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  <channel>
    <title>MaplePrimes - Newest Questions and Posts</title>
    <link>http://www.mapleprimes.com</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Sun, 26 Apr 2026 18:19:04 GMT</lastBuildDate>
    <pubDate>Sun, 26 Apr 2026 18:19:04 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest questions and posts added to MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - Newest Questions and Posts</title>
      <link>http://www.mapleprimes.com</link>
    </image>
    <item>
      <title>How do I get the migration assistant add-on?</title>
      <link>http://www.mapleprimes.com/questions/243562-How-Do-I-Get-The-Migration-Assistant-Addon?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;I have installed Maple Flow 2025 as a trial but have not been able to get the migration assistant add-on.&lt;/p&gt;

&lt;p&gt;As part of evaluating Maple Flow, it is critical for me to try conversion of Mathcad 14 files.&lt;/p&gt;

&lt;p&gt;Thanks.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;I have installed Maple Flow 2025 as a trial but have not been able to get the migration assistant add-on.&lt;/p&gt;

&lt;p&gt;As part of evaluating Maple Flow, it is critical for me to try conversion of Mathcad 14 files.&lt;/p&gt;

&lt;p&gt;Thanks.&lt;/p&gt;
</description>
      <guid>243562</guid>
      <pubDate>Sat, 25 Apr 2026 19:36:44 Z</pubDate>
      <itunes:author>Mth2026</itunes:author>
      <author>Mth2026</author>
    </item>
    <item>
      <title>Wrong root of sinc expression</title>
      <link>http://www.mapleprimes.com/questions/243561-Wrong-Root-Of-Sinc-Expression?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;Here is another case where an incorrect solution of a &lt;strong&gt;non-algebraic&lt;/strong&gt; expression is returned.&lt;/p&gt;

&lt;p&gt;How to make Maple exclude solutions obtained with allsolutions where the expression is not defined?&lt;/p&gt;

&lt;p&gt;IMO, allsolutions facilities of Maple should do this automatically. Anything from a mathematical point of view that speaks against an automatic exclusion?&lt;/p&gt;

&lt;p&gt;(Are there other commands that provide a correct solution?)&lt;/p&gt;

&lt;p&gt;By the way:&lt;/p&gt;

&lt;pre class="prettyprint"&gt;
solve(sin(x)/x)&lt;/pre&gt;

&lt;p&gt;does not return a single solution as stated on the solve help page (&amp;quot;In general for transcendental equations, the solve command returns only one solution,...&amp;quot;) because solve &lt;strong&gt;correctly &lt;/strong&gt;discards x=0 but does not consider returning x=pi.&lt;/p&gt;

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						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="expr := sin(x)/x" height="42" src="/view.aspx?sf=243561_question/62d58488ec745fb46a32fea390c8708c.gif" style="vertical-align:-16px" width="108"&gt;&lt;/p&gt;
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						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(1)&lt;/td&gt;
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			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;The above expression is not defined at &lt;/span&gt;&lt;img alt="x = 0" height="22" src="/view.aspx?sf=243561_question/efc1dc6cc6fe68bbb095c96c985dd1b7.gif" style="vertical-align:-6px" width="32"&gt;&lt;/p&gt;

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						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(2)&lt;/td&gt;
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						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;a href="http://www.maplesoft.com/support/help/errors/view.aspx?path=Error,%20(in%20value%2FEval)%20numeric%20exception%3A%20division%20by%20zero"&gt;&lt;span style="color:#ab29cc;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;&lt;u&gt;Error, (in value/Eval) numeric exception: division by zero&lt;/u&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
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						&lt;span style="color:#0000ff;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;&amp;nbsp;is assumed to be: integer&lt;/span&gt;&lt;br&gt;
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						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(6)&lt;/td&gt;
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						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="true" height="23" src="/view.aspx?sf=243561_question/1fe8fc3c62b0706155566129eaa071e2.gif" style="vertical-align:-6px" width="30"&gt;&lt;/p&gt;
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						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(8)&lt;/td&gt;
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			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;The above should be false because &lt;/span&gt;&lt;img alt="expr" height="22" src="/view.aspx?sf=243561_question/dc75da387b714ad186417d983bbbb653.gif" style="vertical-align:-6px" width="30"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;is not defined for &lt;/span&gt;&lt;img alt="_Z1 = 0." height="23" src="/view.aspx?sf=243561_question/c879ba4d6344fcfebd6b1ec9de192850.gif" style="vertical-align:-6px" width="59"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;However, this is what automatic simplifcation does &lt;/span&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;behind the scenes &lt;/span&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;with the output &lt;/span&gt;&lt;span style="color:#000000; font-weight:bold; font-style:normal;"&gt;(7)&lt;/span&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

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			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0 = 0" height="23" src="/view.aspx?sf=243561_question/c03b69411020cdd81be952d66ccfe789.gif" style="vertical-align:-6px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(9)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;For this particular case Maple should have returned a special name expressing nonzero integers, like &lt;/span&gt;&lt;img alt="_NZ" height="23" src="/view.aspx?sf=243561_question/7fa87c37194bdbf3a66e6a89b7d92c26.gif" style="vertical-align:-6px" width="31"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;. &lt;/span&gt;&lt;br&gt;
			&lt;img alt="`&amp;amp;Zopf;__&amp;amp;ne;0`" height="30" src="/view.aspx?sf=243561_question/87504f18a3c5a0e8639722b11ee156a1.gif" style="vertical-align:-14px" width="41"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;or &lt;/span&gt;&lt;img alt="`minus`(integer, {0})" height="22" src="/view.aspx?sf=243561_question/fa2fe73f48d03436811e1dc05b1951df.gif" style="vertical-align:-6px" width="54"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;or &lt;/span&gt;&lt;img alt="`#msup(mi(&amp;quot;&amp;amp;Zopf;&amp;quot;,fontstyle = &amp;quot;normal&amp;quot;),mo(&amp;quot;&amp;amp;ast;&amp;quot;))`" height="29" src="/view.aspx?sf=243561_question/6216d2a0e67f8b9e0e49295103f2c4aa.gif" style="vertical-align:-11px" width="29"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;are common symbols for that&lt;/span&gt;&lt;br&gt;
			&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;So &lt;/span&gt;&lt;img alt="_Z" height="23" src="/view.aspx?sf=243561_question/5a545240155e22e35ae9f5c7f44d437f.gif" style="vertical-align:-6px" width="24"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;is incorrect in the solution and automatic simplification does something wrong.&lt;/span&gt;&lt;br&gt;
			&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Only substituing everything at once leads to a correct response:&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = sol, _Z1 = 0, expr)" height="23" src="/view.aspx?sf=243561_question/cc2bce279fc4c0fc9864365895fd143c.gif" style="vertical-align:-6px" width="171"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;a href="http://www.maplesoft.com/support/help/errors/view.aspx?path=Error,%20numeric%20exception%3A%20division%20by%20zero"&gt;&lt;span style="color:#ab29cc;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;&lt;u&gt;Error, numeric exception: division by zero&lt;/u&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;br&gt;
			&lt;span style="color:#000000;font-size: 133%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Solve&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="solve(expr, x)" height="23" src="/view.aspx?sf=243561_question/ed1563f03b3d4344a751b78a675aec95.gif" style="vertical-align:-6px" width="89"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="x_sol := [solve(expr, x, allsolutions)]" height="23" src="/view.aspx?sf=243561_question/36d1033eeec260118b37cbaede13560b.gif" style="vertical-align:-6px" width="236"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="[2*Pi*_Z2, Pi*(2*_Z2+1)]" height="26" src="/view.aspx?sf=243561_question/fdcc7d15441504a9b5fb1e8e90b4e33d.gif" style="vertical-align:-7px" width="228"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(10)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="indets(x_sol)" height="23" src="/view.aspx?sf=243561_question/e509b4009a312c237f15682cb9ded0f3.gif" style="vertical-align:-6px" width="86"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="{_Z2}" height="23" src="/view.aspx?sf=243561_question/2d6c04ac70a6ea1025f5ba14747c920c.gif" style="vertical-align:-6px" width="52"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(11)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = x_sol[1], expr) = 0" height="23" src="/view.aspx?sf=243561_question/d9c4c4b10c0429536fbd0235507c59d7.gif" style="vertical-align:-6px" width="178"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="(1/2)*sin(2*Pi*_Z2)/(Pi*_Z2) = 0" height="48" src="/view.aspx?sf=243561_question/a0ae655bd4badfc2bad3fd3a13fbdf27.gif" style="vertical-align:-19px" width="124"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(12)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="is((1/2)*sin(2*Pi*_Z2)/(Pi*_Z2) = 0)" height="26" src="/view.aspx?sf=243561_question/7641023777d14373db1d9c1d81dcdcb2.gif" style="vertical-align:-7px" width="68"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="true" height="23" src="/view.aspx?sf=243561_question/8eaf422e8704d424b8fcd21bbac5fe59.gif" style="vertical-align:-6px" width="30"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(13)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="(1/2)*sin(2*Pi*_Z2)/(Pi*_Z2) = 0" height="26" src="/view.aspx?sf=243561_question/d2a51a4634a9be4cd36ad518c4a520ad.gif" style="vertical-align:-7px" width="45"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0 = 0" height="23" src="/view.aspx?sf=243561_question/e4a1360f66a7f0995a13ebcd31bff1bb.gif" style="vertical-align:-6px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(14)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = x_sol[1], _Z2 = 0, expr) = 0" height="23" src="/view.aspx?sf=243561_question/cd018cfe918fb0e9dcb177f1c636ba26.gif" style="vertical-align:-6px" width="227"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;a href="http://www.maplesoft.com/support/help/errors/view.aspx?path=Error,%20numeric%20exception%3A%20division%20by%20zero"&gt;&lt;span style="color:#ab29cc;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;&lt;u&gt;Error, numeric exception: division by zero&lt;/u&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Again &lt;/span&gt;&lt;img alt="_Z2 = 0" height="23" src="/view.aspx?sf=243561_question/3e1c05b6e9c9a71a999861e7a8ff221b.gif" style="vertical-align:-6px" width="55"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;is not a valid solution for the first solution but&lt;/span&gt;&lt;img alt="NULL" height="23" src="/view.aspx?sf=243561_question/711b654ed2fd0489ea6812b90171fcfe.gif" style="vertical-align:-6px" width="9"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;works for the second solution&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = x_sol[2], expr) = 0" height="23" src="/view.aspx?sf=243561_question/fe31145fad860ce48833541b7d964f32.gif" style="vertical-align:-6px" width="178"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="sin(Pi*(2*_Z2+1))/(Pi*(2*_Z2+1)) = 0" height="48" src="/view.aspx?sf=243561_question/a35e6ceaf225073bef0133676243d4b5.gif" style="vertical-align:-19px" width="165"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(15)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="is(sin(Pi*(2*_Z2+1))/(Pi*(2*_Z2+1)) = 0)" height="26" src="/view.aspx?sf=243561_question/1e99fef86eb090afee39dc03ee60b88d.gif" style="vertical-align:-7px" width="68"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="true" height="23" src="/view.aspx?sf=243561_question/eab67ac002c74f69f55919b01a03037b.gif" style="vertical-align:-6px" width="30"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(16)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="sin(Pi*(2*_Z2+1))/(Pi*(2*_Z2+1)) = 0" height="26" src="/view.aspx?sf=243561_question/864ac0da05ee8be1fbd27cab6389e7de.gif" style="vertical-align:-7px" width="45"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0 = 0" height="23" src="/view.aspx?sf=243561_question/f8b79c28ebbddd424f69ea582fcf7de4.gif" style="vertical-align:-6px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(17)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Substituing everything at once works&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = x_sol[2], _Z2 = 0, expr) = 0" height="23" src="/view.aspx?sf=243561_question/210c25aa7df07a1689e02b97997ae06c.gif" style="vertical-align:-6px" width="227"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="sin(Pi)/Pi = 0" height="48" src="/view.aspx?sf=243561_question/050cc0bff4d642bc4320fcb2fa9a1781.gif" style="vertical-align:-19px" width="80"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(18)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="sin(Pi)/Pi = 0" height="26" src="/view.aspx?sf=243561_question/daaa6636cfd8396ceaebc95dd78ba9e1.gif" style="vertical-align:-7px" width="45"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0 = 0" height="23" src="/view.aspx?sf=243561_question/d84c03de9414c1aa318f806fb6c06191.gif" style="vertical-align:-6px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(19)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;However, the second solution does not cover all solutions (it misses even multiples of &amp;pi;)&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="[seq({_Z2}[] = i, i = -2 .. 2)]" height="26" src="/view.aspx?sf=243561_question/cf6d997092d0d499b3bef3fa6d5a36ab.gif" style="vertical-align:-7px" width="184"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="[_Z2 = -2, _Z2 = -1, _Z2 = 0, _Z2 = 1, _Z2 = 2]" height="23" src="/view.aspx?sf=243561_question/e2f3cc2afa61ae52332c26de51bdeba5.gif" style="vertical-align:-6px" width="345"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(20)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="seq(subs([_Z2 = -2, _Z2 = -1, _Z2 = 0, _Z2 = 1, _Z2 = 2][i], x_sol[2]), i = 1 .. nops([_Z2 = -2, _Z2 = -1, _Z2 = 0, _Z2 = 1, _Z2 = 2]))" height="26" src="/view.aspx?sf=243561_question/089d5fbfc782dbfdb845a3fe24ad7e05.gif" style="vertical-align:-7px" width="321"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="-3*Pi, -Pi, Pi, 3*Pi, 5*Pi" height="26" src="/view.aspx?sf=243561_question/32097bb2292c8b9b96ea7218926b23e0.gif" style="vertical-align:-7px" width="124"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(21)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;
			&lt;/td&gt;
		&lt;/tr&gt;
	&lt;/tbody&gt;
&lt;/table&gt;
&lt;input name="sequence" type="hidden" value="1"&gt; &lt;input name="cmd" type="hidden" value="none"&gt;&lt;/form&gt;

&lt;p&gt;Related topic: I also think that new users and students should profit from a directly understandable output like this&lt;br&gt;
&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;

&lt;p&gt;Maybe adding new convert form is an option.&lt;/p&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243561_question/roots_of_sinc.mw"&gt;Download roots_of_sinc.mw&lt;/a&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Here is another case where an incorrect solution of a &lt;strong&gt;non-algebraic&lt;/strong&gt; expression is returned.&lt;/p&gt;

&lt;p&gt;How to make Maple exclude solutions obtained with allsolutions where the expression is not defined?&lt;/p&gt;

&lt;p&gt;IMO, allsolutions facilities of Maple should do this automatically. Anything from a mathematical point of view that speaks against an automatic exclusion?&lt;/p&gt;

&lt;p&gt;(Are there other commands that provide a correct solution?)&lt;/p&gt;

&lt;p&gt;By the way:&lt;/p&gt;

&lt;pre class="prettyprint"&gt;
solve(sin(x)/x)&lt;/pre&gt;

&lt;p&gt;does not return a single solution as stated on the solve help page (&amp;quot;In general for transcendental equations, the solve command returns only one solution,...&amp;quot;) because solve &lt;strong&gt;correctly &lt;/strong&gt;discards x=0 but does not consider returning x=pi.&lt;/p&gt;

&lt;form name="worksheet_form"&gt;&lt;input name="md.ref" type="hidden" value="D596AA3A55A0A3F110C3F43E7450FDDA"&gt;
&lt;table align="center" width="768"&gt;
	&lt;tbody&gt;
		&lt;tr&gt;
			&lt;td&gt;
			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="restart" height="23" src="/view.aspx?sf=243561_question/425f415fdfa7a92f2177e3678f73e3cb.gif" style="vertical-align:-6px" width="58"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="expr := sin(x)/x" height="42" src="/view.aspx?sf=243561_question/62d58488ec745fb46a32fea390c8708c.gif" style="vertical-align:-16px" width="108"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="sin(x)/x" height="42" src="/view.aspx?sf=243561_question/3eb1080f89351354fa79bfa6d1881458.gif" style="vertical-align:-16px" width="105"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(1)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;The above expression is not defined at &lt;/span&gt;&lt;img alt="x = 0" height="22" src="/view.aspx?sf=243561_question/efc1dc6cc6fe68bbb095c96c985dd1b7.gif" style="vertical-align:-6px" width="32"&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="Eval(expr, x = 0)" height="23" src="/view.aspx?sf=243561_question/c8534d70b9e4df3c2df3be234f8c8cb7.gif" style="vertical-align:-6px" width="109"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="Eval(sin(x)/x, x = 0)" height="60" src="/view.aspx?sf=243561_question/a61002032c00baeead39284766678405.gif" style="vertical-align:-34px" width="85"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(2)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="value(Eval(sin(x)/x, x = 0))" height="26" src="/view.aspx?sf=243561_question/e8e168e43ca7e57343dbc936b9fe84d6.gif" style="vertical-align:-7px" width="81"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;a href="http://www.maplesoft.com/support/help/errors/view.aspx?path=Error,%20(in%20value%2FEval)%20numeric%20exception%3A%20division%20by%20zero"&gt;&lt;span style="color:#ab29cc;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;&lt;u&gt;Error, (in value/Eval) numeric exception: division by zero&lt;/u&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 133%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Roots of the expression with RootOf&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="sol := allvalues(RootOf(expr))" height="23" src="/view.aspx?sf=243561_question/b947ce3428f4c4aaa2bb59b9d2bcf9bf.gif" style="vertical-align:-6px" width="205"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="Pi*_Z1" height="26" src="/view.aspx?sf=243561_question/24be79c7927819de6a24e6b496ebde27.gif" style="vertical-align:-7px" width="91"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(3)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="indets(sol)" height="23" src="/view.aspx?sf=243561_question/3003afea2f98e4a2b42c509152187ca8.gif" style="vertical-align:-6px" width="72"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
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			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="{_Z1}" height="23" src="/view.aspx?sf=243561_question/c4a4e10fd6db66631b0482fd09024644.gif" style="vertical-align:-6px" width="52"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(4)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="about({_Z1}[])" height="26" src="/view.aspx?sf=243561_question/29787706dda109f8901ac8d900bbd4bd.gif" style="vertical-align:-7px" width="101"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;span style="color:#0000ff;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;Originally _Z1, renamed _Z1~:&lt;/span&gt;&lt;br&gt;
						&lt;span style="color:#0000ff;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;&amp;nbsp;is assumed to be: integer&lt;/span&gt;&lt;br&gt;
						&amp;nbsp;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="getassumptions({_Z1})" height="26" src="/view.aspx?sf=243561_question/f17ca8a5fee5f8e6fc93c9029d72d9fb.gif" style="vertical-align:-7px" width="141"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="{_Z1::integer}" height="23" src="/view.aspx?sf=243561_question/eac612974c2377b58e8439613c9bf92a.gif" style="vertical-align:-6px" width="70"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(5)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="type(0, integer)" height="23" src="/view.aspx?sf=243561_question/9070beb3bdf363161ea6406a4b229b01.gif" style="vertical-align:-6px" width="103"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="true" height="23" src="/view.aspx?sf=243561_question/632078d17fe63be10ba8d0cb59a367a5.gif" style="vertical-align:-6px" width="30"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(6)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = sol, expr) = 0" height="23" src="/view.aspx?sf=243561_question/65488b99bf00e9d6933944fd5472b622.gif" style="vertical-align:-6px" width="141"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="sin(Pi*_Z1)/(Pi*_Z1) = 0" height="48" src="/view.aspx?sf=243561_question/079909c0458df8bd11bb5940da879dbc.gif" style="vertical-align:-19px" width="114"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(7)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="is(sin(Pi*_Z1)/(Pi*_Z1) = 0)" height="26" src="/view.aspx?sf=243561_question/3b8d73639fedeef2b10f7768a7e5a638.gif" style="vertical-align:-7px" width="59"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="true" height="23" src="/view.aspx?sf=243561_question/1fe8fc3c62b0706155566129eaa071e2.gif" style="vertical-align:-6px" width="30"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(8)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;The above should be false because &lt;/span&gt;&lt;img alt="expr" height="22" src="/view.aspx?sf=243561_question/dc75da387b714ad186417d983bbbb653.gif" style="vertical-align:-6px" width="30"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;is not defined for &lt;/span&gt;&lt;img alt="_Z1 = 0." height="23" src="/view.aspx?sf=243561_question/c879ba4d6344fcfebd6b1ec9de192850.gif" style="vertical-align:-6px" width="59"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;However, this is what automatic simplifcation does &lt;/span&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;behind the scenes &lt;/span&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;with the output &lt;/span&gt;&lt;span style="color:#000000; font-weight:bold; font-style:normal;"&gt;(7)&lt;/span&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="sin(Pi*_Z1)/(Pi*_Z1) = 0" height="26" src="/view.aspx?sf=243561_question/dd16616ff66721d89d586e75da48ccaf.gif" style="vertical-align:-7px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0 = 0" height="23" src="/view.aspx?sf=243561_question/c03b69411020cdd81be952d66ccfe789.gif" style="vertical-align:-6px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(9)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;For this particular case Maple should have returned a special name expressing nonzero integers, like &lt;/span&gt;&lt;img alt="_NZ" height="23" src="/view.aspx?sf=243561_question/7fa87c37194bdbf3a66e6a89b7d92c26.gif" style="vertical-align:-6px" width="31"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;&amp;nbsp;. &lt;/span&gt;&lt;br&gt;
			&lt;img alt="`&amp;amp;Zopf;__&amp;amp;ne;0`" height="30" src="/view.aspx?sf=243561_question/87504f18a3c5a0e8639722b11ee156a1.gif" style="vertical-align:-14px" width="41"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;or &lt;/span&gt;&lt;img alt="`minus`(integer, {0})" height="22" src="/view.aspx?sf=243561_question/fa2fe73f48d03436811e1dc05b1951df.gif" style="vertical-align:-6px" width="54"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;or &lt;/span&gt;&lt;img alt="`#msup(mi(&amp;quot;&amp;amp;Zopf;&amp;quot;,fontstyle = &amp;quot;normal&amp;quot;),mo(&amp;quot;&amp;amp;ast;&amp;quot;))`" height="29" src="/view.aspx?sf=243561_question/6216d2a0e67f8b9e0e49295103f2c4aa.gif" style="vertical-align:-11px" width="29"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;are common symbols for that&lt;/span&gt;&lt;br&gt;
			&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;So &lt;/span&gt;&lt;img alt="_Z" height="23" src="/view.aspx?sf=243561_question/5a545240155e22e35ae9f5c7f44d437f.gif" style="vertical-align:-6px" width="24"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;is incorrect in the solution and automatic simplification does something wrong.&lt;/span&gt;&lt;br&gt;
			&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Only substituing everything at once leads to a correct response:&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = sol, _Z1 = 0, expr)" height="23" src="/view.aspx?sf=243561_question/cc2bce279fc4c0fc9864365895fd143c.gif" style="vertical-align:-6px" width="171"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;a href="http://www.maplesoft.com/support/help/errors/view.aspx?path=Error,%20numeric%20exception%3A%20division%20by%20zero"&gt;&lt;span style="color:#ab29cc;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;&lt;u&gt;Error, numeric exception: division by zero&lt;/u&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;br&gt;
			&lt;span style="color:#000000;font-size: 133%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Solve&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="solve(expr, x)" height="23" src="/view.aspx?sf=243561_question/ed1563f03b3d4344a751b78a675aec95.gif" style="vertical-align:-6px" width="89"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="x_sol := [solve(expr, x, allsolutions)]" height="23" src="/view.aspx?sf=243561_question/36d1033eeec260118b37cbaede13560b.gif" style="vertical-align:-6px" width="236"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="[2*Pi*_Z2, Pi*(2*_Z2+1)]" height="26" src="/view.aspx?sf=243561_question/fdcc7d15441504a9b5fb1e8e90b4e33d.gif" style="vertical-align:-7px" width="228"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(10)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="indets(x_sol)" height="23" src="/view.aspx?sf=243561_question/e509b4009a312c237f15682cb9ded0f3.gif" style="vertical-align:-6px" width="86"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="{_Z2}" height="23" src="/view.aspx?sf=243561_question/2d6c04ac70a6ea1025f5ba14747c920c.gif" style="vertical-align:-6px" width="52"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(11)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = x_sol[1], expr) = 0" height="23" src="/view.aspx?sf=243561_question/d9c4c4b10c0429536fbd0235507c59d7.gif" style="vertical-align:-6px" width="178"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="(1/2)*sin(2*Pi*_Z2)/(Pi*_Z2) = 0" height="48" src="/view.aspx?sf=243561_question/a0ae655bd4badfc2bad3fd3a13fbdf27.gif" style="vertical-align:-19px" width="124"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(12)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="is((1/2)*sin(2*Pi*_Z2)/(Pi*_Z2) = 0)" height="26" src="/view.aspx?sf=243561_question/7641023777d14373db1d9c1d81dcdcb2.gif" style="vertical-align:-7px" width="68"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="true" height="23" src="/view.aspx?sf=243561_question/8eaf422e8704d424b8fcd21bbac5fe59.gif" style="vertical-align:-6px" width="30"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(13)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="(1/2)*sin(2*Pi*_Z2)/(Pi*_Z2) = 0" height="26" src="/view.aspx?sf=243561_question/d2a51a4634a9be4cd36ad518c4a520ad.gif" style="vertical-align:-7px" width="45"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0 = 0" height="23" src="/view.aspx?sf=243561_question/e4a1360f66a7f0995a13ebcd31bff1bb.gif" style="vertical-align:-6px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(14)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = x_sol[1], _Z2 = 0, expr) = 0" height="23" src="/view.aspx?sf=243561_question/cd018cfe918fb0e9dcb177f1c636ba26.gif" style="vertical-align:-6px" width="227"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;a href="http://www.maplesoft.com/support/help/errors/view.aspx?path=Error,%20numeric%20exception%3A%20division%20by%20zero"&gt;&lt;span style="color:#ab29cc;font-size: 100%;font-family: monospace,monospace;font-weight:normal;font-style:normal;"&gt;&lt;u&gt;Error, numeric exception: division by zero&lt;/u&gt;&lt;/span&gt;&lt;/a&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;&amp;nbsp;&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Again &lt;/span&gt;&lt;img alt="_Z2 = 0" height="23" src="/view.aspx?sf=243561_question/3e1c05b6e9c9a71a999861e7a8ff221b.gif" style="vertical-align:-6px" width="55"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;is not a valid solution for the first solution but&lt;/span&gt;&lt;img alt="NULL" height="23" src="/view.aspx?sf=243561_question/711b654ed2fd0489ea6812b90171fcfe.gif" style="vertical-align:-6px" width="9"&gt;&lt;span style="color:#000000;font-size: 100%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;works for the second solution&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = x_sol[2], expr) = 0" height="23" src="/view.aspx?sf=243561_question/fe31145fad860ce48833541b7d964f32.gif" style="vertical-align:-6px" width="178"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="sin(Pi*(2*_Z2+1))/(Pi*(2*_Z2+1)) = 0" height="48" src="/view.aspx?sf=243561_question/a35e6ceaf225073bef0133676243d4b5.gif" style="vertical-align:-19px" width="165"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(15)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="is(sin(Pi*(2*_Z2+1))/(Pi*(2*_Z2+1)) = 0)" height="26" src="/view.aspx?sf=243561_question/1e99fef86eb090afee39dc03ee60b88d.gif" style="vertical-align:-7px" width="68"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="true" height="23" src="/view.aspx?sf=243561_question/eab67ac002c74f69f55919b01a03037b.gif" style="vertical-align:-6px" width="30"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(16)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="sin(Pi*(2*_Z2+1))/(Pi*(2*_Z2+1)) = 0" height="26" src="/view.aspx?sf=243561_question/864ac0da05ee8be1fbd27cab6389e7de.gif" style="vertical-align:-7px" width="45"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0 = 0" height="23" src="/view.aspx?sf=243561_question/f8b79c28ebbddd424f69ea582fcf7de4.gif" style="vertical-align:-6px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(17)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;Substituing everything at once works&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="subs(x = x_sol[2], _Z2 = 0, expr) = 0" height="23" src="/view.aspx?sf=243561_question/210c25aa7df07a1689e02b97997ae06c.gif" style="vertical-align:-6px" width="227"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="sin(Pi)/Pi = 0" height="48" src="/view.aspx?sf=243561_question/050cc0bff4d642bc4320fcb2fa9a1781.gif" style="vertical-align:-19px" width="80"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(18)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="sin(Pi)/Pi = 0" height="26" src="/view.aspx?sf=243561_question/daaa6636cfd8396ceaebc95dd78ba9e1.gif" style="vertical-align:-7px" width="45"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="0 = 0" height="23" src="/view.aspx?sf=243561_question/d84c03de9414c1aa318f806fb6c06191.gif" style="vertical-align:-6px" width="36"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(19)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;span style="color:#000000;font-size: 91%;font-family: DejaVu Sans;font-weight:normal;font-style:normal;"&gt;However, the second solution does not cover all solutions (it misses even multiples of &amp;pi;)&lt;/span&gt;&lt;/p&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="[seq({_Z2}[] = i, i = -2 .. 2)]" height="26" src="/view.aspx?sf=243561_question/cf6d997092d0d499b3bef3fa6d5a36ab.gif" style="vertical-align:-7px" width="184"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;
						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="[_Z2 = -2, _Z2 = -1, _Z2 = 0, _Z2 = 1, _Z2 = 2]" height="23" src="/view.aspx?sf=243561_question/e2f3cc2afa61ae52332c26de51bdeba5.gif" style="vertical-align:-6px" width="345"&gt;&lt;/p&gt;
						&lt;/td&gt;
						&lt;td align="right" style="color:#000000; font-family:Times, serif; font-weight:bold; font-style:normal;"&gt;(20)&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table style="margin-left:0px;margin-right:0px"&gt;
				&lt;tbody&gt;
					&lt;tr valign="baseline"&gt;
						&lt;td&gt;&lt;span style="color:#78000e;font-size: 100%;font-family: monospace,monospace;font-weight:bold;font-style:normal;"&gt;&amp;gt;&amp;nbsp;&lt;/span&gt;&lt;/td&gt;
						&lt;td&gt;
						&lt;p align="left" style="margin:0 0 0 0; padding-top:3px; padding-bottom:3px"&gt;&lt;img alt="seq(subs([_Z2 = -2, _Z2 = -1, _Z2 = 0, _Z2 = 1, _Z2 = 2][i], x_sol[2]), i = 1 .. nops([_Z2 = -2, _Z2 = -1, _Z2 = 0, _Z2 = 1, _Z2 = 2]))" height="26" src="/view.aspx?sf=243561_question/089d5fbfc782dbfdb845a3fe24ad7e05.gif" style="vertical-align:-7px" width="321"&gt;&lt;/p&gt;
						&lt;/td&gt;
					&lt;/tr&gt;
				&lt;/tbody&gt;
			&lt;/table&gt;

			&lt;table&gt;
				&lt;tbody&gt;
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						&lt;p align="center" style="margin:0 0 0 0; padding-top:0px; padding-bottom:0px"&gt;&lt;img alt="-3*Pi, -Pi, Pi, 3*Pi, 5*Pi" height="26" src="/view.aspx?sf=243561_question/32097bb2292c8b9b96ea7218926b23e0.gif" style="vertical-align:-7px" width="124"&gt;&lt;/p&gt;
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&lt;p&gt;Related topic: I also think that new users and students should profit from a directly understandable output like this&lt;br&gt;
&lt;img src="data:image/png;base64,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"&gt;&lt;/p&gt;

&lt;p&gt;Maybe adding new convert form is an option.&lt;/p&gt;

&lt;p&gt;&lt;a href="/view.aspx?sf=243561_question/roots_of_sinc.mw"&gt;Download roots_of_sinc.mw&lt;/a&gt;&lt;/p&gt;
</description>
      <guid>243561</guid>
      <pubDate>Sat, 25 Apr 2026 08:27:51 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
    </item>
    <item>
      <title>reading and writing</title>
      <link>http://www.mapleprimes.com/questions/243560-Reading-And-Writing?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;I calculate a long polynomial p(x) where the coefficients depend on a varaiable d. That takes about 10 minutes. I put a colon at the end of the computation because the result is very large. Then I put d=12.2 say and proceed to do a lot of other things. All well and good. I save the file as fooapril23 and go home. When I return I want to repeat the computaion with d=12.5 which I can do by opening the file, saving it as fooapril24. Then I have to recalculate p which is 10 mintes wasted until I can say d=12.5 and proceed with my work..&amp;nbsp; I would like to &amp;quot;park&amp;quot; the result for p in a file somewhere and then import it when needed. I went to the read and writeto help pages but could not understand it at all. (I tried bit when I did the writeto command and then opened a new worksheet and tried to read I got an error:&lt;/p&gt;

&lt;p&gt;Error, on line %1, syntax error, `&amp;gt;` unexpected:&lt;/p&gt;

&lt;p&gt;(The &amp;gt; was the Maple prompt I guess.)&lt;/p&gt;

&lt;p&gt;I have tried over the years to use the writeto and read commands but I think the help pages are written for unix gurus and I am a Mac user.&lt;br&gt;
&lt;br&gt;
BTW I am using Maple 2026 My worksheet starts with &amp;gt; restart; Digits:=20: with(Plots):&lt;br&gt;
I guess requiring the with(Plots): command in 2026 is some kind of an in joke?&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;I calculate a long polynomial p(x) where the coefficients depend on a varaiable d. That takes about 10 minutes. I put a colon at the end of the computation because the result is very large. Then I put d=12.2 say and proceed to do a lot of other things. All well and good. I save the file as fooapril23 and go home. When I return I want to repeat the computaion with d=12.5 which I can do by opening the file, saving it as fooapril24. Then I have to recalculate p which is 10 mintes wasted until I can say d=12.5 and proceed with my work..&amp;nbsp; I would like to &amp;quot;park&amp;quot; the result for p in a file somewhere and then import it when needed. I went to the read and writeto help pages but could not understand it at all. (I tried bit when I did the writeto command and then opened a new worksheet and tried to read I got an error:&lt;/p&gt;

&lt;p&gt;Error, on line %1, syntax error, `&amp;gt;` unexpected:&lt;/p&gt;

&lt;p&gt;(The &amp;gt; was the Maple prompt I guess.)&lt;/p&gt;

&lt;p&gt;I have tried over the years to use the writeto and read commands but I think the help pages are written for unix gurus and I am a Mac user.&lt;br /&gt;
&lt;br /&gt;
BTW I am using Maple 2026 My worksheet starts with &amp;gt; restart; Digits:=20: with(Plots):&lt;br /&gt;
I guess requiring the with(Plots): command in 2026 is some kind of an in joke?&lt;/p&gt;
</description>
      <guid>243560</guid>
      <pubDate>Sat, 25 Apr 2026 02:31:08 Z</pubDate>
      <itunes:author>awass</itunes:author>
      <author>awass</author>
    </item>
    <item>
      <title>license error starting OpenMaple session</title>
      <link>http://www.mapleprimes.com/questions/243559-License-Error-Starting-OpenMaple-Session?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;I do have a stundent license permanently and I&amp;#39;ve installed the OpenMaple java examples:&amp;nbsp;JCEngineCallBacks,&amp;nbsp;JCHelpCallBack,&amp;nbsp;jcmaple in Eclipse.&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve also installed the MapleTest.java which runs fine.&lt;/p&gt;

&lt;p&gt;When I start the jcmaple.java I get the error:&amp;nbsp;license communication problem 1&amp;nbsp; Error starting OpenMaple session&lt;/p&gt;

&lt;p&gt;So I don&amp;#39;t know why.&lt;/p&gt;

&lt;p&gt;Meanwhile I was able to solve the issue&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;I do have a stundent license permanently and I&amp;#39;ve installed the OpenMaple java examples:&amp;nbsp;JCEngineCallBacks,&amp;nbsp;JCHelpCallBack,&amp;nbsp;jcmaple in Eclipse.&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve also installed the MapleTest.java which runs fine.&lt;/p&gt;

&lt;p&gt;When I start the jcmaple.java I get the error:&amp;nbsp;license communication problem 1&amp;nbsp; Error starting OpenMaple session&lt;/p&gt;

&lt;p&gt;So I don&amp;#39;t know why.&lt;/p&gt;

&lt;p&gt;Meanwhile I was able to solve the issue&lt;/p&gt;
</description>
      <guid>243559</guid>
      <pubDate>Fri, 24 Apr 2026 13:44:22 Z</pubDate>
      <itunes:author>goebeld</itunes:author>
      <author>goebeld</author>
    </item>
    <item>
      <title>2D Input option for fractions</title>
      <link>http://www.mapleprimes.com/questions/243558-2D-Input-Option-For-Fractions?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;&lt;img src="/view.aspx?sf=243558_question/M2026_01.png"&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;&lt;img src="/view.aspx?sf=243558_question/M2026_01.png" /&gt;&lt;/p&gt;
</description>
      <guid>243558</guid>
      <pubDate>Fri, 24 Apr 2026 04:01:07 Z</pubDate>
      <itunes:author>Geoff</itunes:author>
      <author>Geoff</author>
    </item>
    <item>
      <title>Crash when updating</title>
      <link>http://www.mapleprimes.com/questions/243556-Crash-When-Updating?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;When I click on&lt;/p&gt;

&lt;p&gt;&lt;img height="196" 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" width="599"&gt;&lt;/p&gt;

&lt;p&gt;called from here&lt;/p&gt;

&lt;p&gt;&lt;img height="223" 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" width="169"&gt;&lt;/p&gt;

