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	<title>Creative COW | Mackie john | Activity</title>
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				<title>Mackie John started the discussion Updating Layer Markers in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/updating-layer-markers/</link>
				<pubDate>Wed, 07 Sep 2022 14:59:30 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/updating-layer-markers/">Updating Layer Markers</a></p> <div class="bb-content-inr-wrap"><p>I need to update Layer Markers from the source using extended script. I was earlier using the following</p>
<p>var activeItem = app.project.activeItem;</p>
<p>var bodyComp = app.project.items[6]; </p>
<p>bodyComp.openInViewer();</p>
<p>var selectedLayer = bodyComp.layers[7];</p>
<p>selectedLayer.selected = true;</p>
<p>app.executeCommand(2539);</p>
<p></p>
<p>For this to work the GUI needs to remain open. Im&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-373906"><a href="https://creativecow.net/forums/thread/updating-layer-markers/" rel="nofollow"> Read more</a></span></p>
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				<title>Mackie John replied to the discussion Changing Position keyframes but keeping the speed graph in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/changing-position-keyframes-but-keeping-the-speed-graph/#post-2434550</link>
				<pubDate>Wed, 07 Sep 2022 14:56:25 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/changing-position-keyframes-but-keeping-the-speed-graph/#post-2434550"><span class="bb-reply-lable">Reply to</span> Changing Position keyframes but keeping the speed graph</a></p> <div class="bb-content-inr-wrap"><p>This also works. Im grateful for the response</p>
<p></p>
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				<title>Mackie John replied to the discussion Changing Position keyframes but keeping the speed graph in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/changing-position-keyframes-but-keeping-the-speed-graph/#post-2434531</link>
				<pubDate>Wed, 07 Sep 2022 06:35:55 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/changing-position-keyframes-but-keeping-the-speed-graph/#post-2434531"><span class="bb-reply-lable">Reply to</span> Changing Position keyframes but keeping the speed graph</a></p> <div class="bb-content-inr-wrap"><p>This surely works thank you.</p>
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				<title>Mackie John started the discussion Changing Position keyframes but keeping the speed graph in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/changing-position-keyframes-but-keeping-the-speed-graph/</link>
				<pubDate>Tue, 06 Sep 2022 08:10:08 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/changing-position-keyframes-but-keeping-the-speed-graph/">Changing Position keyframes but keeping the speed graph</a></p> <div class="bb-content-inr-wrap"><p>I want to change the keyframe value of the position property if a certain condition is met</p>
<p>x = [100,200]; // my new keyframe1 value</p>
<p>y = [200, 300]; // my new keyframe2 value</p>
<p>If (n==1) // if true change the position keyframe1 and keyframe2</p>
<p>{</p>
<p>v1 = valueAtTime(key(1).time);</p>
<p>  v2 = valueAtTime(key(2).time);</p>
<p><span>linear(time,key(1).time,key(2).time,x,y); </span></p>
<p>}</p>
<p>else&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-373832"><a href="https://creativecow.net/forums/thread/changing-position-keyframes-but-keeping-the-speed-graph/" rel="nofollow"> Read more</a></span></p>
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				<title>Mackie John replied to the discussion SOURCERECTATTIME FOR STRING in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/sourcerectattime-for-string/#post-2426094</link>
				<pubDate>Thu, 10 Mar 2022 04:46:03 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/sourcerectattime-for-string/#post-2426094"><span class="bb-reply-lable">Reply to</span> SOURCERECTATTIME FOR STRING</a></p> <div class="bb-content-inr-wrap"><p>Many thanks for your response Tomas. That is not an option for me. Is there any alternative to sourcerectattime. I want be able to acheive with expressions within the same layer</p>
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				<title>Mackie John started the discussion SOURCERECTATTIME FOR STRING in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/sourcerectattime-for-string/</link>
				<pubDate>Wed, 09 Mar 2022 17:43:01 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/sourcerectattime-for-string/">SOURCERECTATTIME FOR STRING</a></p> <div class="bb-content-inr-wrap"><p>I need to use sourcerectattime().width for only a particular string in a layer source text.</p>
<p>E.g. if the text is Thisismytext**Here you go. So i want to be able measure the width of &#8220;Thisismytext&#8221; and &#8220;Here you go&#8221; separately within the same source text. How can i achieve this.</p>
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				<title>Mackie John started the discussion Playing easy in keyframes using expressions. in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/playing-easy-in-keyframes-using-expressions/</link>
				<pubDate>Mon, 01 Mar 2021 10:46:18 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/playing-easy-in-keyframes-using-expressions/">Playing easy in keyframes using expressions.</a></p> <div class="bb-content-inr-wrap"><p>I have a design that uses ease keyframes as below. </p>
<p><span> </span><img 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" alt="" /></p>
<p>I&#8217;m trying to play these keyframes using expressions but i can&#8217;t seem to match the speed of this. I know the distance between these two keyframes is 1.76 and i used something like below</p>
<p><b>ti= linear(time,dur,dur+1.76,key(1).value,key(2).value);<br /></b></p>
<p><b>AND</b></p>
<p><b>ti=&hellip;</b></p>
<p><span class="activity-read-more" id="activity-read-more-347086"><a href="https://creativecow.net/forums/thread/playing-easy-in-keyframes-using-expressions/" rel="nofollow"> Read more</a></span></p>
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				<title>Mackie John replied to the discussion Expression behaving differently on two PCs in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/expression-behaving-differently-on-two-pcs/#post-2403462</link>
				<pubDate>Thu, 11 Feb 2021 13:20:51 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/expression-behaving-differently-on-two-pcs/#post-2403462"><span class="bb-reply-lable">Reply to</span> Expression behaving differently on two PCs</a></p> <div class="bb-content-inr-wrap"><p>Excellent dear. Thanks for your help. This was the issue.</p>
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				<guid isPermaLink="false">24d08805e072b69f4a06fb4a1f9bf1a4</guid>
				<title>Mackie John started the discussion Expression behaving differently on two PCs in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/expression-behaving-differently-on-two-pcs/</link>
				<pubDate>Wed, 10 Feb 2021 16:17:47 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/expression-behaving-differently-on-two-pcs/">Expression behaving differently on two PCs</a></p> <div class="bb-content-inr-wrap"><p>I&#8217;m wondering where am i gone wrong. I have two AE machines with both AE 2020/2019 (same version) installed. I have an expression behaving differently on both PC&#8217;s</p>
<p><b>var tDate = new Date(&#8220;2021-02-10T12:30:00&#8221;);</b></p>
<p>The above gives me a negative value (-1713886200000) on PC1 in both AE 2020/2019. But gives me a proper date on PC2</p>
<p>Then on PC1 the below gives&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-345690"><a href="https://creativecow.net/forums/thread/expression-behaving-differently-on-two-pcs/" rel="nofollow"> Read more</a></span></p>
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				<guid isPermaLink="false">ece2d0d542c07cd2698cd28b0400605b</guid>
				<title>Mackie John replied to the discussion TEXT ALIGNMENT IN A BOX USING EXPRESSIONS in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2342959</link>
				<pubDate>Mon, 21 Dec 2020 15:33:14 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2342959"><span class="bb-reply-lable">Reply to</span> TEXT ALIGNMENT IN A BOX USING EXPRESSIONS</a></p> <div class="bb-content-inr-wrap"><p>Sorry kindly please ignore this, this is fixed. I was using the wrong rectangle. Just need to understand something, why is Parent and LINK used</p>
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				<guid isPermaLink="false">b09093066035bb6dd49e65a7a2072d48</guid>
				<title>Mackie John replied to the discussion TEXT ALIGNMENT IN A BOX USING EXPRESSIONS in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2342958</link>
				<pubDate>Mon, 21 Dec 2020 15:30:09 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2342958"><span class="bb-reply-lable">Reply to</span> TEXT ALIGNMENT IN A BOX USING EXPRESSIONS</a></p> <div class="bb-content-inr-wrap"><p>There was a parent link, I removed that now below is the result, still there is offset.</p>
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				<title>Mackie John replied to the discussion TEXT ALIGNMENT IN A BOX USING EXPRESSIONS in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2342956</link>
				<pubDate>Mon, 21 Dec 2020 15:20:03 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2342956"><span class="bb-reply-lable">Reply to</span> TEXT ALIGNMENT IN A BOX USING EXPRESSIONS</a></p> <div class="bb-content-inr-wrap"><p>I&#8217;m having a problem with another project and tried your suggestion above, it give me a huge offset or difference between the anchorpoint of the rectangle and the position of the Text. I can see the Text is attached to the anchor point of the Rectangle by moving the anchor point of the rectangle and the text moves along, but what I don&#8217;t&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-341935"><a href="https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2342956" rel="nofollow"> Read more</a></span></p>
