asdgaj1xpNPPulpn6KZmOm8sNfBgwf7v1kWLFjgv6M98lEk0hI1fyQykXUUacpjHQm7DEml/JcBIl5AAAINCMRyRbqeeWI6TY2uLXLttdeKnrOay9x999328ciRI6V79+6+k6ZNm8q5555r73UV06JFi/x3WJJPoGXLlmJ+7MiMGTPknnvukY4dOyY/UXWYAuRYh0I3Saberpzcn3jiCbuy4uWXX84ZiJ4LpSsvtF0Mmtdee02uueYaGTFihFx00UXy2GOPycaNG4NOfLvWuxdffLEMHz5cxowZY8+r1h1knFmzZo31wxy7keGH2VJLfvrTn4rZnlu+//5755wrBEIR0BUIavbff39p3bp1xjfmCCB7H8yH1DMZiFJ/g7zTJWLkmS55hk0NvwvCksIdBCDgCEStN3SHrLFjx8qWW27pvLBXPR/dmYULFzorv1t9Esm0RM0fyUxl/cQa/bB+ZF2OlFL+81OMQ79h/tjxBgLxJtA8jtHTjnwze8hu0a4DpmbmWYNofvPNN/Lee+/Z5247pqCjgw8+2L99//33pWvXrv49lmQTaNOmjUyePDnZiSD2ghzrLxNQb1dW5g8++KDcd9990rt3b5k3b16DwHSg3OzeYgfCddt13SZbO5NuvPHGBm4HDBhgt0rs3Lmz/04nqN1www3+vVquu+46Owhvdgaxzz/++GMZP368NGvWzF5vvfVW2/6anWXkpptuknHjxsm//uu/ilmhnuEPNxAoRGDfffe1r1988UWZOXOmmF2H7L3m5z//+c/Wrlu+q6GesRjq5h/yTpeokWe65BklNfwuiEILtxCAgBIoV72hv4mcMbtdWivtkSOS3Gu58kdyCaQn5pTH9MiyWimh/OcnHYd+w/yx4w0E4k0gdivS3377bbnlllvsLNHrr78+L73ly5f77/bYYw/f7iy6StmtZP/qq6/cY64QgAAEIFAjAtTblQXvVlPoJLM5c+ZkBPbqq6/aQXR9eOKJJ9p3l112mR1E19m6V155pehK9rvuusvu8qHuzznnHN8PXbWug+g6QK4D7+q/njmlg5duRbA61gFzs2Wi3THkN7/5jT0jXdtg/WbKlCmiA+sMovtYsYQk8POf/9zuPGSO7pGjjz7a5rFJkybJD37wA9mwYYMccMABfn6lngkJNSXOkHdKBPm/yUCe6ZInqYEABCCQBAJPPfWUjeY222xjJyTrDe1REiRHHOuFAOWxXiRNOqtBIA79htVIJ2FAoBIEYrcifdSoUaIdpbpKrkePHnnTvGzZMv/d1ltv7duDlrZt28q6deuEgfQgFewQgAAEakOAeruy3AcNGiQdOnSwg9e6Mr1v375+gA899JC169bYumJdf4zqdu5qbrvtNvnZz35m7bpSXWfvDhkyRKZOnSoffvihbYvfeust+14Hyt0Au9pPOOEE+zz4T9tvNXpMiw5yOrn/8z//c9AZdgiEJrDVVluJrkbXSSA6yePCCy/0vz3ppJPsBEw3edLlN3WAfuhjSq0FeadLtMgzXfIkNRCAAATiTmD+/PmikzPVnHzyydKiRQtrpz2yGPgHgVgQoDzGQgxEIiUE4tJvmBKcJKPOCMRqRbp2/L/00kvSqVMne8ZqIVnoOazO6Aq5XEbPSlejA/MYCEAAAhCoLQHq7cry17Zw6NChNpAHHnhA3JnRnufJww8/bJ+797Nnz5a1a9eKbl/oZqS62B111FHSvPn/zLNzW8R36dLFvtZdY26//XZRPxsz6vcnn3wic+fObcwp7yHQKAFdJaQr0LON5kn9c4Z6xpGojyvyTpeckWe65ElqIAABCMSZwPfffy9nnnmmbNy4UXbccUd7LJWLL+2RI8EVArUnQHmsvQyIQXoIxK3fMD1kSUk9EIjNQPq3334rF1xwgWV+9dVX2xVxhQTgzi5SN3peSi7jBhHatWuX6zXPIAABCECgigSotysP+7TTTrOBfPHFF3YFr97oBDW9V4VZV1qoWbBggb3qqvFddtnFbpvdvXt3e9WV5tqxpEa/U6OD67qaXSemjRw5Unr27GnPR9e2u5BRv3feeedCTngHgUYJfP7553LggQfKTTfdZI8e0CMI1K6dnrqSSPOnHjWghnqmUZypcoC8UyVOym+6xElqIAABCMSawC9/+UuZOXOmPaZKj5/afvvt/fiiX/gosECg5gQojzUXARFIGYG49RumDC/JSTGB2Aykq+K6ZMkSu5XSihUr7Hmqeqaq/rmO/BkzZth7Xd22ww47+GL5+uuvfbuz6KxSt6V7+/bt3WOuEIAABCBQIwLU25UHv/fee0u/fv1sQLrLixq3rbsONurW72q+/PJLe9WdW3T76+y/ffbZxw6c9+/f37rbcsstZfr06TJ69Gg70U23fB8zZoz06tVL3Lbv1iH/IFABAmeccYYdMN9zzz3ljTfekGHDhsnZZ58t77zzjuy33352JZG6Wb16NfphBfjH2UvalThLJ3rckGd0ZnwBAQhAAALRCegRV7fccov9UBfyHHfccRme0B5l4OAGAjUlQHmsKX4CTyEB+g1TKFSSVBUCsRlIX7hwoU3w+vXrRWeGBv8+++wz++5Pf/qTfa7nuQYb0lyd+LpCyW3p3rlz56rAJBAIQAACEMhPgHo7P5tyvhk+fLj1Tlfo6vbtbqWu29ZdX3bt2tW60asORub60wHLAQMGWHf6r23btnLttdfK4sWL7VW32taJbiNGjPDdYIFAuQnorkNPP/209faKK66wK9JdGDoxRHVCNbq7gm7xTj3j6NTHFXmnS87IM13yJDUQgAAE4khAj6lyu2HqJOHzzz+/QTRpjxog4QEEakaA8lgz9AScYgL0G6ZYuCStYgRiM5D+05/+VH7zm9/k/HMr6A477DD7Xt1qB75bKffkk082APTII4/YZz169BBdWYeBAAQgAIHaEqDerg5/3b5dV5DrAKR2Ei1btsyuIj/++OP9COy2227WvmjRIvn444/952EsunpdO53uuOMO61wH4d1W8GG+xw0EohBYvny571xXnGcb3YHIGd1hgXrG0aiPK/JOl5yRZ7rkSWogAAEIxI2A7tSluxh5nienn366TJgwIWcUaY9yYuEhBGpCgPJYE+wEmnIC9BumXMAkryIEYjOQfvDBB8ull16a80/PbVXzj//4j/b9QQcdZO/dWa+TJ08Wt4WtvtAt4HWrJjW6/ScGAhCAAATiQYB6u/Jy0PP9jj32WBvQzTffbK86iN6mTRs/8IEDB0qXLl1k8+bNcuaZZ8rKlSv9d2rRXWLuvfde/9mdd94pOkFNO52c0WNY1Gy33XbSvHlz95grBMpKQCd96G4IanRHhKVLl/r+69E+l112mb1v1qyZ9OnTx9qpZ3xEdWFB3ukSM/JMlzxJDQQgAIG4EPjzn/8sp556qv39o4tzdFejJk2a5I0e7VFeNLyAQNUJUB6rjpwAU06AfsOUC5jkVYRAE9Mp/vde8YoEUbqnBx54oMyePVuuuuoqGTt2rO+hbuN5xBFHyJw5c+wzHXDXztZ58+ZZ5VgHCnS1uuuA9T/EkmgCumV/7969Zc2aNTYdukJN7fojqGPHjvaZDuzMnTs30elMe+SRY9olnDt91Nu5uZT76dSpU2Xw4MG+t88884wMGjTIv1eLrsjQH6SqBrRr186eNa3XBQsWyLvvvmsHxzds2GC/GTJkiEyaNEm6detmd4PRAcznn3/etrW6HaKbvJYRADd1TcB1TJZDzdTB8nHjxvk89UwvnRjy+uuv+8f46Lbvv/rVr6wb6hkfVV1YkHe6xIw80yXPsKnhd0FYUriDQDIJlFMvdASi1huHHHKIvPzyy+5z0Z2Mso3+1vnkk0/sY9qjbDrJuo+aP5KVuvqLLeWx/mReSoop/+Ho0W8YjhOuIOAT0IH0uBszIK6D/d7111/fIKqmMfWOO+44z2w1a92oO7MVvGfOevDM2bAN3PMg+QTMNq6e6UD35a0yz/4zZ+gkP6EpTwFyTLmACySPersAnDK9MgPg3k477WTrRm0TzdbrOX2ePn26t++++3qmIymjHjUT07zx48f73zz77LNez549M9y0bt3aM1vHexoWBgLZBFy7nP282PtbbrnFM6vTM/KghrHnnnt65piBBt5SzzRAkuoHyDtd4kWe6ZJnmNTwuyAMJdxAILkEyq0XKomo9caPf/zjBnqki5e7mh27MiDTHmXgSNRN1PyRqMTVaWQpj3Uq+CKSTfkPB41+w3CccAUBRyARK9JNBSjfffedPffSKLg5jUmQfPDBB9KyZUvRlekYCEAAAhCINwHq7crJR9nuscce9vzzMWPG5D3/z8Vg3bp18tFHH9lb3dljxx13dK8yrosXLxb903PKdMWGnsWOgUAuApVYeaThmA4UWbRokehW7poHG9t1iHoml3TS+wx5p0u2yDNd8iQ1EIBA/RKolF5YLaK0R9UiTTgQaJwA5bFxRriAQBgCWpboNwxDCjcQ+B8CiRhIR1gQgAAEIAABCIQnMG3aNDnqqKPsB2+++abdtj3817iEQOkEkt5hWjoBfIAABCAAAQhAAAIQUALoheQDCEAAAhCAQLwI0G8YL3kQm/gTaHgoUPzjTAwhAAEIQAACEChAYOLEifbtXnvtxSB6AU68ggAEIAABCEAAAhCAAAQgAAEIQAACEIBAPRGg37CepE1ay0GAgfRyUMQPCEAAAhCAQEwI6Dbtjz/+uI3NsGHDYhIrogEBCEAAAhCAAAQgAAEIQAACEIAABCAAAQjUkgD9hrWkT9hJJVC2rd3dVk1JBUG8IQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgsgQ8z6tsAGXynRXpZQKJNxCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgkA4CzcuVjKTMHChXevEHAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAASiEVi5cqW89NJLsnTp0oIfdujQQQ455BDZbrvtCrqr1EtWpFeKLP5CAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgEAGgTCD6PqBDrSr21qZsq1Ir1UCCBcCEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABJJBwK1EP+OMMwpG+NZbb2101XpBD0p8yUB6iQD5HAIQgAAEIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEohGI+9HhDKRHkyeuIQABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCECgRAIMpJcIkM8hAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIQCBdBBhIT5c8SQ0EIAABCEAAAhCAAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEIAABCJRIYPPmzSX6UNnPm1bWe3xPIoGrr75azjrrLHn33XeTGP2qxPnee++VsWPHyuuvv16V8OIaCHklnGTmz58vv/jFL+Q//uM/wn2QAFeLFi2Siy66SE466ST5+c9/Li+99FICYp0/ikuWLJF///d/lyuuuCK/oxBvyuVPiKAS46SW+b+WYVdSQFHKXzUYFNMm3n///VbX+OlPfyqXXHKJrF+/vpLIUu93NeScNohRylEt0p40HYv2rxa5JB1hJi2vp4N6dVNB/VA+3nEpL3GJR/nI4lOpBJKaJ5Ia71LlFYfv+f0SBynENw7F9DHkSk25/MnldyWeRfmNWo0yVAw/+nqi5Qzaob/z0oH0Qn9/d1kjm1kyX1bz0EMPeRMmTPD0ahKe0+/Zs2d7l19+uTdz5syc73lYWwJ77rmnZ7Kjd/fdd9c2IkWEPn36dO/AAw/0hg0bVsTX4T859NBDLSMz6OZ/VK2w/QBjYElyXqkmvgceeMDml1133bWawVYsrE8//dTbZpttbJq0rtC/448/vmLhVcPj559/3qajZcuWGcGdfvrpXt++fb2//OUvGc/z3eTzJ5/7enhey/xfy7ArJdtC5S9Xfq0Gg1xtYqH0n3feeRn1h9Yhb7/9dqFPeNcIgWrIuZEoJOp1oXIUl4QkTcfK1/7VUj+uZdjBfPT55597F198sTd+/Hhv5cqVwVe+XetAdXPdddf5z6plydV2VCtsDSdpeb2abNISVr76IUz6li5d6j355JPeZZddZn/jn3322d5VV13lvfHGG2E+T52buJSXuMQjdQJOcIKSmieSGu/srFLrtjw7PmHu+f0ShlL9usnVx1CMbp/Ln7hSLfQbNVcZr0YZisqPvp7ouSst7VD0lP/9i//6r//y9G/dunUF/5y7v39ZXVtz03lZNrNs2TLRlUXOfPbZZ/Jv//Zv7ta/3nfffXLDDTfIv/7rv8ohhxziPy/G8tprr8mKFStk4MCB0rZt22K84JsUEXjiiSfklVdesX+33HKLtGrVqmqpq3bY1cj7prPPstx5551lv/32qxpLAoo3geuvv16++eYb6dixo9x88812JWnct18phuiaNWvkjjvusJ8+99xz8g//8A/FeFPUN9Uo30VFjI9qTiBf+atlfo0C5csvv7T1hn6jO3X85Cc/kVdffVW0ncFAQAlUQ/fIV46qKYFqpLNQeqoVfin6calxLCXscubFTZs2yaWXXirff/+9rF69Wq688soGotHdwPQ3zAEHHCCmA6rB+0o9qEbbUaocK5X2OPlbK0Zx1je1vJjFF/KHP/xBNm7cmFNcWl501dNuu+2W8z0PIQCB8hGoVT0VTEExdVYc4h1MQyXs1WjLG4t32jgXk9caY8T70gmUqtuXEoNq5Il8v1HjUMbDsKOvR6Qa+SSMLMrhphb1uhkWL0fUK+ZHWQfS//a3v2VE9Pe//72YlcGy4447Zjwv580JJ5wgZpa/TJo0Sf7lX/6lnF7jVwIJmFWxMnfuXOnVq1dVB9EVVbXDrkbef/zxx2XkyJGyzz77yDvvvJPAHEGUK0FAy5gazRuDBw+uRBCx8HOrrbayadRJYdVOZzXKdywgE4nIBAqVPy2TtcivURLxwQcfyIYNG2TLLbcUs4ORmF0g5PDDD4/iBW5TTqAaukehclQtvNVIZ6G0VCv8UvTjUuNYStjKrtTwHf+uXbvK0KFD5c4777QTifQomW233da9FrNa1w6i64Nx48b5z6thqYauUy6O1eBRqzBqxSiu+uaqVavsBFaz6tyKpHfv3mJWRNnfpF9//bW8+eabop3p2llpdtGT3/3ud7USHeFCoG4I1KqeCgIups6KQ7yDaaiEvRpteWPxThvnYvJaY4x4XzqBUnX7UmJQjTxR6DcqfT2lSK9631Yjn1QrNdWs1zt06CBmFyq55557Gk2euq2VKetAejARzZs3tzPu9UfNjTfeGHyFHQIVI3DQQQfJM888UzH/C3lcy7ALxYt3ECg3AW3c1HTu3LncXsfOv4kTJ8YuTkSovgkUKn9JyK8u/ttvv70dRK9vaZL6WhFw+bAe2rFaMXbh1lI/rmXYLv3u+tvf/lb0jMFvv/1W/t//+39itnF3r+xqdb3Zf//95Z//+Z/959WyJKHtqBYLwokHAZ1sooPoTZs2ld/85jdyySWXSLNmzTIit3z5crtafffdd894zg0EIACBeiRAW16PUq+/NMdJt68E/UK/UZNQxl386eupRO5It5+6Y/lLL71kB9MLpVQH0Uvd3byQ/429q9hAum7Xqdu3m73r5Ze//KWY/f4bi4t9v3btWnn22WfFnBMnf/3rX+02Xboa9thjj8348aTb7L7//vt2e2H9UGckL1682Pqhbrt3727t+k+3IDbnaslbb71lB/f33XdfOfLII6Vnz56+G2fR7fZ09sP8+fPlu+++s25OPvlk6dKli3Nir7qNcZMmTexfxousG02DObPCdowMGjTIrjjQuOtMau0sOfHEE2XrrbfO+OqPf/yj6A/DU089VTp16pTxbvLkyfLee+/ZTpa9997bf6cdM1988YXdJlU7aNSd/vjUrZd1BYSu0FYzb948ueuuu+y2mX369JEhQ4ZYN75HWRbdrl+3NlbWu+yyi50Jnm/lWFjOQSYHH3yw6NYlukJNfwTrKgz3I3nGjBkybdo0WbhwoV21cdhhh8k//dM/2R/UWdH0bxctWmS3d1N5/exnP/OfB/moXP/0pz/ZrWR1hchRRx0l2hjnMrqlnHOreUPd6eyiXCZf2M6tyn327NlizjyxuzRofshmqfn+6aeflk8++cRul63MjzvuODFnNDtvpFJ53w/AWFw5mDlzpn2s+dFNiGnfvr3Nt0H3alc3Olvpv//7v6UxrmHzSnYY7j6qPD/66CN59NFHbX2iZS5odOsZLXPmzG/RbTWdCeZTldWf//xnMedk23phwIABcsopp9gVlbqyUuuMWbNmWbn+6Ec/kv/zf/6P8ybnVWWsdZJuU6h+/fjHP5Z8M6p0pYXKQcu922Jfy8EWW2yR4XeQyZw5c2xnrTow5+jIgQcemOE2143OfHz55ZftzgM6EWqvvfaSI444QvbYYw/fuTmPSN59913RekHNCy+8YFeWqvuf//znftn1P8iyhCkDumWR1ueaj/TYjp122snWX8q7RYsWGT4G0xylXH/44YdWnlretIz94z/+Y4a/wRvdLlLrIG0Hgu2Kuonij7qvZfl2Zbqxtk3j6YzKQNtjbT905m/QaF2mK+h+8IMfyNFHHx18Ja+//rr9Tts4LTvZRr9Tf7UeyNcOum/C5EvnNsw1bNhhZOXaY22bcrUhGpZyyn4ftkxnpydM+SuUX7P9c/dR4hOlTXT+u6uWUdUnNDw1eu/aFa0H+/fvb+stp8sUqsfC6ooaTiXrcvU/aKKwDJPHgn5rvTt16lS76462O6oDar2kP1JzmbB5Pftbx+uHP/yh1VF0cqK2WbrrlMpI26tc2/CHTY/zX8t+tg6ovxc0D+fTPbRNuv322237N2rUKNsGB+Oveeo///M/rW5+7rnnNmgn1W2YcqTuis1j2WkK6rXqrxpXH+dLZ7aeot+E1bHCtKHFhK9xCJoo7V8h/Tifrq/pUN2qMUZBPSBXnVEobE1PPr2kHIyCvNSuW0+7Vek6kK7Hn+kKMteeqpvg4Lreq4miM7t4R2nrNYxcbUewrIb9Dat+BY2LT2NyDH4TNq/rN1HYBMPItufLB9nuwuokUdhFZRSlnclXvnRwupK/J6PUD9mM9V7LhOss1gF13do9l9HfpNrflMuEzRtRZJUdTtgwGqun1N8wdXd2+FHuy53H84VdzG/uIJ9S+7GCfkX5bZidnqA/pcbJ+R02v6j7YnSqKPW0q3fCthXOfaXq8jDpjVJnOeaVjndYmQbrmUJ6Ylj/XPqyr7nacnXjOISVd9DfMHWT8z9K/giGUcgepc0Lk49cWC7OuZgUk9ecv+4aVl9Q98H6Jkq9VWp+cXEN0z6EZRvM61HqpCh9DIV0+yj+uPSHSVuUPFGsXML8Rs1Xxl1acl2jlKFi+LkwNe821tcTzB+F6sJif4drnitnv71Lm17LnU+Cfjdmj5KnwtTZwfDy/VYI+1s86Fep9u22264mE8ojx7ucR7KbQqEb2ds/M/Dgmc49azcDgRnBmI4y+9yckZ7x3GzR5fXo0cP3w/mlV9PJ6n388ce+ezMQntOdujVnY/vuzMCQ161btwZuzZainunA9d2pxTSinvlB1sCtGejOcGcG0zwziOWZM9m9BQsWZLzLvjGD6NY/0/HonXbaaQ38NgMUnpkAkPGZGVCz7h577LGM53pjtjSz76644oqMd2aign1uBqU9k/kywtG0mkEL79prr/XMgFfGO9MZ6plB8px+mY48zwwuZrhXvio/M5Eg45sonB0TM/jimY7UDP/NwJn11+WRYB5Q+zXXXJMRbvaN83vXXXfNeOX4qMzNUQMZYZoJEZ7ZXjbDvd6YsyC8XPnMTEDwzAom60dQDvnCNpMmPHPsQEaYLl1mcNAP1wyO5nRjOju8q6++2neXK07Ov2Lzvu/5/1qMEpwzLhqO5k9nHFcty2bAM+ObfFyj5BUXTvbVhRtWnspF424m0WR75ZnBBvvObC+c8c7JU8uuGazISJv6ZSZgeFrPmUkODd6ZztGcfikjs0V4A/dmwotnts7P+MYMWnhmoKCBWw1b60OzfXOGe8fkwgsv9DTPqDv9Uz8KGTMg4/3qV7/K+MZ9awauM8qcWSXl++vcuKs5YiNvMGHLgFFQvXbt2uUMw3RAe2bSQ0YYLs1h84F+/NBDD3mtWrXKCMNM3vGOOeYY+yw7H7gwzLaRGWFH9aeW5Tts25aRQHNz3XXXWSbaBmo+CRrN/yp7lUu2MRNJ7LszzzzTvnJlSfP58OHD7TuXb/Saqx2Mki+zww/eFxN2WFm5eiFXvaJxMJM0bFrNzjw2SlHLdDAdag9T/nLlV8cgu12MGp+obWJ2/FXHC8o9aDfblFnnLv6F6rEouqJ66tJfjro8O03uPirLsHnM+W8mqfk6dZCb6mhmwot15tIZpZw5/4NX54+ZPJMzz2k7ZgYsg594UdLj/M+lA5pJVHnziOoepoPef//www9nxEFvzLbZ9r3W4+bHfIP3+iBMOSo2j+VKk9Nrg5GplI4Vtg0NG34wzkF71PbPyTy7Diqk64eNY2N1Rr6wG9NLwoYf5BLGrr8b3W8xp9u7PNmvX78GXkTRmYtt6zVQxzGo6zh2UX7DZicgLEcXfrV/TzSWD1x6ouokUdiFZRS1nSlUvjRdlfo9GbV+cIyD1xEjRti6XH+zm8GO4KtQ9ijlJoqsgoFHCcPl73y6Tdi624Xv/AuWV/cu+1qpPK7h5IpHMb+5nT/l7MeK8tswm1kwbeWIk/oXJb8Uo1NFqaeLaSvC1lNOllHq8rDpDVtnBeVZyXhHkamrZwrpiVH8C6YxaHf8g3VDMfJ2foatm8Jydv4Gr45Nto4Ytc0Lm4807MaYFJPXXJqi6gv6nZNblHqrHPklbPsQha2TZ5Q6KWofgwsjO89E9UfZh01b2DxRilzc74Hgb31nd32tLq8Ey3g+HlHLUDH8lKEzYfp6XFwL1YXF/g6vZF9PufOJYxa85pKtvo+Sp8LW2S7cQr8VSqnXnf9pvUo5ExYcSDfnWtmBW1fwzSwHPygnrOBA+ldffeUPoJhV2N5VV13lPfjgg54OSOmgtfpjVsL4fpgVMt6VV17pmZn89p0OSOq9/mk81Kif5vw5+14HoM3KYs+soPQ78nWgz6za9v10nf9miwBPM42ZDe1ddNFFtjM8OHCsA9IuXZpRCxlXUTj3OuimaVMGGr4+Hz16dIYXpQykq3/KRP3/j//4D38gXAfE9J3+IP31r3/t/d//+399rsHBXI2IK8DqXgeczExwOzlh4MCBfrrNTCg/zlE5ZzPRwXQNw8we8sysF+/VV1+14ejglioT2mFrVhPbH/y5Brz9iBiL8zu7Uc1Ok3bamxnsntmVwIalfMwWJEGvPLPC1r5TOZmVynZQyaw29hkonzAD6W4wVAc3x4wZ4yk7s72jnfDQpk0bG+a6deusvzrwcumll3qav81qR88x105hF79K5P2MhJsb7bTQfKod6S7fuPJ13333+c6jco2aV/yAsixRwy3mR73LS5p+/TvggANsnRZsRF25UkXArC7yzKpU61bzTHCCSrZfOhB+22232bLoBnU1TUGjZVTDVdkre21AzW4Sng6S6HNVtIImyEQnz5x99tmeWY3u3XTTTUFnDexax7k0al1gVoDZcqf1rXuugxtqzA4RNi5ukpROENG4aZ24adOmBn67B2HKgLrVAX0t9zqJR8uJhnf55Zf7A9/ZdWUwzcqxsXKtbYPrwDZnLdpJAuedd17G5KMwA+lR/al1+Q7btjl5uatZUeTnAZWFM5oe5eTyh9lRxL2yg1cuT2sdpiY7/4dpB6PkSz/wHJaoYUeRlabPMTA7RmSEbmb++u/MjHT7LmqZzvDQ3IQpf65MhPlxFTU+UdvE7PibmcV2UthJJ51k2ehkRNeuvPLKK9a5i79yzVWPRdUV1dPsPFBKXZ6dJncfhWWUPKb+m1n3fh2oE/m0PdP2Q9sd5aRttZrsdIYpZ/bDrH/Z/phdJzyzMtAzK6u91q1b2zB10qvTi6OmJ9v/oA6oek5juodrm3RSWrZxE6J+8pOfZL/y7xsrR+XIY8E0qV6bbSqlY4VtQ8OGnx1vvY/a/uk3TuZB3bwxXT9sHBurM3KFrXFqTC8JG776FdWobqZl1+ye5Wnb4SY/mh0nMryKqjMX29ZroI5jrrbDtXPF1ClhObrwNaww+lxUNhlgAzeN5QPnNKpO4vJdGHZhGUVpZxorX5quSvyeLKZ+cIyDV7OTli0jWlaimqh5I4qsXFyihhHM37l0m7B1twvf+Rcsr+5d9rVSeVzDyRWPYn5zO3+0vJS7H6ux34bZvNx9OeMUJb+UqlOFqaeLaSvC1lNBbmHq8ijpDVNnOfm5a6XiHUWmGpfseiZbT4zqn0tf9tXxD9YNxcjb+Ru2bgrL2fkbvDo2QR1R30dp86LkI/W7MSbF5DX1V01UfUG/cXKLow4Ula2TZxj9R9OuJmofgwsjO89E9SdK2sLkiVLLcWO/UZWVyyvBMp6PR5QyVIwc9JugCdPX4+Lq8keuutAtrAozLqjhZ/tZ7r6ecueTILOgPZdso+apsHW2htvYb4VS6vVgutJor+hA+vr16+1qNS0kmpldp1uugfSxY8faH0y6mtps65nBWmc2u4LmOuadA7cyeNKkSe6Rf3V+6mq37NV0uoJM/dQVZc64Aezsjgz33l11UoDGUwu2/mAsZIKFWlfmB+Ohq/U0DtkNgItHMSvS9ceHDrg5o4Nijp2uPtfVPM6Ys8bsO13RFDSuAOsqRB0McEYrELOVqP1GB3idico5yET90ZlSQeN+gGmlGtU4v7OZujTpwLVOpnBGV/W6gbVgY6SduW6Q1Gyz6Jzbqw7mOaaNDaSbbdx9/3VGc9DoTgSaVmfMWRAZ+UOfa8Xp4qE7IQRNOfN+0N+gXTvrNa3meIXgY98elWvUvOIHlGWJGq7LU7lWjja2Il3Tr53yZpsbGwsdMA7unHHBBRf4sdPGRgeH9BsdXHbG5Ut9bo5s8MyW7u6VHbjW5/rnBivNFr6e5lV9ZrZ68t2qRSeVOPfBAUzHRDtkddJQGKP53IWjjW7QqCKkq6M0LP1RHjRuAorZEj/4OKc9ShnQAaNcu3woY42HTlQIGpfmsOVaB83VH915RBk7ox3ZboJCmIH0YvypZfl2bUpjbZvjEbxq+6nMgrss6A4n+sz9BfO6ObLAPtfOE7ciNJj/w7SDxebLYLydPWrY+l1YWamO43aA0R8qQaO8lI8OfKoppkwH/QvaC5U/VyaC7ZljEGwXo8anmDYxGOegXSdJKhtzBEjwsbW7+Oerx1wbEkVXdOnXMEutyxtE2DyIylL9CJvH1K1bmae7K2kbEzSPPPKI5yZqBNMZppwF/Qnag/6YI3Iy2qvgu+BE0ijpCfqRSwfUuBTSPXRymMpSByNUR3JGV347fS5MXZevHJWax/KlycUzeC2UTnXnykPYNi5qG9pY+MG4Onsx7Z+TebAOcnpZY7p+Y3F0jPLVGbnCjqKXNBa+4xLlqjusubxqjoyx+TnXanSXF8v9OzZXXB3HXG2HlrdS6hQNrzGOLvyweT0qm1xpDpsPitFJXL6Lwq4Qo6jtTNjypVzK+XuymPohl2zcjnjB39nqTrnqwHDwT/uVzHabvjdR80Yxsooahsvf+eqpqHW38y9YXn0AAUsl87gGkyseLu9F+c3t/ClnP1bYuiSAK8NazjhFzS/F6lRh6+lSfhcWqqeCeSIK/yjp1TAK1VkZQgzclDveUWUarGdy6YlR/QskLcPq8m2wbihF3lHrpsY4Z0T2f28cm6COGLXNU6+i5KOwTKLmtWL0BY27k1vYclOO/BK2fYjK1skzrP5TTB+DCyOYZ4rxJ2ra1H2hPFEOuWgY+X6j6juXV4JlPBePqGWoWH4ap2xTqK/HxVXzR6G6ME59PZq+KPWLui+UT/R9LpNLtlHzVJQ62+lrpf4Wz5WWtD9rajJwxYzp5BLzA8j6r+cymAHxvGHpecFqzCyiBmcvmo5Pe66cvjerlvQSyphBKevODFg3OCfRrCq17/TMcGfcOegaZ7N1hnvc4GoKvJjOO+vGdGw2eJ/rgRmkEbMNZUY89Cx3NUuWLMn1SVHPNO7Bs1rNbDvfHz2vQs8hd8asZrJWPW9Bz6DINmZltD0P0z03A0z2vGW9V3k6E5Wz+84oCmJWNzc499jJQc+g0LMwTSF0n5R8VT56Xq0zpoITPSteTVAOmj4zSGLlpedsBo0ZNBNA1TQAAEAASURBVBLT4RV8lNeuZwXrOSNmcNXm7aBDzROaN53RM0Kyz702DYg9b1zdmIF357TRa7EyadTjPA7Cci13vMKGmyfaoR6rnPQsGrNS2ro3nSD+mdB69rjZ+cH3R+XsziPXc36zjVHa7XnspgPVf2VWZ4rKWY0rV3o2oJZJs6OGPYvdd2wsZkttcd8H6y/nxnQuiatb3LN81xdffNGGo2XbDKRnODMrD8XlfS2LZiJNxvuwN1HKgJZ9PUM025iBfPsoXxkImw/MTiPWHz2jVM9VdMZ0Usutt97qbhu9FuNPLcu3q1OVU6G2LVfCzapP+9i10Xqj55urMR1e9vrUU0/Zq/7Ts5TVaPtiBtOt3f0L2w5WIl+GDVvjGlZWquOofqImqN9om2UGOO1zzWtqSinT1oMy/4san3K1iWGTka8ec/mwGF2xnHV5MB1RWeq3YfOYulX/1WiatY0JmiFDhtiz0oPPouT14HfZdm2vzFbpfnuj7zW/uzPZXXulz6OkR92ryacD/s/b/P+1zdSyZyamiplY5js0E2qtvqXxMyvT/edRLaXksWLT1Fgcw7ZxxbahjYUffF9M+xf83tldu1QuXT9fneHCC16j6CXB78plNx1/MmzYMOudmZBtr2Zys70G/0XVmR3TYtr6YLjZ9nLVKdn+5roPm9ejsskVVth8UIpOUi52UdsZlxdKLV9ROZejftDzqLVvQo3+Dgoa1a3MbnUZf3pGutb/zkSNs/suiqyKDSNfPVWpursaedzxK8dVy3+5+rHC1iWNxbsccYqaX4rRqaLkX1c/aNqi/i5sjJd7H4V/Mel14ZT7GjbeUWXq4plPTyzWP+dvoWsp8q5U3VQovvouapun30TJR6Uw0bDymVL0BfWz0vkvGO+w7YN+E4WtCyNsnVSuPoZi/SkmbS6N2ddKluPssBq7j1qGiuXXWDzyvc9XF5byO1zzXLn67bPjXc58ku13ofuoeSpKne3qwVJ/KxSKf1rf/X00p0Ip1E4+VYhnzZolv/nNb8RsBdwgJLNSXT755BP73GzZ2OC92SZZ9ttvPzEz+H13DRzleGBWNtqnZqWY6OBn0JitFu1tcLDLnFslZkthG1cdzDnhhBPEzKwWsw1z8NOi7DqgkD1I6gZydIDKrHL1B+qKCuB/PzKryDM+1w5F5acd+7neOcdmVbjt1HT3ejWzwYO31u4GnXWQ2az+kR122EGicnaemnM2xRVe90yvOlBoZsWIORtDzHZcdqDyF7/4hZhVWQ06kYPfhbHnSpOTg/5wd8bM5LFWs1LEH+R07/SqFX8YY3YAsM40P2UPKuX63px1KmbXBTEzBMXMCrOD+S4uUSYUFCuTXHEK8yws13LHK2y4YdKQz43KzQ1cOzfmiARrzS5T+tANMmiZyjY6OJ3tl96bbcbFzHLzf8w6TuaIDDHb/Wd7YwcL9GGw/nKOzDa8ztro1YWjE2yyO6v0YzdhRPOe5kmNZ1QTtQwoN7Mbh+gPER04VwbLly+3weYrA2HzgStLLl3BtIQt0/pNsf7UqnyX0rbpQLr+qDNHFdj2VwcAzEpUi07bVR3cM7u02AkZytANqrsB+CDjsO1gJfJl2LBdfMPKSgfK/+u//kvM7hBijiERnfShP1w0j+ikG7PrjfXSpamYMu3iVM5r1Pi4PF9qmxg2DbnqsVJ1xXLW5cF0RGXpvg2Tx7TOU91XjdkRyH1a8Bo1r+fzLFd7pRPKtB3QwZLsztcw6QmGlU8HDLrJZdeJZ+ZoEzuIrpMxzzjjDOvMTWb56U9/2kDfzuVPrmel5rFi05QrLsFnYds4/aaYNjQYVmN2VxeU2o6WW9fPVWfkS0tUvSSfP6U8N0cliFlNYvU5jXuuCZCubqn179hy1SlheIXN61HZ5Ao7bD5wYRWjK5eLnYtDWB2iXOXLhRs2D5ajftAJY9q/oP0MLnwnP41HsC/JbKFrf58Efx+4b8LG2fkdRVbFhlGonqpE3V2NPO74leOa/bu63P1Yufp8Got3OeJUTH6JqlNFyb+l/C5sjJd7H7Yud+6jptd9V+5r2HgXI1ONaz49sVj/wqS/VHlXom5qLN6OR9g2z/kXNh+VysSFl3118S5GX1C/Kp3/gvEN2z64b8Kyde7D1klObyi1j6EUf6KmzaUx++rkH1X/yPanHPcuLmHLUCn8iolvrrqw1N/hmuey+9qL7bfPlaZy5ZNcfud75uQYJU+FrbPL9VshX9zT/LziA+kK7+qrr7aD6ToQY7YPsAO7Qahmq0o7YKjPcjUe+lxXn6jRFShhjA70uoFR7dzPVoL13mx1njHrVQf9zfbZYs4QF52hZbadsH/mrGExW0mGCTaSm+xCHunjCI7dQHr2J/o8qnFy0O/0R2sxnBsLU8OYPn26aGVhzuUUc06vmLPFbT4yW1bbSRWN+RHlfS456I93NVEG13KFqYPharLzXy63uiI4uLrZnA0iulI4bJ53flZCJs7vKNdsrtWKV3a4UeIc1m2hslPoXT7/XblS5UHNl19+aa86EJcr75it9u1AQa6JR/bDkP/cAHW+etccK+D7FDUfug+jlAFVFA4zO0a4CQLKRQf4i1kNn50PtL7SnUTUlFKui/WnluW7lLbNHMtif/Sb7aH+f3tXAnZHTbXDjuxL2Xdlp4Agsssq8IOgoCCLgCwqqIggoCAgRZBFK6AsyqLwQ+FHUBBEBdnK3krLWlrK2lKg7C1bSykw/3lze9LcfDNzk7lzv403z3PvzGSSk5M3yUkmJzkxWCEKxfDDDz9sy0XOrjTYRYfywmpJMUdkle2ot3lKAa0T/jUsJ7zrjnqJdPLShn9KWWF1KizTjB8/3u5KhyJdFXpbb721kSNgQLLb2rRNLOIvVcbU1SdGsFYYpBNjxTJ5XfbOZzIVS8SNrWOTJ0+2ilHEyesL4B/jiup6TNwwTB6t2PyEtKo+f/vb37aKdCj08eGPvgrjRjg5PsVeq/x1oo5V4SMmTl451NmH5vFQtf/Lo9XdY32fh5RxiR+vznssSltrrbUMdgHk9ZdVxszt9PWpecurf6k0YsOHaVXBJi+t2HpQ95gkzE8eb6Ffaj9TR/tKxblO+QBLUZDvcnRJExRY0K+L+vECu9Exv6QulWeNV3TNK6u600DanZLdPVXHi/Cs4o+xGOpW6GLHaH68vPL038fep/BUpb7UNaYqym939hU+pkX81JVfP60670O+q5RpGT910wvTaqe8OyWbQh7D59Q+D/FT6lE7mIS8+s91jxdAu1P1L7Z/AA8p2CJ8kQvzgnB1zTFUpVNX3jrdjoswLfJPbUNV8StKv4p/J77Dy8YKZe9C/uuqJyHdsucqdSpFZtfxrVDGf39+1y2KdJg6hjlImOOCuXA1q67AQmEIxQZMGfvmtfU9rioI5ExN37vwHpNqWHWKzuz00083mHSLcViVgR9MW0CRe8stt5gLLrjA7LDDDnYHTAyNdsNACQGXZ269XdrtxtdywO56rBIGr1VwbsUHVqNjt+PJJ59sTWGrsga70rFTvdNOVyzrYKhqeqpEKarXSlfO6XZK9FNOOcXIeW9uUYmcMdZlIkHj5V2r1v08WnX69SRfvblNAWNtVzBHA6dyDtfHHnvM+nXiD0cbwBXVT7/+K0+pfMS2AdA96KCDrFIWOy/l/HWDnRsY4GCHOiyEtONABysSkSc/X6k0q9DpDe27at+GtoM+W848s4p0yEZMaG2zzTbWigqOD8E77ETXnbNQLuvqz1R8Eb476mURX6llhfog50ib0047zSrQMcZRc9PwV6ftp9NtWtNrdU3lp64+sRVfZe87MVYsSy/2XSqWKXUMC4mwuhqLiYrkdCyfdYVT+an9VUp+6uIBptuxkh0LfGDCDcdMYCEadoBsvPHGlZPprXUsNkOd7EPBQ5X+r4z3nhrrp4xLyvhv9x3whNOrT6/qmLlqX++n3dvvq2IT5iu2HvTkmER5Tu1nEK/d9pWKc53yAd++UKRjHgabG8p2citGuKby7MeNve9EGp2S3T1Rx3v7N3dsOdcVLrW+dNeYqrf0Fd2V37rKE3RSy7RV2nXTy0uvanl3Sjbl8ej7pfZ5VepRVUx8PsP77hgv1FVfYvuHKtiGuJQ91zXHUIVOnXmrq1zKsEp5l9qGquCXwk9M2N76HV5nPYnBQcNUqVOpMrvdbwXl9dN2bWhsuyHXUGZjxQMm4HDudeiwMh8OZq1DhzgwHQsXmhbWwbpO7Plx9axdVPxUh114UAzo2bzdobxVHlWIqbl79ceKa5iP7S4H3MIVwDfddJNNHjvwFPt2cG6VF+zAOuKIIwzOd4eDUhFnjnfaqcl5mJYePXp0U3IwZwozxzFuRTEND4eVQWo+x3rM+MMqIzhMFsBhlf0JJ5zglOjwg9n/PKf41133/bTK0vDDxd53sq6U8aBtCuUJUye+u/nmm/3Hjt6jrEaNGtWUBnayqp/KQcUJO+1UOdkUqaYHTQ+yJtz1gSRUIQiFhZ7jnpp0bBvAjvfhw4db8lhMgt32Orlc1AZSedF2rWd8+/HVXLnvV3SfSqc3te8qfZuaaYe5/RtuuMHCst1229nrTjvtZK84G73MrHsRlnn+3VEv89KFX5WyUoU5+uizzjrLLgaB8tNf/NFdbbooX6F/Kj9a59vtE0M+Up+1bqSOFVPTSQmfimVqHVMZijYWOiiPp0+fHnrX8gwlddgvoK944oknLH09diQ1PzHMtRp7YEeDtjso0tUKhPrFpFEUpjvrWKt8FvGY51+lD62SvsqCdvtRPw9lY/0qPPq08+61TbUamyNuJ9LP4ynPT2VLX/uOzctL3Ti2g43yF1sPVCZ0cqwMnsow0vxW+S4oa1+x6cbWwbrkwzHHHGMXkWEeAse76ZnpWnZlV8UqlucyWkXv6kyjiuwu4iv074k63lu+uUMsevI5pb50YkxVlvfU78IyOVWWTtG7KvmtwkOVOEU8wz+lTMvo6Lu66Snd8JpS3lVkU104Kx6xfV6VeqTYlGGSmp/uGi8oPu30c7H9QzvYKsZlVx03tDvHUIVOlbyV1Yk6yqUMq5R3yktsG6qCXwo/sWG1DfWmuZ6660ksFgin5RjT1qvIbOWl7FuhrM5r/E/btdsU6agAMJFe5Pbff3/7CpP02ImoDubZsZscCkcMzHEeqe90sI6KBWWL/hBmn332sUExyaYKIY0LZSzM1OqEIEz+Hnvssc6kMMJB4aZnqWs68MfZCFDo4xzvTuwQwo4aOOzyQ4cCB9N/W221ld19Yz264e+yyy6zZ0+qiXysCh8yZIhN2d/hn4JzDNtIF9YLfCW+mhqBMi/PJEwM3ZQw2267rTsz+vDDD3fm1aFUx7s85XUefSibYDYbeTn00EMNzJXAoW5BWaj1Cibc4bBQQs1PY4L8qKOO6qLItwHlT+O2W/eVXt5V08CEuu6MVuV/XvhWfnXXlVbp6XttU9jV95vf/MZ64x5t3jenr+E7dYU8gbln7YyBJc6YRv3ACjyc+wr3pS99yWAwgzpwyCGHmLfeequJJSjftS02vUh82H777e2uPkSDtQdtZ3i+8cYb7VEcuP/JT36CSyUX2wbQrmHpAu6+++5zaWGRAdpBHQ5mvOCuv/56u8sF9+gzYPECO4pjXSqdnmzfKX1bUf4h83BeMuQWjjyBwypuvWKRHAbpuhhBFe82QIW/7qiXRWxVKSuMB9Zbbz1LEpO/cNjFjwGpuu5q05peq2sqP3X1ia34avW+6lixFd123qdimVrHVN5AWQzZpQ4LPLFLD4s3OuFgFQmWJ7S/QvtHfwXn91ep+YnhNWbsoeNQKPvvvfdeSzb8RohJKwzTnXUsJp8hf0XPVfrQKulrfWy3H40d61fhsQgj9Y8dlyB8q/SxuBaTsOgD6l7snDJmrqOvV3w6cW2FY2qaKdgU0Y6tB901JinDKLWfiW1fwEbTreN7si75gAX7xx9/vC067EiHpSrMEel3NF7gW0HnSWzAGX911A2fXt59nWlUkd15POX59UQd7y3f3Hl49JRfSn3pxJjKz3e7fYXKi7rmhqrkV3nIk1l+Xv17jVMX3yll6vNRdF83PU2nnfKuIpvqwjm1z0upRymYaH5i61p3jRfqqC+x/UMKtlrvUq51zTFUoVMlb2V1oo5yScGuLGxqG6qCX1n6Vd9153d4LI9115PYdBEupU6lyuzYbwWt83X1nyn577VhRYFTmxs3bhwOMLK/SZMmdaErnVYmilAXRswOuDCi1MpWXXVV907MomRinjETc43WTypFduWVV7rweiMmsF0cUTxZ+lIh7GvZpZOJaTD3Xs6iy3bbbbdMFACZTAJafzHDasPKRJxLRxRd2Z577pmBHvKDsKK40iSzc845x9GUc2Gdf96NKB1sWFlZ0+X1yJEjHR1R7Lv3oKk4iqkFh4vsznT4nXHGGS48buRsWhvn8ssvb/LHg6wgse8eeOCBpndy9rhLRxRo7p3S0nhiUiKTjyIXVsx5ZqLYc+FTcEakMkzwXnbx2bTkIzqTD3JbXsqLKPQQpNAV0dY85eEjCg+bnuwEb6L7y1/+0uVZFCKZTJRls802m/UTs/b26pdDUdqioHN0UJ/FykEmynXrJ8opm+YjjzySoY5rfROFaiarBF08+Muu/Cb+6qr7TUSDB5mgyFD+SB/8oQ3JLjQXKhXX1LriEgpuUtNFdBlMODwha9C2kC8xa2Sv0kE2pVJUngikdUOOfGiKgwfp7Cy9ww47zL1TWkhPf6jfygP8/LqEiFdffXWGNo93kEGQS5Bfcj669Rels6OPmzJMmgIGD7Jgx6WDspad4E3tXSaHM8hn362++uqWL1n05HsX3se0AUSWI0AcPqIgymRA5+ofcABmvivLc167lgUw2ZJLLunSQH1GXwPaYv7IXsN6kJdGKp2ebN8pfZuPbXi/6667Otx8GYBwKCdgiB8wDZ3W/5R+sEq9DNPFc2raVcoK6QwePNhhABxkIQq8m1xqm26K7D2Utb+8+lqEQSo/KveQv5g+0WO56RbpggbaXOjy+PfDVBkrFuUfdDVPsbLc58W/T8EytY5hPC0fMK5+ycJUOy7U/kEWg1lWyvJZNN7086D3SgdlpD+MR3Q8Dr8zzzxTg2ep+VH6efJAibYae2g49E/KI74ZUlxRO6q7jpXx1CqfZe0hr49L7UNbpZ/He2r/Bxp5ZR471m/FYxlGRWnDP3Zc0ir9a665xtXBcJyOdMocvgdQf+UYq9xgKWPmdvv6PBzzyk0ZTZEpiNMKx7z0Na28up6CjdLJu8bWg9QxSRXsWmGU0s/Eti9gUuf3ZBX5kFcu8JOdNZko0933MdoK+j18t/n9Efx/+9vfOjKpdaNKWaWmUVa/wXiq7G5Fz4EhN52q40ijiI/Ub+4iOkhD54BS57FS5nyQTujq5CmlvtQ5psqT0+32Fa3kVBluebI8Nb8opzKZFZajPtfNd0qZgocyOYP3qfQQJ8+F+Ldb3qmyqRXOeTwXYZPS56XUoxRMqtS11PECMAnLzccpr93UVV9i+ocUbMF3UXniXZ5Mgr9+j6M/j5ljKEojlU5q3sBrWZ2oq1yKvlGRfl5dKcIjpQ2Bdip+iJPnkC7KMm+up4hXpVP3d7jmqZ25nrrrieY1vOaVbWqdSpHZsd8KVeR6mLf+9oydkLW5l156yX7gQNkoK4Zz6cpO40xMntqGdeqppzaFQRwo1/2PIyjvoFAJB88a8ZVXXsnkDHY3iYHBtpiX1deZ7ADNZEdxk8IKjRrKEjnbNZMd6TYsPtYOPPBA64/3+kPasuLZ0cMNJsjxHrzJDuWmd+GD7IS3YSEMQyc7fB0d2RXZ9FrM39tORPnAJKasxM5kZ6aN438wIqKs1Lb+EEyhU0WorOhueiVmaG0cYOYvfIAiBOmKGd8mBQnKdcstt8xk90UTHTzE4oywZZjgvZiLzLTz0PxD4Sw7/exHNcIUuSLaZfioAMmbyJJd427xAniBAhZ1GEp3PEN5oq4obby/8MILswEDBtg4mqeNNtrIYqzxxXJCJia0XRi0AzFr7zrrK664QoPaa111v4lozgN4R3tRvv3J6iq4ptSVHHasV5V0gReU0ap8QLvYa6+9sgkTJtiPdCi1fVdWnnJUhcUDA9vQHXDAAfadv+gDdQb44d3555/vFvLAD4syzj333JCMfR46dKhdDKSTCFoGkAeh/CzDJJe45ynm7e2gTLFBOnLGdXbkkUdmsgvRC9m41QVKsiu+y7sij5g2gAU9vsIWfCBfkAnAYJVVVmkiX5bnonYtplztohjFFLIFC6dQPyDjwnpQlEYqnZ5q3yl9WxO4wQP41/qHDwjfnXfeee6d7O73X9n7srZU1g+m1ssuCYtHlbRTywrpYvyDugSMll566cK+KqVN5+UHfmXtL6++lmGQyk9Kn1jE/3XXXWdxwgK90OXxH4ZJHSuW5T9Vloe8+M8pWKbWMYy7ZOdAk0IBEw1HH310NmXKFMtGWT7L2pmfB9z7H7gXX3xxU3+FfuGCCy4Io2Qp+Snj0ydcNvbQcOg7VS6hb01xZe2ozjrWiqeyfJa1h7w+LrUPBW9l6Rfxntr/5ZV5yli/jMcyjMB/XtqaL9BtNTZH2LL0MSGLMTLGlMOGDVPSUVcs0EX9hRwqcrFj5nb7+jwcy7BLkSmatzIc89LXeHl1He9isVE6RdfYepAyJqmKXRlG4D+2n0lpX3V/T6bKh6JyUX/MX+y8885u4avKfMzDbLbZZrZPwkSj71LqRtWySkmjrH6D71TZ3YqejwXuO1HHQbeIj9Rv7iI6SCN1HquMVpEsQTqhK6OTyhNop9SXusZUeXK63b4CeSmTU2W4FeGfkl+k30pmIUyeq5vvlDItkzPKawo9jRNeQ/zbLe9U2QR+ynAO+cVzGTaxfR7oxNajFEyq1rWU8QJ4D8sNfuqK2k0d9QVpxPQPsdiCXll55skkxIFLmWMoSyOFDtJNyRvCt6oTdZRL2TdqXl0pwyOlDSF/qfghTujK5nrKeFU6dX6H1zXXU3c90bz617yyxfuUOpUis1O+FVLlup+v/ng/CzIlHyS1OZnQs+fa4nzQIqdnOsogNDcIWILpYmlARhSq9mz13ICeJ8wMiFCz5pCLzvKViW5rAmzhhRc2srPRmRH2yFgT8vIBaK+ygsbIBIv/2t3DJAzM2YrSxfkV3SAfMsmSmw9pFEaUN/YcsDA+cAAv8qFo9CxKmCGGqXWYCxell4siAwIjq3eaztbWl/CHKfs8XpG+KJSs2V4ND3PT8kFqRJFrvUTRaE2ZoyzmnXdeDVZ4jcG5DBMlLCtfbHkhrygv4B3j8miX4QNsgEOIqaaFcpDd+xYPWQVvvVGHkU4YJy9tpYMrsMFxAKhbaiLDf4/yFcsOBu0I5oJRN+Cn/Plh9b6uuq/08q4w6YqzumF6GybbUGfg2sEV8WPqCsKFrp10UUbIyxprrGHbJWjDhC2wRjv1XVF5ok7gvD60EbRP32kbFSWHwwnvNTzSAZ4wAYr4eu6JTyO8Rxt++umnrbdYhDCizAiDlJZFl8AFHsABdV12bRukU+TK8C+Ko/6t2gDCTZ482eC8adkt7vIK3oC132+U8dGqXaNscd6lLBxyfUFe/1WWBniNpYOwPdm+Iddj+jbwWeRQBsAVci90kFGQi6j3ea6oLSEs4hb1g3gfWy8RNs9VSbtKWaHfBK95ciHkK6ZNh3H0uaxOFr0rwwB0U/hJ6ROV5/AKeYhxYtivF/Efxscz+IgdKxblv4osz+PF94vFskod074DuMnCoi79T1E+wV+rdqZ5kFXkZu+99zY4owx9JdJ88sknbbvXsaiG9a8p+Snj06dZNPbQMLLA0MAEHMYmGFvJwjR91fIaU9fqqGMtGZEARfks47Gsj4vtQ5W3ovT1fdEV5RjTjyJ+UZnHjvWLeCzDSPkuSlvfx4xLitIHDbxDXSn79kW4DQ4ai0uPuxF/Xq0LD0U4lmEXK1P8xIpwLEofccvqutKu+j2h8XGNqQcIFzsmqYpdEUZIW11sPxPbvkC37u9J5D9WPmi+Wl0xdgBNtDX0R/43QVHcmLpRtaw0zVZplNVvpYFrrOyOpefTxn3ddbwVH8A15pu7jA7qOmRA7DxWGa0YWaKYldFJ5Ulp6rVVfUG4usZURXK63e/CIjlVhlsZ/in5VRxjZJaG1WvdfCvdmDItkzNKR68x9DSsfy3Cv93yjpVNyksRzvo+vLbCJrbPS6lHKZhUqWvIY+x4oajcQKOs3eA9XNX60ojd+AeNuuapy8qzSCaBC4yl65h3T6GDdFPqDcLDxdSJquVSVh+K3pVhDn5j2xDCpuKHOKErmutBuFa8Ki3w0ZvmejpVTzS/RWWr73GNrVMpMjv2WyFVrvt897f72hXp/Q0g5ocIEAEiQASIABEgAkSACHwaEAgV6b05zzj/Deejy3E49vzc3swreSMCvVmRztIhAkSACBABIkAEiAARIAJEgAgQASJABIoRaN5KWRyOb4gAESACRIAIEAEiQASIABEgAj2OwJgxY6wSHYzst99+Pc4PGSACrRDI2wneKg7fEwEiQASIABEgAkSACBABIkAEiAARIAI9j0DDPnPP80EOiAARIAJEgAgQASJABIgAESACLRHAznm4hRZayOyyyy4twzMAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARqIIATbtXQY1xiAARIAJEgAgQASJABIhAP0MAZ9eNGDHCDBgwwAwcOLDX5g7neY0dO9asvPLKZrnlluu1fJIxIqAI0LS7IsErESACRIAIEAEiQASIABEgAkSACBCBvoUAFel9q7zILREgAkSACBABIkAEiAARIAJEgAj0IQSoSO9DhUVWiQARIAJEgAgQASJABIgAESACRIAIeAhQke6BwVsiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAjwjnXWACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiICHABXpHhi8JQJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJARTrrABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABDwEq0j0weEsEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgIp01gEi8ClFYPDgwebQQw81o0aNcgiMGTPGfP/73ze//vWvnV/dN0OGDDFHH320GTFiRDTpq666yvK65557mkGDBplp06ZFx+1rAfPKpa/lgfy2j8DEiRPNsccea84444z2iXUzhb5Yh6vIpRNPPNEsvfTS5n//93+jEf40ybJoUPpYwKJ+srfW+57k69lnnzXLLbec2WabbZJKuSd5jmW0qB7Exme4/o0A60fPl29fHkf1PHrkgAgQASLQ/xF49uX3zVEXPm6Ov3S0+STL+n+GO5RDjnk6BCzJEgEiQASIQK9DYJZMXK/jigxZBA466CDz8MMPW6Xmdttt16tQufLKK81rr73mePrMZz5jVlllFbPaaquZZZZZxswyyyzuHW96JwKrr766GTt2rLn88svNfvvtZ5m8+uqrzd57720++9nPGkyAd8JtueWW5u6777YKwp/97GctkzjiiCPM7373u6Zwjz76qFlnnXWa/PrLQ165dEfexo0bZ2644QbbdnfeeWdbB8J0P/roI3P++eebjz/+2Pzwhz80c801VxjEfPLJJ1ZuPfTQQ+aRRx4xs846q1l11VUNaK600kpdwg8bNszccsst5rnnnjOzzTabGThwoNl9993N8ssv3xQ2lDlzzjmnWXbZZa3MAWZ5LowThvmf//kfs8Yaa4TeveL5zjvvtMqnueee20ydOrVX8BTLRE/V4Vj+8sKlyqXJkydbBeF7771nUIc32mgjS/auu+4yxx13nO0PQwX7p02W5eHcH/yK+smUet+d47sUvuouH/QZSy65pHnzzTfNAw88YDbeeOOoJHqS59g+rKgeRGWwIFCZ/CiIkuT9+uuvm+HDh5uRI0eaCRMmmCWWWMJsuummZvvttzdzzDFHEq1PY2CUOZSz6maffXaz+OKLWwyxYMR3nagfPn3et0agL4+jWueOIXorAt3Zv/dWDMhX9yCAWdz7R79pbhnxmnnx9anmlbc+MG+9+6FZcN45zEpLzWs+u+Q8ZpdNljJrLD9/9zDUB1O57aHXzOHnP2Y5f+TCbcycs/evfWbTp083N954ox2Dv/DCC3bsh7HLyiuvbH9f/OIX7Riw3aLrxJiHsrTdUmF8IkAEiAAR6AQCs9dN9L///a954403zJe+9CUz//wctJXh+9Zbb9lBDXa0rbfeek1BMTl/6aWXWr/bbrvN9CZFOiaR9t133yZ+/YdFFlnEKkm/853vtK1QZ33ykf303WPS9w9/+IPNOHbK77HHHnYSGG2mr7qydt+TefrVr35lLrnkEsvCmWeeabCyeIEFFmhi6Z133jFQBsKhLMKJY8iGb33rWwaTl6FDvAMPPND88Y9/NPiAg7ICCziwQzd0WGBx0003mR122MG+aiVzvvKVr5jLLrvMDBgwwJFqFQcBIWexq5iOCKQigLaC+rPiiis6JTpooN5CYYgf6joWmcH1R1lmM8a/ZATKxndVxjw93aeUpQ9Z/41vfMNcdNFF5s9//nO0Ij0Z1JoipPRhNSXZRKZIfjQFqviAb4rDDjvMTJkypQsFLFy74oorzBZbbNHlHT0aCLz66qt2oWkeHlgwiEWoF154oZl33nnzgtCPCBCBfoJAWZ9X1r/39uxXGX/09jz1Z/7ufuwN86urxpoJokAP3TtTPrL+d4t++PJbJ5ivbbaUOWr3lc0i888ZBuVzP0UA8yywMHnOOecYjF9Cd++99zqvrbbaypx99tnm85//vPPr6Zu+LEt7GjumTwSIABEgAp1FoHZFOibMXnzxRfO3v/3NfP3rX+8s932c+vXXX2+gbF577bXNY481VkJqluabbz77DjtGvva1r6l3r7h++OGHjo/vfve7dkfLK6+8Yp544glrJhwfmN/73vesguyf//ynmWeeeVz41BvWp1TE+ld47JhHfcPu47POOstgd+7WW2/dpzNZ1u57MmPYOaju5ZdfNqeffrr9qV+rKxTv+BCDpQpYpMDiH+zSxUro++67z9xzzz3mT3/6kz064Atf+IItT1WiQ6GOHXFQ1P/97383t956q3nyySedIt2XOT/+8Y/tDjDsCMakD3bwQc5AFgFbdX4cvMOuyNBBAU9HBKogAGsHcDhuwne77babefzxx62lA1Wi431/lGV+vnkfj0DZ+K7KmKen+5RW6e+1115WkY7dKpjQa2dMGI9yesjUPiw9hdYxiuRH65jlIX70ox+Z8847zwbCAjj0t7A8BEsw1113ncEupd/85jdUpJfA+MEHH7i3hxxyiB1TvP322+Y///mPGT16tEGfgHEJFkPQEQEi0H8RKOvzyvr33o5IlfFHb89Tf+XvwpueN7//+7MGO9IXmm8O880tljFfWnuAWXrA3GaeuWYzE16basa9OsVccdsL5vHn3zHX3/uyefnND8yfj1pfvtH7KyrMlyKAscg+++xj/v3vf9s5GVjgw5wzrD1hDDhp0iTz1FNP2UXfGPsNHTrUWtbBfDR2qvcG15dlaW/AjzwQASJABIhA5xCoXZHeOVY/fZQvvvjiXp9pKLXWWmstxycGblBa/fWvf7WDslNOOSVJGecI8YYICAJYoAG36KKLWiW6feBftyAAhccPfvCDLrvOixI/6qijrBIdShLsbAsXUsGc/09/+lOz8MILWxJQmMPhQw/HC6hDmg8++KBVlquff4VJeRwjoU7NZcNsGXba5SlpQjmlcXklAlUQwLEXOLYADkpC38FM8s033+x72XvKsi6QfKo9+sL4rq4CwrEJWMiENnDttdeab3/723WRrpVOah9Wa+IziBXJj3bSwoIzVaLDystf/vIXs+CCCzqSODrnpJNOsovenCdvShHAwgT99sEJafvvv78ZMmSIXdQ3YsQIs8EGG5TG50siQAT6LwKfpv69/5Zi783ZPx6YaH53feP4va9stKQ55YA1zNxzztbE8IIrzWEGrrSA2WmjJcwl/xpvzrnuGTN8zFvm2rtfMt/ccpmmsHzoXwhgTALLoVCi4/gezLeExyrB4uAKK6xgNz3AWiA2beE40YMPPtjO3/aWIzopS/tX3WRuiAARIAL9BYHaFOkwP44dhFidD4cV+djVCIezcWHWFLsMcR4tdlz4DueL3nHHHXbiAbskfIcJCcRbf/313e5EvH///fetP85Kxtm+n/vc5+zObqSFc3ZbOcT5v//7PzuwwA5XTHxjwIEdBzgrZqeddjJ55qORHsJhF8e0adPsmb+77rprF1M4Sh98b7bZZvaMZ+xIwyo/TMBgJyZ2aMJhB6dOcuGsvW9+85vWH2HGjx9vzQXCfKzvgDN2YWLQg12cOC962223tSsN/XC4x3sotrDbBoomrEaECcLQLHMYr8rzQgstZCdKccYxrBJgFzEGaDgjWV0Mhq3qk+IBsz+oa1C84UgBDBhRx6Ccyzu/WXnwryk0MFH20ksv2V21UKTgGQ553GSTTRzZlPJxkbwblBcmnWGGE+WHs3ZRfjC/iWMTvvzlL3uhjXn66aft4gW0A60/GgBtDyZVMXF66KGHqnelKyZkUW+x+0aPJNhll11yz9bEDud//OMf1hQ78oAJYqx2j3GopzBDivTg8KxtBLuc0UbL2tjxxx/v5ECKrPBpYsIZZ3djtxHSR7qoV9gdj93OKKP777/fLLbYYgaKgh133LE0a9oOW7V7nwhkA3Y+oH6j7FHuwDHPtVvnlCaUHEgT/AJHX8mtYcIrTLlDLsJh8UyoRIc/TMZC1qt75pln7G3eueko31gH+QtFAEyYPf/8825yOzZ+q3BV5QPqjNb/VmWHVeGoa5CNwKPKTvlO85lCP8QUshnWCHAGL2Qa2pDvgNUFF1xgV80ffvjhVpbhTOXQ4cMe8g1tznfdJZc0zX/961/2Fv15aAYPOzvRd6N/xTEHyFsrWaZ09Yo+Dbva0WYwfggd2hvaEuSOLw9SZB36BMgXWINYZpnmSTVMukDGf/WrXzUDBw4Mk899Rp8NntAGUT6Qn6H1kJQ65Pe1KW0plznxjOEvZmxSRD/VPxzfxY55/HQ62afElFVs+jB7jT4BbRx1K1WRDpOUaEP4xoB8RLvw61bV9uJjWaUP8+PjHt8x+F5BX4yxP2RVeDyKX6/zxpCh/PDTwGK022+/3X4XYEEaLMBg/AV8y9wxxxxjX+P7An27bykDL2CKfPDgwV1IpMgTjQy5BQs02NUEs/5QNm+zzTZNi980bOo4V+PFjnX88Vz4HeaPEZVu1Sv6pUGDBrnvAXyXxSjSU/qtFNmk7TLmmy+Fhzx86k7LLzP0IWhTkI1YpF3UppSvdsdRYdp1jP9j66rmIe8aW/Yh/2XYpY7JMHYrc5DRWMyK9o/vI4wbMM+ARdC+S5EprWSln99W7Tu1nheNF7S+t/qOC/v3OjCIHQcpjzHtX/lKGX+klKHSz7s++cK75uYHXzVPvfSe+ejjzHxWzvPebfOlzWrLztcUfPpHn5jr7n3Z7qp+6Y2psvt6TrPpWouYr8q533PN0dz33f7w6+aRZyebsRPeM7PPNotZeen5zCZrLmJ/TURnPEyU88RxtvjYCe+aibJbe5nFPmNWXWY+4WMps8A8zXV+1Lh3zF9FCb3eyguZHTdcwlx710vm/ifeNNOmf2IGrriA2W6Dxc1aKzQfh4ZksGP8n8NfMQ8/M9k8N/F9s9hCc9nzynfdbGmzsOwk9935Nz5n3nj7Q3PoziuZex5/w/xb8MHm8T1E8b3DBkvYoK9OmmYGXfGkvf+64HXqgWsaYHTVHRMk72+bqdM+Nlt/fjGzzmcXtDxuJlh97ysrmntHvWFGPDXZ/GPYRKdIv/OR181dYh5+hSXmMQfusILPivnPyNds/taSvO0hu919d4fgfLfwt+7nFjS7ST7UxZTV2X97xrz9/nSz9zbLdSnry299wWKEvKLcYtx42XUPnMaMf9dMkbyvKvUHcTcf2Cx7lNb9o98yMIk/9sX3zDKLzm22WGeAmbVgh37dvKaMj1rJP81P3vXcc8+1c8QYJ+KYMYybMaeI8R++7fCMTU9Dhw6140l8l+NYGsxzYZwJPjGvHLoiuRiG0+c6xsRlsjR2TBzLdxXZFlum2l9hQUOK3gFYxvZfZXUG4/E69TAxfX7d8wxar3glAkSACPQKBGTVWi1OlLgyVDS5PzknNJPdjfadTCpl8pHVlKYoh+w7UQI2+eNBlFP2nZjRc+8eeuihTBSzuWnJICCT3WIubNGNKNFtfFHqZzJZ3IWWKGQzmeRqii4TVl3CIc8yiZXJJFRTWKUvCwMy+fhviieTfk3PPm6ya8fRWW211Ww4UWQ5P9zIJFUmqwi70BDlRCbKxqaw8iGVyeRZl7Aoh6pOBgOO3qhRo3LJyIRnJgsabDhRprswsRi2qk8gKAOjTBT3jhcfR9QlUSC7dItuUmlomcjOWlvumqYMQl0SKeXjIgU3mo6cV5SbRzkvPPv4449dLLQx8CIDX+enNzKQte/ELLp62aum4dcvrbdi8rMprCwwyZBHza9/RZuTIwiawot5/yyvDNddd91s2WWXtXTOOOOMpjj+A9q4n4Z/L6apbFDlNa+NySSRDZMqK5SmLKTJZBKoCw+QVbK4JRPlWZd3spvNz0KXe5l46RJH85XX7g866KAMckjD4CoTtpnfnjSROurcAQccYNOSHd6ZKMPtPdIDhupEuen4kQl/9c5kgYb1X2SRRbJ3333X+ZfdyIIQG0eUzJkcB1IWNPNljkyWNoXVMgOvWu4I4McpklNNhHIeqsoHyGFRJjqsyspOdgdmothoCgvZKWbYrF/YbnPYTJaF2vZj+ayKg8oWWejj8nfNNdd0ycJll13m8iqThRnqkV/v/Xvgpa675ZKmK8pnyx/GDqHT+qgyNEaWhTREAW/pr7nmmuEr+yyTIPa97CJ171NlHWQOcBWzzo6G3oii0r4rk9EaVhQcmShJbXi/nHAvC480WMfrqEsouInlL3ZsAvJhGWuS2q603qt/3jUMm9dfKp7o3/Ncp/qU2PYemz54h6xBfkTBkpeVLn6KjyijM1kE2KV+yYLUTBZP2XhV2kuYYJU+TOvBUkstlWn/qWWGqyzqzGRBcVNSmq+iMaTSVPmhkZFfn7be//a3v9UguVeZPHXxfvWrX+WGyfNMlSf4rvvZz37WNC5WHmVRa5bHp2IRO84FnyljHcWybIyYl/civ7IxhRxh43DW9qrph2WZ2m+lyKbYb75UHvIw6URaihnG4LLgxmGqdSmvTYG3OsZRftp1jP9T6moevvBLKXuf/1bYpY7JiviDvyhnMlGYdykryG1ZBOyipsoUlQ+tZGVZ+06t563GC7F9nvIejgWqYhA7Vo9tk65QZtzEjj9S+Q/T0edL/vV8NvA7t2VrHHRr028t8bv9odc0WPbi61OyXU8a1hRG4+x+8nAXbvJ7H2Y/+P0jueEQ/oRLn8hEyevC4+aWB1/NNjzsztw4Wx11dzZi7KSm8FffOcGGBT+7nHB/l3jrfu/2Jt4R+c13pmUHDR7ZJSx4Qhqjxr3dlMbmR9xlw+53xoNNcY7/8xMu3JlXj7XvtvvpvdmUDz6yvz1OGd4UHvTX/m4D3wtufM7G/fd/X7FhNv7RUEfrvBuetX7AHRj67qsnPmDfbfjDO7OPPm7G7uuDGmVy1B8fc1Fiy+rzh9xu6V53z0surt7s+otGmmf99Wn1Kr3eeP/L2frfv8PS03qh10GXj+kS97y/N/KrYfQKTPR+2vSZc2t18drO+KhI/nXJ3AwPyDz9vhPFqvWVs9CzAQMGNMlofF9ifgHf2+pEyWvDoC/xXSu5qGG1D6pzTFwkS2PGxLF8g/9U2ZZapopNit4htf9SrPLqTJ16mNg+X+thu/MMWr94JQJEgAj0JgRkpWQ9TnZ0Z2eeeWYm55nYThgTqHjGD5MPUH7oh7DsqHCJTp061Xbk+k52bbt3mFBXBYPsYrH+UOSo8lR2UWVyrksm5y5mUGLJimmbhuxmdDSKbrRD03Rl90Am5mMy2aWQiWlgSwfKep2oA58IiwlsTEYhv+BJlUEYjGDCSl1IH8r0Y489NpMV9jYc+EZnCppQuChWcsaeksi0Q/Q/xJB/WWFo42GyW3Y8ZrKTxk3iQZk0cuRIR0MXImy++eYZPgBlx1h24okn2nxo3lzgyJuyySSfhJz9bvnURRApGLaqT0gHk3ZQOGGiVVYsZqhXcq6zqzNQCLZyqTS0TFBuWLggZqgz2Y2enX/++Tap1PIp4s9PB3VLdhRlslo0kx2IFlOkrwNk0Oi0Iv0Xv/iFTRe8oK5igkh2yWcYLIOXUKEkK12tP+ojJqgxgPN5R5wyJY2sCrWLU8RssqUz//zzuzYiq2stbGVtTHbTZVVkRUhzww03zDDJ609mYVIY/GPy5ve//30mO0JdXrGApMjJLgErr2LbPdKA/MPCAVldnIklCZsO0vdlTV11ThUBYgY9A/5iccCmJ7vJXJaQFvjCz1ek6ySM7KR2YVvdaJ0FLSwYgPwNF1kpDV/m+Ip0fPhgkho0wjrox5HdcXbhCRaf6E9pl13bkQ8xZQceZZWw5R8ftVA2AH9fkYw218p1ms+q9P2+C/0yyknMx3XJji4a2GOPPew7WcVsF3NgQQd+qFeIix/6MHXdLZc0XZQVeIH8D53KEFWexMiykIZYm3H5ld2NTa+Rf8XiiScak2tVZF1dH7i6wAoLCo888kjbF59wwgm2DstOV8d71TqEvMa0JZdQcBPDX8rYBOTDMtYktd/2672+C69h2JgxT0ijU31KbFnFpg++MV5GWfp1IsyP/6z4aPlj/Iw+Q8fc8Me4Dy61vfjp6H2VPkzrAXjBDwvsMLbHBB/GPvALx6F+vvLGkEpT5Qf4Gz58uKWF8S4UKljkK8cn2cWKeQvrNE+4+oofX6nlhwnvq8gTfFcoDvj+k93mlleV+3iHRcS+87GIGeemjnUUS+XL/w7DGDHV+WOKcHEexsSajuzysqQ1fb8s8SKl30qVTbHffCk8FOHUibQUM8Uypk3VNY4K025n/J9aV/MwTi37kP9W2GnbjBmT5fEHP3wH6DwNFkpDRl9yySX2+whlCHkIV0Wm+PKhTFZqXclr36n1vNV4IbbPU979sUC7GMSMg2LbpC0U7y9m/FGFfy8Jd/v4c29nax7cUKDv9PP7sitvfyH7y9AXM1UeiwlyF/b7v3vYKTh/ecWY7AZRnP722qezL4pyF4pPVY7/7OJRLtzh5z2aXXfvS9kVt76QqWIWYZGOuudfed8p8jf78V3ZRf98PhNz6dmpVz6ZrXVwQwG99dH3ZB98OFOpqop0Vbh+TZS+/3fHhGzwtU9l64gSHf4biWJedoRrMtmxlzT4glL7fFFaPzj2rezau17MNjm8objdTRTSM9YD2jiqSActLDQ48bLRGfKGhQdwyC8U235+fnXVk/YZyvA//OM5m28Ng3Cy69zGHT3+nUY4yR8U8HCPP/+29UM42alu/fD3+uRpzh/vwLe61yZ/4Mrv7/fNXCgYW1Z1Kaf9MsRCAizAeGD0m9mRf3jM8X7ryFeV7UwsFTj/7Y+915Y56pTWJeQTv04o0tsdH+XJP5ex4AZjL8hEOQLPzmFDZomFNOuHeWM5Xinbc8893XgFY191ukgc392+ayUXNWxqH4R4KivBc14+9b0vS2PHxLF8V5FtqWUaYtNK7wBsUvsvxSoPy7r0MLF9Pviva54BtOiIABEgAr0NgdoU6Zox3W0qZr3Vy12xkhzC3d+5KWZGXGeOd1BaqdPJMXw8QKkOd/TRR9vwUDSIiW0Naq9YkQ4a+KnivSmA9+B3aNjNgt0E6vx32JmjDiv6QkUPOl9VrIkJaA3qJlrBCyb+sKosdPjYxHsonPOcdoj+4EHzDyxDXrAbGfSwkl6ddmJick292r6WTSb5xPFxDn7E/KTzTsEQkcrqEzpzMQ/taOsNlM5IFwrOVi6VhpYJlAZYxBC61PIJ4+uzpgMFsq84Qj3ScsbiCHWqlOzEjnQx32Mnv4Gpr7xH2pjMhT9+uggGSl5tE/6OSYTHpLKGL1OkIywcFskgPHYth85vp3ltTMsiRVb4NKHUE/P0NlkoX30rGKhj6vCRgnICn7780vfhNbbdQ+GARTLqsOtfla7tyASlF159RTreiSluV1aQxXCQd1p+aDvqUD7wl/PL1avlFQt5vve97zl6iI+PPdRlXx6DkC9zsPAIi6gUc8TDc2iBwo+jPPtXpN3KVZUPsWUHpTl4gtUQtDN1YnrNLVKJUaR3ms+q9P16isVGyCs+lFGP1MGKgNbrvH5KjlDJxDywjYtFKOp6Ui5p3TvttNOUHXdVGRIqT8pkmYs84wZyR/tuyDHfQVkNHDFprK6KrFP67awUFzPuruzkeAVlx16xExdtWV3VOhTbljQd/5rCX8rYpKiMtd/2673Pj39fFLZszOPH9+/r7lNSy6pV+uBVjmmy9RZ1118I5ufDv1d8YD1JzBq6V1AuYVc76KDfh0ttL46Yd1OlD9N6AF7kiJGmMTkWkMI/lAOar6IxpNL04+n4zm/zHuult1iUBD7wC/vIooip8gTliXaKNLAIw3dYSPSFL3zBvoNiz3eKRew4V/mK/f5RLMFX3hjR5yXm3h9T+Ip07O7VOgm5qlZ5NH2/LFP7LfCVIptUruf1pZrHKjxoXP/aibQUM5RZbJuqaxzlp93u+D+1rvq4+vcpZe/zH4Nd1TGZz5+cp2vb9gorrJDhW8h3UNiI2VvrpXikfI+pfGglK4vad2o9TxkvtOrzlHd/LNAOBrHjoJg26ZdReF82/qjCf0gfz9896yGrsNxUlMnhLmgos6HchXvUU3zqrmr7Qv5efnNqdtkt4+3j0y+955Tf4S7kd6dMz75yfGP3OJTU8tlpnSpb1zv0juyF1xrzi403WXaNKLpVqSrm0tU78xXp2P1epGSHsh/u2Zdn8uUr8fFOTMS7NPyd774i3VdsIw4cFNrgDUr2dyRv7039KEMe4Ifd5eoQV/Pw6qTG/CMUz+o36d3G7nPggZ3x8D/mwkZbBQ3s9NawuGLxgrq/yU5y+EFxr3Riywo06lKkYzc8+NhGFjz4ixeQxrbH3GPfHfCbmRuLfnzBo9YPinPUH3VPjHsn6+SO9HbHR0XyT/kPr2pN5dRTT7WvdPyIeRJdQIg5Ld0EgnatDovDIU+xGFpdilxM7YOQhsrKonzqe1+Wap7KxsQpfKfKtipl6mMTo3dI7b9isKxDDxPb54Mf7Y/amWcAHToiQASIQG9EoPlwIek9O+lEsWrJi1LGJYPzOuBkJ7u96tmjeNAzd2XnpzvTT+PibJfwDHP58LVnpSMuzoSJcSLkjZiVtWf5aXjQ0XO9cC6JOpzBFZ4TJh+F9uxihNEz4TU8rvLxY2SXefR53X7cvHucjwgnk3RdeJFds/ad7FKzV/zpOeiitDRiPtn5d8cNzmOBk4rvkquCoYsc3CBvOBM8dDJZZ73yyiMMW5WGrHI0O++8c0jOnl8Jz9jy6UIg8BBFjT2zSL1FQW3PY8czzs3uDieKfCOToQZnLeGMcN/hzG4tZ613aDOi/LL1E+cd+04UzUYmVX2vtu+L2lg7skJ22ttzjmUHmOVPBvgGcghuk002Mb/+9a/tPf7pX/L+AAAu8UlEQVRkEtj64V4W9+BSi0OblUUojpZMcBjZ8WGfJ06c6PxTZYKL2OJGFOvujCycsSofXoUxtK1BHsY62bFnz+TCmV2yw9dGk8UCRiwY2LOf5SMil5QoAwzyL5PV7j1wx7niOPM5z0Geo7/wf6jPrVxV+RBbdrJb0LKw7777Gpxfq04+dsxFF12kjy2vneazKn2fcbEuYc9GlwVg9gx0fSeL7owowmyfKzvT1dtdgSVki5gJNbIb0/n3lFwCr1r30CY74SB3UCfg5OPbyKITe4++VEzj23t9j4d2ZJ0lVvFPlKO27CADMSbzHWQo+kF1VetQbFvSdPxrCn91jk18HnrTfSyWVcuqLK+gqe65557T25ZXsQBlZOekCycLi9wYSMfnqe3FEfNuqvRhGh11He3S/z7Q8aHfV2t4XIvGkH4YvVfscFayLHBrGlNrmKKrPyaJ7Z9T5cldd91lx4goG1GkN7EiFr6MjgPBvyyEaHqPh9hxbtWxTtEYsQsjCR5yvJI9nx5jMoxfRLFuz6pH+ej3bB651H4LNFJkk9YVtPWib74qPOTlpZNppbSpusZRmsc6xv9V66ryoNeUstc4sdhVHZNpOriiLsGh/8c4wHe77767PSsdfqkyxafTSlYWte/Uep4yXvD5i71vB4OUvhv8lLX/WH7DcO3w79MaI2ejw+E89AXnbT4jfOeNl7TnjeO9hsNZ5/tuO3P8gHdLLTK3+fb2y+PWPDh2khF9sJxzPYv5/i4rWT/9m+8zs5u9t26M099850Pz2uRp9tV/n5xkr1/bdCmznJyL7jucO77oAnNaL+XBfz/PXLOZsw5du+l8dtCZe87GlCrOZ4d7VM4rB19zzD6rnEne/K3gn98tCm6fvL0HvZ03WrKLP2jCrbHC/GZ+yRvyLgp9M5sc8u1jNO/cjbkL5GNxOZMd7lU5Dx5uVgk7/zyN+TmBzJ6nDv975bx3seCOW/OAnCPuO5yHrg7ni8N9YZWF5Lz6RvkpTq3KSmnUcX34mQYW3/jS0g57pbvVuovZ23EetqOef8f67SBn2aP+qFtTsPz53qvqY+3XdsdHreRfyLAsvrJeOn90ww032GfZPGDnpPGAOS2V16KMtu/xp+NVf6xYRS7G9kEuYblJyaeOPcrGxCl8p8q2dso0Vu+Q2n/FYFmHHia2z/f54T0RIAJEoD8i0BhJdVPOIMAxuBfzxwYTabJK38iOb5s6FGz4ELv77rvthAw+jFSproIfk8k6AedPrCn7UMyst956Rs5Id+H0XdEVkzyqCNQwmJTDxAg+zsOJCCgvZbe7kZVuRlakWYWh7N6xUX2FsdISk8VOma1+7VxlB7aNLuZeDDDznaw0tI/+xJmck2LE9Lm5//77rdL5G9/4hpHV+03KWZ9Gnfc6IBNz+E1kUzFsihw8yA5tIyvdDAY1mAidNGmSU6bllUcQ3T5WoSEmefJImdTyySXieUJ5FDrZdW69oKyGUlF26IZBan3WPAHbsCyREBRLcFrvtD2suOKKxh+M20Dyh7Zdp8trY+3KCrGC0UUuKM6yQ64L+7rwBnWpLpdX9qpsVUUe0tLyiZUJsfzhQ0vMMho5jsLIDmkjO9sM5Eeeg4Ia5a7KiLwwRX6yc8ZAxkOuHnfccUYsG1h5JWc8GjE32CWamKcyYrLMQCEL+SxHDBhZeW2gVMGEvez87RIH8kF2NXfxj/GoIh9iy07bSt7iktR20kk+gVMV+j6+kAVift8q0bG4DB/1cGJJxl7F1FyTIgqeqHdQpMHJkRJNi+e03ne3XJJdV5Yf/KlMcB413qD+Dx482MpV1N+tt97aYIIEchZjFNl1YFNrV9a1w7LsxLTRsaANMrOVq1KHYttSXtqp/NU5Nsnjp6f9UrCsUlZl+ZPzGd3rogVPLoB3k8ezLijDGEgsWhjQjm0vHumm23b6MNR9X4kOwtpXQ3GMRWhos74rGkP6YfQeCxYx2SlHmRg56sUu5IMiV3aGuMlQDRteZReS80L/3GrxTxV5orJ45ZVXtgsuXYIzbrR/w5gc3066cE7D5ZVx3jhX00kd6+SNETXtqldV3iI+viHl6CIjR7O0XCiqeYjtt5S/WNkU881XlQflRa+dTCulTdU5jkLe6hj/K8apdVWx9a+xZa9xYrGrMibTNHBFe8Z8C5xYZLDXvL8qMsWn00pWFrVvLYPYtpY6XvB5bHXfLgZ5MlL7GP97MKZNtuI17327/CvN9z/42EChDbfKMvOpd+71hdcai66WXHhup/jNCyg7yq334gvP5ZTGfrg1V5j5zf7i61MNlMxvvdvgYe2VZr7TOFBKr7bsfOZ+USZPkPChg2J8rjma9yHNPedsZvnF5zFPvfieEbPoNsr4Vxt8iTl2I6bfQzLu+fW3G7w4D7kZuGJXvvBeMVll6QZ2shvfRltV+PUXJagyf43lZy5ueWJ8YwHDZ5ecxyrebUT52+bzi5mr73zRTH5vunnsuXfMeisvaPOO94fuvJL5403P23y9OmmaGbDgnO7dtuvNnHtSvlqVlabZ7nXa9E/MK5Ma8y3n3fCcwS/PvT65gS0WCIB/uLW8+qBxPiOLIzrlVA5VHR+1kn8+3xhv6ry1ymQom+FUsa7h1R/z5urk2CB7q3HxUEUuxvZBmi6uKfmMGRPH8l1FtrVTprF6B00jtv+KwbJdPUxsn+/zwnsiQASIQH9FoFsV6XLemMEHD3YaYvUXJoLl/E878SLnTJtBgwbZSWKs5BZTLlYZDmWO7uzABDYmzuDyPirgL2ZjcbFKFntT8S9UroMMdlr4O1HlrHaDHRhQ6HSHQ971gwlKllChh2dMBoq5HscOVoSLyXmroMLqPOxuw0/M9xgx6+bC1X2DgYl+YEPppa5ODDHIwMBQFbgoe+wyzdvxoumH1zpoKM0q5aNxU655dTMlfmpYKOvh0BbDOgd/OZrATiLr4hZMbMOlKgJtpJr+OiErsFCnyJW9K4pTxT8s+07XOezChyL9lltusfJ5p512ymUbH4iYzNSFTrmBSjyBn5jttrvKMdCHAh1pYoe6rjwOo6O9YzHWySefbCZPnmzkvHqD3c2Qx9oPhHFSn+uUD2HZ4YNETJxbltptK53kEwzWRR/KLjkOwi5SQ32BhY2hQ4daDORsNnvVP/QhWFyH8hSzvE7xru97Si75ZaWyTnmq84qJDCigRo4caa3aQJGuiw4wiYBV7XCdkHWx+cBiQri8fiGkUVcdAt2wLYVp6XMKf3WOTTT9vnDNw7LOslIM3nrrLb2NLj8XIbjx5TvkKFxsewlIucd2+zBHaMZNHq5hmNhn5BdyEkq5iy++2GAxmRzxYBfayBFDdgFxES3kSx3651aK9CryRBdGFH2XQc6ri/1eCvHr9FhH+Yu9wpIZsIUyCwtMQ36L6KT2W6CTIptivvmq8JCXn+5MC+nnYVznOCovj+pXNsYP39VZV1PKXnnNu+Zhh3ApY7KQLsbdWHAFVzYGqCJTwrSqPKfW85TxQio/ncAgr0xj2mQq7whfF/+T3ps5X/YZUT6XOVV2607vorBQAMNhp3iey+zJJo03s4j+e/L7jfDwKYozY2O27HLPo5jvp7u5Z5Md9HBvT2lsMsA9FN15Dkr79UVxHes0r4st1JjrFPPuNip2p6v74MNPjJyLbh9XFKW5un//t2HlbaM1mi3Hbbj6wnZxARY53PXY62YB2a2OnftYLHDwjiuaK2+fYN6d+pG8e8OsJPTEnLwluY2nSI8tK+Wl3St4mDH0szvzl1p05g5zn/aqMxZrTJG8afnMNcNygB/Ol+EJRe6TKLzvxPioKDHMKaBPhCJbx2P6nepvbIESHfIO4eTYQksOSnQsdISid+ONN3ZJ1CUX8+SVSyTxJmZMHMt3FdnWiTIN8Untv2IgbFcPE9vnx/DCMESACBCBvo7AzJFXN+QEijiYH5ezpawiHRMQ6PC32WYbu1tjxx13tO+wE12VsDBrpru+oLjGJDbMTOtu55Bt7XjkvMPwVdKzdpIwTwN3xx13OCX6KaecYn70ox+5QQp2Tsg5YEn0qwTGZBQwA2+nn366/QCOoYNJd/ywYxMTcVBQXXDBBVZBhh2CnXBQ1qtpZt1ZUjeGBx10kFWiYwIVu2WxmhGDYexQL9o5G+a1DhpKs2r5aPzYq9ZN7IDSndBoW3BoG3U7bUu4PvbYYy3J6yp55bNlhA4E6E5Z0QH2o0l2R53DrnQcwYHdbEWLbzChjPYNiyJqbSQ6E15AfBxBRulOdPQDRYp0L5r96IMiHdYRUO9aKQv8uGX3dcqHMB3IKvRt4LfdttJJPsF3XfRhul0X01111VXWBC4U5qg//oc70kQfBUsqqONQHvkTHXjfU3IJ/GABHSaQdeU/+OmEO+CAA6wiHYsP5AxyZxLfN+teVdbV0Wfobtei8ZiPSV11yKfZ6j6Wv7rHJq346u3vO1FWWBSlDnW2HafjfH8MBHox7aUo3br6sCL67frDDCesUGHhGMa7uvAYu9KxU73IIV/qYL1liy220MfcaxV5ov1tkRzw+zeV27mJe54aR8sY8qrK949HstZbfG9UsXKj+Y8dT1eRTa2++VJ5KAOuO9PK46POcVQe/Sp+dY3Lq5R9Kr8pY7KQNhauQxGDxetFbR9xqsiUMK0qz6n1PHa8UIWX7sSgVZvsSf5hZhxr0qEEVTPrRfwsMcMked6ObT/OkjPMdGMnuJp4999Penem4hzpgy7MwCPsKzN2KfvhcT9phnJezaKH78Nn5EeV3IvM31ByLz1DuYsd8H8/eaZiMoyb8vzRDA3/9I8aCwjnnqOxeGC0mMt/+c0PbJ5+dvEo8/gMM+bYgQ/T70NEGf7E+HdsvvfYYpmmJOeUHfabDxxgbhnxqijL3zQDFmgsfFtfTLeD903XWtS+g3n3Ca83FPNYGLDsgJlWqGLLCgnDtDwcFPddHCqHuFbKbGAMRT92pn//q581B8ww89+F3gwPmLJHPj8U6wBqMcAPqwsy4ddAtvG2Dl47MT7yeffvp09v1HV8VyNP6B91wxes6GC+9M4777SWShEP4bDjGcpzWCuFwyY3NfuO507KRdCv6lqNiWP5riKbO1GmOuZVvUNq/xWDY7t6mNg+X3mpY55BafFKBIgAEehtCDTbJqqBOxWa2iGEJNVMO0yV6rkt2223nQ2mux1xNnpo1l3pYAciHMwAhw5pQpEDF5oODMPqM5S9oRIciiA971lNWasZP5iUPOGEE5wSHXTKzg7WdPKurbDKi6NnguMDO9VhJRpw1TPEyybfUmn74TFheuKJJ1qvjTbayO4yxUMVDIswwq6W4cOH2zSwsAG7oVXRElseddCwDHh/7ZSPR8bdwjqDP8DHC+xAglthhRXsLnHcq/Iayk7dIQB/OFVKNp7S/zVP2EGqC1zKqKjiE7zANLPvoHjC0Q7d4eqWFXXxXFSnq9LX8qkiE2LShMUBWAyBg+nSPIfJfDi0PbT9sM5qHMgcrP6F0w8+fafXKVMa5vDwrB8r+q7oqia8IAN0cUlR2Fj/TsiHMG1tK1ioEDo99iT0D587zWed9LHi+lvf+pbNAhTpusNa/TRv6EN+/vOf20f0t7BQEzqt9z0hl7AYAM5XDob81fGMCQ0sLnn77bfNMcccYxenYTEhrDf4roqs0z4jtCKBHQk4XiHGrbjiijYYdjBrG/TjYWceXJ11yKff6j6Wvypjk1ZpV31fpX+oEqeIvyplFZO+v+hE208RD74/+rWwP7nppptsEH8MBI/Y9uLT1/sqfZjG7c4rdn4eccQR5tJLL7XJYnGjHq+Txwcm5fTb6oorrrBneeeFg7UrWK2CS5UnGh6yJPyeAj0sBIJDufu7oqyn/MWOc1Xmd2qso/x08qp5iO232pFNRd98qTzE4NGdaYX81DGOCmm2+6wYt1NX2yn7WP5jx2RF9LSPxbxN6KCk0XG+yoi65m7CtPKetQxi25rmpdV4BmnF9HkhT92NQVGbDPnyn8vyVQf/UGYutmBDUXvrQ6/5Sdt77HxWhfQyM84uf1t2kP9XzgIP3YQZpt+XnxEOce8bNdPyjYb/x7CJ9hbmu3E2NkyzLyFm4OH+/d+GVSX7MOMP5tLHTphhBn2prkfRIZ07H23s+NZ4Dz092ZmsX3YGP3r2OhTGI57qyr/GTbmqcv6lNxsm59f9XGM3O3Zof/mn95r/Oe5+g7PDF55xdvnQR98w63//TnPWXxvHQn5nxxVyd8dv8/nG0TvI93X3vWxZ2mTNxs71LdZZ1D4PE1P3tz/UyLdv1h0vY8sKYReZfw5czHPe+eV4BoZqDt9XZuMdFirgp24W0bQvM0ORf1dQFhomvC65SKPM75bFAr4D3X8Ob+zW9/1xX4XXkIa2m6rjo5Be2TOUxzhGCN9euplJrZTCEikWVmLzGuZqMB5DOChs0Ydi/hzxcYya71Lkoh+vu+6LxsQpfGsZxfZPGr5KmcbqHVL7r1i829XDKK6t+nzwU8c8Q2y+GI4IEAEi0N0I1K5IV6GJj0d01PrTjG277bZ25RuUfdi1DIfVs3rFpDE+elSJoALfBpC//fff395CCY9dGeowCQQTZRgUgAd/x5aGybtiBy8GFfrBCr5gThYOq9R0xzZW9MFhglnN8eIj8aijjuqiLLQBI/4UK3SqutNXJ56Lou+zzz72FZQQOjmlYTGZBpP5uggAfB577LHO9DnCIX96lrqmD3+cXY/OERN0VRxowkw/doVixSMm4/FBhl2FquCugqHyGNYnfPzrmZT33XefY3nUqFG2TJxHyU0dNELyKeUTxs17xg4inCWsJv2xEAJlD4f6rk53HWFnAHYQw+Ee5e8fR6DhU64wq4xBNur7IYccYnwTraAzfvx4M2TIEEcSbRyrFuFwZjUm5uGgVMe7okU2NlCNf3XLirpY0zqd0u7L0q67zuWl9ctf/tJaA9GyDMNgwmaPPfaw3qifsDwCOQT5j3oDBTqUHDBVjXvId+zGxvnXfn2AyVpdFY1jKrReh+npM5TuaCOw0AEHU/TYIVOH64R8CPmCGUa466+/3loKwT0ww27D0047DY8tXaf5rJu+yi0oXHDmN1zYX//whz+0Mg99CUyb5rmelEu6GM1XDubx2K4fFoXo0TZ/+MMfLDko0X3z8vCsIuu0bcFCEBY9wcHc31ZbbeUmYKxnyR8WQcJ8IBSdhx56qFskg3EGFriprKu7DpWw1PQqlr8qY5OmhGp8UMzCMU9ZEhqnjj6lSlnFpK9tZb755jM6QVSWJ30HE9r+GAgWlXS8obJEw8a2Fw3vX1P7MD9up++BwbXXXtu0oMA314kyK3MY32M8DqUWJlUvv/xyN47DIp0LL7zQrL766uboo4+2ZFLlCfpdXRyBBQnKG4jdeOON5o9//KOl+5Of/MRew7/YcW4nxjrtfvuEeWn1nNpvpcim2G++VB7y8tSdaeWl7/vVMY7y6dVxX0ddTSn7dnhWOVo2Jiuir9hjUSTGseowzofVhrPOOst6pcoUpdPONbWex44XwFNMnxfy3mkMYttkyJf/rPnKG3/Uxf92X1jcJvmgKMcvlPO3P/o4s2a3/yVK7R1/fr+57D/j7fst1xlgdx3j4eTLx5jnJjYs7k186wNzzEWjzI7H3y+7rT8xW8sZ32ra/Bf/O9ruvEYc0L34X+PMrSMbCvv9vrycOxv8q5s2rE1i5/aZf3nK0kGc51+ZYn7yx4aFyfnEXPruwe5thPlEdoX/+PzHzLV3v2TjvfjGVHPCZY1NAzBDv8MGjfxtNnBRp9AedPmT5tmXZ1oMhJnx4WPeMuf+/dkmBTHol7kV5Bx2uDFy3jlobC5p7L/d8nZxAPwHLDCnOeabq5jbf7O52WnDJaTfn8VaAFh+8c+YE761mvnx11dGsC5uy3UHOGyelN3tcJuu2VCgb7H2AEtjyrSPzbgZ5777Zt0RNrasEFbz8I8HJtqd8yinmx981Xz37Ift7nmE8R342fyIu8zGPxratCBhl42XtMGGPznJnH/jc850OzzfkHPnh9w2wWKstHbYYAl7+9Azk82lt4y34bFoA+WN3fh5LpXXPBrtjo/yaBb5YQ5dF5bpvPI555xjj2BEHMzX7brrrnbRJMaU2CyGeRTMO8CSJzYohZsRUuRiEV91+8eMiVP4TpVt7ZRprN4htf+KxbhdPUxsnw9+UucZ8J2Ib7H11lsvekF/bL4ZjggQASJQOwIyAVqrE5PnWDNof9KZZ7L7IJMOrykN6cRdGOnEm96JgHfvxGxe0zs8iHIwk/NcXBjZsZiJSdhMJuesn0woZVdeeWWXeKGHKPEdDeVXFMmODvxkVZ6LJmfHZKANf1GwZ6JgzxBe4+IqO0RceKUvq9acX3gjk9eZmIBzfCO/Ph6yC8++k0kvF1UmwjIxle7SRRyZWM9kMYLlC3yIcsqGl49iR1vOV8323HPPDGWieZABlaMrO/itv+zwcX5FN+PGjXPpAxP52HfPiod0npnshG4ikYohIpfVJ1HcuXTlgz1D3VE8wUdMXlJp5JWJn8mU8vHjhfeajuIJjIGpPouSMROFdlM0GXS592gjYvbIPssKU3sFDd9pGn79Kqq3V199dSYLIiwd1H/UJ9Q72a1s/WVRg086E8Wr40VWi2YyMMpklaz1k0G6vcoEZlOcvAekizzLitkur4t41YBVZEUZTc2TnBmuSbirTJpZPg877DDnV3RTpd0rLVFQ23Rkl656ZXXVOTGLa2mLItvR9m9EuWvfax2UBU/+6+yll17KNtlkk6YwotTO5MPO+eFeFlRkYpHE+ckEv22rolzJcA/6qCuyS83R92WOmCDLUKe0fis/svMuk50kuXEgF0T52OWHPJW5OuVDXtnJIoJMzrp2WECeo0/TOo9r2G7z+O00n3XSB//ykeTyjP7bdzIZ6N4h/6KgafrJ4iAXvKfkkrYFyNnQFcmQMlkW0vCfZdFgEx5hv4qwVWQd2pe2HbQlHVdBzmPchncxMloWfDg6GIfJIoNMlOvWD21VXZ11KK8taTrhNYa/1LFJURnn9akhP/pcFLZszKNxw2vdfUpqWbVKH/yiX0Gd2nzzzUP2c58VH+0TIMP9MRDkfTgGAqGY9pKboHim9GGgUVQP8G7kyJGuXcgiV3hZp/nyx136Dtc8mjLBaWlhTCuTWHa8r7iIctqPXngvC3GaxscoC22nKgf2228/G7+KPJEFOW6MiLISK1FN5QWZD7q+Uyw0/Vbj3NSxTh6Wfvq4r/rtI4t2Q1JdnovST+m3UmRTyjdfCg9dMiYenUqrCDPwUNSm6hpHlaWdOv5Prat5GKeUPeKX8V+EnaZbNibTMHlXMQucifLVyTqM4zGW0O9FWchto1WRKSofUmRlyGNqPY8ZLyCNVn1eHu91YxCOg1LaZIiTPpeNP6rwr3T962uTP8g2POzObI2DbrW/db53e/b5Q253z2f/7WkX/LfXPu38Ef6LP5wZb+B3bsumTvvYhr3slvFN4UTpmq0rdDWNrxx/f/bulOmOLu63Pvoe9x60NvvxXe55rYNvy66+c4ILjxs8Kz29Ip7e4+rzjjh/Gfqie7/mwbdm2x5zT7bboGHZhl4+pk6bOT4QhbENP+S25u9r0IJ7cOxbjh5oq/tItOqyK10f3RX+ipHzLLg54NcjHO1NDx+ayYIB53Y/ebh7t9VRdzt//ya2rG4d+aqjBcz8clIsz/rrzDrg4+7jgnxtf+y9jtYXvn9HtutJw7IdxA9Yg9ZvrnnKsfjym1Mz1AtNY30Jr2mvd+jMujJteqNOIWIqry6x4Kad8VGR/AuScI86xy6LJp0fbkSBa+eLmjzlQTZChV5dnmPlYpU+KE9W+gzkvY8dE8fyXUW2pZapYqPjXVzL9A7AILX/ysPKx1LvtY6AB1/vgPet9DCxfT5opc4zXHPNNW4s4etUQIuOCBABItDbEMAOh1rdK6+80qRMwWSP7KJtSkN2LDpBiUG778477zz3rkjJIaaBMznDsUnpDYUulKkPPPCAT67wXjs0KLrl/FWnhEanIjslM9lJ3SUu+MakvnaCmDSWHdxO2StmE10c2S1uw8kuD+eXdyM7QZoU0b5SQXbjWRrg1XcY9MhO3y6KJExCyTnzmewEtcFl92gmJpmb6IN34CS7uH2SVsmOd+hcWzmkD4wUB1yh2Fp//fUtHTH/nMmOtFwyKRiCQFl9kl0vll+fD2AmZpKtQm6VVVbJ5cH3TKVRVCY+zdjy8eOE9zoYkp22max8dFijnosFBTvhG8YBVlBw6wQGJjP32muvTMwPWzygLPFdXl7K6u3QoUPtIg6dwFXcMRA89dRTfdL2XnYkOoUMwmJyRVbAZlAC43nw4MFd4oQect69DYsJ9NCV8aphU2VFGU2UBfjG5EXoVAkdO6ldpd0jTf14kHNSm1ioo87Jrj+bPzEh3URbH/ChoYs1xOJABmxDB4UBJhyhENaFR8AM8kHMd2f+5PNFF12UaR1EGPxQd7fccstMzsZuIp0ncxAedRo0jjvuuAwKWN8VxdG0cD3++OP9KF3u65QPRWUH5T8Wmmi7gvIRi57QnrGgIGy3XZgUj07zWSd98H/uuefa8kYZnH/++U1ZQrnpwji/rPRedqs3he8JuYT6qfxof6tMFcmQMlmmcfOu6Md13IFFF75Szg+fKusQ909/+pNtm5oXyHIoIsXSjs0f+vIYB3k2YMAAhwnoybEudsGMxq+zDhW1JU0rvMbwlzI2KSpjlWfhmC3kB89FYcvGPHl01K/OPiW1rMBDWfpilcQuhkO9CPsu5T+8og9BeCy68id2IBPRR8jOhTCKfY5tL7mRxTOlDyuqB6Atu4Es/+gHZbePS66o3DVAHk2MafEtoe0UV/QT6KuR31gHnrAQUBczKj05ssrKZJ9WFXmCRT4Yu+oYFPTxrXDkkUfmfhNUGeemjHXysAyxQl8LPmO+fbDQQvMm1nNCUl2ey9JP6bdiZRPKL/abD8ym8BBmrlNplWFW1KbAWx3jqLK0q4z/U+pqiK8+x5Y9wpfxX4Yd4paNyfC+zEEWy+6/LmN+sXCRyW5HFzVVplSRlS4x7ya1nseMF0C+rM8r4r1ODMJxUGqb9CByt63GH6n8O8LBzQuvTcn2PePBbC1PEQ1F6ClDnuyiEJbdw9lGnuIditCvizL6nsffaKIKpef2P5upWEW4TUQhPOjyMaJM7qpknvzeh9kxFz6erXfoHU65Cn52/cUD2bAxzRsVkJAqdKGMvfzW8dkGP5gZD35/+ve4Jn70AXxCka/KXVXkQiF9tqcwRnhV7vtKcqWj1++e9ZDlF2ne/OAr6t32VfMH/uSc9SZ6F970nMPojKvHNr3zH2LLCvhBke1jcdOwidkJlz5h/WSnviP78DOTMyy2WPu7t2X3P9H8nf+OLIj4xWWjm2iBJhTkBw0emT0xrnmeQsz2W2W7lgUWcPzw3EeyZ8Qffij/6XIQve9SePXjhfep46MiGRLSDZ+xoEbnX+SItEwsnYZBKj3HyMUqfVCrfOa9TxkTx/ANQKrItpQyraJ3AF8p/VceVqAROowrdPxfRQ8T2+cj3ZR5BtRd6DIwfz1s2LCQbT4TASJABHoVArOAGxGmtTuYmJQBuTUxk3cmHkybyIRV01njyoR8fFpzwKJ8Ua/cK1iHmRrp/KxZQpi0iXWyysuaGsY5Jzj3GaZIcXYzzJTC1E2Rg/kb2R1pTeHgHHaZ1LMmccAz4voOfEmHYM849f3De6QNHmCqXBSG7uwt+Siy5rlDun58mdixZllhSlt2qzhz534YmIvHmV+44iwcmfD2X9t75Asmu2FuudMuBUPlpaw+TZ482ZqSx3nKyj/qlwwkjXTGSqL0Gksjpkz8hGLKxw+v9zCziWMEZCWqkV1C9ize119/3dZzmUDVYLlX1DvUpzXWWMPWPwQCHqirqI/qivLSqt6KQtWdh4vzNxVzpetf0UZhrlsUY/bsJbyDqW+kgXotk5J+8Nx7mB6Fue689t2KVyWYIiuKaIIGeEFeULd8hzoN8/uQWaIQ9V8V3ldp95CZKmuKsKta52LLBXIE+Ud9KnPIH86PQjmLArAwvChtDMw5Qf7B5K9fR8vod+e7OuRDq7JDvQNeokBychwm11DOsebqO81nHfRRbjirF6bUUOYTJ07sYkquStl2p1yCLEB/I7uSzEknnWQGDRrUxHKRDCmTZU0EvAekJYvCrEwXhZQzleoFabpNkXWIiPAYH6BN69hH5VmsjFYGIHtQnhhnqIlQfafXOupQq7akaYXXVvyljE3yyrioTw35wHOrsGVjnjx68Ku7T4ktK+WnKH2ZEDFircQGw/E7kHGtHPoZ2dVp+1uElQWB9hgQjI3Cow18WqntxY8b3sf0YXn1QOmgr0Y/6cvvVuWOuEU0IW/wQ7vEeD9vTKRpt7qiLYA/jOHKvrVS5QnSxXgT4z70+6Bf5NoZ54JmzFinCEvlCW0+5dsHfTJcq3G40m+Vfmy/lSKbYr75lD9cY3nw4+h9J9IqwyyvTSkvuCJuO+OoorTRDtoZ/8fUVT8f/n1K2RfxD3pl2NUxJoO8xHcr5BLGLOF3kuYpVqa0Iys1Lf+aWs9bjRdAu6jPa8V7HRgUjYNS26SPkd63Gn/E8q/0iq4wzf68nJWNc8tXEPPjuBY5mHR/U0x2LyFnXes563lhcSb5uFffFzPnc7mz0PPCqZ80bQPz7O/LOeMryZnoc82Rz4Mot83JV8g84bxzmAd+v6U1Qw5T8PPOPZtZfobJdaWZd5Ud1EYWEMiY25jFFprLLCpm2EM3bfon5kP5zT9P8xyDHw7niMuudmeOfrO1FjU4xxw8LCvnhmNa5ZVJ08zo8e+YR599W0y6rx6FA9KA+XaYjFdT+X66wFVUzLnv/HC4jykr0Bon+M0+2ywOP6Q9RdKZ9zOzmVm9+aEPPvzYJjH3nPnzDsD01UkfmNelfgC7ZRadu7QuvTvlIzPh9alm5WXmNXPOqHMoHySZl0YKryEW4XPs+KiVDAnp+s84pkcWQlsvjLPwLAsX7RwLvs0wtoeslkXhdm4OR+/FulZyMbUPapXPsvcpY+JWfGv+q8i2mDKtqndQvmL6rzKslI5ewTP6EHxPhA5jBcwJln0bIE5Knx87zwCaKAP/uynkj89EgAgQgd6AQMcU6b0hc2U8hB1aWVi+IwLdjUA4wdjd6TM9IkAEiECnEMDZXzgfXY5IMbIDulPJdJSuTlRgQZ3sSu9YWmIazcjRLZY+zh3F2WF0RKAvIYCzsc8++2x7TqPsjOwo62wvHYW3VuIc59YKJ4kRgcoI9IcxWeXMMyIRiEAgVKRHROlYECj+T79qrLnz0TdapnH9yRub1Zadr2U4BuhfCAwZMsSI1SK7qa0sZwcccIARM9plQfiuBgSod6gBRJIgAkSACPQiBIqXPPYiJskKESACRIAIEAEi0PcRGDNmjFWiIyewttFXnRyvYn73u9+Z0aNHW0V6zC7bKnmVo2dsNNCnEr0KgozTkwhgZ4GYe7QsyJEBHWeF7aXjEDMBIkAE+hEC/WVM1o+KpF9nZc2Db+vT+Xv7/emmL+Vht5OG9Wm8+wrzo//UWPDcW/jdd9997WL1v/3tb9bqGHYEqwVWOTLOWjXCN+U+++zTW1gmH0SACBABIkAE+gwCVKT3maIio0SACBABIkAE+jYCWJUNt9BCC5lddtmlz2YG5ssxUXHZZZcZ7ILthCIdptyuv/56ixFM4dMRgb6GAEx8wyw7TJF3esKO7aWv1Q7ySwSIQE8j0F/GZD2NI9MnAkSACPQmBGCa+8ADD+xNLJEXIkAEiAARIAL9AoFPrWl3nP8xYsQIe174wIED+0VhMhP9BwGYCn7ttdfMBhtsYLBylI4IEAEi0B8QwJlmOJtt5ZVXNsstt1yfzxKUd508ywtn2M0666zmi1/8oj1vuc8Dxgx86hDAmXc4Nxf1uNOO7aXTCNdHn+Pc+rAkJSJQFYH+NiarigPjEYEyBN6VM9RHj3/XLChncK++POdlyrDiOyJABJoRoN6hGQ8+EQEiQAT6OgKfWkV6Xy848k8EiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAKdQaDz20M6wzepEgEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABHoCAJUpHcEVhIlAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBCBvooAFel9teTINxEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACHQEASrSOwIriRIBIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiEBfRYCK9L5acuSbCBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEOoIAFekdgZVEiQARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEoK8iQEV6Xy058k0EiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAIdQYCK9I7ASqJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASLQVxGgIr2vlhz5JgJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQgY4gQEV6R2AlUSJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAEeirCFCR3ldLjnwTASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIhARxCgIr0jsJIoESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAI9FUEqEjvqyVHvokAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRKAjCFCR3hFYSZQIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQAT6KgJUpPfVkiPfRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEi0BEEqEjvCKwkSgSIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAn0VASrS+2rJkW8iQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABHoCAJUpHcEVhIlAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBCBvooAFel9teTINxEgAkSACBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACHQEASrSOwIriRIBIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiEBfRYCK9L5acuSbCBABIkAEiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEOoIAFekdgZVEiQARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEoK8iQEV6Xy058k0EiAARIAJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAIdQYCK9I7ASqJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASLQVxGgIr2vlhz5JgJEgAgQASJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQgY4gQEV6R2AlUSJABIgAESACRIAIEAEiQASIABEgAkSACBABIkAEiAARIAJEgAgQASJABIgAEeirCPw/+Hr7I8ulg0QAAAAASUVORK5CYII=" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr><tr><td class="tr-caption" style="text-align: center;"></td></tr></tbody></table><h3 style="text-align: left;"><span data-offset-key="9egbs-0-0"><span data-text="true"> </span></span></h3></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="9egbs-0-0"><h3 style="text-align: left;"><span data-offset-key="9egbs-0-0"><span data-text="true"> Remember</span></span></h3></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="9egbs-0-0"><span data-offset-key="9egbs-0-0"><span data-text="true"><br /></span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="9egbs-0-0"><span data-offset-key="9egbs-0-0"><span data-text="true">Still 1.5 days of filing to go. Lots can happen.</span></span></div><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="9egbs-0-0"><span data-offset-key="9egbs-0-0"><span data-text="true"><br /></span></span></div></div><span data-offset-key="a1ivf-0-0"><span data-text="true"> </span></span></div></div></div><p></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-32514009616809359642023-12-03T19:49:00.004-05:002023-12-04T09:32:51.682-05:00Candidate Filing and the Illusion of Choice<p>by Christopher Cooper<br /><br />If you want to understand how you will be governed in 2025, the time to pay attention is now.</p><p><a href="https://www.ncsbe.gov/candidates/filing-candidacy">Candidate filing</a> for the 2024 election in North Carolina kicks off today (Monday, December 4). From now until the end of filing on Friday, December 15th at noon, North Carolinians who want to run for elected office can fill out some forms, pay one percent of the salary for that office, and become a candidate. Of course, few of them do this quietly--there's usually an announcement, a web site, a social media blast, and a press release that accompanies the official application.</p><p>Although it might be tempting to discount these announcements as "just politics," this is the time where the lion's share of outcomes for the 2024 election are being determined.</p><span></span><span><a name='more'></a></span><p>In the three-course meal that is the American electoral process, the menu is being set.</p><p>There are preciously few competitive seats left in American politics and North Carolina is no exception. <a href="https://www.newsobserver.com/news/politics-government/article281006798.html">Just one</a> of North Carolina's fourteen congressional districts is expected to be competitive in November. Save a massive upset, come January, 2025, three of North Carolina's congressional seats will be held by Democrats and ten by Republicans, with the partisanship of just one seat in question. </p><p>The North Carolina General Assembly isn't much different. Using even the most generous definition of <a href="https://www.johnlocke.org/what-are-the-partisan-leanings-of-north-carolinas-proposed-legislative-maps/">competitiveness</a>, one party is virtually guaranteed victory in more than three-quarters of the state's 170 legislative seats.</p><p>For the vast majority of seats, then, the race to get on the ballot is arguably more important than the general election vote tallies, which are all but a foregone conclusion. It is in this invisible primary season that occurs behind the scenes before a single vote is cast when your choices are being made.</p><p>Consider a couple of examples from last week.</p><p>Erin Pare, a Republican who represents House district 27 in the North Carolina General Assembly announced that she was abandoning her run for District 13 in the United States House of Representatives and will instead <a href="https://www.wunc.org/politics/2023-11-28/nc-house-legislator-erin-pare-ends-bid-congress-another-launches-campaign">run for re-election</a> to the General Assembly. This changes the lay of the land--and the options for voters--for a federal and a state office simultaneously.</p><p></p><p>Democrat Caleb Rudow made the opposite decision--<a href="https://www.bpr.org/bpr-news/2023-11-28/state-rep-caleb-rudow-enters-race-to-challenge-rep-chuck-edwards">announcing</a> that he was going to run for North Carolina's 11th congressional district, instead of running for re-election for his seat in the 116th district in the North Carolina General Assembly. His move created an opening for Democrat Brian Turner to declare his <a href="https://www.citizen-times.com/story/news/local/2023/11/30/ex-dem-nc-house-rep-runs-again-for-new-asheville-biltmore-district/71733885007/">candidacy for NC-116</a>. Turner will almost certainly win this seat; in 2020 Donald Trump won just 20 percent of the votes in this newly redrawn 116th. </p><p>Casting our gaze back a few years, residents of Western North Carolina probably don't need (or want) to be reminded that the ignominious rise of Madison Cawthorn was made possible during this invisible primary season. When incumbent Mark Meadows announced his retirement from Congress just two days before the end of the filing period, there was a mad dash to declare candidacy for the 11th congressional district. The field was crowded and after a couple of primaries, Cawthorn won. His General Election victory was later secured not because he ran a terrific campaign, or had a lengthy resume of political accomplishments, but because the district leaned heavily towards the Republican Party. He won because he was on the ballot.</p><p>Apart from a few rumors of questionable validity, I don't know what will happen in the next two weeks. But I do know that if you want to understand where and and when your decisions as a voter and a citizen are determined, you should pay attention now. If you want to until the ballot is printed in November, in all but a few cases, it will be too late.</p><p>---</p><p>Dr. Chris Cooper is Madison Distinguished Professor of Political Science and Public Affairs and Director of the Haire Institute for Public Policy at Western Carolina University. He tweets, threads, and blue skies, at @chriscooperwcu. </p><p>*A similar version of this piece appeared in the Asheville Citizen Times with the title "<a href="https://www.citizen-times.com/story/opinion/2023/12/03/2024-candidate-filing-time-in-north-carolina-when-most-races-decided/71743773007/">Candidate Filing Time in North Carolina is When Most 2024 Races are Determined.