&lt;p&gt;Maple 2026 crashes. I had to use this&lt;/p&gt;

&lt;pre class="prettyprint"&gt;
PackageTools:-Install(&amp;quot;https://maple.cloud/app/4797495082876928/Maple+Customer+Support+Updates&amp;quot;,overwrite=true)&lt;/pre&gt;

&lt;p&gt;Is that issue known?&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;When I click on&lt;/p&gt;

&lt;p&gt;&lt;img height="196" 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EAL538I7h63aClPjsFGjyhl2+VKedQi7fTXTA6EuM4v/WspP85SYGfclOXU8s8MXuNIww87BjXXfFj2iMl1tH3sVsi1PkX5Ws9O4XxPTZ+ffH0pZ6Xfr0ufMwjLF9c9A7Ar55rfMue5x+NLWWXJB56ngdBw1/0Ft5Wyy09L+b+7qn8e99O2KmXFFp6D3MPc0+ekj8/L8/cPuS67oTd9PflZx2DwCouV8rRlStk8lUqb5muR+RDW35sTOyXX5um5Rn+e874qVt3rEzWey3x2PD7nyjXKc5nnEYPvo7TZEgjx+XpR+v3sCf1+Y+5x/ntVvzPxYflYPjX9vln6fAv6vU8gPIpz1c/elMkYfB7T57/MPUKoMvmZtGLOkd8TdntcKU/Kc3QcGqEPv9ucknPnPuO5yH3X/R2HS5Jn/yMTsj9l6VK2yflvm6+l8+/T2Qiged6fFt9fxZd/Jwya9xE1d6ICn/F8RvH72Eb5fYdqRT7rx3ESw3Ta+VoKKKCAAgosCAIGQgtCL/seFVBAAQVmvUDbgRCDNZucUsr/ZkBxcjtwrVLe96R//lcGGRnM+VkGxj98aSk/zZ/dGcn94BnQ2+kxpeyzRinrZvCk7VnyzIi98M+lfOXyUr6VDd7590EbA7YvWKGUPfO1WgbKB5m1fGoGjbY5fdBXrP5+bI7YoJRnZ8B+kEYQxmD0jxJefOPKzqBhzepVfQ/LYDHBxhtW6wwmLptBrmGrqWZaIMRgJeEZ+8F86U8ZuE6oyH9r2haNHYODr48dg9mPGMGuyWtybhh/J+HsYX8s5Y8V93LVcagU2mP5zj25ZgYKu5VDBkJN1B/4Pbhtc1opV6QvqhpB0ElblEKl0KCNy4+qNF7jG1eVcmyecZfnnwe4LP/lJQl791wxFU0rlfLEnM8gz7pBz52KBYJUns1H5bl0Qz5zBmkEWW/K/kvPSljAM3qYqtOpCoT4/OM5+8LsH3VVTb8TDPN5ctTGpayfZ+kgjf7ls4y+/ua8fuezeth+J7x4Xj7fXj6nlLUSvExV1QifRUwYOTzPz2NyrfJ7RpNG3/K5s+8TOp87TNrotiMuy3Xwq06FzsSG7293bCdIYuLIFbH+dp6lX8y5M9FlkMb5Pi/P1Neu2glfqCBquxFU3ZJr4jf5fefzed5/75pOtdUgjc9y7vuX5P7nfB+Xe6xf5eggx/d7FVBAAQUUUGB8BAyExqcvPBMFFFBAAQWGFpifgdBJmYX6qT8kcMif3QqJQd8IVUO7pFroTRksZ8YyM1dHaczWJYz5fAZvOL+/DBEETX795TJYunPO8RUrZyZ9ZtM2Ocf5GQhhwGz7r12RECPLVl1eMzA5jDMziJmlv9ecTngwzKDRTAqEGKz+2uWlHJmBawLGQYKgyb6EoFQ5cB09J+HeVFRkXJMAkHP97/Q9z4ZhBoqXzfVO/741wdBjUyVmIDTMndIJ4rZNKNwrEDp5y1JWTzgwSGNJNSoxCQSoVmBZuLYaAQFVGa+c96wbNvStOh+qKTjfr+f6PDHPpbql9Jq+FwI17qVX5FpdacAqq6kKhAiD3vDLUn6dyoy6e++JCV4+vV6nenAQX8KJ4zPYT7h/chzb+GzrWrN05DMyQeOVq3SqhtqsFOG5+bkEFVyvw/Y5ASUVjG9OELheJpDgNpWBEH13cSqvvpxn/7cTYA0aBE2+hgmC+D1n71yvT0+/N/kdosl9wDXB0pSEVVRdcY+N2qjG4/PpVbkW1knVkE0BBRRQQAEFZpeAgdDs6k/fjQIKKKDAAiowPwIhBsU/9b+lfPDizkzfYQadJ3YXGRCDEJ/MINmgVTATj8NgCAMj/5HzoqKjzdY9x3etWcqrM1DSb1b6/AyEPpTN7D+eiq3r0zdNK7YGtWKAi8qpw546+ODhTAmEqAR6c2ag/yp/MvDWVmN/JpZM/PhTSnl0S8vwcW64vub8zqD7sAFt9z0SXrHs0bc3ybFygxNsUJVQ1S7defBQoy3Licc5OgPOr877rxsoP3TdUt6RkGu6Gss17Zol4wjpqhrVLadv3Vm6rWkjXKIqguW22gwEJj+PWeLwwCenYiBVQ22EA9w/7/9tBvEv7yxlN+pnRvd8eQ4TEHzhaZ1K06ZtKgIhQqDdz8p92KNSa5X0+fc261SvDBIGUen5ll9n0D+THG5rYZJDnROfw+9PFfBeCS7aCC2OS4DFM/TqeUsBNu2fqu/Da9X4fWH9Tpg2lYEQ1aBvizdLL44yCWDyffWoBOz7JNTaL79HtNE+cFF+b8qknO4edm0ck2Nwz1MldOg6nSppmwIKKKCAAgrMHgEDodnTl74TBRRQQIEFWGC6AyEGMj6dMOh9GdybvFTLqN3AIPRxm2eJmCyvNchgGa/LoM1XL69eQmbU85r481R1fCwD+XsnFOo1YDY/AiFmX7/tgk5Fy3S1V2Xg8BMJ8hYfYB+KcQ+ECNGYbb33L+qrO0b1JWDcPjPyD4vdqgNWiEx+bQbXeQ7slvChrhpl2PNdOzPED8mg4OsStNQd20CoWpcKxRdl6bC65bGoFPnFds3vHfaK2SvXJHuATUejWujILGu2Y5bsGrZxbbJ02l4/79xTU9U41+8maGH/tyYBVpuBEM+LXyQ03vOc+koSPs+4l765UWdvsUEaocSr4ndmlmRtK0jr9foE1l/NEqXPGnCJ0onHZHLGl/I5tG8+j1gisM3GPkjfTFB9bUKmtya0aXPJOI71hUwqeUfOu60gqOq9vyxLs304ATXVmMM0zpOA9SOZ+DGVjYkfn8jvOywl10ZAOJXn6rEVUEABBRRQoJmAgVAzJ79LAQUUUECBsRaY7kCITecZhGm6B8CgeKyz/60M9rDB8SDt2Cyh9PIMmt3eZ/Y0A3Psf7NcZuoyu5wQ6p4MrtyRLwYuWY6pX2P5miMyS/n5PWbOTncgxKDbey/sDGY1qWbhfbNvCEsFMdDDQCN2DDSxTFrTyiL2SKCyi71HmoZ44xwIsdweSzK9MwOCVFj1a1xDLCmII6HYveznkGCOqpAmVTosv/fZVFkNu3E6/UZAQGUMSzP1awyWMwjJADr9fnPOla+6PSfo06dl745Ls/9H3T5cBkIPVKdfPpbB2nfnnqy7DnZI0PKj7CHUpOH/0vPS11kKskljUJ8+5llFn3M//yXPCJ7bgywxx143LGs36JJs3XPkXn9dllBjH7MmA+ycL1VznD/hO9fclbmX7mwQKlB9w15r3FP9Vh5tMxAiDHp93uMv0jd1gQ33EMvEbZTAqt+5TexfqvL4XKMirEnjecxzfWK/89lAvw8SzMzd3yr9vsaQYTXLle73m1Kua1CpSz/zTGKvPPzYl5BnUq/n52NTvbJp9mP7fq6ryc+uYfcQuiNOBCxU2PLP/RrnzXk8LOYEJ1yrnDdBVb/gjs/fF6b67iMJhbhPB2mEbXzOvyvPln73Mvc+v+vwGg/JPy+ec+VnOFeqtposMUcl49EJhjeIt00BBRRQQAEFZr6AgdDM70PfgQIKKKCAAnMrA9b+cT3E/k/sLP3TdBCKgaNNTimFjaonN5ZzOyOzlFnyZ3Jj4JiN6Fknf/PsQcAgBBtUM+BwQZbSYUCQzY77VRUxgPGObCB94FqdsKZJY6+OZ/6sFGbQ1zUGNV6UAZhnZn8MBkcWyeA9h+e8GSwlCGApHgbeGGzBtVdjA+4TUs00J8etamxEzV4uExsBA1VMdQPr701fVVXacK67xpWwrK6xOfurUj3QK9BiAGvHVKWw1Ns6WV6J/X8w7l4bGNyX/mJ5op+mn9n0ndnp/RrL9xydEK/p8mfjHAixRwfhSr+BTAYwXz6ns+8G1wDBEAEL1xIDmfz8D3LNs4Rhv+UL2ZcKv+UHWDqs2yc35pp6SapQ2FOkV4jHYCsz/gnuGNyf2+85X86VgeJjs0/G1zOIy14ZkwczuUfYuLxukNNA6IF3CMu5cR2xjF1d+0CecQdkea5+jQHc552d/cByPfVqj84z9wXZ12uXPOPmpI8XTR8/eN79Td9xbxMWszfKiTnWN/PMaBISUA3JkmyDNq6ZPXLeLBvWKwzimc9g84vzfN4m1aE8A7mf+O98fnCOVBexX12v5xHPMX7+qAxe93sWtRUIYclnD59BdffH3KUXNy2Fz6Cmn8NY8yx/ce7t72SyQ6/G5xmTE9j7ideg3xee8FzHkPv80pwjezfxWVH3GTTxdfi8/HoqmgY5Z36ezw6qFfstbcf+ZC/LM/S5uWYJ1Hkmcc1wvoQVTPLgM7Rq8gnnxHvkmp7sPmwgxOf+PpkI0CsM4thU9r04z9Gd8ux/RJ6r3Wc/kwFwZsnAo3LfH5XnKRNN6hrvlwrbz2RCwCCNPd12PKP6d7TucdiXjH3Adsg5Eq7yWvy+wz3F5zzG9M8JuR6+kP2drqpZ1rJ7PO6rnyQgtCmggAIKKKDAzBcwEJr5feg7UEABBRRQYFoDoSpuZpwy4MXeOgyO91quh0Ge/bPMCZs095rZSrD0w8ycbzIrnUHwD2dWL0vYVc0oJvRguZODMvhKSNWkEVp9NMdkhn/dJtiL5risr//6VZtXxhAy7XxmZ7Crqt30zIRVQywhQ0XPk37YmZ1c1RgMIqRjNjJ91bQxePzfGdT60O87g091A54MiJ2c/mJmfpM2roEQg7oMvLP3S11j8JXBQIJWZuL3awy6/Wf2tCJcq6uq4555Xa6jD+V64npt2rj2D8ls9vdkpnhdIwTcrGHfc/38++86A8Z111LV6xgIPVDlZxkU3zmD4nUVi4Rs525Tyvp9Zt3Tx1+6rLOfSd3gMgO+DP6+L+ESwV/TxvXIfmtUc/Tag4TnMFVCVAs1bQw6H5xjvz/XU10jQCXA4LwJqfvty0blyPtyPJ5JvfZP4jm3T5+9okYNhOiX3+R5/vw8L+pCKvqYJeyO3DCfZTUTB+pseNYemfdJ5VFdaEc10Evn5J6N3yCfGzgekmf64Xkm3dJjPycC6h88fbBqXSojn5HPuAtqJlQQqCydZyj9ffDanbCiV+Oz7V2pNCIcahJicaxBAyGsqejls7muKom+ZH+lt2T/n71zr1ER1K8Rru+bcyfI7fX7DpVjr83zv8lSh7wmlUH0X1VbJuf1tlz7LO3bdEINz5V35zyZrEIVYV3jd7JRlo/s5+XfK6CAAgoooMD0CBgITY+zr6KAAgoooMCUCkxnhdDkN8Kmw2zSzizXpRoMkPDzDIwwAMlSSnWDegy+fDOzvJ+XmcP9GoOaL6RCIvt1TG4Mhr87AyPvyeB9v8HGyT/LDNpvZpbvG7Mhdt15Piszsr+Swb6mg7BTEQgxMPn2zGr+eGbPVzUGhf4tAQb7wAy6NE33eAx8sqcCe6LUtTeulhn8Gdhq0sYxEKKCgYoONiqva+tkGUOqOqjWGuR64lqiIoPgpq6K7REZJP1ariUq7Jq2n2eJqm1Orx9sZMCYwUHu0ab3J4OjVEkx6Ej1Q5NmIPSvSlzfVHZQKVHXCGbPz/5B/ZZZ7PV849hUYX40AQjBAM+7QRsD4AT07D12fc3yXrzG51IhRAVP03Z2ljHc46z66jjuHypDPpjq1boqy6rX4nl3xOWdCQB1VXxUB527be/jjhoI8UxkXy3eZ11QTuUk+6uxd9CgVTaENiwRSAVHVetOSCAIHCRE7h6LZ9LxOfab8/lGRWhVo1KL5UB5jSaNa+m/ElQQgNcFKyskXGQiBdXGTQMLKqW4RvfLM4nAqV8bNBDqNxGA4HK7LO/4wQRY6w0woYLzZHLJ4ak8OvCi+pCd5fmOSYXohg2WZGOCweo/qJ5cwH36H7mfCJcGfRaw7N6nsjck51kXXu2Wz6Zjs0+Xewn1uwL9ewUUUEABBcZbwEBovPvHs1NAAQUUUKCRwPwKhJjZe1yWTNs4gxhNB3a6b4jZ45/NMiXsRVS3zBVVGF/PAHm/xuzsjX7S2Xdgcts2y5wcmSVvmlYGTf75bvUReyFUNZa8OXPrUlZtOHN+KgIhBrN2yPIxLCNT1QgxTswsb2Y3jwwsChUAACAASURBVNJ+m3Dg2VkaqWopQY5LVdfFOzV7hXEMhFjOkOqguj0VGNQlsBmkwmqyBnuNEBSwH0xdX/1y+2YzxbmHGHBnOa6qxoDgvglDqdyrWoawV08Rjp2SGfMMSPdbOo/jGAj9U5NlIf9tXkBdFxTw3V/OXjcvn9P/fiFU2i73N/ucTW4MfP9nBqn3zRKbTasLql6Ra4nl2Fguq6rxOixn+e8JQ/sFWPw8A/hURhyWZ3zd8/0FqRChMoKlFwdt3KNUhVLNVrdfGiHooQnK6toogRDP3N3yLPx9nol1fbx1wiCWW2PSxDDt/Dwrtji1folV+oNwepTBee7zLycA3zvBVl2/75Nr6+CEDE0CcPbg2yFVNrhUNZaF+14CBaqmBj1vrqPTspzrK7KfEp8fvdoggVC3ku2ghFh1z/7ukp58hg4a7HGec0PXVDjxXKhaOpF76nVZlpHrtV+4x/KBz8lzv6ptmWuOz/pBn/fdYxFe8cwnfKtqVAr+OJWCw+4rNcx94M8ooIACCiigQPsCBkLtm3pEBRRQQAEFpl1gfgRCzE4+Yv3OpsjDNmajs78ESytVNZaruXLX/gMw7J2yfaokJjcGbvbPUjofyFeTQcy698HybjtnQJZApKp9PwMwLJXXpE1FIMQyL2/ILO+qfQ8YJGYAbpCqk7r3wcArg7wMHFcNgjLAd9dzOvs69GvjFghRAbZ9+vi8VNxUNSqrvpjrfffMah9mQLB7TNxY7uqNPZaBYq8W9mzp19jriuWqWFKpqm2fGe3fyqzzJksb1b0WewqxL1XdoHv35wyEOrPqGQinioHlp3qFQU9NlcHxCdObhAVUrbEPVVXbOAPr38neNI9puBRmr2uKCoHVUnlQVy1ClQjVIk0Gmwk8t80zuW5pzA2WyeB+gvQmx6o7Z5Y03CXhw7k19+zqCah/mteo20tomECIPv1d+njP3Hf8WdV45nLvfSWB37ATETguVZ8sW1rVCKXZv27UkJ9jE1CsmeVG64J+qsKoDqP6pF/7SM6XStKqxs9/NSbPaVD1W/c6hEJfvrwzkaTXEmyDBEJXJFzaNUs71u0ZyJKGp29VCpVNo7YPpPrmP/NFCDW5MbmEZRmflP2JejWqTA+uWS6OCl0qdUdpVLCud1J1hReV0ATZfA7aFFBAAQUUUGDmChgIzdy+88wVUEABBRT4/wLzIxBi6ZCvplqCGb/DNgZFmOHN4EbdrNnbds9SV30GotibhVnDkxshEMunsGTcKI2BUmbOU9HUbQw4sX8MA37vzAxqlmRr0toOhBioZwDuM1nqpWoAmhnDDDINOhu77r0QZrCnRd1g3PXZA6nfZu4ce9wCoe9m1jXXUN0m6G/OvhEfyTJHTcKuftcB+4EwC5vXrGosG/Tj7NXQa28N7p3/YHAxs9qrBhf52TMyGE512Cgtl1fZO4FQr2X0OP6CGghxvTCQ/utUc5yRYPsHWRawbp+obj8QgrB8I8s69bsvub9XPKE69KMqkwoRnj/9jtP0Gnhd7u3PTXjOTfw5lu88PKFok4Dx03kevSkhdVXj+fDthFjsaTZqY1+Z56ZaourZ128JxmECIZZQfG2MqNqqq3x6ZpYR/XAqPVZvWDVaZcDnIeHc5RVVn1Tq8JnGHmZNqnaaGBNisk9cVdst74cgp99nPZ+TT/5xKVRPTW58Fr80n5EEiv0+z/udL589PKu/VVPFws8PEggRtr4moWvVNcS5HpWla1kitI12bSbBUIVaNwnm/Zm8QhVer8ZnB5/DVY0K1qa/i/R6DcJcKkS7jeuMSRHLJxR7V543e4wQ6rXh6DEUUEABBRRQYDQBA6HR/PxpBRRQQAEFxkJgugMhljRh024GNEeplgCPPXpenQHnuk2zmww0s+E6VQxV7fWZLcv+GoOupz/5WCzTwr4qq2SQ7wmZec6SKcx4XiQWDL43HeRqOxC6MdUhVImwlE5VY7m8F41QxTX5mAxkUdVVt9fIJVkybo349GvjFAgxkEnlE4PYVYOChH6/3WG4pa3qHM7KviObnVL9twy8MQi5Q6oM6lq/fWXeMG8/p1HvT16fa5bqqV5LxzW5T/tdE238/dE8TzK4W7fnF/uWsBfIMI1ln3AnCKDyheWxrskA7+0JhdjsnmXSelUFdV+T16dyq1fg1/3es3K/bZZlw6oaVUFUB1El1FZjb7eXZcC5qjEozoBzv2CAn33yj+oraBiwPuypzSpO+r0v+mT9k0u5MNfo5EZIxnJ6BGZV98GggdDV6e9dskwc90NdGMSeSJ/NextmGbyJ5/+b27I0Zao0qq4nJiIcneuHJenaar2WIeN6/UY+R/q9J5au3D0+Vef8yJwzn0U7DnnvTX6fl6QCjWusKgznewcJhNZNiMV+UFWN4ONLCUGb3KtN+oLrhqqv92b/q6o9lrinr9il9xK8LDl61JXVr9ZvmcQm58j3EDhRgcpnOb/vzEkQxO87VIZTJbREg2qxpq/l9ymggAIKKKDA9AsYCE2/ua+ogAIKKKBA6wLTHQixTA3L1Yyyl0oXgYFx1sOvCxjOy8bgG/TZaPl7CWt2r1lTnzXvWTJt3QE3gm69k+YdsO1AiMMyGM0STXxdktnZ/EnVAksX/U8GDjFoqzHw+ows01S3FNSvs/9NE+txCoSYtf2sDGT+vGbpqfdl1vaBfWZtD+O7YQayf57KksmNfuP13p0KgLpAh0qFTRMoVVU0UYHCUlnrZVmuNhph7WsTstQNQvIaMyUQasNj2GPQl6slSD51q8GW+iJ0uiT9zSB49/7m/mFJzWMTCPXbc2SQ8/1RKpx2yv1d1QgoCSoJLHs1lpxaK4P1VY1BZQKTlzSsqGxy7gemUu7QSzoO3S+W91orS29R3bJVgpOq/ZWaBkIEHDxT9zwnlWAJaqoa4RPhAUEXlUltNAJYXvf39Pu85/vl6XdCg6aBYtPz6BVQbxG/Y/I50qvyE6MXZKLAMTVVOxvlM/z0PJNGnZgx8f28KMHIN2qCkaaB0AXzgrcqJ56jLMG2V5ZKbLP9Mq+5W5aouyahclWjope9D+vaW7Jc3iezbGtVWynL2/0wS9gS4rQxGaDN9+2xFFBAAQUUUGB8BAyExqcvPBMFFFBAAQWGFpjuQIgB/7PY/6GFWaIMdu2Q6gNm21c1Bk8Z0OvVCCk2yeB41R46/BwDWv+ZpePYyHqUjdeH7qAJPzgVgVDVeTETmaV1mMnb5nv+Q/qLDe7rNvVuEuBxvuMUCP0qA3Rs3l61DB5+P8kAHQOabTcGsg/IkolV7QUrlMJeQnXLc1EJwwB1VWtzXxmOz2Av1VPvzNKEdXsJGQj1vjoYnCWgIzBo41qiuoDnXZNqnUGu217BAIPU30wg1K9S5BMZrGaPl6q2YoKak7McIvv7tNUuy7JqnDcTFdiTib1YCJ76DYg3DYT+kHCdZTJZQquuMoiqJ5Yn5f1NZbs3/U5A21bo1D1XPkPXSaVMVdssS/t9O4FQr/2QqJyjko0Aq6p9KEskUqnVZmN5RoKVquVmmwZCvZ7BBK4nJlxZe8RlNye/5ztTScjnzfkVkwH4XpYn/cRT6qXYQ2mviiVy+QmCSfYL5Fp8csvn3WbfeSwFFFBAAQUUmL8CBkLz199XV0ABBRRQoBWB6Q6Enp/B6qMzMNhGYwNzBkf+VLFXAsf/UQYPey2dxff0q/DgexgofE6Wi3pzltJqczByUIPpCoQGPa+m38+AH8uH1QVC56Siq8mA9zgFQodnyUH2yalq683bvJ3rp+3GIPbmCTKrllh6al73+FTh1b0uy6Kx90VVe2VmtLNXBzPc22pnZPkg9r64IQO/Vc1AqLc0VY4EfOzpxH4q49rYG+fpNUvUbTMvEGLJsl5t1wzSf//a6u/YNKE8e1u1GVIPa9kkEKJKh9CBqo6qMIiuZOnUD2ZpOpbSmqmNJdNYOq2q0WdUovUKhPo9Hy7asZQnpmKrzUYQuE32uqnaZ6lpILTVaZ2l0ara+glwz87nWVv7c018jTdkf63DErJXvm6eFedsU3+P8PsO+4rVLZfHvcXnBns27b1KJ6Qc40dOm5eEx1JAAQUUUECBhgIGQg2h/DYFFFBAAQXGWWC6A6EDsoQWm5m30dgDh6WvWOKsqn0/M3Sf8Zjer8RsedbkZ23+uhncE4/wtAz0sLwP+xmw/A77A1DtNB2DJjMtECKsoBKBWen0FRt5fzzOdXs+nZWBLCqx+rVxCoR6hSvMtmbflLZn5OND5cHGPynllr89UItluRiMrNuYfr3sL1K1fBWDgQdldjibzrfZGIQkKKjaMJ7XMRB6oDYDyY/NwOwLE6CzUTz7b4xbY1CZyjj2XKJvv3J5rvfsH1LV2LOGvWt6BUJUPzwt1yaVn1Xt7akS+XCqRcah9QqEXpbB9Pfnc+6FWZbsvJqlJHkPO+azib1x+i2jNw7vd+I50O881+l3gpUjs/TaF2oCZp7nBEJ8Vta1r+a6IeSoqtLl2Xnzs9oXuDnPzRelSvLH1z/w2E0CoX6/e7D3Hn07Fe2zf+xUnVW1lbPsG6EpFUp1jX0D65bnm/gzD31Qfr9K/7F3GpXS3d932lxmcip8PKYCCiiggAIKTK2AgdDU+np0BRRQQAEFpkVgugOhz2em+6sz87SNxmA4g+IMjlc19ipiUL5fY/+XPTJIUrf0XNXPs5/BkzJreZ1UY6ybmfsshcfyMCyJNFXh0LgHQoRr7FlyZQYJ2SeIQeK5+xPlz99lb5C6Zfm6vjMxENoo11/doC97kLwn4cpUDOZTfcDePFdULJfI9XdWAqGNK5aqY4mkZb6XUC6DuZMbS9x9OtVBL5/T744Z7O95TYLbOicDoX96EjBTXbBlKmp2y7OLZ8o4VMQQ7nLNUJXJNUcoSxDPs5d9f7jXq5bf6r6zJoFQr6oNjnPEBqW8ouVrc7Ar+Z/f3SsQohqKzwfChl4mLFPHMnqbZ1m1cW30O6Ef/c5z/cr8Obff81yn3/nnumoT3lOTQOiQ33cmZVRZEUScvlX7OoSPb0yowhJqk1uTQIilQqlmq9vLh+qa16f6ayra2akOrQuEWPKQfQ977Z14Tn7+2dk3kc+Qpm2pfDbw+w6/51CpyB6QLCvH88qmgAIKKKCAAguWgIHQgtXfvlsFFFBAgVkqMN2BEBtMPzcVNm20tgIhBqKYdfumzFIepjGTloERZjNTQcTyctulgqjtwZJxCoQYIOyGPd0/WX6HwcM7+cqAG19Nqq665jMxEHr0cZ3qp6pGwMI1MBUBIdcss9zZF6Sq1d1nV6XfWDKoqrGnDBVNuzYIUQe9T16caomjajZxX5ADIcIeKrmemucGz4wN8yfLa9EX8ysIujv37eUJfBj0J8zl/r4kX1R63cV9Pe/+5vuqliysujaaBEL9BqpPT+XDFmMSnvQKhAiDCEl6hUFdI/r9Z3lfUxEaD3qPsscXz3BCnonPdsJ9+ppAn2f6IP3eLxDi+bXvb1I5mr2jqtpLUm3133kmtd3om3dfWMqhlzzwyE0CoZMT9lEBxv5HVY3nPntRTUVj4kXdZw7VZlQmUX1W1+jnA7P/3KGp1q37/Oh13oukWpElDnktKoj4fW7rhKD8HmRTQAEFFFBAgdkvYCA0+/vYd6iAAgoosAAITHcgdHxmr+6ayok2WluBUPdc9svA1GcSDPWrZGly7gyYMCjzgiz5xKAfSyWNui/LdAdCDP4SOjALmk2sqfDgHJgZzsBg222mBUIMjC5+bPNB8ba9eh3vE6n0Yc+ryY1quA1T1VTVHp1r9Jgs7zQVg+7vzL314YrBV85jpgRC2yawqaq6atKvDA4/bN5sembbUx3CknArZY+OUZ8LTV5/8vcQ5LDkF89QKnPYk+r8XBtU8hEGDTNQ3Os8mgRCJ2WQnWW8bqpYBpFjX7JTKWssNcy7bf9negVCg77aPmuUcnD2EZqOAfVupRf9TqXX3H7Ps53nOtcBYUObrV8gxOcIEzGOyF5sVe3tsfnwum2e0T+P9cGLS3lfgpHJkxaaBEL/c1X22EmFJvfQODWeMew3xu8dvdqtOW/2vjvumnbudcKh3TMRhiUun5BKIv7dpeXG6crwXBRQQAEFFGhPwECoPUuPpIACCiigwHwTmO5A6AfZ12enPvv6NMVoOxAiCPp89kJgPyEqYNpozPJnXf+nZ2b7NhlQ3i4zaXvtp9DrNacrEGKPnx9dVwoDtCxPw2xxZhVPdZtpgRBL7jz2+KlWGe74bFRftRfQaTdkNnc2U69qTZYbGu5sSmFZqHdlRn5VmymB0KEZmH5HBqhnemN5tx/k/j7txlLOzf1NBchUtyaB0PEZnH7Zz0u5tSYQuna34Z+dbb+/NgMhBs+/miqYZ6QybyqqCbvvnaDvB9f+s9+rlpts26lfIERF6WsSrNRVD+6fvZgOamnPwcnvjYCaKqHJS941CYTYL+uNNfsetW04yPGoSj3sqaW8NJVV/Rr32Ufyu87hCeOuH2D5uF7HfVDwWFqOSQUsnbhDftcjALcpoIACCiigwOwRMBCaPX3pO1FAAQUUWIAFDIT+tfOZIf2nzJRm9vAxmQV8d4tBCFUCa2aG+wEZ4BpmWa7pCIROzSDxe1LNcXFCIGY/N10SqsktxIoyHK/umDMtEGJG/SonNnnn0/89+z8xA6lPfuDrHp8B4Wdm74uqRtUK+26xP0Tb7dP/W78ko4FQ29rVx6Oi7XMJvFkekz2A+Pc2G+F33TJpTQKhb11dyqtStfDnmqqLW3fvLFU1Dm2QQIhBcirLqMapagQQLLnFfkJUkrbdCPOpwPlklmUjBKLys83Wq9/7BUL0NZbfTt9XtQ8kEOLzciraxxOG7JtAaHI1XJNA6Iu5j97y6/YtR32fVBt+MtWhr1y52ZG4NqgM/I/8vkNI3FbDkGqltRIO/Wc+h9gLivvApoACCiiggAIzX8BAaOb3oe9AAQUUUECBuUvFrP3jeggGlg/M/6Fv+v/lWVN/k2wgzz4EVW2cK4Qmni+hxUWxYQk5Nge/Oe/rL5nNPMieOHWqWL7jCQleYjvIAOdUBkK3ZWCOATL2VGhjOTjeY3cPHQY52VdpvSyd97rMBq+rSJhpgRCVU0/44Xg+RN6ba+s/qgKhVGE882fV5zyVgRCVd69N31c1A6GpvYZ4ZhEAUdHw/QSCbbSFc4MvlQFfnl9PSMj94hU7+x7tWhM2NgmE+i3DdUsCoWVmWCDE3kBvyNKNByTYIIilKquusWzcvvlcaGvgnM+wq9Pvb7uglGMTuLQR7tPvTGxgjxyW73th+n3lLHtYV3XYLxBi0gEh4DE1gRBVjlQ7TkUbpULoc/m9ANe2Q9VR3yfLtBEIvaphIDTx9Vg68BMJDQkub0zFEJXCbVwzXCv/lT582RyXkRu1f/15BRRQQAEFxkHAQGgcesFzUEABBRRQYEQBA6H+gDckDDrrplJ+ngGTX+brV7eVckMGTEYZLGHj8b1X6cye7e4t0u9MpioQYuk99ng58orhl4ZjoHDZBD9zMji4ypKlrJqvNfK19sM7VVFsRM3eQzudWcpVGaSsajMtEGKQfaXvV7+Xh6R/10ulzeMW7derU/P3L8hA7Z4V+0jMryXjPpMKIQKJqmYgNDXXAEflGfWzPLuwvyDPrWEb9+/jcy2z/CX39ir5k6WhuL9XyD1PlcipWY5wm5rlCJsEQsf+Xyl7Zcm4ugqhmbZkHHsCvTMBD/vgEJb9Ip8dzz2rU6VT1Vha69vZw2v7LC06aqPf2fON/XnYN2zYxnt4XCoH6W++6Psnpt+fnK+V8u8893+R429Qsy9Zv0CIJeMIio+8svoM37R6Ao6nDHv2vX9ulD2EvpSKK2zrqq12b2mfxEHfOfcpv1dsm4qzYdo/5oXH56RPuX74XefXuW7Zc2iUxnVEuLdvvubHnmmjnLs/q4ACCiiggAL/KmAg5BWhgAIKKKDALBAwEGreiSyHRCUN1UIMlLDEykn5unbIcIjZ4x9epzODvEmbikCIJWPYXJo9HOqWe6o6N/ZBYmmxJ2dAmEFhBoeZvU9V0NyvvLfJM91nWyBENdyjjqvuOWbRfywDmc9dvknPtv89i2YAjutrcmMW+PonV7/eoxPo/c8mpWyZ5X3ablSe7ZvQsaoZCLWt/c/jsRfaHgkhGNxtGmAzeEvww/3Nvc09ThUQ1Qfc19zfXFuTq0Z/kkBouxECIaqXXnpeKQTUVe2SnTpVKePQ+i0ZR+B/SJ7tr8ngfPc+ZGmyg7OXFstzTV6mrPueMD9us07INkpjT5gXnFPKmQkDm1a1EmJT7bNOzoEvlvt6Yrff0+c806r6ncBpwyEDISpsqLSh4qaqPT+h9tFZSq/txmfd/r9N5Ur6Y3JrsmTcf2fyxOt/WQqBVlW7cpdOBd10N86d+5R7eNTG8rmEs3zOnZs+PjH358m5x+v2+Or3ekx8oXqJ/Y2aVpz3O6Z/r4ACCiiggALTL2AgNP3mvqICCiiggAKtCxgIjUbKwB7hEBuin5LBEqpGmE17Z8PlVlhO5Xc7ZvZ9ZmH3a20HQgwUsjk2eyHUDWxxTszoXS4BELO92ficDaOHGbCkQmGXLJvEIHVVm2kVQgwqLn5sKQycTW4MnH503SyRt2q/Xp3ev78q9iueUP2aVDF8ZYMsbTUFs9upQGOJpqpmIDQ118B9uT5ZopFN43s1gtyVU/kxdxP4VKesn/1uhlmajQFj7u+q1qRCiPCCChoqMqvaGVuX8vQ8e8ah9QqECE5YsvFtqQwiGJrYmDzAsnpUmlY1Km6oKvpA9s0ZdlCf5xL328eyBGivxmcPwd9W6fcd0+8bpt8fkWfAoI1+2+LU6p/qVyHEZ9D7f5dK2YRkVW2jnNM52w56Rv2/n8qet+Zz7wtZynJyaxIIfS+f9y9PeMkEkap2ccJLKmNnW+OzjopDwlt+37k+9yoBUdN9qTbL/futTDpgQolNAQUUUEABBWamgIHQzOw3z1oBBRRQQIF/ETAQau+CoNqGvZNYQocZtWdkv4jfZZm0fu0dGTg8NOFBv9Z2IMQs8j3O7gzw1LXVMlD8plQwPTt7AA0TAk08LlUKu2f/GgZFq9rPtill04RO/Rqh21anlXLZHdXfyQAiA4n9Wr/jnJvjMEjaq61yYvV5MKi4f/YNYVP0tvYE6fd+mvw9A7CP+F71slyj7D/R77X3TLXC0VdVf5eBUD+94f7+h6leZL+oumoUwoedHtNZYoqqMAKCURr7wDw/z5OqtlWOT/UZ+4nVtX7Pt68mrHzpnFHOsL2f7RUI7ZLQ/H9S1bJ4gqGqRpXFs9MvdSH8YzNYflR+HrNh2hl5nu94Rv3+Nizvt10CoL2zzwwhIEHwKI3rbOcsBVrVNs7z/DtZBq9XAMBykm9PlRCfn5Mbe1Td+KzO0nRtNkIMqtFOqNhTq0kg1C+8PDbvmc/M2dzuSajG7zcshXhu9h06Pdcdn8m9KtLox2/F5llTMOlgNlv73hRQQAEFFBgnAQOhceoNz0UBBRRQQIEhBQyEhoTr82MshcNSK8dlJvEHLsqgVs2sdw7Dfgw/TRjSb0C234DpTc8s5ZE9Blwnn/K3MoD7wnNLua9iII7vJQA68emdmc5tDMiddH0pL8rr4VLVfpoKAGYQ92v9gpzpDISekYFQlg6sav+WpXEOe2pnqaVxahtneScCy8mNgdD3J8Diq80Qi4qFDbJMHZV0Vc1AqP2rg5n8OyQUOD2hdFWjf1+cfaY+lGXN2pqt/8kM7L+lZp+oJoEQz4VNTumE6lVtv1TO/FfOt81GWMa9wJ+r5TnHnl8EJv1ar0Do5XNK+XLCq7rGgDnLxh2Qypi6tk6W6Ts7gfSg+61wbCqQ6p5JvLXnZRk2qhebVKX2c+DvqTJ9RfZ+qmobJ1D/TpbA63WNEcoQzlQtRcb5XrBDZ+nCNhv72LGfHcuYTm5NAqFLb89eT7m/+Cyqau/KXjkHr93mGY/3se7M7zvXpvr0a1lKj2qvXsvPvijPnSM3Gu/349kpoIACCiigQL2AgZBXhwIKKKCAArNAwEDogZ3IXhsMrDUZGOx3CXCs72az9Fdn6aa6IISBue9vXsq62behV2s7EHp2lmfi3Koa+4R8NzN5mUneVvtG9il6TRxur9l3oemSUOMUCL0/+1AcVLPc0frLJBBMvzLjf5zamzNo/6kM3le1PTNY/IX1s/9FiyEWs8a3yd4yl9dUdBkItX91sFcU1UHX1CzPuHoq/47PtcneQG01luD6xB+qj0YFEhVC7FPVq21xWva9qQmxCJV+smW7YSVBPXvtnJqqHRrPPZZRWyM+7FfEsm9V5zxKIMTrXJcqyeemmuqsVFXU7e1EZeaHE9wMsnTc7/7cCTqurun3OXlv30tAQ+DUVmPJt4My6aGqUWH53bxer2cgASB7T11RE64QXtEPbTaqWjZP+FhVldQkEGLCxwYJ1vlMrmqbpTLqtExwaGMiRZvvu+pY/K6zUN50gxy00an0+5xfKdfg5c9odCi/SQEFFFBAAQXGUMBAaAw7xVNSQAEFFFBgUIEFPRBiMOTmLB/DABqDp+xvwxf7aOyWpX/aaMw+f3MGS+s2zl42g6TfyIzZfuFLm4EQFQSPPq566TDe865571/bcPTlhLp+DHoenOCEwcO62cOnbtVsmaRxCoRYLol9U6qWyWF2/8kZwGYfjbYbA9lsbM5G3SzDNfHr4RnUZoCvrrHXy24JC6rOmWqwH28x+vKAE1+b/bVelgqCus3IDYTavjo6M/XZ9P6OmvB1/+xxc9CT233dTTPAfnaWjqpq7P3DUlH9AqH9svfNh2r2miLMODX3E3+21Qgrtz6tOozgXFnGkmUzJ7dRAyHuPZbYe20C8rp9aNjP54h5e3o1Haw/JssyvirH/EvN3jZvWT17Cz2lvcF/XFie7sep/qxqG+RzlACqVyDE5yMhFnvSq0L3ZwAAIABJREFUVLUtEgT+MJWqLGnZVnvPhfk8+n310ZoEQvzky1LVxH1W1ZpO8hjm/bDEK/fZ5Oc+/06g2atx3RFGsmwrv/Pwuw6/97w01awEoG00lkJ8Y5492FSFnVQn3v2cUh4yaX+tNl7bYyiggAIKKKDA1AsYCE29sa+ggAIKKKDAlAssyIHQR7PpNvua3JJAiCVPmPXL5sj8+cys/0+FTFuN/YS2PK36aOzh8LUM/O3aZ139NgOhP2RW9ho/qD4fBmzelwHjNpcOoyqI6iBmD9e1kzLYu132tOjXxikQ+lMGlLftUf3y2lVL+WyWjWu7sRn6G1Ppwwx0Nq5fJIOli877c1mup4R5q1YMZHMef0zfswdTVRUBVXFc9/2uxabvh/Dv31M9wDJCdXtLGAg11Wz+fQx275/qtTrzX21fylP6VCQ2f7XOIPNK3y+FoLmqbZpA6NhUCC3Xp1qOJe64NqsaS2oenuq15y4/yJn1/t4fzQt0q0Jqqjy+nXuh6pxHDYQ4Kz5nCG+OrAkVCCYIQ47OfkL93Lrv8mOp0CJUq9s36rStOvtFtdX+nODp8SfUB49PTZXk8QmEHpcq2F6N5xmfD1WNYO6Y9MMWDZYTbfK++CxaNXu/1S3j2jQQYsnV59XsmcUz+ZAsb/jmBHBNw7wm535fnqcsU0pFG8/8uc/+ec99/qTi7xMJ/CaHpvxew15NX8/n7+3pM649fufhv3PPfjw/w7m21T6f/nxbJsFw/Kp2c/aFIvC0KaCAAgoooMDMEzAQmnl95hkroIACCijwAIEFORBiH4f3ZdC0qjErnNnh/Wa0N72kWBZn9ZoAhgqho1IhtH2f5dnY74CZ1Ox/UNVuyB5CvTZtn/gz7JvBXjJVjSWKDp03mNX0/fX7vt9nzwVmktftucDPs1/Rztnkvl8bp0CIAVEGh7+dwcGqxqz232YPjFVqwpl+77Xq7xnIY0+eqv0v+P6nsVRdj0FYqgdelXOmQqGqsdE8M/LbmMHNTPQ9sjRhXeUIr28gNMxVUP8z/8ig8ftSiUcIV9duyYAsQXQbjdDpvxJAvbfmWcprbDRv6bB++xUx4L1CAgYCpqpGwPqxLCG2aEvVIi/OnmZHVYTUDOLzWixXVvVabQRCvD+WEV0/93Ldcml8z7+vlXAvAX2Tfb34TGMZy7pl6C7fJcFd9oZro/Ean07IwBKUdY1lUFkOtd9+RTxH5ySkuS2TMyY33jfL57F/FKH3KI3gjyU+/73H/k1NAyEqYZbPtcq5V7Vt8xw9KmFeW79D8BpMLCGEuqFmHz724KOKbvKzm4Dw3amKYhJM1bXxjFQEn5B+aiu8YqINy+RWVarxGnft0QmybAoooIACCigw8wQMhGZen3nGCiiggAIKPEBgQQ6EeoUiLMX1hadlf4nsqdJGOylL6rDJe1Vj9jSzqJlN3atdklCFY9SFKldmsG+FhoN9v76tlPVOqn41qkT+M8tJ7ZeNsdtoDECxfFXdknnd1zg2s8Cfncqsfm2cAiEGwz/7x1LekVn5zLquamzifniuJa6pURuWh2TwncG9qsZg25sy0/tDGTytG3DjGMzIr5vBzQDsV1Ox9pIsIzRqO+KyUl6Xvq+rHOH4BkKjKv/rz9O/DHgfmMqsumDgsjwr5jR8VvQ7O4LJZ2UJQkLvuta0UoSfp7KpLsxaMefMs3KdFqqb2G9n01OrB61ZeuvT65Xy8jnV76itQIijH5t93PbKkop1wQLnckyqq5qE5QRz+NUty3lBwum29g+iv+n3umCa9/akhyVcZgnKPhVCfG+vvYgIEql67Ddpote1yr3A/lQvzJ5R19QEjvx800CI731LqmA+WbNvFs9flud7XYLFNhrLP77tglK+lGdqXeXfZ1KN+vqa1+PnCO+YUDC5ca7nb1fKWi3tLUU10ttzrlV7NLF84DW7tSHiMRRQQAEFFFBgfggYCM0PdV9TAQUUUECBlgUW5ECI2egsm8Y+EpMbg0LPztJEX8oSRUu3MJD/usyW/VwG4asaa/efu23/12GpL5Ynq5tNPshg3w0ZEFvu+PqL6TWrdJaRaWMm/lcu7+yVUTU4NPEMjkyV1ItW7H+Bj1MgxNn22xSdAV02h9975VII20Zp56WyixnidaEg1+qXE+bs3idYuzzX/Da5lqqufc6Pa/JbGYRee4QBQq7XzbKvzPU1s9m7DgZCo1wR1T/78VQC7JvQsG7psG+kcmHPFsJuBqkZ+D08g811IQRnyHVEBeDyDYIBPpO2zrVJ9UzVc3mXVDNQAddrn6x+org8N/fRcdnfqqr126+ozUAIQ/aY+3IM6wI8/I5LBUe/EI/QndCgLpz+fILpV+fZPmojVGAfHgb++Ryta6unMpJ91Ajy+rVLM+GBCti6ZxJ9Qhj45CGfSTwzCYOoVuxxygMFQkys4Dlatz8aVXhUW26YCrlRG/s0PT/XbF1w+Mi81h92rq/841x3zX537BtU1fbI7zvsZThqZSjXBsETkwGqnHkdPltsCiiggAIKKDAzBQyEZma/edYKKKCAAgr8i8CCHAgBwUx0lo2rGrhgYIQqISol2KtlmMZxGcR/dmZSs3xWVXtVgoIvJnjq1/j5zTPAzr41Ve3rmUH94oZVHSwr9Yjjqpfo4dhrZWY3m4HX7UPT71z5ewaIT84g1kuz+XbdEjcTj9N0sHLcAiHeA/vkUJVRN9DIrOgvJahhhvuw1xKbf7821TbH1wxicx4s98bSP002YP/wJQkNUtlUdc5c7rtlT6tPZ8Z5k9n9E/uR412Ra/SFWY7rnAy+9msGQv2EBv/7I7MMGiEsy1pVtZ2yNCMVeU2uk7pXZ+D3iwm539ljz5ruzxIwnpRKkSbBAAEJlRdHXJ5rs+aGescTSjngSaUsmbB10EaAwWA1QVadz745PnvA1LU2AyFe4/xbOwEVQW1V45mxzxqp+krlZq+lto7NMpB7ZTnIutCAPYlYwm0Yt+55ETZ9NfsevSWD/v1CfvqbfYtWTpjTrxHSsZzbwfmqC5kIhdhvb5Msjdb0OcqxLks4je9vEjb2a4NUCHXDPCY91FXtsPzsNxPArpeqtibL/k0+P+6BS+ft+1a3lCITDVjm9W25Ruoan8e7JHD7UT6Tqxp7dH0qVXFMyhhl4sJZeeZTOVYV6HLcr7RUfdqvH/17BRRQQAEFFJgaAQOhqXH1qAoooIACCkyrwIIeCF08b1+euooLBkkOXjuhRoIWKj0GbVSPvCGD+CdnE+iqASMqcM7OXkVNNnhnM+j1s+8PM6mr2lYJAwiF+u3X0P3Zl2WZoq9lIKuqMSi2d2aSs+TN4kPs18FA4X9n0JAljKgUadIY0GKgt18bx0Dolux9sUtmX/cKQJjBvX8GsfeaM/jycX+IITPyv5PlpeoqMRjcZ9CdfSSaNDZX3z6z21k6se4a2CWh0CG5/ln6qWm7ONfnPhnQZ5nEXlUj3eMZCDWVbf59v8tzbece+42xfOFHUrX2sjzXhqkIoIqDpbI+k4qUuiqkiWfLUpanb9UsGODnTs/SXnummqNuAJxrnaW43pO9dbivmjaux6/nucTyZHXPfELwM3KuLOVZ19oOhMi9qLYhZMmjs7Itl1CZKkr2pqlrPGu3yz19ec0+cwRBfJ5RJcRecYM2zDjPT6Tv+4VBHJv98fh8IxRp0vi8fEH6/ZcJyKoan0v0z16ZRMFncr/POkIJwlGW9WTJ1SZtkECI4/30ps45E9jXnTNVTQclzHtmnqeDzC3hemXfIMLLX6XCp66tn+Vmv5sJHP08eCbzXKh7Lq+awI29mqjiGeQ8u+fFZwnV0HXnOncJwVRMNV3atkl/+T0KKKCAAgooML0CBkLT6+2rKaCAAgooMCUCC3ogxKAW+7EwwFU3w5dBtOdmgISBtH6bok/spBOvTcCRgRxm99YNwLw+m2V/KqFLk5nDzBTeOBVCVBxVNWZMb5kZ4K/LMZmN/JD8+40JKq7LQNUTMxAzeZb2idelCiQhRt37ZqD43zLoxn40TQddGdjkmmIfi1MTghE6NG3vTBjEa/Vr4xgIcc4sRbR7Zkb3qoZiIJsB3Q/mWmqyHBuz25n1/4FUIP0+g/x1FUgM3rH5/Hsbbj7fNT5nXvVa3cA7x1091R3vS5D1gtwDvcIDzvXIDLazdw3LGjYJgzgPA6F+V/zgf09f7JT9xn6Se7CuUbX20YRCezZYpnHiMQglqay8IAPUvZYLm/gzSye0OS/LYrKEWJPGcf+Dqrt81TXC9KdkoP3QvIfNG4SgLF34gQRB30hAUFdBQ/UNoQsD4r1a24EQr8Vn0YsSLLCnUF1jQJ3lResqfLjn9jgr1Z09qggflZCG6qdXzGnSE//8Hj7PDkp/nJ9+bxIC8pP00a+2L2XNPEOaNJ5v7POzfa7dXvuOEWbxeUbF5Uty/a4ZFyZv0Khc4zPomDw3vx8HwrG7avZ3qzqnQQMhzD+WJRqplOvV+Ayl6vKAPKf7Lf3HcTjuR3Jcfje5Np/hdc/+pfL7ySdT2UNA1u/3CO6rPVMp9e0e19gjcp4vzHKSnCfXSpPG9cB9xedU3ZJ/fHbw+fTe7E248BBhZJPz8HsUUEABBRRQYOoFDISm3thXUEABBRRQYMoFFvRACGAMWE6m3wxiKmVYku052Z9llQxsLpZBDZZAYRCGwRsGWxiMOj+D7Cx3xMBWrwFTQpoT2ReiwXI63QvhFanqYXmaQdqiOc+PVmxuzexplvX6SWYN9woamH387gzksDE8A5Ecr7t/B2ESSwix9NIfUzVAVdC3MhDHUjqTG4EVVVZ1g7HPzyDU0Vlap18b10CIvv50Zs8ThlW9/4nvi7COfX4YeCa8WyTXFoOchH5cS39JNRgDr5/PklxUHdWFdhyT6+9ZGWg8PMsOMpg3SLsvA3kMOjLw3mvQlL5juSlm5m+Q64Bgi0E9fv7ufBFSso/MTyuuec6P768zMRAapMeafy+VCwys1+0n0z0SS2K+NhUjDLAvnvuTa5PnWveZxnXB9ch1eFgqLeoqyghTuCaq+plr4OcJMniGNG1c8+yXRbjRK1wkdGAJPMLrdRIQcR/xxc8wUH1TQvHvJ8zg+ry6pnKGc+Iaf2Wub/b76rek2lQEQpwDn0EEeXUVPnwPffXxBAB1S8exVwx7d/FZ1KsxyeGNmTxA9c4SMWTAvtvv2M3t9zzHf557mwobrqeqhjU/W3d/n7l1s8Bu4rFZ0o9lA+uW9Ks6D6reuM5uS3/3a1Qu3ZP3VzVhgWNcuMNgVZG83quyVN/X8vnXLyxbLq/dffavknsOP+4bnv335ovzZ1k39oOqC1e6749zZW86lvZsuoQeVdE79qge7B6bijRCpp1zb1HRw31GjsNnP/cm7/O2ec+FL19eyi9yndRVt3FMqqBZprLJ8oH9+s+/V0ABBRRQQIH5J2AgNP/sfWUFFFBAAQVaEzAQ6lAy650BHZb+atIYUFo2g+8EHAzEMCj+1wyO/F/2+ek3AMvx+fnPZFCPQGCQ9fqPyizcFyfEGaQx45lA58DM+J34WgxAMYv6NVnihYGdXo1jsFQPX4/OuXeXG+K9Ul3CwFWvqhAGL6lEYIb7fjUzqRnM/WkGD5eaN9O77nzGNRDifBlg/Ej25mGpvCZLKuH6yHgunfe8TL4Yw70zx2Dj76bVVZs8MtdSBgQJloZpXPMfzPkyy71X8MSxGYDkPB+dwUJmphMU3Jhg8eYe983G2VCdQcBvXFV9dgZCw/Ras5/ZJxWKLO3Wr1qL59gaubdXSj9RaUHYfVeeaQzycy2yb9n1NXugcSY8E96yegbSE65/s6afP5tr9LVZ5m2Qxmu/PktuEuj0ew9zn6t5JnfvJ57JXJ9X5xj9Bun5WQa+uY+aDFhPVSDEeX4s/UUlU11Au0ze4xezt92zEyjXVYSwL94huacJGHo1JjlQAUjFClVc3X7vPoN4rvN8rzsMAfSb0+9/ShUsYUhVoxqJPZkGaYRZVMawn1DT52DT47N8G0sNUoF2UcKRyY3P898kEGLCxiCNCRbcb0fn+u9V3dQ9Jn33qHnXK/cf1zdhENdrk58nhNszkyjY96dbHdXkfLnGvpTAjf3jmthynlQ3ERDNDa/y75wfvzNQudTkc469pKi8a1LJ1+Q9+D0KKKCAAgooMP8EDITmn72vrIACCiigQGsCBkIdSgbCWUbl1QmF+oUjo+Iz0/brGRzZ7bGD7+PAQNk6P26+L0/3XF86J7P7M3A0eR8kAh0GINmfZqoa7/eD2T+B6hIGlZ/ww+pXYgmr72UfhA0SIPRq4xwIcd7dTddZQoh9n6aybZ2qna/lWmLvCMKlYdsduQ4IseYOIvea5j3gCxAUMBB4cma8H5KgrKoZCA2IOsC3c7+9LoHKd/Ns65MNDHDUf/1WZv5/MhWIGyeYPDSh4vsTRlSFNyyXdVzu70Ea50xVz94JrX+UJS6nqnFuVNhxvTZpUxUI8dqEq7ukgqPX3l6bZom8b21Sv4Qp4cSbsh8R4cRU9TvhPkuVPT3nwr5C++UzpOrZwTKmp23VRPVfv4dAjHDxjbl++1U7NT064fnnE6YRwO8U46pAiMkLvyIQarjM3cTXphpt34RCVMxMZSMMYh8olgltupzrxPPBlsCN5XKnulEF9ZXsbUgYNMpn1FSfp8dXQAEFFFBAgWYCBkLNnPwuBRRQQAEFxlrAQOif3cMgJhUz780gCTOj2x5IY2Ytg2gfz+Dp1j02Bu93wTAwSpVQr6qMycfYJq/3zSzHVrcnALOFWRZokCV6+p0ny4Q9LUtE8X75s9tWPKGUqyo24Ga2+sfyvXtnoKvXwNG4B0K8TwLG47LU1XsyOP6HLAPVdK+Vfqbdv2dJq2elQuAT8RpmQLDqdZj1/YUsUXdwQqG6DdKbnh/9x35bn8vgKxupEzhy3KpmINRUdbjv+0OqN15+XidgaFJl0+RV6F+qQ1iqjX2/HpdAksb+N3tlWcuqZSG5Zq/apVOJMmij0oWB9q+mCoUqiraezSwz9uJULv5X9vTin5u2qQyEOAeWYNz29N7PY/ZjIRCoqzBl2blXpN/PzFJvbfY7/bddPk9YWo/KDxr7C/1bXquqwpYlCK/atVNhMkz71a2d5ePOz5/DBENcqwRAO+Ra/UjOmfD8qtjskKX5fp9n8+RG5eMvtkvF3BCBUPdYn0pARrh+bQLZflWXg5jMve8SWr5iTqfv+cwcpfG8PyDVaATHbd1T3fMhtCIs5jOKIM6mgAIKKKCAArNDwEBodvSj70IBBRRQYAEXMBD61wuAQRH2APpillRh74peyyQNcukwuPS8LA/HPhf88ygzZVmihQ2cD+yxgfPkc3tCXvPHW/xzAG/y3zNjmP1/WF7qdxXL6AzyXplhvWGqfF6YgVb2W5o8EEjlzIdrqkVYBumIDToDeHVtJgRC3XNnMP6rl3f2VeKfRx0cZP8mqgO4jrAaZKmgJn3IwPHp2QeIJYVYpqtuv6dex2JZoe2y2TsD1pvOGwg0EGqiP3XfwwA4lYAsOTnqM417c+dUN74k9zeD7BP3LmHZSIKMP+Zar2oHZRB7/ycN9z557hGGc22elIqzXnte9XsFrtHNcm2+MuEz+2/12zNo8vGmOhDi9ajYo9qqbtk3woBvJOQncK1rBBIfT9XW19Pvo4a8BGY75r5mzymW12PAv9t4nW1Oqw5Y+B6WjPuvBIfDfu6xLOUJeR4RPLGXUdMAgwkQ2+ec+ezlmu3uu9TrOmU517O36eytNGzjOcreS+wleHx+j2DZvVEb1+gz8h5eMSf9EP9hLSeeBxMV8PxigiHOs8kScv3eBwEly/KxJyDnSuWvTQEFFFBAAQVmj4CB0OzpS9+JAgoooMACLGAgVN35DDYygE/wcmS+GFAdpq2dgRH2zWAm/QqZmTxxEG2Y43V/hqV5mAHOTOSvJ8i5tc/eRwzmsal7r1nPDA5dl8qdoxNesHn8ZXn/g8waZpCVAau9MghEIMQ+M1WDVmx6vvVp1UvzMeh1ypa9l42bSYEQ/UVfsS8EActXLs9yRHn/gwZDzLJnQJMNxDfKQDaDlm0MCNZdgwwMMqD5+QwUfifXQ7+9SLrHoQLunRn8ZQkuKki652ggNMrd3s7PspThbxP2UgnIc23QQIXKiudmYP0VuQZXTmUIe31Nvga5rt+cag6WEKtqayaYPinB9PLzKksGfWc8j3jWEVofltcgtB/0fWyWQPUtq5WyZapcCAyGuY+mIxAi9KDqhvCrrq2V+41lNtnbra4RpLE02ufT73yWDVoFyoA+wT5LfvI6fJZMNqNfuMcJsaoa4coPnj5ayMJxCahvSDj0y1QLEVz/JntW8dl8c/4by17Sn8vla91UpmybIIjl7JiQwOfKxHOmAnjLfAZVfa6vlGuTJe7mZKmzURt7cBE+sXQfz34+uwZtVIAS/rNEHJ/fVf6DHnPy97PX1qX5vOccv5lrZJDq4+6xCIKYAECFLxXQXDeD7I846nvw5xVQQAEFFFBgegQMhKbH2VdRQAEFFFBAgfkswIA+g/gMQP0ig+R/zGASA+b35b93t1thsvTC+R8Ga9icfaMEIszipTJnqhv71JyXAbLf5ByZidwdzCE0WDGDuGtm0HCdBFP8e9PGIOvZN3dm5LNUzzU57j35bxPfL+EWA3CEXuwTwUxsQgBbvQAD5gy8nZJB3rPiyz8zyDnxWmLgkpnsWK6XpfYYZKMSY9n5ZEtlAQPvZ+T6vyADsNwP3SWouAaWyTXPvk+7Z9CSAViCQdt4CxCqnJh7+9QbOoPqXIP0azcAJoCkH1fI4Djh7la5vwkiR12iqm0V9sr5Sd7DaYQDef7x7CPY7l6fDEhzL/EcZg8TqmlGqfxo+/yn+3j08w/T76fEjGCe/fKq+p3wj3uafme5r8l7z033ebf9ev+b5+6mp5RC5dHkxufZiQmvlp+3DGJbr/2PXJfnEmTFnuUbqaK7O/fcRP/u9coSjOsl1GKPOCpC264E7fWeWDqUz6Yz5z3vL82yeoSKk8+Tc+UzipCXarvt8hlFmDZMwNqWscdRQAEFFFBAgakXMBCaemNfQQEFFFBAAQXGUIBBU0IYQqHuJtoMnjILma8HzcIREfZuYDCRUIi2SJYrenje62KTZl6PYXeN9SkxSMh1xOz2ri3BIgNt7ME0bpcS1zuzyTlfGgOV7LkxG6/5sb5wWjy57vOMcIDAcqFcdPQpz7KZFu5R/cL9NPdeyvtYLPcSQbiVCg+8YOj3v6bPb53X73wHVV/0e3dptRYvs7E61MUJOZ56UgKZec+xiSe3RUKYYzZJhesAEyiGeXPca3/JtcrztFsxunjseaaOkz/nxj3F5///P898Ni2aL54TPC9sCiiggAIKKLDgCBgILTh97TtVQAEFFFBAAQUUUEABBRRQYMYLUO271WnVb2OPLIv4pfWntypnxoP6BhRQQAEFFFBggREwEFpguto3qoACCiiggAIKKKCAAgoooED7AuwJdUm+Vpm3RxHVkYumuosqFL7aLkL56KWlvP2C6vfx5tVLOXSdmVcd136veEQFFFBAAQUUUOCBAgZCXhUKKKCAAgoooIACCiiggAIKKDC0wNeuKOVl55XCnmTslfb47EXz2EU7X+xP89I5Qx/6AT/IUnmb/KSzj8/kxusfsnYpb1ujvdfzSAoooIACCiigwGwSMBCaTb3pe1FAAQUUUEABBRRQQAEFFFBgmgVOuLaU3X5a/aLrPLyU87Zrb1+dM28qZevTSvk7ydCkxt5tX9uwlF0eO80AvpwCCiiggAIKKDBDBAyEZkhHeZoKKKCAAgoooIACCiiggAIKjKPAxVkubq0flVKR0ZTHpEroO5uWsnEqhUZtf7m3lGf+rBT2EKpqq2fJulO3SoXSYqO+kj+vgAIKKKCAAgrMTgEDodnZr74rBRRQQAEFFFBAAQUUUEABBaZF4N77S1nhhFKuv+eBL8cybm/Nvj4HrtXZT2jYdk9e4+PZO+jAi0q58+/VR3ndqqV85qnt71k07Dn7cwoooIACCiigwLgJGAiNW494PgoooIACCiiggAIKKKCAAgrMMIFX/aKUL11WfdKPzFJuh69fyu6PH/5NffaPpbznwlJuS5VQVVtq4VIu3LGUlbJ/kU0BBRRQQAEFFFCgWsBAyCtDAQUUUEABBRRQQAEFFFBAAQVGEvhp9vbZ6cxS7riv+jAPTaXQAakSeulKpSy3SClUDvVrd6US6Mo7S/nEH0ohEKprHOuQdUp5WyqRbAoooIACCiiggAL1AgZCXh0KKKCAAgoooIACCiiggAIKKDCSwJ9TufOa80s55upS7q/aTChHX3ihUtZ+eCnbLlfK05YpZeVU8zwqewwtnqXkCIz+mjDp7oRAV99Vyp/uKOW8W7In0A2df6475oNyzF0fm+qkVCAtm6DJpoACCiiggAIKKGAg5DWggAIKKKCAAgoooIACCiiggAJTJEAGdO7NpexxVinX3N37RZLhlCWzxNsS+WJfoQfnP1AwdF8O8vd8URlEOMSf/drqS5Xy3U1LeeLD3Duon5V/r4ACCiiggAIKWCHkNaCAAgoooIACCiiggAIKKKCAAq0IHHdNKXtnP6Eb7mnlcLUH6VYb/c8mpay25NS+lkdXQAEFFFBAAQVmi4CB0GzpSd+HAgoooIACCiiggAIKKKCAAmMgcPL1pfz7RaWcnYohKn7ablQXvWjFUt69Zilzlmj76B5PAQUUUEABBRSYvQIGQrO3b31nCiiggAIKKKCAAgoooIACCky7APv9XJtl4z7/p1I+ckkpdzZY+q3pSa6TPYgOWaeUzZftLDtnU0ABBRRQQAEFFGguYCDU3MrvVEABBRRQQAEFFFBAAQUUUECBAQSuuKOUj15ayg9TNXRjlpG7/d7OXkFNGnsNLZY9hpZ+aCkrLV7Km1Yr5TnLl7Jk/fOxAAAgAElEQVQIGw7ZFFBAAQUUUEABBQYWMBAamMwfUEABBRRQQAEFFFBAAQUUUECBQQSoGDr/1lJ+9+dSLr+zlKvzdfPfSrk71UN/ua8Uwp8lEv48OGHPIxMALbdoKSss1tkf6ClLl/LkVAY91CBoEHK/VwEFFFBAAQUUeICAgZAXhQIKKKCAAgoooIACCiiggAIKTIsAxUH3JAS6K1/33N/ZY6hbMbRwUiGCIYKfRRMOUR30YP6DTQEFFFBAAQUUUKAVAQOhVhg9iAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwvgIGQuPbN56ZAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKNCKgIFQK4weRAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRQYXwEDofHtG89MAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFGhFwECoFUYPooACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgqMr4CB0Pj2jWemgAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCrQiYCDUCqMHUUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQXGV8BAaHz7xjNTQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBVoRMBBqhdGDKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggALjK2AgNL5945kpoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAq0IGAi1wuhBFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQIHxFTAQGt++8cwUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAgVYEDIRaYfQgCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooMD4ChgIjW/feGYKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiigQCsCBkKtMHoQBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUGB8BQyExrdvPDMFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQoBUBA6FWGD2IAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKDC+AgZC49s3npkCCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoo0IqAgVArjB5EAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBhfAQOh8e0bz0wBBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUaEXAQKgVRg+igAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCoyvgIHQ+PaNZ6aAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKtCJgINQKowdRQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBcZXwEBofPvGM1NAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFWhEwEGqF0YMooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAuMrYCA0vn3jmSmggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACrQgYCLXC6EEUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAgfEVMBAa377xzBRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECBVgQMhFph9CAKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiigwPgKGAiNb994ZgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKBAKwIGQq0wehAFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYHwFDITGt288MwUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFCgFQEDoVYYPYgCCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgooML4CBkLj2zeemQIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijQioCBUCuMHkQBBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUGF8BA6Hx7RvPTAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRoRcBAqBVGD6KAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjK+AgdD49o1npoACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgq0ImAg1AqjB1FAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFxlfAQGh8+8YzU0ABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQVaETAQaoXRgyiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIAC4ytgIDS+feOZKaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAKtCBgItcLoQRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECB8RUwEBrfvvHMFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQIFWBAyEWmH0IAoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKDA+AoYCI1v33hmCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooEArAgZCrTB6EAUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBgfAUMhMa3bzwzBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUKAVAQOhVhg9iAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwvgIGQuPbN56ZAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKNCKgIFQK4weRAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRQYXwEDofHtG89MAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFGhFwECoFUYPooACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgqMr4CB0Pj2jWemgAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCrQiYCDUCqMHUUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQXGV8BAaHz7xjNTQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBVoRMBBqhdGDKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggALjK2AgNL5945kpoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAq0INA6E7r///vK3v/1t7tff//73Vl7cgyiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCjQTWGihhcrCCy9cFl100bl/DtIaBUIEQDfddFO5++67C8HQP/7xj0Few+9VQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRoQeBBD3pQ4WvppZcuD3vYwxofsW8gRBh07bXXlvvuu68sscQSZckllyyLLLLI3BezKaCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKTI8AWc0dd9xRbr/99rm5zTLLLDM3FKJyqF/rGQhRDXTjjTeWu+66a+5Bl1pqKYOgfqL+vQIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCigwRQKs4nbvvfeWm2++ee6fyy233NxCnn6tZyBEEHTDDTfMXYvuUY96lGFQP03/XgEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRSYBgG2+SHDWWyxxeZmOP1az0Doz3/+c7nlllvmpkuLL754v2P59woooIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAtMg0F3l7Z577ikrrLBC32XjegZChEG33XZbmTNnjtVB09B5voQCCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoo0FRgkBynNhBiDToORJXQKqus0vS1/T4FFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQIFpELj11lsLX00KewyEpqFDfAkFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQoG0BA6G2RT2eAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKDBmAgZCY9Yhno4CCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoo0LaAgVDboh5PAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFBgzAQOhMesQT0cBBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUaFvAQKhtUY+ngAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCoyZgIHQmHWIp6OAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKtC1gINS2qMdTQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBcZMwEBozDrE01FAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEF2hYwEGpb1OMpoIACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAmMmYCA0Zh3i6SiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACbQsYCLUt6vEUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAgTETMBAasw7xdBRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECBtgUMhNoW9XgKKKCAAgoooIACCiiggAIKKKCAAgoooIACCiigwJgJGAiNWYd4OgoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKBA2wIGQm2LejwFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQYMwEDITGrEM8HQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFCgbQEDobZFPZ4CCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgooMGYCBkJj1iGejgIKKKCAAgoooIACCiiggAIKKKCAAgoooIACCijQtoCBUNuiHk8BBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUGDMBA6Ex6xBPRwEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRoW8BAqG1Rj6eAAgoooIACCiiggAIKKKCAAgoooIACCiiggAIKjJmAgdCYdYino4ACCiiggAIKKKCAAgoooIACCiiggAIKKKCAAgq0LWAg1Laox1NAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFxkzAQGjMOsTTUUABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQXaFjAQalvU4ymggAIKKKCAAgoooIACCiiggAIKKKCAAgoooIACYyZgIDRmHeLpKKCAAgoooIACCiiggAIKKKCAAgoooIACCiiggAJtCxgItS3q8RRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUUECBMRMwEBqzDvF0FFBAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQIG2BQyE2hb1eAoooIACCiiggAIKKKCAAgoooIACCiiggAIKKKDAmAkYCI1Zh3g6CiiggAIKKKCAAgoooIACCiiggAIKKKCAAgoooEDbAgZCbYt6PAUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFJg2gfvvv79cffXVhcDjvvvum/LXXXTRRctjHvOY8ohHPKIstNBCU/56bb2AgVBbkh5HAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFpk3gH//4R7n44ovL5z73ufKnP/2p3HvvvYVwaKrbgx/84LL44ouXLbbYouy9995liSWWmOqXbOX4BkKtMHoQBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUmC4BwqCzzjqrHHTQQeWmm26arpd9wOusueaa5cADDywrr7zy2FcLGQjNt8vEF1ZAAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQIFhBC666KKyzz77zNcwiPNmybh11123vOtd7yqrrbbaMG9l2n7GQGjaqH0hBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAAQUUGFWAZeHe+ta3zq0QGodGKDRnzpzysY99rCy//PLjcEqV52AgNLZd44kpoIACCiiggAIKKKCAAgoooIACCiiggAIKKKDAZIErr7yyvP71ry/XXXfdWOGwbNzBBx9cVl111bFcPs5AaKwuF09GAQUUUEABBRRQQAEFFFBAAQUUUEABBRRQQAEFeglccMEFZd999y0333zzv3zbsssuW9jTZ+GFF24F8IorriiXXXZZ42ON+/JxBkKNu9JvVEABBRRQQAEFFFBAAQUUUEABBRRQQAEFFFBAgfktcP7558/ds4eAY2LbfPPNy3777VeWXHLJVk7xyCOPLIcffvgDjrXhhhuWCy+8sNx1110P+LtxXj7OQKiVy8KDKKCAAgoooIACCiiggAIKKKCAAgoooIACCiigwHQI1AVCW221VTnggAPKUkst1cppHHHEEeWwww57wLHe/va3l//H3nnA2VWUfXi2pJECIfQaAoTeQaSIgIgIqIgggkizUUREQdonKkWKoohIFUFEepGiVClSpNfQW6S3AElI3/Kd58BZz97cu3vvuXV3n/m5JmRPmfPMnDkz7/993+ns7AxnnnlmmDZtWt57NWL6OAWhinQLLyIBCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkEAtCNRbECIK6ctf/nK44oorwumnn14wUmiNNdaII5mWW265WmDp9R4KQr0i8gAJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQahUAjCEI77rhjaGtrC9dff3048cQT+0T6OAWhRunB1kMCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIFeCTSKIERFEYUuvfTSPpE+TkGo167lARKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCTQKgUYShGAya9asotLHHXbYYWHZZZetG0YFobqh98YSkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQmUSqDRBCHqX0z6uBVXXDHec2jEiBGlPnJFjlcQqghGLyIBCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkEAtCDSiIJSIQr2lj9t1113DAQccEJqammqBqts9FIRqjtwbSkACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkkJVAowpCPE9v6eOWWmqpcPbZZ4cxY8ZkffzM5ykIZUbniRKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCdSaQL0FoS233DKstdZaBR+b9HF33nlnuP/+++c6ZoEFFggnnXRSWGWVVWqNLSgI1Ry5N5SABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSCArgXoLQlnrzXmjR48Oxx9/fFhnnXXKuUymcxWEMmHzJAlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABOpBQEEoG3UFoWzcPEsCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIE6EKiVIHTeeeeFU089taJPaIRQRXF6MQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABPorgVoJQrfffns49NBDA3sCVaooCFWKpNeRgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUigXxOolSA0efLkcMIJJ4Rbb721YqKQglC/7po+nAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAApUiUCtBqLOzM0yZMiU8+uij4cUXXyyp+rNnzw7/+te/wssvv9ztPAWhkjB6sAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAgOVQK0EoXL4Tp06Nfzyl78MpJ1LFwWhcqh6rgQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAgOGgIJQtqb+4IMPAj9jx44Nzc3NPV6kKQqP6sx3BP/8/vvvB/LpjRs3LltNPEsCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJ9EJAQShbF1EQysbNsyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgDAQWhbNAVhLJx8ywJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgATqQEBBKBt0BaFs3DxLAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBOhBQEMoGXUEoGzfPkoAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoA4EFISyQVcQysbNsyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgDAQWhbNAVhLJx8ywJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgATqQEBBKBt0BaFs3DxLAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBOhBQEMoGXUEoGzfPkoAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoA4EFISyQVcQysbNsyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgDAQWhbNAVhLJx8ywJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgATqQEBBKBt0BaFs3DxLAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBOhBQEMoGXUEoGzfPkoAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoA4EFISyQVcQysbNsyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgDAQWhbNAVhLJx8ywJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgATqQEBBKBt0BaFs3DxLAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBOhBQEMoGXUEoGzfPkoAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoA4EFISyQVcQysbNsyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgDAQWhbNAVhLJx8ywJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgATqQEBBKBt0BaFs3DxLAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBOhBQEMoGXUEoGzfPkoAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoA4EFISyQVcQysbNsyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgDAQWhbNAVhLJx8ywJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgATqQEBBKBt0BaFs3DxLAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBOhBQEMoGXUEoGzfPkoAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoA4EFISyQVcQysbNsyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgDAQWhbNAVhLJx8ywJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgATqQEBBKBt0BaFs3DxLAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBOhBQEMoGXUEoGzfPkoAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoA4EFISyQVcQysbNsyQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgDAQWhbNAVhLJx8ywJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgATqQEBBKBt0BaFs3DxLAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBOhBQEMoGXUEoGzfPkoAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoA4ECglC6667bth7773DPPPMU4dadb/l9OnTwxlnnBEefPDBbr8YPXp0OP7448M666xT8zoqCNUcuTeUgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUggK4EJEyaEn/zkJ2HSpEndLjFkyJAwcuTI0NTUlPXSFTuvs7MzTJ06NcyaNavbNceMGRNOOumksOqqq1bsXsVeSEGoWFIeJwEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQQN0JvP3223Ek0Kuvvlr3upRagSWXXDKOHFp44YVLPbXs4xWEykboBSQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEqgVAaJvTjjhhHD55ZfX6pYVu88OO+wQDjnkkLpEMSkIVawZvZAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAK1IIC48f3vfz+89NJLtbhdRe4xbty4cOaZZwb2EapHURCqB3XvKQEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQQFkEJk6cGI466qjw9NNPhzlz5pR1rWqePGjQoLDSSiuFI488MowdO7aat+rx2gpCdUPvjSUgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEiiHwBtvvBFuv/328NRTTwUEj7a2tnIuV9FzW1tb42iglVdeOWy66aZhscUWq+j1S72YglCpxDxeAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBhiHAnkIzZswIs2fPDvy9UUpTU1MYPHhwGDZsWF32DMrloCDUKD3DekhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBKhFQEKoSWC8rAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABBqFgIJQo7SE9ZCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACVSKgIFQlsF5WAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCTQKAQWhRmkJ6yEBCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEqkRAQahKYL2sBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEmgUAgpCjdIS1kMCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJVImAglCVwHpZCUhAAhKQgAQkIAEJSEACEpCABCQgAeDaBIAAACAASURBVAlIQAISkIAEJNAoBBSEGqUlrIcEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISqBIBBaEqgfWyEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSKBRCCgINUpLWA8JSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkUCUCCkJVAutlJSABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkECjEFAQapSWsB4SkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoEoEFISqBNbLSkACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIFGIaAg1CgtYT0kIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQQJUIKAhVCayXlYAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAKNQkBBqFFawnpIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggSoRUBCqElgvKwEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQahYCCUKO0hPWQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAlUioCBUJbBeVgISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQk0CgEFoUZpCeshAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABKpEoN8LQi+99FL4+te/XhS+JZdcMiy22GJh4403DhtssEFYfPHFw6BBg4o614P6P4FZs2YFfkaOHBmampr6/wP7hBKQgAQkIIE+SODNN98M++yzT3jttde6ar/mmmuGs846KzQ3N/f6RP/85z/D8ccfH6ZPn9517K677hp+9KMf9Xpuox/AnJi5cVK23377cPjhhzd6ta1fLwTWXXfdbkd873vfC/xkKbwn/CRljTXWCOecc07Xf+eurZZYYolw+umnh0UXXTTL7TynygRy+0ah240ePTrQlp/61KfitfByyy0Xhg0bVuXa/e/ynZ2dYdq0afEYPc8889Tsvt5IAhIYWASeeeaZcOCBB4Z33313rgf//ve/H7773e/WBUhvY6Dzt7o0izeVQL8moCBUoHkXWWSR8MUvfjHsvPPOYf755+/XncCH65kAItATTzwRbrzxxrgv7LnnnmHo0KFik4AEJCABCUigAQnMmDEjFnT+8Y9/dKvdJZdcEpZddtkea8w3/ze/+U246qqrSj63AVHMVSUNCn2hlUqvo4JQ6cwGyhnFCkJpHqNGjYpFIQyjOExWuyAE3XPPPeGmm24KW221Vfjc5z5X7Vt6fQlIYAAS6OjoCBdddFH44x//GGbPnj0XAcY75oqDBw+uKZ1ixkDnbzVtEm8mgQFBQEGoh2ZubW0N22yzTfjxj38chg8fPiA6hA/ZncBbb70VzjvvvHDbbbeFSZMmhS9/+cvhpz/9qYKQHUUCEpCABCTQoATwsrz00kvD73//+24LfoybeH/2VPAYxXMUD9KkbLjhhuHkk08uKrqoQZF0VUuDQqO3ULb6KQhl4zYQzsoiCCVcVl555fCLX/wijBs3riqoMM4++eST4cwzzwwTJkwIH330UTjqqKPC1ltvXZX7eVEJSGBgE0jGmFtvvbUgCOaOG220UU1AlTIGOn+rSZN4EwkMKAIDUhBC+c9NBTdnzpwwc+bMAJC2trZunYCUC9/5znf6hSFgQPXuCjwsBqALLrig60oKQhWA6iUkIAEJSEACVSbwyiuvhH333Tfg2JGUpZZaKpx//vlhxIgRBe9+//33x+clhfRFGEQ1UFa5wbx8WQQqKQj1VhFTxvVGqLF+n9s3SA3HT7q0t7fH6+APP/wwTo+dLp/5zGfCz3/+8zDffPNV/MG43xFHHBHuu+++rmsrCFUcsxeUgAQ+ITBx4sQ48hGbH4VIIESZtP3vs5/9bPj1r39dE9ufY6BdUwISqCeBASkI4TWa9nTCk3Ty5MnhnXfeCTfffHO47rrruuUU5UOB59Jqq61Wz7by3nUgoCBUB+jeUgISkIAEJFAmARb3RPT++9//7roSBs1f/epX8R4ZhcoJJ5wQLrvssq5fL7300nFqEVIJWyTQqAQUhBq1Zepfr2L6Bvulvf322+GBBx4IV1xxRXjxxRe7Kt7S0hKLNjjFVbpoDK00Ua8nAQn0RODCCy8Mv/3tb7sOWWeddcKQIUPilJVJYb532mmnBZyIql0cA6tN2OtLQAI9EVAQyqFDpBAT4VNPPTX2lEoKYaOEj/ZUnn766XD77beH//znP/G5CElsyMm5pBspNu0cXgrPPfdcuP7668Njjz3WtakxkU18tLbYYouw0EIL1a1nv/rqq4ENl3lOFhArrrhi+MIXvhDWW2+9rnyr5EElFBceHM/moGzo/LWvfa2oXNQvv/xy/PyPP/54eP/99+PrsqktOaXXXnvtTM9OXe++++5w7bXXxh7D7APE9dgrqhDPUgWh9957L04vR72fffbZrnqusMIKYaWVVorzcddicpEJkCdJQAISkIAE+hGBf/3rX+GQQw7peiKifXbbbbew9957B9IC5xbmCexfwZ9J+dKXvhRfo9DegQ8//HDgPszXyEfPXoOrr756PLdYZpllMtEkMvmGG24I7OOxySabxHVKvPO5B/saMr96/vnn4zkShfsuv/zysdjFPKnYOWcxFazU/DZ9L+a6zPWYkyWGmHzzyWLq5zEhFGP0rxSnakQIEZVyxx13xPN0+hslWfdsueWWYYEFFuix+vV4LyrFs9rXKaVv8F7CnzEvHV256KKLxu9qvkLbsSZETCL9WzJ+MmaybmV9yDo4X8lqDK3GOrHa7eD1JSCB+hPYcccd47lHUnbZZZf4+8kWEUlBIDrooIPCV7/61aIrzDeIMRDn8hdeeCGeDzLPZF7GGLj55pvH9rDcknUMLLZi1Zi/Ye9ivzfmqdg8EdA+//nPx3a1fM+Yrqu2smJbzuMkUBsCCkJ5OCNmkGM+nT9+4YUXjkWi3MV9It6cffbZ8UKmUGETY8JTCbvnI5OvEKlElNLpp58eRyn1VEhngrgy77zzdjssPelnQD700EPnSnPCwH3iiSeGa665putcxJZzzjmn679zP05LLLFEOOWUU+IPKCG06UUCJ2FkIZ3KAQccEEdXsZkzokhuIUXBD37wg4CBhXNyC/v0/O1vf4tz/6cFufRxhPGSxo8PbL5r5OZX/b//+79ADuxjjz02XqjkFjjh+cZHjA93Pj752iKdPo7Fz9VXXx23XdqQlO+8/fbbL+y00069fjBrMwR4FwlIQAISkED/JMD3mLkS85KkIJgQJZQv/REL+cMOO6zr2GHDhsX/nZsujrkfHvRnnHFGwbkfxlAMDxgbFlxwwbyA03M2BB1SJWF0vfHGG7uOJ73dkUceGRsTMMT/7ne/i9MrUYdCBUHq8MMPj52SckuxOegrNb/NFQ/WX3/98LOf/SzceeedceQV+fzThXndpptuGg4++OCC3Bq9t7797qTw7Av/DROefiFMnvJRaGpqCp2dn7RXZwjR/0JoiubO0f81NfO76M/ovwcPHhRWW2m5sOqKy4ZFFu5ZAMllUIrRvzd+Z511VuAnKblrhN4EIfoOhqJjjjmmaw8vGIwdOzZ2rltsscW6ro0jHqIqa4y0I1W6jhibvv3tb8fOZ/mMTZV4L3pj0pd/X2rfILqSzBh/+ctfuo0zrIM//elPd6EgzdxDDz0Ut2mhtksOxiCKgZUMHfQF1pGs5d54440e0eamj6vEOrEvt6V1l4AEshPgW8O4kxTmgdiHmJfgxJOeK2677baxMM48sKfC9w6b4W9+85u8tq/kXGx2XA87FrbALGNgredvuXNU5s58H0ghylicW3B6JsUyWZUY59NFW1n2fuuZEqgmAQWhAnRzw0lHjhwZD3AM4umCVyMfAHLV91aIcvnGN74Rdt9997mEHM5lM00+Snh89lYQLrbZZpvYmyHtBVotQQjPMDz0Lrroom4bNKfrSUoBvAMQXYgKKlQwbhCqmxvpgwh13HHHxV6vLDJ6KghztMcqq6wy12G5H0uYP/roo90EvtyT+EjDnoVOqYIQz42IhSiYm3c73zMwCdh1113DnnvuWdDjuLf29/cSkIAEJCABCfRO4A9/+ENs2EwKBmWEHBxF0oXv909+8pNw7733dv0zhmsM47np4pinYex+6qmnImN+bN4vWJhXMF/JF+GQnrMRDcR/M69MO8QQXYwhlsX0j370o26pnHq6L45IGFOJUE6XYg0KlZrf5ooHGAoQqq666qoeueE4hNGhL5apH00LE199Mzzw8ITwxlvvhlmRp3AH/SS3q3wiCvGMQ4YMDotGItDqq4wPKyw3NowaObykRy/V6N/TxcsVhEjTePTRR3ft0cC9aHcctOiXSWGujwiLyJnPuJRbR/ouDnHpPcDefPPNirwXJcHuYwdn6RvspYaozNosKYhy++yzT9d/Y1xF3CXVXG8F4yBRQr/85S9jMT6LMbRS68Te6urvJSCB/kmAOcU//vGProfje8T3DjtQ7lyReR+/Szsw5KNC1hy+YcmeRD2RY/6ZOAZnGQNrPX9LfztghC0QZ4+pU6cWfEwcknAeHzNmTNcxOH5oK+uf75RP1fcJKAgVaEPScWCwTwoei0yC0/9GtAxeBukPAOkN9thjj3jhwyKFPPR33XVX13UQhYg++uY3v9ktXQkDK4sn0o0lxgUG0h/+8IdxqjEWSqSyu+WWW7quhbCAQWKzzTbr+rdqCUIIUAgf3PM73/lObLRgkY8HWVr8gROeEnDgOfEEI3Lqr3/9a7fIGRYFeAMmhbBaBBnSxCVer3x4SOuCZyLhpWwEzeIj+T1cuH+ut2Dux5Lfs+jEs5DQX/hyLYSnpLBQQTiCN8fmRlDl6yZJhBDpWugHSdQUbbzzzjvH4hJt+Prrr8eTj3Tb8Wx4xpIexSIBCUhAAhKQQHUIkC4DQybzjKTsv//+sXNOupDigzkAkdpJ2X777eMIobSnI8IM88G0GMQCGEcPvCNx7iHimjlgUvA8xXDK/CBd0nM25k/Ms1g4pwsRzMxdiBLC8JAUIreJPCdamnkRBtzzzjsvTJkypeuYDTbYIJx00knd7luMQaGS89tcQSjZwJmoKdpl1VVXjdMkk68/HX3OvPPKK6/s1RhTnV5T3lXbo/Z4b9IH4aFHnwpPP/dyeOud90Jbe0de8RAf2tbWljBm/vnCGquODyuvsGxYYtGF4r5QSsli9C90/XIEIebpGP2Z+yaFuTCZA0gdnX6XeOcQYdPH4pWNwxuiD+un9PqBqLsDDzwwfh+SDAGVei9KYd3Xjs3SN2gT1mDpcQwRnfUThXGQtRLrm2TdivjMOYsvvni8buV36YwXgwYNisVt0siVagyt5Dqxr7Wf9ZWABMongL0KMSYdlUgKYeZ9lNy5It8qnHn4HhUqREayV2X6G4ZthzkiztTMf3BIStKgch2+beeee24ceVRqlGSt52+5c1TGcOYm3/rWt+JtEIjwZnuFdIQo32Ycv/l9UmCuraz8PuwVJFANAgpCBaiyGCbVR7qwcGWiyweCiSkfkAcffLDrEMQPFt6IIelCBBFiTrLIx+MAL4R0+jnECULpk0KKOgZYFvpJYZHPIotUIXxEWFQjOmBkSEq1BCGuz+IcDwgMDBQMEBgfWDgSPpoUFn6ElDLhp+RjhSHjT3/6U5fHbK4nGos+Fg0sHpOCZxhGnPRHNTGUpHnnfiz5eCHS7bXXXoG/JwUBiMVoUggXRpRKp5EpZg8hFqx47SYFww8GpLRQldt2CGt8GKuxQWs1BgqvKQEJSEACEuiLBHDaIE3HI4880lV95mk47CT7CGHQJFUtqY8S4YhFLQt5nE/SJTeCnDRYzI3Scz8Wv6SKS9KhkQ7uhBNOCGuttVa3a+UaarknKe2Y6zGXSlLQMn9kHpN2wGEOlZ4jcWH2MmJexByReRQGCa6VrltvBoVKz29zBSHqSb1w6El73v7973+PvUrTkdYY+/vqPGnWrNmB1HEPPfZ0eHTCc5FH7UcBoejj8r9UKs1RyrjR844Myy6zZPj0equHxRdZKAyJUsflplvp7d3LYvQvdM2sghB1xlEtHWVHqmjaNbevcm+Opd0p9H3EINZC6fkzkWqkD0z6BanHyCbAXH3y5MkVey9649uXf5+lb+CIhwPga6+91vXorFsvvvji2CBIVBBrHca6GTNmxPudYQRMr1s5hjTh6f06ctdtxe6fUcl1Yl9uS+suAQlkI4BDDY4Jybwqd47HXJFvDftBJoXvFt/DfFsUMFdizLv88su7jh8/fnxs30p/w0gnh+MD80HsP/zssMMOXU5JxY6B3KTW87fcb0c6o07y0IhhOCelnalwkErbxrSVZeuzniWBWhBQEOqBcu4guN1228UfCgZyciazP086OojFPvvQ5BaOwRiB11xSmGQjLiWFayURJCyo2GMGwSntTYrBgmsw+WYRjYEB4Sj90ammIMS1SbOSLgzwLNjTHqlbbLFFvMhLb9iMUQURLCnpNCxE5PCxxVsiif75yle+0k3oSs7jY879koJnKUaF9L5MuR/LQvs/sahBrEsKnm982NNpXYoRhHLrhEcEaVpYHCUl3XZ4znEPGOTb1LoWL773kIAEJCABCQwEAvnmGDw3cw6iuSkYNDEUpFOJIAQRnZAuSXRQej9CUvci/uSWdPoRjAnM+/hJGxZy55lLL710LC4RaZQu+bzpcbwhfUe6YKBA6MLpBtGFeWJuqrreDAqVnt/mE4QwjhBJnS4YjTEep9NPMU+GWV8szPsQhZ5/6ZVIEHo22lNoYpj60fT4UcgehyREXxgydHAYP27psNZqK4Tll10qjBg+96bTxTx/FqN/oetmEYQQaXinbr311q7LEgVG2jH2T80tGMFYVyWiKQIPfRpBNF0QfUg195///Cf+Z+b71I+U0ZV8L4ph3FePydo3cscK1i+kx15ooYXiqCDaBmMgohEiNE6K6XVrPkNnrqGwGGNopdeJfbUdrbcEJJCNAA4F2HzSqWpz53g43uCMjNNPOhXwJZdc0i3VaVIDRHMiVhNHZYRynB822WSTbpXEaZpISex12KSYk/FtTMbKYsbA5IK1nr/lfjvYGoLvcXq7CvZex+5H+tekcBxzgqRoK8vWbz1LArUgoCDUA+XcQTBJEYbXJZExpLdIBIxcb9P0ZTmG9CFMopPjWfQTNZQUUqglXqlcHwGJ/OmllmoKQkTYkLs7XfCiQCTDqyIpiFt4PqTLNddcE4skSUmLNKTL43eky0sKOV7zPT8fXcJUk0K0FanX4FnoY5n2aEvXKffjhAHl9NNPj40oSSlGEMqtE4tVFqqEGLPnVL6Nq0ttV4+XgAQkIAEJSCAbgbvvvjt2Mkk7r2CMZmFLIS0SKT7S3vD55iHsHXTAAQd084TE4SXffoYYAEg3khTS1mIcL7TvI8flizDm3zEoIKCkPe0xKGy++eZxVEVuFFNPlHozKFR6fptPELrgggvmSpmbz7hPyj6Y9dXCnH9yFBn04suvhf/c/2h47c13ov2E5kRrgY83Exoa7Ru0SLRv0LprrBzWXG18GB4ZjFpamjM9blajf76blSoIIRAwh2a/zmSdQ1ochL+tt946b/o79hlCTE0KTlI4neXu18B+WjjcXXvttV3Hsu7Aca6S70Um6H3kpKx9I3esKLSnWi4G1rOMlRgIaTeEo6RkEYQqvU7sI81mNSUggQoRYI6HDSsdZU0EC+NRuuDQgE0qcVTgd7ljVnI88zHmZUmWnHyRz8VUv5KCUKXnb7nfjnS2pOTZ8u29zXYP2D6Toq2smJ7gMRKoDwEFoQLc8STYaKONuv2WnNWkMsBrIHePGRY8acEj97K5Yar8HgMF4kFuejrCMdlPCJGo1FJNQYjn4znTJZ8gRNo8hJB0yRWE8FrFi4IPBp0QEQmv1FJLvjQsuQuYdM7r9PUrJQghhpE2IV/98f4giom2JOyYBTMCkZFBpba0x0tAAhKQgASyEWDBzb6GL774YtcF+B7/+c9/jqNoctP2YuDGiQeP+HTJFz1TbI1IdUUEBCm0klKKoRYvVeZXicE9fV/SyxGFwfWYc3APvFHzpR3rSRDKt7AvZ35LHXMFIVL34oGbTpvMcf1REOK52qIo+EnvfxgefeLZ8OSzL4bX33gn3quStllgzOjwqbVXDSuPXyYsvNACsRhUaqq4LH2ptz5bqiCU73o4fhElRzrtfIUUjaylshRSPidptiv1XmSpR185p5RxJnmmfGIb4yHpkBCj08cxvmJoZU3IHmr8WWiD9SyCUKXXiX2l3aynBCRQGQIIPez1k5SRI0fGKYFzo7HzOQel54rp2pCiFwfupDD3Yo7GfKyUUilBqBrzt9w9hHL3U+c5ixGEtJWV0iM8VgK1JaAgVIA3+T5zvQaIkGEgRCzKFYQKeQ8kl88nCCUekrn3SoslpXaHRhCE8nl+9iQI5fv4FvvceCDi9ZtO1deb92u6TdLp57JGCGGcwdORSKW0927uMyD+LbfccoG9irbaaqvYGJJ14V8sH4+TgAQkIAEJSCDEaab4SQppXdlfByGFSAW+40khwhdHFdIgpUu+uVyxbJdddtnYQI7YlJRSDLWk5cDYQHrhJAd+vnuTjoS9iogewjknncKJ40sVhMqZ33K/XEEo31yL4/qrIMSzkTruzbffi0ShZ8ITT78QpkydFkaOGB6WG7dkWH+d1aJ9gxaMHMQGlzUnLKUv9dZnKyEI4fj0zW9+MxZic/sg90ccvfLKK3urSt7f47DHfl+USr0XmSrSR07K0jfyvY+sWy666KIup7Z33303bkMcHNlUHKGzt5JFEKr0OrG3Ovp7CUigfxFgD+ok7ShPhqhN1HZ624Xkia+++upuqWsRj7AXbbbZZt2g5DoW59uLuhiK1RSEyp2/VcquqK2smJ7gMRKoDwEFoQLc77jjjjjVQVJYzJAndMcdd8yrhGcZcMnzzuRaQWjuVC3Fvg58yDHapCOXai0IUVcWQSyMyE3L4qiQZxzHkjMeLzsMUauvvnqxj+pxEpCABCQgAQlkJPDKK68EUpAlBYcMUtCSOo55Q5L2g7S9zP/491ynjXIEoXxCSHqxnZ5nFnpEhCD2kiQtCOm5eio4zGCgwJCRTlNXC0Eomd9SPwUh9gzqDHPmtMX7CD0W7Sf02pvvhkWjVHGrr7x8LAqxb1C5DkJZjP6F+k8lBCGuTaQaezKssMIKc92qHEEoNx1NJd6LjMNKnzgtS9947rnn4vSYrG2SgsCMKE1JhDj2XcsVgmh32ogMDaQDT/bY4LxaC0L51ol9otGspAQkUBEC7L3N3C+Z45V6Ub7NRKWytzcRzknpr4JQev5WKUEIZtrKSu15Hi+B2hBQEMrDmYUb+aovv/zyrt+S5uvYY4+NF9dsOsemv6Q7SMqmm24ab1ZXqBAhQ1QRYZUUPOfuvffe+O98qNifKCl4pCJy4KFaakkP3FyHUFbyy6dLMaGdxXor5EsZV2qEEJ2QemLkSEq+9HTFsqiHIJSuG4sknuWuu+4KDzzwQOzJSy7apO2TY1kgE65s+rhiW9bjJCABCUhAAtkJfOc73+kmpLCBPZG7pDBLCvtkYMTOTSXC7x988ME4RWza6SPfnKfYGhaz2C50LQQu5hk33XRTmDRpUmygZa6RTimXT9zqaY5U6fktdVcQ+rgFWVsQGfTa62+H5196Jd47aKUoVdyI4cPy7rFTbB9Kjsti9C90jyyCEM5OpEbmT96TpLAGYa+u3Lkuqd5IHZ1+77gve4OWU7K+F+Xcs9HPzdI3rr/++nhT8HQ0Io6RRH1R7r///sAeHMn+twjarIW/9rWvhdVWWy2OCsu3lswiCFV6ndjo7WX9JCCByhEgzSX705VTELd/+9vfBiKwk3LnnXfGzuJJwdmX+6T3oi7mnsXa3LhWredvxcxRi7Er5nLQVlZMz/AYCdSGgIJQHs6vv/567AXw3//+t+u3pPpgocL+PpSLL744TlfA4pmCN9Tf//73bl6Yyckcc/LJJwcWP0lhgE1/nFgwEZ5PYdFEarrddtttLo9BFjqIMISvYrQg9QhiVfq6yd9ZlO23335h99137/aUTO7xzLvhhhu6/j3X267Yj1MlBCEMGAhA5HdNCl5peO5mKfUWhNJ15tnoR2yuyvOxgEp7qFxxxRVh6aWXzvKYniMBCUhAAhKQQAkEEE8OP/zwrjPwHsfjM73pORHHRNXkc9Z44YUX4vnhO++803UN5oK5e04WW6ViFtvFXOu1114LEydODE8++WTszJQWrDDQEvGUpO3qbY5U6fmtgtD/WrC9vSNMnzEjvDfpwzgqaMz880UCSlMxTdzrMVmM/oUumkUQwokNgeC+++6LhQQMPknByS6d2pl/J80Yc/2ksJ455ZRTYoG2UqWU96JS92zE65TaN2ZEfRSx7tprr42FTArjB2uWxNiJk2PaMfLTn/507DiZrJM5p1KCUKXXiY3YRtZJAhKoPAHmdt/73ve67R+Z5S4tLS2xM3h6f2/2TcPGNmXKlPiSzCfPOeecsPzyy891CxyFOZ7vHGMoKeuSyO1ibW5ctNbzt2LmqFkEoTQgbWVZeqTnSKByBBSEclgiliDekD80HQLPIie9pxDh73gFvPfee11XQHzZc88952odDAcYEDAkJIV0YekIIO6Jl2lSWDixNw4pP9KFyTg56AlfxfOTH/auQRyibLLJJt28ufbYY4+w7777xh57SXn77bfj+qQ3V66nIMRigw8oC9DEsxUBLi2gJXXnGAS7FVdcMayyyipx6rXczft6+1gm18oN9c26hxAvEYIPwg/GGHL3f+UrX5mrHyAGHXHEERXzLK7cMOCVJCABCUhAAv2fAPOHH/zgB/HCaHPt6gAAIABJREFUvFDBKJ1e9KePw6Hj29/+dvytT8rnP//52ACeW4455phoX5ghgfkMHvPM09Kp2zi+mMU2x+GFT52Za7BXIc44+TxemUMdf/zx3fZmIQKdzZSZL1J6myNVen6rIFSb96pUo39PtSpVECKqh6i6sWPHxvusssZ46KGHum6BgYy1S9q7muN4d5IIFN6Vgw46KHz1q1/tVjVSlnHthRdeOIwbNy6stNJK8dwfwbaS70VtWqk+dym1b+DgSGo4hKGkMI6k911lb6h0G+eOM5zH3j977713vG5LSpYIoUqvE+vTCt5VAhKoNQEcFLC9ILokZaeddoojGXsq2MoY79LONbljINck+jXJ+MP1Cjk0H3zwwfEeRnznmIvhDIxzNk7dlRSEKj1/K2aOWowgpK2s1j3f+0mgeAIDUhBikrvkkkt2o8RgTL5kvKHYGDNdSBuCWJPeeI5FCGnd0psQI0z8/Oc/jwUB0rURGQRgjAL33HNP1yXZNwbPq7SQ8dRTT8UbryaT7ySXPKIR10KcIrUc3lfpCfj48eO7pTohsog0ZUnhXr/4xS8CYgcFLwbSlP31r3/t9oz1FISoCPso4cHKBzgpO++8c/jud78bR0Px/LQPi8W0Zy7pKU477bRuG9b2ZuxIrl+MIITnb5oVGxAmG01TJ9qJ9AnULc2cY/jY8+GnsOBlgUVdk9RxTAgQHnMFreJfX4+UgAQkIAEJSKBYAvkipNPnsq8j+dN7Kv/617/itHGJAwuOOz/+8Y9j4zbzNQzdGCH4t6TgXYqXKk5DaQedYhbbXIO5AvPGdOpZnJDIiz9q1KjYSQixirksBolkHsu9iDbHKJtEPPU2R6r0/FZBqNjeWd5xuUZ/9jzlp5hC/0RwSUTDUgWhXIcqjFLM35P+ylwZIZZ9GNL9/+