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				<title>Mackie John started the discussion Different styles for different lines on same layer in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/different-styles-for-different-lines-on-same-layer/</link>
				<pubDate>Sun, 06 Dec 2020 03:59:01 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/different-styles-for-different-lines-on-same-layer/">Different styles for different lines on same layer</a></p> <div class="bb-content-inr-wrap"><p>I want to use expressions to apply a different style (font,size,color) to the second line of the same text layer, and the first line should maintain a different style. Is there a way to achieve this using expressions.</p>
<p>I have tried the below but doesn&#8217;t seem to work</p>
<p>display = splits[0] + &#8220;r&#8221;;   </p>
<p>b =&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-340932"><a href="https://creativecow.net/forums/thread/different-styles-for-different-lines-on-same-layer/" rel="nofollow"> Read more</a></span></p>
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				<title>Mackie John replied to the discussion TEXT ALIGNMENT IN A BOX USING EXPRESSIONS in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2341805</link>
				<pubDate>Sun, 06 Dec 2020 03:48:40 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/#post-2341805"><span class="bb-reply-lable">Reply to</span> TEXT ALIGNMENT IN A BOX USING EXPRESSIONS</a></p> <div class="bb-content-inr-wrap"><p>Thank you Dan,</p>
<p>This works just fine.</p>
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				<title>Mackie John started the discussion TEXT ALIGNMENT IN A BOX USING EXPRESSIONS in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/</link>
				<pubDate>Sat, 05 Dec 2020 13:43:49 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/text-alignment-in-a-box-using-expressions/">TEXT ALIGNMENT IN A BOX USING EXPRESSIONS</a></p> <div class="bb-content-inr-wrap"><p class="">I&#8217;m trying to align a Text within a shape layer using anchor points</p>
<p class=""><img 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mnDDICi44tDp4pwzvKkSxOaFudAAc+8qzNROeRT1nwAmP55xqNE36gZ20XeFs/4LDvbXvinU3gpU2AD35tu7SyWH4s/5YOsFYP4LL3lgZXysIrZSw9ruRxtbSA493JtgtOi8/qEhiSpWfxWpz0Vchi+Y62TQvLFZ6QycJRBl7BC37LM8/2nnLQ2bDL4d++t/Vi8QNj+2+L3+bZq+3/Ld8WzuK0z+iIurDycg+v4EEn8Mo95SwM76h/8i09m8ez1Qk0oG/7d54tXeCsHNiP1U+0rNH3wFje4TE6z8oITngjn3ck7q0Mlld7JZ88yyffOovDlucZOXmGR/iwtkoe76J1g6yWT/KoJ0svmg/4Ag/vDA54bZaY5dvdJO1o7ff3t0ifttYB/cw++vzD0qhK6frbFurOP67R7Q+u1ONPL9Idd/VV5ejJmlu/XHU1izRl8kwdY2rZ/Jk5e3WYNnOZFi7bwhIHrd8m3XnvQv3hwd26+6HtuvPRDfrDXzfqPxMfV9733lZmz78p0Kevcvu8oZ6X9leooK96XzFI+ZcNVO4l7yjc5y2TuOddzysGm/dZ4VcU6PmGuQ/26q+8Sweoz3eGint/wesquHyQKcdz7ysLTVngeX/p1cXmOXLx2+r17SGmHOV5hgb5wJHHe2hTlvxQ7zfN1fLFu2jeKMPzxVcVmbLAwzPw2ZFXTXn4JIET/LyHrpXDl9/P4IBv8JDACw5vbl/l5L1m4HkPDAl80M0MvdwmOzIAzxU+LvnuMIMLnqEJPHitHsmHBjxZuYEBnvfgsIln9Ew+sMhodQv/yEI5EmV4trgpA03eU45kYdAD98gEPnDxjiuyQIv30fyBjwQcefAFfmiCiwRtCwMu8knID4/Qs7xwBReJe3BaWaBrdcGV95YnWxfghYbFffn3h7fp2uKxPNurfQ9OKzvvwIU8yGD5h56VFd6gY2mhI/KoS+DQATJQ1rYL8sFt+eeefOCwfXBR1uoEGlaX4Lew4LHvrc6Qm7Ik8MI3V56BwU55pv1SFhzAcIUe8gIbjZdywPDO5oHH0ucd5bDpgkvf0RVXFarP5f2Vd/E/1PM7L8vX5xkFLn9ROZf0Va8fjNCtj3ysWx/eorsf26k//vlT/eS30xWX8az6fPct5RT8Td68l9voITv04Q066AbavOcZHkjIZPXJM3qwerJy2n4FHQJv6w1cJMqBk0RZZEYuygMPTDR93oOLxD359AkWNziwPfts7R5ZSMBDi3x4hx5XyvGOPGAsHPxBH31YnVjc8EmCBnDgsDht3ZEfbYPARCdLjysyWVxc4QGewQV+5OXe8sI9+MFHeWhbGHgk8Qyuy75XYvAhC7CUgS9gwGMTOHhneQTW4qZ98R6a4OEe+wOePNsf82z5Agbe6aO5B8bWBfVGHn07skMbvLy3/TxlrC7gEZ1AE57gH1yUIY/34EA/PAMDHnAAw3tbT/AIrJUX+Gi+KUsZ6EV/O3mPDOQBDz5r48jMMzyhd3BTHj55phzluYcn4OkTuAfO8sazTbwjD/6ARxe2PHnggw/eWf6pC+CtfpHb4udqdQENKz9tBnyUARf31InlF3wkypBnbRB8BVe8Zfqant/vp8hl/RTo/YZ6XTlYkUtelzf/eUUufVVZkZflzxui3pd/pJ/9Zo3ueahJ9zx8VPf/6YDufXSh7rmvv0pLxqm+bqlWLF+neXMbtGfPPjU1Namx8aiaW46qw6IlGzW1epHxGldukq65cYLu/OMn+sOTe3TXE5/q9ie3q8OFjygp73XFB19VnPd1xWS8prTgQCV531Zs+mAlZZco1V8mj2+EPL5RSvWPVFJ2qWLTCs01JadUWZFKZYZHKyGzRPEZRQY+I1Ru3gMflz7MvE/2jlBC5jBTLid/rBKzhpv3lEvMKm57Bj/lLop9S+AHjmf48BVUmfLJXt6VGXyUTwuMUkaoQrznGb6hB988x6UPNc/gQw747ZwwwMCnB0crK1LR9h76MalD2vDBP+WtHCk5Iw18WqBc6cEyg7eHZ7C6pww5QV/dkge36QN+oIMcyHNRbH/l5I8z8iEHfHdNGmTgkQN9RPONPqGH/qy8Vp/evCojP/non/cd49409NBLdP1Z+dEL77Nzxxi83VMGGf55nxkeY/iCX+jGpA5t45N6Qz/wG5tW1CavrR+u5KMP+AEf/EDX4oMu+ghfPNHIQz7lengKBR/UD/nxGcXmCj7sDT6QH/0DT33YegM+O3es4atL4kBTX/6e4015+IQf9A4e8FMumj9rf+ABP3xDz+qDerb8wy98WnrwDX74AQ/ygd/WP3TRF+WpDyuvrW8rj+UHfqk/qzfwwBd6gB/04u85zugfvFafNt8+2yt8wo+tL+S/oMfrRh+UP1X7hU/bTsDTLXmgkQe9Yx/wgTw8ww/1wnvowHdSVqG6xP9DKd7+is/qq7TwO0oOvqn0XkMV43tLl/x8hh74W6NueHiX7nnqiO7982Fde+fH6pzcT5m5xUoNFsrfa6yxZ2sPyAcf6Au+bT3zjH3Z97QP6oNn9Ab/tp3aeiYfueGf+qF923qEf9oFeocO7ZHyXOk34Ce6vnmmnZAPPvikHYIfPaF36ILf9pvUH/bSJfEdoy/o2fqjHPzAP+Wt3Vo8wNl+lHz6HfhBTvhF/vDFEww++LH8W/3AL/ULP1Y/wFHe8g+fph6zS0w/xXvK234RffBs9WH7D/Bib8BDB/6sHDzzHjunfKf4d0y92f4M+t68SiMv9QlcdH+HHMiH3niPXtA79tc1ib7c6UegRz8FfuRAn8iJvVIP6A+9W354hn/0AX7bTikHH+C3/T9X6EAXePDBF3IiN+/BC37bTuAnmm/yebb1aPFFy4uerP59Be8avaEf6IGP7wfPyAV/vEcf6MU+830hH/1Cz8pBOdqptVfeU862X/BTjv6PK/DwY6/wjR2Al/eUoz55j91THj3kXvqh0R/vsRP6O8pZfVh7Rk7o2/6TZ/ilfXOFLnqHDvZFeeS138/oclY/GZEyxXoHKj4wVDGZxeqBjLSnQKlSw0PlLShRVm5r+8qo0E9/s06PPSPdcM8G3f7Iat3+4Ee65fYXVFU5SUsa1qqmep6mT6vRbjapRI9kfThlquoXzherkvY0SY89PVW3/GG28r8zVuHvvKfgd8erQ+cnlNJ7sJLyBymtoFQpoeEmJQdL5AmPVHKwVIn+UsXnDFN8TokS/SVKDo40eel5FUoKDFfXtMHqnjFYPGcWVCjBN1zd0gfJEy4z5YDPyB9tnimfFBihBF+xwQuN1Ei5ocP7lNAI85yWW2bg0/PKDTx8dM8obOVppOED/BZfamSU0nJHGzzQt3zCH/ihDx+8t/ylhEYZeN53TRuomKwixXmLjBzAI7fFD33guMIneGOz0ckwA8cz+cgDX8iR3atK2b0q2+QFHnnQE/h5js0easoBDz3kIB/9gA+88Ek5K599Jt/K2SNziIGDH+R16s4pD7/AWXmQH7jMgkpTb8id06dKOX3eFXi6pQ8x9LhCH7pZPceos2eggac89Yyc6MPii7YP5LD8kW/r2+rf2lNMVqEpjz5sfVh+wQ8eKw/5yBVtZzzHeYsN39Cz9QN/8GPpUg8Z+WMMPqv3HplDTX1DDzzIaflGbuhgh+CFT/TEe/gBzpYnn/qx+NEz9Yp+qVcrj7Uv5AAP9mHlhk/4tfh5D16e0R/6By/yWTw8g9/yDV6e4Q++KWf1C374RU5v73EmH/nA3yV1kGmv4IEufNB+yedKOW/vsabcyfZBPSI39LCXLqkDDJ/peaOU3bNUGXnFyswrVbyvUDE5gxUTLFKnrAEKfPd99f75DGV/u0qBq95T1mVjlXnxGP1n3GumnSM79Qr/3GM3WT3HmvpEn+iBZ+iiB+CoV96jd9/F49r6DYvH6g89YR/Agxd9ITfyUt7ak9Ur9JDb1j9wtj1ae7F2jZ6tvVs7s/ipbwtn2x/6Rz7oWnvC7sGDXqFDeerN2j/P0EUeW556B55y8GnbF8/AWbr2GXrg4Up+NDz8QA89Ak+/29nzTpu+0cfJ9mH7D+oB+JPbH/Qtv7b+0K+1U/inHPyQzzN65go/wNlnWx49W/2AH/1Q3urd6o8rfFk92H7Z6tP2Y+AFD/ZP++XZ6he88MGzxWP5t/aF/cMv+NAfz9H6hg/qzfIPHvKtfNSHxU958qELPr6vlj56IN/aJ3JYPsEPvK3vaHzQBx/yRfNHPaNH9M93EP6sXoFHzyfbB3TAx3v6D9oHdGlH8E0/gF7AxzN6gV/4sfwDD56T7Zt88JBPvdt6sfaBHtAb+KEPHP0T3y/w8b5bZqHiQqMUEyxXUuR9peR9oITQOMUHyxQXKlS37DeUmjdEicGBSsgZoMi3yxT+9kD9+Mbhuu3Jct3xeH/97Ne3a3jxGC2Yt0KTJ83QooVLdZAICkRkOHRATU3H1KFFB7Vzz3o1rK7XjPlzNW3eXk2aLfW6ulwXefqpq+9tdfS+rozLh6uz9w0l542QJ79ScYweBUfIk1uuhECJSal5ZSLZZ0/uKPXILlRmrzHK6FmhpFCpUiIjFecbpticImX3GStgeOY9ZWO8Qw1cesFo8z7eX2ze85wYHC6ek8MjTKJcWn65oUH5rN6VBi90uIcP4HmmDOVJ3EOXMiR45D330Of+ZH7hDVzIAu/AAsc77sHHM4l7EvTJs/xyb8uRZ8vDH3ShaWUCr+UR2pSzeqMcZaJheCafd9yTLA3wWl2gc8p3SR9odAc8efBo+bP8ciUfHcMD+Enc22fvxVVGH7ynPHShh57QKzKAw+ZbvcADdQo85Xhv6QHPPXQpB8+8A45y4O+eNaSNZyubxQMsdcR7W8bmWd3xTD4JOpThauvB0ucdvFEOGPjhavFwD45oeO55Rx7yoSsrN++gbfkCFj1xRR8Wl60znqEJPfAAh2xWn5Zn8HFv9ZJzybg23VLGJisHeCnDe3iDT3sPDPh5Rh+0Jdv+eAd9EjSAozzJvrfP5FF30fyebB90eHycsSPDU/5IxUdKFBsZpsSCUl2Y+ZYuynxHXXIG66L0Aerho+2VKYHRF0asQyMNH/CF7OgAueCbe2SBPnpHf9bmLK/kY6uUgT75Fhd5JPJItq6RD1zIQj7luLdyc887m8c9ZW158sEHPDxCj/q2PAPHe8qRgLW0KMOz5QtYZOHZ5qF33vNsZQF/dBnqBThLH3gS8BYPNG29w4d9H43/8/p36hRYdEXi3j5D19KDJgm5SNxbnVE33TIHG96xQ8qTxz2w3MMnCXzkc08e/PKOZ2SPtkP4sfRs+ZNpg5ty9mrho/klDzokYElWT1Y+nuELWaz88AIeaNu6of6hAQ70aulRHliL35YDP/TRBXjAafVCeXQMPcsv8OCgTpGfZ/Jtm4C+1Qvvodtu+2393oPL8mv5Ahc88R4ZLU3oWD7gGz7hoWvGoDYdWZ1ThntwRssBf7bekJX8wOXvGVux+HgHHas7eCHxztRR3mgl5FaqS3a5YgPvKyE0SV2yKhUTqFBqr0rFh4YpOYL+CuUJDVaSv686ptyvfsXLNWXJLo2dPkc7dh8zGwDZrbifhaXsxl+9VvPnz9eKFcu0aNECdSBGzbGjW1Q7Z5yq503T5JrlWrZBuvoXlfIEi5QULlR87mDF5w5UfG6hEkIjlRAqV1KwXMmBctPJ0dG5ydWBawOuDXwhG+AXpH+ck5hKCBcrgX4mb0BbfxMfLlU80z2hSiUEK51+h1GdULFJTkfr6v0L6d3tr93vlWsDxpeJZyYtVKn4wATFByYqLkgar/hglRKCjJJWKT00TineCmUGhive87xGVR3Tkk+kD6tXmlBfNhwE0Rb4W7JkmWpqajR37lzNnVuvDmrco6ZDmzV//gTNb5iuuoYl+nirdOWPRqpH6jumI0uIFMkkOkEcrEClkv2VSg4wdE4H5wxZuldXDwwdu3bg2sFp2YFxsiYoyTfR9CnGYYoMVkLuACVwjRQpCecrUKkk/3iTnH6nTF3u/a4AACAASURBVJ5gieNoBZ2RjNOi5/ZTzlSbqwdXD24/raRQiRLCpFLjUOFYxQeZLqxq+1GX7B8nT84EJaVXKcdXIU/ayxo3XlrziTR11iodPSodPuTECG0hTlmrk0Uw0nnz5mn27FqcrEY17tulOXUfaGb1RE2tq9aKT6Tv/KBcCekl8gSc9Sbml5Lp8KqU7BsvQ9xfaRaJ8avSE3R+WbpXVw+uPbjt4bT6AX6g4Tz5Jpr+xDpQbaMybBjhh5y/yulvfOPk8VXJ469UKh1e4LizdVr03H7K7afd75T5ceK2F6YfC5UcedukJH7UMYhknK7jzpcnRF9TpeS00fJ6R8qT/JwqxxzUypXSR5PnmkGsZiI1RP0tWbJE06dP1+zZs7VgAdOFR6RD2/Zo6fw61dZOVs28aq3cIH33B5XKzBmnVJ8zYuX8oqTDG6dk3wR56PCMkzXS/Krkl6WbXB24NuDawOnagBl94ocbI1rGmWodIbej5Ow8xZEKsOPHSc7upXLHyfKTX+r2O27f69qAawNf3AZChfJE3pQn8oaSIwNkHK1IoRJsChc7C+sDo5WaMUq+nGFKSXxCFaO3aO3aI5pdv8C4Vs3NzWppaTFhGw4cOKBVq1aZNVk4WDNnzlSHzcu2a+vqrfp061bt3LVJ2/dt0rYD0ne+P1ZJ6WwvrjK/Jo2TZTrD1l+VOFj+CrMuK5nRLje5OnBtwLWBL2IDTPXlvq2EvDfN9CDD920OV4BdbSXyhAa2doSvyxN5XZ7wAHnoHHG6jJPl9j1u3+vagGsDX9wGTKiGYKFSg4OVHGL9OSNZxYqPFDnrz7myM5FQNNmlCoaGKNXzgN57d4MOHpQ+3b1Nq1Yv0/r160xau3a1cbC24kvt3KktW7Zo9+7d6jB/6jKtXviJWjiHTId0VLu165h02dVlik+rMKNVxsFq3cFhOkEWvZstxSPNR6VtEbxdDO9enU0Brh5cPbA5xLWDU9sBayLy3lR8/utmobsZrg+xBquidYE7Ox4Hn+RkvW12+tBBOh8WV7+ufbVuwnLb2anbmauXU+qF/iM1UGISP9pYpsD6LHY3G0crUqx4Yn/6y5XhK5M/OERJiffr3apPnKMFdVjTZ0zWvHlzzAL3uroa1dXVad8+YshLjY0c1CN1mDdtiZbNX62W5qM6ol06qE3afKRJF189TCk+YmZAuLh1IWrrYtRwsRlaY+chi1UT6BiDZe7V1YNrB247OP1+IFyquNxiJ9GxhUeanYTs6iEZZ4tpREa17AhZa7woZ8NNa8fotju33bnt7vTbndtenA01QZYiEES13MzKscGGncxx4TLFETKJWHTsLAxOUKq3Sl6CBsc8ZqYLOVawqaXZHAI9d16dZtdXq35OjWpqZunAAcfJMh4WTtai2gYtb1hpjpA+qgM6pB3ackS6+HsMybPovcTZWWh2/Qxsm69Migx05jBZKGbCOhDawU2uDlwbcG3g9G2ALdR0ZmYrdeuVHcyOo0WQ3ioT4sGsBWUBvHG6iFHl7Gp2dX36unZ15erKtYHjNsDAkFlyYJY9OT/q6HfiQxWKC+NsVTjBSf1VSswaqyzfKMUl/lXjqggyakJiqb6+XnPm1opRLGJicd23b4/xr1inZUayZk39SCuWLzWr5BncOqQmbdwvXf6DoUrOKTILS83WatZLnDKxZd/5ReleXT24NuDawBexgVN1+s76T2d03C5POH61Dpar