</a>"</p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-13660842336064040532023-11-17T07:10:00.002-05:002023-11-17T07:13:55.920-05:00Barometer or Bellwether? Analyzing Ohio's Proposition 1<p>By Susan Roberts</p><p>Just days ago, the citizens of Ohio passed Issue 1, the latest in a string of state constitutional protections for access to reproductive rights and access to abortion. By a margin of 56.6 to 43.4 percent, Ohioans amended their state constitution to support reproductive freedom with access to abortion being only one item in language considered having “<a href="https://apnews.com/article/abortion-rights-ohio-ballot-constitutional-amendment-e921f46d04a1f3367cf0e42917485335" target="_blank">reasonable limits</a>.” The victory was even sweeter for pro-choice Ohioans since only three months earlier, they defeated an effort by the Republican state legislature to raise the threshold to amend from a simple majority to a sixty-percent vote margin. Remarkably, this vote was virtually identical to the vote on Issue 1's outcome, with 56.5 to 43.5 voting <a href="https://www.nytimes.com/2023/08/08/us/ohio-election-issue-1-results.html" target="_blank">not to raise the threshold</a>.</p><p><span></span></p><a name='more'></a>Ohio is just one example of this push, with several states share key characteristics in the campaigns to amend their state constitutions. Most notably, campaigns for initiatives promoting reproductive rights and access to abortion aren’t cheap. These 'amending' efforts require substantial budgets, but they have delivered big margins of victory. In Ohio, pro-choice advocates spent $29 million in contrast to over $10 million by opponents. The campaign for passage of Michigan’s Proposition 3 saw both pro-choice and pro-life activists raise over $57 million. Even with the big budgets, the margin for victory was 57 to 44. The California victory for pro-choice advocates cost over $9 million for their 69-33 victory. Even in Vermont, a state where the passage of Proposition 5 was relatively assured, over $1.2 million was spent to produce a 72 percent margin of victory for pro-choice advocates.<p></p><p>Additionally, these efforts require a healthy turnout. Heavy turnout during special and off-year elections favor those voters who are highly motivated and enthusiastic, and this time the numbers went to the Democrats. Unofficial counts showed a turnout of roughly 49 percent, especially impressive for an off-year election. Undoubtedly, the post-<i>Dobbs</i> <a href="https://www.nytimes.com/interactive/2022/08/25/upshot/female-voters-dobbs.html" target="_blank">numbers of newly registered women voters </a>were a plus, and here Ohio’s gain of 6.4 percent was second only to the hefty numbers in Kansas of 51.41 percent. <a href="https://www.washingtonpost.com/politics/2023/11/07/ohio-issue-1-exit-poll-results/" target="_blank">Independents</a> accounted for 33 percent of Ohio's turnout and voted for Issue 1 by 28 percent.</p><p>In addition to the Ohio pro-choice victory, contests in both Kentucky and Virgina signal the growing and steady support for reproductive rights. First, Democrat Andy Beshears's re-election as Kentucky's governor has been seen as direct result from pro-choice activism. CNN asserted: “Think of that: <a href="https://www.washingtonpost.com/politics/2023/11/07/election-results-2023-takeaways/" target="_blank">a red-state Democrat</a> running on abortion rights and winning. Only in a post-<i>Roe</i> world.” Second, Virginia Republican Governor Glen Youngkin saw his party <a href="https://apnews.com/article/virginia-legislature-election-2023-79f9337731c25decc83b83eeb4d3e00e" target="_blank">lose control of both chambers of the state's General Assembly</a>. <a href="https://abcnews.go.com/Politics/after-glenn-youngkin-bet-big-virginia-elections-lost/story?id=104720160" target="_blank">Youngkin</a>, seen as flirting with running for the 2024 GOP presidential nomination, suffered a damaging blow, likely caused by his stance on abortion.</p><p>What is striking is that the messaging on access to abortion has seen a subtle but significant evolution. The <a href="https://abcnews.go.com/Politics/after-glenn-youngkin-bet-big-virginia-elections-lost/story?id=104720160" target="_blank">Kansas amendment</a> explicitly outlines state funding abortion; however, the pro-amendment side saw as “unusual” and “misleading” texts sent to voters. In contrast to the earlier initiatives, Ohio’s Issue 1, “The Right to Reproductive Freedom With Protections for Health and Safety,” references reproductive freedoms including “contraception; fertility treatment; continuing one’s own pregnancy; miscarriage; and abortion.” Access to abortion is not fore fronted, while listing other freedoms make the overall vote more palatable to a wider variety on constituents.</p><p>At least six states are considering amending their state constitutions to provide protections for access to abortion. Abortion rights backers in Arizona, Colorado, Florida, Missouri, Nevada, South Dakota and Nebraska are all working to collecting signatures for ballot initiatives in 2024. Although the proposed amendments are not finalized, and some of them haven’t collected the required number of signatures to be placed on the ballot, the trend is clear. </p><p>In addition, Washington State Governor Jay Inslee is trying to influence the legislature to put forth some initiative to protect abortion. New York is proposing an initiative on reproduction protection that has no explicit inclusion of the word abortion. At this writing, the remaining states have not formally introduced initiatives.</p><p>On the other hand, Iowa legislators <a href="https://www.desmoinesregister.com/story/news/politics/2021/05/19/iowa-legislature-house-approves-anti-abortion-constitutional-amendment-senate-supreme-court/5156817001/" target="_blank">approved an amendment stating that abortion</a> cannot be protected in their constitution. And opponents of abortion in Pennsylvania are pursuing an amendment prohibiting access to abortion.</p><p>What does all this portend for Election 2024? Will abortion eclipse other issues such as the economy and unemployment? And are these victories encouraging for Joe Biden and his likely bid for the White House? </p><p>The fallout from the <i>Dobbs</i> decision indeed drove women to register in greater numbers and turnout in greater numbers, but few political observers anticipated the impact. Pundits, journalists, and scholars alike predicted rising prices and inflation would have a greater impact than the <i>Dobbs</i> decision on vote choice in the midterms. Surveys from the Kaiser Family Foundation suggested that while abortion was viewed as a very important issue for voters, it was not going to be as impactful as economic issues. Post midterms, Brookings bluntly and empathetically argued “It wasn’t just the ‘economy stupid’ – <a href="https://www.brookings.edu/articles/it-wasnt-just-the-economy-stupid-it-was-abortion/" target="_blank">it was abortion</a>.” Abortion rights advocates indeed held back the “red wave” tide that almost all political scientists had predicted.</p><p>If Ohio Issue 1 becomes issue number one for Americans across the country, Biden could have higher approval numbers than <a href="https://www.nytimes.com/interactive/2023/11/07/us/elections/times-siena-battlegrounds-registered-voters.html" target="_blank">recent polls</a> indicate. It’s unclear if this could signal a White House victory for Biden in 2024. One thing is for sure: if political scientists and pundits underestimate support for reproductive freedoms in favor of public confusion and disproval regarding “<a href="https://www.latimes.com/opinion/story/2023-07-23/president-joe-biden-bidenomics-economics-2024-election" target="_blank">Bidenomics</a>” as the bellwether, we may again be incorrect, and embarrassingly so.</p><p>--------------------</p><p>Dr. Susan Roberts is a professor of political science at Davidson College. She posts at <a href="https://twitter.com/profsuroberts" target="_blank">@profsuroberts</a>.</p>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-83505017306747872772023-11-05T21:31:00.019-05:002023-11-06T14:36:56.874-05:00About that New York Times/Siena Poll<p> by Christopher Cooper</p><p>Two days before the 2023 elections that will decide the next Governors of Mississippi and Kentucky, control of the Virginia and New Jersey legislatures, and the leaders of municipal governments in North Carolina and other states, the political world was gnashing teeth over....a poll about the 2024 Presidential election.</p><p><a href="https://www.nytimes.com/2023/11/05/us/politics/biden-trump-2024-poll.html">The New York Times/Siena poll</a> of six battleground states (excluding North Carolina, but I digress...) showed Donald Trump with a commanding lead over Joe Biden in Arizona, Georgia, Nevada, Michigan, and Pennsylvania, and within the margin of error in Wisconsin. It also showed Trump garnering support from almost a quarter of African American voters. After reading the results, it seemed as if every Democrat in America commenced to panicking and trashing the <i>New York Times</i> while everyone with a closet full of MAGA hats sang the praises of the <i>New York Times</i> and expressed faith in public opinion polls. Strange times we're living in.</p><p>My takeaway: this poll reinforces that either Joe Biden or Donald Trump could win the 2024 Presidential election. That's it. Nothing more, and nothing less. Trump is not suddenly a favorite in 5 battleground states and he's certainly not up by 11 percentage points in Nevada. Nor is Biden favored in those states. </p><p>So, why am I pouring a large bucket of cold water on the poll aftermath?</p><span></span><span><a name='more'></a></span><p>First, this is one poll. No shade on the <i>Times</i> for putting it out without the context of other polls (their job is to sell papers, clicks, ads, and subscriptions, after all--not to sing the praises of other people's polls), but as we try to understand what this means, we should always pair every individual poll with other polls to get a more complete picture. Case in point: remember that <a href="https://www.politico.com/news/2023/11/01/spoiler-alert-rfk-jr-takes-eye-popping-22-in-poll-against-biden-trump-00124855">poll</a> from the other week that showed RFK Jr. garnering 22 percent of the vote against Trump and Biden? (Voiceover: RFK jr. is not getting 22 percent of the vote).</p><p>There are also some head-scratchers once you dig into the <a href="https://www.nytimes.com/interactive/2023/11/05/us/elections/times-siena-battlegrounds-registered-voters.html">crosstabs</a> that suggest that maybe everything's not as it seems. The eagle eye of Nevada politics, Jon Ralston <a href="https://x.com/RalstonReports/status/1721213705776755177?s=20">noted on Twitter</a>/X that it stretches credulity that Trump would be ahead by 6 points in Clark County, Nevada--a county where Democrats hold an 8 percentage point lead in registration over the Republicans. </p><p>The <i>Times</i> article also makes a lot of hay out of subgroup differences. In the most dramatic example, they note that "Black voters--long a bulwark for Democrats and for Mr. Biden--are now registering 22 percent support in these states for Mr. Trump, a level unseen in presidential politics for a Republican in modern times."</p><p>It would indeed be "a level unseen in presidential politics for a Republican in modern times." Which is why I'm not buying it. Subgroup analyses like these are notoriously unreliable (smaller sample sizes, among other things) and should always come with "buyer beware" in flashing lights. As pollster and public opinion expert <a href="https://x.com/nataliemj10/status/1721242176561013045?s=20">Natalie Jackson noted on Twitter/X</a>, if the pollsters planned to conduct subgroup analyses on black voters, they should have oversampled black voters. They didn't and as a result, we should take this analysis with not just a grain, but a huge shaker of salt.</p><p>Then there's this: the <i>Times</i> article stated, "In a remarkable sign of a gradual racial realignment between the two parties, the more diverse the swing states, the farther Mr. Biden was behind, and he led only in the whitest of the six." Empirically, I have no doubt they're correct. But my hunch is that they miss the causal mechanism here. These data do not suggest a "gradual racial realignment," but rather that in the more diverse states, whites (not blacks) are doubling down on Trump. That explanation (unlike the explanation that blacks in diverse states are moving to Trump in unprecedented levels), would be consistent with <a href="https://scholar.google.com/scholar?hl=en&as_sdt=0%2C34&q=racial+threat&btnG=">scores of studies</a> on <a href="https://en.wikipedia.org/wiki/Racial_threat">racial threat theory</a> <a href="https://utpress.org/title/southern-politics-state-nation/">over the last 70 years</a>.</p><p>And, of course, the write-up of the poll, while compelling, could benefit from some additional context. Again, writing on the time-wasting web site formerly known as Twitter, journalist Stephen Fowler <a href="https://x.com/stphnfwlr/status/1721181974151254257?s=20">noted</a> that a "young black Georgia voter surveyed by NYT who's disappointed in Joe Biden has never actually voted in a Georgia election in the 8 years he's been registered..." Fowler adds, "Could he vote Trump/are there other like him? Sure! But that context could help." I agree.</p><p>Perhaps most importantly, the election is a year out. Most people (other than those who read this august blog, that is) are thinking about other things. <a href="https://www.espn.com/college-football/">College football is rolling along</a>. <a href="https://variety.com/2023/tv/news/curb-your-enthusiasm-season-12-premiere-date-1235779118/">Curb Your Enthusiasm </a>is coming back for another season. And <a href="https://cataloochee.com/">ski season</a> is about to begin. A lot of what this (or any poll) is picking up this far out is just noise. The few people whose opinions are malleable just aren't paying attention to the presidential election yet. And there's a lot that can happen between now and the election. Heck, we'll probably have at least three more Speakers of the House by then, to say nothing of indictments. </p><p>None of this means that this poll is bad or pointless--it's neither. This poll represents a notable and important attempt to understand public opinion in six states a year before an election. Its findings reinforce that neither Biden nor Trump is a shoe-in to win the 2024 Presidential election. That's it.</p><p style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px;">--------------------</p><div style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px;"><span style="font-family: inherit;">Dr. Christopher Cooper is the Madison Distinguished Professor of Political Science and Public Affairs at Western Carolina University, where he also directs the Haire Institute on Public Policy. He posts on Twitter/X, Blue Sky, and Threads (and, ignoring his better angels, probably whatever the next one is) at <a href="https://twitter.com/chriscooperwcu" style="color: #336699; text-decoration-line: none;" target="_blank">chriscooperwcu</a>.</span></div><p><br /><br /></p><p><br /></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-69516030061019306532023-10-23T11:11:00.008-04:002023-10-24T10:44:09.970-04:00Quick Links About North Carolina Redistricting<p>by Christopher Cooper</p><p>As readers of this blog are no doubt aware,<a href="https://www.ncleg.gov/Redistricting"> </a><a href="https://www.newsobserver.com/news/politics-government/article280259464.html">new maps dropped </a>for North Carolina's congressional, state house and state senate districts last week. All four of us have been busy trying to understand what these maps might mean for representation in the Old North State. Here are a few quick links, graphs and tables that we hope will help others trying to do the same.</p><span><a name='more'></a></span><p></p><ul style="text-align: left;"><li>Our friends at The Assembly asked me to provide <a href="https://www.theassemblync.com/politics/north-carolina-redistricting-maps/">5 quick takeaways about the maps</a>.</li><li>This one's pretty regionally targeted, but if you want to understand what these maps might mean for Western North Carolina, I wrote a <a href="https://static1.squarespace.com/static/606334d1c379a676c0a863f4/t/65366bbcd036b43de2720d01/1698065341285/wnc+outlook+copy.pdf">quick explainer</a> (updated Oct 24).</li><li><a href="https://sites.duke.edu/quantifyinggerrymandering/2023/10/20/newly-proposed-nc-maps-are-more-gerrymandered-and-less-responsive-than-maps-struck-down-in-2021/">Jonathan Mattingly and the Duke Quantifying Gerrymandering Team </a>put together an impressive analysis of the new maps</li><li><a href="https://www.newsobserver.com/news/politics-government/article280259464.html">Tyler Dukes and David Newcomb</a> at the News and Observer provide a masterclass in data journalism in this piece. </li><li>Want to Play with the Maps Yourself and explore what's changed? Here's a nifty tool from <a href="https://northcarolina.redistrictingandyou.org/?districtType=cd&propA=cong_specialmaster_20220223&propB=cong_ncga_cpb5_20231018#%26map=5.75/35.685/-79.893">Redistricting and You</a>, a project at the City University of New York. </li><li>The Stephenson county clustering rule is both important and complicated. Blake Esselstyn has the best <a href="https://frontwater.maps.arcgis.com/apps/Cascade/index.html?appid=a408ed66ea0944308e85fe60e6e940aa">explainer</a> I've found.</li><li>There's lots of talk lately about partisan lean. I tried to <a href="http://www.oldnorthstatepolitics.com/2022/03/understanding-district-partisan-lean-in.html">explain</a> what it all means (and doesn't mean) last year.<br /></li><li>If you just want the bottom line about what the potential congressional
maps might do for partisanship, I've pasted some tables & figures
below from Michael Bitzer and myself.</li></ul><p>First--my graph and table (same data, just presented in different ways) about Trump 2-party vote share by current and proposed districts.</p><p> <img alt="Image" class="css-9pa8cd" draggable="true" height="427" src="https://pbs.twimg.com/media/F8xH4h5WUAAJXJM?format=jpg&name=4096x4096" width="640" /> <br /></p><p><br /></p><p><img alt="Image" class="css-9pa8cd" draggable="true" height="370" src="https://pbs.twimg.com/media/F8zU-apaoAADn5J?format=jpg&name=large" width="640" /> </p><p>Second, Michael Bitzer's analysis using 2020's Presidential, Senate, Governor & 2022's Senate election results. </p><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: 0px; margin-right: auto; text-align: left;"><tbody><tr><td style="text-align: center;"></td><td style="text-align: center;"></td><td style="text-align: center;"></td><td style="text-align: center;"><img alt="Image" class="css-9pa8cd" draggable="true" height="465" src="https://pbs.twimg.com/media/F8xJkfNXMAAPXhW?format=jpg&name=4096x4096" style="margin-left: auto; margin-right: auto;" width="640" /></td></tr><tr><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td><td class="tr-caption" style="text-align: center;"> </td></tr></tbody></table><p></p><p><img alt="Image" class="css-9pa8cd" draggable="true" height="465" src="https://pbs.twimg.com/media/F8xKcIOXIAABofJ?format=jpg&name=4096x4096" width="640" /> <br /></p><p style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px;">And, of course, if you want to learn more about the history of redistricting in North Carolina, there's no better source than Michael Bitzer's <i><a href="https://link.springer.com/book/10.1007/978-3-030-80747-4">Redistricting and Gerrymandering in North Carolina</a></i> (Palgrave 2021).<br /></p><p style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px;">--------------------</p><div style="background-color: white; color: #333333; text-align: left;"><span style="font-family: inherit;">Dr.