yzz46dwZIoFMRT1ixECdFfWRMR8YZImxTesTPPPDPen6aS70UxnPrqMcX0Dd57xg3Gt/SalWeef/75Y0EvvRcUjo2smdNrHwyorJlpT9a/f/vb3+Zab+YKQnjwY7BNG1URsDHYss5ibCOKs5LrxL7ajtZbAhIongBzIr4d6ZTAfH+wg+FY0FPJF5XI8WTXSRwbmAOee+658TcscSLHVshcDfsUNiDGVexyfNfS4tJWW20V2wcpxY6BHFvr+Vsxc9RiBKFddtlFW1nxXdcjJVBTAgNSECqFMF5oiDxrr732XKfh+UTkUDrShtRxeJZyHgM84k06MogQUdKVbLzxxt3SwTGYEumDISJJKcYCavPNN4+9SjEwPPHEE+Hxxx/vqgf3YkKe9mTlo0eO03RZZ511Yu9UJuhM9tOT7uS4egtCPPPpp58ef6STwvOvt956cTQQi0I+qLBMFo48P8/Ks6VLbx/L5NhiBCFSp6T3huKeRG/xkWcBTCQQ9SKaKwkZ5voIjtQ9mTQQPUSEUHoyQEq8dLqMUvqlx0pAAhKQgAQkUBoB5g8YmInKZl6VWxBxWLj2VPIJJsncj/kakeO33357t+89Ec14gzI3TJdiFtsc//7778dzx/TeLMyRmJtiGMd4jgHj0UcfDTgYJQWHE4wTOAclpZg5UiXntwpCpfXRrEfnGv1LuQ4Gf/oJawFKuYIQ18D57qKLLuqqBlFC3CNxUOMXpHTDc5rIt6Qwf95ggw3iDAk4wpFuOdmnhn5OBBERSAhDlXwvSuHV144tp2/AmUwTO+ywQ7cN1W+55ZZYyEln02CcYUxiTffII490i6RMmOHoyNo1KaQWxDB68803d+sDm222WZx2cIsttojXU5VcJ/a19rO+EpBA6QSwueCgm3akRgjKdYrOd2XEnvPOOy/+FqZT/bPnddrRgu0euMeECRO6LsN8kP3UsAHxjcLulo6S5BuHUJU4pxc7BnKDWs/fipmjFiMIkSJWW1npfdgzJFALAgpCPVBmQEfRJy8y3nP5CosY9r/BG663gtcA4gICTb7rYURgkkxIaW8FQwDp4PhJ8sJzDh8mFlc91YdFFos+PpCJ9169BSHqjucu3oLFfKhpG56ThULa27DYjyXHFSMI0b54OWJoyS3sGXD00UfHHpV4wZH2Lu2921Mb0qcQGhEILRKQgAQkIAEJ1IYATjwYlNMRydyZeQVzENJe9VYQTIjYzudgk3sui36OxRCBt3u6FLPYTo7HsQRRKDeKvae64rGPATY95yzGoMA1KzW/VRDqrTdV5vflGP2rIQiR4pCo/sRpjr5PlBxz6qRgdGNvBYSFSZMm9Qpi/fXXj49N0mRzQqXei15v3ocPKKdv0IbbbbddV/RYgoFoRNasbKxeqLA+QwAks0OyPmI8vOqqq7pOQaRn3UcGhbThNTlgr732igUpSqXWiX24Ka26BCRQJAHsXPvvv3+XQwGn5W4B0dOlcLAhWhFRJyk4KROhmk7/SxpfnIl6SkWcnJ/PmbuUMbDW87di5qjFCEI4dWgrK7LjepgEakxAQSgFHMM+YekIJninkcKtmHReCDlEkrBZMcIBE1YmtSx+iCQhnQdRLBggcr1D87X3+eefH3uwEmFEZEySloT64alFWgdy2OM9la/gpYDwxCKJ86kLXnV8vEi/xnPx8SHPfJK7uxEEIZ4Fj102KWWxQOdM6s/vEL54BjbjY3HwqU99ai4xiOOK/VgWIwiR9o90gdSJ9ki8FBH36CMsTGlfCkIeUU6IcnwcE7b8Dv60HfxJO0eaOfLGWiQgAQlIQAISqC0B0lflijmF9m4sVDPmfqRRImonmfsxt0rmfonzTU9zv2IW2+n740mKx+ptt90Wpk6dGs81mKdQkvsyPyEaA+N7EvGRvkaxcyTOqcT8VkGoNn27HKN/NQQh1h4IrHhZp6NIiBrK3XQbg9oJJ5wQ749FH0/EAwSFZO6MAxh9Op2+OyFbifeiNq1Un7sU2zdYAydrLdLDsdbKt0F68hQYQFlvEpXIGMhYxDjEWo21EWnfPvvZz8brX6K9ksIYls68gbiEgx0GWNqSvkPb09ZEbNLuSanEOrE+reBdJSCBWhIgi0w6XRw2GDLRkNaymMJYhL0tnemHb+WJJ54Yp4RLF+ZjRJ5jCyJjDONUMh/Efsd8kFSozD3TqTeTaxQ7BtZ6/lbMHLUYQSh5Tm1lxfQ8j5FAbQn0e0GIB+wtH3yCnE1R55133njARnTIjTzprWkQAvhoIMTwEcEjc6GFFoq9QvGISvaT6e06fEDwXEXYIZ1CIkIgBOFpxYeED0tPhfuTyozzESaYnLMZK+fyMcPz86677uoyJPDsbJaXFAZ38kinQ1wRoHIXBjwzYf7pjUfJaZ/eOJZr4tF6xx13dF2fBR759rlvvoL3Leck9WeBgVcF+f3xzsjdmDl9Ddo7nZoN/p/5zGfmug0MMKokhcXLtttuOxdbPurUhZ/kuuwPxA880p63tBULI9qPfpAU6kvbsecTfcsiAQlIQAISkEB9CBCVkE6/Ri0QT3A0yY3i6a2GREAw92O+hCEzmfsxl2Te1dPcD8NoUjDGkk64JwNsciyGWIznGFmTdLXJfTF2cI18hnPOL3aOlH7ucua3ufPwQnMtDMrsSYJhJSmF5m+9tclA/H26L5X6/Llzcjyr02l2ctcIxbYp7wRriXT0PGnFiJLPLYgJ7BMzceLEwBqAgjiBIx1rF+bQva3LynkvSmXWl44vtm/wbrJ+I0qy2HUr603ajTUVYxEOcKyPSGXJeocx8corr+y2qTtGxtxU7FznscceCwjIrFsZDxnLGAPSEWEJ93LWiX2p7ayrBCSQjUDuXIesLDjlFpob5bsL36/01hCMbzgE59uDiLEO2w92IKIicYTgeL6fzAX5SWf1yb1fMWNgredvxcxReW5SwqWj13PnDOln1VaWrT97lgSqRaDfC0LVAud1JSABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkEBfIaAg1FdaynpKQAISkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQggYwEFIQygvM0CUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJNBXCCgI9ZWWsp4SkIAEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIICMBBaGM4DxNAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCfQVAgpCfaWlrKcEJCABCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISyEhAQSgjOE+TgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAn2FgIJQX2kp6ykBCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEMhJQEMoIztMkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQQF8hoCDUV1rKekpAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBjAQUhDKC8zQJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhKQgAQk0FcIKAj1lZaynhKQgAQkIAEJSEACEpCABCQgAQlIQAISkIAEJDCgCMy6444w+eCDQ+esWWHkoYeGeXbeeUA9vw9bWQIKQpXl6dUkIAEJSEACEpCABCQgAQlIQAISkIAEJCABCUiglgQ6O0P7m2+GjrffDu3RT8dbb4XO6N863nmnlrWoyr1mXHllaH/99a5rj9h//4rfZ9Aaa4ShW21V8et6wcYjoCDUeG1ijSQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJSCAPgc4ZM8Ls++8Psx98MMx55JHQ/tproe3ll0Nob5dXGQRGHX10GL7nnmVcwVP7AgEFob7QStZRAhKQgAQkIAEJSEACEpCABCQgAQlIQAISkMAAJTDn4YfD7AceCLPvvTfMvPnmAUqhuo89eIMNwpjLLqvuTbx63QkoCNW9CayABCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIAEJJARIkYb4M/uee8LMm24KHR98IJwqExix335h5GGHVfkuXr7eBBSE6t0C3l8CEpCABCQgAQlIQAISkIAEJCABCUhAAhKQwAAnkEQAzbr99jD7vvvKptE8alRoGjas7Os0ygXYGym3tCy8cEWqN+QLXwjzHnVUCK2tFbmeF2lcAgpCjds21kwCEpCABCQgAQlIQAISkIAEJCABCUhAAhKQQL8j0Pb886HthRdC23PPhTnPPBNHA3W8+27Jzzlo7bXDoJVXDi2LLhqaI3Ek/nOhhT7+c775Sr5eo57AXknvfelLeas3z047hZE/+1m/et5GbYf+UC8Fof7Qij6DBCQgAQlIQAISkIAEJCABCUhAAhKQgAQkIIEGI9D50UdhzrPPxsJPW/TnnKeeCogbnTNmZKpp6zLLhCGbbhoGrbdeGBz9IPwMlDLzhhvChz/8YeicPn2uR25dbrkw6phjwpCNNx4oOHzOjAQUhDKC8zQJSEACEpCABCQgAQlIQAISkIAEJCABCUhAAhL4HwHSms26+eYw57HHwpwJE8KcJ54oC0/T4MFh6NZbh8EbbhgGr7tuaB0/vqzr9fWTEdSmHH54mP3gg3kfZdTPfx6Gf/e7ff0xrX8VCSgIVRGul5aABCQgAQlIQAISkIAEJCABCUhAAhKQgAQk0J8JELEy86abwswbbwwzr7227EclBdyQzTcPgzfYIAzZaCP3tckh2jl7dph69NFh2rnn5mU9bPvtw6gjjwzNCyxQdlt4gf5HQEGo/7WpTyQBCUhAAhKQgAQkIAEJSEACEpCABCQgAQlIoKoE5jz8cJh+0UVh+qWXhtDenvleCECDVl89/kEEal1++czXGkgnwn7ywQfnfeSWpZcO80eC0UCPqBpI/aHYZ1UQKpaUx0lAAhKQgAQkIAEJSEACEpCABCQgAQlIQAISGOAEZj/0UJh+wQVhxmWXlUSiaeTIMHjttUNrJACx582gKP0b4k/TiBElXceD/0eA1HxTojRxhVLIzfvrX4d5dt5ZZBLoItBnBKEZ0UZjM2fOtOkkIAEJSEACEpCABCQgAQlIQAISkIAEJCCBfkpg6NChYdiwYQGjpaWxCHRE4kN7FA3Ufs01vVYM8adp/fVD8worhKZI/GledtnQtMwyvZ7nARkIRNFZbSedFNr++te8J7fus09o3XffDBf2lHoSGD16dFVu32cEoaSiVaHgRSUgAQlIQAISkIAEJCABCUhAAhKQgAQkIIG6E8AIys9LL71U97pYgY8JNE+YEFr//vfQEu0T1Ftp++IXQ8fGG4f2DTcMoaWlt8P9fQUJtF5/fRh03HF5r9i21VZhzo9/HEIkuFr6BoFx48ZVpaIKQlXB6kUlIAEJSEACEpCABCQgAQlIQAISkIAEJCCBUgkoCJVKrHrHFysEta+1VujYeuvQFu3/E0aNql6FvHKvBJqfey4MOvHEwJ+5pSPao2n2QQeFzrFje72OB9SfwIAXhKZPnx74sUhAAhKQgAQkIAEJDBwCH330URg8eHD8Y5FArQnMnj078DPCvPa1Ru/9PiHgGGhXkIAEBiKBJGXcq6++6jywTh2gc+rU0HHWWaGjQAqypFpN660XmqP9aZo337xONfW2+Qh0fvhhaP/Vr0Jnvoiu+ecPLcccE5qJ4LI0NIEFFligKvXrMxFC7VEuRH4sEpCABCQgAQlIQAIDh8Bbb70VG+M1yA+cNm+kJ8UYz88iiyzSSNWyLgOIgGPgAGpsH1UCEpiLgGNgnTpFW1uYsvfeYc6ttxasQGsUCTRs993D4C23rFMlvW0xBKYdf3yYGQl7+crwo44KQ3fdtZjLeEydCFTLKVJBqE4N6m0lIAEJSEACEpCABHonoCGgd0YeUT0CCkLVY+uViyPgGFgcJ4+SgAT6JwHHwPq060cHHBBmXXtt3psPiqJKhiIEff7z9amcdy2ZwMzzzw/TfvGLvOcN3WmnMM/hh4emkSNLvq4nVJ+AgpARQtXvZd5BAhKQgAQkIAEJNBgBDQEN1iADrDoKQgOswRvwcR0DG7BRrJIEJFAzAo6BNUPddaNphx0WZl5yyVw3VgiqfVtU8o6zb745IPR1zpw512Vbxo8PI375y9C6/vqVvKXXqgABBSEFoQp0Iy8hAQlIQAISkIAE+hYBDQF9q736W20VhPpbi/a953EM7HttZo0lIIHKEXAMrBzLYq7U9vjjYfJ228116DyHHBKGff/7xVzCYxqYQNuECWFaFA3En/nK8COPDEP32KOBn2DgVU1BSEFo4PV6n1gCEpCABCQggQFPQEPAgO8CdQWgIFRX/N48IuAYaDeQgAQGMgHHwNq2/sy//CVMiyJF0mXY/vuHeQ48sLYV8W5VI9A5fXqY/qtfhZkXXpj3HkO23z4Mj6LEmsaMqVodvHDxBBSEFISK7y0eKQEJSEACEpCABPoJAQ0B/aQh++hjKAj10YbrR9V2DOxHjemjSEACJRNwDCwZWVknTI3En9n/+EfXNZoXWyyMvuuusq7pyY1JYOZFF4VpRxyRt3KDotRxw486KrQsv3xjVn4A1UpBSEFoAHV3H1UCEpCABCQgAQl8TEBDgD2hngQUhOpJ33s7BtoHJCCBgU7AeWBte8D7q60WOqdN67rp0J12CsOPO662lfBuNSPQ9uijYdrRR4e2Rx6Z654tY8eGkWeeqShUs9bIfyMFIQWhOndBby8BCUhAAhKQgARqT0BDQO2Ze8f/EVAQsjfUm4BjYL1bwPtLQAL1JOAYWDv6bU8/HSZvs023Gw4/4YQwdMcda1cJ71RzAp1z5oTpxx8fZp57rqJQzen3fkMFIQWh3nuJR0hAAhKQgAQkIIF+RkBDQD9r0D72OApCfazB+mF1HQP7YaP6SBKQQNEEHAOLRlX2gXPuuSdM2XXXbtcZddllYdA665R9bS/Q+ARmXX55+OinP80vCp1xRmgZP77xH6If1lBBSEGoH3ZrH0kCEpCABCQgAQn0TEBDgD2kngQUhOpJ33tDwDHQfiABCQxkAo6BtWt99g5iD6F0me/WWwOpwywDg8Cs664LH/3wh4pCDdTcCkIKQg3UHa2KBCQgAQlIQAISqA0BDQG14exd8hNQELJn1JuAY2C9W8D7S0AC9STgGFg7+jMvuCBMO/LIbjccHe0x0zxqVO0q4Z3qTqAnUWjeKGKsacyYutdxIFVAQUhBaCD1d59VAhKQgAQkIAEJxAQ0BNgR6klAQaie9L23Y6B9QAISGOgEnAfWrgdMP+mkMOOPf+y6YdOwYWH+J5+sXQW8U8MQKCQKDf7c58LIs89umHoOhIooCCkIDYR+7jNKQAISkIAEJCCBbgQ0BNgh6klAQaie9L23gpB9QAISGOgEnAfWrgdM2WuvMOf227tuyN5B7CFkGZgEColCI37/+zDkS18amFDq8NQKQgpCdeh23lICEpCABCQgAQnUl4CGgPryH+h3VxAa6D2g/s/vGFj/NrAGEpBA/Qg4BtaO/ftrrBE6p07tuuHQPfYIw3NSyNWuNt6pEQjkE4VallsuzHfjjSE0NTVCFft9HRSEFIT6fSf3ASUgAQlIQAISkEAuAQ0B9ol6ElAQqid97w0Bx0D7gQQkMJAJOAbWpvXbX3ghfLjllt1uNvy448LQnXaqTQW8S8MSmHbYYWHmJZd07xuHHhqGfu97DVvn/lQxBSEFof7Un30WCUhAAhKQgAQkUBQBDQFFYfKgKhFQEKoSWC9bNAHHwKJReaAEJNAPCTgG1qZRZ5xySph+8sndbjbvlVeG1jXXrE0FvEvDEmh/6aXw4RZbzFW/0XfcEZqXXLJh691fKqYgpCDUX/qyzyEBCUhAAhKQgASKJqAhoGhUHlgFAgpCVYDqJUsi4BhYEi4PloAE+hkBx8DaNOgHG20UOt58s+tmLcsuG+a7+eba3Ny7NDyBGaeeGqb/9rfd6jl0t93C8F/8ouHr3tcrqCCkINTX+7D1l4AEJCABCUhAAiUT0BBQMjJPqCCB/iYIzewIYcLkprDiyM4worWCoLxU1Qg4BlYNrReWgAT6AAHHwOo30ux//CNM3X//bjcabkqw6oPvQ3fonDkzTinY8dpr3Wo96uKLw6BPfaoPPUnfq6qCkIJQ3+u11lgCEpCABCQgAQmUSUBDQJkAPb0sAv1NEDrj5Zbw+xebw/GrtIevLBqpQ5aGJ+AY2PBNZAUlIIEqEnAMrCLcTy49de+9w+ybbup2o9F33hmaF1+8+jf3Dn2GwKzLLw8f/fSn3eo77PvfD/McckifeYa+WFEFIQWhvthvrbMEJCABCUhAAhIoi4CGgLLweXKZBPqTIPTGzKaw+Z2t4eXpTWHHxTvC6Wu2hZFGCZXZQ6p/umNg9Rl7BwlIoHEJOAZWt23annkmTN566243GbLDDmHEiSdW98ZevU8SmLLzzmHOffd11X3QZpuFUeec0yefpa9UWkFIQaiv9FXrKQEJSEACEpCABCpGQENAxVB6oQwE+osg1N4ZAtFBRzzVEma0hzB6UGe4bP228Jkx0S8sDU3AMbChm8fKSUACVSbgGFhdwNNPOinM+OMfu91k1F/+EgZ95jPVvbFX75MEpkV7Bs08//yuujctsECY//77++Sz9JVKKwgpCPWVvmo9JSABCUhAAhKQQMUIaAioGEovlIFAfxGE3p3VFHZ+oDXcOakpjGgJ4aNIFNp6kY5wVSQKWRqbgGNgY7ePtZOABKpLwDGwenw7pkwJkzfZJPBnUlpXWinMG+0pZJFAPgKIQYhC6TL6P/8JzQsvLLAqEVAQUhCqUtfyshKQgAQkIAEJSKBxCVTKEPDOO++E2267LdwU5Uh/+umn4wceP3582HjjjcPnPve5sPTSS4fm5ua8IObMmRP+8Ic/hMuj3Nm9ldVXXz2cccYZvR3m7/sIgUoJQrNmzQrPPvtsuOOOO8Ktt94a3n777dDa2hpWigwvm266adh8883DApGXZUtLpNZUoVz2enPY9cHWMGpQCBet2xa+9VBreH92CNdvOCdsvqBRQlVAXrFLVmoM5DoPPPBA3P8ef/zxMGPGjDBs2LDAmMUY+KloU+iFFloob707OzvDhx9+GPffm2++OUyYMCEwLi611FLxuZ///OfjvxcaQ7nolMjg+Oijj4bbb7893Belm/nggw/CoEGDwrLLLhv3/w033DAeh3t6B6ZPnx6/R9ddd114+OGH4/cIQ8naa68dtt1227DOOuuEUaNGhaamprL4c59HHnkk/POf/wz33ntvzGrMmDFho402CltttVVYeeWV4/vmK+2R3WLixInh+uuvD//+97/Da59swL3eeuvF7/pnIq973vVKlHLatND9Z8+eHU4//fRw2WWXhYUjA98fo8iBRRZZpBLVja9xf+RJfsQRR8TtnvVb+eqrr4Y99tgjbpcjjzwybpNKlcmTJ4dDDz00PPfcc+Hggw/u9dozo43Wn4lSbl199dXxs9Gvhw4dGvcV3gv65PDhwytVvQF5nUqNgQMBHtHAb0bpYe//oCk8PrkpjIrSwq4zuiOsPDKEMYM7Q3PO0Djj1FPD9N/+thua4dE7NTR6vzKXzvbQNGdqaJr5Tgiz3g3NM94JnUNGRz8Lhs55Fg2drVFlmqPJiKVPEpgT7S01Zffdu9V91AUXhEHRN9xSHQIKQgpC1elZXlUCEpCABCQgAQk0MIFKGAIwQp522mmxETO3YDgcO3Zs+Na3vlXQ8IMo8Ktf/So2ZPZWFIR6I9S3fl8JQQij5aWXXhouvvjigLExX8EQ/v1oY16MxZUWhWZ2hLDZnYPCwx82hWNXbg/7LNMeDnyiNZz/SnPYbMGOcPF6bWFebTMN2zHLHQPb2tpiIedvf/tbbLjOV+hziBz77LNPWHPNNec65KWXXgq/jYyGjKUdHVGHyikIB9/73vdiAzhCZ7ogJj311FPhL1EKorvuuivv/RmHl1xyybB7ZGT64he/mPeYd999N/z5z38ON954Y8AIn69OfByWAAAgAElEQVQgKu25555hlVVWydyevKOnRkbSW265JSDk5hYEp6997WtxXfMZaRCCzon2U3jjjTfmOhfOa6yxRvjOd76Tl3Oxla5Emxa6152Rse/444+PhY1FF120ooIQ4hgCDv0w67fyvffeC8cee2wsKlIqKQghhjFW08/ok70JQgiHF0SG0EsuuSQWp3ILgucWW2wRi1f0b0s2AuWOgdnu2jfPuvC15nDicy3hmalNIe3qsVnk+PHj5dpiB5DWT0ShjshJ4IPIKSoa1LsetmnkyDBf9L1onm++TACaZr8fmt/+d2ie/GQkCL0dQmf6exHVaciY0DlqhdC+0GcicWiJTPfwpPoS6Ii+bXG/SZXhRx8dhn7zm/WtWD++u4KQglA/7t4+mgQkIAEJSEACEshPoFxDAF6+v4hSG+CxjXFmp512CptE6TEwWmKkPPfcc8OkSZNiD95jjjkmrL/++nNVBEPkQQcdFJ5//vmwzTbbhF122aVgcw0ZMiQstthiNmc/IVAJQYioNAysGLHxtN91113DaqutFjDq/iNKy0IUAr9DFDr55JNjr/xKlivfaA7fjKKDVhrZGa6MUsQtPU9nuOWd5rB7FCXUFlmMzlqrLWy36NxG/krWwWtlJ1DuGEgkzVFHHRWIkmScQ8wgWmX++ecPb775Ztz/iBqijBs3LhwdGXaWWWaZrgpj9P7hD38YR1Yi7nzlK18JX/jCF8K8884bCzxXXnllHKlD1AuRH7ljKMICY/CDDz4Yi52InkR0LLHEErFAShQNYimlp3GY8RkxiAic5ZdfPhbxqef7778fG/H/E6WsoX6f/exnw2GHHRZGRobNUguCAO8q7yzC1wYbbBDzQhhBxMDwzzcF4wyiDu9yuuA0gFgxbdq0OPpqv/32i4U23nVYXXHFFfHv8nEupa7ltmmhe9EffvCDH8T9glJJQQgxiH7Ad5eSRRAiKu38KF0RP/ydUklB6Nprrw2nnHJKV/v1Jgghcp533nmxcLj44ovHon7SJ//+978HxDX6Ee/Lj3/8YyOFSunkqWPLHQMz3rbPnXb2xJZweLRP4JSPX41uBQ1oxWgOcGHkALJy9Cdl+q9/HWZE0YDpMvzww8PQaGzLUpqmvxZaJ14Ymqa/GglBPUceEy3UvuSXQ8d8a4TQlD86P0sdPKc2BD6I5hAd0dopKUMjR4zhP/tZbW4+AO+iIJRREGLCsdZaa3V1mVVXXTVcc8018Qe7t8KE8sILL4wnwCwGKQcccEA48cQTezu1pr//6U9/Gn7/+9/H98znxVTLypAK4OWXX45Dpu++++5unrQYX0hF8PWvfz2exM8zzzy1rFpR92JiibGHEHm83JgEW8ojwMIKr0IWmyziWMDQT0gpwWLo05/+dNhxxx27Fqblpngor7b942wW7qS3YFHzu9/9rqSHSo+Z3/72t2OP+mLKvvvuG3tDUkixweK31oUFGQuxatXB8aHWLer9JPAxgXIMARjhzjzzzHDRRRfFAhDe73xz0mmN+EZhPCQFzQorrBB7huemd+F3e+21V2wkwqC15ZZb2jwDhEC5ghDGwG984xtx2ijEINIv5c4vMRwSfUF/pZ9haC63kDaGyCDSwm1/76DwZOQtfNDy7eFnK7SHQZHthd/teN+gcNM7TeFri3WE36zWHkYP6gxDot/lppQpty6eXx6BcsZAhMbf/OY38TwcgeRHP/pRbJxOj4HMb/7617/GETyILQjerIOSSB/Ww4yLGCQwan/5y1/u9kDM7THKI8wwNrI2Ta/zuDdiDvfcfvvtY8Eh17hBKruf//zncVo6UnlyvxEjRnTdh2iQAw88ML7GuuuuG0dspu+BsMTYzHEI/2eddVY8npdaSPlFPaZOnRq23nrrmFf6PohbPOtDDz0UC7eIB0nkB+fsv//+sWCE2MY7zbMkhbEAFoi+tMs3I2/q7373u3NFVPVW50q0ab57cN3/+7//i4U11mPUtxKCEP3rhRdeiNck6SjdLIIQoiTOGbBmvKSUKwhh86H/MA7Tb5KCoNeTIITAuvPOO8eRQaRLJKoo3VdYA9PWXJc+yfOT2tBSOoFyxsDS79Y3z3juo6aw9T2t4dUZPafL3H2pjtgJpD2y2X0YpftMF/aAITqoqUA6zJ7INM3+ILS8dH5onvp88QAHjQhzlt8ndA5fuvhzijyyacabYdCEY+Oj2xfcKLSP3bmoM1smXhRa3r07PnbOqkeEzmG1twc2v/ufSFj7W/XqQEq/KJ1f8/sPhQ4itQbNWxSb9EGkjCN1XFJaI+eJeaMoZEt1CCgIVUgQYmJ71VVXFbWQ5+POpJePe1IUhPJ3cBYPTMDJA0yYPAb/QoUweyZPTJgRhhqpYDD6WaRsM2lDvGByZ8lOgIUFiyG8r1955ZWCF2KAQzAkXzNeg5byCODZicFpxRVXLCq9UfpuCkKF2Ts+lNcvPVsCWQmUYwjAQHl45O3Ifhns1YIDTdrISJ0wKjFm4vm94IILxsbT3PkJxkrmgBQ82Z0fZG3NvndeuYIQaaN22GGH+MGJFsAInK8wL8bIjLMMKYhKKXMicee1yAj0biT+vDOrKbweZS7iv9lH4L/R3+97vzksEO0dcPUGbWG1Uf/z2r33/aaw5d2DwuBIBNpoTEdYbGhnWGhICMsM7wzzRynklhgW/Rltk7JI9O9DdeAtpUkqemw5YyCRO4xdzMOJymE8zE3pRmUROhBqcOzDWQtxhTUbazqcfhDOiZZBLOHf04UxFMM3kUJECbEeTEdJJn2beSm/y2fYwHjOOMw+bYgpROkkad+SNfljjz0WcO785S9/mddp78UXX4zTuHE+aeO++tWvltQOCBfsncO3gGuccMIJczk4IR7ccMMN4aSTTorFMwQjIqYoiagFMyKHEHZzWTOe4HCFkwFrHyKqSo1kKrdN80GhDREueH4cIthLijVBOYIQghL9hjU1Qhh9jPENxwqeoVRBiFRx9F9EIdKwcV1KOYIQdUEA49npX7QXjsO0D3/vSRCinzCnICqYeQN7BeUW6pwIqDit0T8tpRMoZwws5m58Q1+c1hQ+jCJrXor+TMq46Fs4X/QtXDb6E0eKRi7nTGwOP5nQGma091xLnD5e/sLsMPT4o8LMyJkyXYZHkaRDc6Iei33m1pf/Gprf+ziNYymlc56lwpwVfxilrZsTmqdNjP6cFToHR/sNzROJRM3d04+Wcl0FocK0mic9EFpeuyaKzGoJbRH7zsHzl4I2PnZa5JQx809/6jqPVIPzR2NoJUpHNE19NNr/6uYokn1MNAf9xhLtYUQvXeH5SBC9+s3m+LjtF2uP57L9qSgIVUgQolOQwxVv0d4KodJMJPF2T4qCUH5qbNKMhxPej3gUkSqABS8TPSa5ePGQDgDuTLBIF0COaSIKKrWpZm/tWczvkygHJqsKQsUQ6/kYPLjwtCJyDa9YPLOJEuPvLDxIvYDXISIiBU87/psNvi3ZCbBhLYsbFu7F7HeRvpOCUGHujg/Z+6RnSqAcAuUYAvD6JbUMHuzMTfbee++8VcGQiac3YhGe58xf0gXPeeYweAwzP8hnUC3nGT23cQmUKwg9++yzsXGa0pPhEuMzEfYYYjFOFlPYNProZ1rDK5HogxFoVvQzs6Pp47/nZID70XId4Vcrt4WWlPMwUUT7PNoa/hLtJZQu87SEWCQa1tIZ/4kYNH5EZ/jjmu1h4SE9p4Eppt4eUxqBcsZAzsVRiJSZrNW22267gjfnOObk6dSF7BmEaMFaDoM20UP5ovn/+9//xg5/FKKBNt988677IAghAGy00UZdwnq+SpA+EaGFKCCcxDD6UxAAiDpiPCdyiTVmvjogQCB8YThhLM8VrnqjTnQSjoEIsxj3Ebny7edFilG+Ja+//nosBiEKIQoQ/cI7nAhTpK7LVw455JA4lRhp+0jlR+q9Ukq5bZrvXkTwwDi5NpkGaI9yBCFSrdJ3khRxCGBw4xuLk0YpghCC4XHHHRd/f1nnEGlGFpeexlXWQGeffXZ8DNFe+cR4vuuIkEmKP9qGvxOhRulJEELkwr6BYElkFQ4l+QrZUbCRECma1LmU9vbY8iLFe+L3QiT+XPhqc7giSqv6URRwhjA0rf1/H8nh0TcQIQgjM5G0uyzZEZaLxKFGLMc+2xKOeib6eBdRHln0sbDwN7bpdmRL5Kg93yciaxGX6HZI00cvhkHPnBKlietFjSpw4Y4x64WmGW+FplmkIGsPnc2D46ih9rG7RNEr3R0Qiq2bglBhUkkUVOeQBTILQjMjO+60KD1quoyJviPRB7zYJip43NNRRPtuUUrjCVOa4vnnIePbo/2v2uP5aL7y3uym8O2HW2IBif2xdl+6PRwX7ZfZm4hUdkVreAEFoQoIQnglYYBmgogo0VvKsn/961/x5IHjTRlXuLeTD5nJMIyYeDORwsNs6NChc53EJB3vSPIyU8j9jCcSETmNUDT4Vq4V6BcsDPGMYtKO1998BTYnJIII8Yg+xEa2LEbxzLNkI6AgVJ20dY4P2fqjZ0mgXALlGEOLuTdGRIxCpEwaM2ZMN8/05PzEUIqRkLQvGCYxkOItjjjE/AcHmHQapmLu7TGNT6BcQYg0rttuu22cIor9pzC65s57MUBiLMTQvNlmm8V7kBRT/hTtF3DwhJYw/RMbDJ6Uo1o/FnEQcFaOooFWj37YM4i9A0bm8bCcGZ374IdNYeL0pvBY5JH5bLQQ5+8zIsPYpGiRPe3jrExhweja1204J6w5b2Maw4rh1VePqfYYmHAh8gaDOxGSRDxg4L7uuuviaH+MEUQNET1UqNC/iQJhz52f/OQnJeNO7sWYioEdAYGS/DuCPO8Ga4VqFKL5WKciXuHExjq1UGGti6MBKcD4PowePbqoKiFsECWCgJaOxCrq5AwH5WvT3MswRtFeCFqs3UhbiTBXriBEv8UuwNiHQ+7novRU9CNEoVIEoXSqPb61iGiMob0J7aTORkSiFBJjfh3toYI4RxpCBFMEMCLA+HdKb3sI9dYksE2ETfoT/cpSOoFKjoF8856JoglOe6klXPxaczfnCdKljoq+k/xJtBCRCulCdM03lugI+45rDytG39ihxekvpT9wCWfwPHyzj3y6JY6QKKa8dMPeYeiN13U7dES0LcaQT6KZi7lG+pjWF84KzR88Xvi0liGhs3V49PtPxLbOttA0e3Kvt+kYsWxoW/67IbT+L31oryd9coCCUA/N8UlavHIEoVnRmumjKGI4XeZ/8snQFH2nsxbet2ejd/Nr97XGEXtJ4b07cdX2sFck9OSKQohBez3cGm58u3uqxAMjAenIFdsDDk79oSgIVUAQIv0baT6Y7JEGrlDKhqTD4MGBgQCvpj/84Q/xPxsh1P11IncuufjxImIizKQrmZwVevGIvGJSxjkUUvghvDVC0eBbuVZgIYknLMLO36J8ooW85LgjCwU8yBAHMajhzZWbn7xyNev/V1IQUhDq/73cJxxIBCppCMjHDc9oDEz8udpqq8WGoFzPciLGMRJioGS/CLzm2SeCFEMci9MREbDsn9FIkc8DqZ9U61nLFYSoF04xrEEQDDEK0k+WWGKJeI8OnNXYaB5DPHNpIhR6MrqnnxOP5lMjo9avIs9gIoK+tEhHOGHVtrB45JNVjqGK/YUeiqKPfvR4a3g88tDEQHZUFF2019Id8R5DltoSqPYYyNMg5BABRCQDhnsidEgdRjYHfgql00yTSFLDIZwna+diSSGUEKVJtCYZAxDex44dG78jpJkjjSLGeq5LOjoi73h3EFF5r4hqIuIEUT9rIV1eYh8gZV0iSOW7HiIZkSXpaKre7kuKuZtvvjkW2IgqIa0c4ku1HCMLtWm6nmRx+FOU9oe1GuIW4w8RS5UQhBC6n3jiiTjtXvqbWqogRHQba0q+0TgQskYkCqsSghB7RlG35ZZbrivyt1KCEG3Mu0P2CxyRiYxinmApnUClxkD21znj5eZw3n9bwntRitV0WSZynNg5EnvWmu9joWefR1vi1Kv5ygKRg8QekXF672U6wpJRatVqlTdnhvB6lPqVKAkcO9JOHUQz3Rd9p694vTlc+1Zzr3sHJXXc88mrw7F/2q9blVsjkX3eaOzNVNpnhEFP/Trek6ZQ6Zh/7dC++DZR5M/HTuBEAw16roh9iqNIobalvx46FijsiFDongpChVuzIhFCUcrMadH+q+kyOoqubS7SOSJf7V6ZHsIuDw4KD0T9Orcw9zw82gPzB5EYm0T+kCbuoMgp6oa3809Mj1qpPY4u6g9FQagCghALfNIoMdHEUwOvl0IFr08moSz0CTcm9RKlJ0EILyHCxJnoMQGgMKHdcMMN4wgJctfnhp0jjpBfmAkbBnE8q5LwZia5TBAx7uJJxPn5Cp6G5K+lMKnLV5iAkheXPTAQYljc9la3Yl4cIjvY4JPnxfOHyXtvkVdcF0Z4j1HfdFsQqs/GztRx2WWXjSfa+QqGGCaELAJYvORLAcOkkQnYPffcExtxKEx0SWGAYSddTzzPmADTHrQFLxwTfPjnuz79gnQCLOBzeZJKgUllvkIKEDy1WOgjnuEBxwKHf6eOLLaIttptt9268kkjllx22WXxRL3QMfnuRR+mr/Ns5G+m75F3Gy9V0vXly1ed5k+fpb9TPwQa6oaQhwDYW65r+hs5xnnnMJwR8dPbflFMvpnYwx8PRBaiSUm48d/0CfpGvsICCw9vSjrVIwxZ2PF+8ly0NeknEKBYCNAP8QzbaaedYuEqd2FWifc0Xd/nn38+bnPeA9IpsBBZa6214j0GCqXLS/o8nmaMFdSX9w0DEjxYVPIssGbhxHH0ccax3ril61aNlHHl8k/XjyhD0j8Rgcb7wLPzztAvMbbxvibtzwI0Xyl1rC51fCCFCGNPbvvS91gI5oueTOrJ2Mw7d8stt8SLXQrPyN5ajFvuW5K3Sf3Hfk6gUoaAXExEsBINztiBgwvvJt+RNdZYo9uhfAOYs1A4BsMlRsrcwreD7zvzmEIRsf28qfrl41VCECKijLGdeSNzJJxl+EYTYcZ+I8y/ML7jpc88tZSUhLOjrvjnyLj102hRTNkj2jD65yu1xXnXs5apkdC08wOt4bZ3m2ND1MWfagubLKAYlJVnuedVawxM6sV4xn4oCC/0ySQ1HGMdadOYPxeTOgwRgT7OvCWZjxf77AjspF7jXUina2OOzrhMtAdzWgQhUniyXmatw+9JH8f7xLhLhA9r5yzl1ltvjSOTKBjyC629+T1rrCSKivVEes+kfPdGbGI+SZoxxoNlllkm3qMIYbgapVCb5qbaI+UZQgX/zvoImwdMKyEIFXquUgUh1oRE8bAHFn/nW1tMKk76B995CiJXsdknKiEIsQ5l/Y4dgjTpOL9iMyHKzVI6gUqMgaSh2vXB1vBcZETmu7l2JPw8GTk84ExBtM+567SFNaIIWEQgjkUQeiMSY9IFo/QqUdTtw1FUbRKJe8G6bWGlKAK3kmVK9A0+Okr/9s9I6PkosmeT6nV49Infb1xHLES9HEVPHP9cS7j13aZI2GqaK5KpUF0Gtc8JE07ePIx87eVuh4yMUvwP/iRFZ8nPMfv9KF3c7z9J95b/7PZI0GmPhJ0QCTyUpumvhkFPnlDUrdoX+VxoX+LL8X43pZSqCELRPkctb94YRUM9FjrmXyu0L7Z1JIS9FVreviM0xfsftcWp7jrmXzd0jIr2Su+hzk0Rt+b37g1NU18MTXOmhM6hC4aO+daIzl07NE96MLRO/Fv8uHNWPSJ0Dls