Christopher Cooper is the Madison Distinguished Professor of Political
Science and Public Affairs at Western Carolina University, where he also directs the Haire Institute on Public Policy. He posts on
Twitter/X, Blue Sky, and Threads (and, ignoring his better angels, probably whatever the next one
is) at <a href="https://twitter.com/chriscooperwcu" style="color: #336699; text-decoration-line: none;" target="_blank">chriscooperwcu</a>.</span></div><p> </p><p><br /></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-49168036203229313262023-08-28T14:58:00.003-04:002023-08-30T13:26:49.298-04:00A (Too Early) Look at No Labels Registrants in North Carolina<p>By Christopher Cooper</p><p>On Sunday, August 13, the North Carolina State Board of Elections <a href="https://www.newsobserver.com/news/politics-government/article278228398.html">voted 4-1</a> to <a href="https://www.wral.com/story/state-elections-board-recognizes-no-labels-as-an-official-political-party/20999196/">recognize "No Labels"</a> as an official political party in North Carolina. No Labels joined the Democratic, Republican, Green, and Libertarian Parties as the state's only registered parties, although the largest group of registrants in the state <a href="http://www.oldnorthstatepolitics.com/2022/03/nc-unaffiliateds-take-command.html">remains</a> <a href="https://onlinelibrary.wiley.com/doi/full/10.1111/ssqu.13225">Unaffiliated</a>. </p><p>Last Saturday, the North Carolina <a href="https://dl.ncsbe.gov/?prefix=data/">voter registration file </a>was updated with the first wave (really more like a ripple) of No Labels registrants. So, who are these early adopters? </p><p><span></span></p><a name='more'></a>North Carolina's first No Labels member registered to vote on August 18, 2023. As of Saturday August 26, 2023, 163 North Carolinians from 56 counties were registered as members of the No Labels Party. These No Labels registrants are, on average, much younger (36) than Democrats (53), Republicans (55), or Unaffiliated (46) registrants, and about the same age as the average North Carolinian registered with the Green (33) or Libertarian (38) parties. <p></p><p>About 58 percent of No Labels registrants identify as white, compared to 42 percent of Democrats who identify as white, 57 percent Green, 72 percent Libertarian, 89 percent Republican, and 67 percent Unaffiliated.</p><p>About 63 percent of the No Labels registrants are newly registered voters (which probably explains the relatively young average age described above); the remainder were previously registered and switched parties.</p><p>Of the No Labels members who were previously registered to vote, 49 had voted in at least one previous election in North Carolina, and 41 voted in the 2020 General Election. The current No Labels members who did vote in the 2020 general election were split fairly evenly across parties. The plurality (21) were registered as Unaffiliated, 10 were registered Democrats, 9 were registered Republicans and one was registered as a Libertarian at the time they cast their 2020 General Election vote. </p><p><b>What To Watch as the No Labels Party Grows</b></p><p>So, what can we take from all of this? Probably not much. After all, we're talking about 163 people out of around 7.3 million registered voters. As a result, you can probably think of this more as North Carolina politics esoterica, than a sign of anything to come. </p><p>Although none of what's described above provides any definitive answers, data on these early registrants might point towards a few questions worth pondering as the number of No Labels registrants increases.</p><p>1) <b>Will No Labels Make Life Even Tougher for the Green Party in North Carolina? </b>The Green Party in North Carolina has had a <a href="https://www.ncsbe.gov/news/press-releases/2022/08/01/state-board-recognizes-green-party-nc-political-party">rough go of it, as of late</a>. If some new registrants opt for No Labels instead of the Green Party, it might be even harder for the Greens to remain as a viable party in North Carolina going forward. And there is some limited evidence that's exactly what's happening. From August 21 to August 25, 75 new registrants signed up with the No Labels Party, compared to 12 who registered as Greens. Even the Libertarian Party might see some effects of this new party; across those same days days, the No Labels Party garnered 40 more registrants than the Libertarians.</p><p>2) <b>Will new registrants be confused about the difference between Unaffiliated and No Labels?</b> If you're reading this blog, you're deep enough in the weeds that you probably know the difference between these two very similar-sounding registration options. But put yourself in the position of a newcomer to the state, or an 18 year old registering to vote for the first time. Will they know the difference? There was a lot of confusion with the "<a href="https://www.npr.org/2016/05/21/478962916/voters-often-confuse-american-independent-with-independent-party">American Independent</a>" Party in California <a href="https://twitter.com/Neal_Inman/status/1695541848427606461">(h/t Neal Inman</a>). Might we see something similar here?</p><p>3) <b>Will No Labels registrants be more likely to change parties? </b>If some North Carolinians do <i>accidentally</i> register with No Labels, will an atypically large number of No Labels registrants switch to Unaffiliated when they learn that their choice of party registration kept them out of voting in the Democratic or Republican Primary?</p><p>4) <b>What will the geographic distribution of No Labels registrants look like?</b> Unless we change our electoral system in pretty dramatic ways, there's very little chance that No Labels will make much of a difference in terms of statewide elections in North Carolina. But could they could matter in local races if there are concentrated pockets of 'No Labels' registrants? As the party matures, NC politics watchers should continue to monitor not just the number of No Labels registrants statewide, but also whether there are particularly intense pockets of registration in certain geographic locations.</p><p>5) <b>Will the No Labels Party Act like a Party?</b> Political Scientists have spent a lot of time defining what constitutes a <a href="https://wwnorton.com/books/9780393938081">political party</a> and <a href="https://press.uchicago.edu/ucp/books/book/chicago/W/bo11315021.html">why parties</a> exist and <a href="https://global.oup.com/academic/product/the-inevitable-party-9780190220846?cc=us&lang=en&">persist</a>. The state of North Carolina, along with nine other states, says that No Labels is a political party, based on the rules of the state. But will they take on the other traditional roles of a political party in the future? Only time will tell.</p><p style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 14.85px;">--------------------</p><div style="background-color: white; color: #333333; text-align: left;"><span style="font-family: inherit;">Dr. Christopher Cooper is the Madison Distinguished Professor of Political Science and Public Affairs at Western Carolina University, where he serves as director of WCU's Public Policy Institute. He posts on Twitter/X, Blue Sky, and Threads (& probably whatever the next one is) at <a href="https://twitter.com/chriscooperwcu" style="color: #336699; text-decoration-line: none;" target="_blank">chriscooperwcu</a>.</span></div><p><br /></p><p><br /></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-60178603513401901342023-07-17T16:06:00.002-04:002023-07-17T16:12:22.421-04:00Why Is NC's Governor Considered "Weak"?<div class="separator">For those who watch and study North Carolina politics closely, especially the different branches of state government, most acknowledge that the Old North State's chief executive--the governor--is considered to be one of the 'weakest' governors in the nation. And on <a href="https://www.wfae.org/show/charlotte-talks-with-mike-collins/2023-07-17/why-nc-has-a-weak-governor-and-what-that-means-for-our-politics" target="_blank">WFAE's Charlotte Talks for Tuesday, June 18</a>, ONSP contributor and Western Carolina University political science professor Dr. Christopher Cooper will join a discussion about the Tar Heel governor and its impact on state government and politics.</div><p>As some background, looking at each of the 50 governor's formal institutional powers (such as the number of elected or gubernatorial appointed executive officers; tenure length and re-election opportunity; appointments within six major areas of state bureaucracy; budgetary power; veto power; and gubernatorial party control of the legislature) and creating an overall index for each state, one can see a wide spectrum of formal power held by state chief executives across the country--and notice the very 'light-shaded' state of North Carolina. </p><p><br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS4TRZ84JWyNh7lXjSQCJ6sAPwdZ1an8smyHcsDfNPjFQj2OqzgPw_w-J1A3NWZNmOeNGNwVIWYf_ycNearM0BW8MmOHTzvYwpObWha4VO_77HN4NhcAaN3XXcIxLgtZFEUCauxI0mVPN4xpjdPQRdIFEumE-u9Q-4OX0FaMwT-40KkYKNBRAu3T31fVv6/s823/Screenshot%202023-07-17%20at%203.50.01%20PM.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="597" data-original-width="823" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS4TRZ84JWyNh7lXjSQCJ6sAPwdZ1an8smyHcsDfNPjFQj2OqzgPw_w-J1A3NWZNmOeNGNwVIWYf_ycNearM0BW8MmOHTzvYwpObWha4VO_77HN4NhcAaN3XXcIxLgtZFEUCauxI0mVPN4xpjdPQRdIFEumE-u9Q-4OX0FaMwT-40KkYKNBRAu3T31fVv6/s16000/Screenshot%202023-07-17%20at%203.50.01%20PM.png" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Map created based on data from Table 8-4 of<i> <a href="https://us.sagepub.com/en-us/nam/politics-in-the-american-states/book244709" target="_blank">Politics in the American States</a></i> and updated for May 2023 legislative control<br />by Michael Bitzer</td></tr></tbody></table><br /><div><p>In fact, North Carolina's governor is currently ranked 50th out of the fifty states in institutional power, as <a href="https://www.oldnorthstatepolitics.com/2023/04/right-sizing-expectations-about.html">Cooper notes in this blog post.</a></p><p></p></div>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-24383305090537421352023-07-03T09:30:00.001-04:002023-07-03T09:30:30.784-04:00"The Almanac of American Politics" Profile of North Carolina and Gov. Roy Cooper<p>By Louis Jacobson</p><p><i>Editor's Note: Louis Jacobson is a senior correspondent for PolitiFact and a regular contributor on state politics to Sabato's Crystal Ball and U.S. News and World Report. Since 2002, Louis has handicapped political races, including races for Congress, governor, state legislature, other state offices, and the electoral college. Louis has served as deputy editor of Roll Call and as the founding editor of its legislative wire service, CongressNow. Earlier, Louis spent more than a decade as a reporter covering Congress, politics and lobbying for National Journal. He is also a senior author for "The Almanac of American Politics," a heralded reference work for those who are interested in knowing more about the politics of the United States. </i></p><p><i>In this special column, Louis shares his chapter on North Carolina and Governor Roy Cooper. In addition, readers of ONSP can pre-order this book with a 15 percent discount.</i></p><p>For more than five decades, the <a href="https://www.thealmanacofamericanpolitics.com/" target="_blank">Almanac of American Politics</a> has set the standard for political reference books. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHJQDA1wMPqShYFZalRl0_EBtm1n-zG0xvXyTSLsoMjJmkBB27nETFOOa4ifm1pJgvA_KeKxdQ7LtzUj86sJhfXdwSjhKWdAfBioPj_2XjNOqjywY1P3T71UwrMHLoDxQFE17bfwA9ea3ySf9p-AxroYk1fNoP_FuzjAPPwx0PSVYQ7pru3Rgy06nXIDUw/s377/almanac-american-politics-book-sample-new-2024.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="377" data-original-width="275" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHJQDA1wMPqShYFZalRl0_EBtm1n-zG0xvXyTSLsoMjJmkBB27nETFOOa4ifm1pJgvA_KeKxdQ7LtzUj86sJhfXdwSjhKWdAfBioPj_2XjNOqjywY1P3T71UwrMHLoDxQFE17bfwA9ea3ySf9p-AxroYk1fNoP_FuzjAPPwx0PSVYQ7pru3Rgy06nXIDUw/s320/almanac-american-politics-book-sample-new-2024.png" width="233" /></a></div><p>In July, the Almanac will be publishing its 2024 edition, with some 2,200 pages offering fully updated chapters on all 435 House members and their districts, all 100 senators, all 50 states and governors, and much more.</p><p><span></span></p><a name='more'></a>Louis Jacobson, a senior author of the Almanac and a contributor to seven volumes, writes the 100 state and gubernatorial chapters. Here are the chapters he wrote for the Almanac about North Carolina and Gov. Cooper.<p></p><p>Readers can receive a 15 percent discount if they purchase the 2024 edition through the Almanac’s website -- <a href="https://www.thealmanacofamericanpolitics.com/">https://www.thealmanacofamericanpolitics.com/</a> -- and apply the code <b>ONSP15</b> at checkout. The offer is good through August, 2023. </p><p><br /></p><h4 style="text-align: left;">An Overview of North Carolina's Politics:</h4><p>In few states today is the political climate more polarized between rural and populated areas as it is in North Carolina—and in few states are the margins between the two parties so consistently narrow. But for several election cycles running, the GOP has come out ahead in key races, suggesting just how hard it will be to make North Carolina the next Georgia or Arizona—a state that’s been red in recent years, but where Democrats have been increasingly able to win federal races.</p><p>In the early republic, when Virginia and South Carolina produced statesmen and had grand plantation cultures, North Carolina was often called a valley of humility between two mountains of conceit. It joined the Confederacy only after those two neighbors did. After the Civil War, North Carolina developed its tobacco industry and enticed textile mills south from New England, while its hardwood forests produced raw material for furniture factories. Textile mills were prevalent in the Piedmont region as owners saw in the South an opportunity for cheap land, cheap labor and state governments eager to foster pro-business, anti-union climates. In the following decades, the industry continued to expand and drastically improved the economy of the South. The mill industry became the main source of industrial paid labor for white southerners. While it was one of the lowest paying manufacturing industries, the jobs were valued because there were few other options other than agricultural or service work. The tobacco-textile-furniture trio enabled North Carolina to grow faster than the national average in the 1920s and 1930s, but the state began to lag in the 1950s. Then, two developments transformed the state. In 1959, Gov. Luther Hodges established Research Triangle Park between Raleigh and Durham. With synergy from nearby universities—Duke, UNC-Chapel Hill, and North Carolina State—the region became one of the leading research centers in the United States. The second development was Charlotte’s emergence as the nation’s No. 2 city in financial assets, behind New York.</p><p>These developments help explain how North Carolina has become one of the fastest-growing and largest states. Its population more than doubled between 1970 and 2022, from 5.1 million to 10.7 million. In the same period, Charlotte grew from 241,000 to 880,000 and Raleigh grew from 123,000 to 469,000. Since the 2010 census, the state as a whole has grown a healthy 12.2 percent, enough to add another seat in Congress. But several populous counties have expanded faster than that: Wake County (Raleigh) grew by 27.7 percent, Mecklenburg County (Charlotte) by 22 percent, Durham County (Durham) by 21.9 percent, and Buncombe County (Asheville) by 13.9 percent. U-Haul and United Van Lines’ calculations put North Carolina fourth and sixth, respectively, for inbound moves in 2022. Immigrants seeking jobs in construction and in meat and chicken factories have pushed the Hispanic population above 10 percent, doubling their share in about two decades. But, politically, Hispanics punch well below their weight in North Carolina: Only 36 percent of eligible Hispanics are registered to vote, and only 25 percent cast a ballot, according to the Raleigh News & Observer. In 2022, North Carolina’s lone Hispanic legislator lost his seat.</p><p>As North Carolina has shifted to pharmaceuticals and aerospace, so have its exports, including civilian aircraft engines and parts—fitting for a state that was home to the first flight at Kitty Hawk—and various categories of medical products. The Triangle, as the RaleighDurham-Chapel Hill area is known, has become one of the world’s leading pharmaceutical and medical device centers. Highly skilled people from the Northeast have flocked to the state: The jurisdiction of Cary in the Triangle, jokingly said to be an acronym for “Containment Area for Relocated Yankees,” has grown nearly 31 percent since 2010. High-tech firms are also sprouting farther west in the Piedmont Triad, the state’s ancestral furniture hub that includes Greensboro, Winston-Salem and High Point. Following the Triangle model, the 350-acre North Carolina Research Campus in Kannapolis is a research center north of Charlotte focusing on academic research of agriculture and nutrition. North Carolina has regularly been ranked at or near the top of business-friendly states by Site Selection and Business Facilities magazines and CNBC. Not coincidentally, North and South Carolina regularly vie for the title of the least unionized labor force in the nation; in 2022, North Carolina’s anti-labor orientation was strengthened further when a federal appeals court upheld a state law that banned automatic withdrawal of union dues from paychecks, which is seen as the only viable option to unionize farm laborers. In 2022, Lowe’s opened a 25-story technology hub in Charlotte’s south end; Eli Lilly made major expansions at Research Triangle Park; and Pratt & Whitney was finishing a $650 million casting foundry and airfoil production facility in Asheville. Even the furniture industry has had something of a comeback in recent years, driven by the demand from such retailers as Crate & Barrel. Upholstered furniture, which requires higher-skilled labor and custom production lines, experienced labor shortages amid strong sales, including from a surge in remote workers.</p><p>Urban, affluent, high-tech North Carolina is not the only North Carolina. The state’s predominantly rural counties saw taxable wages decline 3 percent in the past decade, compared with a 6 percent increase in suburban counties and a 15 percent increase in urban counties, the NC Rural Center calculated. Projections suggest that in 21 counties of the state’s 100, population will fall between 2020 and 2038. “Many rural counties in the eastern part of the state are 40 miles from a natural gas line, a non-starter for some corporations,” the Wall Street Journal noted. For a time, a $5 billion, 600-mile Atlantic Coast Pipeline running from West Virginia to Pembroke North Carolina promised an economic jolt. But in 2020, amid legal challenges, its sponsors pulled the plug. North Carolina’s agriculture sector remains significant: The state is the nation’s biggest producer of broilers, sweet potatoes, and tobacco (though for tobacco, in sharply declining amounts). North Carolina is also the second-biggest producer of Christmas trees, through a complicated process in which Fraser firs are continually trimmed over a period of up to 15 years before they are harvested. Notably, North Carolina ranks third in hog production, with big feedlots in the southeastern portion of the state. Hurricane Florence, which dropped a record 30-odd inches of rain in 2018, spotlighted the problems of hog-waste lagoons, dozens of which overflowed amid the flooding. The psychic draw of rural North Carolina runs deep: If Charlotte is proud of its downtown bank towers and modern art museum, it is also proud of its Billy Graham Library and the NASCAR Hall of Fame. But overall, its median income has remained in the bottom quarter of states.</p><p>Big-government liberalism provided an impetus toward spending on education, but in 2021 Education Week ranked North Carolina’s public schools below average. The state has historically spent lavishly on highways and amenities, including the nation’s first state-funded symphony and state high schools for science, mathematics and the arts. A different philosophical strand, religious conservatism, has provided a communitarian spirit and charitable impulses, as well as a moral undertone that anchors those who might go astray. In the early 20th century, North Carolina had a high concentration of KKK chapters, but with a few notable exceptions, the state’s racial conflicts were never as intense as they were in Alabama or Mississippi, although the Greensboro sit-ins in 1960 were a pivotal moment in the civil rights movement. Still, in a state with an African-American population of 21 percent—the eighth-highest of any state—the legacy of segregation persists, including the drawing of the state’s congressional and legislative district lines. The “Silent Sam” confederate statue on the University of North Carolina campus was toppled by protesters, then moved to storage.</p><p>In 2020, the board of commissioners in Orange County, which includes Chapel Hill, voted to apologize for slavery and discrimination, following similar statements in Asheville, Durham, and Carrboro. But this has prompted a backlash in some corners; the University of North Carolina’s race-conscious admissions policies was challenged in a watershed Supreme Court case in 2023.</p><p>In the first two decades of the new millennium, a polarized, increasingly party-line politics evolved, waged partly on economic issues but even more on cultural attitudes. Barack Obama narrowly won the state in 2008, bolstered by high turnout by minorities, affluent whites and newcomers to the state. But Republicans achieved big legislative majorities two years later —the first GOP control since Reconstruction—and in 2012, Republican Pat McCrory was elected governor and GOP presidential candidate Mitt Romney won the state by 92,000 votes. McCrory ran as a centrist, pro-business mayor of Charlotte, but the legislature produced a</p><p>virtual assembly line of conservative legislation and dared McCrory to use his veto. Despite some tensions and a series of protests known as “Moral Mondays” led by Rev. William Barber III of the state NAACP, McCrory mostly acceded to their wishes. When Republicans passed a bill known as H.B. 2 in 2016 that required people to use bathrooms that coincided with their birth gender, allies of the LGBTQ community peeled off sizable portions of the business community, who predicted, correctly, that national groups would boycott the state. The law became an albatross for McCrory and contributed to his narrow loss in 2016 to longtime Attorney General Roy Cooper. After the election, the two sides agreed to repeal the law. </p><p>In the 2018 midterm elections, voters elected enough Democrats to break the GOP’s legislative supermajorities, bolstering Cooper’s leverage. Statewide elections also gave Democrats a 6-1 majority on the state Supreme Court. In 2020, North Carolina, arguably the state with the most genuinely bipartisan lineup of statewide elected officials in the nation, voted to keep the incumbent party in power in every office—Cooper as governor, plus the attorney general, secretary of state, and state auditor for the Democrats, while voters backed Republican for six other offices, including the reelection of Sen. Thom Tillis. But federal elections have been a continuing problem for North Carolina Democrats. While the margins have often been close, the last Democrats to win federal statewide races were Obama and Sen. Kay Hagan in 2008. In the presidential race, Donald Trump won by 173,000 votes in 2016 and 74,000 votes in 2020, as Democrats’ gains in the big urban-suburban counties of Mecklenburg and Wake were unable to match Trump’s gains in rural North Carolina—places like Robeson County, notable for its Lumbee Indian population, which shifted its margin 15 percentage points in Trump’s direction in 2020. Trump was also boosted in places with an influx of retirees, such as Brunswick County, which is located on the coast southwest of Wilmington and has grown 34 percent since 2010; Trump won it by 25 points in 2020. While neighboring Georgia has experienced a blue shift, this has been amplified by the scale of metropolitan Atlanta, which casts a bigger electoral shadow than the combination of Charlotte and the Research Triangle region in North Carolina.</p><p>In 2022, Democrats fell narrowly short again, as Republican Ted Budd defeated Democrat Cheri Beasley for an open Senate seat by three percentage points, a slightly wider margin than Tillis’ or Trump’s two years earlier. Crucially, the GOP won two state supreme court races by four points each, teeing up the possibility that the GOP could overrule a relatively even-handed congressional map and torpedo the current 7-7 split. Under the map used for the 2022 elections, the Democrats won the competitive 1st and 13th district races against Trump-aligned GOP nominees, but those seats (and others) would be at risk under a new map. Initially, the Democrats won just enough state House seats to keep the GOP from a supermajority, but in April, a Democrat switched parties, giving the House GOP a veto-proof supermajority, potentially empowering Republicans to enact a more aggressively conservative agenda. A key group that could shape future elections in North Carolina will be voters unaffiliated with either Republicans or Democrats; as a share of the electorate, they have doubled to 36 percent since 2004, with voters 40 and younger having the largest percentage of unaffiliated voters of any age group. Unaffiliated voters surpassed the number of registered Republicans in 2017 and the number of registered Democrats in 2022.</p><p><br /></p><h4 style="text-align: left;">About NC's Governor, Roy Cooper:</h4><p>Roy Cooper, a Democrat who had served four terms as North Carolina’s attorney general, narrowly ousted Republican Gov. Pat McCrory in 2016 and battled with a GOP legislature over the next four years. In 2020, bolstered by public support for his handling of the coronavirus pandemic, Cooper won a second term by a significantly wider margin. During his three and a half decades in politics, Cooper has notched a 16-0 record in primary and general elections, “in good years and bad years for Democrats, in the North Carolina of his youth and in the very different place his state has become,” Edward-Isaac Dovere wrote in the Atlantic. With a careful ascent up the political ladder and a generally cautious approach, Dovere wrote, “no governor in America has a winning streak like Cooper’s, and few current statewide officials in the country can match it.”</p><p><br /></p><p>Cooper was born and raised in a rural portion of east-central North Carolina. He earned a bachelor’s degree in psychology and political science and a law degree at UNC-Chapel Hill. While Cooper was still in law school, then-Gov. Jim Hunt, a Democrat, named him to a state goals and policy board. Upon graduation, Cooper joined the family law firm, handling civil suits and personal injury and insurance cases; he also served as a Sunday school teacher and deacon at his Presbyterian church. Cooper served in the state House from 1987 to 1991, and in the state Senate from 1991 to 2001, part of that time as majority leader. In 2000, Cooper ran for attorney general against Republican Dan Boyce. It was a hard-fought race, with Cooper airing ads accusing Boyce of overbilling in a class-action lawsuit against the state. (The overbilling allegation prompted a 14-year legal battle that ended with Cooper apologizing.)</p><p>After outspending Boyce four-to-one, Cooper won the race by five points. He later won reelection three times, serving 16 years. As attorney general, Cooper oversaw the increased use of DNA testing and sought tougher sentences for child predators and pornographers. He took over the bogus Duke lacrosse rape case after Durham District Attorney Mike Nifong recused himself; Cooper re-investigated the allegations and cleared the players of all charges.</p><p>Cooper was aiming for a gubernatorial run against McCrory in 2016. McCrory, a seven-term mayor of Charlotte, had run for governor in 2012 touting a pragmatic, “middle way” philosophy based on pro-business policies and little emphasis on social issues—an approach that had worked for him as a Republican serving on the city level, and that embodied the kind of centrism that had historically carried both Republicans and Democrats to North Carolina’s governor’s mansion. Once in office, however, McCrory had to work with a Republican-dominated legislature that had little interest in pragmatic centrism and a strong desire to control the agenda, which often included socially conservative issues. The biggest threat to McCrory’s hopes for reelection came from H.B. 2, a bill that preempted local nondiscrimination ordinances on sexual orientation, requiring, among other things, that people use bathrooms corresponding with their birth gender. The types of business interests who had historically aligned with McCrory were unhappy; they feared boycotts would emerge, and they were right. During the campaign, Cooper made opposition to H.B. 2—and particularly its effect on the state’s economy—a cornerstone of his message. Cooper’s approach resonated enough to defeat McCrory by a little over 10,000 votes.</p><p>After months of negotiations on how to repeal H.B. 2, the two sides reached a deal in March 2017, after the Associated Press had estimated that the state would suffer $3.76 billion over 12 years in lost business. However, the repeal measure contained a provision sought by Republicans that continued for three years a restriction on the types of local ordinances that had precipitated H.B. 2 in the first place. The three-year moratorium was a bitter pill for LGBT advocates, and Cooper signed it unhappily, saying it wasn’t his “preferred solution.” The same year, following the white nationalist march in Charlottesville Virginia, Cooper came out in favor of removing Confederate monuments. “Some people cling to the belief that the Civil War was fought over states’ rights,” he wrote. “But history is not on their side. We cannot continue to glorify a war against the United States of America fought in the defense of slavery. These monuments should come down.” A year later, Cooper pulled back North Carolina National Guard members from serving at the U.S.-Mexico border in protest of the Trump administration policy of family separations.</p><p>On a few issues, Cooper was able to act without being blocked by the legislature. He opposed a Trump administration proposal to drill for oil and gas offshore, reversing McCrory’s position. He also signed an executive order setting a state goal of cutting greenhouse gas emissions by 40 percent by 2025, effectively keeping North Carolina within the terms of the Paris climate accord, from which Trump had pulled the U.S. In September 2018, Cooper led the recovery from Hurricane Florence, which left some three dozen North Carolinians dead and caused widespread damage. Meanwhile, the legislature was unable to override two of Cooper’s vetoes—one of a bill that would have let nonprofits hold gambling fundraisers, and another of a bill that critics said would have permitted the spraying of “garbage juice” at landfills.</p><p>More often, though, Cooper’s efforts were stymied. His campaign pledge to expand Medicaid under the Affordable Care Act stalled, and his vetoes of budget bills were overridden in 2017 and 2018. By January 2019, Cooper had vetoed more than two dozen bills, including several that sought to limit the governor’s powers. Many of these power-curbing bills went through various stages of vetoes, overrides, lower court decisions and judicial appeals. One that became law after an override was a bill to make judicial elections partisan. On Election Day 2018, voters rejected, by 3-to-2 margins, a pair of legislature-backed ballot measures to weaken the governor’s powers after all five living former governors, including McCrory, joined with Cooper in opposition.</p><p>In an even more important Election Day development, Democrats won enough seats in the state House and Senate to break the GOP’s veto-proof supermajority. As a result, the legislature failed to override any of Cooper’s vetoes in 2019, including a bill that would have criminalized the failure to treat “any infant born alive after an abortion.” Cooper vetoed a two-year budget measure, demanding additional teacher pay and an expansion of Medicaid. On Sept. 11, Republican legislators took advantage of Democrats’ absence at a commemoration of the 2001 terrorist attacks to hold an unannounced vote with mostly Republicans present. Similar tactics have been employed by both parties in other states at times, but Cooper called it legislation by “trickery, deception, and lies.” The GOP’s gambit failed, as did another override attempt in January 2020. Instead, the state muddled through with temporary spending extensions that did not include any controversial changes. By the time the coronavirus pandemic arrived in 2020, Republican leaders shelved additional efforts to override Cooper’s budget veto. Meanwhile, amid racial justice protests across the country, Cooper vetoed a measure that would have tightened confidentiality on investigations of deaths in the custody of police or in prison.</p><p>Cooper took an aggressive stance against the coronavirus, especially for a southern governor. Republicans, including Cooper’s reelection opponent, Lt. Gov. Dan Forest, tried to make an issue of the governor’s restrictions. In the run-up to the Republican National Convention in Charlotte, Cooper insisted on strict guidelines. This clashed with Trump’s vision for a traditional confab; blaming Cooper’s intransigence, Trump largely pulled the convention out of Charlotte, though the party used the city as a base for some back-office operations. Ultimately, Cooper’s coronavirus efforts probably aided his victory in November, though he ended up defeating Forest by well below the double-digit margins that some polls in the summer had indicated. On an Election Day with numerous close races in the state, Cooper won by 248,000 votes, a margin about 24 times bigger than his razor-thin edge in 2016.</p><p>Following his reelection, Cooper faced continuing Republican efforts to curb his powers, including those governing the appointment of board members to Rockingham Community College (located in the home county of Senate leader Phil Berger) and those addressing the declaration of states of emergency, which sprang from GOP concerns about his coronavirus policies. Cooper pardoned Montoyae Dontae Sharpe, who had spent 24 years in prison for murder until a judge vacated the conviction due to a witness’ fabricated testimony. On the political front, Cooper chaired the Democratic Governors Association during a 2022 cycle in which Democrats were urgently playing defense in such politically sensitive states as Michigan, Pennsylvania, and Wisconsin. “Never have the rights of Americans depended more on who’s running their states,” Cooper told the New York Times’ Jonathan Martin. Democrats had a better-than-expected gubernatorial cycle, flipping seats in Arizona, Maryland, and Massachusetts while losing just one Democratic incumbent to a Republican, in Nevada. Closer to home, Cooper worked to oust a Democratic state senator in the primary, hoping to secure a more reliable supporter; the Cooper-backed challenger won the primary and then again in November. The Democrats narrowly avoided a full GOP supermajority in the legislature when Republicans fell one state House member short.</p><p>After the 2022 election, Cooper grappled with the fallout from an attack on two power stations in Moore County, northwest of Fayetteville; the attack left 45,000 people without power during a cold snap and was investigated as a possible terrorist incident. In its wake, Cooper pledged to work on hardening critical infrastructure. Meanwhile, Cooper and Republicans made progress on a long-standing source of friction: Republican leaders came to an agreement on expanding Medicaid under the Affordable Care Act, and Cooper signed it in March 2023. However, in April, Rep. Tricia Cotham, a Democrat representing a Charlotte area district, switched parties, giving the House GOP a veto-proof supermajority.</p><p>While Cooper was still little-known on the national stage, some Democrats pined for him to take a bigger role, given his record of winning in a state that has leaned toward the GOP in recent federal elections. But there was one complication for this plan: Leaving the state to campaign elsewhere, either as a candidate or as a Democratic surrogate, would mean leaving executive powers to Republican Lt. Gov. Mark Robinson, a member of the GOP’s socially conservative wing.</p>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-15147148172402815042023-06-28T07:57:00.004-04:002023-06-28T13:59:18.216-04:00Reaction to SCOTUS's Decision in Moore v. Harper <p>By Christopher Cooper</p><p>Nearing the end of its term, the U.S. Supreme Court announced its <a href="https://www.supremecourt.gov/opinions/22pdf/21-1271_3f14.pdf">decision</a> in the highly anticipated <i>Moore v. Harper</i> case. Here are some quick reactions as to the critical points of the opinion (Michael Bitzer and I will likely have smarter and more informed takes after some more time has passed and after we've had a chance to read it a few more times). </p><p>Before we descend into the weeds, I'm going to pull back and attempt to provide a 10,000 foot nuance-free summary of how we got to this point. If you're the kind of person who has strong opinions on the independent state legislature theory (ISL), or is prepared to weigh in on the relative weight we should apply to so-called "natural packing" v. gerrymandering, this summary is not for you. </p><p>If, however, you've been paying attention to other things (hello: College World Series fans) and want to catch up quickly, this <i>is</i> for you. Just remember, as a nuance-free summary, it might get you through a cocktail party conversation, but not one filled with politicos or election lawyers. <br /></p><p><b><span></span></b></p><a name='more'></a><b>Background</b>: There has been a ton of back and forth about NC redistricting. One iteration of the NC Supreme Court (with a Democratic majority) said that a certain set of maps drawn by the Republican legislators in North Carolina represented 'unconstitutional partisan gerrymanders.' The next iteration (this time, with a Republican majority on the state's highest court) said 'No they don’t. Oh, & by the way, we don’t buy that you have a standard that we can apply.'<br /><p></p><p><b>OK, Fine, but when did this Independent State Legislature theory get involved?</b> The defendants then <a href="https://www.gocomics.com/calvinandhobbes/1987/03/23">transmogrified</a> into plaintiffs (<i>Harper v Moore</i> became <i>Moore v Harper</i>) and argued before the U.S. Supreme Court (SCOTUS) that the elections clause (pasted below) in the U.S. Constitution says that state legislatures are in sole control of congressional elections. Full stop. No one--including state courts--should be able to infringe upon their power or else they're running foul of the U.S. Constitution. </p><p>Essentially, the plaintiffs are arguing, “You've read the U.S. Constitution, right? Well, what part of 'the Legislature thereof' do you not understand?” This (in nuance-free terms) is the basis for ISL:<br /></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9OiVaFC1oTLQmR1CYOV93zh6Gy1wdGJuFaMhm2aHklYSYz6gNRRpr7prJCOz3N9Pc6d5I59W9Icpg3AUKynEgPtg3Zf4Xy5K9bfVuOM5PA1KVWmjWl3c5eAlfvBREo9u-iqH3sPWkqlAaz6j9Sbqsvu85TTESUsjShEhnXHXzFb0LUkJAtZjyEZgto5uG/s785/Screenshot%202023-06-27%20at%2012.58.54%20PM.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="182" data-original-width="785" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9OiVaFC1oTLQmR1CYOV93zh6Gy1wdGJuFaMhm2aHklYSYz6gNRRpr7prJCOz3N9Pc6d5I59W9Icpg3AUKynEgPtg3Zf4Xy5K9bfVuOM5PA1KVWmjWl3c5eAlfvBREo9u-iqH3sPWkqlAaz6j9Sbqsvu85TTESUsjShEhnXHXzFb0LUkJAtZjyEZgto5uG/s16000/Screenshot%202023-06-27%20at%2012.58.54%20PM.png" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><a href="https://constitution.congress.gov/browse/article-1/section-4/#:~:text=Clause%201%20Elections%20Clause,the%20Places%20of%20chusing%20Senators." target="_blank">Article I, Section 4, Clause 1 of the U.S. Constitution</a></td></tr></tbody></table><p><b>What Was the Other Side Arguing? </b>They argued that the ISL theory runs counter to both <a href="https://www.law.cornell.edu/wex/precedent" target="_blank">judicial precedent</a> and common sense. Of course state legislatures can't just do whatever they want when it comes to congressional elections. That language in the Constitution doesn't preclude the ability of state courts to put some guardrails on the legislature and previous court decisions have been consistent on this point. The doomsday scenario from voting rights advocates was that if the U.S. Supreme Court adopted a "radical" view of ISL, no one could stop state legislatures from what they wanted to do in terms of federal election law. <br /></p><p><b>What Does This Mean for Whether We Will Get New NC Maps? </b>Here's the odd thing: North Carolina was going to get new congressional, State House and State Senate Maps regardless of what the U.S. Supreme Court said today. I know, weird, right? So, the fight wasn't about whether we'd get new maps in 2023, but about whether application of ISL would make it so that state courts couldn't tell state legislatures that they've gone too far. <br /></p><p><b>What Happened?</b> SCOTUS ruled 6-3 for the defendants (Harper, or those who originally challenged the NC maps). </p><p>Of the six in the majority, the three liberals joined with three conservatives (Justices Kavanaugh, Barrett, and Chief Justice Roberts), while the remaining three conservatives—Thomas, Alito, and Gorsuch—dissented from the majority. Chief Justice Roberts authored the majority opinion, with Kavanaugh agreeing to the outcome but offering some of his own thoughts in a concurrence, and Thomas writing for the dissenters. </p><p>Here’s a condensed breakdown of the main arguments of all three writers (if you've got the time you're better off reading the opinion in the original):</p><p><b>The Majority said</b>: You can’t just discount the role of state courts & say legislatures can do whatever they want. That's not what the founders wanted and that's not what previous courts have decided. State courts absolutely have a role to play (!)...but we won’t define exactly how far that role extends. Seems like a good idea at some point, though.<br /></p><p><b>The Concurring opinion said</b>: I agree! Oh, and Justice Rehnquist might have given us a good standard to use to say where the line is.</p><p><b>The Dissenting opinion said</b>: This case is moot anyway. There's nothing to see here. Oh, and the majority didn't give us any guidelines to say when a state court oversteps its bounds. This is going to create a big ol' mess. </p><p><b>Four (Slightly) More Nuanced Thoughts</b>: </p><p>1) This one is already being viewed in terms of partisan wins and losses (a "win" for Democrats and a "loss" for the Republican plaintiffs), but that's not really the right frame, in my opinion. If SCOTUS went the other way, the Democratic legislators in New York would have gained just as much power today as the Republican legislators in North Carolina. What's good for the goose is good for the gander, and all of that. So, yes, a win for voting rights advocates, but not a loss for the Republicans any more than it's a loss for Democratic state legislators in New York.</p><p>2) Speaking of wins and losses, yes, this is a "win" for Harper, but the devil is in the details (ironic, given the lack of details in this write-up). SCOTUS didn't embrace ISL, but nor did they completely reject it. They said there is absolutely a place for the courts....except when there's not. But where that line is isn't (at least at this time) crystal clear.<br /></p><p>3) In <i><a href="https://www.supremecourt.gov/opinions/18pdf/18-422_9ol1.pdf" target="_blank">Rucho v. Common Cause</a></i> (another case that came out of NC), SCOTUS kicked the redistricting ball back to the state courts, saying that "partisan gerrymandering claims present political questions beyond the reach of the federal courts." With <i>Moore v. Harper</i>, they appear to be setting the federal courts up for more business on the redistricting front. <br /></p><p>4) State Supreme Court elections were already highly partisan, expensive, closely watched affairs. This decision is only going to add fuel to a fire that's already burning.<br /></p><p>There will be plenty of digesting and analyzing this important decision for American democracy and politics over the coming weeks, months and years. But one thing is for certain: North Carolina has, once again, provided an important case regarding redistricting and election laws that <a href="https://www.supremecourt.gov/opinions/18pdf/18-422_9ol1.pdf" target="_blank">harkens</a> <a href="https://www.law.cornell.edu/supct/html/07-689.ZS.html" target="_blank">back</a> <a href="https://www.law.cornell.edu/supct/html/92-357.ZO.html" target="_blank">to the</a> <a href="https://tile.loc.gov/storage-services/service/ll/usrep/usrep478/usrep478030/usrep478030.pdf" target="_blank">1980s</a>. <a href="https://link.springer.com/book/10.1007/978-3-030-80747-4">The five-decade streak of critical constitutional law from the Old North State</a> remains unbroken.</p><p>--------------------</p><p>Dr. Christopher Cooper is the Madison Distinguished Professor of Political Science and Public Affairs at Western Carolina University, where he serves as director of WCU's Public Policy Institute. He tweets at <a href="https://twitter.com/chriscooperwcu" target="_blank">@chriscooperwcu</a>.</p>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-53924863692154847122023-05-08T10:29:00.005-04:002023-05-09T08:51:25.252-04:00An Analysis of North Carolina's New Abortion Bill<p>By Rebecca J. Kreitzer</p><p><i>Editor’s note: with the high visibility regarding Senate Bill 20, which the North Carolina General Assembly introduced and passed last week, ONSP asked an expert on abortion policy, Dr. Rebecca Kreitzer, to offer her analysis on the bill and its potential impacts as a special contribution to the blog. Her views do not represent the opinions of her home academic institution.</i></p><p>Recently, the North Carolina General Assembly passed <a href="https://www.ncleg.gov/BillLookUp/2023/S20" target="_blank">Senate Bill 20</a>, a process that saw the bill's introduction to final adoption completed in less than two days. Ostensibly entitled "Care for Women, Children and Families Act," the first half of the bill restricts access to abortion in numerous ways before tacking on an assortment of policy changes to "improve infant and maternal health." However, the law's provisions make little impact on improving healthcare for women or children, and likewise it shouldn't be referred to as a "12 week abortion ban" because the restrictions on abortion begin earlier than 12 weeks and go far beyond gestational bans. </p><p><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In total, about 48 hours transpired between the content of the bill becoming public and the bill passing the Senate and getting sent to Governor Cooper – notably shorter than the mandatory waiting period the law requires for patients seeking abortion to reflect on their decision. Governor Cooper </span><a href="https://twitter.com/NC_Governor/status/1653789901140250626" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">will veto the bill</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. However, with State Representative <a href="https://apnews.com/article/cotham-north-carolina-party-switch-republican-abe32788b89eba63cffd68917b8bb5d7" target="_blank">Tricia Cotham becoming a Republican</a> only months after </span><a href="https://twitter.com/triciacotham/status/1521452477475917825?lang=en" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">campaigning on a platform of expanding access to abortion</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, the Republicans now have a slim veto-proof supermajority in both chambers to override the governor’s objections and make the bill law.</span><span style="font-style: italic; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Republican legislators in the General Assembly have maximized their chances at overriding a veto, including </span><a href="https://www.dailytarheel.com/article/2023/03/city-new-house-rule-could-overturn-veto#:~:text=On%20Feb.,the%20House%20before%20the%20vote." style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">changing chamber rules</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> to allow veto override votes to be taken without any prior notice. </span></p><p><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><span></span></span></p><a name='more'></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The speed at which sweeping changes to abortion were rushed through the legislature was facilitated by political trickery: transforming an existing </span><a href="https://www.ncleg.gov/Sessions/2023/Bills/Senate/PDF/S20v4.pdf" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">11-page bill on the safe surrender of unwanted infants</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> into a </span><a href="https://www.ncleg.gov/Sessions/2023/Bills/Senate/PDF/S20v5.pdf" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">46-page bill that substantially curtails abortion access</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> in North Carolina, as well as containing a hodgepodge of other initiatives apparently about maternal and child health, including the aforementioned 11-page bill on safe surrender of infants. </span><p></p><p><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In the </span><a href="https://abc11.com/north-carolina-politics-abortion-nc-state-house/13205558/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">press conference</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> announcing the new bill, as well as in floor debate in the House and Senate, it was clear that legislators on both sides of the aisle had insufficient time to understand an extremely complex bill. No </span><a href="https://www.charlotteobserver.com/opinion/article275027951.html" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Democrats were invited to participate</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> in the drafting of the bill. The parliamentary switch of swapping the bill text via a committee report meant that legislators had limited time to raise objections or ask questions of the bill’s sponsor before the final vote was taken. And because the </span><a href="https://www.wral.com/fast-moving-north-carolina-abortion-bill-poised-to-pass-state-senate/20842600/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">bill’s Senate sponsor admitted to receiving the bill text just days earlier</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, it was unclear that she could have answered such questions anyway. </span><span style="white-space: pre-wrap;">In other words, neither the sponsors, fellow legislators, physicians who would have to implement this law, or the general public understand this bill.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h3 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">What is in SB20 about abortion?</span></h3><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The first half of the bill’s 46 pages are devoted to revising the state’s abortion policies, with a focus on four major revisions of abortion regulations.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h4 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Gestational Bans</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The law (§90-21.81B) would allow in-clinic </span><a href="https://prochoice.org/patients/abortion-what-to-expect/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">abortion procedures</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> through 12 weeks. All abortion procedures after 12 weeks would need to be performed in a hospital setting, despite no evidence this is necessary or would improve health outcomes, which increases the cost of the procedure. The vast </span><a href="https://www.ncbi.nlm.nih.gov/books/NBK507229/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">majority of abortions in NC and the country take place in out-patient clinical settings</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. North Carolina </span><a href="https://www.politico.com/story/2013/07/north-carolina-governor-abortion-bill-094896" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">already requires that abortion clinics meet the standards of ambulatory surgical centers</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> (which is a </span><a href="https://www.guttmacher.org/state-policy/explore/targeted-regulation-abortion-providers" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">higher standard</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> thus </span><a href="https://pubmed.ncbi.nlm.nih.gov/31629727/" style="text-decoration-line: none;"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">significantly increasing the cost of abortion</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">), even though there is </span><a href="https://www.ansirh.org/research/brief/safety-abortion-ambulatory-surgical-centers-vs-office-based-settings" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">no difference in complication rates between abortions in clinical and ambulatory surgical settings</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><a href="https://prochoice.org/patients/abortion-what-to-expect/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Medication abortion</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, wherein patients safely end their pregnancy at home after being administered two prescription medications, would only be allowed through 10 weeks (§90-21.83B). This requirement would remove a week of access to medication abortion. Since 2020, </span><a href="https://www.guttmacher.org/article/2022/02/medication-abortion-now-accounts-more-half-all-us-abortions" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">medication abortion has been the most common</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> type of abortion in the US. The FDA currently authorizes mifepristone, the first of 2 drugs used in the most common medication abortion protocol, for up to 70 days (10 weeks) - but physicians regularly prescribe past 70 days based on </span><a href="https://gynuity.org/resources/a-non-inferiority-study-of-outpatient-mifepristone-misoprostol-medical-abortion-at-64-70-days-and-71-77-days-of-gestation" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">data regarding safety</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span><a href="https://gynuity.org/resources/a-repeat-dose-of-misoprostol-800mcg-following-mifepristone-for-outpatient-medical-abortion-at-64-70-and-71-77-days-of-gestation-a-retrospective-chart-review" style="text-decoration-line: none;"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">and efficacy</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, and physicians prescribing medication </span><a href="https://www.fda.gov/patients/learn-about-expanded-access-and-other-treatment-options/understanding-unapproved-use-approved-drugs-label" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">“off-label”</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> is common in general. More on medication abortion will be discussed later.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The law would allow abortion up to 20 weeks for rape or incest (§90-21.83B). While a police report for rape or incest would not be required, </span><a href="https://abc11.com/north-carolina-politics-abortion-nc-state-house/13205558/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">legal staff at the press release</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> announcing the bill was careful to say a police report wouldn’t be required </span><span style="font-style: italic; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">at this point </span><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">(13:04 in the video). It’s worth noting that a state statute (§</span><a href="https://www.ncleg.gov/EnactedLegislation/Statutes/PDF/BySection/Chapter_14/GS_14-318.6.pdf" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">14-318.6</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">) already requires providers to call police if they are treating a minor patient, which may dissuade minors from seeking abortion care if they fear interacting with police.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Abortions would be allowed up to 24 weeks where the fetus has a “physical or genetic” “life-limiting disorder by current medical evidence” that is “uniformly diagnosable” (§90-21.81D). However, the law also specifically bans abortion when the fetus has Down syndrome (§90-21.121), though this condition is both life-limiting and uniformly diagnosable.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The law allows for abortions to protect the pregnant person’s life (§90-21.81B), though these exceptions are narrower (§90-21.81 (5)). Abortions would be allowed when, in the “reasonable medical judgment” of the provider, an abortion is urgently needed to avert death, or where a delay will create “serious risk of substantial and irreversible physical impairment of a major bodily function, not including any psychological or emotional conditions.” The law makes it clear that someone at serious risk of suicide would not be allowed an abortion, as “no condition shall be deemed a medical emergency if based on a claim or diagnosis that the woman will engage in conduct which would result in her death or in substantial and irreversible physical impairment of a major bodily function.”</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">It’s important to emphasize that the language regarding medical emergencies is ambiguous. It doesn’t specify how imminent or substantial the harm must be. Imagine a woman with hypertension (high blood pressure) at high risk for preeclampsia, which can be fatal, and can escalate quickly. She already has 3 children and knows she doesn’t want any more, and doesn’t want the risk of remaining pregnant (which may result in her dying and being unable to care for her children). If she isn’t yet sick, could the status of her pregnancy being high-risk qualify as a medical emergency or must her condition deteriorate until she is on the brink of death? Would this woman need to remain pregnant until she is crashing, like women in Texas and Oklahoma who are </span><a href="https://www.npr.org/sections/health-shots/2023/04/25/1171851775/oklahoma-woman-abortion-ban-study-shows-confusion-at-hospitals" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">forced to wait in hospital parking lots</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> or at home until </span><a href="https://www.newyorker.com/news/dispatch/in-the-post-roe-era-letting-pregnant-patients-get-sicker-by-design?utm_source=nl&utm_brand=tny&utm_mailing=TNY_Daily_050623&utm_campaign=aud-dev&utm_medium=email&utm_term=tny_daily_digest&bxid=5db422a82ddf9c639952e336&cndid=72967614&hasha=c5bb4680c1d75fcf80f8b4740a3aabac&hashb=8fa35b79dcf57348d2e413f65958bf84f05bdfa7&hashc=2872548255ceafbea11d5f86c298bcbe947696bd726cec6cdd731240b27ef120&esrc=CITIZENNET_FB_MAGAZI&mbid=CRMNYR012019" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">medically ill enough to treat</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">? </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Women are </span><a href="https://pubmed.ncbi.nlm.nih.gov/22270271/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">14 times more likely to die in childbirth </span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">than die from an abortion. Some women’s “risk” of dying in childbirth is higher than others. For instance, women with certain comorbidities, like various heart and blood conditions, obesity, diabetes - as well as older women and lower-income women - are all more likely to die or nearly die. </span><a href="https://www.bluecrossnc.com/maternal-health" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">North Carolina has the 11th highest maternal mortality in the country</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. </span><a href="https://www.wilsoncenter.org/event/what-explains-the-united-states-dismal-maternal-mortality-rates" style="text-decoration-line: none;" target="_blank"><span style="color: #0563c1; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">The causes of our maternal mortality crisis</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> are complex and often linked to pre-existing medical risks, as well as systemic racism. In 2021, the </span><a href="https://www.axios.com/local/raleigh/2023/03/22/nc-maternal-mortality-pandemic-spike-2021" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">maternal mortality rate for Black women</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> in North Carolina was 69.9 deaths per 100,000 live births, compared to a rate of 26.6 for white women. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h4 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; text-align: left;"><span style="font-family: inherit;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">Abortion Reporting Requirements:</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> </span></span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">North Carolina law already requires that certain information about abortions be reported to the state. The new reporting requirements (§90-21.93), are onerous and raise serious concerns regarding patient confidentiality. After each abortion, a report must be submitted to the state that “shall contain, at a minimum, all of the following:” 1) identity of the physician and any referring physician, 2) the location, date and type of any surgical abortion or the location, date, and the location of “where any abortion-inducing drug is administered or dispensed”, including any healthcare facility, at the pregnant person’s home, or an other location, 3) the patient’s county, state, and country of residence, age and race; 4) the patient’s fertility history, including number of live births, previous pregnancies, and number of previous abortions; 5) patient’s pre-existing medical conditions; 6) probably gestational age of the fetus as determined by both patient history and ultrasound, and the date the ultrasound was done; 7) the abortion medications used and the date they were dispensed, administered and used; 8) whether the patient returned for the state-mandated follow up appointment, the results of that appointment, and the date; 9) the reasonable efforts of the provider to encourage the patient to attend the follow-up appointment; 10) any complication; and, 11) amount of money billed to cover the treatment for complications, including the diagnosis codes reported.</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b id="docs-internal-guid-a7dc10f1-7fff-2ebf-7b3b-d86f1806c74b" style="font-weight: normal;"><br /></b></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">The law would also require that doctors inform the state when they suspect that they are treating a patient for an “adverse event” related to abortion (§90-21.93 (b-e)). Adverse event is defined as “untoward,” which is not a medical term, but presumably means unexpected. Expected complications include pain, bleeding and continued pregnancy - what would an “untoward” complication entail? Providers would need to report when the patient presented for the adverse event, the specific complication that arose as a “primary or secondary” result of abortion, and whether the patient obtained medication abortion pills in the mail.</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b style="font-weight: normal;"><br /></b></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This law invites providers to report to the state when they are treating someone with a suspected self-managed abortion §90-21.93 (e(3)). But self-managed abortions and miscarriages are indistinguishable in an emergency room setting - which means people may get reported to the state for seeking care for a miscarriage. Given well-established data indicating </span><a href="https://www.nbcnews.com/news/us-news/woman-prosecuted-miscarriage-highlights-racial-disparity-similar-cases-rcna4583" style="text-decoration: none;" target="_blank"><span style="background-color: transparent; color: #1155cc; font-style: normal; font-variant: normal; font-weight: 400; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">racial disparities</span></a><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> in the </span><a href="https://harvardlawreview.org/print/vol-133/race-pregnancy-and-the-opioid-epidemic-white-privilege-and-the-criminalization-of-opioid-use-during-pregnancy/" style="text-decoration: none;" target="_blank"><span style="background-color: transparent; color: #1155cc; font-style: normal; font-variant: normal; font-weight: 400; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">policing of parenthood</span></a><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">, it’s reasonable to assume women of color experiencing miscarriage will be more likely to be reported to the state than white women.</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b style="font-weight: normal;"><br /></b></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">The law would require that doctors act as law enforcement, interrogating patients getting an abortion after 12 weeks (§90-21.81C(b)) about the reason they seek an abortion, so that it can be sent to the state alongside private medical information (the estimated gestational age, demographic information, and the number of previous pregnancies, live births and abortions she has received), as well as information about the doctor providing an abortion. If the abortion was needed because of a medical emergency, the report must explain the “findings and analysis” on which the doctor determined there to be an emergency. </span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><b style="font-weight: normal;"><br /></b></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This requirement will </span><a href="https://www.npr.org/sections/health-shots/2022/11/23/1137756183/doctors-who-want-to-defy-abortion-laws-say-its-too-risky" style="text-decoration: none;" target="_blank"><span style="background-color: transparent; color: #1155cc; font-style: normal; font-variant: normal; font-weight: 400; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">lead to delays of urgently needed care</span></a><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> in order to create a paper trail. If the patient is ending a pregnancy because of a life-limiting fetal anomaly, reports would also be required to provide information about the doctor that diagnosed the life-limiting anomaly (§90-21.81D). On an annual basis, clinics and hospitals would need to report “statistical summary reports concerning the medical and demographic characteristics of the abortions provided” (§90-21.81C(b)).</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-family: inherit;"><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">These reports will be aggregated by the NC Department of Health and Human Services to prepare a “comprehensive annual statistical report” that is made available to the public as a downloadable pdf (§90-21.93(f)). The law states that the reports shall not contain the patient’s name, “common identifiers”, or ID numbers (SSN or driver’s license) (§90-21.93(g)). However, the detailed information that is </span><span style="background-color: transparent; color: black; font-style: italic; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">required</span><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"> listed above </span><a href="https://hai.stanford.edu/news/de-identifying-medical-patient-data-doesnt-protect-our-privacy" style="text-decoration: none;" target="_blank"><span style="background-color: transparent; color: #1155cc; font-style: normal; font-variant: normal; font-weight: 400; text-decoration-skip-ink: none; text-decoration: underline; vertical-align: baseline; white-space: pre-wrap;">could be used to identify people</span></a><span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">. The proposed legislation fails to answer many questions about what will happen once these data are reported to the state: What will they do with that information? How will it be stored and protected to ensure patient confidentiality? Will the data be analyzed by the state, and if so, by which departments? Will the state allocate funding for the management of this data?</span></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="background-color: transparent; color: black; font-family: Arial; font-size: 11pt; font-style: normal; font-variant: normal; font-weight: 400; text-decoration: none; vertical-align: baseline; white-space: pre;"><br /></span></p><h4 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Informed Consent:</span><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; vertical-align: baseline; white-space: pre-wrap;"> </span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">North Carolina </span><a href="https://en.wikipedia.org/wiki/North_Carolina_Women%27s_Right_to_Know_Act#:~:text=NC%20House%20Bill%20854%20is,a%2072%2Dhour%20waiting%20period." style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">already has laws in place</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> to ensure that </span><a href="https://www.ncdhhs.gov/divisions/public-health/womans-right-know-act" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">people seeking abortion give informed consent</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. Existing law already requires pregnant people be read a onerous state-mandated script 72 hours prior to abortion, which includes misleading and inaccurate information about the risks of complications from abortion, including the danger to subsequent pregnancies, and the ability to carry a fetus to term in the future, as well as the psychological effects of abortion. It packs in a lot of unnecessary information, such as that the father must pay child support if they continue the pregnancy, which is demeaning to patients in many circumstances, including when there are fetal anomalies or the pregnancy resulted from rape. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">For the record, </span><a href="https://pubmed.ncbi.nlm.nih.gov/22270271/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">pregnancy poses significantly higher risks to women than do abortions</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. Further, there is </span><a href="https://www.nytimes.com/2019/05/30/well/can-an-abortion-affect-your-fertility.html" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">little evidence that safe abortion causes future infertility</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. There is also </span><a href="https://www.apa.org/monitor/2022/09/news-facts-abortion-mental-health" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">little evidence that abortion causes psychological trauma</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, in fact the opposite; the </span><a href="https://www.ucsf.edu/news/2020/01/416421/five-years-after-abortion-nearly-all-women-say-it-was-right-decision-study" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">vast majority of women (>95%) do not regret their abortion</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. The new law would require this process take place </span><span style="font-style: italic; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">in person</span><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, not over the phone for both surgical (§90-21.82) and medication abortions (§90-21.83A) - a requirement blatantly aimed at decreasing access by requiring people to make multiple visits, incurring even greater costs, as evidence suggests there is a </span><a href="https://www.sciencedirect.com/science/article/abs/pii/S1049386721000116" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-style: italic; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">benefit</span><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;"> to allowing telemedicine informed consent </span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">rather than requiring in-person visits.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">If the abortion is because of a fetal anomaly, the doctor providing an abortion must additionally (§90-21.81D) explain to the patient orally and in writing the basis of determination that the anomaly qualifies as life limiting; the risks associated with the life-limiting anomaly and risks associated with abortion; that life-limiting anomalies may result in live births with unpredictable and variable lengths of life; information about the life-limiting anomaly, including the likelihood of survival; provide referrals to neonatal and perinatal palliative care consultations; discuss all options with the patient, including continuation of pregnancy, referrals for palliative care and specialists, stabilization of an infant and transfer to Neonatal Intensive Care Unit - as well as all the information provided in the standard mandatory informed consent. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">A patient seeking an abortion due to fetal anomalies has almost certainly already had diagnostic testing and detailed conversations with their own physician. Forcing abortion providers to repeat all of this information with a patient, especially one confident in their choice to end their pregnancy, adds further trauma to people already wrestling with devastating news. Furthermore, this burdens abortion providers who are not all experts in complex fetal medicine. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In 2011 the state passed a law that required a physician to place ultrasound images in view of the patient, and to read a state-mandated script to describe the images, even if the patient did not want to see or hear about the images. In 2014, a federal court blocked this law in the case of </span><a href="https://reproductiverights.org/case/stuart-et-al-v-camnitz/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Stuart et al v. Camnitz</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, later affirmed in the 4th Circuit, as an unconstitutional violation of the 1st Amendment rights of physicians because it was an “impermissible attempt to compel these providers to deliver the state’s message in favor of childbirth and against abortion.” This law inserts new language (§90-21.85) to affirm that a pregnant woman has a right to view a real-time image of the ultrasound.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h4 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Medication Abortion</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">This law adds multiple new requirements for patients receiving medication abortions, which are </span><a href="https://www.nytimes.com/interactive/2023/04/01/health/abortion-pill-safety.html" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">extremely safe</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, and have substantially lower complication rates relative to abortion procedures and childbirth. The existing protocol for medication abortion involves the administration of two medications, mifepristone and misoprostol, taken at least 6 hours apart. The FDA does not require any in-person appointments to be prescribed mifepristone, and the FDA has never required in-person appointments for misoprostol. In recent years, telemedicine has expanded access to safe abortion to people across the country when </span><a href="https://www.nytimes.com/2021/12/16/health/abortion-pills-fda.html" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">in-person dispensing requirements for mifepristone were lifted</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, but not in North Carolina, which continued to mandate in-person appointments. This new law goes even further, requiring multiple in-person appointments (§90-21.83A and §90-21.83B). </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">How many appointments must one attend to get a medication abortion? That answer is unclear. In Section §90-21.81, the law defines an “abortion-inducing drug” as a medicine or drug dispensed with the intent to terminate a pregnancy, including “the off-label use of drugs such as mifepristone (Mifeprex), misoprostol (Cytotec), and </span><a href="https://www.health.com/news/methotrexate-abortion-bans" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">methotrexate</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">.” The law requires that informed consent take place, in person at least 72 hours before the medical abortion. In a later section of the law (§90-21.83A), it states that a physician “prescribing, administering, or dispensing” an abortion-inducing drug must first: verify the pregnancy, test blood type, run diagnostic tests for potential complications, screen the person for abuse, inform the patient she may “see the remains of her unborn child” (in less inflammatory language, a patient may see some bleeding, blood clots, and fetal tissue - depending how far along the pregnancy is), and verify gestational age before being administered the medication. The patient must then return for a follow-up appointment 7-14 days after “administration of the abortion-inducing drug” to ensure the abortion is complete (which can easily and cheaply be done </span><a href="https://www.plannedparenthood.org/blog/how-can-i-tell-if-my-abortion-worked-what-are-the-signs-of-pregnancy-after-you-ve-had-an-abortion" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">with a home pregnancy test</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">). How much effort must providers make to reach people who do not return for the appointment? The legislation fails to say.