076M3TXs1NH/4aGie/Ex0748VTlLsdY4YF9evc+giUR3+J5Y0f/hEvHdQ05woOqstUl+i+nUOiZwooj/bF/pM6Fjo46jcrjL7w6gu0X5DU56OKjI16ohDQ8c8S8bXnnnL4+Gjnxzc7fDRka29ObJ/Zy3sa/n1+1vD29FemPkK0T5J+rgpbf9LE0f643xlw/k7w22fiUL9+kFREKqAIES0DxMDFuqIIUwsCxkMmeQRMo2YwwQZozYlVxBi0ozwwAaH11wTbcxVoGDwZbKFaJI2NmPcxDjPZAWDNZObQh5VeK8yyc3dDLk3QYhrk8uZqKh8ghE5j7kGk/Dca/f07mBwZmJzXrQZHRNwro+gVUyhTskkGu8rPHIxsiDw4DmJgYa2SRv109dlcoU4gUGYiTsT2KSweGGhQJuwyM5XWKjgrYnxH68yxBY8tPKV9PWZXDMhwUup0EKHtoYLEWa5PGHFIgvPO67LcRj6cwsLEPodhdDyu+++u+Ax48eP75ZHm0knIgERcQgD+QriDHv7YLhKp7dJ80fYSqJ1EsMXfZeFA8Jab4X+jLDDNRAsEVvy5eFOrsN7RPoFcudj4CfHeXJ8wo1j6ROF3ttC7wJ9lf5Nv+AdRHSBT77+Qf+j7mkP70q8p4wVLHLhTv/JV+CL0ZH3NRlzkuOSPo+3Hc956aWXxqkdksLxbL7LIiZf6Ylb+vhqCELl8qd+GNBINYn3KSk/04U+jEcnHvqIZfn6STljdbHjA0ZDRHL6fZJmNLee9O1EKE3/jveWdwtRlDEmX0GURVCmD/f0LvX2bvp7CfQ1ApUwBOSOczjjpAtOIHwX2NMhtzz44INdef8x2mMww1EHgx5zDhyMcFYgBRDli1/8YjzXLMWo39faZCDVtxKCEN8wDMJExfOTWzASkq4IgyeGy3z7o/TEHOPWb19oCSdEBiKie74ZeTkTKVSqKMSaGo/k7z3SGudiXyyKNDpn7baw+YJzC6ADqQ/U+1krPQbmPg9OiMxNiQ5iXcEajXkwDj2lCANE+CCwU5i3FlsShzScFxljmSszvlLSdWAPUhyiEFWSNJ2Ms4zDOJQx3+R8xnKi8EqdKzGHZr1NYT63wgorFHyEdDoy5olJfXNP4PuQmwISwYtUZNV08inUpun6sY5mDc3cn/UH69Jc5sUIgcW2c3JcsYIQ4ybOrKeddlosBuIIhw2HUowgVGq9kuOzCkL0Vd4d+me6MPdnfC9WkMpa7/58XjljIGmo/j2pOez2YEt4JzI0LxFF9JywSnscIfTDKAoWkefy9T9Oh3rKiy3h18/3LDycsnpbIELokCc/jiBaKNpX7/x128MmYzriVHPllkIpsLgu+xmRDhZBKEkVm9wP0WjBqC6Doj8RsnKN5DznufeeFDa96Hfdqjg0cqocHonT2UpnJO68FlqfPzNKAfdhwUv0H0Fodmj576WhJRJy2hfcIBJeosjCVyIH9ihKKrd0jFk/tC/11ShVXk66u86O0BQJLK0TL46YfdD9tEiY7xjzqUjIWTQSbj7eS3JuQShiPvPd6PdXx8JUwRKJN21LbBc6onomwlTzpPtD60vn5z0Fcat98U+yNrXPisSqe0Lr61Fawejvc5WonjOeGBI+PLp7VNnoyFGjeamlsnWl6Czmr7tFoi0Rb7npGpOL0o+Pj97fG6I5am6auPSN2e/ywvXawsZjKivWZn64Mk9UEKqQIIShnY39MATj8cSCPrcQ/YHYwAQOoz7G2SQiIlcQQtjgGggYNBICEuHqHM+kACM3HvsIMQgvSXRScs/E0Iz3KdEbRC0wWWASywQMj9U77rgjEFGAYIKxkzqkO0RPghDXxciORxITZgwd5F0mnB7jP2LEAw88EHuuMDkjqqPYyUriMUukDJM0vOHLndhWQhAieoBnhjnCBT8sICiErWN0ZdGAKIQXG32Cfydigwkc0QOk7CDigkU5olGSMoB8x1z7vvvui3myOSo8aW8mKkSgPRnlzqSw6SmTbASOpCTCBostFikINohDCGJMevF+oj0wXhPJQ6QB1yt0DG3GIiPtbUS/pY6kRqQt8TRNonPoR3i/vf/++/FzM8GmzyYllz8LNPjhLZ1EnSQLvd7GNEQpDNfci/sjtOAdxd97ipDId91KCkK8nzwXPxjtWMAR4UZ0TfIuMHHHSzJ5FyrxnuINyLtK5AhjDOIFUR/0D8Yj3qNE+CNqDhEtHWmWCELUm/eNtkKAZZyg//Jv7DvAO43whWiCSJSMcfSVQpudpplXWxDKwp/68a4y9hFRxXPRr/kTkZ+2Q/Div+njlFwBrJyxupjxIVkEshDk7/Rz3i08PxHxWJjz7iVRkXiTpsdLxg4iA+lr/DtjSxIJR1tyLn/yHYEFjgQWCQwUAuUYAvIxYs6WdiThGOYJGOlwRkBcTxcM+ER38G4j2pKuJndijiEVgyrvOoU5pqlh+kcPrYQgxPyStEz0Zb77zMf5E4cbvlvMAZiL0wdZe4wbN65keOn0cRiCSH1Tqij0RiQGHfREa7wPwUJDIpFptbbwpUU74k16LfUjUOkxMP0kzBuZu5BNgPUP49j6668fH1ILQYi5DXNe5rlE+TBfJWI+Kek6sHZiHsSamXUac2mc75gTM4fmHWO+R7QO0TeFMgoUaslqCELUCafJdKHeCFt8b3qLLMrS63pq0+R6iGgILER/8a1iPYmYlqXdS61jMYIQa2HW2wh0rJsQ+b7whS90OTI2oiDEmoT65jpyMt6z5mPdZoRQqb3l4+PLGQPveb857BtF+xD1s/mCneHQ8R8bibe+Z1C4/b1ov5LFOsJfouig30VOFcd8kn61p1puukBn+Ge0n95dk4jSaY2jdIgQOm3N9rDh/OU5T0yOghlwyPh7kXsBJfVE5OI5dli8I4yOsrKdPbE5FsG4HoV0eDtNfTJsu88X53q0+aI5ccsnAnyprUMkS8vbt8URPyESOgqVzIJQ85DQNnanWCQptVQnQuh/glDnPItHUTYzQlP79CiyZ9XQOTiKtOmcE5o/mvhxtFDEo2P0GlH9d4n2QPp4bKU0f/BIaP1v5Pg956PonNGhc9QK0Z/R3tkdMz8+N2LJvycp+OYShNo+Cq0vnheapzwbXawlsM9SXJfmyIMnuj/nNU+O7JFRtFJobg1ty+0dOuZdMW9J0bQAACAASURBVL5304zXQ/P7j0W/fyKqY3Sf1nkittH3vmVYHNHUOTKKaiIK6q2bo0iomz+OeIoilzq5R1Sn0BFF5Ebp/pqnPhtmPvBG+ODEB7s1y3yR/a8lsoGUUyZFQu0hE1rDRdH+Xm0ZtRzex5NXbw+bRpHt/aUoCFVIECLqAaMp3p6FUpyxMMNQjJEWDyUma0w+KbmCEJM8/o1FHJ7rhDEjIuDpj4GfRSSeLRiCMQSyRw2Tr6QkhmaM7XgDsgDE4J4YzTkH4wJ1RSxi8YhHUnozzUKCEPfHUwuRJ6k790cMokMxEWQCjSiQpJxD/CIKqRiPKtIZIZQw8UZcYDFbzHk9vZTlCkK0GcZ0PMyo26mnnhqnfksECIzyiAt48MOWSRup55LS0x5CtCWpPBCcaF/aHeEF0YD/ZsGCgMO18RTm37g+/SI30oW2ZqKLUZg0UvQZ/pvFGJNF+gOCE21I+xQ6hjRjGKoQBShMRFlgcD6LIDzW+DMRNPk97UY0BX/SzzBEJ79P8yfqgjRcRDPQ7/C64xmLzc0NXwxuSd+CB9dh4cM7iMiF2JS7T0O+/lFJQYjn4hngSj1Y/MCZiSbRFzCjrul3oRLvKakn8LxLBAG4IGAwtrDQQaQk6ow6cAziGWNH0nfTUXH0H4yNCAj8nn7NvyUpihptD6F0hFAW/gjrvAMs/jDUEu3JnxgOYJduuySaLVcQKnespl/2ND6w+ObdZTxkDKJ9Fl988biOfB949xD3GTMQtRB86Wu0H89Au+OFS9/ku8P4lUQYwo8xDVEVwwmGGoRtiwQGCoFyDAH5GKXTyODcctttt8URiP/P3lmA21FdbXhdS0KcECxYsAAheHD34k6REn6gOMWKBQqFUqA4LcWLFy8uRVokeLAiQRMCBJdAXK796903k8ydzJyZc2bOvUfWep77RO7Inm/v2bP3+tb6Fu8i5DrBN35SiLUFxC7fCoh1b00YvDbztLemYA73pIeqpZ8q9TnTEkJ8u5j7GUMECaAYwJ/eOGI88s1izcg6i3Ur36wkEsxBzMkUQmLmKI16ZlO97YItcu1qyTKFgjJx96zdJhNnZFDnj+ys50DviVi7IGHN2gIyiMxGglk89YBiE0IEObHeRn6bfQ/7dNY6fqe5vw20m70Pc3SQSGF+5jpk3mBci/cuHysGIURgHOt0DFk89vHgzrodkgDfQZK9UNLniOtT7zoErNL3BEPwp588y7ffk7bNOy4JIQRmzIn06Q477OD2UP5vbykSQoxB1vgEGrKeYF5H8YP3l/U+AccEjJrlj0Chc+BnU2tk+5fq5RPNqNl6wVa53n0PW10mT++Huzi5uKtXbZKdNPDhAC1MH1WLxN9iMhQm7qDSweqs/knl2g5SAodMhWV7tMoj6zXJQCVfCrV/ay2UA96ol58Tqlz1VvLnsCWb5SCt77dwt9bZNf54rvHaNuoMYT3qNXPo97+TxkDJjB46/3QrcEzW/fCC1I17MDQ7Jvj8hRNCDY6waBqwtQiERB5WbEJIJ3FH9DQtsY+SKZpNWqdpY2T/qPxbnWbWkI3jpNhU7q55gU2cdFvNjB+k/uOrlbT5zsnANS35mzY5OKT0Wpvbn6u+QSxICNX+8KISSne741sW3ESx+ZUjdFwWEKSckjZ1EHXj7nWETvOCG2um0h7tkMtVQ8jJ+X10hZJdkx2R1Lz4nkoG9Z3VRr1+sxJXkz6W5ocuk/FntfdH9NHgp3oNeEhrHil0m5JCUZlCUfcgMyjLjL20z5LV+UYIZUQIQazgiIVEIboImTecdp7hlCeCn+g8nNdkORCtHUUIIYPFMZACOOzCaquwMEB+juyPoAya39HMNYggZKEbNOplICPB4gInu9/JEEUIkV3EwoMoFRyURJWHZWaw6CNNnJoVODRxXLMpiDN/JgE4QJSktbSEkB9PNgIQQl60k9c2joHYIeWcLAMWmZ6MXy6HLwtPSAz6kwwudIHD8MR5DYkIsUiUPwSflyXkJzaIcgqTGaRttBtDxg7SKGjeMWwgcEB5GUAQgGyE6D8W+mFjiWuxQIX0hISAdMDZjvnxxzENQcEzpzEW88guIEvAQtlvtB/HN/cHK/okLHIqS0KIyRTnO4RekMCk77xCpf53Ie17yntLlhUkHPMJWWhhcwVOJ6TtiET38GeMYn5CyJOy9Gef+XEtZUIoX/whuXgH2DAzPyfpO2+M+6UF087VXDPX/IC0IxGgOPnYjIf1L+MfogjSmP4lYxRS1E+YMT74pgSjwzmGCF4kqcgw5H5ZOhDSvON2riFQbAQKdQQkbRdzNAQt3xqCZfjGs7bK1yHPd445nPeU7FOuaVb+CKQhhAhS4PvFOh4ykXk8qqYizmii9PlWeHVFC0GP7KCbv6iVEzXCksSeq9TZtYdGDcfZtRpR/Lu366Wf+iVu1WjpLRaIPyfumvb7bBDIeg5kziP7AiKAvQBrLQLY/BkYtJwApWLUEGKMs7Y++eSTnUwda0PW3xA4QaeHn5yANGItxv42ypDmQl2B9RjyyhjZQmTChBn7DvZO7LOLWUPIuzdEx9lnnz1bUo8gAm8flrSdYc+RtE85lyBTsCfYAXIG9RS/hHhnE0LMm+wd8UkQPMffg9/jUiSEwvqFoBPILMY7hmR91P48m9miMq9SyByIpNq+WgvvMSVZBmvGAPJR/lo/XR9sq2fzx+WbZVOVRd1PparGqQRcEpuxU1u9Fvc+aebRPnqf9/VPgjBu0/tQ66QQQ67ujA806yMBp7SzkljnqHTWMkpExdkMVQuarP5Nv9WrL7RPjpIXua4JaVD/iRIbM9vI7rkMckKzUzxr1gyf5sV28dUQ+lLrDvmk6yA/NDNFGY3w69VpptDiu2vtGpV19l03ZxunfSMN753jDmmef31pHrh3HEzu9x5Zwt/nys7ROj2eZJzUaPD2otsr4aK+Gl+dHs5zxM9HV7o/W/qupMTPfkoezaPZVCNU6k1lg/Uxk5wb1ob60ddphs/7joyaOURr3qk03Fym9X7qx1yvxM1oRzjxHH7LRQjVj73dycVBwM3kvLDrK/HU/OgV8svR7eUH+6jiUr2q8WRhkEJky/H+JnkfuGelycT5cTRCKENCiA8yZBCLUbIr2Ph7RkQHKck49khFZyGCRRFCRHzjREZnGZmpMMtFcvgdzTgsyVqIquPDIp0CmkTwQMZ4FkUI4UDG6c+ijgVxVPu4DhktZI2QaUKkbJQOsv/5CpWWyjVBpCWEWGTjQKe2Cs+A0x8yjIhff+2mqDbkcvj664hA3OUiSoh2Y7EPYUQkv1eg2k9sMMbAPGj+YyB1PELAf1wYQYLDgjFC9hskF9GlUUWt2fxBNvEcyDJ4Tis//jikGW+eVnOhEzvZEfQHsoUQIfywqMO57xlRciz4yZogQ80vlcYxWRJC3AdcoxwyOPMgIHDc8H7zvqV9T3lmak5gOIPYdEcZkn8HHXSQ26RB/rJhY5PmJ4SILiNzK0p6r5QJoXzxJwLUm5PZ3IMPUhth5vUdvwtmCKWdq7lm1PzAe0Ob6DMIK5x/UUYmJQQ8UbFkBNHXbOKRaCF7lA0v/Ut2HhkK+corFvqe2nmGQCkjUIgjIN/n4RvKmgFHGRHTOG287Nuk1+K9JmCHOZ91B4EyVkcoKXqle1waQojsAGpHkkEeRzQScETAD/sKajxecsklBYNCwetdX21zxtynmT4Uz44z5G82f6FB1tBj79VziDY2Kw0EspwDGc/s+whsYz9AEBlEDFK0YfMVe2F+4ghNkGJ9yzoH6cOomrjsC1iTsU+BPGfdAyFB0GaYwwNSivURQXQoKqB8wfsRZWF1jJISLdT58vZm1BP1JMPD7sX7CY5k9EGa5bNfIpucYFGyBlk/epJySdsZbE8+fYqvg7azByRoEl9BMMCIPkJBgowmApzIeMU/wVjxyKs0b0ZchhBSzYxJ1scEDIat+8HQI/mQd/f2jrQvSWBrrvYXWkMo19of4o+xDN5Bydo0WFbLuYXMgXdpdsGRGuRAliuZstsv1L7GzzJPNjgCiCybPppBk5QMWkzl2UZvNSeFB2f1I5qZi/MaiasrVmmSX6tkayF29odtsnVJ7MF1muRXSkDFWasGOk1Qwrs5UFu6lypSdFE/Wd6mWSd1Xz2k5MazkTJxLfOtqdklK8y+dGvX/tLaY+Ac4qRpSpusmWeadcL1PJm00Da5mjg7zaqJM4dsimp/sTOEkFBrWu53Kqk2pzyEvy11n98jdd8/52oINQ3+vbQ29NV6Q/dI7Q8vOfm1pkFHKlnTVtYiaN65/P9cGUITVR5/xvdKCPV0knShpvjWj7lRZeU+zI8Q0vO6vKPqUtofzYvsIM1kZkVY09MPyITfHt/ut33Ut16vQdBZWT7ycZUoE+fH0QihDAkhgN1ll13cQojFJ/JDnhHFwe9wJpLS7ZFFUYRQ1GAnwpRFFI5wMoOIBGdTGJUhxEYRAgGHZlQhWRamnvwbiyAvAj2KECLzg+fDcO7nciwSfe7J1vHsSMDFmZ8QIpuCZ0xraQkh7s+iHCc6xiaDSHwcM/Qr5EquZ8tFCBGtiTMfQ94j10tJ1J23iSDbA+cu5ic2qFdDPZWgJSE/wo4hwg6Sin6ECMKh5Y/28t+HyCvGOgQa5CibN8yPPzjh1Iq6Rr59DQGLwxyHGRtACA5PNsGT+eJebCJ5Pj8plAQT2hP1LvgzMCBLePej5A3ZcHr9BZmHPJdHCBX6njIGcPxjjA2/5GMQRzajEHtgBGnHpo3oRT8hxFhkMxE1V5QyIZQv/hB3zGNkzTAmITyjHKxeliOYBgmhqPGadK7m/Kj5gexQr1YIGac4LHLdj771SCD6EqOmCTIpvIPMLcxbOF/YOPLjEYr5vnd2vCFQCQgU4ggo5LnJzoB0Zm5l3k4SHOO/Dw59nD5kCHMu14iapwtpn53TOQikIYQYuwS6sObiW0b2QtSYYE1GcADrw7QZZvd8VSuH/69eC1+3ytMbNMkAdWDF2XSNpu7zSBd3zoiNmmTpBFHHcde032eDQFZzIOthgp5Yf7P+YX9IEAv706j1PgFdrEVZm5DhnIuMYT8IyUTgC+RmmHE9lBDYE0BIeJlJUVKcBJBdd911bm/A/ob9MnuFKAsjhNg3s3cLM95HAjshPKi/yvtKtieZ2KzLogzCgn0Smd60KV8S4re//a0L8AR3MgixpO30tynfPvXPM/mOzrTzkne/OEKI8Un2WiFGkGO+3+7gfbImhLyazvxJoCEKHGb5IVDIHHiOEit/UoJllT6t8m+t+TNfW0LQbDt5VJ1cpnWD8rVjl2mW8zUzx284rrfRmkRvT6iRMzTj6LTl2v8+6T1u0uze41TyleymOFtCpen2W6xFjtP29MzBj0zXd2KK+g381k1J+B7qWyzEahontMmeUTcowqiL07j0ge1q5+S6F8QFBIYoIZHLHJGy/LHS2lXr9cRYsQmhlt6DlNRRWdJAdpDXrNpf3tEsqmvdPxtXOMHV4qn/9GaX3QMR1LjiqdHnTvxAM4xUto1zNUvHycrFWWuTI9Rqpn6tmUGfaK2i/zk888kQqpmqmVuj2saFk4lDii7CZr77pYw/7Yl2v+2j/uB6ra+epY1WucedX1HZx8nR2XtIQB46sEXOW7FJ5sn/lc6yuUW7lhFCGRNCLBZw0LIQRTfZS0PGKUcUDFHpOGY9iyKEWKSyEOMDz+KBaBpSmIlsCbMoQogFIJFUyJxFmT9DBT1dL904ygnu//98RuYDmuqHAzLOcJJzHJGMpVJDyGszMmVEnuGc8cgGfseiG2c82VhsVoj+9TuXcxFCOHnoo5VWWsk5pXMZzmhvw+TPBEpCbBR6jJ8wiOs7/+8hXiA+cEAnJeTyuX7csWymiLAjWw8yi/5iA4a0oyf3lwQT7pOEEOK9JxMvysL6ziOECn1PGQNsLCELmGNybVT82Uj777+/IziZn/z9SwR6ruiyUiaE8sUfCQ/GA7jFEc/+vgsSQmnnasZL1PzgH59x493/e65HNKj3gUeuFGcgcp9EEfqNbxLfB2RSlltuuZyEdD5tsGMNgXJAoBBHgPdcrMeoy0WNPrJ3c0m14NQjg5SAARw2BJMQzEM23zvvvOOyfamxEZSi9e7Feoi5nqhvIpYLdWiVQ59UUxvTEELM58z1OJrJ3ibjNcrxjSOd7zvfL+Z5ZJIKMaifv46pkz+8XydDVCbnlU3aFyOYrHWGqXuAtEa3wMZ5+f80yFjdfL+8cWOirKJC2mfn5I9AmjnQuxv7VdajrDXYD5F1QVBKnPMcgpK1CfMa2W6sRcJITQIhvUBE5tqgwgEEFME9zIucz76D+xN4FWcE/BAYSeYKhA3qBlHEKqQVNeG4PsRCPsZ8f+qpp7r5HtKJNXhYABmEEe3gvUaBg4BOjmMPjewcwW+s78iKjzKCvqgTzBoQRYZCrJA+hRiDkCNoNcpYM7Mn5Fj2yd5+mUx9niutxRFC4AEJmMsYTwTqYQRQeQortI92prEkhBDY4Bfguw/JgyxclMwsfiLGC+9xmrk9zTOV+7mFzIEjfqyV36gM3C/6CYSkgcjx18R7Xn+/ozqak5AvHn5IwT2kmTkb+orVkxUEsQT51Fezjf45tK3+XiH23sQa2U2ze6l9lNQW0mze05WA2m6hVvddZw3wzfQaGflzjXz05QQ5aNjaUjdzervL9dV5qk7XuIUYpEPD+xe4LJJI0zm+RWXimhbTsgQqbRY92WjWlpIX9aOVOGluv/eNOqd5EZVpo25OjBWbEIqToXO1eEa1zZdNSw3TjKkVZ2fttPQdIk3LHhYNn+/cUEJI6wTVzJzosqxqJn+qRNC3jggKs3wIodofXpb6z5LJXc/8YLz8dOYr7W7ZR0uU1IeUP4nrq6jf/6hr1QO1thc1uuKM2l4XDGmWA5doli7690ozI4QyJoRwPJMaj/PV77CndhAZQzj/iRT1LIoQYiHIwgNJNhaRnnnRRhAl1PkYOXKku1dnEUL5FDam/g2kR5yxyYVYwVGN0+Spp55y9VGSGNki1DZi88uGhHR7MpiSEhJxznGi78l6oU3U8yACi6h8fw0b7ovzByezt9jPRQh5clREgkH85bLOJoTITsolc+BvO9F2w4YNc1kNSfGP62Mcb2TGsQCG1IiT3YEEAjPIAuR6iFj06ndxr3InhHBGEgHJ+8GY5H2Jss4mhNjYbLDBBu7d9MtmxvW59+5wXJCM8WdopSGEyNwi4j7KchFCaedq7pmEEGKTS6RpEoOchvDyy1niUMGRwTeDd4F/I/vpGZtexhLSViYnlwRlO6YSECjEEeA9N+8R7wzzEO8bzr6wLEN//R++QUTEs35DXodIcE9Kjv+PmsNxHno1K3B6QgqZlT8CaQghyH0cgaxDCcBhXPhrl/rRYb1KtgaZE6zL+J4UYhSTPvm9OrlqbJ1ujFtcDSGM4tLP/lgjd35ZJy+Nb6t1gKzNWvPOyR7aV51n/9LsostV8uYQjbY0Kw0E0syBPAFrOmTfUHNgz0MmOhkqqAnEGftb5lACJclWRq0iTGKM+Y/rswa6+uqrXXClZzjvycBnj81cjEIC1/TXeszVDvbt7MPYe7JGJSgqrFYjagkHHHCAI6+QDmM/n4/RTsgS6u5S25c9frCNkCUQBgQKsK+kXZBC7GWQCQVn1nWs06iLFEWekS3IfrVQecg0fRqHSWfXEIprH7/v7BpCzO2QQMzbvEe51gas6/E5MF6QCswlHZ7k2avxmELmQL55ZAmd93GdDFDS5O+rQJrM+a5N0Syc0zRL6LrP6pzUW5xBJh08sNnV7enhC6Z4VOXijnq7Tr5WEmb4oLbsoIYCHdK0+aqxtRrQUS98y5NanbZtZc2E2nVAi8vy/ZsGhXyoNY2OePpKOe3hc9tdZp5Thkv3Qw5Oeum5jvMTLTkvopkzSMdFkkJah8Zl0aiMmkTVIgq5QUufwZqZc0Rs+2umax2fDy6Umqap0tJfyaklh8WewwFJawilIoT6rS5NZFBFmJ9MmosQUqzqvnlC6sarwk+7jKoalaXrKdJtIf2zlxJFnylpND6vDCE/IdSywEZO7i7KGt8eLT8fdVm7X/fWIO8G9ZVmYWQEnaBr2ce1hlBSgxQ6Vd+/o5bKnTWX9HqldJwRQhkTQmy2iHJi4UqNGSRCiPRgk8/ijMgUHP+eRRFCRGsTfUTEEtEoOL+JtBo6dKiL+GHBjDOBexExlIYQIgWeopcY6d6eMzAqK4IaIx4RxKIplxO6kMHOQoiFNs5uSAWINciVJEb7iaIl4gsyiGdjk5GUkIgjhLw2sPCiX+lvSApIBvSGx4wZ4w6BNCFSDicrlosQ8nBmLHC9XNYZhBBR0GxIiJYC2wsuuCDvLIKk+Mf1MZs+3gXGPtIQvGNxxkaKTRhjnM0qhJ4n79eRhJBfdgzij3kgnwyhsPfUaz9OSJ4rqgYOGHU2IcT9cRTwvhBJTzZiEkNeE0145jzeT3+NpnwIoSD+zA9ehhDR+RAlUZaLEEo7V+eaHxjjZBxiZLqRZZrGeBdwZjB38T6DKzKHkOgYTmqyF8gEMzMEqgGBQhwBHi5ebS/mcxyIOO+ChdOZo/j+sJ7D2cf7zHrAW/vdeeedbp2CY2/NNdeUc889d65IYCLDOQZHGnMVf09Su7Aa+q/cnzENIcSzs/akvhxZGewPwsaPv/A4MrGsqfn+FWJEQx+stQwe+qZW/rZysxy6ZLMrev0XdYo99X2NjNeIS3xfOJDm12jiTfprdLFGT1OYmoLWZBadoJHUOL3MSgOBNHMge1RkxFFOYF8EMY5DOpe8rf+pmRM5nzmSvS1ZbhAdfkMOmTFOZkxYrSwybiA7+T37UTKI2C8nldRkXYRsN/MsbSB4kbncb+wtyQ6iLWRx0l6yMfI1zuc6rMFYz3Eff+YHeyUCC9h3UTeIud7LBIL4RbacY3g+7zn9bYC0gtBib843AtzyXc+l7dM4TIwQetzVasXYl/LOhBlBfhCkudYGyEoz9hmfzO0Qhln7ZOL6sxJ+X+gcSPbPQZphcN/Xte57d+eaTbLBfHPYn2805o7v5VPfxzudt1ygRa7TWkQLd5uDKLX39nqtXn6YoXX7lIy5fvUmIYsojc1UIuhmlY47VUmhie0TfJ2UK4TTy+Nrlciau80QUTjFyQTuNX2SvPantaX3tDl+q8nd+8i0p56X5ReOdvTHtb1m+nea+aKSjlpLKNbIFOqj2TBL/mauTKHaiR9J/dhb8iKDuF9Lz6WkaYX2tWvC2gEZUv+hrt1n/Cit3RdTiba2khJx1vCRnjPxY10kdZPGwSe1rxHUMlPqPr9b6n58ReIIISeD99Hf3e3cdVTmbnZdn+6Lanuiaw7nIoTqx/xD5eBUjapVB7dK6DX3X0fbqDWaumtgfq1qB9bqAG1tlLqxt2kNoY/yI4R+eVdl7trKqZDBRCZTlDWqT2ai+sL91ltrEzbkkHSNw977PZlBB73JmrVWmhOQtf7r8v6drMTs8bqOraRMISOEMiaEGDSk+SL9wWIOJwBp20RtrLfeenLXXXc5p5tnYYQQESFemjvRSixSw6KViGbiuugDRxFCRD5BOHgbxrCXhWhB2jVo0KB2knRRhBBkF2n9LOT9dWzCrs0CnXayUOG5o+QsgufyzBRAZ5GDTIBXFD3uZcdxy4YBRw3ZSGyWSe0nCi1JvRBIHSKruK9fPguSCpk4SD0iu8I2OyzSyXyAoOM5kULwNgy5CCFkxogEwuLqwHj1noIEQBJio9BjcCZAvJDhwQYGZ0KUnjUbQjIm+JM+hxDDUZEVIUT9BN4j+peMEDZLSQprs1klkjaIG6QdEX9x2OPEwzmP+SW3/IQEZAx9HjWpen3HvAAxTKS4n6Qp5D3lOjggMSRgcklDEnXIsxL5x4aUTQSWlATl2DSScbw/FNSFhODZaXtcoVzeQ4q+0u9kvUCK+CND0+BPdhnOB8ZzXCbizTff7OYjzJ+llMVczTWj5gcyByAOcVjgJPBqvYXNg2DBu8f4Y36CQGOORo4QEgiiPyyjjqhVIlUhenEEIIvpBQjEzbf2e0Og3BEo1BHgPTcZq7w/rDFwFPKtYN3G31n7EcSA0wZjncbc65ec4b0lg5x3nfcVwhuiGocfczXzJKQtTjSi44kc95Pi5Y5/tbc/LSEEfkhjIc/Luouxwb4AmSHGE2sSMgtwQPMNwAEddLjn0wffqWNqj5H18qpmAd2ozqk3fqmRGz6vk2nqO0DOZuU+LbKv1h24bVytSsrUuv+nSDZyOtjv362XNedtkRe0jpBZaSCQZg5EIYExRRYkAXzU9mF9l8v8MmEcxxxIRhHXYswSgMa6lnUM+1v2nFyfTAnWJ9Qn9Yw9GXs2Mp4xyKhcdYg4xl/Xx7sO8zfZml4b2Gcwl3NP/g/5adZ77GfIDiLDrpBMatZbrOP4brCuI2DRkxnne8FenGdhHQf5E5RZR+oMmXeuw96WNT3fFfacrOXZw0IKgTHvOWvLKKmxqD7Kok9z9X+lEEL+WkQEhvEdT2JJJOO86wTndm9tQP+TGUQbeH9Yb3B/pEPN8kcgzRzody73UH859X/2WrR5NnEzST91J79XL498WyM/qCO6xeeApjbJ/Jpxs73KsZ0/pEl6zarVA9FEti11iKbo+ZBF16/e7LJzsjJqp9yu3+lvZympra3ZvJBOXhtGqbzcnzUDasRPtfJjiNraYc9cI2c8dHa75pyzw6ky+f8Ok2uV2CrUktQQanftoHwcmUF5ysT5r9fSa1mtI3RMfPObJqsU3Q16r4+VjOnvSKTWht65z2uepnJ4mlWksnitSto0DTpcz/HVBvYRQq2aidM4RP00NeEFnOq+1iyerzTQTLN1mlb4vbtO3Rf/krofXnTkUNNyx+if/ULbU6uEU/3YNlUUf4ZQuxo/vZaWxmUPd8RV0GoaVe5zzPVSGYMo4wAAIABJREFUM2l0XoQQ0nMN76lKln7nmwdsI82LRAf7N77wnEwc1uaf86y3fh8bNHAujSWRiaMe2M9KlvrfVf89K1E+zgihIhBCOPX31IJqOK2JOmIzT6YQH2sievyghxFCfsc9KfCebnLwBWADyMKUjV4uQmjDDTd0EVhetor/OkQcIT1CW4MOxyhCyC+Lx7mQQn6Sy7s+C3U2BzjdIZt4Lv5MYjiCWWBBrkA+IIXhOe6jzod0YGMA1hhEC6QBhkMU/GlrlPOX9rLZ8FL1/YQQC22yllg0cB1+woqkehJeQeIhFyFEZgebH/oRpzORQ2EbDYgZNko4l3ASs0nyHLyFkj1BLKOuA45gR19wTFREE457xj5Ojs0339yRo0SpZUUIcR0yhIicYjzj6ICkiCpYy/Ox+WDzxjvAe8IC2nPI8a56Enh+iUc/LuCOBIWXvRVFCNEeNmphUj7+vmODB3kDln5CqJD3lDbxTJAt3JdNa1Buw8OAjQUFf/k9UWRe1l1HEUJkdTGnsKFFj5v3DAI1TEOdNrNZxplK3+EYhbim/pN/c+snhPLFH2cDc4Qn8wTpzGYrOJb8cxHt8hNCWczVXDPX/IDDgHpYRImykUQaKGhgxTyLAwGnMUQXzwJuzFVkMDBOINTCMgtwTuBEhDzyk4VJ5mo7xhAoZwTSOAJ4bkhUvkfM6Tjiwox1Hg5GMmzD6g+wpiJoAecnjp4wY+1EXQgI8qg5s5z7oVrbngUhxPef9QsBUH4ZUD+mrDcIyNhll11csE6hNkadSBs/3xaxDNEzblqNixjeWiXiIIK20T/59/fqQELq5n7NJHpOaylMn0UMcXxvJY7G/WqmdIsPmi60mXZeHgikmQMhMFiX5WPIGrI38EvKkTmOLBaki78+q3dd5k32gEiy+4PAIDyRT8vHGP9hmRnMw+y5WROzHwwaaycc7uyHooLikrSDNSUZRmStB2s6cj7X5j1lzRt00vB9YN/DWo71XZhBDrBX5H0vpJ1Z9WkUFkYIJcsQAj/mdiQSqXUatTbgPcJPxL68WE69JOO6nI9JMwfy3MhPnabZrw/q9w5CZS+VS/2tyr+tqjJrGFJtBE88r+TKZ1Pb/k22zcDuIhvO1yJr9G2dLQP3vwk18g+Vmbvzy1qBTNpp4RY5Z7AGe/TMjgxK2ld8t1/RwI67tS3/1joryNZhXZpmuuyg+Sf9MPtS07rMI2v88TWZ1rOvjN1aCWt1qhdkLZp9Mk7lR79/QU9P+MyefNyiO0mt1rzJVybO386WhbeUJr1OrPnbWddVmhbfTSXstGadtiXcWjXz5m2toXO7bhymusyb5iX21IwbH1B+Qkjl1JqWOVBae4X4TRsnSMPHV2ldny81y2ZFzZDaXzOk5pHa756T+i8f0NurTOESu6uU3Tr690B9HCWl6kdrFpBm97ixOeQ0R+pgfkm3piX31fPXDX2UGiXcGj652tVlyqeGEBejPlTNlC+kVbOPmpY/WkmrNiWl9tYqM685Vyadf327/55X1UxqNZi3UCNj76i3IWejF58raG3MP+v79oBm/d2h4z5K7pF17jmDm+R3S+ehvVhowzvgvGJ9O1in8IPvPZevlkes0Yig0Dee/yZqh8VTXMRRoVgRUeev/5L0OhApXgHhIGnDR3vTTTeV119/3TmrR40a5T7kkAWkovstjBBCJx5nHka0E6RS0IgmxfHuRUXlIoToZIgGHLB+w7nOgpNFKc5GMiD8klNRhBCOXYgenMq0n6gqyBO/oxZMccBzHFlCLFRwmJBdk9TYGEAqsGHGiY2zk3tFkSU4VXGYspmAKON+3rE4bXCIo0PtOaPB2O9YgXxiUUUkGuYnhOhvNgI4fIJycN7zgCcZGkT0EqVJAWkv1T+Xw5cxzkaHthNhR39zHX/bGD9E8PPDRoWMIhy33gtcbEKIMexJHRJ5Cjnklz4EAwgtSDwWrry7bFqoBYVlRQjRt9yb54fkA2fw8rJkgmML3HCUEJEHeYJDDkkVb1yw2PYcdGHZeLSbyEVIXc+iCCEmOjKpGHf+Wi/+vqNP6UM2lBzvJ4QKfU95NrKPuB4Skvw9+I7QJ7zrOPzJtMFxxFjDOooQYkww10DogSuyfZAYUTrvzHFsaHn3yJBkU8R77ZcB8RNCheDP/EnW27hx41w7aI8nJwg29B3zJph6jjY/IZTFXM19cs0P92iKNMQZRiFlvjfBmmpgxZwBVmwO0ahHPsgvYQphxvMFa4DxjBDuvEeMwSuuuMK9x2aGQDUgkNYRAEZ8l5BgJEgHKUyCPDC+Lcy3rGOIasdRF2WscyjEDbkEAcw6hPeRTGfWkwQMEBEet6Cuhj6rpGfMghACD76FyESxjvfGD45zAgggERk/ZJ2llRp8VQtJbzyiwblpiG7eUOVxTly2SYZqdHEf1EQCvofxym8iP3OiarVDJnn2xqaNMqR3QmdPJXV4CT5LmjkQMgZSJh8LI4RYHzLnsR5lDCO/zV6HtQ7zJ2t85tPg/OevrZa0DVGEEOezj2H+Zj+GbBuODNbT7OUJ5lpxxRXzzrgJaxfvPTLFPCtBfuyrmd95V7kP69AoBw1rNoLvWNfzrnt+ABQp1lprLbcPAbekihzB9mXVp1H9YYRQckIIDHOtDQg0YWyyvk+ilpH0Ham249LMgR5WfOuu/FT3+CqN2qifNgIm9tMgCYghvwwcJAsuZFzS3XzybzirIYJu1awdAica9HN50rLNcoTWK+lXKLmSUUeS6Xvmh3Vy2ei2Bh/0/A1y9n1ntLv6BducKJdt1UbOj9ykUVaZRYYV0gQIA6TFyBZKbJop1NplPqlRwqN97ZvEV2iTcVv+WJe9k8RqJ3wg9Z/e5O7XOs9CWrfnoNnkSvD8mmnfalbNDUKNJO7TNHBvadFaP+3MRwhB5LT0WV6al9q/fa2d1iat8fOk1H39pCOfmhbfVVrmX18vU6OZR985GbmamT+7drS1x1fLz537H1cjSJTQwtoRQlo3CNk5rHnBTaVZSa65nkOzfOo/uc7dC8uXEKr13aO193JKZu2r/dbeNwxW04YfLFMeGjX79rX6fZw3z7VGsO2vaGb7nprhTqZ7mC2oso+3DG2WjZSkJUOIzL7blBSKyhRar1+rPLPh3MEjScZOqR1jhFARCCE6megnf8HJYDF7byCEEUIsitGJ96J/cKqT+cJikd/hVIVcwjHt1Z3h+s8888zsiCu/o5nFLwtIpNSItmehCNmCYxHnBdeAbCFiyj8goggh2s75OHZJccdYrPNvFrG0EXIFBy4OSWShiMTffvvt8x7/EB20DVKJjQBSejiJydjAScy9cMJQ9wKnLsfwO87zO3a5sSeZBQHjFVCH5ME5zcKaPmPDgWOHTYGfEOJ8SAieCecPTh4kyHDysFlgcU7mA9fB6Q+Rh6Pec8xDjBERBtY4l1nAQY6BDQ5uUr8hKyCcOAaHLBH7/J6oNUgQnLwYdQZ4Pn+mQLEJIe6LLA6OYzYuEHSQc+DHIpSNExsztLz5N/9PbQTPsiKEuB6bCbI6iKj2yBnGHxF1kLSMYcYdGyX6HPIjCjf+35NM5O+QQrwH3jsCrmxQ2aRB9GFRhBD9zr3ZlNH/EGb0HZlcjE+Md5Br8i5jWbynvAOQAbQTw/HDWKId4E5GlBfByXiCFOA5PcuHEGKjyrsNqcozwfiDFf9OYvQd8woYgCPnQYZCykBk8G6BCfeAWGMjhAML8ps5JEh0+QmhQvCnzeDBBpgxQxuQ+2RTTSACpDbjmEw8+hLzE0JZzNVcM9f8QDt41xhHEO04JCD+6GdvnPNusqFh7uBafmk5SCvO5zoQ1JwLKeTNn0iMQJrSH0iteM+bpD/tGEOg3BHIwhFQ7hhY+zsPgawIoY56gnu+qpUjNMJyvoZWOVelcbbVItpJMn2IdMbZdcPntfKNRhnftEaTyuRURmRlR2FfrPvYHFgsZO26hoAhUA4IZDUHkvnzsGYfnKtSawRAIP2GIcW2lcq+raaZQHwvyS6YocdO15+3NHPoSa1lQh0ijBol1PKheP0O+o0kk6gU7HytEwgppBt1efXsdWWRn7+a3awWJSZWP+sN+b5XW7ZHFgEfdT+8oJlCDyozoQRPR1hNnTQvtIXKmG0TKdM2VzOUVKnXbKbaH19uq3mkmULN/ddrq43j5OOUGZwx3mXj1P2oPhrNqBG9T0u/NRwhJLWaLu03PyFEppEe29ptQW3Xpq6GT82Mn6R2/FtS+9Or7qzWPoOlUQkjqZ8TbFb702tSr3WIwA0Ju+YBv5LWHlpTr3mqnve6nv+ak5fjWlg7ybjGidLw7p/1XE1jU2vpN1SaF1B/EddXmbi6iR9ILZlbWkPISdk1T3dyeY3UXPLJ5Tnpuu+edTWHmhfdRVp6a5aTXgN5O9pV/9ldmi31ll6nxRFKzQtspJlQqn6i16ud+oXUqhzez2dqBu07P85Gp0F9Hr1Vvj+NUTPrQK359eh3c5M8kEG3B2qA/aQk7yFaA+yxkOPJdP/ryk2yj2YDVoIZIVQkQigoM0WENxk1QQsjhDgGJx4ZLThHwwynIIQB98FRSl0N5JU8bWW/oxlyAUIF53jQcOzjPMZhGJR9y0UIcR1khs4++2xXkJwMnKh2Il8EqVVIZCJEFs8FeQXxk8t4FjIIPKImGEnGxhsyhrozYWn6ZEeRdXPGGWe4iKsgIYRznT6hvlFUqj79CTFGUU8/nhBvkAH++0LyEZWPk5tIOIgL/k20XRieHIfjHMyDslEdQQiBH6QPsmNkmoQZ5CN9jUPaX+slS0KI+0Is0A4c2ZBxEUmGrolIJkBk0HdhcluQWRClRAUGr4PTHH1v3l+i7rAoQghiZPfdd3ftgjTzG32HhANjy9+GLN5TSBQIWqQGkUsMG9uQJRCJjJ1ghkg+hBDjjPfLPz6RlwhmPuZ6TxkLvM8QPlHzm3c+mEJ2IXvmkWj+a/sJoULw964FuYVcZLA9kLXMqRB8YTWEspiruUbc/MAYh4xFEjCsf7kG7xvZbBBCfuKM9xYyGgIV0jzMIHHJQuD9DntHck689ktDoIwRyMoRUMYQWNM7EYFyI4SIXH5Ns4TW0cjIAd3yy/AhyvKzqTVOOmez+VsKl5TpxP6qxFvbHFiJvWrPZAgYAkkRyHoOJNsHWSpkU8mQ/cWXRFBP3SB1PiO76pejogbfuv1aZDslgQiW8GcVJX2OYh735Pc1sv8bGvD7zK1y3r9ObXerS7c6Vi7c5gT3f2RGvbdFY6JAkbj2QmDUfftfJ42WWD4u7qJhv9eMneb5N1DiZXMlNpS0yMc0O6ju+xFObq1m5vicZ5IJ0zLfmnqfzdqROLNP8kvGcWy/1dy1vWye2ccpkdTSdxUlW7YLlVyr/fFVrS/0aEh7NIuq+wCX/RNWQ4jrk8EDERf1LBA4PIMoeVSnEnWtXfpoLaQjlNgZMLt5NZPHSsNHKiULSTbLIJaaF9OMI207NZTqvnlc7/Vmu2P84H332/9Ky6Q5xau6qWR2D1WjSmuQPGT++OXgkIm7bOVm2aT/3ORO2PGsfc9aoVmGLV4ZZBCYGiFUJEIIcP2ZB0TpQwgELYoQwuFKGjkObzJ/SJ/HyCyh9gfFIkm7xwGMoxLi5JxzznGObZy/fkczxAakD4XRIaW4FvJuOO6JFodcChsIcYQQ7SFCnqwYosxxavJR9drJ85K1scQSS6TSvCcqnqwesk+8+3hFmrkXDm4i+skiQM4sV7YCRAIEFhk3EDs4lImaRz4OfX4yAXCcI70UJIS4l5fmjxMcQszrFzKO0LaGOCCLKdgGnoH7QfjgvKePuCeR/f6aLxB89De1aMCT+5G1gOQeZAPXDqsR0xGEEM8Pfl7hUzJmIFMgs8CQGjb0ATVPIFL80l5ZE0K0BUy//vprRxSSUQJe6JBDkPBeMa7JHPJkHqLGhZeVQgYG/Ur/YJzLe0MmBu+TJxEZRQghOcaY4F0nW4xx5l2H9wx8gm3I4j315hRIX0gtxjayQ8jhMVZ4PyBKIbQYp0GiNB9CiIwUng2CAey5PkQKOOVjzFf0FVJ8tJVxRHsx2ohMEjIhzCEQtVEfKj8hVAj+XpuZb3nnybyk/5jHeO+YZyHAeA/JEsP8GUL8O+1c7Y3luPkB7CGLkZBjzHtzD9mK3rsHbmEyIeA9evRoN6/wrpA9hzEeyQoi65L5K6zOXD79ascaAuWGQNaOgHJ7fmtv5yJQboRQ56Jldy8GAjYHFgNVu6YhYAiUCwLFmAMJgJig/vAflfh5QjOAXla5qo8m1ci7E+fIVa2ksqnLqTN6XQ2w2FoziPorURQmvVoKOEJq7fZqvZz/+41lyR/GtmvS0D+OlK/7thECF6/UJEctlZWjvNVlstSoNFudEhU1Uz6LJBAKwkizWlrmVWJl/vU0E0el1YIZO0kvqlJsrp2/vCvIyNVO0+ypxsltZzf0lJZ5FtFsnuU1U2awEicLRmcg+QkhJV4aVzhBan95x9VTqpnc5gdu0aygFs2oaem1rMtICjXNvEGaru6H56Xm53dUem+iyxZqnXdlzcbZRLm1GdIw6kJ3qj9DyP0H5yoBV/fDi1Iz6WMlb9p8M2T5tPZdSYmolZUE6qvteldJpdv0+CZXc4k2za6fpNegXlLdt0/ptQhErdXMqbWVENrVyeU502ygmimfa7++LjUTRyt+bfdBrq9xyvzy017ntHu0Hn/+s3TTAOEszCN5kIObv8scmbig5LF3L44/44N6ufmLWplHk+QuHqKZQSoHCblbKWaEUIGEUKkPgKCjmYwVM0PAEMgWgSAhAVmQj9l7mg9acx+bFv90d7ezDQFDoNwRKIYjoNwxsfZ3HAJGCHUc1nancARsDrSRYQgYAtWMgM2ByXp/3IiR0v3/2teY/fvmR8q52w93Mnj7L9Es5w1ulp6qJmZWAAJBQmjIaQVcpPxPadSA84kapO+33hrs3KA107Iy5OOe/6lWVlRSdmD3+Gx35B1HKqk7v3JwZBRVmhkhZIRQpY1pex5DoMMQSEtIGCGUrqvS4p/u7na2IWAIlDsC5ggo9x4s7/YbIVTe/VcJrbc5sBJ60Z7BEDAECkXA5sBkyE1TSfypKk/vt1+f84J0WWJxrZHUqlkTzbJARNJKsjtU+VFGCLkBMPnYY2WGlgvx27xaJ7tWlVvMioOAEUJGCBVnZNlVDYEqQCAtIWGEULpBkhb/dHe3sw0BQ6DcETBHQLn3YHm33wih8u6/Smi9zYGV0Iv2DIaAIVAoAjYHJkNuotbIblRpfM9alltBpt37mPSobxVqINVVkIRWMkQyPsoIIWnWsia/qIS937po2YxeV16ZMdh2uXYYd+lSFEB+/vln4WfgwIFzlawI3rBGC7mH5l7x39SOmTBhgiy11FJFaSh1SPipNDNHc6X1qD1PKSKQlpCw9zRdr6bFP93d7WxDwBAodwTMEVDuPVje7TdCqLz7rxJab3NgJfSiPYMhYAgUioDNgcmQ+0Xr+jZrPVrPuilB1OOPf0x2sh0Vj4ARQjLljDNkusrD+a3XNddIlwBJFA+mHZEPApYhZIRQPuPFjjUEDAEfAmkJCSOE0g2ntPinu7udbQgYAuWOgDkCyr0Hy7v9RgiVd/9VQuttDqyEXrRnMAQMgUIRsDkwGXJkbpDBYYRQMrzyPqrKCaEZDz4ok487rh1sdcsuK32feCJvKO2E/BAwQsgIofxGjB1tCBgCsxFIS0gYIZRuMKXFP93d7WxDwBAodwTMEVDuPVje7TdCqLz7rxJab3NgJfSiPYMhYAgUioDNgcmQm7j77tL45puzD65dfHGZ99lnk51sR8UjUMWEUPMnn8gEHV+tkya1w6nHuedKt732isfOjkiFgBFCFUoIpRoVdrIhYAgYAoaAIWAIGAIVjoA5Aiq8g0v88YwQKvEOqoLm2RxYBZ1sj2gIGAKRCNgcmGxwTL3sMpn2t7+1O7jnRRdJ1113TXYBO8oQCEGArLNJhx3WLvuMw7rutpv0vPBCw6wDEDBCyAihDhhmdgtDwBAwBAwBQ8AQMARKCwFzBJRWf1Rba4wQqrYeL73ntTmw9PrEWmQIGAIdh4DNgcmwbhk3Tn7eeON2B9evtpr0vvZaqZlvvmQXsaMMAR8CzWPHyqTDD5fmjz9uhwvjqe/DD0vtQgsZXh2AgBFCRgh1wDCzWxgChoAhYAgYAoaAIVBaCJgjoLT6o9paY4RQtfV46T2vzYGl1yfWIkPAEOg4BGwOTI71lDPPlOm33NKeFBoyRMgUqhs0KPmF7MiqR6Dliy9cZlDThx/OhUXv66+Xhk03rXqMOgoAI4SMEOqosWb3MQQMAUPAEDAEDAFDoGQQMEdAyXRFVTbECKGq7PaSemibA0uqO6wxhoAh0MEI2ByYHPCm996TCTvuONcJNf37S++//lXq1103+cXsyKpFABJoykknCeMpaD1VmrBryBirWrA64MGNEDJCqAOGmd3CEDAEDAFDwBAwBAyB0kLAHAGl1R/V1hojhKqtx0vveW0OLL0+sRYZAoZAxyFgc2B+WM/4179ksjrzw6z7McfIPEcfLVJTk99F7eiqQaDxuedk8rHHSsuECXOTQZdeKl132qlqsCiVBzVCyAihUhmL1g5DwBAwBAwBQ8AQMAQ6DAFzBHQY1HajEASMELJh0dkI2BzY2T1g9zcEDIHORMDmwPzRn37XXTJl+PDQE+tVQq778cdLwyab5H9hO6OiEZh+990y5ZRTQp+x58UXS9dddqno5y/VhzNCyAihUh2b1i5DwBAwBAwBQ8AQMASKhoA5AooGrV04AQJGCCUAyQ4pKgI2BxYVXru4IWAIlDgCNgcW1kEz//MfmXT44SLqSw2zbsOGSbf995e6JZcs7AZ2VkUhMO3yy2WqZgCFWY/zz5due+xRUc9bTg9jhJARQuU0Xq2thoAhYAgYAoaAIWAIZIKAOQIygdEuUiACRggVCJydlhkCNgdmBqVdyBAwBMoQAZsDC++0xjfflGnqzG987bXIi8xz1FEyjxJDNfPNV/iN7MzyRaClRab84Q8y/c4753qGmu7dpdff/iYNm21Wvs9XAS03QsgIoQoYxvYIhoAhYAgYAoaAIWAI5IeAOQLyw8uOzhYBI4SyxdOulj8CNgfmj5mdYQgYApWDgM2B6fty2jXXyFQlhqKspkcP6a51Y7r93/+J1NWlv6FdoSwQaPnqK5l86qnS+Pzzc7W3fvBgITOofsUVy+JZKrmRRggZIVTJ49uezRAwBAwBQ8AQMAQMgVAEzBFgA6MzETBCqDPRt3uDgM2BNg4MAUOgmhGwOTCb3m8aNUqmXXaZzPzvfyMvWLv44jLPEUdItz33zOamdpWSRaDxjTdkyoknSvNnn83Vxi5bbSU9zznHssZKpPeMEDJCqESGojXDEDAEDAFDwBAwBAyBjkPAHAEdh7XdaW4EjBCyUdHZCNgc2Nk9YPc3BAyBzkTA5sBs0Z/xwAMy7corpXn06MgL16+2mnTdbTfp8qtfSW2/ftk2wK7W6QjMfPRRmfS734W2o9sBB0iP00/v9DZaA+YgYISQEUL2PhgChoAhYAgYAoaAIVB1CJgjoOq6vKQe2AihkuqOqmyMzYFV2e320IaAITALAZsDizMUpt9yi0z761+l5eefc96g2157SZdtt5WGDTYoTkPsqh2KwPQbb5QpZ58des8ew4dLt4MP7tD22M3iETBCyAih+FFiRxgChoAhYAgYAoaAIVBhCJgjoMI6tMwexwihMuuwCmyuzYEV2Kn2SIaAIZAYAZsDE0OV94GtkybJ9JtukqmXXhp7bt2gQdJt112lyzbbSO1ii8UebweUHgJTzj1Xpv/jH6EN66lygl133LH0Gm0tEiOEjBCy18AQMAQMAUPAEDAEDIGqQ8AcAVXX5SX1wEYIlVR3VGVjbA6sym63hzYEDIFZCNgcWPyh0DJunExTYojskSTWdfvtpYuSB1222CLJ4XZMJyPQ8ssvMkVl4JCKC1rtgAHS85JLpGGttTq5lXb7KASMEDJCyN4OQ8AQMAQMAUPAEDAEqg4BcwRUXZeX1AMbIVRS3VGVjbE5sCq73R7aEDAEjBDq8DHQ9N57MuOhh2TGHXdI65QpsfevW3pp6bbnntJlhx2kdqGFYo+3AzoegdbGRpl02GHS+Mwzc928fp11pNdf/iK1iy/e8Q2zOyZGoOoJoQkTJgg/ZoaAIWAIGAKGgCFgCBgChoAhYAgYAoaAIWAIGAKGgCFQmQj07NlT+IEUN+tgBJREqH36aal56impfemlRDdvUVKoZcstpXXo0ETH20Edg0Dd5ZdLrRJ8QWvVLK+mk04Sqa/vmIbYXQpGYPEiEXY/a/0wfgYOHCi1tbU521fTqhZ2BP89fvx4R9gstdRSBT9krhOnTZsm/JgZAoaAIWAIGAKGgCFgCFQPAmRoEBlVrOio6kHSnrQQBGbOnCn84JQyMwQ6AwGbAzsDdbunIWAIdDYC3toPQsjWgZ3XG62jR0uzEkMtDzwgrd98E9uQmpVXlrqddpI6rTWki6fY4+2A4iHQ8uST0njCCXPdoO7QQ6X+yCOLd2O7cqYI9OvXL9PreRcrG0IogosqCih2UUPAEDAEDAFDwBAwBAyB0kBgnOqa9+7dW/r06VMaDbJWVBUCBLxNnDhRFrMCylXV76X0sDYHllJvWFsMAUOgoxGwObCjEY++3/QnnpAZDz8s0x58ML5RmnnS48ADpZtmDjWsumr88XZEpgi0Tp8uP221lTSNHdvuur3OOsv1i1n5IFBTU1OUxpYNIVSUp7eLGgKGgCFgCBgChoAhYAiUNAJffPGFI4OMECrpbqrYxnmy1cWSa6hY4OzBMkPA5sDMoLQLGQKGQBkiYHNg6XVa05gxMl1rDU297TZpTiDp13WTTWSe3XeXeTRzSIrk3C49lDq3RVNuvFEmnn56u0bejWJfAAAgAElEQVRAzs171VWd2zC7e8kgYIRQyXSFNcQQMAQMAUPAEDAEDAFDIIiAOQJsTHQmAkYIdSb6dm8QsDnQxoEhYAhUMwI2B5Z2709TKblp990nM7TmUJzVLbigdN93X+m2445Sv8wycYfb71Mg8P3660vz55/PuUJdnSwwYoTULbFEiqvaqZWEgBFCldSb9iyGgCFgCBgChoAhYAhUGALmCKiwDi2zxzFCqMw6rAKba3NgBXaqPZIhYAgkRsDmwMRQdeqBjW+/LdPIGtLMlFatvRhnZAt123ln6bbllnGH2u/zRGDy5ZfLpPPPb3dWz2OOkV4nnpjnlezwSkbACKFK7l17NkPAEDAEDAFDwBAwBMocAXMElHkHlnnzjRAq8w6sgObbHFgBnWiPYAgYAgUjYHNgwdB1yomtkyY5YmjaPffIzNdfj21D/XLLSfe995Z5NGuodoEFYo+3A3IjMP2pp+TnAw6Y66AFXnpJ6hZf3OAzBGYjYISQDQZDwBAwBAwBQ8AQMAQMgZJFwBwBJds1VdEwI4SqoptL+iFtDizp7rHGGQKGQJERsDmwyAAX8fIzX35Zpt1/v0y9/fZEd+my7rrSdaONpMtaa0mXtddOdE6xD2ocNUqatZ5py/jx0vLzz9Ly009S06WL+7c0NLi/S3291Ojf3b/17+7f+v/e371/zz5u1u9FZdzcedRVqq2VGv3x/j7Xn9OnSys/U6dK67RpbX96/57192kPPyzN48bNBUnPo4+WXiedVGyo7PplhoARQmXWYdZcQ8AQMAQMAUPAEDAEqgkBcwRUU2+X3rMaIVR6fVJtLbI5sNp63J7XEDAE/AjYHFj+46H5229l+oMPytQ77pCm0aMTPVBtnz7Sdeutpes660jDKqsImUTFtuYvv5TG994TSCAk8Ga+8oojXsrZum68sfS77bZyfgRre5EQMEKoSMDaZQ0BQ8AQMAQMAUPAEDAE0iNgjoD0GNoVCkfACKHCsbMzs0HA5sBscLSrGAKGQHkiYHNgefZbVKunP/mkyxqartks+RgZNw1rrCENQ4ZI/aBB7qdBf2p69crnMrOPpc4RpE8T5M+778rMkSOlaezYgq5VqieBWf9//7tDyLRSxcDaFY2AEUI2OgwBQ8AQMAQMAUPAEDAEShYBcwSUbNdURcOMEKqKbi7ph7Q5sKS7xxpnCBgCRUbA5sAiA9xJl2/6+GNB4mzqrbdKy48/FtyK2vnnlzqtPVTbv7/Uzjef1Pbr1/bTt6+0NjVJ65Qps39aJk8Wahy1TJggyNlVsnXbdlvpNXy41C+5ZCU/pj1bCgSMEEoBnp1qCBgChoAhYAgYAoaAIVBcBMwRUFx87eq5ETBCyEZIZyNgc2Bn94Dd3xAwBDoTAZsDOxP9Drh3S4vMeOYZmfnqqzLjueecXFvJmtb8qRswwBFQkE2iWUatM2ZIa2Nj29+p6TPr/0Sfq6OMLKnaHj2kTsmfbptvLt222Ubqlliio25v9ylTBIwQKtOOs2YbAoaAIWAIGAKGgCFQDQiYI6Aaerl0n9EIodLtm2ppmc2B1dLT9pyGgCEQhoDNgdU1LprGjHHk0MyXXhLk5Tqrhk/D6qtLl9VWk/rBg6VhxRWlbpFFpHbeeZN3RnOzI4eELCVIIwgkJY5m/wmJxO/4f8gjj0DSP1v1XGltnfN//Fvl32q7dxeZZx73Zw0/3bpJjRJBUlubvF12pCEwCwEjhGwoGAKGgCFgCBgChoAhYAiULALmCCjZrqmKhhkhVBXdXNIPaXNgSXePNc4QMASKjIDNgUUGuJQvr+QI9X2aPvlEkJgje2jmm2862bcsrW6hhaTLOutIw8orO/KHPwutTZRlu+xahkAxETBCqJjo2rUNAUPAEDAEDAFDwBAwBFIhYI6AVPDZySkRMEIoJYB2emoEbA5MDaFdwBAwBMoYAZsDy7jzitR0soggiZrHjpWWX36RlvHj2360FlHz999Ly3fftWXnqNVoZk1Nnz5Sqz81vXtLrcqr8Wf9YotJ/ZAh0rDSSlZnp0j9ZJctbQSMECrt/rHWGQKGgCFgCBgChoAhUNUImCOgqru/0x/eCKFO74Kqb4DNgVU/BAwAQ6CqEbA5sKq7P9XDU9MHWTUzQ8AQmBsBI4RsVBgChoAhYAgYAoaAIWAIlCwC5ggo2a6pioYZIVQV3VzSD2lzYEl3jzXOEDAEioyAzYFFBtgubwgYAlWJgBFCVdnt9tCGgCFgCBgChoAhYAiUBwLmCCiPfqrUVhohVKk9Wz7PZXNg+fSVtdQQMASyR8DmwOwxtSsaAoaAIWCEkI0BQ8AQMAQMAUPAEDAEDIGSRcAcASXbNVXRMCOEqqKbS/ohbQ4s6e6xxhkChkCREbA5sMgA2+UNAUOgKhEwQqgqu90e2hAwBAwBQ8AQMAQMgfJAwBwB5dFPldpKI4QqtWfL57lsDiyfvrKWGgKGQPYI2ByYPaZ2RUPAEDAEjBCyMWAIGAKGgCFgCBgChoAhULIImCOgZLumKhpWaYTQpCaRR78R2WIBkf5dq6ILy/4hbQ4s+y60BzAEDIEUCNgcmAI8O9UQMAQMgQgEjBCyoWEIGAKGgCFgCBgChoAhULIImCOgZLumKhpWSYRQc6vIye+IXDVG5JJVRQ5eUqS2piq6sawf0ubAsu4+a7whYAikRMDmwJQA2umGgCFgCIQgYISQDQtDwBAwBAwBQ8AQMAQMgZJFwBwBJds1VdGwSiKE3pkgsu3zIl9NE9lMM4TuWseyhMphENscWA69ZG00BAyBYiFgc2CxkLXrGgKGQDUjYIRQNfe+PbshYAgYAoaAIWAIGAIljoA5Akq8gyq8eZVCCDW2iJz5vsj5H4qQKdSlVuQOJYR2XaTCO7ACHs/mwAroRHsEQ8AQKBgBmwMLhs5ONAQMAUMgEgEjhGxwGAKGgCFgCBgChoAhYAiULAJZOQJaW1tl6tSpgoN/+vTp7nm7desmPXv2dD+1teohNzMEAghkSQg1NTW58Td58mRpbm6Wmpoa6dWrl/Tu3Vu6dOlSVOzHThHZ8UWR9zRLaIXeIh9OElm1r8hLm+p7UFfUW9vFUyKQ5RzI3Ddx4kSZNm2atLS0uHlvnnnmcWOQ+ZAxmcuYQ73zmVMZt5zLOI47l+vOnDlTJk2a1O4d6Nq1q7tG9+7dY+dh2sz9eYe4FtajRw93f54jSRsK6Q6e9dtvv3Xfjvnnn999M+IsLVZx1+f3tKuQPh03bpw0NjYmucXsYxoaGmSxxRbL6xwOZt6jv/x9xrjxvr319fV5XbOQvoi7AWOJuXnKlCnuvaBNtI9xGdW+jsQwrv2V/vus5sBKx8n/fNObRabqT51O6T30FavvBHlYAlFm6A9tIQilq641utpSu5qGoT1riSNghFCJd5A1zxAwBAwBQ8AQMAQMgWpGICtHwIsvviiPPPKIjBo1Sr7++msH6UILLSSDBg2SzTffXLbYYgvBMWlmCPgRyIoQwpn8wAMPyCuvvCKffvqpIydxsC677LKyyiqryC677CJLLbVU0cAnM+iUd0WG9BG5ZU2RvV4V+VhJoWvWEDmkeLct2vNU04WzmgOfffZZeeaZZ+SDDz6QL7/80hEqOOYXXXRRGTJkiGy55Zay7rrrhkILgfnGG2/Io48+Ku+++6589dVXjtScb775ZIUVVpCNNtpItt9++5zE5nvvvefm4I8++si9Azjf6+rqZIEFFpDBgwfL+uuvL1tttZUjpsIM4uPf//63/Pe//3XXwJGBLbnkku78HXbYQYYOHVqUoUEfnHTSSe7bccopp8i2224beZ8ssEr6EIX26Z577un6IB9jfrr77rvzOcWNk4ceesh9dz/++OPZfTbvvPO6b+/qq6/usORbnNTy6Ysk1/z888/lvvvuc+MbTHgvIIOWWWYZWWedddzczDgPWkdhmOQZKv2YrObASseJ55um5Msj34g8/b3IuKltAR8Du4tsP0BkfR3GDR1AyIxXrv6/ev+R40W+0/irb/RnPo15WUCX2Gv2E9liQZGFw6f5augie0ZDoGQQMEKoZLrCGmIIGAKGgCFgCBgChoAhEEQgC0fAvffeK1deeaWLAA4zIsx32mknOf74460DDIF2CGRBCLHh+tOf/iQvvfSSc6IHjSwNnNonn3yyc5BmbZOaRJZ/XORrrR10p8rE7aIycX94T+Tij0UGa7bQkxuZcyZrzLO8Xto5EAf33//+d0fGkF0TZmTW9OnTRw4//HDZbbfd5jpk5MiRcuaZZ8oPP/zgslKCBomz8847y9FHHz0XKUTGxeOPPy5XXXWVfPONeiojjAwhrhE1D19yySVy//33u+ymoNH+vn37ymGHHRba/jT9AXl76aWXOmKDoIE4QigNVknbmbZPCyEzNt54Y7n44ouTNlHGjh3rxsyHH34YOu9xIUhxSJczzjhDIIniLN++iLseBN+xxx4rn332mcsMChrtg2Q8//zzXQab3zoCw7j2V8vv086B1YITz3n82yLXjxWZGEgAHDCPyAmDRI5YprhZOm8oT3/w6yJjNCt5krYh+LXoqdlKEEMXrmKStdU0Lu1ZSxOBiieEZsyYIaNHj3bok0a+xBJLuEikOPvll19cRAtGdEgxIkZZdNABLL7zTZWOa39H/J4NLdFlpH+DDzj5DdzBn8izgQMHugWfmSFgCBgChoAhYAgYAvkgkNYRQEbGH/7wB2Ftt+CCC8oRRxwhm266qVt7EekOUUT0MrI2OPpwhhZLdiif57ZjSwOBtIQQ6/0///nPzpkM8UMWxFFHHeUIoPHjx8u//vUvueeeexxZiePxnHPOCY1GLxSNFvXGXPqJOoLUSbTR/CL3aAIIzhicNjurhByRvJesqg6cJUVqO0FSptDnqqbz0syBkDdPPfWUnHvuuS4jZ/HFF5ff/va3stZaa7lxhkP84YcfdpkfjEGc8n/5y19kjTU0dWyWkd22//77y08//eTOOeCAA+RXv/qVI2Cef/55ufnmm+Wdd95xmT0nnniiyxTyz6HsF3//+9/LmDFj3L53jz32cMeQmcS8/Nxzz8l1110n3333nSObgvMw/3fbbbfJZZdd5q679NJLu/ustNJKbt7m/H/84x8CTrQp2P40YwV5uxtuuEFuvfVWdxlIgVyEUFqskrQ1iz5Nch/Gw//93/8J0mj0Fd/KAQM0zSCBIUdHn0OC4wvYZJNNZNiwYc5fQPtfffVV1+dkqzFHQq6ccMIJOSUD8+2LuGZCjtLGt956y8kOEhSy1157uWekXfQ5Ywt/BllCEPb5+mzSYBjX/mr6fZo5sFpwQp6NLOBLNNAjyvj2ExSy6QLZo0JtQjKTDnpN5Kc2Nc+c1l1dsqeuIPJ7JalMtjYOLfu9IVAcBCqeEGKDTwo8Bilx5513ytprrx2LJgu/gw46yB1HevuKK64Ye04+B7AAuf3222XEiBFywQUXuEVWudmPP/4oe++9t/znP/9x+ICT38Ad/Fm0k9oPGWdmCBgChoAhYAgYAoZAPgikcQQgMUREM1Jd1Jj44x//6KSN/M5KHHinn366cwohiUMUe5g8TD5ttmMrB4G0hBDR8QceeKCTIdp6663dGPTXC8KhDSHEOCVojUh0nKdpbbo6h77VRIpPJosc9qZKtujf/7KSyJEav0VNAZxHx/xP5KoxShT1Fzl35TZZGRxGHSEpk/b5qun8NHMgTnTGHHvOhRdeWM4++2wnUeifAwnyI4PnwgsvdKQRpPhxxx03OyCSvSqEEWTRWWedJeutt147+JHZwrEOcbDBBhu4bDhqr3gGWXP11Ve7cX/aaae59yDoWEdOjHZ+8sknjiyFfKBWD8YcDYlKFgfScBA+fmLCIxiYxyGYIBeOOeaYVHW5wOTtt992voOnn3569rPEEUJpsUoyrrPo07j7EPB53nnnyRNPPBHZ77muAWZI7DGnQQQdfPDBc/UHfcVYYWwyNiBg8BsErdC+iHtGng0CnjkY4osf/9zMu+BhwJqADDXGX1JLi2HS+1TDcWnmwGrAh2d8+SfNuHlJ58u2EpmRtomSQc9snD0qr6o83LCRbVK0Sa2XZgv9XZOih5mbMClkdpwhkCkCVUUIEZUHgcEC079IDUO02IQQkaqknrMwL1eyxAihTN9Fu5ghYAgYAoaAIWAIhCCQxhGAvBFyMNSbIPsC2aSgIxJnIiQQaz+cPjjmvWAi6xBDIC0hhCMchzg1KYiIp2ZQ0IhAJ3MIwymJ8zsfo2Dz/34RGa0SLThj3lFlxNH65xT9/ykqF0e0LmTPiE1FFlHZGM++0PoCKz7RVvB5fiWC5qHgs/6socpNi+vxq/RtO28F9e3juDHrHATSzIFkAB166KFOqg3H/O9+97vQDEgISzKH3n//fTdX4giHAOI8ZOTI8tluu+1cdgyqG37zZ/CgGkE2D4GYnu23334u4wKyCKc6e/KgkSXCe8IPWUQQo558IlkaSI8hFUeGJ9cLZnHi1Gefj0wZhBXEF9cpxMiEuuWWW+Sxxx5zBBPZI5Bo1Jih7VEZQllglaS9afs0yT08soSgCrJmmJP8ZEncNSD3qDdFRhCZXVE1ghhvjDvG3/Dhw+eS+yu0L+Lax3NBgD744IPOH8M8vcgiqqUZMC/DmGDeI4880mXKJbW0GCa9TzUcl2YOTIIP38AXlFD5Ur+JECueras1dxbVb+AG+mepZ7FcqplBJ2uGEMEeuYxM4NHbaO21HkmQSX7M0P+0ZR7na/NqbaH3t1Z5OV2r/PPztvXKarr2+PViIsjLFdPIarpfRaEu+EhkCe3nq5Sc6h9TSnTEDyLDFWeOu0hl75btWcwW2rUNgeIiUFWEEFCySGXDv88+++REttiEEAvza6+9tqyzZ4wQKu7LaVc3BAwBQ8AQMAQMAXEyQDj2CnHuEeFLEXKk4VZeeeXI2hJkaBCog9MeJxHOPzNDAATSEkIvv/yyyz5jLOL4jKqTgSQRGRa/+c1vHImZxB5VeZbDNfuHwtFB66o+dwie7upQ6aJ/P2E5zQ6aO/hezldHyJWqrj1TnUhT1SmGY4y/B21QL5HHN8zeiZTkOav9mDRzIKQ4RCTX+PWvf+3kMqMMWbn77rvPycoRQIkTH4c4WT2QMWQBhdUX4no47rfZZhsn/8XxjGfPuC7yiKuuuqob31EGAUP2D3bqqac6WTqMDCSk6fgTWa+oOlu0D/IINRAyP5CPK8Q8HJDAQ+GCQE6IJq9tUYRQFlglaW/aPo27x/fff+/IGTKkFltsMRckQfZsPoafA+KKjCoIRTJ0w8xPou2+++6ObPNboX3BNZDpJAMJC86rjFdkB5E65J3gux9mzNuQQGSnbbvttg6XICEadl4WGOaDd6Ufm2YODMMGIuDHGSJktdyqJMS/voxHcHcV9NlPM1nW7tdGBpBpWyqGNOzpozTT94NkLXpjC5HV40t2JbuYHnXHFyL7vJr48LkOXEsx/UiDWCb46h4to0TLP1XYaU1tZzHkbBkDj+ka6rda7+h7HQvcg/69SLOlo0ihtzTwhiyo92aVI91yQZFrVV11YMbkWuFI2pmGQH4IVB0hBDwscllw5pKBM0IofiAZIRSPkR1hCBgChoAhYAgYAukQyNoREGwNkclErVPLBYmiv/71rzJokIqamxkCikBaQigJiBBBngOdDAgk5pLYE9+KHKjOjK9VDg4jmnlFzeaZT51VZPgM6NYW3dxfI3AX0qSObnMnZrho4s+UUPpJHSLj9DpIy32jkjNf6Z8v/qjOeM06wlbWZIv7VClsaYuGTdI1mR5T7DnQa+zRRx/tar5Qm+eiiy5yGZNIpjEnkiWDc57aQ1G26667OuKJTCKk5fI1716QCNTdWnddLXiV0CCceG/IZEJykQyVKBIi7pKQAxAVG264oWy22WYuGMFPVkURQh2JVdwz5OrTuHPJjrriiisEqTZIE4jEYhlzH4QLGThkrwUzcArtC9qbixDy3xcikeyyKKO20bPPPtvuvYjDoyMxjGtLJfw+yzmQ7+Xt49oyQ0ZqNlCTEgOeEUhBRizZQG9ptsuMQHBEvZIGa+l3dhdNJttHM1gGtE+W7BSo+V4/9LXINSr/CmGRxD7dNtvgjk2fFXlWM2eijICSdZT08Ui0n5X4eaCtXHtOW1HXHXdrzaPBcxRI405J9HvWPXfoGDhRaytCBnlG/+4bQQqRGXTkW3PIIO8cSKHrhrZlGJkZAuWGQFURQixOqXeDLAPaxWghR0nHGSEUP5SNEIrHyI4wBAwBQ8AQMAQMgXQIZOkICGsJxa2JAGdRTH0hpIoaGhrSNdrOrhgEik0IIUlF7RMyicgeIjMjTFYuDFAcWc99L7Kz1g2YrHIrRC4/uEEbAZQmepnI2TfVGfbrV0TGKiG0oBJLd2ik7sZa0qUYkboVM1iK9CDFngNpNg5yMjmo17Pjjju6+i9kyJDpwc+CCy7oSAK/FFzwcZEVI0tmtdVWc1lJ+djUqVOdTB0ZndQH4p5RMmPB6zY2NspNN90kN954o/sVxAIkRpg0XZI2kT3CNwBCyZOmS0IIdRRWSZ4hV5/mOp9nJwuM+jfLLbecU1ZBYaVYdu+997p+x5Aa5J5+K7QvuEYuQohsM2pNYcy5uYhOsodpmz9zrpQwLFbflNJ1s5oDIUyO19p5yMIFyR4CKi7W5HCCKfh+bvxsdD0ciCOOv2TVNnmzYtn7E9skYHtrpu9Q/b5T488zsnlv0eymyzXD91OtFUiGbxJbTTNuXts83RrBfx8IqQ20zJoXPBLWBmoEgS0ZyxgSt+vPKc0W2WzqGV6gGTvHzq20m+RRI48hw4d10xjFLWiscbZbWOQGJXm8TCHIIDKJqMkYZr/R57s1OlYiVVvtZEOgmAhUFSFEdBOpzywYWeCy4WfhS7HDoMURQkTMsGCm/s/9998vTz75pLCQxVi8opHMQnTLLbdsJ3FCsUT0m8MMbWSimeKIFu/cF1980S3YvvvuO6erzLmY9/+kOKOVz6aSKCsW2Oj4on9LBBVkGJrPDAKcIUQ1Ef3CBxcjGoqU/D322MNFepEy7tdrjmsn+vujRo0qWBYvTdvoCzYlbAwOOeQQJwPz2muvuQhgpATY3NNPRLJR5HKFFVYIXezSBjbqzzzzjNx8882zz2WxesABBzgNa/Dzag2gLe3JGBBtxP0wrhNmcRhyDs9COjtyNrQD2RGMjQryNzvssIN7Dp4hWBeB45BuYKyikfzPf/7T4YCtueaaQiQg8g7gwxiiiCtjgAWv3xjvLJy5xl133eWkdyBWGU9bbbWVG4frrLOOkwUwMwQMAUPAEDAEskQgK0eA1ya+X1999ZVbb7F+e+CBB9w3lXUOtQ78xcqzfA67VnkikDUhxJqQsUdh+DfffNOt78aMGePW3fvuu69bW+ZLSP73O5Ux0eUdkc+bacHov6mTarBG1haiaIP0zIcq3bLTi+osUTJoeY3sfVRJpqzrDZTnaOicVmc9BwafgixJ9ozsBakTc/LJJ7v9BXVWLrjgAudYT0LSMH+y12AuZX+cjyEJx31pS5IMIwgLZLnYn9A+MpvY3+PYP+OMMwqWi4tqcxwh1JFYJcE1qk9zncue8W9/+5vrQ+YgZPfIkCqWQUIy57HXZR+LnySJxfVF0mswTjCed/nll488zSOWIOzxLSy6qGqHRVhHY5jkWSvhmLRzIOTPv1UebD+V+6K23sIa5LCmEiyP6//xO7I8btOgB8iAV5Qsgog5/8O2ejZ+gwj6lZIFr6nUHERID3UjQgRso//H77KyUXr/4zV75T/6beeb7NmRy4gcodKvfKP/rPJwZDHlY7011unmNZUMmbtcVj6XaXcstQg3ebYteCTKDhgo8netz9N9ltuVgJM1tOZQEjtayaALlRRC+jYro9bRzrrG+XJWdnXwun75ODKn/TJxYW3YcYAG47SVgTQzBMoKgaoihK6//npZY401nPOcxSNauGQJ8X9By0UIUbTykUceccUq2chFGfqyFGFkcexlInU0IURhWtqK7q1nPC9FDpEBoJAjae/8m4VjmEGYETFLsUW/hEocmZGWEErTNj8hxEITUgzpAzYPQVtggQUcmQYxFNyA4zAiQg4ZmTB8Nt54Y6cHz+Ydy5oQAmMWq5AwSCFEGUQO5BObNz/ByaKUDRLk1MiRugIKMcYIEXSM+ShCiIUy0VsUhA0jt4gcO+yww5zeN3iaGQKGgCFgCBgCWSGQ1hEQbAeBFXzz/UagB3VbCJYwMwT8CGRNCLFGRXrr8ccfbwc0NS5YT7I+z9fIFHpQ5VeO1shnnFTr6yWuVucLciv5GI6nl9QZdqRub95Vh1Sh18nnnnZsPAJZz4HBO+Lwvvzyy12QG/VU2BdRT61QkoPrv/66hlMnNPbT7KshCJZeemmXidS/f/+cZ/szS7wDkYojIDBXFlPCJs11WBwJ0VFYJW1/VJ/mOp86SeBHsCnfQvZ+hdZhimsnY5rrE6iIVCv1mZLW7ovri7h783uukS8hxHn4jnLVU+pIDJM8Z6Uck2YOhPC57lOR097TQFvNpN1CyZ+zVhR5RMmgs99vy7p5ehOVjtPjztA6PMiv5bLTB4tsrwTQH/VYCBuyXs4ZInKwltnKghSKkiajTWQukbFL/aNgrT9qBpLFO69mCCPHNi2QMTS/PucZ2vas2kl7aMO9Wn/pdxqvHCTP/BgeMLAwQqhGn/dU5WrprzRZz8H+RDLu4o9FztQ+DGaKecciH0fdqPd0LeTVDAobF5CJV+h6a1mT062U6aaqnqPqCCGc3ywgvRRhFr1PPz13vmIuQogPEkUucY6zWD7ooINcaj2p9OjfjhgxwmXkQD7gaP/HP/7hskkwsk0gGdBVJiKQTAx+T9QVjnQWRHFEizdC4zKESLEm2hBnPQsuaiZBDvF/XrHazTff3GWd4OQHE7KaIE/ICGEhz4aVhQ2ZQQT5nNQAACAASURBVJAK/oKLce1MSwilaZufEFp44YVdRhAYH3fcca7QKNICRK6RNUakMEQI/REkBxkvpIhDAqIjDW7g8/HHH7tIOvqaaCGwxrImhJA8II0dYoesMzK7yAoiAo42QNIhg8jvkUGEuPFvoMgMIsOLsULE3z777OOKavbr188RRUT9MR65HuM1jBCCLGRcgCHjHQzIfMNhgVMNohUcIKLQvWfMWKZQVX1H7GENAUPAECgqAmkcAWENe/TRR2dnVXu/5zvIt5HMcTJnzQwBD4GsCSGuh0QhEnF+Y/yR3UDNDtbq+ZpfPo4I6EIye4iK3ltl4t5VOZXlVbP/HrT7C8w0yrf9dnw0AlnPgf47sS+GDGIfQGYP+5tFFmkLH+8IksNPBrGnghhCdSDOaDPqDX4jAJNn4B3y1BvirpP093EkREdglbStufo01zW8Gkjs6Y4//nhX18yvDpL0/nHH4YBCmYI5EHUL/CTsuZNmRsb1Rdz9+X2xCKGOwjDJM1bSMWnmwDtU/OYwDXKYqHVryLA5RQmGRbT2z5qaoUKmyLFaMvI8JXROfldJC5Vf82fkhGG4BpJrW7TV2fuLZhFdoeeQeUMQxt7tRVby7gICOrZ7PnktIO8Gq6ps3Z/0GdbTYBAyaajnc8tnbQEi2Dr6//tq26jFkwVp5d2XLKab9T4/a1x5uB5O25EHDCyMEOqn5NYtmoGFhFvWBhF0vRKFPEMUKRR3T8igazW3YGCPuCPt94ZAaSJQdYSQV6SVgoVk60CEEJEC2eGX28pFCEHmsIiB7CGtGgm2oCFBQnYQAOOAD6ZAH3rooU4bmSgoZOeWWEKFJ2dZHNHiHRdHCBHdQ5bSfffd5wisoJH1AlnAQg8HCNFYQYMMIguGiC30oP0ZUXHtTEMIpW2bnxDi+SCXbr/9dke4eQYRdNpppzm5NBagZNhAaHj28MMPO6KPRTFZRsFNB8/PeOI4z7IkhLgW9//6669dtB4LzGD2DW2AyIPUg1xE7g1SxzPG9vDhw93zscFCisFv9C+yDJCbWJAQIitpiy22cMQPhCJRUYMHa2iJz9gAkUXF+OE+LLCLKS9QmlOptcoQMAQMAUOgWAikcQTEtYlvLOsw1gg//PCDy+imnguR5sVwhMW1x35feghkTQj5n5AAJdbWrDEJxCLAh3UXe41C63b4SR2cP8iYLJ0gcvUzlX3Z8jmTiSu9EShOzhuSsBCiMOp52AexZic4DplxZKAJ6vLvIwolOQhCI/AslzHWkRYniBLJRMgggs4g5POt/fPRRx+5/S7PM23aNCc/xh7II7aY25FoDDPmefaHBL3lsjgSIgus0rYzSZ9GPSNBrfg3CPIjiJJ9HeRalobfBZk/pOgYH4wTlFuQMOfvSS2uL5JcpxBCCF/RHXfc0e4d8d+rIzBM8myVeEyhc+DzSoxs+4KS2xokcahKrf19tTno1NzT9vebNDEcybc9NUbjOT0+ibXuMeeoozQ75poxIt00Q+cxlVfdcI67Kcml2h1zO+TVGyKTNJMpzpBfI3DjOCW0fpOSiIq7V/D3ZAadogTapZplk8QOGFgYIUQNoc1VfIZnhOzqOasGUZJ7JjkGIuiij5QQVGJvSgLM/ddcSyUH/6kyg5YZlARpO6ZUEahaQgjJuN133905unGy4+iG+PAsFyGERBj1eNCPpR4NUaVBY0FHVgWOehzp772nOao+6yhCiKwRMlzC5CeooUSGCRtO9POjtHPJUiFaDPPLhRWTEErbNj8hRKo7/UmUU9CQ64CwI8PHX4eJzcTOO+/sagtQE4jsobD0cDCArPH6N0tCiLZB5ng1ohh3YRsk+hBCD6MdjDeMRelKK63kNpGMdUjJsLGKlBzY4BQLEkI8N/dl08aG0ZOXC+LIJgjSjcU9pFoYuViqk6C1yxAwBAwBQ6C0ESjUEZD0qciKJlucbGq+nWTk/ulPf5ot95v0OnZcZSJQTELIQwwFAbLwycrGcMxTo7EQI7oZKZwDtKYQEbtE1yJvE2f/VEfUfq+KDNKaQXeqk4PC02algUDWcyDjjUAziHD2TKgfEDSGZJefCEchgeBHjkNxgT2HR7KEIYPUHBmYcfVguCdEPNfGGeGRQexbw+qhJukFrolSAgGXGPsX5Ky99wnCKMxQNUA+fdttt815mzgSIguseO8LbWfSPo16yA8//FDY89MfSWo4JekT/zF8Z9knE4j5ySefODUJlCsIrsyHDOKacX2RpG3sf71AUOoCsWeOMgh7MtJ4B6655prIOoPFxjDJc1XqMYXMgdS2geQZqVlA2y2kGTyayUFmkGceIbSPkilD9XtHTZ7x4RUU5oLVTwiRKQSJ8+i3Imvpde5eV2TxAssqn6NtOF1lzCLKT7drx9maEXSIytQhedfR9tisekxRePXSjCl/u3bTpNMz1UWFrB1GFvIuvpgB5PrAkUznMCOr6UCNeeYaWT/vZCWC/vpJm3xg0kwhk4nr6BFn9ysWAlVLCOHgvummm+SYY45xUVFEpyDd5unk5iKEiGwhrR4iJWpRHEeWdBQhhEQa5EpYCjYLR35Y+PMcUQtwsqfInsE6ihBK2zY/IYSONJuOMEKHzBg2H2RA+QkhIs3YiLP4IFoNabWoNPaLL75YTjjhBIdPloQQzwBRRe0iSMtevXSHHmJRYxXnFiQN9tRTT7mI0zDD0cGmiawsPyFElBmbQzZrZB8hTUf0YJSxwEdeYKGFFpJvvtFVgpkhYAgYAoaAIZABAoU4AvK9Lc48aieQpcH3FgcQ3z4zQ6AjCCFQxklKbSv2GEhmecFYhfQARbFxtqC5/+iGIqskUKAbqaUq1/6vyAoacfyEnrNYgQ6tQtpr5+RGIMs5kD0qWTk4xNljkAXCPo/9UlhWJAQLPwQXsufJJcXG+CXYMtf4ZX/B/EqmBVk7kEHUcll//fXzzgwKosa1UVdg/0TWDwGcWBqixbtHEhIiLVaFtjPfPg0bbR7pwe94DgIis7Tnn3/eZW3hR2FPPWzYMEGxBTWTfC1JX8Rdk+Bgr4QAKhq5pGJpN/tkfAkQQ5QJ6AwM456pkn9fyBx4uUq5naByYBAIj+g3beWA/OnqKhn3lpJFZKE06LdyaqDmThSeBEu86XOrwGG8owTH9ir19r3W9rloFa2pE+0yydlNZykZdKYSE0nsNg3cgMzqaINAoc7grZ9Hy8Sdp/yqXz6PzB7k3xRmZxAv386Ss+PfEEtkWr30Y/TT0E9HaJbXuXptsqOytHzk40wmLkvk7VqdjUDVEkIAT1YDCwFP8uuqq66aHUmUixDydxqRpBBKZJSwYaSuyzvvvONqtrzyyiuuPk1nZgj5SY5cgw3ygQ0ozwIupPAjJ8ZzQKbwO6yjCCF/Wwtpm58QGjRokCtYiQxM0FhcIAvDs0LSXXbZZS6LhswuMrzoXzY/YbKA3rX8xEuWhJC/rWzY2DTRD4wpnAZk9LC4huyhVhDmzxAiSwfnFhsiMneiyBzkSiB+IHT8hBD3InIqKHeYZNKivUl1oJNcz44xBAwBQ8AQqF4ECnEEeGixpiHIhG8nAQu5ZLj8zri4wtHV2xvV9+RpCCEC0NhsMf6IgsepHiVFSDANGd9ffvmlczwyBgs1NP2PVOfKwipi8PJmIv0TRhB3ubfN0TJS44nIFDIrDQTSzIH+J2CMIdfFHhVJbEgYJDIhZaKMrDXO4XiIG5QRwoz9BIFo7MHI+vDLcHvH87vrrrtu9t4C6XT2ILnIB/ae7IE4F+KeeTxXFhG1fd9+W73AahD8WVkSEiJLrJK2u5A+Dbs2wYH/+9//2hFpSduQ6zj2hBBzkC4YY43Mrd12263gyyfpi7iLs3dmf//55587BQz2zGFGZhPjGd8I7wvPEeZT4NxiYRj3LNXw+0LmwPNVBuw0FekhyOERlXJbIhDkcL5KhZ3yTv7o/WVlrTe0XPvzPtdspO1Vmu4DrcN3DvWItE5RIXbPlzqOdNqi3lGcQZDsNEBkuN6L73VQTg2ZPEguAkN6KCFT77ExcReO+T2ZV1uNEPkoXIXTnQ3mSWsQ5kPG9NHMo6dV1Gn1ImQwv67kIDUUR7e5PUOtVjHcTyt9XKRjIOm6KiXcdrohUFQEqpoQAlkWAWROjB492mVhINNFrZxchBCbu88++8ylxEOYoHvMooINXJiVMiFEjRgWr2R/8Bw811dffeUW3GHWkYRQmrb5CaEw/L1n8xNCFLQkGpMUdiQHPBk2iEJk5aKMBaIXLZc1IYQjC9KHhTTZTBCOufSl/YRQriy04LN4dbH8hJA/yy3fWYiU+eWWC6yU8r2IHW8IGAKGgCFgCCgChTgCPOD4LiMFx7eTuoG5ZLjI9qUWH+sAgiH89R2tI6oXgTSEEIFFONyJRidACUmtKGci+wgcj6x/hw4d6uS5CjEk485VR9iZGmm8YX+RZzZpf5VP1NlBBhG6/AMCwfkrPanBRRrp/NRGIluEB8EX0iQ7JyUCaeZA79aoIaAaARnk1W4hQ8NfXzWsme+++65TQsBpwF7pkEMOceRQ0F599dXZAXRXXnmlrLWWahX6jHFN5gmZFpy/3nrrOYmyMAUH/3kQTczHjzzyiNufkq0RrGfqPx7VD/CCeCBoLitLQkJkhVXSNhfap8Hrs+fz6g1TNxeFkSwMMghZeoIU2ZuzN4R4IYMsjSXpi7jrM6//4Q9/kJdfftkF77Lf59sfNIJGaTMS7kjcUe8ojJAsFoZxz1Etvy9kDqSe3k4vinw2ReQglRu7UDN3evlq0Lyt37odlcSB4EhqSME9pOSSP+uWej8nKgd9/ViRgT3a6vZRv68Qg1iizW//kvxsSBKIod0XVaJGpfE82dinvxcZp9ejttFAbff2esz6WocHIimNfahE0Oo6tU7LkVGlAkTuXldrouGKOTKUC5Fro57QJdqXWdoIrR1FEA3rnziDWNvXSKE4mOz3ZYJA1RNC9BMZQnvssYeL3lt77bXdgvOhhx4SIowwv5Odf7///vsukoToIxY6nlHfhUgnCCa0mKndgyOiVAkhoq3IgnnhhRfmKrQJOUYE2Lrrrut+z+Id6yhCKG3bKoEQggw66aSTnKQC0gd+7Cl8ymKa7CZS75F1C47VLAkhsotY0Cc13oOwekVJz7fjDAFDwBAwBAwBD4FCHAHeuQS6IGPEghcHJZnAYfUKkIpF9hSnD0EeZAeH1V+0Xqk+BNIQQgSRnXjiia7mKFKEOB2janZef/31jgRivYcDkr1GIYaT5pj/iVz3qcjRy6o2/qptVyFa+O8qoXO1/v93KtVCIeTjNXbHX4z6CJWBuUqLY1+q5xyr55qVBgJp5kCeAOIA5zdBbMx/OPx32GGHRGt11CPYUxDsxZ6WubF/f2UafcZ+GIlxnOvsAdiX+GW12Jfxf+wleCeo1wMZlGSO5X0gW45appxLwN5+++0XKi+HwgMZR949qAWXlSUhIbLAKml70/Rp8B4ExDI+MPrXX1c5aXvCjnvwwQedHCG4EHRIFi7jI6wmbj73SdIXcdeDXKQeEFJ57KvJ/CEDyG+MI/w5EJxkF0Pue3LsHYVh3HNUy+8LmQMhRu7VeO09NeuD2jXImB3j+65Rr+bSj7Vmj2YRJakdQx0b6vZASPizbag/M/zdNoLkbuU6d1NihkySQow2j1DZtB2UqIIsSWrcrq9Ksq3aV2RpJaXu1ucOZhkRAHKCtv0IlbPjWQq1UUq0DWkrd5jTIIWW18ylR5VAW1LbFDQwv0iztM7TAJYpeTzrJvPPHegS15Zcv4cMIiuLYJmkRv9up7UZbxhqmUJJMbPjShMBI4S0X1iksoglagmZK3SVid5j8Yv5CSFII0gS9JFZGGy00UYuPZjoJqL5POuIGkIjRoxwRBaEgF8ajqwl0rBxakRJxrEIYqPJIocoFyKtSJteeeWVZdVVV223QejoGkJZtC0tIUT03C677OKIGCKLcRJFSXykkYwjYnmvvfZyxaz9xCGbHyQV2LAhR0gdA6JGN9tsM7eQpqilZ1HZbLfccovTZu7Tp4/boFHgNcyiJOOIasWJ5snmMN5yFZItzSnOWmUIGAKGgCFQ7ggU4gjwnpn1wEUXXeSCfVjvkPG79957u28jTimCL5BgxWnlRc4TAc9xhRY3L3e8rf3tEUhDCHElZJggeBhr1GuhLiXrOvYROBxZb+HIRpYLW3TRRQVyKImzPKyv0OL/zUiRf2s5x5s1SWNbjRjGwUTBbK9eAlr+P+txM9UhgwMJTX6ieW/4TJ1dSiYdrjr9V2ZbQsSGVQoE0syBjDuI8Pvuu89l5pDlw08+0s7Ihw8fPtyNV8gYfphDuR4S0ygZUFuFfTLBhuwp/fKcEA6QMxBHBLSx1/bq9iaBBfKDPREEP5k/kBdrrrmmqz/D/ow2INmO4gF7N45h3l9llezCyJOSEGmxSoJHFn3qvw8kEAGIPXr0EPaPWWTHEmTBPpJvMPtHyPABAzRFIQNL2hcEmLLXxhivwTkVkhM/Bz4TxiWZcLSVdwOMkWhHJpHxxz4aefUgGeo9TjEwzACqirlEmjnwD0r4XKLED4TNtequ22uxOZlC0/UbeJJm99yo375cBAxybAcMFLlAp5Rus8gUMoPuHCdyiJIJEE7HK9nyZyWMsrDndNger+0aq9lNjdpGDNm3oSqVdtaKWmtHs3wv02f6RoM7cmXqBNtCPaU7lbTaVDOEC7WPNUNoTa03mETWjnuEycflIxMXbOf6Go/wQrhyad6P9JZmYg3T9VKSzKDgxU0+Lm+47YQSRMAIoVmdQrYPKeZIOkDubL311m7hgvkJIVLPPbkRFtNEjIRlQiC7tt1227ksonwzhNC6h6whqobUavSPiVwJGunz6DOzCM6XEEJ+jGdkgUPK/u233x65+Nt5551dW7COyBDKom1pCSGkBMmQIk2cxSxRaVFFL0855RQnwYD5JePY2HvRVixGwxaQ3IdII+T6/OPET8ZwHtFLpPKHRVSdeuqpjrQKjlXa4pGUd955p9ughRkbJ+QBkA70S8ZBFCGvw4aKBTQbBbLfoox3g4Uz0hNJow5LcE60JhkChoAhYAiUGAJpHAE8CusKon+RXcVJucYaazj5LiLlqb+Aw571ELb77rs7SaR+/fqVGArWnM5CIC0hRLsJ3rnpppucc5TMCdberO8IgiJrgzGIs5x1GBkO/iCzfJ/7q2lttQz+p44Oagu8Ol6dJ0oINWvk8SpK/uyh0csbaYTtY0oY3aJFoZGUgSCiUPJCWnOIaOchKvHy7lb53tmOLxYCaeZAZMyOOeYYRzwiicX+L04mjsDI7bfffvb+k7FJdgfEDzVVkFdn38L1WPuz5+D6BBhC9kB4esa+FoLdq3fKXiJOJg6H/AYbbOAUNzyDaEEuDucF+2J+D8EAcY/0O8Ga/A5SA0KK/WtYNmihfZSUhEiDVdK2ZdGn/ntR0wd/A34HyMO48RHXTuY5MiOREcT45vITZ5AuG264YdxhkrQvUHzxssQYg8cee2y7azP/IhNPUDD9RtAl7YSsZG1ADWLGLQQje/1cta6yxjAWhCo7IM0cCHHzp/dFrtAMWWyYyn0N1zhZr6YQpNCdX4jcoT8QMf5sITJpNtbv5d46pe2lPx4ZhLTbeRpkwTcUO1Kzbs4Y3F6SLm0XfT9Dv99K/EyYVU9oKXUHUjvHawPfejKg7v1Kgz7aeM9EtomSQc9oHZ5CjXbt+XIbVkksKB9XiEyc/z7baFz0Y5p1lNaSyMStq4Eyb2ptoagMMpOPS9sLdn5nI2CE0KweIOLp3nvvlT333NP9DwtNiBbMTwj5szHY2JGBEWZci8wPFhr5EkIsoljIcn0idFgAs0DxG1ErZK140hL5EkL+LCLIJ7R9w3Rzkcdj8UPEF9YRhFAWbUtLCLHZgSBkIUk0J5HFZE8FjUUiC0eiizE/IQSJ48l98Exs/oPGOIGo4X7+ceLPMBs4cKCraRAWrcVilY0V/RQcqxA6bMzYJJH1RYYPciVBo0bRjjvu6Ipu+wkhjiOakMwkIqwY68g9hJGT/H6llVZyi2aeY+TIkaH64p094dn9DQFDwBAwBMoPgTSOAG/tQmQ5gRo43sOMbxsZ33z7w9ZD5YeatTgrBLIghMj2Rn6Z7G/WqGGGM5QgI/5MI6lE9O5Qjd6dpE6k7hq1TFFpoptPRB5OHWHUEiCyFQfH1+pQQlruSpWJw+nkHU+NgZ92yta5lVV/VON10syBBDiScZaPkaXGeX5FAvYJBEKyNwqrNcteg0Ay9i1+VYUnn3xSCF7Lx5iDeReQlvOMvTpZnBdeeOFsAj94TQLYyGRiz5UlGcR9kpIQHFsoVkkxyqpPvfvh/yAoFllViL98srfC2sy+FD8F+9l8jO9vkrGStC/iCCHaxn6Z48hw83w//jbjB4DcIoMo17ycNYb54FYNx6aZA8EHUuh8lSY7R0kcnPjLa40fMm12XaQNPaTaftZv4A/q8iJbhKwbsn4Ijphfs2rm1To9ngzcfUrA/FFr9H2o0mnIzp2m5NLJGnzhr0/UUX1CoMdPmu37jNYLIgs4SaYLzzF6m3AZtyTtJmPpdH3+C1XuDdySmCcfd7+6w/6lJFa+MnH+e1ykLrnfpyxVjezdr5XU4s8oI0iGTOknv23L1ooihcATkvHGNZMgYccYAqWFgBFCgf7A6U3mjZ/48BNCEANkP2BEkeIgJ4qG6CQWFERH4XgfNmzY7EXF/7d3f6F2VfkdwHeiJiZiNFg1DRPJFJ/CUDoPdkLfbBuoQrEpVDQFCxaaB/Fxau1DbR/7Yofi9B+dQkOLtT6YQKUgPohgWug00KFUOqBTBrFOYlKJRNTEtOu7M1tOLyc55569781e2Z8FF01y9j5rf9bOzjnrt36/lUn5ZArNlh7p9nfJJH8yM7Iip2sJDmQla36yQiofQrKiJR9y8wE875GMj+wvky+V6et6A0JJq8+H7GQyJaCRL6jpZ1bO5v3zgSjXnX2UkvLdtQSiuhIAi8ripQZ/Vj0mmJWg1rLp50P0rW9AKNeb4E726InFQw891H4xyt5KyQhLgCyBloxLrq1rswGhBEVSUjCvTVZZVh/lQ2W+JCWAklVTKe2XSYK1gcNMPiQQk4BMViXlQ2pWumXVW74Q5ZgEoZLGnpJu+b20U6dOtav2upZVT5ngSh+yCWa+JOU+yr2Y68p9mUy3XEva2oBQ7rVkJqXkXMY9x2cFVFZO597MeXMPpZ53vvDly1f6mtXVGgECBAgQGEKg70RA14d8Tsu/vfk3LSt/0/Lvcha+pCTr7OTnEP12jhtDYIiAUCeRz26vv/56uxo/i2jyuSllrbJ3xbyFQ6sIvlFW7T74xpUjv1L2DPjlUqXpd8pkVTbDvlpL7fyUiks2USaXyleL5p9+vmkOltWx2vUX6PMMzHeFlMZaT9uzZ0+7X8raTJFkUSQ7Jfvv5rtDfp3vd4cOHWr3nZktE9e9X77/5J5fT8t3rVRomJctkmBL9uTKd67uuhJEzT7AeY5v1B6mWUCX78tpV+vb7DWuYrWs0dBjmqzEfJ+Ld66tr2FnlXmD9bQsclzmO+SyY5FSnF3Fl2S8ZX5mXsv36FQFyX2dRSOZR0gGZ7LQ8h3+amXiunNlrIc2XI/bFF7b5xk46/NySQZ/puz3kwyfm8pE/iPl38ejZd31gbJm9o4S9NlZFk/Mbv+TeMcnJZiUBRP/URZb/HlZPHGirANOICYZRn9Yyq3+WilBN4b2ByVI8/tX1ggvbP9air4k22jVFr9H3mqafyuZyJvZ9pe9iJLdlP/2ad8tWT+HS//fK4ti5rWfLUUC/uYbV/ZaXGavo18qpXn/cXFyY58uO5bAhggICK1hzeqYBHqSdt612YBQJsjzYTMfQtOykiaT/llZmi+MWRGTgFB+nQ/R+XXS4tfuv5L05eeee66dmM/7ZYPZfJDNB+rUY04wIQGAZIAkqyNlxbLyKpP4OWf2nMmHtkzor7KHUAIK+cCXPYTS7r///nbiPx948uEtH/JPnjzZ1mHO9aUcWFqCNckESVs2IJTgQT6ALbPaKJkqsejbtyECQrnGlEvLWCWAE6OUkcuEUWoN50NmyiTMZvbMBoTOnTvX1tjOKqaMc+6VfFnK+KZsTQJJWQGX8+Zcs+dJUC4bXSYYmGtJICrjk3spE1rvvffel1+Ecm8kqJi2tjRcvjSlTERKAqYl+Jc9sHJPZYwTxMn5E3TKJMXagFCOyd+FjF/+HqTlw3FKmWQ8c+9ltV7uwwS6sjrqhRdeaM+nESBAgACBIQSGmggYoi/OMT2BIQNCm6H3D6UUXDa4TqmToz/VND9dVjgn42dRS9mclIB5qUyY/XMpU/NnZWVsSstp11/AM/D6j4EeECBw/QSGegYmkJNyqin1drxk+vzwxwm7CY58rWQNZeHErSUzKFlByRb6tGQK5TX/XjJJUjosLa/5lZJZlKyQ7MGXwNIY2h+Xcq/f/N6VvQEXtXdL8uVXewZVlim5tqgf6/nzXSVg90dlD6cn9l/J8urTkgH2reKVINrazJ9kBn27fP5JMKhr1ypzlyyyvyx7U31Dpek+Q+LY6yQgILQGPitEUqotk+jzSsbl5ZkYTymwLii0duySTZKU+QRRkuWTWuHHjx9vAwJdyz9qCQDMpiYnkyMZR9mrJhkjr776altzeV76coJSeW0m4BMgWm+GUPqRYE+yPVLCYl5Lhk9WICX1P8GnZIMkgHTkyJH25csGhNZzb6ekQTJj+vZtqIDQhQsX2pVF2aR03jhk88kEabKXU1pWF8UrLZlbCabEazbLqvNIICgl/1IOLvW215YWzHunVnb+bF7L5phJq0+wJjW207/8utuUuOtDAj25H1PCbl7LfZSgToJG6VP+f+2mm8n0Sup/Vvh12Uhrz5Uyh8kgSj3v2VIR6xl/ryVAgAABAmsFhpoIIEtgFYHaqxFoggAAEWBJREFUAkIpEXeuZPncVfYFSsmb9bSshr5QVkP/Tzn+nrKfUPZP0K6/gGfg9R8DPSBA4PoJDP0MTKDnBxfKvkFlAcR3fnClfGrXEmtIUCivma2Itrdk3P7mV8t+QiUjKMGUvGZM7WRZyPGrJ5vmRwsS875egl//8gvDBLL+s2RN/W5ZgHK8ZE0tWz5uFbPsb/inJUiT/YOG+lySQNB3Ssnc2XJwCQb9RdnubF4G0rzXJxh0rEzxfr0EBjUCNQrc8AGhZEEk0yYtmR6pTbuoJUMmZbSSEp+WYE4mymdbgiGZQE+mTlduK0GalJNLmbGU00pWUCbIu+BEgkjJDulazp8MlAQN8vuPPPJIkwDD7B4tyQRJECZ7zeQ8KW2S82TfmbQc884777QBiS4okfOllFmCKrO/P++6E+RJ4OnEiRNfBrhScizXknJm2VT0zJkzzdNPP90GwpJdkpJgSSVP9kkyWFJ6JWXhco7Z1vVtkffsn8+OUZ++ZQwTGHnllVfm9q17z2RgxTNp8ocPH24DJ/PS5BN0SynBlChIllhK/OW4ZO0kgNilt8+WGuzeI9lFCbqltFs2rU5W0OOPP95mQWWsU487P/MMc45ki+W9k7EVk9wDyVRKICglHdIyDtnoNb/ONc/bKyh9z73Ulcl54IEH2nFNVlDuk7zHvP2uuuuIae73vE+3eWyuJan0sVtms9D13AteS4AAAQIEIjD0RABVAusRqC0gtJ5r89o6BDwD6xgnvSRAYGMENvoZ+PqPmiYBlewL9L2yh1DXkmGb/YZ+rmTc/mIJFoy5Jcv3t77bNH/7w6sHZ5Jl89dlr5tkOA3V8r7JKv77ElxL2dnPSiBtqJZA0OGvNM1vlGys7IU4dEuQ5/nvl4zoUgowmV9/VWxmM4PWvl9e/ydlp4Vvl9fvKv351s/IpB56TJxvcwVu+IDQ5nJ6txtJINlK2bMnJewSKEmQb15LUCVl0lLWLaXkxtSef/75NtCU/q8Nanb9TMAvAcaUrUswM//VCBAgQIDAWAQ2eiJgLNepH+MUEBAa57hMqVeegVMabddKgMBaAc/A5e6JD0uZu98uZeP+rgRnUhZttqUM3u8dKHuglVKyQ2XZLNercb8qTtlHcW8JPv1EMVrULpagULLLbi9Tgz9ZjtEI1CwgIFTz6On7hgok8yXl05IVdezYsbb039qW7J/s/fT222+3mWjJzhlTu++++9r9jxLwSXm6eS2bZz788MPtflXJkLpaiboxXZe+ECBAgMB0BEwETGesx3ilAkJjHJVp9ckzcFrj7WoJEPj/Ap6By98RH5eyr2+U/QCP/VfT/PePy8cdLBlOv35f0xwo2U6CQctbeiWBG11AQOhGH2HXt7JA9n/KHkpp2Wcn+zmlhF7K+128eLHJX56Upcufbdu2rXnxxReXKkm4codWOPCxxx5rXnrppfbI1157rTl48OCXJQlTfi6lD1PuLmXgUv4t5eQOHChLRzQCBAgQIDASARMBIxmIiXZDQGiiAz+iy/YMHNFg6AoBApsu4Bm46eTekACBCQgICE1gkF3iagLJmEmWUPZO2r59e3Po0KG29NqOHTuaTA6cOnWq3T/p8uXLzaOPPtqWjdu9u+zSN6L21ltvtX17//33m7vuuqu9npSO27JlS3P69Okmf569rLLn0DPPPNNmCGkECBAgQGBMAiYCxjQa0+uLgND0xnxsV+wZOLYR0R8CBDZTwDNwM7W9FwECUxEQEJrKSLvOlQQSLDl69Ggb+Llae+qpp5pnn3222bt3bxtoGVO7dOlSc+LEifYazp4tu/3NaXfccUeTbKgnn3yy3TNJI0CAAAECYxIwETCm0ZheXwSEpjfmY7tiz8CxjYj+ECCwmQKegZup7b0IEJiKgIDQVEbada4scP78+ebNN99sXn755TZbKKXWUl4t2TZHjhyposTaBx980JaFS3Do3XffbbOa9u3b1zz44IPNE0880ezZs2dlHwcSIECAAIGNFDARsJG6zr1IQEBokZA/32gBz8CNFnZ+AgTGLOAZOObR0TcCBGoVEBCqdeT0mwABAgQIECAwAQETARMY5BFfooDQiAdnIl3zDJzIQLtMAgTmCngGujEIECAwvICA0PCmzkiAAAECBAgQIDCQgImAgSCdZiUBAaGV2Bw0oIBn4ICYTkWAQHUCnoHVDZkOEyBQgYCAUAWDpIsECBAgQIAAgakKmAiY6siP47oFhMYxDlPuhWfglEfftRMg4BnoHiBAgMDwAgJCw5s6IwECBAgQIECAwEACJgIGgnSalQQEhFZic9CAAp6BA2I6FQEC1Ql4BlY3ZDpMgEAFAgJCFQySLhIgQIAAAQIEpipgImCqIz+O6xYQGsc4TLkXnoFTHn3XToCAZ6B7gAABAsMLCAgNb+qMBAgQIECAAAECAwmYCBgI0mlWEhAQWonNQQMKeAYOiOlUBAhUJ+AZWN2Q6TABAhUICAhVMEi6SIAAAQIECBCYqoCJgKmO/DiuW0BoHOMw5V54Bk559F07AQKege4BAgQIDC8gIDS8qTMSIECAAAECBAgMJGAiYCBIp1lJQEBoJTYHDSjgGTggplMRIFCdgGdgdUOmwwQIVCAgIFTBIOkiAQIECBAgQGCqAiYCpjry47huAaFxjMOUe+EZOOXRd+0ECHgGugcIECAwvICA0PCmzkiAAAECBAgQIDCQgImAgSCdZiUBAaGV2Bw0oIBn4ICYTkWAQHUCnoHVDZkOEyBQgYCAUAWDpIsECBAgQIAAgakKmAiY6siP47oFhMYxDlPuhWfglEfftRMg4BnoHiBAgMDwAgJCw5s6IwECBAgQIECAwEACJgIGgnSalQQEhFZic9CAAp6BA2I6FQEC1Ql4BlY3ZDpMgEAFAgJCFQySLhIgQIAAAQIEpipgImCqIz+O6xYQGsc4TLkXnoFTHn3XToCAZ6B7gAABAsMLCAgNb+qMBAgQIECAAAECAwmYCBgI0mlWEhAQWonNQQMKeAYOiOlUBAhUJ+AZWN2Q6TABAhUICAhVMEi6SIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoIyAg1EfPsQQIECBAgAABAgQIECBAgAABAgQIECBAgACBCgQEhCoYJF0kQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECPQREBDqo+dYAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAFAgJCFQySLhIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+ggICPXRcywBAgQIECBAgAABAgQIECBAgAABAgQIECBAoAIBAaEKBkkXCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJ9BASE+ug5lgABAgQIECBAgAABAgQIECBAgAABAgQIECBQgYCAUAWDpIsECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgT4CAkJ99BxLgAABAgQIECBAgAABAgQIECBAgAABAgQIEKhAQECogkHSRQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAHwEBoT56jiVAgAABAgQIECBAgAABAgQIECBAgAABAgQIVCAgIFTBIOkiAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCPgIBQHz3HEiBAgAABAgQIECBAgAABAgQIECBAgAABAgQqEBAQqmCQdJEAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0EdAQKiPnmMJECBAgAABAgQIECBAgAABAgQIECBAgAABAhUICAhVMEi6SIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoIyAg1EfPsQQIECBAgAABAgQIECBAgAABAgQIECBAgACBCgQEhCoYJF0kQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECPQREBDqo+dYAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAFAgJCFQySLhIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+ggICPXRcywBAgQIECBAgAABAgQIECBAgAABAgQIECBAoAIBAaEKBkkXCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJ9BASE+ug5lgABAgQIECBAgAABAgQIECBAgAABAgQIECBQgYCAUAWDpIsECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgT4CAkJ99BxLgAABAgQIECBAgAABAgQIECBAgAABAgQIEKhAQECogkHSRQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAHwEBoT56jiVAgAABAgQIECBAgAABAgQIECBAgAABAgQIVCAgIFTBIOkiAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCPgIBQHz3HEiBAgAABAgQIECBAgAABAgQIECBAgAABAgQqEBAQqmCQdJEAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0EdAQKiPnmMJECBAgAABAgQIECBAgAABAgQIECBAgAABAhUICAhVMEi6SIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoIyAg1EfPsQQIECBAgAABAgQIECBAgAABAgQIECBAgACBCgQEhCoYJF0kQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECPQREBDqo+dYAgQIECBAgAABAgQIECBAgAABAgQIECBAgEAFAgJCFQySLhIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIE+ggICPXRcywBAgQIECBAgAABAgQIECBAgAABAgQIECBAoAIBAaEKBkkXCRAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQJ9BASE+ug5lgABAgQIECBAgAABAgQIECBAgAABAgQIECBQgYCAUAWDpIsECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAgT4CAkJ99BxLgAABAgQIECBAgAABAgQIECBAgAABAgQIEKhAQECogkHSRQIECBAgQIAAAQIECBAgQIAAAQIECBAgQIBAHwEBoT56jiVAgAABAgQIECBAgAABAgQIECBAgAABAgQIVCAgIFTBIOkiAQIECBAgQIAAAQIECBAgQIAAAQIECBAgQKCPgIBQHz3HEiBAgAABAgQIECBAgAABAgQIECBAgAABAgQqEBAQqmCQdJEAAQIECBAgQIAAAQIECBAgQIAAAQIECBAg0EdAQKiPnmMJECBAgAABAgQIECBAgAABAgQIECBAgAABAhUICAhVMEi6SIAAAQIECBAgQIAAAQIECBAgQIAAAQIECBDoIzBYQCgn+uijj5r9+/c3W7du7dMnxxIgQIAAAQIECBAgQIAAAQIECBAgQIAAAQIECAwocO7cuaXjOFv+t7R5753fTjAoP/fee2+zc+fOAbvoVAQIECBAgAABAgQIECBAgAABAgQIECBAgAABAqsKXL58uTlz5kzz6aefNvv27VuY2HPNgNCFCxeaDz/8sNmxY0dz9913LzzZqp12HAECBAgQIECAAAECBAgQIECAAAECBAgQIECAwPICCQSdPn262bZtW3PPPfcsjOFcNSCUt/zss8+as2fPNp9//nlz5513Nrt27Vp4wuW76pUECBAgQIAAAQIECBAgQIAAAQIECBAgQIAAAQLrEUiFt8RtUi4ucZzdu3c3t99++8L4zTUDQl988UXzySefNNlLKKlHyRTKSW+99daFJ15P572WAAECBAgQIECAAAECBAgQIECAAAECBAgQIEDg2gIXL15sUt3t448/bi5dutTcdtttbULPLbfc0mzZsuWaB18zINRFmRJpOn/+fJM3SmBII0CAAAECBAgQIECAAAECBAgQIECAAAECBAgQ2HyBBH62bt3a7Ny5sw0Ibd++vbnpppsWduSaAaEcnQBQAkH5SWAoEacEivKjESBAgAABAgQIECBAgAABAgQIECBAgAABAgQIbI5AgkEJ/iQjqPu5+eabF2YHpXf/B+hZ6p5QwYo2AAAAAElFTkSuQmCC" width="599" /&gt;&lt;/p&gt;

&lt;p&gt;called from here&lt;/p&gt;

&lt;p&gt;&lt;img height="223" 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" width="169" /&gt;&lt;/p&gt;

&lt;p&gt;Maple 2026 crashes. I had to use this&lt;/p&gt;

&lt;pre class="prettyprint"&gt;
PackageTools:-Install(&amp;quot;https://maple.cloud/app/4797495082876928/Maple+Customer+Support+Updates&amp;quot;,overwrite=true)&lt;/pre&gt;

&lt;p&gt;Is that issue known?&lt;/p&gt;
</description>
      <guid>243556</guid>
      <pubDate>Tue, 21 Apr 2026 13:37:21 Z</pubDate>
      <itunes:author>C_R</itunes:author>
      <author>C_R</author>
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