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The law requires, at a minimum, 3 in-person appointments with a physician. But there are many unresolved questions here: Would a patient need to return for a fourth visit, after taking mifepristone but before taking misoprostol (which are both identified by name as abortion inducing drugs)? How many visits would a pregnant patient with a fetus that is nonviable but still has cardiac activity, need to make? If she is only prescribed misoprostol, does she need any in-person appointments? These questions could be resolved with clarifications in the law - but the law was passed with minimal debate, and virtually no time for the sort of rigorous questioning needed to draft effective and well-written laws. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Compounding issues with obtaining drugs used in medication abortion, North Carolina has a law that allows pharmacists to </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC9117776/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">refuse to fill a prescription</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> if doing so makes them complicit in behavior that is inconsistent with their personal morals. How will distinctions be made for women needing mifepristone and misoprostol for treatment of a pregnancy loss and those seeking a medication abortion? Pharmacists across the country are </span><a href="https://slate.com/news-and-politics/2022/05/abortion-texas-pharmacies-refusing-prescriptions-misoprostol-methotrexate.html" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">refusing to fill prescriptions for these medications</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, </span><a href="https://www.vox.com/23207949/supreme-court-abortion-methotrexate-prescription-pharmacist-refuse" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">limiting access to health beyond abortion</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> related care.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h4 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Even more abortion regulations</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Under the new bill (§14-44.1), it would be unlawful for a provider or manufacturer of medication abortion pills to mail prescribed drugs as it would violate the requirement that abortion-inducing drugs only be administered in the physical presence of a physician. The bill would also make it unlawful for individuals and organizations to make an advertisement, have a website, or otherwise provide services in helping pregnant women who are a “resident of this State” obtain medication abortion pills – which raises concerns regarding the curtailment of the First Amendment right to free speech in line with the </span><a href="https://www.npr.org/2023/04/18/1170371877/abortion-pill-mifepristone-judge-comstock" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">reawakening of the Comstock Act</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">There are also many unresolved questions here: how would this law be enforced? How does this affect out-of-state telehealth providers who may inadvertently prescribe to a North Carolinian? Will North Carolina </span><a href="https://www.npr.org/sections/health-shots/2023/03/01/1158364163/3-abortion-bans-in-texas-leave-doctors-talking-in-code-to-pregnant-patients" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">become like Texas</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">, a state where doctors speak in coded language to counsel patients lest they face criminal prosecution? </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">Patients must also be told during informed consent for both medication (§90-21.83A) and procedural abortions (§90-21.82) that they have a private right of action to sue the physician who provided an abortion if she later feels she was misled or coerced. What if the patient feels coerced by the state government’s mandatory informed consent process, could they sue the state?</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">There's even more regulatory efforts regarding abortion policy, but these are the major components to the legislation, which is half of the total bill. Of course, North Carolina has existing restrictions on abortion that aren’t discussed in this post but would remain in effect.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h3 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">What else is in SB20 that isn’t about abortion?</span></h3><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The bill started out as a bill </span><span style="font-style: italic; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">not</span><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> about abortion, and the last half of the bill contains a number of initiatives not about abortion (starts on page 25 of 46). There isn’t any good reason why all of these legislative initiatives are bundled together in this new law, and all of these legislative efforts could be brought before the chamber as stand-alone bills. </span><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline; white-space: pre-wrap;">More importantly, none of these will have a meaningful impact on maternal and child health.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h4 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Access to Contraception (less than ½ page): </span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">In Section 4.1, the law states an appropriation of $3,500,000 to be awarded over 2 years via competitive grants to nonprofit community health centers to make “long-acting reversible contraception” (LARC), such as the IUD or the contraceptive implant, available to underserved, uninsured or medically indigent patients. Improving access to </span><a href="https://www.sciencedirect.com/science/article/abs/pii/S000293781600301X?casa_token=BNvjwk7i_SsAAAAA:SATznNKf2oYX-6i2ilhWg_kS2_-K8iqCk8wfDgcP3b4Mch_MMILjTLcuhC4IB2TgfITn49dySQ" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">LARC can significantly reduce</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> </span><a href="https://cdphe.colorado.gov/fpp/about-us/colorados-success-long-acting-reversible-contraception-larc" style="text-decoration-line: none;"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">unintended pregnancy and abortion</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. Expanding access to affordable LARC among lower-income women can broaden bodily autonomy – but it has to be offered thoughtfully through patient-centered counseling and shared decision making as there is evidence that </span><a href="https://pubmed.ncbi.nlm.nih.gov/20598282/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">providers are more likely to recommend IUDs to low-income Black and Latina women</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> than white women, which is uncomfortably reminiscent of </span><a href="https://arpejournal.com/article/id/167/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">North Carolina’s racist eugenic sterilization program</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"><br /></span></p><h4 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 400; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">Medicaid Coverage of Obstetric Care (less than ½ page):</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">The Department of Health and Human Services will increase the Medicaid rate paid for obstetric care (Section 4.2.(a)) and incentivize group prenatal care services (Section 4.2.(b)). Medicaid pays for more than </span><a href="https://www.kff.org/report-section/medicaid-coverage-of-pregnancy-related-services-findings-from-a-2021-state-survey-report/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">4 in 10 births nationally</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;"> and </span><a href="https://www.marchofdimes.org/peristats/data?reg=99&top=11&stop=154&lev=1&slev=1&obj=18" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline; white-space: pre-wrap;">in North Carolina</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline; white-space: pre-wrap;">. Increasing Medicaid coverage and reimbursement rates for obstetric care is good, but this does little to address the long-term needs for someone who has been forced to continue an unwanted pregnancy and the children they may already have. </span></p><div><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><br /><h4 style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">Certified Nurse Midwives (~5 pages):</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">The bill regulates Certified Nurse Midwives (CNMs), including expanding qualifications, certification, and autonomy in their practice (Section 4.3.(a)). A </span><a href="https://www.ncleg.gov/BillLookUp/2023/H751" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">bill was introduced by Democrats several weeks ago </span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">specifically to establish a Certified Professional Midwives licensing, though it hasn’t left the Committee on Health. Although SB20 would grant CNMs the expanded scope of practice that they have sought for decades, the </span><a href="https://www.facebook.com/NCNurseMidwives/posts/pfbid0sgD6Q94hd7t84PnUejSNaNEurFbsrMtKUwCLsjg25xeuhNFzYmxstHUERbG5oAS6l" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">NC Chapter of the American College of Nurse Midwives</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> does not support this new bill because it is being tied to arbitrary abortion restrictions that they do not support. (The </span><a href="https://www.northcarolinahealthnews.org/2023/05/04/medical-providers-protest-abortion-restrictions-new-bill/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">North Carolina Medical Society, the North Carolina Obstetrical and Gynecological Society and the North Carolina Academy Physicians</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> also oppose the bill.)</span></p><br /><h4 style="font-weight: 400; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">Paid Parental Leave (1 page):</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">In Section 5.1.(a), full time state employees would get 8 weeks of paid leave when giving birth, and 4 weeks for other qualifying events (new biological child, adopting or fostering a child). Part time state employees would be eligible for more limited paid leave, not to exceed 4 weeks for a birthing state employee or 2 weeks for a non-birthing parent.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><a href="https://www.apa.org/monitor/2022/04/feature-parental-leave" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">Paid parental leave </span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">is </span><a href="https://www.kff.org/womens-health-policy/fact-sheet/paid-leave-in-u-s/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">extraordinarily important</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. Paid parental leave policies significantly improve maternal physical and mental health, ease financial stress, allow for more bonding with the baby, and increase gender equality when fathers receive leave. The </span><a href="https://www.pewresearch.org/short-reads/2019/12/16/u-s-lacks-mandated-paid-parental-leave/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">US is truly exceptional in its </span><span style="color: #1155cc; font-style: italic; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">lack</span><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;"> of unpaid or paid family leave</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. While it would be great for North Carolina to establish a paid parental leave policy, this leaves </span><span style="font-style: italic; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">out</span><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> most parents in NC in the private sector. There are approximately </span><a href="https://oshr.nc.gov/work-nc/employee-statistics/current-state-employee-statistics" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">75,000 people who work for the state</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">, most of which are not women of child-bearing age - and this law would do nothing to provide paid (or even unpaid) leave for everyone else.</span></p><br /><h4 style="font-weight: 400; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">Safe Surrender of Infants (~11 pages)</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">The bill started out as a bill to expand North Carolina’s </span><a href="https://www.usatoday.com/story/life/parenting/2019/09/13/safe-haven-laws-things-you-didnt-know-surrendering-newborn/2031516001/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">safe haven law</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> and you can find the bill’s original content in Section 6.2.(a). The law would increase the time period in which unwanted infants may be surrendered to the state from 7 to 30 days, as long as there is no evidence of neglect or abuse. The law also outlines what happens after an infant is surrendered, including outlining duties and liabilities of those accepting a surrendered infant, as well as the process for attempting to contact the other parent (requiring 3 weeks of newspaper advertisements), among other things.</span></p><br /><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">Safe-haven laws are good public policies, and </span><a href="https://www.cdc.gov/mmwr/volumes/69/wr/mm6939a1.htm" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">evidence does suggest that they reduce infant homicide</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">, however most infant homicides occur after the amnesty period. Safe-haven laws aren’t an alternative that eliminates the need for abortion; being pregnant and giving birth are still medically dangerous. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><span id="docs-internal-guid-c053638f-7fff-1ff2-3c15-04dd4424e3b6"><br /></span></span></p><h4 style="font-weight: 400; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">Expanded Access to Childcare (~ ½ page)</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">Tuition for childcare in North Carolina is so high that it </span><a href="https://abc11.com/daycare-child-care-costs-day/11574224/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">exceeds annual tuition rates for state universities</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. The average annual cost of infant childcare is</span><a href="https://info.childcareaware.org/hubfs/2020%20State%20Fact%20Sheets/NorthCarolina-2020StateFactSheet.pdf?utm_campaign=Picking%20Up%20The%20Pieces&utm_source=North%20Carolina%20SFS" style="text-decoration-line: none;" target="_blank"><span style="color: black; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> </span><span style="color: #0563c1; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">$9,650</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">— almost half of the yearly</span><a href="https://statusofwomendata.org/explore-the-data/poverty-opportunity/additional-state-data/median-household-income-by-household-type/" style="text-decoration-line: none;" target="_blank"><span style="color: black; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> </span><span style="color: #0563c1; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">median income for a single NC mother</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. In Part 7 of the new law, the Department of Health and Human Services would increase the child care subsidy market rates to help low-income families making less than 200% of the federal poverty level afford childcare. However, there are </span><a href="https://ncearlyeducationcoalition.org/issues/child-care-assistance/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">30,000 children aged 0-5 on the child care subsidy wait list</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">, and</span><a href="https://www.ncjustice.org/publications/equitably-financing-child-care-for-north-carolina-families-2021-update/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;"> only 10% of children eligible under federal guidelines are currently being served</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. Increasing the value of the subsidies will not increase the number of people receiving that assistance.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><br /></span></p><h4 style="font-weight: 400; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">Expands Monitoring of Sexual Offenders (~ 1 page)</span></h4><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">Part 8 of the bill states that Department of Adult Corrections shall do a risk assessment of sexual offenders who committed a crime that involved the physical, mental or sexual abuse of a minor. If the Department determines the offender requires the highest possible level of supervision, they may be enrolled in a satellite-based monitoring program for the life of the offender (previously 10 years).</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><br /></span></p><h3 style="font-weight: 400; line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline;">Does SB20 improve maternal and child health?</span></h3><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; font-weight: 700; vertical-align: baseline;">No. </span><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">Republican legislators argued the reasonableness of a 12-week gestational ban by pointing out that many other countries in the world have similar abortion bans. What those legislators failed to mention is that </span><a href="https://www.cfr.org/article/abortion-law-global-comparisons" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">most of those countries have even worse maternal mortality than the US</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">, which is already</span><a href="https://www.bmj.com/content/371/bmj.m4546" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;"> shockingly bad for a developed nation</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> and </span><a href="https://www.commonwealthfund.org/blog/2022/us-maternal-mortality-crisis-continues-worsen-international-comparison" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">getting worse</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">The countries with the lowest maternal mortality rates generally have less restrictive abortion laws than in NC’s new bill, including for abortions less than 12 weeks, and they tend to also have universal healthcare, subsidized child care, family leave policies for all laborers (not just those that work for the state government), comprehensive sex education, and a more supportive social welfare policy. In countries with the most restrictive abortion laws, abortions are often performed by untrained providers or use unsafe methods, making unsafe abortions one of the leading causes of maternal mortality. Within the US, </span><a href="https://www.commonwealthfund.org/publications/issue-briefs/2022/dec/us-maternal-health-divide-limited-services-worse-outcomes" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">maternal outcomes are worse in abortion restrictive states</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> and </span><a href="https://www.axios.com/2023/01/19/mothers-anti-abortion-bans-states-die" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">maternal mortality is 3 times higher in states with abortion bans</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. Globally, the trend is </span><a href="https://www.cfr.org/article/abortion-law-global-comparisons" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">moving towards legalizing abortion</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> since it helps to reduce maternal mortality and morbidity</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">There are a few legislative initiatives in this law that may have some modest benefits for maternal and child health (parental leave, subsidized child care) - but those are unavailable to the vast majority of North Carolinians. On the other hand, there are a lot of elements of the law that may worsen maternal and child health.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">More than </span><a href="https://www.motherjones.com/kevin-drum/2019/04/raw-data-abortions-by-week-of-pregnancy/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">90% of all abortions happen in the first 12 weeks of pregnancy</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. Some people may think that because this law would allow most abortions before 12 weeks, that it doesn’t negatively impact that many people. But that isn’t true on multiple levels. First, those 7% of patients seeking abortion after 12 weeks are also valid; they seek abortions for compelling reasons, and they are deserving of healthcare. Some of the </span><a href="https://www.kff.org/womens-health-policy/fact-sheet/abortions-later-in-pregnancy/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">most common reasons people get later abortions </span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">include fetal anomalies, which usually cannot be diagnosed until at least 12 weeks, as well as needing to raise money for the procedure if it is not covered by insurance, finding childcare and getting time off from work for appointment, and getting to an abortion facility. Women who are using birth control methods that cause irregular periods and women who naturally have irregular periods may not realize they are pregnant within the first 12 weeks. Minors are also more likely to </span><a href="https://www.ncbi.nlm.nih.gov/pmc/articles/PMC4151926/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">realize they are pregnant later</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"> and those without parental support </span><a href="https://www.jahonline.org/article/S1054-139X(22)00578-X/fulltext" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">may have to navigate the judicial system to get permission to have an abortion</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">, meaning bans on abortion after 12 weeks force more adolescents and teens to become parents.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">After the <a href="https://www.supremecourt.gov/opinions/21pdf/19-1392_6j37.pdf" target="_blank">Dobbs decision</a> and the polarization of state abortion laws, North Carolina became a safe haven for people </span><a href="https://fivethirtyeight.com/features/post-dobbs-abortion-access-66000/" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">traveling across the country seeking safe and legal abortion care</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">. In the first few months after Dobbs, </span><a href="https://www.societyfp.org/wp-content/uploads/2022/10/SFPWeCountReport_AprtoAug2022_ReleaseOct2022-1.pdf" style="text-decoration-line: none;" target="_blank"><span style="color: #1155cc; font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; text-decoration-line: underline; text-decoration-skip-ink: none; vertical-align: baseline;">abortions rose by 37% in North Carolina</span></a><span style="font-variant-alternates: normal; font-variant-east-asian: normal; font-variant-numeric: normal; vertical-align: baseline;">, more than any other state, as our neighboring states passed increasingly restrictive laws. Appointment slots in NC are filled with people from around the country seeking care, making it harder for North Carolinian women to get quick appointments.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><span>This law goes beyond merely banning abortion at a certain gestational point. It adds onerous burdens to physicians and patients while increasing the financial cost and logistical barriers to accessing abortion. Our country’s public policies are premised around the idea that people should not have children unless they can afford it, and then should pay for it privately. This law does very little to support “women, children, and families,” and most of these supports are only available to a small subset of North Carolinians. In the end, the bill is a draconian abortion ban that will harm maternal and infant health, and does little to help women forced to give birth.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;"><br /></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt; white-space: pre-wrap;">--------------------</p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;">Dr. <a href="https://www.rebeccakreitzer.com/" target="_blank">Rebecca Kreitzer</a> is an associate professor of public policy and an adjunct associate professor of political science at the University of North Carolina at Chapel Hill. Her research interests focuses on political representation of women in state legislatures, including work on ideological polarization among women partisans, the underrepresentation of Republican and non-white women, and how women legislate on women’s issues, as well as studying the inequalities experienced by certain groups as a result of public policy, including work on state abortion laws, contraception deserts, same-sex marriage, racial resentment, and the social constructions of politically relevant groups. She tweets at <a href="http://@rebeccakreitzer.">@rebeccakreitzer.</a> </span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;">Dr. Kreitzer wishes to thank all who reviewed and suggested comments for this piece.</span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><br /></span></p><p dir="ltr" style="line-height: 1.38; margin-bottom: 0pt; margin-top: 0pt;"><span style="white-space: pre-wrap;"><i>Editor's note: a section on Abortion Reporting Requirements was left out of the original post; it has been added. </i></span></p></span></div>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-1834718752467946202023-04-26T10:29:00.009-04:002023-04-29T14:35:00.979-04:00Right-Sizing Expectations about Gubernatorial Power in North Carolina<p>By Christopher Cooper</p><p>Last Saturday at the <a href="https://www.theassemblync.com/politics/mark-robinson-governor-ace-speedway/">Ace Speedway</a>, Lt. Governor Mark Robinson revealed the worst kept secret in North Carolina politics: he's <a href="https://www.newsobserver.com/news/politics-government/article274608541.html">running</a> for <a href="https://www.wral.com/story/nc-lt-gov-mark-robinson-announces-2024-bid-for-governor-setting-up-gop-primary-battle/20822792/">Governor</a>. <br /></p><p>Journalists from across the state and country took note of Robinson’s announcement and rightly articulated why it might be the most watched gubernatorial election in the country, come 2024. The subtext of these articles is that the Governor of North Carolina matters.</p><span><a name='more'></a></span><p>And the governor of North Carolina does matter. Article II of the North Carolina Constitution gives the governor one power ("The Executive power of the Sate shall be vested in the Governor") and eleven specific duties including appointment power, recommending a budget, administrative reorganization, and reconvened sessions (one of these duties is that "the Governor shall reside at the seat of government of this state." so, it's really more like 10 duties). The Governor also has the power to veto bills and perhaps most importantly, is viewed as the leader of the state. Like <a href="https://www.youtube.com/watch?v=2_ygqPepLjM">EF Hutton</a>, when the North Carolina Governor talks, people listen. </p><p>In terms of electoral politics, the 2024 North Carolina gubernatorial election will matter as well. Twenty-six of the nation’s governors are Republicans, twenty-four are Democrats. Although governors don't vote together like a legislature, the red/blue map matters for more than just keeping score. In terms of the American South, only North Carolina, Kentucky, and Louisiana have Democratic governors, and the Louisiana Governors mansion is likely to move into Republican hands later this year. The 2024 North Carolina gubernatorial election will tell us a lot about the viability of the Democratic party in the American South.<br /></p><p>While there is no doubt that the upcoming gubernatorial election and the occupant of the office matters, astute observers of North Carolina politics will need to keep these facts in their minds alongside a seemingly contradictory idea: compared to other Governors, the North Carolina Governor is extremely weak. </p><p>In 1776, a delegate to the North Carolina constitutional convention noted that the original state constitution gave the Governor "just enough power to sign the receipt for his own salary." Although we retired that Constitution during Reconstruction and have had two more in the meantime, the sentiment remains largely true: the North Carolina governor does not have many formal powers.</p><p>The sine qua non of gubernatorial power is the veto. Without it, governors have no formal power to stop legislation. North Carolina Governors, like all governors, do have veto power, but they did not get it until 1996--87 years after the rest of the country (note: New Mexico, Arizona, Alaska and Hawaii were all admitted to the Union after 1909, but all gave the governor veto power from their inception).<br /></p><p>All vetoes are not created the same, however. The North Carolina governor has veto power over most legislative action but their veto does not apply to redistricting, local bills or Constitutional Amendments--three areas that are of great importance to public policy. North Carolina is also one of just six states that does not give the governor line item veto power. And, in perhaps the biggest irony not identified by <a href="https://www.google.com/search?client=firefox-b-1-d&q=alanis+morisetts+ironic#fpstate=ive&vld=cid:8fbd1f2a,vid:JOImSuV6aQo">Alanis Morissette</a>, the state legislator who drew up the bill that <a href="https://www.theassemblync.com/politics/roy-cooper-veto-power/">gave the North Carolina Governor a weak veto was a Nash County legislator named Roy Cooper</a>. </p><p>In terms of the budget, the governor is required to "prepare and recommend to the General Assembly a comprehensive budget..." but as a legislator once told me, "the Governor's budget is extremely valuable. After all, where else are you going to find a cheap doorstop when you need one?" The governor's budget can be important to set the tone and begin negotiation, but in terms of policy teeth, it's about as fierce as a geriatric basset hound.<br /></p><p>Then there's appointment power. In most states governors have vast power to appoint a variety of positions in state government. Until 2018, the North Carolina Governor could appoint ~1500 people to various positions--that placed North Carolina somewhere in the middle of the pack in terms of state appointment power. In 2018, the General Assembly reduced that number to 300, a change that led to one of my favorite Rob Christensen lines, "North Carolina's governors are on their way to becoming a potted plant." Later in the same piece, Christensen suggested that while Arnold Schwartanegger was Governor of California, "the appropriate actor for North Carolina governor might be Pee Wee Herman, Sheldon Cooper, or Woody Allen"--not exactly a powerful trio. And this was before <a href="https://www.radiox.co.uk/features/alanis-morissette-shaming-ironic-not-being-ironic/">recent bills</a> calling for an even further reduction in gubernatorial power.</p><p>In sum, pay attention to the North Carolina gubernatorial election; the office and its occupant are extremely important for the future of the state and the partisan balance in American politics. But also remember that compared to other states, the North Carolina governor is extremely weak. So, when any candidate promises what they will do when they're elected, ask yourself whether they have that power.</p><p>--------------------</p><p>Dr. Christopher Cooper is the Madison
Distinguished Professor of Political Science and Public Affairs at
Western Carolina University, where he serves as director of WCU's Public
Policy Institute. He tweets at <a href="https://twitter.com/chriscooperwcu" target="_blank">@chriscooperwcu</a>.</p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-42399820838502229422023-04-13T10:19:00.000-04:002023-04-13T10:19:08.341-04:00Perceptions of Polarization in North Carolina<p>By Whitney Ross Manzo and David McLennan</p><p>Recently, Representative Marjorie Taylor Greene (R-GA) gained
attention for a statement in which she argued for a <a href="https://thehill.com/homenews/house/3866590-marjorie-taylor-greene-calls-again-for-a-national-divorce/" target="_blank">national divorce</a> between
red and blue states. She argued that from “the sick and
disgusting woke culture issues shoved down our throats to the Democrat’s
traitorous America Last policies, we are done.” Although Greene was widely
criticized for her remarks, even by members of the Republican Party, her
comments reflected the belief that America’s political polarization is based on
wildly divergent policy positions. Her comments also suggest that polarization
has increased to the point that the country may be at a breaking point. </p>
<p class="MsoNormal">Although there is evidence that policy differences exist,
particularly on cultural war issues, and may contribute to political polarization,
there is also a body of research that suggests that political polarization is
based on social identity differences. As opposed to differences in ideology, <a href="https://academic.oup.com/poq/article/82/S1/866/4951269" target="_blank">affective polarization</a> is the idea that we identify with people more similar in identity to us (political affiliation, race/ethnicity, gender, sexual orientation, etc.) and feel dislike and even disgust for those who are different from us. <o:p></o:p></p><p class="MsoNormal">Using data from the <a href="https://www.meredith.edu/meredith-poll/" target="_blank">Meredith Poll</a> from 2017-2023, we set out to examine whether we find evidence of polarization among North Carolinians. Do North Carolinians perceive there to be high levels of polarization? And, are North Carolinians polarized, either by issue or by identity?</p><span><a name='more'></a></span><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmZRU2UOvTh1T5EZKXgEeA0r-Hz9-LTKcBtNKy_hFPmBucMD92II9z6d7_9eBUo9W9hMiy9GxDo5zpNhHDvH5cpoN1bTOYqEZfPmf5VOck9NKxzfE9IBaLeAZ_fT-yB6Q312IfeTlNkocmNvDNNx7GlVdA_CwCvquqCzfklfnTMmn5xIxMAnT0sHls/s751/MP%20polarization%20over%20time.png" style="margin-left: 1em; margin-right: 1em;"><br /><img border="0" data-original-height="452" data-original-width="751" height="239" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmZRU2UOvTh1T5EZKXgEeA0r-Hz9-LTKcBtNKy_hFPmBucMD92II9z6d7_9eBUo9W9hMiy9GxDo5zpNhHDvH5cpoN1bTOYqEZfPmf5VOck9NKxzfE9IBaLeAZ_fT-yB6Q312IfeTlNkocmNvDNNx7GlVdA_CwCvquqCzfklfnTMmn5xIxMAnT0sHls/w398-h239/MP%20polarization%20over%20time.png" width="398" /></a></div><p class="MsoNormal"></p><p class="MsoNormal"><span class="apple-converted-space"><span style="background: white; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">The figure above depicts the
percentage of respondents who said that the United States is more divided now
than in the past, over time. Except for spring 2019, this percentage is consistently
well over 70%, and the average percentage who believe the US is more divided
now across survey administrations is 72.9%. The highest percentage was spring
2017 at 84.6%, and the lowest is the outlier of spring 2019 at 35.1%. </span></span></p><p class="MsoNormal"><span class="apple-converted-space"><span style="background: white; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">This
finding surprised us, since it is so out of line with the other times we asked
this question. However, this question had an unusually high number of
respondents answer that they did not know (22%)</span></span><a href="file:///G:/My%20Drive/Research/Polarization/2023%20Manzo%20McLennan%20NCPSA%20(1).docx#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="background: white; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="background: white; font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span><!--[endif]--></span></span></span></a><span class="apple-converted-space"><span style="background: white; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">. Leaving this one poll
aside, the others indicate a general sense of polarization in the public,
regardless of which party controls the Presidency.<o:p></o:p></span></span></p><p class="MsoNormal"><span style="font-size: 12pt;"><span style="font-family: times;"><i>Affective Polarization?</i></span></span></p><p class="MsoNormal"><span style="font-size: 12pt;"><span style="font-family: times;">The following three figures depict
the responses to the question of which party is “more extreme” in its policy
positions. We used this question as a measure of feeling toward other political affiliations. Across four poll
administrations, over half of Republicans said Democrats were more extreme, and
in three of the four polls Democrats said the same about Republicans (in spring
2022 only 41% of Democrats said this). </span></span></p><p class="MsoNormal"><span style="font-size: 12pt;"><span style="font-family: times;">Additionally, a plurality of the
Unaffiliated- now the largest group of voters in the state of North Carolina-
consistently view both parties as more extreme. Of the two parties,
Unaffiliated voters are slightly more likely to view Republicans as extreme
compared to Democrats. Altogether, this is strong evidence that there is affective polarization among North Carolinians.</span></span></p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9WxqkyFBEtaZgLKvUGbRp53O8FyUae0YzYezKovHW-Vwe38kingeL-5rTwTNWjgyO2jM6VCRQgzrHNzsibE3c_EjfF3jaiKW4OtNijSYxG1T26H6llNxtsrRUmKru03NpIW4aF3UiWZRtzzrXOkJBbciAMsqu2wGuvXLo9rBRid4bKxCRGH_Il3Pr/s751/%25Dems%20extreme.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="751" height="249" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9WxqkyFBEtaZgLKvUGbRp53O8FyUae0YzYezKovHW-Vwe38kingeL-5rTwTNWjgyO2jM6VCRQgzrHNzsibE3c_EjfF3jaiKW4OtNijSYxG1T26H6llNxtsrRUmKru03NpIW4aF3UiWZRtzzrXOkJBbciAMsqu2wGuvXLo9rBRid4bKxCRGH_Il3Pr/w412-h249/%25Dems%20extreme.png" width="412" /></a></div><div><br /></div><div><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieZijYSUJQT-nNMnG-OXX4iS_BnEbpSxeOMcVNgrpujPnr94Sl-icjE6LMP-3lrRMj-0E3GqCdR3F7GLXI7qEyYxX32g_n0DZUGI8BsziVVbUrgzk9vlPs0qqIHxtNN8v-DxrG3RXLUdwDVxU1sWfFYDTy9QK-Bl65Jk6-5XNDwVsqzRYbNBQodLR0/s751/%25Reps%20extreme.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="751" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieZijYSUJQT-nNMnG-OXX4iS_BnEbpSxeOMcVNgrpujPnr94Sl-icjE6LMP-3lrRMj-0E3GqCdR3F7GLXI7qEyYxX32g_n0DZUGI8BsziVVbUrgzk9vlPs0qqIHxtNN8v-DxrG3RXLUdwDVxU1sWfFYDTy9QK-Bl65Jk6-5XNDwVsqzRYbNBQodLR0/w413-h248/%25Reps%20extreme.png" width="413" /></a></div><div><br /></div><br /><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwAgpEddcNd2m_fE64-4uphDuC3w3oDL9Vhb1JZyPRF7vPIVpYpedwGRZLHPCFqU90BGggbMpr9qU8LX2vM32iL4B7GObg563I8C4beaJpZ24FuYSoP8GfoWbpZmVthZYap2ozBYcytODPxeaV7vlQe6vk60v-4zCAdo-NndqnIu1qDMGw2NwJRmSL/s751/%25both%20extreme.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="751" height="254" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwAgpEddcNd2m_fE64-4uphDuC3w3oDL9Vhb1JZyPRF7vPIVpYpedwGRZLHPCFqU90BGggbMpr9qU8LX2vM32iL4B7GObg563I8C4beaJpZ24FuYSoP8GfoWbpZmVthZYap2ozBYcytODPxeaV7vlQe6vk60v-4zCAdo-NndqnIu1qDMGw2NwJRmSL/w421-h254/%25both%20extreme.png" width="421" /></a></div><br /><div class="separator" style="clear: both; text-align: center;"><br /></div><div style="mso-element: footnote-list;"><br /></div><div style="mso-element: footnote-list;"><i><!--[if !supportFootnotes]-->Ideological Polarization?</i></div><div style="mso-element: footnote-list;"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQiuM_kjBRmWxGuBzupdTcS7zxhebwZ8EEJmTeh-iGXYdXv6vQbk9wZkoAhduyM7cZ65q56Bzf4rFEVKvbErIpWtTHdcillR13Za8A1k7PsEAoSPv2W0CWWOaoCYbm8t-nN9ata9HHFcs3TUpssvQnfJxQStYUQgvZ0PnElfGWN17JkwIFzgmADs0i/s752/Medicaid%20expansion%20by%20party.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="752" height="245" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQiuM_kjBRmWxGuBzupdTcS7zxhebwZ8EEJmTeh-iGXYdXv6vQbk9wZkoAhduyM7cZ65q56Bzf4rFEVKvbErIpWtTHdcillR13Za8A1k7PsEAoSPv2W0CWWOaoCYbm8t-nN9ata9HHFcs3TUpssvQnfJxQStYUQgvZ0PnElfGWN17JkwIFzgmADs0i/w408-h245/Medicaid%20expansion%20by%20party.png" width="408" /></a></div><div style="mso-element: footnote-list;"><br /></div><div style="mso-element: footnote-list;"><span style="font-size: 12pt;"><span style="font-family: times;">The figure above shows
how North Carolinians feel about the expansion of Medicaid. We asked this
question in both spring 2022 and spring 2023. Over half of all groups said
North Carolina should expand Medicaid, although roughly 30% more Democrats
agreed compared to Republicans. Unaffiliated voters were, as expected, a sort
of middle ground between the partisans, with an average of 68.8% of them
agreeing. </span></span></div><div style="mso-element: footnote-list;"><span style="font-size: 12pt;"><span style="font-family: times;"><br /></span></span></div><div style="mso-element: footnote-list;"><span style="font-family: times;"><br /></span></div><div style="mso-element: footnote-list;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXwuRxL6FWC3OlgLcyDb-uMVTpEYYVQFgrQqptFpOfE7akB9rWQMaTRMxUpXMCsSJe9gBc-Zx60bV0c12ca_QyQ84keS2tON-A_fmGPJ5NILzlzIlmJaqOmtZPbyxvD3Rww3LBvNH0be4zAlo-pLkmJZJbdLXytZEs5DE1FjLDZmA4IcsFnbTn1kdr/s751/abortion%20by%20party.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="751" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXwuRxL6FWC3OlgLcyDb-uMVTpEYYVQFgrQqptFpOfE7akB9rWQMaTRMxUpXMCsSJe9gBc-Zx60bV0c12ca_QyQ84keS2tON-A_fmGPJ5NILzlzIlmJaqOmtZPbyxvD3Rww3LBvNH0be4zAlo-pLkmJZJbdLXytZEs5DE1FjLDZmA4IcsFnbTn1kdr/w416-h251/abortion%20by%20party.png" width="416" /></a></div><span style="font-family: times;"><br /></span></div><div style="mso-element: footnote-list;"><p class="MsoNormal">Unsurprisingly, we found the starkest differences between
partisans on the question of abortion. In spring 2023, we asked respondents
what kind of abortion law they feel North Carolina should implement now that
the United States Supreme Court ruled that abortion is up to each individual
state. Respondents could choose from expanding abortion access beyond what <i>Roe v. Wade</i> (1973) said, maintaining the
current NC law that allows abortions up to 20 weeks, making abortion illegal
after 15 weeks, limiting abortion except for a few very specific circumstances,
or making it totally illegal in all cases. The figure above shows that Democrats were
overwhelmingly in favor of the first two options while Republicans much
preferred the latter two options. Again, the Unaffiliated were somewhere between the partisans, although a majority were closer to the Democrats than the Republicans.<o:p></o:p></p><p class="MsoNormal"><br /></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghH4jMoqRXRGw3KMaZ-jUkAmCJbhv-uNjnRDC4l6U-pFZxMaSmisvFoAxE38VnXCXeBPhe3mNyYfvC-6LaAz3LZ0wJnUUJViJ4tYr4FSu-fhQOmo0ClsgF8WB4gbKGDpRd4ERFF3PuXKAmyTzA_yW7Jn6oZCYCb9dBEZdQdIqCpSOhd_MRqr0TkK7t/s752/marijuana%20by%20party.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="452" data-original-width="752" height="252" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghH4jMoqRXRGw3KMaZ-jUkAmCJbhv-uNjnRDC4l6U-pFZxMaSmisvFoAxE38VnXCXeBPhe3mNyYfvC-6LaAz3LZ0wJnUUJViJ4tYr4FSu-fhQOmo0ClsgF8WB4gbKGDpRd4ERFF3PuXKAmyTzA_yW7Jn6oZCYCb9dBEZdQdIqCpSOhd_MRqr0TkK7t/w420-h252/marijuana%20by%20party.png" width="420" /></a></div><p class="MsoNormal"><br /></p><p class="MsoNormal">Lastly, we looked at legalization of marijuana. <span style="font-size: 12pt;"><span style="font-family: times;">At
least one-third of all groups said both medical and recreational marijuana
should be made legal, and there is not even one point different between
Republicans and Democrats on this response. A further 21-25% of respondents
said only medical marijuana should be legalized, with only 3% more Republicans
preferring this option. The biggest difference on this question was whether to
maintain North Carolina’s current law, which only authorizes CBD, but the
difference was still only 6%.</span></span></p><p class="MsoNormal"><span style="font-size: 12pt;"><span style="font-family: times;">These
results complicate the answer as to whether or not we see ideological
polarization in North Carolina. We did find large differences between groups on
expansion of Medicaid and abortion, but negligible differences on legalization
of marijuana. Perhaps marijuana, after being legalized in several states,
has shifted out of the “culture wars” and is less controversial today than in
the past?</span></span></p><p class="MsoNormal"><span face=""Calibri",sans-serif" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><i>The Big Picture on Polarization</i></span></p><p class="MsoNormal">Despite Representative Greene’s assertion that there needs
to be a national divorce because of increasing and insurmountable polarization, we find that the differences between Democrats and Republicans appear to be remaining
consistent. There is no question that voters affiliated with these two parties
see each other in a very negative light and that on key culture war issues, such
as abortion, that policy preferences differ greatly. However, on other issues the differences are much
smaller.</p><p class="MsoNormal"><span face=""Calibri",sans-serif" style="font-size: 12pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">
</span></p><p class="MsoNormal">Additionally, we found that the ideological differences
between Democrats and Republicans were significantly smaller, overall, than
their perceptions of polarization generally or the other party specifically. In
general, over 70 percent of North Carolinians consider the country to be more
divided that in the past. Also, well over 50 percent of Republicans consider
the Democratic Party to be “more extreme” and well over 50 percent of Democrats
consider the Republican Party of be “more extreme.” </p><p class="MsoNormal">However, the gaps between
Democrats and Republicans on even the most divisive issue—abortion—were
smaller. For example, a plurality of Republicans favored keeping abortion legal
up until 15 weeks. This suggests that polarization is more related to identity than issues, and identity is very difficult to find middle ground on.<o:p></o:p></p>
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<p class="MsoFootnoteText"><a href="file:///G:/My%20Drive/Research/Polarization/2023%20Manzo%20McLennan%20NCPSA%20(1).docx#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><!--[if !supportFootnotes]--><span class="MsoFootnoteReference"><span face=""Calibri",sans-serif" style="font-size: 10pt; mso-ansi-language: EN-US; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">[1]</span></span><!--[endif]--></span></span></a>
Indeed, this finding is so different from the others that we considered leaving
it out of the data altogether.</p></div></div>Dr. Whitney Ross Manzo is an associate professor of political science at Meredith College and is assistant director of the Meredith Poll. She tweets at <a href="https://twitter.com/whitneymnz" target="_blank">@whitneymnz</a><div><br /></div><div>Dr. <a href="https://www.meredith.edu/directory/david-mclennan/" target="_blank">David McLennan</a> is professor of political science at Meredith College and director of the Meredith Poll. He tweets at <a href="https://twitter.com/davidbmclennan" target="_blank">@davidbmclennan</a></div>Whitney Manzohttp://www.blogger.com/profile/02067080260272694395noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-18278410363510554492023-04-10T16:32:00.000-04:002023-04-10T16:32:05.505-04:00Putting Tricia Cotham's Party Switch in Context<p>By Christoper Cooper and Michael Bitzer</p><p>Donald Trump's <a href="https://www.cnn.com/2023/03/30/politics/donald-trump-indictment/index.html" target="_blank">indictment</a> might have received the most political attention last week and <a href="https://apnews.com/article/wisconsin-supreme-court-election-abortion-0d188b5c6f841546f98436c1ab8180fa" target="_blank">Democrats won a critical state supreme court race in Wisconsin</a>, but the most politically consequential event in the United States might have taken place eight hours away from the eye of the Trump storm. On April 5, 2023, Tricia Cotham, a Democratic lawmaker in North Carolina's State House, announced that she was <a href="https://www.axios.com/local/raleigh/2023/04/06/nc-democrat-cotham-republican-switch-supermajority">switching political parties</a>. Elected as a Democrat, Cotham is now a <a href="https://twitter.com/jimmorrill/status/1645513164367298572?s=20" target="_blank">Republican</a>.</p><p>Cotham's move essentially rendered Governor Cooper's veto ineffective. The Republicans now have supermajority control of both chambers of the North Carolina General Assembly and can override Cooper's veto without securing a single Democratic vote. </p><p>The news about Cotham raised all sorts of questions about party switching in general, and how it potentially fits into a seismic shift in North Carolina politics.</p><span><a name='more'></a></span><p>Although legislative party switches like Cotham's are uncommon, they are not unheard of. According to Political Scientist <a href="https://research.bshor.com/files/shor_switchers.pdf">Boris Schor, 427 state legislators </a>switched political parties between 1989 and 2020. The majority of these switches took place in the Southern United States, with the vast majority leaving the Democratic Party for the Republican Party. This fits with the broader story of <a href="https://academic.oup.com/book/32254/chapter-abstract/268443859?redirectedFrom=fulltext" target="_blank">partisan change in the U.S. South</a>.</p><p>Of course, Cotham's switch is not only significant because she switched, but because her switch changed the North Carolina House of Representatives from Republican control to Republican supermajority control. While most switches do not have such broad reverberations, some do. In 2002, Georgia state representatives Lee, Cheek and Bowen <a href="https://twitter.com/chriscooperwcu/status/1643992373083639808/photo/1">switched</a> from the Democratic to the Republican Party, changing the chamber from Democratic to Republican control, a status that has remained ever since. A similar story played out in Mississippi as State Senator James Walley <a href="https://twitter.com/chriscooperwcu/status/1643992375918751744/photo/1">switched</a> from the Democratic to the Republican Party, leaving the chamber deadlocked.</p><p>Which brings us to North Carolina.</p><h4 style="text-align: left;">What About Party Switchers in the Old North State?</h4><p>Several members of the North Carolina General Assembly have flipped their party affiliations since 1995. Most notably, Michael Decker, a Republican representative from Forsyth County, created a political firestorm when he <a href="https://greensboro.com/forsyth-legislator-switches-parties-mike-deckers-switch-creates-a-60-60-tie-in-the-north/article_6d199bbe-a5bf-5c9b-a6c0-d5f80bafb146.html" target="_blank">switched to being a Democrat</a>. In doing so, Decker swung a 61-59 Republican state house majority in the 2003 legislative session to an even 60-60 tie between the two parties, with a s<a href="https://apnews.com/article/839f63e77f59fd24495345528d29a736" target="_blank">ubsequent deal cut</a> that allowed the Democratic leader Jim Black and Republican Jim Morgan to serve as 'co-speakers' for state house. </p><p>Ultimately, this switch became the basis of criminal investigations, one of which culminated in <a href="https://www.wral.com/story/1363599/" target="_blank">Decker pleading guilty to accepting a $50,000 illegal contribution</a> from Jim Black, in exchange for switching parties and supporting Black, and <a href="https://www.wral.com/story/1202817/" target="_blank">Black's subsequent conviction on corruption charges</a>. The bribe, as North Carolina politics veterans know, took place in a Salisbury, North Carolina IHOP restaurant bathroom (sometimes truth really is stranger than fiction).</p><p>More recently, state representative <a href="https://www.newsobserver.com/news/politics-government/state-politics/article10214714.html" target="_blank">Paul Tine</a> switched from being a Democrat to an unaffiliated legislator in 2015. Critically, after his switched, he caucused with the Republican majority. In making his decision, Tine said that "<a href="https://www.wunc.org/politics/2015-01-08/why-did-obx-state-rep-paul-tine-change-his-affiliation-to-independent" target="_blank">he wanted to say within the moderate Democratic fold, but he felt that the party was veering too far to the left for him</a>." After his switch, he chose not to run for re-election.</p><p>Two years later, state representative <a href="https://www.wect.com/story/36679552/veteran-state-lawmaker-brisson-changing-parties-joining-gop/" target="_blank">Bill Brisson also switched</a> parties, shifting from the Democratic to the Republican side of the aisle. Brisson explained that "[a]ll of my district is rural, and a lot of my constituents are. I've been getting a lot of pressure from my constituents in the past few years to change. I don't have a lot in common with the Democratic Party right now because they have become so liberal."</p><p><b>What the Research Tells Us About Party Switchers</b></p><p>Political Science research on party switchers offers some clues about what constitutes a "normal" party switch. There is considerable evidence that many party switchers take the action because they have progressive political ambition (they want to run for higher office). This, of course, makes sense. If you find yourself in step with the people who currently represent you, but out of step with the people who might vote for you for the next step on the political latter, you might switch parties (see Antoine Yoshinaka's <a href="https://www.cambridge.org/core/books/crossing-the-aisle/519F5A3C501380C42ABB4B1E041DC946">Crossing the Aisle </a>for the best book-length treatment of this idea).</p><p>Not surprisingly, some legislators switch parties after redistricting. If a legislator's old district doesn't look like their new district, they might change parties to increase their odds of reelection. Others switch after a new party takes over control of the chamber. The logic here is simple: if you want to pass policy, you're better off being in the majority party. </p><p>Then there's the question of ideology. Do legislators switch parties not because of progressive ambition or reelection motivation, but because they find themselves ideologically out of step with their parties? There is some evidence of that motivation, particularly in the American South where conservative Democrats, once common, are now about as common as four leaf-clovers on the North Pole. These conservative Democrats may choose to exit the party for a home where they find more ideological allies. </p><p>So, how does Cotham's switch fit with these explanations?</p><p><b>How Does All of This Square With Cotham's Switch?</b></p><p>Two political scientists, Bors Shor and Nolan McCarty, have studied the <a href="https://deliverypdf.ssrn.com/delivery.php?ID=983074096009085099019072015111004073019078004010056064085116116127006099102097079031052054028009107063023086080097010093010082119006064001081066070106025109086028026086002020008031114026127105016007098070119065066003006103031124120024067099001009122&EXT=pdf&INDEX=TRUE" target="_blank">ideological mapping of America's state legislatures</a>. In doing so, they created a database of roll-call votes in the nation's state houses and assemblies to locate individual members, and their respective parties and chambers, along an ideological spectrum, and thus create a comparative score for each member and chamber/party.</p><p>Below, you can see the ideology scores of all members of the North Carolina General Assembly. Lower scores represent more conservative voting patterns and higher scores (to the right) represent more liberal voting. The boxes represent actual legislators put into bins. The solid line that looks like two hills is a summary of the boxes. As you can see, the North Carolina General Assembly mostly consists of two normal curves with a few legislators on the extremes and a few in the middle. Tricia Cotham's expressed ideology is represented by the vertical dotted line.</p><p>The takeaway here is that Tricia Cotham's previous voting record is towards the moderate end of the Democratic Party, but, at least until this point, she is not "out of step" with her Democratic colleagues. </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhumZh1mptkOTREmC-Dqux4Mx_O0fZL3CXLk1hz3rM-WeIp-FH5IKTCMu6M65oIJT9bka1wejvG78URr236BH-PbchycvKfJwhd_uoDyzY41-71CwW5Oy5rBKk25DYebJpaiT19_iXk0Lp7sqrTvALGCtkX2FM1O637U8oX2AxlVq9yL75wT2l1z7qz/s2682/cotham.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1788" data-original-width="2682" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhumZh1mptkOTREmC-Dqux4Mx_O0fZL3CXLk1hz3rM-WeIp-FH5IKTCMu6M65oIJT9bka1wejvG78URr236BH-PbchycvKfJwhd_uoDyzY41-71CwW5Oy5rBKk25DYebJpaiT19_iXk0Lp7sqrTvALGCtkX2FM1O637U8oX2AxlVq9yL75wT2l1z7qz/w640-h426/cotham.jpg" width="640" /></a></div><br /><p><b>What Will Happen Now?</b></p><p>The figure above, while helpful, ignores change over time. The next figure shows North Carolina's state house party scores between 1995 and 2018. Once again, positive scores on the <i>y </i>axis indicates more conservative ideology, while the negative scores indicates more liberal ideology. Based on the two solid lines (red for Republican caucus, blue for Democratic caucus), before 2008, the parties were fairly consistent in their line, but after 2008, the parties have moved further away from each other to the ideological extremes. This is a likely sign of the 'sorting' that political parties and their members have undergone in recent years. </p><p><br /></p><p></p><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgMHM57irMHGEdaZsxXVDF034tpOkvdOf_g6ocLl6movVgnm67QAWYB1VRp950DxPFKaZuHDKiRXAdT_mGBKPTVEv9wYCaWOlUgxiEtcBeQNkREbIXtVrxfqJenqv1op_bn7J-Xw5leysS8nC_o0poY5ALRZgGUkYbV4GuuODIAW5xr3ki2UBrTn4tUvw" style="margin-left: auto; margin-right: auto;"><img data-original-height="2282" data-original-width="3144" height="464" src="https://blogger.googleusercontent.com/img/a/AVvXsEgMHM57irMHGEdaZsxXVDF034tpOkvdOf_g6ocLl6movVgnm67QAWYB1VRp950DxPFKaZuHDKiRXAdT_mGBKPTVEv9wYCaWOlUgxiEtcBeQNkREbIXtVrxfqJenqv1op_bn7J-Xw5leysS8nC_o0poY5ALRZgGUkYbV4GuuODIAW5xr3ki2UBrTn4tUvw=w640-h464" width="640" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;">Data from Schor (2020); Graph by Michael Bitzer.</span></td></tr></tbody></table><p>We also map two of the party switchers since 1995, Bill Brisson and Paul Tine. In Brisson's case (the round-marker dark red line), he was obviously a very conservative Democrat, in the fact that he was in the positive conservative territory from 2007-2017, and when he switched parties, he moved even more closely aligned to his new fellow Republicans. </p><p>For Tine (represented in the square-marker purple line), his first two years in the state house showed him with a negative score, but there was distance between himself and his fellow Democrats. With his switch to unaffiliated and caucusing with the GOP, Tine moved more conservative, but not as closely with his new colleagues as Brisson did.</p><p>The light blue triangle-marker line tracks Tricia Cotham's first tenure in the state house. For the early half of her time, her score matched her party, but in the later half, there is a subtle shift, with the party moving more liberal compared to her score. However, there wasn't a substantial difference between her score and the caucus, as compared to Brisson or Tine. </p><p><b>Looking Forward</b></p><p>Until now, Cotham has <a href="https://www.blogger.com/blog/post/edit/1094901678007960610/1827841036351055449#">straddled the line</a> on many big-ticket political questions. The question remains whether Cotham's voting record will shift rightward to match her new party affiliation. </p><p>With issues like abortion, education funding, the state budget, and LGBTQ+ issues likely coming to a vote soon, we may not have to wait long to measure measure the aftershocks of her party switch. </p><div><p>--------------------</p><p>Dr. Christopher Cooper is the Madison Distinguished Professor of Political Science and Public Affairs at Western Carolina University, where he serves as director of WCU's Public Policy Institute. He tweets at <a href="https://twitter.com/chriscooperwcu" target="_blank">@chriscooperwcu</a>.</p><p>Dr. Michael Bitzer holds the Leonard Chair of Political Science at Catawba College, where he is a professor of politics and history. He tweets at <a href="https://twitter.com/BowTiePolitics" target="_blank">@BowTiePolitics</a>. </p></div>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-30903550338620253172023-03-28T08:22:00.001-04:002023-03-28T08:24:41.414-04:00Where Things Stand in the NC General Assembly<p>Blog contributor and Western Carolina University Professor Dr. Chris Cooper discusses the latest in what is happening at the North Carolina General Assembly with the Carolina Journal. </p><p>You can find his interview at: <a href="https://www.carolinajournal.com/video/western-carolinas-chris-cooper-offers-2023-n-c-legislative-session-progress-report/" target="_blank">https://www.carolinajournal.com/video/western-carolinas-chris-cooper-offers-2023-n-c-legislative-session-progress-report/ </a></p>OldNorthStatePolitics.comhttp://www.blogger.com/profile/13061527428199757004noreply@blogger.comtag:blogger.com,1999:blog-1094901678007960610.post-74274163095057127682023-02-07T21:13:00.002-05:002023-02-08T08:34:18.052-05:00The Literacy Test in NC: Lessons from 1970<p>By Christopher Cooper</p><p>Last week Representatives Alexander (D), Saine (R), Brown (D), and Stevens (R) introduced a <a href="https://www.ncleg.gov/BillLookUp/2023/H44">bipartisan bill</a> in the North Carolina House to remove<a href="https://www.wral.com/voters-could-have-chance-to-repeal-nc-s-jim-crow-era-voting-test-in-2024/20703222/"> the literacy test </a>from the NC State Constitution. This bill is just the latest attempt to send this racist vestige of the Jim Crow South packing; we've been down this road before.</p><p>I wrote about the literacy test in <a href="https://www.oldnorthstatepolitics.com/2021/01/eliminate-literacy-test-from-north.html">2021</a> and <a href="https://nctribune.com/accounts/login/?next=/news/2022/aug/08/racist-literacy-test-still-stuck-in-constitution/">2022</a>, but now that there is a new bill--and one that seems to be more likely to pass--I thought it would be a good time to reassess the issue but hopefully without tilling the same soil. Below, I briefly review the origins of the literacy test (spoiler alert: it's racist), briefly analyze the last statewide vote on the issue in 1970 and discuss what all of this means for the likelihood of repeal this year. </p><span></span><span><a name='more'></a></span><h4 style="text-align: left;">The Origins of the Literacy Test </h4><p>At the height of the Jim Crow Era, the North Carolina General Assembly, like many southern state legislatures, passed a suffrage amendment to make it more difficult for African Americans to vote. The portion of the amendment pertaining to the literacy test stated that anyone "attempting to register to vote must be able to read and write any section of the Constitution in the English language." Of course, anyone who could vote prior to 1867 was grandfathered in and did not have to take the literacy test. In other words, it was ok to be illiterate, as long as you were white. The literacy test was approved by a majority of North Carolina voters in 1900.</p>The racist roots of the law were not implicit, but were rather fully on display. See this clip from the <i>Fayetteville Observer</i> in 1899 when the suffrage amendment was proposed. Pretty straightforward stuff.<p></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEhHtWhMxYT-gTZoldvZI7TSjaYs0C_oETORbB-YMNoeH2wojbxp9FvRa2D-B-QymZeAGxSF7rwa_wkT9V_aBtARd9NG9pv-7FnUR987O6Bgfsl4CIZ64QaJ4hd5n8ArjyHnGter1L0C3jDWK1pH49onW9EejSL7znOoXl0S-FRa9FbW5tBms87xeEyP" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="486" data-original-width="776" height="200" src="https://blogger.googleusercontent.com/img/a/AVvXsEhHtWhMxYT-gTZoldvZI7TSjaYs0C_oETORbB-YMNoeH2wojbxp9FvRa2D-B-QymZeAGxSF7rwa_wkT9V_aBtARd9NG9pv-7FnUR987O6Bgfsl4CIZ64QaJ4hd5n8ArjyHnGter1L0C3jDWK1pH49onW9EejSL7znOoXl0S-FRa9FbW5tBms87xeEyP" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br /></div>Still not convinced that the literacy test is racist? Check out this clip from later in the same article (below). And, if you're wary of us academic types and think I'm taking anything out of context, here's a link to the <a href="https://www.dropbox.com/s/crlxch8mh7ulxum/Fayetteville_Observer_Sat__Apr_1__1899_.pdf?dl=0">full page</a> so you can see for yourself. [1]<p></p><p><br /></p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjQtTMGvwA1OJxsh-Gt3EOq0hLbFLEJebXWiQJkZddKR5JEY5fXNtE9Bo7tADh5QnJnQS9p7VipIxDgsTE-LiSLsP_zL_W_EfZ_bObxDYPjfmew5LA1MjONC-ixSFWkbW_3A7cZ3Hlbu-UmBK0kufmmbmdUEYl8PVNfg5QMzHl2T3lgCBJTbHu8NV62" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="1668" data-original-width="802" height="400" src="https://blogger.googleusercontent.com/img/a/AVvXsEjQtTMGvwA1OJxsh-Gt3EOq0hLbFLEJebXWiQJkZddKR5JEY5fXNtE9Bo7tADh5QnJnQS9p7VipIxDgsTE-LiSLsP_zL_W_EfZ_bObxDYPjfmew5LA1MjONC-ixSFWkbW_3A7cZ3Hlbu-UmBK0kufmmbmdUEYl8PVNfg5QMzHl2T3lgCBJTbHu8NV62=w192-h400" width="192" /></a></div><br /><p></p><p>After being used to suppress the black vote for decades, the passage of the Voting Rights Act in 1965 stripped the literacy Test of its enforcement power. With the stroke of a pen, LBJ turned the literacy test from a an active tool of oppression into an unsightly and garish symbol of racism, albeit one without the force of law. </p><h4 style="text-align: left;">The 1970 Vote</h4><p>Although the idea of repealing the literacy test surfaces from time to time, only once has a bill made it through through the General Assembly and to the people for a vote (because the literacy test is enshrined in the Constitution, it requires not just legislative approval, but a vote of the people for repeal). </p><p>In 1970, North Carolina voters were presented with seven potential constitutional amendments, including the adoption of a new state Constitution, elimination of the literacy test, and 5 other items (it's a fascinating story about why these other amendments weren't folded into the proposed Constitution, but this blog is already getting a bit too long, so I'll save that for another day). </p><p>As you can see from the table below, all of the proposals passed, except for abolishing the literacy test. </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEgD7fkaHGGW8alRexDvWRT74bJR3GEjt22QpMxMjs2mbyrMKrkiQElc2tBrMCXjYJu3xgEhDcnwBxTYg_EVMh5wbultIIpz1OtzVVgYUgWiRxuFKETF0aU0ieTo-ARBS8cpJJvm4bm12_FsCkHcKp8U2YiigbRInarV9yXR0kgNxQelV6JKqt8y8ZT3" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="366" data-original-width="1372" height="170" src="https://blogger.googleusercontent.com/img/a/AVvXsEgD7fkaHGGW8alRexDvWRT74bJR3GEjt22QpMxMjs2mbyrMKrkiQElc2tBrMCXjYJu3xgEhDcnwBxTYg_EVMh5wbultIIpz1OtzVVgYUgWiRxuFKETF0aU0ieTo-ARBS8cpJJvm4bm12_FsCkHcKp8U2YiigbRInarV9yXR0kgNxQelV6JKqt8y8ZT3=w640-h170" width="640" /></a></div><p>Abolishing the literacy test didn't just fail; it failed spectacularly. Despite predictions of success, a majority of voters in just 22 out of North Carolina's 100 counties chose to eliminate the literacy test. The list of counties that voted for and against the amendment might surprise you. A majority of voters in Wake, Mecklenburg and Durham counties voted to keep the literacy test in the state Constitution. Some unlikely counties like Madison, Graham and Jackson, however, voted to eliminate it. </p><p>The map below shows each county in NC with their vote on the amendment represented from green (most support for repeal) to white (least support for repeal). </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjQxQyJ2tiRk8KYNPLwXr-MqGLN050bT2ZKxeOm9NA9CFOHXeS69z3s5E13F-vi2QIN16lUyAGTyHF7cZjeecHPrDsa_YJJoT1wfFdpVIjM-65LU7ycmU88yuZvfEVF5kYUzMOy-EVI-Vlbm_6viPdZ9PJvv5Zr2Oigz7xnBnFpvCIa6dSfMuLv4toH" style="margin-left: 1em; margin-right: 1em;"><img data-original-height="1128" data-original-width="1564" height="462" src="https://blogger.googleusercontent.com/img/a/AVvXsEjQxQyJ2tiRk8KYNPLwXr-MqGLN050bT2ZKxeOm9NA9CFOHXeS69z3s5E13F-vi2QIN16lUyAGTyHF7cZjeecHPrDsa_YJJoT1wfFdpVIjM-65LU7ycmU88yuZvfEVF5kYUzMOy-EVI-Vlbm_6viPdZ9PJvv5Zr2Oigz7xnBnFpvCIa6dSfMuLv4toH=w640-h462" width="640" /></a></div><br /><p></p><p>The full list of counties with vote totals and other information is available in this <a href="https://www.chriscooperwcu.com/s/literacy-test-county-level-vote-public.xlsx">spreadsheet</a>. But if you're just after the list of counties that supported repeal of the literacy test, I'll save you a click: </p><p style="text-align: center;">
</p><table border="0" cellpadding="0" cellspacing="0" style="border-collapse: collapse; width: 350px;">
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<td class="xl68" height="21" style="height: 16pt; width: 65pt;" width="87">County</td>
<td class="xl69" style="text-align: center; width: 67pt;" width="89">% for Repeal</td>
<td class="xl70" style="width: 65pt;" width="87">County</td>
<td class="xl69" style="text-align: center; width: 65pt;" width="87">% for Repeal</td>
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<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Madison</td>
<td class="xl63" style="text-align: center;">71</td>
<td class="xl65">Cherokee</td>
<td class="xl63" style="text-align: center;">57</td>
</tr>
<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Yancey</td>
<td class="xl63" style="text-align: center;">68</td>
<td class="xl65">Mitchell</td>
<td class="xl63" style="text-align: center;">56</td>
</tr>
<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Ashe</td>
<td class="xl63" style="text-align: center;">67</td>
<td class="xl65">Wilkes</td>
<td class="xl63" style="text-align: center;">54</td>
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<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Graham</td>
<td class="xl63" style="text-align: center;">66</td>
<td class="xl65">Orange</td>
<td class="xl63" style="text-align: center;">54</td>
</tr>
<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Watauga</td>
<td class="xl63" style="text-align: center;">64</td>
<td class="xl65">Carteret</td>
<td class="xl63" style="text-align: center;">52</td>
</tr>
<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Polk</td>
<td class="xl63" style="text-align: center;">62</td>
<td class="xl65">Chowan</td>
<td class="xl63" style="text-align: center;">51</td>
</tr>
<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Clay</td>
<td class="xl63" style="text-align: center;">60</td>
<td class="xl65">Buncombe</td>
<td class="xl63" style="text-align: center;">51</td>
</tr>
<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Swain</td>
<td class="xl63" style="text-align: center;">60</td>
<td class="xl65">Surry</td>
<td class="xl63" style="text-align: center;">51</td>
</tr>
<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Avery</td>
<td class="xl63" style="text-align: center;">60</td>
<td class="xl65">Haywood</td>
<td class="xl63" style="text-align: center;">51</td>
</tr>
<tr height="21" style="height: 16pt;">
<td height="21" style="height: 16pt;">Northampton</td>
<td class="xl63" style="text-align: center;">60</td>
<td class="xl65">Transylvania</td>
<td class="xl63" style="text-align: center;">51</td>
</tr>
<tr height="21" style="height: 16pt;">
<td class="xl64" height="21" style="height: 16pt;">Jackson</td>
<td class="xl67" style="text-align: center;">60</td>
<td class="xl66">Guilford</td>
<td class="xl67" style="text-align: center;">50</td>
</tr>
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<p style="text-align: center;"><style>table
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{font-weight:700;
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border-bottom:.5pt solid windowtext;
border-left:.5pt solid windowtext;}</style> </p><p></p><p>To learn a little more about the patterns of support, I ran a <a href="https://www.dropbox.com/s/n4ohx67mhotzntr/model.pdf?dl=0">model</a> to see if Democratic party support, the racial composition of the county, or population size were associated with support for repeal of the literacy test. In brief, I found that population size has nothing to do with the vote patterns on the literacy test. Racial makeup of the county and Democratic Party support, however, were important predictors. [2]</p><p>As you can see below, on average, counties that gave more support for George McGovern (the Democratic nominee for President in 1972) were more likely to support eliminating the literacy test. Even while controlling for other factors, on average a 1 percentage point rise in McGovern support led to about a .6 percentage point rise in county-level support for repeal.</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhymrV7JuvdbV7_4CafXEHhUwq8zp4LnZu3lPMasAmju9ny3P3ahzuj1xrM1rn93IQhQ9pa7kqXXFfXDIlqn8m63ITFB_OzWINe73ZQxcY3L12PFfU_CTDvLlKVCpRr871dVVGRujtAMAm9D11uAHVFZ7BfJajhiRSLDyC3U285LYAfCG8dHD7DK05T/s2682/mc%20govern%201972.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1788" data-original-width="2682" height="427" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhymrV7JuvdbV7_4CafXEHhUwq8zp4LnZu3lPMasAmju9ny3P3ahzuj1xrM1rn93IQhQ9pa7kqXXFfXDIlqn8m63ITFB_OzWINe73ZQxcY3L12PFfU_CTDvLlKVCpRr871dVVGRujtAMAm9D11uAHVFZ7BfJajhiRSLDyC3U285LYAfCG8dHD7DK05T/w640-h427/mc%20govern%201972.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"></div><p>Here's where it gets interesting. You might think that places with larger black populations would be more likely to support elimination of the literacy test. The truth is actually the opposite.</p><p>As you can see in the graph below, there are exceptions, but as a general (and statistically significant) rule, counties with larger black populations were <i>less</i> likely to support elimination of the literacy test. Controlling for other factors, every one percentage point increase in the percent black in a county resulted in about .3% percentage points less support for elimination of the literacy test.</p><p>This does <i>not</i> mean that black people were voting for the literacy test to remain. Instead, it is more likely that the white vote in the counties with high black populations came out overwhelmingly to support the literacy test. <br /></p><p></p><p>These results are broadly supportive of <a href="https://en.wikipedia.org/wiki/Racial_threat">racial threat theory</a>, the idea that whites are more likely to respond negatively and are more likely to support racist policies and candidates when they are surrounded with diverse populations. This also is consistent with other work on race in North Carolina, particularly <a href="https://global.oup.com/academic/product/klansville-usa-9780199391165?cc=us&lang=en&">David Cunningham's research on Klan chapters</a>.</p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtCf0iQaPze5epQwmlulk0mE6uXS92bb3QDtyqFM66BOYlEqc4pzBtLQNC3_dl5u5i6AUuxHiGvnvl1Ks6Ive-8ClA3d7xurXr1YKkJWtvCL0G-WNfl46YIZ5FGQLn0fWDHLVoHrCquhBpR8d948_GLxZ3irZMCisLmbE9vxWFo6eN56xnBSOFVZW3/s2682/percent%20black%20lit%20test.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1788" data-original-width="2682" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtCf0iQaPze5epQwmlulk0mE6uXS92bb3QDtyqFM66BOYlEqc4pzBtLQNC3_dl5u5i6AUuxHiGvnvl1Ks6Ive-8ClA3d7xurXr1YKkJWtvCL0G-WNfl46YIZ5FGQLn0fWDHLVoHrCquhBpR8d948_GLxZ3irZMCisLmbE9vxWFo6eN56xnBSOFVZW3/w640-h426/percent%20black%20lit%20test.jpg" width="640" /></a></div><h4 style="text-align: left;">Could This Time Be Different?</h4><p>In sum, the vote for repeal last time was disappointing and perhaps a bit counterintuitive. But this time might be different.</p><p>First, there appears to be strong bipartisan support for repeal this time--and in an era where bipartisanship on all but the <a href="https://www.ncleg.gov/Sessions/2013/Bills/House/PDF/H830v1.pdf">state marsupial</a> is virtually unheard of. This isn't just true at the legislative level, either, but bipartisan support for repeal exists among the network of party activists and <a href="https://www.carolinajournal.com/opinion/the-literacy-test-should-be-removed-from-the-north-carolina-constitution-asap/">think tanks</a>. </p><p>Second, while the effects of racial threat are still evident in many parts of American politics, the last half-century has seen a massive rise in black voter registration and turnout. In 1970, white turnout overwhelmed black turnout, even in counties with relatively large black populations. Today that turnout gap is much smaller. As a result, we might expect black turnout to counteract any lingering effects of racial threat among the white population in counties like Wake, Mecklenburg, and Durham.</p><p>Finally, if this bill passes, it will come to a vote during a Presidential election year--the highest of high turnout environment, and one that will more likely mirror the will of the people in North Carolina. </p><p>The lore has been that NC legislators have long supported getting rid of the literacy test, but were afraid that we might have a repeat of the 1970 vote. Hopefully the changes described above and the increasing awareness of the racist roots of the literacy test will render those fears unrealized. </p><p></p><p></p><p>------</p><p>Footnotes</p><p>1. And if you're <i>still</i> not convinced, I encourage you to read <a href="https://uncpress.org/book/9781469661391/fragile-democracy/">Fragile Democracy</a> (actually, I encourage you to read Fragile Democracy either way). </p><p>2. To measure Democratic party support, I tallied county level vote for George McGovern (the Democratic Party candidate for President in 1972) v. the vote for Richard Nixon (the Duke graduate and Republican Party candidate for President in the same year). </p><p>--------------------</p><p>Christopher Cooper is the Madison Distinguished Professor of Political Science and Public Affairs at Western Carolina University. He tweets at <a href="https://twitter.com/chriscooperwcu" target="_blank">@chriscooperwcu</a>.</p><p><br /></p>Chris Cooperhttp://www.blogger.com/profile/17236368934697064797noreply@blogger.com