5y+iZxfWtRfXBk6yAbN7uXWU3Ebrb92E4zhb5Urg1ARO9AiUK4MTF+L/qsqxB9TY7DhZ06ZN05w5s1VbW2tiY/F86NAh41y1TRduXL9EGzes1caNO/XJpj3auHu/NuyVrv4p5yYNcUI0mFhYJzHoOlauc+nagGsDrg24NuDagGsDZ6sN4FSFOLKKowBLnDXmrAltnTrs7i9UfIRTA0aacwwJRlo57og4nnDrth1av36j1qxZo9WrV2vDhg3mfuPGjWLx+44dO7Rr1y51kPbr0ME9qq6ep1l1i1W9cImWbGgxTlZC5iDXyTpbjcfl2+34XBtwbcC1AdcGXBv4bBtox8mKDQ1TUr4zW5ceGq64lOc0uvKg1q47quqaOhEj6+jRoyaEA8NXTU1NWrZsmaqrq02cLK7GyWpqPKSpU2tVN3e5ps9dqEXrGvW9n5UqMWuw62S5BvrZBurqxtWNawOuDbg24NrA2WoD7ThZSfkj5OnFOcSlSs4ZqtjkZzX23aPGyZo0eaoamTds/cPB4s86WfZonQ6NR3fq8KG9mj59thYuWae5y1dr1Tbpx78qd52ss9VwXL7dTs+1AdcGXBtwbcC1gc+3gXacrITc4WYkK94/XB7/MCWmvaAJH0gbN0szZlYbJ8s6V/v37zejWjhZHBC9dOlSzZkz5/h04YwZ9Zo2a4Fmzm/Q0o1yR7Jc4/x843T14+rHtQHXBlwbcG3gbLaBdpysuHCxEvOGm5GstGCJOSC6YuwhrV57WFOnzbCDWCdcOVaHBfAshjdOVtOxXdq1c4tWrlyv+vkrzUgWa7K+/YOhzsJ3syDM3UHo7sxwNz64NuDagGsDrg24NnAO2UA7ThYjWdFOVo/Ep1U6arfWfHJMCxct1qFDR7Rnzx5xnA5/e/fu1bp168yZhXPnznXOLqytnqjlyxaJkA5HmqTDkrYekr77kxJ5fEXmPCDnhPtzSLFns+ft8u7+cnRtwLUB1wZcG3Bt4MvbQDtOFtHf48LDFOcrEQvf7Zqsw434SwQjJUZWnWbNmmUWunNWIY4Wf21xsubPnarFDfPMKnkK4mRtOyxd8f1CpbceOuk6Wa6D6f56c23AtQHXBlwbcG3gnLKB03CyEnKJETpS2XmjzHQhIRzwlYgrWldXb6YEmRqcN2+e2VVoj9UxnhYR32tmva+lSxaYkSwK4WRt3Cf1ufIdZ+G7O1345b1l9xeHq0PXBlwbcG3AtQHXBr5eNtCOk2UXvieHRykjXKqucU9p1Oh9OnhUam6RZs2qMVOCCxYs0MKFC00E+MOH8aKkY8eOqbm5WR2YLlyxvKHNydrXLG0+IH3nR8PkzRvlhnBwG8XXq1G49eHWh2sDrg24NuDawP+GDbTjZBEnizVZjGThZHVP+KvGVB1ui/g+c2a12Uk4e/Zss9h96tSp2r17t3Gy7K5DM5KFk3XwYLMZ/sIH29XoTBfGpL7tOln/GxXp4nA7BNcGXBtwbcC1AdcGvl42cBpOFtOFicERxskiGClxsg4flQ4cPKypU6ebXYSsy2LKkNEsFsLbPzOSRcT3/ft2aeHCFZpRs0jT5ixoi/jujmS58+/n1Py728F9vTo4tz7c+nBtwLWBM2kD7ThZiXmlJk5WtJPFdOHHnxzT3HkLrC9lrjhUxMpavny5cbhYBM8Il4n4jpNVW7ug7Vid1dud6cIenrfckawzaQAubbcDcm3AtQHXBlwbcG3gX2MDp+Fk2RAOTBcSjJRjdVasOiAivhOVwR4EbT2uVatWmR2HLIRnhMs4WUR8nzlzjqZXLzQjWWt3OhHfze5Cwsm7B0T/ayrYbTiuXl0bcG3AtQHXBlwbODM20I6TRTBSDogm4jtOVnLG3810ISNZM2fVGL8KJ4twDUeOHDFnFy5evNiMZC1atEjEyuqg5j06emS/6uoWava8FcbJWrFF5oBo9+xCd7rQnS50bcC1AdcGXBtwbeCctIF2nCziZNmRrNRAsYmTVT7mgNZ8fMQ4WU1NLXYAq21Ea+XKlWaXISNZ9fX1x0eypk2rU/XsJcbJWr5Z+v7PRygtUOxOF7q/MM7MLwxX767eXRtwbcC1AdcG/pU20I6TlVww0qzJSs0brSRvoZkuHFm+16zJmjZ95gkjWYRs4I8zCwlOypE6HBLdYfnSOm3bukE7duzXoWPS9oNHteWgdNWPi5WQOch1sv6VFezidjsQ1wZcG3BtwLUB1wbOjA2042QxkhUbKnJ48xbKk/WS3p3QZEI47Pp0jxYvXqrVq1ebxM7CtWvXatu2bSbqO5HfDx06pA6zZrynVSuXtMXJOtQa8Z2zC1NyhrpOlmv8Z8b4Xb27endtwLUB1wZcG/hX2kA7ThbBSHGyCEbKSFZC6t/EAdGNzRIThdOnzzTrrthFOGPGDLMWy55jaOcRO8ytn6wli+cbJ2vvQWn3sRYzksWxOu50oTsPf07Ow/8rG62L2/0ouDbg2oBrA2eHDbTjZBHCgbML0/IrZNdkDRu+QwcPS41NLZo9e46ZFsTJamhoMCEbos8uJCBph7qaD9qcLHusDsFIL//eEOdYHXd34dlhLG6jduvJtQHXBlwbcG3AtYHTt4F2nCwivscEh4o1WRwQTQgH1mTZkSwivrPuqrq62hyvQ0BSG4y07YBonKzVq5a2TRcelLT9iBPx3d1d6I5kuSNZrg24NuDagGsDrg2ckzbQjpNFCAecLKYLU3xFSkp/8YTpwpqaOhGqwR4OTVwsO5JFcFLCO3TYsmm5dmzfpLVrN+uTTXu0fMMWESeLhe8eX5E87gHRp+8Vu78gXF25NuDagGsDrg24NnB22EA7ThbThcTJSomUKTF7iFmTVVaxXzv3SGvWrtPGjZu1c+dObd++XQQh3bBhg7Zs2WKeN23apM2bNzshHI4c3qcpU2pMxPeZ8xu0apv0vZ+VOtOFrpN1dhiL26jdenJtwLUB1wZcG3Bt4PRtoB0ni92FnF3ImixGslIy/yGcrLXrGzV5+gyztt2GbmDkir9ly5aJI3WYOiSZiO8EI62pma+6ucuFk7VmhxMny0wXuk7W6VeYa9yurlwbcG3AtQHXBlwbODtsoB0nq0dgqFn4TsR31mTZ3YWrPj6i6dU1amRxVusfEd/5W7FihTlOh0CkJwQj5ezCmvqlmjFvkVZulb77kxLFpQ9wpwvdxnJ2NBa3ntx6cm3AtQHXBlwb+CI20I6TRTDS5IIRRqeZkRFmTdaYqsNaufawpk6bccLZhXahOwdEsxieI3UISGpGsg4e2K36+gbNrG3Q1Pr5WrbJcbLMmix3d6FrtF/EaF1Y115cG3BtwLUB1wbOBhs4DSeLY3XifCVKC5Yo3vO8OSDaHqtjR7HsFUfLRnxnFIvQDh0+3fmxWfi+evVGLV+9RQ1r12v1dunKHxa5wUjPBiNxeXQ7M9cGXBtwbcC1AdcGvrgNtONksbuQOFkx3mHy+IeZswsJRrp1u7Ri5Wrt2bNPu3btakssgv/444/F+YU2EnyH2bUfmojvBw406ViLtL9F2nZYuuzqwerhecuN+O4a7hc3XFdnrs5cG3BtwLUB1wa+7jbQjpNlD4gmfEVGuNQ4WWPfPaojx6RDh49qxoxZZt2VnRpcvHixiZPFiBbhG0wwUo7VWbpkgVgYb4OR7jgqucfquHFRzsm4KF/3Ru/y536YXBtwbcC1ga/GBk7DyUrKLzUhHFiT1T3hryfEyZoyZZpxsthFOH36dBOU9OBBoo0e/+uwcP50LV+2SE1N0sGjzkgWB0QzXZgVGeGOZLnG/tUYu6tnV8+uDbg24NqAawNfpQ2042QR8Z04WYnBEWZ3Yde4p0wIh8NHnbML581boCVLlphgpKzBInTDvn37jId1+PBhZyRr/typWtwwz6ySP9osHW6N+H7xdwY4uwvP8YXvycGRInkCztU+/9M1UGbgkrlGJXe0xx3xO1M2kBAqU3yo/ITEO5ui+UoOlupUKRrGvXdt+WyyAceeS1p3wJe02beRIWjbQbkSQk4ybSVcpvjWRDs5m+R1ef0XtM/TcLJYk5UQKDXThTFJz5iRLKYLm1tkpgvZSYhzxZQhI1r2gGgbN6tDbfVErVje0OZkMdC1cZ8zkpXsLTynR7JwpFIDpUrzlyrDN1Jp/uMp1V8mkifQmvzlzj3XqITD9U02/n9yRlud1tN9/2V1d7p0Pgvuy9I/k+X5aPQIV6lbZJxJ3MeEKxUXrjCOl/2I8DHi5AYSh5yS0gJF5kremZTBpf0v+HB8lSMBX5LWZ7XL03mPPacFBysjMFBpgUKlBu0JJSONYxUfqlRciDbhJNpHj0hla6pQXBjn65vdf3/j2187TlZS/ggTjJTdhfSbOFmV447oaKN0rLHZHBCNY4Wjxa5CjtfhWB3WZNmQDiaEw84dm1VXt1Dvf1RjgpEu3Shd/dPh5/zuQj4waf4SZfhLjKOV6h8pEo5VcqBcSVRAoMJJwXLzDqeqzfFqHd36Jhvq6XSGnwfzZXX3ebhPJ+/L0j+T5flA4FSZj0eUg+V8PI5/QIyTFTjuaFlni6vrZH2znZwzab/QPp02+lkwxo6DhcbRSg0Wmo+gh5mXAKNYjPA6TtZxR6tSMeEKxUTKTYoLA+fW/5m2gTNKvx0nq2vOYHN2IdOFWbkjFZfynEpH7daKVQdUUzv7+MKr1jt2F65du9as05oyZYoZ4eqglr3au2eHZs6co9o5y1S/dKVWbHHiZHVPefMcH8niw1MkT6hQyaFiJYRLRcPrESlXt9wKdc2tVNfcKnPlOSbCUHOpEsIlSgoXmzJJoW/2SMBndYCn+/7LNrDTpfNZcF+W/pkuj5P0eamNv7bpE2cahVEw91e8+4Fts48z5Gx8Vrs8nffwTp9tEvfIECxrTa0/kvmIBluXepi2UmL67eRQkdt/n6E6P9M2dwL9dpwsu7uQ6ULiZOFkja48qFVrDmnK1OnOhsFGtgw6f0wRrlmzxkwdzp8/X6QO0j61NB/RrFlzNWfBKk2fu1ANnzTpZ9eMUU4+ozZ04udqZ1SqpHCREiKFZnFbTG6puuWWqWteuTrlV6hjfqU6mVShLvnl6pY3UjG5JYrLLVZChHJFcp2sL/dr9ASD/x80+tPpjD8P5svSP5Plca7s1J+Z/gs6U4CeYPE/ndSAQ+Ws32Ka5HhyHa1ztW87O+T6vLbZXh7OE6O2jExxbfvh0OpU8e1iOUhqwJnqoY046fjoV3KwxJ0u/x/0u2ey3/tfpd2Ok+XpVabU3mXiWJ0kb6Fxst6b2KIt26TaunrjWRGmgb+jR48KJwvHasaMGeZqgpFK+8XZhR99NNOcXVjbsKwt4nvnhH7ntJPFLx9GpnCccLB65I40CUfLcbacK86Vk+fAxkUcR8scHhl2R7La6ww/L//LNpjPw306eV+W/pksH+1ksR7FpIDjYDk/jo7bpnGyWPB7ioXyZ1IGl/bZ4Qz9q+rpdNroZ8Gc7GTZHwyOc1WitECxMvykIpOsk+W0lUIzi0Eb+lfJ5uI9C2y7HSeL3YWEcGAkix+0nF1InCxGsia8/4GamlrMDkJnHMv5zwHRs2bNMkfqtB2rc2D/p2a6kGN1qhcuMU7WD/9rlM71Y3VolPwK6hGpMFOETAfGRRzHyxmGLjFTg0wPOqnUOGXAOHDunP5ndYCn+/7LdkSnS+ez4L4s/TNdPnqq8LNGVe26E3s90zy79M+Cj89XNLrxWe3ydN5jR8d3CqJTZ92h41wVKSNQeIKDxUfSGbk6PsXo2uI33BZP08nCTjgg2k4XfvzJMVXX1JkNg3aBOwdEE76BBfAshidVV1erQ33dR1q7ZrlsxPcDkoiTddWPi8/5A6L5Vd8jPF7dwhMUExqnhGClWdTOYvhsX5G8vsGtqVCZvmKzON4sqgxWmF0rLKhkgaXbUL/hDfUr+iCdbGf8SGDqj8XvJye7w5CPkONcMe1/fIehmV40Hx33l/zJenWfz6b2/M92jXOV6S80Tla0ndv2wkaRrmZHbpUZ2XXr+2yq7/9lXttxsthdaA+IZk1Wj8Snze7C/YelffsPmt2FhG4gLVq0SER8//TTT820IeNaTB8aJ2vVyiXGIzvSJOFkbdrvLHxPb+2Uz9Uh1YRghWJCExQTnKj44HglBaqU6i9Xpq9UOd4i+b2FbcmbU2zCPJAPHPDxwXGuk3WGHAy3Y3R+xbM93YZwsNeTdxtGO1p2Z2H0x8fV5f9yx+22ia/sh6czknvijwczghUoPCFMyYkO1nh1yp2grpHxrpP1TbfVdpys6GCkRHxvC+HQLLESq7Z2tpkWJITDycFI7RSiifi+ZPF8s0r+wBEn4vvmA9Ll3xuic93JIkRDMg3NX6UEX6WSfGOUGhijdBwt/yiT0rylyglXyJ9bqYzAaCXnlBu45OA4JfrHODtZvumG+jnyJ4dH6cuk9hyAU+Fur8y5km8/HNFhHKyDZa/dQhXqHixXQm6FEnNHm49fel65SLHZQ7+yj+G5ovOvWo5T2Xf0u/b4iYY91X175c90PlvnLQ/23sphniOjzS7ZuMBIszgZpys9MkKpoeFKzBl6fHrQjPqWt4U8YSSLNsJshsXvXr+BPzbacbK6+wtNnCxszjpZHBB96Jh0pKlZs2bVaMGCBSY+FjGyWItFpHf+jh07Zq4dqmdOUMOiuWYky55duKvRcbKSsof80y6lc80QPWEn7hXTgCnB0UoOjlFiiDRWCeGxivGPNlfeJfhHKdE3SinBcqWFRispcLwDONf08lXJYzvM6OuXoR2Nh/svg+tsKBs9yozTxUfDTiHyEYnNfdekmNyx6hEabfISIxVKzqtUUsRxus4GOV0eT/0BZEHu56V/td4+jzZ5X5a+bc/gwakCp3W24oOj2mw9jphY4QolhEcrObdCybnl5rw5Z50ifJSaaXPaiJNaQ5gQ8uFzfiS6eae2u3NGL+04WWxuY+E7dsiaPo7VGVN1WJyO0yKppqbOjGCx9oo1WOwq3L17t3Gu7FqtDgvmTTMR33G+Djc604Xbj0hXfL9QiVmDz+ndhaxRSc55Rx7/OyZWFovbWQjfJa9KHfMm6MK8ibogf6IuKnhfnfKq1CVcrtjwCKXkDldapEgpwSGtv5TOcUP8nE7odBaofh5MSqTshJEu23jpSG1nat+d8oqjGxjRFtQwJTRKJOM8h218nM8OM3FKnJ8j79cJnqm/TP9gef0DzJVpEmdxLx8UZ71WbGSs4vLGq2t4rLqEKtU9d5y6BSvVNTBGyQVMd7sfma9TnX7TePm8voE82jJX2niiv9Qk294Tw6PVIzRWXVunzGNaR6cY2Y2PjDEjt856RKYTi83uW7teK9tPpHjnRJNvms5deaO+16fhZLEmK9rJYiSLY3WOHmsyTpZd5M6aLFL0miwcrQ57d6/X1i3rtX79di1fvUVL1m3U6u3St38w1GyBPZfjZJl4QjlvKCP0htIjg5QcGSrCMxC+oXPBWF1YUKWLeo5Tp97j1bXXWPXIH6343OFKzB2m5PBAJYUGuU7WFzxG55861ajpRNv4rYN1Ok7WP+H7gvxYmmfjFYcKB8vve1M5vreV7R9oPhzW0UKmuGCZEvPGOHGEIqOVUlCp2OBIdfeWKC2/wv0Vf5Y41GejfZ4Oz+21XxyrBN9wk4C1Thf3/JBKCTNd2BojKzzaOFfEzIplVDdSrvgwH1THyeLoHdpIjm+A/Dlvy+sbaGJonQ6fLkyUY3IutZl2nCzWZCXmDTdOFtOF7C7Eydq6XVq5ao327t0vorzv2rXL7CzcunWrPv74Yy1fvlwrVqwwgUnNsTr79+3S/PnLNL16oQlGumyTs7uQrbDnspNFlPf00EDl5L+j7PyBSg+/I0/wHaWFB8oTGqiEwAAlcI0UKjm/xKSE3GGKDRWKQyPNUKIb8b1tFOlUHaYdWfqs66mm9L6Ik2XxWtpmCrd1dMv+4rV5p7qezZ0nI1l8NLx+HKwBygw4TpZd1I6zxbbj9HCxUv1DlOEbJG9goLK9b8qX01/BiDPydTbr4Fzn3U6Xfda1vem6zypn339Z/bVHvz38p2qT0e+sk0VbTo2Um8S7+JwSc+xbODhEfm9/ZWX3lzcwSJnhYUoJlyg+NFwJkRHGySIcD7MWxMcyI78+x9Fi9ziBStvj0c0/Rx0snMV2nCwTCzO3xExTZxATM/1Fs7tw7bqjmjGz2kwLRv8jIClxsjgwmilEFsQbJ+vggd2qrV2gGTWLzNmFjGRxduG5Pl3oxFUpUkbuEGUG3lZG1ivyZ76ofN+L6uV9VpG0P6sg+xkFs59TTvYryvK/ZaYIYwLF6h4erdi8ShOn5ZvcCKM7xFPdWyfos67RDpW9/yL6jKZ5soN1rjtZrMeyuwVxqJxI78cPgM4IDJYvNFjZWf0UyHpF4YwXFEp+Qpdm/Leu9j+jnhnPmo/OF9G3C/vVfnCsM/Svun7Z+myPr/bwR7ffU93jWNl2nJY72jhZcd5idc8oVGr6G7os+wVdkfq4Lk79s3plv6BwzqtKz3pNCdlvKSFYZJwsjkqzO2xpMzhWBCllECF6TWN7vLr5X63tfyX6bsfJSi4YadZkxeYUy+MfpsS0F1Q1/piIkzVt+kw1Njbr0KFDamxsbDsUmhEsdho2NDSY0A7mWJ1DB/eopma+Obtw1oLFWrND+t7PShWfMfCcHsky61YIycBOwuxBCqb+Q1dlPqPfhf+q24KP6qbMe3Vb8GH9Mv1+XZbwiCKevynTO9gcPNopMlmd86eKBZdfiTF8TYdoT9UxRr87leMT/S76l/DJThYdeHu6tVMJ/Lq1nTH0rVMXzcup7tvD/3XOd+K8OSEcWOTOWhSmSvjxwK92Rrci/tcVSX1a3w+9oF9F/qqfp9+nW0MP6d7cB3RFj5sVyHmjXR1/nXVwrvNm28RnXdtzcj6rnH3/ZfXXHv328J+qTUa/S8+rMO2ads70IHkxWUXqkTlUgex+uiH0hO703qGb/X/UNcE/6dtZf5Y3+QmlpP5dnsAQ42QRbLpbxMbGYlfhOBPnkAOk3TWJ56Dj9EW+le04WYl5pSZOFt8pfsjGe543I1k4WXYkyy5wJyYW9wsXLtT06dPFkTo4W2Yk69jRA6qunqdZdYs1qXaOifjOSFay11kYiGG311jOxnwzlx8cL0+wSlmBoeqT85JuC/+3/n7ZExp4xX16q/dNevWye3Vvzl36ftwD6hn/ovyZw5UReF/JRcfETQAAIABJREFU/kmK970nT2Ckicdij25wjnEoUaaPVNx65ZeT8+vJwjGlYyIT+0qV4Ss19/a4B9YOOHDHY3MlBypEXC9n95hzULUzXenEiAE/9KCPMTi4Wo9aCTpndoGTIKskO6VE4NX/eSqVx1+u5EC5OaQVflgDAY/J/kql+iqUljVcGVlFSvUOUUoOaahSvEVK8RY7V/suZ6RSfGXODqJwqRIjI4yjlOYrV4avzJxBxpC/OaA7NNIEjUX3Md6his0pVHL2UKXlcHxGibIDI+UNjJE/UKnsnJGmDvj1yvRwfISDwEuc8n5nLQc8o4NMf6teWvWFjhgNIpnghn7nbEDqzesrVE6OU0+UzfCNNHx6As55n6ZuTVDEwUoLDnbqo/WYD+iw6DYtOFCe8AAlRwYoKVxo1o6YA24DFfL4W1PA+bAw5eHo1zl1gPaGg98lMlGdcie2bUfno8FiXxL85wbe1OWZT+nBK57Vy99/Ss8V3KI3r7xHfa+4R1d3+rlCOa85wUrNAdKczenQgX9rT45tlZr4cciZ5rf6L1Oq39lUwGkJHKwO/7xL8zujbPAcF3F2dpHHLl6TTJ/i7PpydoDBs7PFPj5UYWhgyxzgzhmh5iiriIV3bAw7+1IfScOPw7PDA3Yxso1/zr3jGRrIFhMZadoWU04k7CI1SDymQjNVy9QtdoKt2YPmGUGhrhgxwX5ZfuEswWCaysFP/2rqt/WwY+MkcyCtf6RSvMOVnFOsBF+R4gNDleQfpNScAfJmDlA47W3lJ76hgsR+yk3qp0hyP4WT+yng6adASn/leN6RN2Oo0rKLlOwdbkIcxPqHixTvLzbPjr1YHTh8HKfPh8XZIcgJF9Sx0XfrIczUY2LmUCVmDlF89hAlZA1WSuZbSsvor/T0d5SaMdg4RZQx7cL0FRVmisbqA11BwxlRcmhhJ/QrpLRIlRK9pUrOeFuZbFLysSFroDKyB+k7Of/QC5c/rrcvuUWvX3G3/nLZH/Wr0B8UTP2jUjNfUlY+h0U7NsU5tB3zq5zA08GJigvhaOFkHZf9eD05dUV9HU+8c2wd/sw0kz2M+ot81F3Yr5cv0Y6T1SMw1DhZntxyE8IBJ8seED15yjRzrA7OVfQfEd/tsTrm7MJdO9Zq96fbtGLFJ1rzyU6t2rxdq7ZJP/plmfkgnstrsmgoKYF35QlVKiOvUAXev+iR4F0a0fv3Ghu6WGN7XqrBV16rWzy/0RVdHtVlKcXqmfW+ctPe0yUpI3WZZ7Dys99SxNdPedmvKT/rdUWyBig3Y4AK0geoZ9o7yve8rbzUt02HGEx/S5H0vgpnvGKmbwKZrys3tVCRtEIFst6U1/uKvDkvyp/9osLpLyuc+qZ6+yuUHFuiFO/76pRRaSIVc1h114JidQ69rcTcIcrwt9JMfVvBjP5meigzu6+yfP2U5e0rr7ev/Fl9De3enr7q5emrnKzXlOl9Xf7sAQplDvnMFM4qlE0WLpgxWKSczGHK8jlBXHvkDlXXnoPVtfcodc9/V3FZ78uTOE690kapd8YghXJel9//mvw5A+TPGiJfZqH8GQMU9PZTVtobykgtU5Zvgjy5oxQTLlRMaJjSwxXypVWqIOtdhQPDleIfqM7BQeoeLlGWb7SyfMR/KjFr5nJ8Ax3dZw9SXkax8pPGKi9+rPqkjlJuxhBled9RfKi/Ohe8qW4Fg5XpG6N037u6KFShmLxR8lE3ya8okvOGAoE3jH5C3r4Ke19UrvdFFWS9pHB2P2X73jJrQL6d8oquTHlJ+VlvKJw1WPlppYqklyvbW67snBKFvW8qP/tl5We+oKD3BWX5XlVWzhvKTX9TBWn9FMr+u3z+p5URelzJ4ceV2vs1xYbeVo+cUqX431dqxvvK8X2oTG+l+ejH5RapW0GhuuUXqUdeifnYxQer1CXyobqFxxunnAW97Jrig9U1MsH8Yk/PfktXpDyo1759r4aGr9KEi6/S2D7f1dArfq8+/98l8vtfNQ5Bcmi0EiLl+s/cQp3n66+M1L7qldZfkbT+6p1TqMuySlWQXKRgcrGCWeXGiU3LHqXMTBz6Uep06ThdeMl7Sg6OVXbmSPmzhik7WKQe+YXqUlBsPtBJxnlEnnLH0QgVKy5UqMTIcCX6RirWP1ade05X9/BH8qcVq2f2IMVn/E1dQy/rwvxBuigyVPH+IrPDrFOgQud7y8yWfbMAOjSqbcSDUU0+iHbkw34c/+kaKJfHN878IEgIFxtH1wQizi5VILtYOd4SpeeMMIupv9VnnM7PH2nqsFf231WQ+ayCaU8r2/uivNkvqHf2M4okPq6Lvf2Umv6mLswr1wV93lP3MD8chislwEaiQmX7ipXlL1FqeKhSwsOUml0sj2+EsePYgmLFFRSb915viYIZwxXyliknZ7g8ocFKCvdXRvAV5WW/qB8kPafruz2thy96Sk+c/6Qe7Pio7un8iG7t/JCu6/qoru38lH7e7QVdGfOa8pMHmnpixB5nqUdkuOJDw1rXLVUpPjzOhK1JipQpNlyseH5AZBUq4h1udOAJj1TnnuW6IJ/dfKPNyRgJvgolpJco4h+hUHah0rwDlO3rr57eF3RZ+jO6KvkVXZw2wDiI3bwjlJKB7sYpPfCBCeaM85wZGWJ+rHj9w5QaYh1VsfmRlhSpUKqvSkmZY5Xk/cC01V6+furje94s2/BmvarLfP10a/AZFfa6RRXhqzWq99Xqf+Uv9YvQT+RJvU4pkUGKD7+r1JxxxiG6oHeRLuxVrGT/OGVmj3cCS/PDK+A4TNbxd6bc+XFaqNSg8wOJejM/XI2DzI+ECiX7q4zd2DU9Z+Mgg8tz+2uyWPjO+ms2CTFdyJqssor92r1XWvfJBm3evFV79+7V9u3btXHjRu3YsUObN282C943bNig9evXq8O0KVXmWB3iZtk4WRv3ORHfEzIHndPThTSQVP84M4LCbsH87D/ricCdquz1S70fyNEHuZkq7XOJHk+4QjdfeJtujX1VNyUO0k0xr+uPXf6sB7o9oDviHtOtCY/pzrhHdVfMo7ot9s+6LfYp3dXjz7qr2590d5cndEe3J3RLjz/rlh5P6I7uD+u2Hg/pptiHdVPM47qr6191V7e/6FaeE+7RjQm36caEO3VLzEO6LuZpXZcxTHmdB8ifXqWYdOIeTVCnUJm6houU6O2rS70v6OcpT+nWmL/o7u5/Njh/F/eIro1/SL9NekTXJj6s3yc8rOvjoPuw7u/0qO7t8qiui3tc1yY8rt/3eFw3dHviM9MtsU8pOt0c8xfZ9F+JL8mfXqR43wjFRt5Q9/zX1LlgiNmd6cmZoPzUSv02ZYhuTnhev01+UNcm3aeb4x/X7XH/rVtintVNMc/o1tTn9bPkvys/aaiy0suUEihWXHio6eyTQ+XKzqxSyDtWgcAwpfnfVrfwIHOgd5p/jFJzyhQbHCCv/xX9PPl53RH3rO6Mf0Z3xL6gO7u9pru69NWDMS/p3vi/6br053SV73mlFbyi2Nx3lOEtkzerUjFpAxTOel2/i3lGd3Z+VLcmPqEbkv6k38Y8ruvjH9P1sffoppg7dVu3+3RT94f1y/gndU3sE7q30wO6v+N9uqXHg7qxx590R8cXdGvHV3VNj1f169jndXOPR3RH93t0V8xdujX+HlMXv0v4i+7s9pTu7fqkbov9o25KvEs3p9+uX6XfrR8FnlVu2stKTx6qtPR3lZLynjKzPlRaTqVxmmLyCtW150DjaHGgOSNdSf5xjpMVqVJmYIACvtfNInh+fV+Y96EJQ5IRLtRVGQ/o7ctv1MhASJPyA3o3L6KBfX6qPv+nl4KBV5QQ4ZzSEa2jja8oN/tZ/S7pCd2X8IRu7v6Ybo/9q+7u+rxu6/icft/9Bf06pZ++m/yGwrF9jQPOD7Fv9arUt3risIyTL3u0QlnFZlF+t4KB6tirqNXJqlRaTpXSfBVmLRkbSmLDg5WUV6wURlgCFerYc5oS/BN0dcI7us7zD30/5RF9O/tx9cn+my5Lf0k/Sf6HfpLSTxd73lF2ygCl5ww3DhXTwzhRTBlbJ8u++yfnyu5ADVQoNWeC4Tkut1jxuYPNiGZ2Tqn83iJz6kOat0TxkdE6v8+7iskboe9lv6rb0p/WPWl/0V2eP+m65Cd1Y8rj+kPy/bqt6x26JflZ9Y75uzpnFen/Bdnl5sTTSwkMcxZeM2rNjjl+HOSWKL115C/RP0xxwSLToScGi5WWNULZqcXKjnlLkbhX1cfzvL6X/hddm/aY7kt8SM92fUhvnn+fKs//g9477y5VXHirSjveosLON2tA19vVv8sf9Eq3R/S3+Od0f9zf9MseL+ji7s8pJ+4Fpab1VXrgLaXlFwuHJjY4VjFB4qs5I+RJvqHKyRjq1KGv2Iwqd+o1ShfllykuOFopgbGK81cqwzNYv019QzfHPq1fJ/5F1yY/oTsS7td93e/Rg50fNHbz3Yy+8jMK5RmmzMwKZfjHKyU4RkmRwfLkDTI/DjIDw03wUOtkEcctKVCp+Owxik8fq3DGUP029c+623O/bkp+XDfFPaaH4h/Wy57bNDr0A00IF2hifm+VXPI9/T7nO8pIvEaJoSGKDb+vDO94pfrL1LH3QF3Ye7Bx3nIyx8vrLTWj/nwDGDllRMuM0oWcEW9PqNCE9XGcrROdLNoeI/UkM6rljk59vUanvkh9tDOSxZosZj9wSOMzB7WdXdjYLDU2tWjy5Kmqq6sz8bFY6M6xOpxfGP3Xoa7mAxMnq6VFOtYiEat06yHpyh8W6dx3ssqUEqo0AUaZHrk4+1U9mvuUSi69U2Nye2lSQbYmFXhVHp+uigsv1+Tu12lK91s1uctvNav7VartepVqO16r+gtu1oLzrtf883+nmot+p1kdr1H9Bb/WnAv+S4s6XqP5na9RXdfrVd/lei266AY1XHiT5nW8TfM73qJlF16jlRf+XMs6fU9Lulylhi5XaX73H6u6xw0aH/+wXot7Qb/596d1ZcJQeVNHKDP0rmIzRykhvViXJvxdL3oe0Njuv1N1x99r7gUO7emdfqWpJv1Gs7r/XrO6X6/arjdoXqebtOK8W7T0/FtU2+U2zex+k+q7XqN5XX71mWn2RT/XqVJ9x1+oJPkus+A0PtxXmYEXlOl/TomBV5UUeMtsj/6B5zX1z3xJlXH3qSr2F5rU7fuad+GPteT8X6nh/OtUd8Ed+uDCP6pvlyf0i8QXleN5TWnpbKsuNYEEY0Oj1DWv3Iw0pTKy5R/k/KLPLTVrLLoxWhF8TT/NfFKDOt2p6f/ves34j+s0/T9+pSnn/VAzzvuB5v7bT1X/H7/RBx1/q5fj7tQPsp5RWk5/M4LAyNzVCc/pyeQn9X6nP2juf96o2s43a1rnm/XBBTdrUsdbNLP7Dart9nvN73S95nS6RVO7361JMXerputtqu/ye83u/mvN7XaNFl94uxouvE91Xe5Tbdc7tLDTdVrW8dda2ukXWtj5GtV2u1V1Xe7R0vPv1/Lz7tHCjrdqYcebNf/fb9Ckf79DQ7r+RX+46Dld3bW/clPLlJo+VsmB98wHgCk8RrEYFaLBM4WFg5jm5XiQiWIqhB8JhCJJDQ0QDsMFBePMe0+ov67I/qP6fvcWlVx8ucZ/+1KNvOQSvXbZL3Txty5Vrv9FZYSKlZE9RLmJL+qamD/qb7G3aGyXX2nq+T/StM7XaFqn36n2vN9p6vnX6t3Y61XquUsvJdyvG3s8ol7Z/ZQQGKbO/pHq4h9jRoayA2OV5R8uT2CQeuQPVtcCnIcy81HK9FYpI4fQESWKyy1UTOQdJeUPNh+0pECxYvMqzCjpPZ3/W293fVBDut2ooV1/r6EX3abSb92h8f9xm6rOu1v9z79Pd3f+k/I8b3ymU3W6ThbOare8EnUtKHSmS9mNFioyPOH0g4dRvp7eIXo49nkVdn1C73Z+RB9ecL8mX/SApl10t+o736b3z7tRo2Ke0v0dn1NByiBzOgQ/BDy+UWYa3Cy+DlaZc1Kps049xyg2d7SZSsvOHiFvdpmZYseB6ZRdrm4phQon9NMvuj+lJ7vcoyGdbtTEi65V3XnXqOHfrtOy/3OtVvz7f2n5f/5YS7/1Yy361o+04Lwfae55P9Sc837spG/9QjO/9RuN/9b1GnDBbXqk6x/168Qn1DPrOWX6+ikzUKJ4b6k6+YarG45qqFypOaxRLZUnp8T82OnWs8SMnuIEpfpGKC3ghEjolfiyRic9qdkX/E4fdbpWH3W9TjM73axZF92gGRf9Vu/G3qy/x92j6xL+pKCnr1KyCs0oL/YW03OgGflmCpZAzwSCZqTNTHXnjVSP3FJ1DwxVStYg/SD17+obe6ve73KNJl9wvWb+399q4b/9TPO6XKVJkQK93yeiaZHLNTbyU92f/EP17HKtUrz9FROokDerStneMjN63aVnkRIC45TmnahMb4XSfATvrVCPSKVYt0UiTqLjbOJwOtPuTJ8605vHr7RB49R/kQ+6C/v1c8bacbIScocrJjjUfI8YzWTh+6jR+/5/9t46POoz3/v/xgXi7jZJJhmXTNwTAsHdoUCRlrZUWCpQo6UOtEgpUjSQBAgOFSq79d12t25UcEJCcK2+nutzD+nZPb+z23PO8/vj2e7udd07FALJzHzne7/v9+ctCMj66Wf44x/fVcDqvffe+6Ve58yZM0oIL05D+Z/2yUdv8sXnH6nE99Pnf+bcT9B22Q2ysqzrftNMlnyg0wo2kiw2d0ezGjeNsD/OXc6beUxfTpPRzHMpyewNjOR9zxwO+1dwzLeKo35FHAvKpbWLmZPe1ZzTenNF685FrZZ2nwrafEs55V3IaU8XbZqFY5qNg1oeh7QCOrQSTmvltGk1HNcqOaHlc0ozc1rL5qym44yWSZtm4mutgtf9h9KYNItrAqbTLW0h5ty1GPK3k5i7nvSsNfRNfpQ1ESP5JLCGEz61nPeq4qRXGR0+pWqd8CpV3/OQVsQhrZTjWjnntXLOaZUc1So5qH6vgBOa4++uMx4FyDrrWfjLOudVhKzXo4fQL+sOMp1PYTPNw5b7FHrjEjJNz5CTu4jalNnMT5/J8zGj+SK0ko5AO1e8LPyoOflRq+SSR1/avEbzevBU7k2aTveUuzHqFqGzbiTdtVUxYhElTUQVicZlndLnCDOTmd9IpGsH8ZYGygwPc0fKNP4YNIKzXn0471XPSd8yjgRZaAuycsmjiLPe3fk4eLA64ffRPYQudxlpxrU4c5fRL+o2lsTcwDf+I7is9eSsR3dOeHTnqNaHVq8BHNaqadXKOKWVc0K9ZvXs0+rZ59GNrz3LOORlVe/xOa2YM1oVx9X7WsEZrYDzmpMzmp0OLZ/DWg1HtZ6c0XpzXuvJSa1GrR+1IbR6jOMP4bczJ2wW/ePnU2RsRGfaTLJrh7rpC8hSTEveWreOx7oZAStZ5t3u3kLXZgU+sx1L1aNooMILdhJVsI2sgpUUm+/h1rJp3OscwKP5fdTjTYWTcUaPwmFejDAJ+tw1ium4L+Q6Xo4YwcGwWo75uTjWpZrj/t0441lBh1cJ34aW8X5sd14MG8LDEVMoz36YZOtK0gyN6AwyCtyjNI6yKaXYnnUDKWGJpFnBug2jcYfa4ESrlZAvWqtVZOWvIduxxq2/cm1Q4+wHwm7j1YjJfBQ2iK+79OJbb3kv+nPSsz+H/AfxavAQHo6eonSSYueXDU/Gg52jQwFGsv4uiyVfb91CruE59ToKOyibcGxBM3GyycvP5pJR5no1ypJDWHfdAuaF3c5rgTfwlc9EjmqjOaYN5rjWh5Ne9Xyu9eb1sGnMDpxBdeJT6HPXk2sWjZqwJMKYbFMsXbJddHTPKY1QpGTv5ImGcAt2yw4sph0Y9M3kZD5LQfLjTM5+mCeSp/Nc1Dg+DxrCSb++XPao5zutFxe0nhz3rOaIdxVHvWrVOuJVy2Hvag76VnDEp4RWrYATXuW0B/Tkq7ARvBg3mQVJNzEx9TbqUu+mXI3qlxNhWkmkaMREOmGVa6sFqaoJL1ivmEhhHTMtK9W4M8feTIJzI9WpD/J23BjOeOVz1KeQo35VHPfuy1Gv3hzyK+ez0Gpeih3EQ/ETqUl/gMycJRhMK1XMQlLRWiIKGwgv3EZs/i7VsCGaTNFupcuhoqCBeMcyFc0wKuN+tsWM4GBIH075D+Sc1ovvtQo6Qgp4PdvAVkce6/R1PKkfycTUseTH34DOslQlwMu4Xd4DxQQL2HdsI8OyW7GpArIEQInOUwCVvA8CsMQ80rk6dX9ulks0Y26mS0C4aDzl7/977PZPrNn+FZCV7GwgQUJrXZuRCIeMnMdp3nxWhZH++BP8/vevKQehaK86a3U663Q62SztlZe28snHf/mbWp0T37lrdeTG8lvWZAkrEFe8guiCZSpTJc24GkPuAsrSZzAkogePxJaxI9jKW5qObzUnZ7VaTmvdaNcqOeZVxEEvAVFVnNS6cVar5rQmm24R33q7OOLppFVzcsqniHb/Io4EltDqX8YFj1ouad0561HPCa9eHPXuxzHvPpz0rOWCRyVXtHLOetZyyH8Ab0ZOZFnG3fQNvwW7cR4J+ctJqNpEmGMVyeZn6Z35CEuChvFnnxpaPWs5o0BbIR1aIae1fE5qeZzzLOe0VyWnvGo551HLT5p7ya/l985odZzRevzddUKroXN1aLXIkucr6w/B1zAy4yGM5lVYM9djy2zBZNxDtugg9A0Ykh9jeNpdLIgfzxeB3bnimcdZDz2ntGzOa4Vc1rpxUevOUb9BPB85kttjr8eVOZ94RzMxRduILmwhuWCDGh+KDkuCYGVDlvFSTN5WcnNWMjn+DtaEXMOnvoPUa3rWo4Lj3oV8GpzHF0EFnPeq4bD3YJoibuT65NlYspcQYVxHgqkZh3El1ZG3Mi/2Br7xGcJ3WgUXroLgDq0Hp7S+nNV6clGr4Qetiu+1KgWQ2rx6ccC/B/sDqzgW6OKkXx4XPcq4pFVz1rMbp72q3f/tUcQlr1LOeVfR4d2b054DuKwN4nutHxc9enLOq44TWhWf+PelJXEy0xJvoizzfnJdK4hzNBDjlJO9bDwiuHYbHOSGrmpzlHB3h9qURKAumjRZIhaXEUis8wWly0qRMNL0eeSn3I4zZDT2oBGYwiaSk3IfIWGzyc5tUSOzFMN2ypOeYXHXGXwSPIHjwd057O3ggHelurYuaKVc0PJo9zJxyKeAL7T+NAZNpTz1HpItS7DkNGLLkYL1Pcq5Jc0ICY41pLhWI3on9TysWzAbtindmoAa2UjluRnt0hXaRJa9iRRXE0WZ83g0dBrvR07gkH8tp7QSzmqVap3XqjjQtRs7o3swM+Ua8lLnkGRcp8aE/1OQJWNLR/Zz2HJ2qvGl6N4SXJsUuBfNo+jfkgrWKa2WtEKIDmpJ8BTe9xnOCa0/F7U6dWA5peVz2iOPLzxK+H3EeO4OvoHy9CfUCEwxHp26H+s2BepyDS8oYCcsSlT+OqJK1pNQJGzOVmzZDdSlLOD6+Jk8HjOF7YnX8HbEIL7s2pdWn97qeryi1SmQcVGr4IRWz1GPfrRrAzmhDeG4NoSjnoM46NOXQz7dOepVRbtnGR1ahXofv/DtyxsBQ9gSMo6FsbcyOX42JanziDYsItS5Fp1jlzL26Kx7SHBsJbiokfCS1cqckWuWPLaVivlMcDZRnXYvL8X3oM07jaNaNq2ai2NaLUe1Ko56WtjvZ+TLiBqao0cwKmUW9qxF5BpWkW3bqNirmLztBJbupGvpLpLydpJpbiHHvFkdeMXokGJdgS3nacan3Meu4CEc9quj3bOX+37kWcihYBc7tDgWdjUxPKAbpZETMMbdSkzCPYQZlhEmo2TrNvUZScxfiYyuBVCJ/krYcjECScacybYYo22pMi+I/kpiUQScyzXbOUZUv1bGBNHurXUbVZRZ5d8g658aZP4KyJJxYZJDDrfNpJtWK3fh5q0XFJMltTrvvfcX1V0oI0MZF77yyisqnFQA1o8/SoU0aPu+eJeDB77i5MmLnDr3E0fPXFDjQimIVt2FyvnxT4xU/wFFKyArpmAx0flPk1GwVbn3km2NmPVPMCRuMsszJvBueC+OeZZz2bM7eAhj1UudpNr96zjiW06Hbw1nvLtxWavjvGc3jgWUc7hLGcf9yjnhW6lucEe9SzjgX8xhX2GxqjinVXNKq6LVs45vvPpzwGsgx7V6BeIuaVXq8YBXP/4QOo5ndHfSO2YaJvtcwoqeJrJmA8GFq1Qgan3WYzwdMYG/dB1Ie8BgznkKU1LJRa8KfvAo4zuthHNaCae0Mo57yg25iitaBd9pZZxVv19xFTD14KT2X6+zmtzYe3POo8//Z70TPpnRyQ9jyllLdsYWcrL2YrC8RY7t96Qbt5KsW0SecQ43Z92mRqnf+XbjnK+TU55WLmhV/KDYvyLOeFTxZVA9K6PH0CNzjjo5RLtaSCjYQo5jA1nWNcTnbSSucCM6l9QZPUuGdR21GQtZHH4zb/sO56DnQAUUL2hFtHva+SSogI+CKzjq04u3fcZwT8Td1CYvJC17HZGmTSRatmIyraIm6S7mp9/GoeCR/KxVcFkrQTav81ofLnsM4ozWTW2kV7RiZAkL2K5Vsd+nkq/9Sjng66LVy8VZrZgLWqVis06pR2G2ijjtUUqHRzVtHvV0aD0VSLugdeeMVs1Jj3KOa8V8EFhHY+p4pqReR37uXWSWLCWmYB0xro1K8yEnbhFki9tMNCCJzi3KACFjDnE2isvRbF6JybzW/TW2LSQ6RPi+G0PpCxjzNlLkXE2RZQl55qcxW59FX7AdEc6nGneQYdpJirmFHqnPsDHgTg75jOe4fx2HtQKO+fTklHdvftBq+VEr4pynhZNeBZzyHMLrUTOoT7qDLPNTuLIbcOq3KJYg3iEurmbinQJQZEMS4CdMlhtk5Zo3q/H3T1wAAAAgAElEQVSTjOikkN1ocTMnMqpKKNxEftaTPB5yIx+Hj+O4p1yzxYr5/EGrUdfNV8F1bEzsw/Ssa7GlPqRAluiwOtmrv378R0yWbOjO7N049TuUu1dcjMJcyMgoLt/NpiQqtu1Z0m1P0z3zfpZEjufDrgPp8K3jslbKj95lXPDM44JfHl/5F/OHhAncFX0TpYanyCrbTIpL+vU2KZZEwK8weaac7RgMLeisTSSUrCemrJGY/CYyc1dRGz+Xm6PvYH3MON6L689nwSUcDChQYEmA/3mtF1e0HnynVXJBK+ek1p0TWl9OCsunDVSrQ+vPcY++HPfsqVhZORjJ/UbY0zY51Hj1Zb//EOTzOz/iNkYk3ktW7uNE5a1QjFKmbS8664sk23cTUbCR6JI1ZOQtRW97mizbciXMFxBdnXoPr6b35kSXLM54OrngUc0Zz950eNVyUj7nAXbaA0t4O3QAsxOm0yvtMYw5KxHRfJbleYTRCy7aTUjJTiW+F/ZM3pMcu1sblmZejcu4ikkpD7Oz6wgO+PTgmGdvjmp1HPEq5khgEd+GFLMnaQiDU+8g1/Q0xoImMgs3k1mxkywxYohI3d5Mcv4KEguW/gL65ZoUvZUYcRympdhMK9RnSA4sopnrFMR3OrqFiVXOZjkw5K1WmrJfHMH/YI/5pwYg/wrP61dAlkQ4yBRF1b+Z16hxoQjfz1+EtvYO3n//QwWyxFEo6+uvv1YgS9gsyc+SsuhfwkjfeOM9lZP1+l8+4uBp97hQhZEqVP8bRevOBnSuFWTYVmBw7ibX+SK6wj3kW1YxNfkeXsq9l299BqrN8zutmktapftE6FXBkYByvvbOUzT5CU/ZfN3A6YhXOYfk9K91V8CpQ+utNtgjvtUc85FNuEZ97UnPUtq8y2n17qlOZ+e1Wr7TyvlJK+GyVqlukH8MHs3K1FsZGncTLscTROYtIKpiA5FF68lwNqnxxRMhU3kjcDQH/EfTqvVVI8izWjnfaaVc0YoQBkI286M+lWqd08rV7532LOKkZwmnPKs4JazW31lyY+7Qqv/L9UbIKMYm3UtO7kriDVuJM+8l3fZ7shwvI06yOMsKwhxzqcq9hw1BU/jKcyDy+rR5FNOh1XFK685JrZgT3gUcDihlT/QgxmfNUu5ICRxMt7bgMIn+aAPxzq3EFUom2XoMxqUUZS9kSvx9vBY8mePaIHWKl1Hcd5qLCx4WtTF9ElSjAOjarpMYHvko1sRVZGU1kWbeQrJ9q7KBF8dO5+GUG/iyy0DFrrVrNsWEyfvXrvWiw7OOk15VnPco5rxnIWc8S+nwLuOofzGHAks5ElBNu083LmjuEY6A8ItaPec8uimmsN27llafOvU+d3gKyKpTQEH+nTNexZzXKvnWvw/bkydyU+IUirLvRF+8hLiidcQWuiMmlJXdsklpSCQuQxiQROcO9+jjapJ15+hCNgMBCQLEZHNPMKwgVZyr9mU4C1dhzl+tnG1J9vXE2TeQKNoo6wqyLYsYlf4QL/tP45Q2mjaPnhxVo88+nNT6KtbmvFZGm4eDo56FtGp9eCPiRq5JvR1X7hM4JS4gq4kU6w7i8/a4tS2ODW6A5Vj/C8gyGreoqAtxSAqQ0TmE/dqlNt5E11aiSrdiz1nAg2E385fwSRzzkte1G2j9+VEbzHltEF90GcH6xPHcqr8dW9oTJJrWqUTmv97QJL9Jbox//Xv/+dcSD2LN3YE1d4sSpQsglNdXrl2REqgxkmuDGhsm5S2hwng/j6aM49XYPuwLr+RoQCEnvIto1Rwc87bzvm8Ju+IncH3YVExZc4kqbCS6aCPRRU3KYZmQL5EU69Fb1pFle5Z0x3JSC9xOv0zDcipTH2d65O9YHzaWT0KrOBHm4EhXHUcCTRzzls9gXy5og7mkDeS0Tw2n/Ss44SGHKFnFCuhfVIeBEq6oA1WtGoFf0PpzWhtMh/dQOnwG0uHdj9MevdS97fnQycyOv40a/b3o7AtJdmwk0bqbNOMLpJtFEygO3nVk5C8jJe8ZElzPkpS/gWTrZrolPMTehKG0ehVwTuvBZW0Ap7R+tGl1tKsRuxzyKjkYMIAd4VOYHj8Lc/YSoi1b0Bn3kmN+mRT7TlKdW9Fbt6I3yTUuo28pMt9EsmU9LnMj16Y/SUvYtXwZMIgDfsM47DmA417dOONbrZj6t6Im0DP1CaVjS3U+pw5Qaab1KtZF4l8UaMpbTkrBYpILlpJYsOKqvnG9YlXlGjDn7sRoEL3WbjLFMW3drX62ZMcOxRzL+FBptK66UDOcK8nojF35VwAjv9Xn+CsgK1EiZFzrySnaRrZEsBjmKnfht4d+4LXX31RMVSdjJRosycmSxHfJx5KyaIlyUCDrh+8v8uqrb/OXj75ROVkSRlrX152I66ZOf5sgS3QjhoKNSuCZa95DpmmPctqYM5/h2pDb2RM9g8PaMISel1GQsEStWjnH/appD6rmsG8xrX6y6YoGR1iknrR5VdPmJXqbvpzWBnJKG0iH1kdpJ+RUfkqNoYT2LqPVq0xtwG2e3TmtVXNeK0Vukqe1Cg559uStoJGsSrmVsXG3UGmfT6J1IfFFcsKWG9E2alOe5rHIW3klbAJfB43liEc/WhVTVs7PWjk/aKWc0yrU9/7ar459/j0Ue3ZCq1bMlrBb7R5V/3Cd8unGSe/aX1aHVw2yTnhW81r4SEanzVQREtH2FsIde0iw71CjAMmiSnCtIih/KRbTPGZF38nzAdfyrW9/pXs6ownt351230qO+Baq9XZYL2anTKM+dTYG3TPoc5rIz23BahDQsIO4QgEWG7DoFzA44V6eCJ2ihL/ntG60qZt7Dy5o+VzQLBz3zuODoFq2RI/jjpgZlMctID1NMro2uGMiXKIhWkx5xK08ET+NL4OGKMZPNs7DQQJI+3DUsz9HPOuV1kXeq+NeJbR7ltDuVUy7dx6t3oUc8alRQOCc1lNtaN9p9QpwdcgYx6sn+317s19GN9591SlcmAd5rzs8yznpUamYrQO+I9gRdwM3RlxPUdKdZDsWE+tcQ3SexFm489Fk8xe9SucJWzmb1Cm9UeV+iYBYspziXCLg3ayyqQQ0GAobVC9npnUpOvty4o3PEJm7hAjTCuJd69QIOt3yOMW5dzEj5Sb+7DdWAZmTWm/kgHBeG8AFGW9q3dXY84S/XP+VnPDpzZ8jrmVW8nR6ZD2INWM+aVkrSbJuI8X1POnObWqEJ6BYrgUZtwh4Uc5C2yblEBWglZG3XTnJEixNxOdvJqpc3u+nuC98Kn8MH88hT9E61vGTNpjvtRGc1YbxmfdYmiImMz1tJo60+Ugas4QF/nXA5n8HZMlrKT+PuM9krClLvc4yYpJMJ9FtudwxIUmu5ZSYH2BO6niei+/NXyLK2OefR7ufsJFFtPkW80lgN15Muombo6Zjz1lEfLFErbhBVnTxOiW+ls1ZqrvSXAtJy3uaVNNqpb8qTX2CyYkzWRs5iQ9CBtDh7eK8lslpHz0nfG20eckBT+4xwlr15pBvNd8GVHLYr1at/V3K2B9YxFE/l/q7ohEUoIUmLOQAdS86rvVXusA2xWy5x8CfhoxgQ9S1TEm9VekbMy1riTNvIcWwm0zDbmVSEDY5Lf9Z4guWEV24hth8AUDb6RE7lz/ETVIM2XfaIH7QRnBB63P1AFWLHBwvaBWc9e7F50HDWRI2ibL0R4gzrlX3WqPlJXLM21QUi9m0mRzTRnWNp7la1Mg2wboeq7GBMalzaQobz6cB/djvO5jDWl8l2TjrWcopzcnrMeOo0z1DpG0vmQWvq1gekbrk2lcpBlixwPaVauSpxoYSgyI6R+cWxAWdZdpLpnkvGZYXlGYuxb5bmRMk3PdvxfCyD151H9rdgFn2kP8M3v/93/9Ek69fAVkifE8vaCQrv0W5C0X4Lt2Fh47Bq6+/oUBWpwZLmCv5n5REy/hQgNYvYaQ//nCJP/3pI8VkSRjpZ0fcie9K+P4bZrLkxi+sQJJ5G1niOLHvVQJdR/ZCbk64j+3R0zniNY4r2kDOys3Nq5fSUYnI9bQAI89uSufQ5tubdm0wp7TBXPStV0yV6JzkxiManNNqPFTJacUM9KVVG8Bxn94cEr2Qv1vfc9CvhkN+AjiE2ejOp10G82rERJYlzOC6uLsoSX0Yg2kFmXlyyt5JlnEX3XWrmRN7ixKWfxg8iG98utHmU8E5rYgrWj4/amUIADmg9eCTroP5OHQUX3gN5VttMId9h3DYpx9HvHpw1LPuH65jXt3pXK3ePZB13KeeV6LHMVw3ixzXCuILNiL5XSLQTs1bSUr+UlLyl5NVsAGjfgk9Uh7gkbjfsc9/HD9ovZUu7YyHe4P42q+Sw/5VfBnRnx3xE5mZ8Ds1CrTkNmHK3Iwhdwdp9l3EOLYQbF2JVfcI90bdyKthw/mqSwnHvJ0c8apDtFKnvWo561msRpLvhdRyR/RUumc8pnKwRMcW63yGqMIlRJQsItcxj34hv+OZ0Ol8HTxBAYfPfEUjJWPcoRzQRnLQaxgHvQdywK8PB33r1feRset5LZ9zWiFt3rW0e/fivNaDi1qVAuMXtR60evXjK79BfBo4kk8DxvCN90gOeQ7jmMdAxQK1etTTqvXjhDaWrwJvZnP0Xdweew/d0x7HLllXrs3E5rVcdT5tU8yQsFQydhNQIE40cU2JZlJO2AKsYl3b1JJfiw5KspVynM9e7eJcqUI9RdcmeigZ5cU6VhBpfpzM7OkMTxvD6tSRHAkWbVo9p7V6znv04Uel1yvhhFZIhwAKYV89yunwqOEj/wGsiL2BUXEzMKTcT5JlOamubcrBlWVoUYyVbEpKX+N061sEaMlzUCGlIogXtsvltkmLezK6dK3KFXswchLvRA1nv381orP7TuvN99pAvlOaozHs7TqZB+LvpES3QDEeKVZ3iauwV51gS4DWP9rw5HWTMnhhnMJLVxBVvPIXgb6AL2FVRLSebt6AztVASfZDzImbyO8Th/NRaC0H/eV1kMOXjMkq+Ma3F6+G38SMgOnUyFhMDBwSjeBoQo0dC1crF2iKbTEJeU+Q7lpMauoy8uMWMz7xXp5JvkW5lQ9713Feq+BnpQUUvWclp7RSzvhUcNKnnIOexXzhX8UXYYN4t8sY3g6fwKsJI3gxsS8vxFbyekQR+7qWcNqvErx68qPWjUuasFpyb6qnTavgqGcRRwIq2edbyZ9jR7I28zYVX2LLfIo020ay7M+jNz+Pw7gNY+560lzrFLsaXtBIdOF2Uu0v0S38Sd6OuEGZfn7W+vKj1kux8Be0sqsAy61llBF+q1bE3uB+XJ/5O5ymuaQa1pBscF/DNuNGbKYmDNYm9X7FujYQUbiBGNdaLLbVXJP9CJsiRyKfzUPCuGtVXBa9qa+Z/aFGGlP6UpI+lwTLHiz2l5FxtM61TIHYHHsjZksLZmuzGkMm528hybULne1ldLZXiLHsJFrS4It2E1ssOW2bichvJKJgHdEFwiY3IAykXMPuDkQJq3UzbnJ9qEPPb5Xl+Vd4Xr8CskSTJeNCuae4w3afUGGk+w//yO/fcDNZUqkj/+t8FJAlLJYI4cV1qP34/UnOne1QtTrvffAV7362j/0noabXGiKSnrwqAvxtonWhwiV3Kt76nDrFZDn2KAYgx/QUQzLu49GUmWzqeh0v+I5nZ8A4tncZx47Acez2H8eLvmN5wW+00grsChnDC/4T+JPPWI779uG8VqNO3z9q/UEbyBWtnotaN4559+Idr9Hqa+XvtHQdxpag0WwOHsmmkGFsChtKS9gwNoaPZEPkZGVhvy/5fkYmPkxh2lMYzOvIdIqWZic60x66Z63h0ZibeCVqBJ8G9eGACKx9SjnnUcAlrZALWi3HAobxuu8wmkLGszpyKg1BN7Ap6Ca2hkxjc9dJbO06lu1dR7K9y+j/8nFH1zHsCBqFPO4MHs3OoLHqcVfwNSxOuJXuukeUtkEAgFD8olOQ0UJq4dOk5a/AbG/BkNOg3IajdXN4qetNnPIYrm72Moo84teL/V49OOLRjcN+vfkwZAjroiYzNvkh8jKWYzNsV0Lc1LxdxNiaiLKtoFY/h8aIcRzoWsdhfzOtvmaOe9TRpvWn3au/AoCHfcrYHTqAYSn3KUeTtBck2lYSm7+ImOKniCuZh8k+jz6xjzA76hG2hN/G7uAxrAsbRkOEvDfXsc33OnYEXsfWrhPZFDSezUHy/IfzTqCMK2q45FVLu1aHjAHltRa285IalfThfd8h7PIfxcbQKWwIu5GW4Kls63Id27pOZGuXcep139plPFt8p7A+9A7mxD/ImMRHKMtYhNUibtetJNq2KQZPtFdxrs1KlC1jLBHtmo3NmI3uzCUBEnIql6/rrNbJuDpGzJEoAqG8nY3uMaJrK/H5W1VIpojro8yLcWTOYkbCMJ6L7UNrF9H91NCuNuTe/KSek0sxd8cDS5XRQ0a9YgL52rMXL0Vex13RN6tOxHj70wqkpFu2Y8jZgsXc4v6+LncCutux5W4tcLuy1iOZULo8d2SC5FQlFK/GZXiYOZHjeSt6KPu6lNPuK/q27kond0nrS6vHUP7Q5RoejZ1OecZT/2uQJW6ymIJmwkoaCC1frrKU5DrOtEjMxDa1VE6ZcRPZjmaqMh7n8aipvB09hq8De3JcRngeNZz0qFZjdwFZr4XexEy/6fTIXIXesJls42Z05mb383Q1oLevQ2dbRoprEZkFS8jWLaFX0lzmxN7G8xFj2R/YSzHmotv7XpPXf7ByEorgXzSeXwZV8UZIN7aE9Gdt6ASeDbuLhVH38VDiDO5KnMKMxBHMThjIypgB7I3oz6d+fWn37ssl5YDuFOqXcNyniCP+BRz0crIvqJuKRngkbBo1CfeTqV9KinkTGabtCmRZ9FJT1UR8QRMRAv7z95DoeJWqiMW8HT5N3dsuKCa+RN17ZAx+yrNGSSMua+Vc0Qo5p+XxUZcankwYx6D0O8nJfZoEq/v6lYBWszRk2DaoEW1MYSMhxQ1EFaxGb1zGNelz2BU+kiP+3TnjJWNJAd0WTmlZ7I8w05g2iIqM+SSbn8Nue0GxVymFTxNXvEiFrmZaNqlRpAjrExzbSbI9T47+D+hzXiWz5CXiS7cTkd9MpKuBxLJmdLVbSKlcT1TeMoT5EpepCqtVCf3umA3Je5PAVDVe/lcAI7/V5/grIEuYLNFuC5OlAmmN85S78MtvLrH3pVcUuPrP//fNN98oBuv99993gyw4z4Xzp1Stziuv/VmNC7845k58t4iA8LcsfBeRa/7zxDqeV1oSCcGLLVpPdP4isvIeozTvMXroH6BP5gP0zHyE+swn6J0xn35pCxmQupD+afPoq7+fwfq7GZ94D49H3ca7ISPp8BRWoxs/az3hqlBV2K93ug7j4bBpXBM/i/66O+mRdhf9Ex9iUPwj9E+eQ7/UBxiQei8DUu5hUOL99Et4mAHZyyjNWkaOcQ1pzs0kFm4n1iVjsx300C/n6bDr+aDrIA779uSEcibKiLCEk1olh3wG8Vbk9cwPvp4xUbfQK/k+eic/pH7u/hnzqU96iL7JD9M3Zc6vPvZLeYR+qQ/x149iabfoGtBnbydX/5xKUs61biRbdAv54khaj9W8m1zjTmLsjbgMC3ks9i7eCJ3MgcB+Cqi0e8k4VQTmvRR70u7XizcjRzEr4Q6qEx7HahAGZBeRjiZCjUtJz3mKCbq7eSt4EJfkZu5h4LxnHpe1/pzVRtKmyQY4jje7jOLJsOupSF9AsmkzKcbNSP+ZCHizXQsx2xe7Ba+Za6jKWsXg9EcZnHwn9brb6aW/lyEpDzI4+l6GJd7HoMR76Z10H32T72J4ynTujb+eV4KHc8R/AG1aT85p3bmsgHUNZz168ZnfYNYFX8OM0Elck3AHA1PvZXDSfQyQ1z/9Hup091Cru5u6jLvpmXgHvXWzKTfMUynzGSZ3FUm2fQc683aVLJ1qdzNZEi0gcQ4yfhOdiYxBJDhTqm6EcRFhuQh9f9FwSb3NVY1Rgn0Xsc69xOa9TLTrZRViGmN/jljDFsozFjE/ehLvhPXnYJceHNOqOSyxBFo/vlfaPgdtgfkc7SLRI7JR9+OK1ptWrSf7QiexLHIq3bLuJMX+JKk2aSfYgiWnBaukgjsbVQaVjDM7tWJyuJH7ijwHyWQy2FquCvvXo3NtoDT7cR6OmMQbMcP5OKSc/V1lnFytRt0dHt3Y79+LvaFDeDh+KmW6+UiEg7y3IngXh2FnN+avRTgIYJWfS1yOMcVLSShcrpgJ2UA7QZbaSI0t5Nha6JY6n4WhN/NxyETaPQao912A1iG/Uo76l/JplzoFOu/0v5memSsx5G52uymvsnpGa4sKas3NaVJtGhK5kWt+mOG5M2mMncLn/kMU231JK6dD646MnOW6lsOaxIsc8O7DnvChPJk8ietSptMv7n6GJaxgYNIG6tLXU5S5EmvW06otok4/h2vT7+SRmOt4PmYi34aOVP+mjBEvaQWc883nuI+V43429bN/7T2Ybf5TuDZ2Fg7dXFVVleCUtPltGHM2ore2kGHvBP4vEpv3B4piFvNS7DRa/Ss52MXCt11zOBToUHpFd5yDsHzlnPco5bRvuToUvRw8kAcjr6dYN48461rE0SlCconwEM2LMJwCsrqWNBFZsAGTuYGJqXN5KXA8pxRTJoyZjI+L3PrLgGpeiZlM75QVpBpfUgeyJPNawosW0LXkSeXcjM93txmkOQX0b1cOWLv+JZz6F0nLkiYJdxhqmnEVKYalqlki27FK5bxJ6rscUjodhwKq1KjeulMl1wtT+Y/Y0n//2f/jo8NfAVl/nfgu16cu9wmaNp3h0JGfePe9v/wNvpIQUsnI+vTTT3n77bdVf+E777yD9vofdvHN159z7tz3KvG9MyerssdKYtIW/aZBlsqucYmOaJdKm5bk64SiBmIKlxNduJi44sUkFDyN6DGS8tYoPVC6dZOyGuuN29UGISGQWY6F2LPnMynlXvZGjaXVV3Q3EsdQzWWtyp2f5NeDFyJGq3Rwa+Zc0szzSDIuJDt7FXp9A+mG1aSaniXFsITUrEXoUp8iM/EpnMYNGI0bFIWfWOgWf4vzTrQ6PXKeZmnYRD7pIvZuodHd4mwZF4pY/Wu/4TwXfRszQm+jLPZu9JnzyNIvJTtXTtmrSc1cRor+WZJznv27j6k5K0nJXUnno/SUpRpWqb6ytJz1ZGRvJTtzD+asF7Dm7MZs2YJeJTiLuHc9xtytqnonTpxwhqWMTbiHZ2Nu4P3QgRxXr5MYC4ZyXuvHWWErvKr4OmSAYt3GRc7Clb2CRHszodZnicuaR7fUOcxNnMG+rjJydNChWTnrUaZE0Ze0URzXxvF+8HWsjr6Ba+OmY8tdQIK9gXTTJqX5MNlWYLFJNc5Kco3rSczZRJKxGZ1xKSmGucRJzYx9IVm5i9FJgGL2k6TpF5CqX0JK9gKycx9lcMYdNIWNYZ9/f2Tsd0rFd4iJoIJW/568ETJEMTG9o6/HmfkgWbnzyMleQFbOAhLNC4i2PkWkdRExloUk5T5GumU+iTLGtC8jSiV/i8V8OzkquFP0QW4Ru4AsEYvL6EJu+gJSxHEo4wsBWe7lHifK77k1XJtJsW0lSYVg7iZRidL3qModqbFJyd5Gv9RlbIiYyhddenHQr5KjHhXKRHFWgawSvpPXuUs+rQEyNuym3qvLojMUc0fACHaGXcuozBkYrY8rm7NkfJmMW7BYtyhmQlyECS4JmHSL8gVkKQu9pRm9SdyFu9TXSyWR3t5CpW6BchdKwO4nwdUcEIOBiimpU8zRAb+evBzaj0fjJ1Oum/u/BllKc6W6Ider0XZ6nhgANqkqIwFZWRZJ9d5BqlmYrBZqU59iccitfN51EmeUAL1emVn2B5RwKLCQj4JqeSF6IjMCp9E9ewV640as1h3KPZlj24ZBcsJyd5CZuYmUbDe7W5U7nTtzpvD76LEckpgPNWorcWsVhZkWDafnIL72G8nOgLHcFzuN4VkPUKRfhC5jGbkZDZiyt6poCBmBxTleItq2S7FElpzFDEybzezk6eyOnsRHgQM44lmlxulnfVyc8rHT7m+lzUfuF/15138Ks2PvUvlXiabFROWvJ9OxRTFyBvN2cs073U5Ux4sKqOfHP8XeuGkc86/km2A9+0Iy2N9FQFYZR/1q1CFK9IdnPapUjt/RgB585def5qBxDE5+CJ1+Ecl5zyq2SETkUjMkh4iowma6lmwksmAjNstGpqQs4JWASZzSBnBJG6wA52WtjCteJSpy5bUuY+idOJ9E+0bSShqJLnmKsB4PEtLnAQJq5xJYvYigqicJq3iSyLIFJBQtJsu5RLUkiAHB6FqPo3gj9oImDNKtmr2MHKn9sskhRjph3Z8zleFld2eeCXMsS2kNf6ssz7/C8/oVkCU5WRLhINIDAeGpWY+oceHl7+D0mXO89NIrKrpBtFeiw9q3bx+nT5/mr/sMtTde261qdSTxXSaLArKOnncL3w15Tb9pkCXaEKmIELdZktjjHTK3l7LmtaprLMW5hkShkF3uMtcsa7Nyo9hyt5CftYO87C2qVyzHsgpTzjOMSZ/Ni3GjlXD6sE8Bx30LaPXJd4eXhtaoPxub8QAWwzJVJCsuI1W4K44x6ezLbyI+bwMJ1nWk5K4mLVPo8mZVH5PqbFFp2HEFLSrOQD7c9TkLWBA9lj+F1bM/sIJWLydnvO2c83Cqm/UBn8G8HHkL94bOoHvSQziNK7DnNmDPaSIvpxlr9gYFPCT8U1Kp/6vHzs36rx87v05o+HTDFrJytyowZTZJn+BGVcgsN6tcKRg3rsHk2IRZZQAtoyb5fu5IuIHXQwdx0le0TH34TvRsynJezUnvUlr96/ij32ie7DqNbpnzSHWsIMa6GKfuYR6InMnr4TdypGtv5Wr6xldE6kEFDEkAACAASURBVD25ovRvQ2jVBvFy6DWq5qQg93dkF9xNWsEjGCzLVU1IgWGVqkwRd5S4nKINm0i0tqgxsQjBY/LWEe+SLByJHVhDom0FyfZ1yv2WppK7l9Ev9342h4/k24AeHAzsxkH/Ug742fnG38mXQRU8F9Wf3yWMoyThBnIFtDlWkGNZo8a9Uq+S5nDnOomFP928kjSbu6sx2rZWJW8nKs3HFgzmrUpfIq+9jLZUrIACWe6SYclgErAtYncp7xU3nGig5GcXtktYAXlU38+xiizHCvTOZeQ6niHHvgSDeSnm9JVMSF7AC6ET3Bujdx6nPPK5pNXzk9abH7VypX854+3kpE++m5nQ6jjtXafykMSF+GbXEdyZeivVuQ8px6a8TkrTJNe1s/FqXEOjAlkCsOT0L58lATSZAiQtL7hZUONO9Nbd1KQu48kuM3g/eDLf+vVUkQDiHD0nsRqiKfLqw5tdBjE39joqMv73IEteV5NxMyZTMzm2FarwWbRukqYvUQLCCIpmM070GPnNlGXOZX74zXwYMpGT2iBkpCcGkKO+Jcpp+HHXap6PmcCtQVOpNDyjxPiZeVuVESQpbyspzu2kmXYSr99KlPQ7Zs5jevx4NsUM5P1wAVJ1HBTnpo+D44E2jgQ4VEzIe2FDWBN3IzfGzaQ0bb5qK0i37CDJ0kKSdSlpjqUqWyrHIUGwr5Ji+T3x1hdJM24kP2cZ/VNmMzPmRppixvNexFD2B9Rx3KeEU74FtHnZaRW9ndaHTwOmsCj6dvonzCQx51GCnMtJKmhR90eTaScWwy6yDdtJs+8hOv95CuKf4PXIW1Su33E/C0f9DXR4SSSLjAole09kEr04q/WgTXPHLxz3GcTrXSZwe8xMyhPmYDIvI11YI7s76kN6RCMLNxFavIUY1ybMOY2MT3qK50Im0xo4lBP+Q2n16MFBjzyOe1i4ouXxp/AB9My5jfDKOYR2vx2PmjF49OqP1r8v2qAxaIOvQRs6Gm3YcLTBw/EcMBzf/kMJqp9EQvWjRJieICz7CdLsKzG5NmGU68K0lTzHi5gMbtehHHjksCP3XQn7FZ2WLPdn7v9xtuZfASz9b5/jr4AsuYd2gizRZCVlzFHCd0l8l5yst956BxkLdroJJZT05MmTiuHqBFran97Zy74vP/mbMNL2K25Nls685jcNsmSTEouvAIw4ZyOS/WKybFQFuOJoEwGlAjeuzaq/S8IS9baNiBOmQL+VwuytOMxbsFgaMRhXMzrzMV6NHUNbYAVHvAto9c/niLeLoz75tHep4uXoUYzSParyjGy2Ziy2zer766TjrKCFuCL3EnpbNiKdpUWxZmlWN3Mlvy9shnzIsxwb6Jk1nyejJ/BWeH++7lLLMckv8nEqkHVGglF9BvNSxM3MCp9BXfrj2B2rMVsb1aYi0Qh2c7Ma1cgp/e8tKWnuXP/5a+TnlioMGc8IM5Ftl0DJjYpdMZga0JvWkmxZrsaHVnsLdv1anBlzGZVwu2KCvgmQbCsRy/ai1b8HBwIr1KlaEqrFQbQnaArXpN6HLecJDFlPMDj5ATYH3cI3fmM55iM32lJlEjjiLYGhclPvzRdeg1kdOlGN/FKcc0gtn01a8RyMtsXYTWtwiZjeuJlo2w5C7NuIzm1UAFsyueKLt5Lo2q765tKcG8nIl07GdapSRW97hWzrCwrA9MuZzdaQwRz2qVKAUEYjh32cHPBzKg3Rc5EDuSV5EoVpt5OVt4ykfPd1I4XW8vqIRV1v26GStWUMJa9rijgDpUbI1kSiAiCblWA31yxMlTtOQBxRArRkxNUZcik6rFjXFnVNCLhStnKnJKkLqGkmSXKa8uSQsAoZTxkcT2NyLCTXvgi7YQE1yfO5O/5B3gsaqRLd233MnPTJU5vjeW0g7Vpv9mvl7NfyVZPBGa1UZb1JbIWwIiKiFgH8wsSbGZ7xgOqpk6RwxRLbNyqgp4JH890gS65rAS/ynATkpFm3qgBM0UHJkjDM6rQVPBl4Jx91ncohbxkDi2u0P5c0CXPtzTGvASrx/dG4qZT/X4wL5fsbjdvU9ZBjW40sZSgwuitX5NAl4DUqr4H44gYK9I/xWNSN/Dl8gmoDOK+couK0rVSvzWeBtWo0d0vwVErNi5W5QO4r0Y4mogUku7YoWUKSYRtxZmHsnuTZ0LG879edz7vU87V/FYe882jztnDK18SxLnm8G9yNpthruDltFhWZ80jOWUWkdQsJjudIdm0juehZRH8k73uGpZkM427SzHtJsb9MmvM5xSrbMx5jQPzveCD5JnYnTOCjkP4qEuKcVxknxBmpVdLmOYCPu07m2ejpjE28kyzDQ4TkPU1M8Sbi7VswG3diz92F3iBdmlJDtJ3iuId5M/ImBTZPehbR4ZnHOeWQruWiJjrF3ldBlmTE1dEqhhDfAfwlaAzLw69nQtQdlGY/TZbFHXoto2Ux0Ih7WhyMotuT8umhafezKK4fOxNL2ZJeSmOmjUajju3OZDZlBPBYaQaGUT3ocvcE4p4aR/ySwWQ3DcG0fTSGlolkb51M6s7xJO0eQ+quMWTsHIlu51AMLROImT2J4CnX4T90CiEDZxDZfTbB+Q8RYXnSreeSa9WyTV2bMoqXEbN8nqQRQNa/QdY/OcD8b4CszoJonWWtCiPtrNURkPXmm28rkPXnP/8ZAVgidO90GQrSkngH7YO//IHPPv0AEchflgUIyJIwUhEL/5Y1WfLcTNb1ZOZtIKRsA6HFMgrcijN7JyW6F3FlP69a3EVLInZz6WCLKpIPVwM5Frf42GrehMXSjNHYwLiMebwbMkHl+kgeleRqiUvorFamNDtvBY5hdMpj6mut1o2YzRvJNjags6wn0dHoDtx0uTOOMuzb1chI5v9ympZTnbheYvIbVG5Hrn0NfTLmsShsGn8KGse3foNp1aT+RByFpZzRatnvM5xdUbdyS8R0NbZKLVim8mHi8lYrB6ASqV9NN/57oY2dwY6df96pd1FFvPYGUvLWkpy/UlH+8rrIayX1IXJDkk0qPn8VsflrVE2F1GaYstdRnzyX+2Nu4YWwsbR5ypiwSrkEvwwtUZEYJ7RSlSz/fvBYZsfNYHDsvfSLeoC7ou7lD0GTOOLVn2Nad8SKftpTxnUVnPN0cKhrFc8HX8ud4TNxZT5DTF4j8SWrVQhhZt4StYnmmncpk4Mkxsvml2psIMO0QXXIJeVtR2feRVbuNjJN0ou4nhTbGjWGs+e8hjX7FRX3IYXcz3Xtw2mPcrWJXFEMSyXnJEfKsztvBI/k7oRbqU6brapI4h3yPm/GYNzkrgwS3Zp5mxpLWUTzYtmmOjSliFjqSpLsjaojTtxWMq6QwFElXHe5gZNs/MLCij5EwhLF4aTSq6X2xLpSBWvKNRObt5u4/L3E5D2nBPFyChcBs6wUexN2/XLGx81hTeR09gf054yni0P+Bg4EFXDQbzAfe47hjaDJbPcYwCtaN74IrFeZYOKuVC5THzEblPJNYH9aYm7mxoT7cWQuIt7RqFx7Ekja6SIUcCjjQrdeTECWexNNyFtHQpE4Ht2MsYSRFmUt5vHg6fw55DqVXC7RKAL4zqqwzf58ETiIlujh3Jk2jcKs/70mS4mWrTsRzZtogyTCQX4uldVkc//sMuoMz19DTOlqnIYHeTBuMm9Fj+GAn2gIJai2XjE2Jz1r+NK/F89HX8e04KkUWxYT41qtHHLReWtUuKywYaJtyjY0k21qZkjqk7waOJXjAmS9xWlcpq7jy5qZK5pTyQ5eiBzHAwnT6Z3xMBbDUsTxLR2PUmCsy1tFRsE6lWMl5dIp1rVKmyYHnwwpps7bhM65Hr1hAWW6e5mUNp2VCdfxXvho5ZSWhgNpMxDX9IGAobwZci3Lo27iuqQ7sJseJrpwCZGlzUQ7Zfy7C1vuLjKNW9S/Lcn85XH38GrsFE55ihu1u2q9kNouiW24oIJTe3JaPdZxRZPU+TIFJqULVca9CyMmUZ+yAL2pRV3HSrOXv1m1b+Ra12IzL6XQOpd6x1SmlRcza4SRKbeZGXZ/BsOfjGVEQwhT3o6i3750Yg6U4N/enYiOQoIO6QhrSyfuhB7dYQe6Qy6SWm1En7AQ3uEg/KSFyFN6ojv0pJzOJ721gpRPehC1pxddFg7E89YReA6dil+3mYSXL1C9ocIkCwsrxghxpcp17WaKf5umMLl3/0us/wHIEuF7SubDSpP13Q/w/Q8/8cYbb6laHWGyBGjJyLATZHVGO2h/fOP3fPLB+4r7+u5nuAK0XYTK7quV5sM9h5YbopyG3aGCcoP/LbwBsomabWvJcW0gvFIo6k1qPOfSbaY44zkKM59XWhF5vlEFm9WfixNJimQz7Q1qVm8wCfsl7Mg6JqQ9zp+7SESBOM0qFdj6SYVU1igb9bsBYxmX8ihmUwNW+yb3aE3qRGyN6oQkhchJV2MlxOouo0wpsJbNV07C4n6JdTWQJiDPsZae6U+wKOwW/tT1WgWohJIXZ5g4fUTfdMB7FC/G3e7O7cm8n4SiJcQWr1HW5ER1c3a/p+JEk9U5ahJGxP1+NyJsVZZaTeo5S2eXjNEyrQ1IeW6aa5UK94srXKkExBIfIBUZ6c4dqn8wsbiRKNcaoqQyxSHAYguFuuWMSn2Qp+Ju5cvgseok/VmAlS/C7BztUsoJDwGKNRwOHMamqBt4IOhG7va/jdUh0/k0ZAztPvWcEAG2Vx2XvCW1XjYkOx9G9mFZ3AyGxcwlU7dOuaCE/ZONPNm5jDTHGhUymGZ7UUUeJOQ1kJvntnaLKFZ+ZhE96w1b1CYomid5jrIx2nNfxqZ/AWHoRuhm80rIAC5716i4g5+UfV02klqVjv9ul2u4P+4O6lIfU2xekmRcmTYqh5OMWmVzz7JsURlEIo7OMba4C3JdW0l1tSjLv4hxc6zr1RJtm5zq5UYvLJa4OAUwCbiSJayQybQes2mtWvL31JjLuZs41ytK7J7o2Kl+T1LVhWUSPVZ+xgpmRs9QYPdYYL0aEx7ytXMwqIIDvoN4y3s0zbG38VjgWJb7DuX18BEc6lpPu1QXeXXnhLcEthZzNKgXb4Zfy5yw6aqiJdHWQGK+REo0qdO+ii9QgnRJ+pZ+Q8mgalSundiCVcpRKEXSwgxIDlyhfgGPht7Ce6ETVc7YSU+pfuqrNDmSbi7xJs2xI5mRfjMF2X/rLvyfCd83K6euODKlQkciJNyvp/vnk1GrHK4i81cpkJV3FWS9GTOGbwN6qbYEyUeTJWG+n/v3Yk/MddwU0slkrSUpf70CkAIkU4uaFYspkQhFWUu4MfoePgucqv7+MQk69itX1VOXNYcKqf0yYDTPJt3FNSlzKEybj8myGlNhIzn5a8m0LSHdskSNgiUGQ42FRauXt0EBKylzTrKtUYn7EuPhNM+jd+Y93J/0O3Yl3sYnodfyqfcw3gu8hlfDprAlahoLo6czI/ZOBqU+qLLtJO4kpqSRGKeAQ2lI2K46NeUakjDkqthZvBo7iZNeokEVoFWnst8kzkJ6XGWc2iEaPs86vvMu56R3MZ8G1PBBcD2fBdWwK3IUo2MexqFvIs0mdUablYNRwk8NtjXkOh8lpmQ4GcNK6PmAnmt3OhjxYSU9Py2k14e59NiXhPOAJ/pz4ficycHnYhmxZyuIPZJHclsBGR3FpBxzkNRqIbojl8iTRqJOONyrw0j46Sy6nEon4mIOcWdziTtmQXeoBvMXo0nZOZHAh8ajDbkG7/qZhJUvUvc3AViyH8jr3ek4/B/vhbJ/dq5/FTDz/+jzVEYGpcuU8u/1v0wI5P3pBNMifpdoGGGyknUP0rz59C+1Om+88YZisCR0VJgsiW64cOGCGhdKpIOEk2qcBy7+zIcfvMf7H/2R9774Cx/vv0yfwVtJzlpHhnJRbCHVtcK95CZt3+a+SP7JyzGFyZITkzAFEjonVHC+YQkl+qU4cjepEMw8g7sUNdL1CsEFr6mvUwDLuvZqWeomZT0WndXktAd4L3SUYq2kLPiscmJJhYo7P0nchRNT7lcVDgZ7o6rVkLGPLPmgyveXzVNW54dQfi0pzLLBpkoIYF4jsoml2tZRp3+S+VFTeCd0BN/6S9KyJI/XcFnZ7rtzzHMkr8XczsyI6ZSkP4A+fwW6oo0qy0jGMlLYK9b0bKfkAG0gPX8t6QXPqpVWsFadhDPtuxWbl2VpQjluCpaQ5XoGqZ8QpkVei2THauQkLcWu6XktqL48uXDVht7s7oV0bibV2kyaoYGsnJXY9c8wOv5+Xgi5WfU0Hg61sT8kk2+6OjnmX63Gfx1aLz7wG8hLXYeyRzYD/5Hs8xZNTqVKsZfxRJtPFifCnHwd3IsXo29gUuDtVKctQ2eUWpet7tfSIadOYd3Wq0BMAbDqAyQ9ZhI4qcCKaIXk5ikn00YFBH7JwbFuVP8tzklhioan38eewEEq0f2C1k2Nzy569FCn+RMe9bwTNIbbI2+hLvVxzPq1pJuaybDI997gtnxfZfkEaMj37jzIuN9793Xg/rnc2qvOwEP39eH+8/+4sbsrQIQZU444cRra3KdsAWRJzl1K9K6yjxwiZF5JmulZkrI3UpbwFMuSruOPYXWKBezwq1BjJCkvl1HP/uBxLImbys0x13F72GRWRU3g89CearOULjzJKxLRtAid9/n1YUfMrdREPqhYOBmJypgwvHQ5MUUrFXNnzH2BTIuAPclTW+tmP11rVOp5J7CXa7w0cyGPhwjIulbplKQZQUJcxV0m65uAweyOGMN9ybfhypiHhFZKHZa8PnIzFJFqJ/Pa+fnq/O//eN3cn7V02w53lU7+amXVVyBLBZQ2KyAon7tY51qSChso1D/CI9FTeSd6PAd8+6mfSaIlhNGSgN5PA+vZET+BG0Ovoyp3mYpuUD199g3EShdlwSZi8reRoXuGwbG3syLhRhXSKcygBBBLHdZZzaVaJY74DeWFsJu5JmoWpRlPUZKxHHvOStLzlpNU+KyKhJAqIfe14W6AEOAjkgZ5FH2nJLOn29eRbVmB3rqQYtM8Rmc8yu2JDzAnehb3xcxiQuzdDEl+VDmmu2UuIy93LTmGtSokNc60Ur03iarTsEl1DmaYN6oqJDFmdIucw1uRU5Qmq7PB4qhvLW3eEt4sh0zJk5NcrhqkWqytayVt/r045FHHQa8KlQk2M34m9fqlKp093NFAfOka4ksEcK8nvM9szNsmkf6BDVNbKhlHgsg6kETFQQfD3y1g8hv5THrbSO/XzVjerCdx12jCn5hA1ty7SLzjOqIfHIvr/Vlkfz4F3efjyHl/AvYXp2DdMhH9zvFkvTSRuL0TsR+4hcTPHGR06Ag77kfYyRBizphIONSDrtv6o93YE63nNEJK5hNvW6OMFnHGheSUSKedHID+mvVx3z/kHiLrPz6z7vu6+zPuPujIYUfd5//m7//1v/XvX//ta/v/7+uh7rHKle0OepZ7hdw7ZU+TIGeZ0iTIQUXYVTHrONaTpLuXbbvOcvDoz7z73gdIyvv331/h559/5NIlAVc/8dVXXypW68MPP+TDDz9GQ0JKz8Of3n6Ft999kTc/eI1PD16m75Bt6IybVBeZjCRSXctVwKR8s1Tbzt8EyJIblHpRJdBRRlz2ZpymxWp1brzKhWZpINz1e4Lz31RfJ2nCUsQr4ExOznr7euy5S5iSdjfvhg7loqf0hEldjfQBSnVMlSp/fjtoEFNSZuI0LVECe9n4Om/+nY//+aKSD6mMduRR6H8BB4m2DWqkVJOzgPnRE3knbKA6WUtZteTpuDNrunPIeyQvRU3jd6E3UJQyi0zHInX6EheOJHOLcFbs7ymW1SRb1pBgW0m8Y4l72Vcqh1Kq6TnSDXvIMDWRYVlOmnMhqfanSTc3kWF294KlqRHGBjKdzb9Y6NMszYoFk01LLXuz0m6lWhpIMYuQfC3VGQt4JmYW74aM4nBIAW2B2UrXJBVAouk4r/XmgNaNz33r+di3P5/69OOAt7iWSjjtUcI5b0nczmR/WL5iWZbFz6RnyP3YMlaSZthAkm3jL2BKMUBKy+QuXJaTqNJTXB27yRhL3oNEtdmudY+1zDL23KyC6ORmmuVcg8myghFps9kdOEwxOVIGLeNNye854dFdVSi9HTyK2yNuoy51LrbstWSYmkmzSS/eul9AloA5Bfr+rw4qEufQqD6LUgWSZd6twKAwtNLDp4JhnVtJsbW4dXOOdSptXGdcQnZmA/1jH2d7/DilI5MeznbvGto9e6qkd0nu/rTLaO5NvIkBybcwOH469ydMUzEP7T4CsKQQvZo2nwKlOxR36+sRUxgb8zD2rLXozU3E2tcQVraUqOIV5Jp2YNXvVZUlwrIJuyX1JqJ5E3AuBx512MhroUK3mCeCb+G9sPHsC6jmmG8JEt0gTjthTA74D2Rv6BgeTHSDrHjbevV5kM+GAlj/DZDl3vw2KTu+Osi4Vquxt3zuO1Pg5XqQ8ZC4U6X+piTLrcn6oxRX+0iKuhygBGTV0O5dxcdderA1cTxTw6ZQq3e7C3PN7utNRqhRhZuIKNqJPmsR10ddz7boUXwV3F+ll0u9kozvpO/yqFctnwZcw7qo2+ke/xDG7OUU6daSL2aY/GXEFknRsURVuO9Zch8TYCVjYAF1MuIXAbloAeUeJaYL+exKt19F1kJ6ps2nZ+rjVKY/hsW0AGkDyBSzjX0j4gKWUFu5z8u/m5nXQKpKS1+n/n0xNehsO5EC6W4Rj/HHiOtVZ6HUC8n7JCXOMkqW5yPhvNJ6cdSjDwd8KxQYl4OnZKxJoO2HQX1ZG3k9U+Pvw6Z7WjHOqWUriSpYRHT+WoLGzMLw9QhiT8VjvhBH4YFI6l6LZ/j6NK69PYmbxsczfVwUw8em0KWXDq1vPd41txJZ+xjh+XcTXHMb2qhRaBN6oY3vgzZ2EF0HjCGgfhRa30FoA4egDRuH1rMAr8eKidlhJf0TPdaLDrocTia8/f+wdx7gVdXp9t7pDZKQ3ns7yTkp56Q3SEIIoTdF6b33XgRUQHoXkRpIIBB6R7AxWLCAoiCK9N57U9R5/8/3O0Ed594p/xmHy73O8+wJGUdNztln77W/b613JRF4voiw/S2xeLkeFu1aUaXRUDxqTCC+VjkB+oVKSP3lNfvviaxKgSX31D9E1m8E6r9XRP3l+/LX/2z5fMvn/S+S2UpkyYBhibkFImWFuddYiawyAiNeYN3maxw99YA97+2tRDhIZPAnvv/+IT/99ANff/2VWhuaOVmfofE9/HT3Rz76cBf7DrzLh19+yNErUNx0LSGx0mIunoXHImuhOjFCjJv/V4gsJWBEtKTIqNpcRyJP1HLzdUvfQbX0nWpyJV4B+d4jbZv5xqxUrtykRfise2Iiq1A3kzkeHdnn0pgzdnVVcbF0EUpdywWtiENOz7M5pD/9AvuSHjeS8OyZBAjZOnsZnrmr8M6qIFRqhVLXEp66nlAhtmeuRFZ8welrCU2Vtd87hJveISp1I5FpK4gQOF96OZ6Zb+GZ+a7yWj0WWWa/z2rkCVtE1mOB9dgcb/ZzlauJjois1KhZ9AoexQqfrhyvWpf7lpnc0jJUMlLMztdtGnLCokiRtM/YN+OsXUPOWgsvSVhgOXxvUZ27WiqHHWqyxKMtfYNGkOkxFkP4YnRx5eoDLMwdj8yVykgrNyZJjQn2QMyrMmmRG6wIKRFZ8qH8j4gsiYH/m0SW+Ym5Qn1OZUqkKOUy1akUWWpqZFyn1jEiQOSGGamfR1rEArp5jGWfW0dVi3JTVa3U5oplAy5aN1V0+jecu9AhcAgpkaNJDh9D55Dh7HBto3xSly3qI2u8azZZnNWSuWxXxCeunXjJfxIF/q8RrVuKe8JiJbBklSzCRR+3TXXDic9QVi0CeRRT6f8GkXXNKp+vHH8RWTV1i4jWrzYHa5LMZdk+6RWqGkpYVoM8hV/VkpPOTVRxuzwcPbAU3EsWZy1rss+pDfPdB5HvM47Y6AWkRZeRYhCxt0jV88j7GmncXLnKN5Pt5aah0sqJv0xDxTOaqF9JREIZ4ZKCjl2IQTePqLg5BBmmEpY2meD0qYQkzyEweYGqWpIJWFTqSmJTy4kRQ32SYGrMIiskQUTCVoJNb5DvOfVnkSVwU0lZqnJoS2lfyFPtCCdsW3LcvgVnbGup+qH7Kq2ar5oDjtrV5KDjsyxy6kZd/ynojaXoMxcSkDSVgOTX8Ok0kuivGhJxyJuubyYwaUoMsxu4UBLjyAZfPz4JM/FulTB2pjcnLbgxvtkv4pI9C5ukyYTXnIN/3mScCqZhlzsTj9R5Co6sy15ASPXZONecjG3hRDyK51GtcCY2eUNxe6YfWnEhWs98IrZ3xHS2E35nUwi5k4DHqUiiT9UkdGcztPYNcEmeRnTCGz97T//eDd08wfrradYfk6y/Fj9/77X8d/71x0JLrv/qEC6oSSZZS81+Y1nFi89YcDNSdh87hs07bnDqzEPee/8jJbIeT7JEYEmi8MiRI2p1KCJLfFoaj+Cne98rkfXp57vZs/8Djl6Gmg1WEqxbbubEiOEvdZFiyahJ1v8SkSU3XfEBSB2MT5r0vq1RiSzvtPU4Z+7AOWMnnukbVaJP+C0yPhSFK/A8SfnJ3yPpwyc3yZrJbM9fRJZMsq5b1VBpJ6mfkCqddZ4dGOralroBvcjSjSI1ehwJMROJj59JvH4G6bqZZEfNJjtyHhnR8zDFzsEUN5v0mLlkRi4gLWwZGVFlZMW8SlbUFDIjJpIYMxfvxPVUNW79WWSFJq6oNFWbRVZI/CqVPBShJSJLhJeIrMfGaxFmsTFzqBn2Ii8E9ucTl3bcsmyg+tbuadmq//GCQwNOWtXlnHV9rto04JpNXS7ayCRLPFt5ajV6X4qKrZoxzLsbReEjSQieikG3DElvRiavpFr2CqrmrlTvsTws6OLNBcUy5RGjvgjt319kD6WLsAAAIABJREFUiedEkkjLzJOs30VkCU9LVobrlYgUESNmcll3BRllhStrsY0Eigcx9jXqhcxgnMcIxPfzSMFUhaguKbC6nLVtykG7NpS59aVByMuqFDU0bjINI15klUsPvrVuxQWrZgpuedu2Buc0I1dti/jMsRVl/hN4rtoE4qIW4GZYokzDIlzlYiZCS8C0staUKYkSWuL/+x82yRK/nBjg5Wf+e5MsAdFK6buUiD8WWT3cupEfu8jsw4s3r/BkYicrsMC09WREvsqLHt3Z492a047S9SceyprcsZSS+SzO2NTmA+d2TPMYSHXfV1QBu8mwksSkFYSkLcY3VbAia4g0biUqSfx85vJieegTf6ccUuUjVSBGwzpM+nXEVE5qxWco6xD/VPFmzicgcyZBmdMJShNm1UIlesXjJZNFNQWTPyeUKlCofHZlOiyeS7+UN6juNZW9lZMsQUJcsslR+Abxp0mh9WGHerzp0JoPXTtzzr4Rkky9r6XzUMtSHLAzyqdVwJ/sn6Wb78vkxM0n2Shes2kEZr6Gb9eRJB95Hq8lGm2aVWGpwZ+PPAI57xjLdS2Th1Icbt+At7TGNPAdS0TGesSDGV59NV4xL+CX8DL+ueV4JW8kImI78ZHbVdl8ZNJivDIW45FVSrXoJQTErSKx4C3C0lfgED4CU/s5WDdvifv05pgONyf6SjqhP8Rhd8YDn7NGYnd3xb3RBILjJQX+j/mT/1pkVdpC/lgVPtFplgg2+Zw/vgeoDZb0USoMjlTEyTZkDUHxK5VdJix2FJt2XOXE6XuqIFpElYgsmWTJId8fPXpUsbPEpyVGeE3gWPdu3OLTfe/w0We72bPvU745DwX1y5WhVvwrcoIokSW+rF95suRC+e9Ulf/pf5YYiMUjIUJK4u7m6YY5wSURYjMuQXwsizAYZ5KYNE1F30VoeaavxyN9M8EpG56YyCqInclUH0E4yLqwLhctzCLrmkTKtQK10vjEsTXLrVsx2bEr49wGMb7KEF6uOowxHi8wwmsIw717MMK7B6M8+jPcczAD/PozwK8fIzz784LHYIZ6jmCY3zBG+PdihE9HRnt2p3fAcKrr5hKmL1HGcJlK/SMiSz01qJViBWr6ZZhPVNQrPBM2hpVuQzhu3xnh6tzTsjhpU51jjkVKYF1RrJ1CJaxuWOdx3VpuRgVc1upz3bYX62160SxoCNFxrxAZP0+9H6ZUMaguwzVnOY7VJZUpdS5mwKTcQEVkycrqaRdZalUkn0O56SauRa9fj6yoHouswORyhaQIMO4kMGk7fgnlJEbPpnPgi5S69+Sk1oiftEIkoPFQJcQKVU/j+1U6MNN7GIWCSEhchJdxLjWiJrGo6hC+surCRctn1Br8vm0eVwTvYF3IIZtneM9jJMOdXiA5fC4eCfI0aPbDyestUzdZG+r1m39OF4pB+2kXWRLSEJF1uHKSZRZZZk9WVIKs0c0PaGo1mrKG/MhZTHPvwn73FpyxkfVsnpomShWNdBQq2Kpbe8Z6DaR64BRiDGUkJK1GuIWS5PVNXoxw3mTLIN4oCW3I9UqmtoECT0xejld6uWLuSelyfNxaJb7NYQtzslMEmUpMG5fibzKDluXaLsGE6PgtROi3ECG8sMTNSizKGlImoQIGDkjdgE/aVnJ8JvGeVzclDqXwXA41SbesqUTWvqpNmObUnmVefTnj0IJHyspgUoiZq7bVFavrllUSB13r8ErwMBpETCZdN5sI41x8Ckpw6TqKzP2dCR1hy+joQD6plsVpl1xuVZXyaeFvSRl7LTY7tiXKdTpBtb/BTbcDD79XKcidTaR+EG7VF+CYI4ndzcQlridBOHEpswhOX6SCCGn5ewiNWYdvTAXeUfPp2HM/U+dfIqnRTFyKuuHVqy3hJe1JOzMAn9NFeN9NI/RYY2y7dMCzxnQ1+f61gFKi6x8UXv/p+90f/76/nprJRkHuAYKWkUS8iC25T4k9RCwl4ekb1JZHRJZwBoMih7B2wxmOnbzFB3s/VJMsMbc//o9Q348dO6a4WSKyVEH05ZMXuXDqFOfOf83Zy8c5e+02Z25AYYMKhRaQf7laq6Wad5SPRZbZZ/N0iyw1yVK9cGYjtLzg5gSXkKnlMPOJxCycmDibpISZ6JPmIwk78S14p25RJvInNckqiJ3NFJ/OvOf+iydLJlnXpcBXy+OKZT3OV23HZ7Zt2OPUjfedB/CxbV8+suvH+64DecutB296teRNrxa869aJN927scWnC1t8OvGOWxferdaFNzy7sd2vE9v9mrPTuyl7PFpRETiQbvrpZBjmE52whOD4ZYjXSm744gf579aFcvI+nmRJDF0gnP662WSGT2Gk9wS2uw5RHB154j1hn8sx+wKFeLihmDu53NcyuWuRqwzn0hn4rdacL11fZlqVl6kRPRXvpJkEpy1T3iehOAfGL8AtuxTnnJWKJSXTHDE6yzktU0k1mXyKJ1nyeov/SlIxcu7KZ1Ko6Wa+mznVJjdchSAxvoV/0pv46VeRGT6NUb59edOjFae0Qh5pBTxSLKpa3NByOeJUl/VuHRnmN4Lc6PlqRe6RthiTbioTXUfzgX0fTls3U/iGeza5yh8nAv+oRUOOVOnJwipDyA+ZTkDiMiWsRGhJelDM7jLFEsCjTLXkfDAXRP/P8mT9M5MsYWVJolfEhYisTf4dEJGVF2cWWYJnkdWb4CECk5coD2i9sOm8Luk+1+act5TpYQFXLWpx1bIm14VJ5lifrZ6dGSoiK3yWSnnHCDg5ZSWBqYvxN5UoOG54wjbCk95Q4Qa3jI24Za7BP6Ucv+RSXDNKVclxqGEFUXEVyj8ZYlinSpml4cA7sRxv4wo8DGV4JazAX8I3SSLQtxBreIOwhDcJTthFhHEnofEbVfpViSzTSpUcFU5Wju8E9nh3QXyJ0nAhh7QeiOC8bFWTvS7P07taN1WR9ZljO5U2VKBkqySuWedywyaXW1osp91rUhrSg07BI6geOVPV2fjUXIlzhwlk7e5LyuAg1hjyueXanHNaLme1LCQUc9emKae1DD7RDycpdCFVTXvwDKqgSeFO5o3aS0HmcOwSX0YzzcddypxN69ClLSAiZRZ+KUvUtC88fAWhIYK+WE5mg01UbIcXpx6mUfstVIkaSGTxBJwb90FrXw9tfgHVzlTH/1hdfCd2w7XOCHwz56shxGOh9bdFltwvf3v89Y3/DzH0n3lNHls2xB4kukbOf4UeqtQ8ontkVSh1dhLaihGfVtQQNm6/xPVbcPbcBc6cOcfp02c5deoMFy5cUMR3+Xr58mUuXbqkDm3/3k/59vBB/swdfuA7xcm6eA8KG60lKG6JmlSpHybVvKM0iyzzBfJpn2TJyWz2DYmKNb/IMu0ISN6Mb/IOfFJ24Ju8TX1vVrrmyhIZKaoJn3EjEQLrfELGd7PI6sIHbs9y0q4RVyov9iKyrgiXxqqQ81b1+VarzxGtOSetWnNRa84l+bN1M76xqccJ+5qctq3FeUuzD0f6076xb6a+v2DZmKM2DRUf6RuHHL61yeKSZR0+denCsKAXSQ+aRKx+oeo5C0ooUxcQuRDLmkKZ+k1r1ddfj9RDjeXIIU8KEaZywuJK0YcvoDhoNi/5j+Hjas25aF+dc3bZnLcSj0pDNd16qNYDydzXspThWiYAH1ftxGKPibR1n4UxfjHuySUKAeCZtISItKUEJs4zc8EkRp+8kSDjNgRlIEXFIpSFNSQ3+sejYjkffh9P1u+zLvxZZJnMhHf5XkSWHHIxl3Wh1EGpBwbTuwQkvEVwTAWFQROZ59lWIS9O2mapUvHLVgVcsKzOBfs0PvcsYqZ/W2V2T4lZoEbm7ulLiY6bTm/vl1nrNohDTo05p6VzwyKDe7b5CILgotaAyzat2OXaj2aB44mKX6xeX0nE+mQuVEJLBEysfptKG8rk7X+LyLplkc/XDn8pshQcNLFMeRml/DrYuBBdfBlNg6ewrEo7jjs144rU5ohx3kp8TDW5quVxzKkha7w708urP9Wj56pAgNzE1VQypYSg5GXK9B6a9BaBxj+pHkHXjJ2I0FIhGaMIrKVUS1+m2iMCE1fha1qLV/J6PIxrcTOtpFrKClWb42Vcio9xKcLOE3+c2dO1Cd/UN3BPf0tx1nyNWxRGJkQmadJ+kLJK2STyvMeaEQ7W5hDELS0PwTfIIeXv77u0oY3/MFqFvMjqKh351q4elxxSuWYj5c65KqRzWzNx0bmAnf7P8WJwL2pHz1RJQ4ED+7R4jSb75pDWJ5YFfibVXXlLy+aBdR5X7Gtz3Ko6V1zzWWFXk/q6SVhUHUle8lJ2lzxiasfFtK45krCUl3E1LcTLsIGgxO3Kdyo4DbfMtQrjkqQrI9tYypi5V+j96udM3HiQYUvfo+eM/QyddR57jyH4J07DrXgqWscuWK+tg/5wd2JeHYGW1QnfzHlqCKFuyL9Kh/8sun5eB/5aXJkfjOTh6LGn8g9h9Z8RVr9+ndVQRVkqxJtbSU1I2mi+t1em/AUMLSJLLC+x8tmLGsrWXTd+Rjjs+dOH7P3wU3V89tkBPvroE27duvN4sKVWiNqnH+zl64MHVMTwwU8PuA8cvSCerHVIBYicBCqJpZ78xcMieAHzSO1pF1lygxUTtFDfxTAsZbvJ+oWk6eeSop+njvS4VzEZFqoEgqQqpctMvC9ys1BGOen2elIiS/cqU7168KGrrB3EQFu7clyfwxUtUz1RXrQs5JREqC3qcdNSin2LFb/rpk1NLltnc9MynbtiIlej94Zc1hpyVaurvn+k1VIYius2eVy1NnJDM/JnrYgTVTrykv9oMnzHERu7gABDCVLKKuLp1yIrIlkM1wJGFK6O2ZwbnLgcOURk6VLWqTWGMK2iI+bTMnwcW7yfU5ymy7YipgTw2YAHWl0eahmqq/CelqHKr0VUSjltT4/xpPrNJTZxFZ7GlfhkrKaqYQFhGSUq7h6eLA8KK5QnSUSWf7KIrPWqxiM6SWC7T7vIWq6MmrIelM+qrAvlkIuJWokmL1UT2QDT24QYdhETXqbgruucG3POrYBzjplccMjmtG0NTtnkcN45k73+dRke3oksv4EkRC9RT3deYvrUzVJx/1cDR7LP+VnOaBlc0FK571DEBUE6WNbjnmVDvvToQVfvEZii5yp/kJDqpYDZN9McnImK34IULyuRZVz1VK8LhQUl2BTp5ztiX8xmf3O6UCZZIrJkjR6VXq68VEFJrxNnWMKzgRNZ5dBa+ZRkSisJRWGOXbKqpZKG3zo1ZoV3Rzp69CU7Zp66wPsaK/AxlROYUkJoijygbFZTphDjLoJN2xU7Teq9CsPnqORgjchxVI8aR1HoRIrDplEY8yp5sa9RPXYONXSzKIybSd246TSInELdyIkUxoyjMGoc9UKnkhfxuvJkybTeP20bvsaNqvYrJHWFQrWEpqxSVUH5XuN5x7czV20KlKi6oxVwT4mnGipx+SfX9qrhoihiMmPcu7HNrSnfutbgil2Kqme6rwmqpQZX7WryiXsxJQHt6BI2iZTghSrZHvrcQor+9AqmvpGsiEjntlM9pOD6vkUuF6sIMiONL6rEsiuiiLZ+zzOkeRlLR+xlVtcKJrWZwusjV1JUNAFD1hyC9SX46IW+X4GXWEFSxMO4lvjQeXRr/R4vzjnJ+HWnKOw3k/ojFjJm5TnGLr5Nmw4fotPPIzhtHlpmR7RJ9Uj5ciTe03rg0nog3jmz/0mRZeYRirn6D5H1nxdWfy2yzClsCZIoNJVsOkRoqWnWGoV3iUiTVorVSFm4Z+AAKjZcVuD2H/8MH310gC8OHGb/vi/5bP+X7Nnz/s8iS2jvgnbQ9r73PieOH+HP3OPeTz8KMosLtyGjcKWC2vnpFxGbu55Q6UyTyUOK+cYZZChVKbFf/9BP259FZIXFlqNPXEecoZzsuDn0TRvNrIKhvFbQn9dr9KCkRjf6xnYkLXISEfpVCsYnPogYiU8LFfw3Imtftef+gwiHV5nh0YdPqrbmvNUz3JBqGYuaXLfM5or0kdnkqALbs1Z5qv7lul0R97QcHogAc0zjnK3Ud6QrvMT3Wj0eaI25atmYq1YN+UGrx48KJljANbt8btincU0z8b1WkyOOHRgT+CKZgRPQx1cye9R06pf1sRJWlZMsEVoy3TKfH+a4eXhyuaqYSTDuICRyJS7hc8gNHckSj0Z865jNDassHmo1eKA1VLDG61bp3LZJUYlCicwf1mqzpEpbCvxeVhdQeS8k+RQg5dmZqwlLW0qEaQGx0kmXKDF08yQr2LhFPakIvTfKKFDHf01kyZpIxKAgHC5phVy1qocgHAa59qN26PRKhMPvOckSkVWq0oQisgT2GmswR/tlTSdrER9jGcEpbxGl347Jfx4D/cew37sZV6yNXHXIUgyjM5Z5Krl53jGfN70a0S2qD6aYVxShXx+/zRx1jplP9bCZjAh6iQ9d2ipRIEnPawKEtSxCEooPtEK+cW7BON+h1PAdhz6pXAEmfbLm452xgMDUtYSlbCPauBlpAJDJyz/jyRL6+99COPyjnCzz5OG/Rjj8vXXhJ56dfkY43NFqKfCmcK6+ti3ijaAu9HbvSfWYBUocRaRUEJa2nKC0RYjIio1dpFofNjm15bSF4F3EX1TEJYtCrtoWc1Ur4KBNfcp8u9DWvQ9ZsQuU50rOa6HhB6YvU40PktCMjF9HlH4JyQlzyYkZS6eYF5nvM5hVDh2pcOvIiqot2ODQlg327Vjl1Inlzp0pde3ICtf2rK/amm0OLdlu05rNTq0pdXmWJZ6tKffuyzjf4RSFvkK8fh7C8wtPMN8LwlPEuyVtEYKU2UKe1yTe8uvCRdt8LinTfj6PpLhZhJNWyC7ndrQLmU5O9ByaRgxibGgb3q1Wi1MW6dzSCtQ1Rh767lo14Ih9Hrs9m7MsZDxtq00h0Xchca3mUbBvEEmjPVibYOKslsZD+wJuWudyyiaL437ZHIw3sjkuhq+7v8zW1hMo7Tibt2e8Ten45cx84XVmj1pO01ojiY4bjK9+Io6GuUTkbCEmtJQ8/Tqa5m+j5HVYsQH8DCPQ3FvglzSUwo5rmVF+hzETPie/7kySak/FtqAt2shC4vcOJuODV9C6tMSl+gTFLQxNrUCOgAR5oFuF3JjNAwmzMV4GEuajcoolIkv8iP8SwuXJipSn7X7/25/XPMn6r0SW2VIi758KvsSbhwf69HKCIsdQtuoK3/2ImmZ98P6XfPjBfvZ9epADn3/F++99xENpjwYePpSR1U9oe/d8yLFj3/Ldn+8p2vu9n+DcdajZaDsB+sVEpC7HL2ERgcYVCvoXkrRSAf/EhxOVIjfOX26sv/0l/qd/LyJLCNxxpg2qdDU7ehwvxLdhZXpd1qfWYIsxlT3ZWUyKyqd69BiiktcTkboVqbwRKJ+kL1UP3ROaZNWMeY0ZHlKr05bzVs2VyFIpJS2bm1oat6yyEJCjdPydtSvkkm0hN7UMBTy8ap/CWetExTkSkXBXPVE3VOvFC1bSO1abB1otZaC/YlvAZbs0LmlG7mj5fOXUlhf9R5LjOxaD4Z8XWXLOiMiSp4OYhE0ERpbiFTGDWmHDKfNowjEHSQ9mqyoOgWJe0+pw0TqDK7Zp3LEUMGUtvtGKWebSjsywF/FMWqQEsPh8hMEkvjrpcoszmWtmzCJrvaJ7yxRF/n/Ky6SeJp92kSUN8XLjK1W+rMdQUllpywRazP2+plJCk7eSELuGOt4zmew1lKPV6nNXS+SBbYESSLK2umhTn1MODVlT7XkaRQ4mPG46kTEV6GK3E6PfRLRuOQkxC2gXOoltzt04bd2Yc9YFihEl74kZuludk1Uas9ijF897j8QUt8BMPE9fpPhOvhnCbxIRuEGtaZ/2daF83u5JvZNWg29si9gZ2JW+bj2poUSWGYwqEyD/1MVKZMXFLVYia3OVdpxVHD2zyBJgp4isKxYFHLRrQLlvN9p59CU9dqF6mhZYsvT6mUVWGRHGDaqJID5hIVn6SdQLG8S48AEqyXdUa8QJm3oct6zFOYtizml1OW7VkG9sG6rE37f2xUoUSSpSmiHE33jIrjr7q9bigOvzrHTvSquw4aQlziTeuFThHyJSlhGeWkKQwGxlkmXcSr7n5N+ILPH21VAJYRFZb1btQNvgGWo7YEp8iRb6XpR7NeOQbZH6TEsd1X2tIQ8sGnPBMo+vHevynkdfxglQ2Gcqkc1fIPnzRtRcF8j0GF9OV5VO03TOSd+ic21OhOSzNTqEDZk6jnbqwZGBU5jZZCTBWhz5xuaMH/QqM7qN59W+szCGPkNQRB8CMxbhG7+CUJe5jOlygYnjb7BwGZRvBM2uPe27vM/M+Q8wFSxk/urvmPn6EYaM2cWkhUeIfn4EWsdaxO8eSsz+rthOa0qV2qNVgbAMIURkBUr1igBhpafSuNqcPhQWn9gSfi20/hBZTzw0J9dH8YmqSi3lydqowiSyrVL2oUo2ZUTaOlX2HqxfRIhuIqvWP+LhI/j+R/j8s1N8eeAoH+/9kvff+5gP3v/4Z5ElAuuHH75H++bwUc6eP8eZy2c4ffkeH+yD7e9A0zYfYSrYSmGLD3CLmUt4+jpzlDFhBdHpawk0LFGTrqdZZIkIlCfacOkLTFiB1Ga8kNyCVTmFbMnK5I2MRDbHhzLAM4awgCE4J23AM20bPsmb1PorOnnlE4WRFuheY6pnXz50ac8Z6+ZcV+ZlIb5n81BL45GWw12rmlxQScM6XLStxy3Vt1bALQX1zOWCTXUuWReo6L6wj07b1FURcrlpCsn6glVtzjvU4qxDBmdtUlWy76BrKyb7DqS25wsY9QtUl5qimauLiDkSK7HynwukK0uk/+pCk7zKnIqLW0xGxBT6hAzhLfdnuexQqOjXAjOUFdQFqzrqyfW0XQYCwhTvyimtmPUubSmOGkFQ0kwVczfEy79zA8EJq1SdTYKxDF3SEhVZl3GwmN4TY+UQT2ElDPRXMFI5H/5ZT9aTnWRJ8nWpWWRJzYcwv9QqeyPRUnwuvKz0cgV5lNc+M6qEbp4TKHfrx7mqsjY28aNWR0Ffb2mNuGzVkkP27ZlTtQtZ4S/hlbRIgYcjEt5Cl7ATnXGbgl4Wx8xhqcdQjrh05oRdHS7bCHzXLLIkmHCmSj22uLZnmOcAssOnEJK0WK25/DLK8MlcpZJw4nNQ6AGZjj/FCAcRKmJ8fyyydgV0pX+1nuRHL1KTOikaF2+cT/piAkzz0ekX0yJ4EhurtkOKzcW7JAm5K1o+12yLfhZZq7270cWtnxJZUrUVaJJeSyG5LyU4rYxI00Z0SRvVpDBZ1n9BQ5kYMYJD7n24rDXhsm19LtkXccG6JudsanPcvi7fONXjkHMxR6tIGlL6VGXqlM9Nqzy+cUrlc9csvnStzwr3NjSOHESsabp6yA6QdXtaGSFpJYqzJlT5mIStCkb6jq9MsmRyZfZlyepUjhtaIe9WaUeroCnEJZUQlDqVrIThjPfvwm6X1pyzeUYVuktN0h3rJup1kO7VE1Was8K5LU39B+HfqBm6b5Oo8bknY4r92RtQg8OO1TlpVcApm2I+88zjePuOfN6/K8dHv8LXU1eT4VOfxnWn0L1rOc8WDmfdiIXsGV/OyhdWs3zmV0THv4a/rpz05LdUd2zrwfuZtPImI6cdYcCIz4mLm0GjBjsZOeoMEyZfZMbMs7Rqu576z6zCMb4bWoNmRK/rQ/T5hri9UwvHpgMV7029Punlaqol+AzZ+EhRuqydxJNqDooJ/NIcVhGMxh/rwic7ifu1yDIb3x+LLIFQywRyJUESLEqXiftqjHlbyam9ibmL7rH7A3j/wwds2fIpx49e4uzpa5w4fp7jx85w/frNStP7BW7fuY7Gn+GHH+HDfZ+wrOItOvRYQ6/Bh+g17AIDx96j47DT2AdPIjp7i7mLzlBGjIytDYueepElAitYQGNisjSVY0yYyOC0NizNrkVFWirrU2J5v1Y6o3XZxMa+jFvmdtyzduCRvA6Jnscob8SqJ+vJUiKrLadsnuGqVqwKX7/XcnikZajI9F27hhy1qc/nVZ9lf7U2HLJ9nm/sWnLEqbUCAR5wfoYDzs350qkVX1RpwyeuzytqvfTDfe3YnC+qtOKAa0v2V2vAp861+dKlMe94d2ac/wjq+ryEMW7h3xRZ5mDB4ye53zzNifEzYRkpsXNoH/oSr/n34kC1Z7npUMwDK3nCF0NwMWetixTS4aRtDkKDv6SEYzHvVG1J76ghZMaOxRg5i4S4MmKM6wlNWIsubjnxlUW6CsyZLBe69Zh0GzHpzBVK4hVSwuRfgJE+SZElXjPxnMmhwinCs1MJSuFlCXTVLLLE/B6RsJBaYdMZ6zGSt126KXiohAm+q6yquaY15Jxje/a49GaMy0CMUZPxzSjHI3EN3nHrCY3bpPyIUg+TGD6VMa5D2O3SnW8c6iuRdU3BTPO5YZXLOcci9lZ9jtc8elHHbzS62HmqBiowfQ0+meWq5FwSPZGpq59q47u56kfqs0RU5PKtTRFv+XdloGtvCqIWqXWenF9+qcvxTF+CX8oiogwlNA+ezNqqbTlnV5+rlSJLWiGuW9dSEyaZZG3w6k7Pav3JiFukghpC7ZcJib90hcoq3LhO4RWk6ikufCbZvoMZHz6Mr9x7KbSJfEYu29fgolWuCpCcsinkW/tCDjsVcNw+V020v9eyVLJUvFRH7FI54JSupkkrXVpRL2wIYcbZqspLTPMCKJXkrsBsH4us2m6Tede3M5dtxIMlr4NMRQvVIX/e49Sa5iGvIGtG7/T5xOkn0jVoGMt9+vJVlVZc0upxUavPbSsJt5ingRcci9jp0Yg+ge2IqJmB6XQi8V9V4aWJ6cyNjOArnxpcdSrmW60GB72L+bz+M5x9ZQy7egxk05DZdKg1lGx9D4Z1WU7X4jFsHlnZ96YuAAAgAElEQVTGjlErmNdrOWO6bSc0YgaBceXoUrfjo1+MFjGArDZLmLr0IrMW3WD8jBtMnn2f1xb9yLrNEBI1jtDoCbj7j8In/iXca43Epl8zYi4WE3GkHlVb9iU4vcT82qQvR3ruZOsj4loCB2aRZQ5WybVQ7Am/CC1ZHT69m6D/6Zuqv/fz/VZkqRW88oquV++RsLKkLk51sSaspFH7r+nc/zQDXjhBvyGfMHzULl56sYQTx66YMVnS/fzwJ06cOMXevXvZv/9TPvjwT2h37jzi9r0f2Hfoa97cc4I+g3bTpffX9Bp6hY6DLtB99EU0l+EqTRKSvAF//VKiMyoISSwhKvXpTkfIvtVDX46XaQ2+yRWkpc9lcMEgFhW3pqJmHTYX5rM6M5V+kdkYYkYQkLkWv8wtyjwp+AEhwAqS4Eka32d49uIjl5actJWkkphw83mo5ahpllRYyJPhLqfnWOzVgblBfZjn1Y8FHgNZ7D2ERV6DWeQ5kCUeAylxH8ISj0HM9+7NQu+elLr3psytP0vdhqmpxWLPHizw7MRin+7MCBhKd/9J1PCeRoK+5P9bZEUnlRIVLTUf45ni3Ytdzi04ai8kcbngynSkRmVCslBRsM9Y5XPOOl89ncsK8UuHZ1gc1JOuwQPJD3qZJN18dKb1yhQcFb9alVgLVVyKhyXhJiu0pNj1xMetV0ZhIXDLE8y/ki580iIrLGWRGZCrOi434p9sho4KxiE2QdAB5Sr2H22YQePg0Syp1peDDm25bCkQzTxuWTThnNaQ01b1OOTRlpU+A+jiMYz48Cnqhi71Jh7GUkKkv1HKtlMXExf9Cl39hrHKrw8HqzRGkokiskQwXLXM44J9oRJfm9w60MFjKOmhc9Q6Nyh1M4EZwqGThFwZ4WmrCHqKYaQisqR3UM6BxyLrbf+uDHHuTc3IxUTGiy9nLd4pK1Tazzu9hPDEUhqHTGGlczsERCprwjsWhdwQBIJVIRet8jlk35DtHj3o7zJAiSwpiJfqDykN90tbjF9aifJ7RcWvIzZxLbrwWaT5DWJUxCAOuHfmrFbIWessztulKyK/wipYSvVPIRdsa6pp8HdaFmg1QGvKfe0ZTlgVcsShiHO2z7PVsQfNQl8h2iTBpx34JW0jMHWdOpfEk6U6EhO3UuhhFlmCjXmg5SNi7axtsTrkzx84tqR+xIsEZSxVIjs2cj51Q6fxYvBo3nVrz3FrYfvV4b5Wn0dqGpjNUdcc3gksYpZfEwqTDSS/Z8JwUke3t2vSv5Ef+/xiuGuZwnnrXC5HNeF9QzKrc9JZ17MvZQPHsvmFRazpP4+S1mN5c8wKSgaV0DJ3CJFeXXFzHUygbr6qSaoaP5+o2hX4pbyCb8Iw8pssVub3UUuu037Clwybe5RqMUPQXPoTnFyiqPdxqaVEJS3GoXZXYg80IfFoSzzaDiE4awmBqQsJSS9V57Wc039PZAkwVsSWTJj/nhj446//Pq+RiKyfUT4S5hOfozqkTWG52hCEp69Q1yiv2DIatj/OgNHf0W3AWdp330f/we/SrdtUvv36kllkCY/0z/D110eQ4ugDBz7js88/QROO1p37f2b33s9Zv+Mw3fvsoXv/Uwx56SG9Rt2k98tX0VxHEJa6ibDULSoZFp4inoASIuRC+RQrcXnKjMjcSnjWDvxN6wiPfZXqkX2p69uAeo6JNLKLpI13GrkuhfgHjcLHWIFf6iZkfC8t8YakElWw/KREluou9OzGxy7PKYSDXLAl5XRPq849rYaqSPnIqSWvObWit18P2kaOoFXQGNr4j6ND4GQ6+U2ii98EuvrKMYku/uPoFDiSLoHD6eY3ip4+L9Pdayo9vKcpInMnv+GqZkW6+2oHziHRT9JSy/+myJKV0ONR+eN1oawWhZOljy8hPXQa3YNGscGtrfKLnLaWDkBZVRYqj891iwLFDxLP0CWtWAkseUqX9dRpm4Z85N6OV7260TxgGKaoGQqgG56+g7Dkjarj0Te9VFHHJX0XlVih8AbiyRJ2lND+n2qRJQIlZaESWfLEHGTaothtgqvQG9ZgMEhBdLkCCesM42gR3J/trl04ay0Yj9pc04q4ad2Y85bFnLbJ5xPXxsyr1oP2VQaS7TYaQ8hkDImz0BlmYdItItNQgskwi+ywUXT2H8RCn2586dRICQ2zyCpUkxihfZ+3qalSr1JOXjtwFtHRgiDYTli6rGkXKm9PWGr5Uy+yrghI1KoG1yonWe/6dWWoc29qRZQQZTCDQr1TVlItswzPzFIlNuqGTKLMuZ3yrolhXEjvInhvWwpyRURWfd5y68kw54FkxCxQniwRzbqElQqDIatHiZRH69cSl7CWhOh5ZIYMZ3T0ED5368AlrSZSc3PZNpl7Vpk80KrzXaXBXqCxst6VAMwjLY+ftCY81J5RK7jjdoVcs2zOW/Y91UpTTO+RSW8SGL+L4ORNBKeuUv4js/F9u6rVEU7WbQvxYdVQIuukfV0FRhZY8J+qNqdOzAsEZCxGp19HQvga0sOW0CF0Ais9OvCFY33FCburEs/Vuallcdw5m30+hWz1rE9vXTLBIyPIOtaA4oPpDFihZ1kNL3a7+/K+l4FPAtJYqFkzQLOidrVEpvSdx6QW45jReBhLnhvE2y+V0bvJBNycnicqfDrhMUvxj1lIaMZKQgoqsNdPIzZvGX66iQTpxpNaZynNR3/K0NILJBZPwiWyH7qCTXgnr1ZJXfl7xW4QWDSWKqszSPy2NT6dhxOcvYCAlPmEZFRWsVSKLLUulDL4x5BLmZhXTrPkWvSHyPp9xNM/LkrN9WNybzA/aP8Cq440itd1CYHGhURlr1HJ1IJnvqL3iEf0GXGPQSOvM/SFA/TpPY9jR67wo3i0HppF1jfffKtI7zLJ2rf/I7Qff4DrN39gz8cH2bzrBP0GfU6vgZfoOfgG7fqfp+eLl9G8XyIyYytRGTvViD8wYbHygsg062kWWXLzD4ktV+o1KGmrSswY0tdiSi0hPWkWNdJmk5IwQ3W9BaRswT9rDwHJu4hIWEeyfhGJ0a+q9M2TFFkzPTvzsWszVRAtQEhh1NzVqqv0zhmbZuyq1onRbl2pEz6ElMTJJMbNJiFqPqlRpaRFSH9gKSnRSzHFLFEl16a46Zj0U0iNnU569DxVq5MZWa4u9sbYWegNk4iNn6XWcRG6CiITVv1dkaWEljJ+mteFj0WWKW4hjf0nM8V3GPuqPctFh3xO2tVSHhK58H6nFXFHXbzF59GAu1ojVRQskxPxgIjwumzTjN3OHRgQNISMiEmE6EsJyNhBQPYOvNJW450hZPelCtkgZeDijxBOlhiJRWg97SJLitulgUAu5IKo8EzbouLpBv0a4vUVBJhWEpq+BEP8aDoGd+Mjl9bcsWiiVjXXLetzw6KIG1o2Vy2MHLKrwTKnTox2GMRAu9F0c32JZ32G09h3BM97vkJbz4m09RhJJ5deDHHuzCKnFhxWK688Ncm6ptXmkkWRElrXLHP4yrkpc9wH8KzvTKLD1+OftEuBOaNMAnBcRGhqmXryf1o9WfL7XtbyVLryscja7duVYVV7UxReosICIva901bhmlWGZ3YZAaYyCkMmscSlPceqNua8lYisPG5r1ZXYEpH1lX199lTrxagqg0iJeFUVtevj1mBIWEVg5hJ8sxar6UeMYR36uNWkxC0iP3IML0UN5qBrW7W+fGCTzQPLVH7QMvizVkOhV6Q2STx03zjV4qyNCMMayl5wVyvguG0ix+yTuGlZmz/ZtKJ14GgMCUuVFy9Uv4tQ0xbFS5OfPyBtLX7Jb1HdcxYfeHZTD3QPNFkZFnDSvh7HHOqpQMQOt2YUxw5RnYGmmC2khe8iIXItdYKmMcOzDe+71ueMdUPl37ptmcFt63Q1CT1nV4+vqjZgfkgxsTlpZK1tRcYxHc1Oh9B+rhfDu/ozq144pZHhHAqowe7wLjynH08Vlz50fX49O0tOMLP3dNrV7EGAf3sCQieRJNgQOQejFhCRsZzo/HX4GsuJydyFb/hKMnLepKr3RLqPPcUrS68TFNSJ2KiRBMauxiFyNX55q1Wna2rKu7jVGI02P5iYE8/g220owdmv45/yGiEZSwgRGHKKeZL1lyLLjPyRtgkRWGaRZfav/uOi4EmLkv9t//7/SmRJpZZQA5YQnrIQ34S5SmT5JlSQ1+wrug/9kc4D7tNv2D16DzhA3z4LOHbkGj89gh8kVPhn+OqQubtw794P+HTfXrQfHsHduz/w+cET7Hj7OL0GvkmnXp/Rvucx2vU9R5t+x9BcRyGegPCULcr0LlgHtSo0mjlaT+tJIpMVwTLojJsISdqmxuK+yTvxStiolGtoynq1fvEybcM77R28TG/iqTejGzISy0iNX4zOuPKJrQvVJMurMx9Va8oxx2IFk7ylypOz1ZPxSdtn2OHbh8H+A8mOm0BE5mK1NgtMWEdU/DZ1hBu3ECJPqSkbzCwc8V2klagboGJbyY7auI2o1A0qOi6rCt/05ao8OiLtDWUIDDUuJzKxDMEiiJlT/EHytCsYh9iEDeqQjjVzqlC4VYsJNZWRFf06fV1GsaZKd4451VerjVOWWZy2kBtAMdILd1t1FNbie60x32tNldiSNc0VixpctchVJttjVVow178PjQJfIDJiPv5pWwnK3YFPxlpkkiUgyCijCC0Z/UoR+EYV4hBPnkyAfv91YYW5u9BUZk6tCIPl31AQLU9gQWkLzb9fwkYiE4QDtpmA5PXK+C7m98Ck9cQnl1IrejCjfFpwuMpzPNQaKpF1zbahuqndtM7mrm0yp+2rs9ulLRtdB7DJeThr3EawyG8A8wIHsNBvNCU+oyn1HkC5V0/We3dht0crjlpLOi3PPM2yqKXeN1kbylTipGM9Njn3ZEC18SSGrMQ/6Q2i01apmqpQ4xJzhD1JamfMnj25joSkriMnci5Tnfuz37UDJ+wKuGqVoyaXgii5rtXhpENTdlZrxbiA/qSGT8cvaQWBEmRIFnCguf7l8TXJPD39y5uDGd8gq2KBCm9UQluEuKyW5XxQHDyprUkyR7h9TcsJzFhORsxEJnt152PPtuqhRgjt5klWvjoXBeGwM6A7A136UitiETGGDUSmbMAvZRWemcvxzRaUyFIKgicxu1pPvnBty1mrOmpdeEurzm3LAuWhOmxfzPuuXXmp6gBSgqfjZygj2lChrjWhWYvUekpAvmq6FbOK1Lgy8mKm0T9uLFt8BvKZYxu+cW/JYedn+bZqC751as23ju04VLUdn7i1YJ+b+Xpx2UbShTW5bZXLSQcDpxzjuWlTg3ccnuW54FHEJi5Fl7iNcP1O5DohYQWBkYqP1S/5bXK95vCBZw8lsu5qudzQ8jlvUxeZZp22KWCr+7M00A0nyrSQZN0WUmPeJipmE6aQOfQI6Mcqvw4cs5PATiHXbbO5ZZfNXfVQVZvL0kno04yOuibkd6lDg89MGA86UPRFOG3eT6bnwnhG9opmbmYkE5PrERDamdBaS/COGsoLo96hX5+5pKR2wjtqOGHGMvzC1mBI3k2goVz1d+rT1xOqX02AgHHTdqupY2RiOSGpi2jT91OiQgeTqp+qks/6gg/wyVmFnf5VdY10ajoc+z+lE36iIf49RhKauQR/4+vmYEBqmUr1hqWYzdK/9mQprqKaZD32Zv0hsh5/Tp/MVzMDVHlb5X1JlMopOSrUQ7l6eE1bSmjacjx1pdR89hDdhtyleYfDdO9/mH6D3qZTp1c4fOgMP/0AjypF1v79n/PFF19w6NCXHPhiH9qnn3zAZ5/t40fgzkP44PMrrNt5lcCo8Th4TKSK/3Q8oxYorLyCSxpXqZWhgCfFuPpkXpy/vGj+Kz+DughLkkBufEYzAkCBySqJr/JnhQUwbSTItFH9f+TiK+WpcsgN4teTrP8kJ0uI71O9hfjelKNORVywyuS2VQp3LZK5reUiIusN/0H0dh+sJlNmOOVmwpLfIkK3kxjDWyqyGlJZHiy/p0x25Oajvhpl1G2uohHOlPxv8nrIJOhx4bB/6hr15CY8Kn3iQtVeLtgA70wpRK4gTb+T5Ig3iDBsRNZDUZmzCEmdgm/i69QIms4K56EctW6rLqrXrLK5riVz3TqHc3Z1VK/bJa1IeTZ+0BrzndaQR1pzvtOe4YpjLufsjNyxrs5Z27q84dSCMW59yQ2dS7BhlRJ/snOPTCsjKq2EyNRKKGnSDoITtiOdcrrEv+RkyblgvtmWqg+c4BBEgJkZXyuISl6GIWERsi7d5vicAkj+Y56s34gs6QP9N4gs4WD5ZC5SP7PBsAFj7FYM8esUGkPi/r6p6wmK20ZmyGIG+/Vgk+eznLZrqjrfLmq1uWBXGwkTnLLN5LxNBudssjlhU8wx20Ycs2nKEdumfFGlMZ87N+bzqs04ULUph5waKnP0cfva5qmjfS0u2RWomhRZVT9U3ZN1uWlRnXNWhZx07MJih6HkBs9T1PFA8WEZSwmVAE38amIMa1RKTj5/Qqb3zVxHRvQcpjr35Uvndpy3ks7KHAXsvKHV4bpFXY47NuYN9+cYG9SH1PCpCi3zs8hKXaOE1i9Cypwg/vX3cl6qozIoIMJbEoCqUNu0kTDpBFQl0VK8vAYv6QLMXUqy/mUme3fgE+/n+KZqTc7b5ijoprm7sAZfVilmVXBXOnn0Jj92gRJGCkiqDOvLCE9fRoKphILAyQx3Gck7niM4afEsD63qc8+mmCtaDlcsUjlTtYg9ri2Y7N6XTJ9X1GslBfU+KYsJSZmNLn0eOtNyouNWoY9bR0LsapJjF6tOxFZ+4+jhOYq+biPo7zaCXi7D6e/xAn2rDWC0Rx+m2D/HOz4dOFHlGc5q+Vy2lPcvjzO2Rs44mrjkVINN1ZpTN/ol1X8pPLNwwxbCk7aqWprIhKVEyz3AKJOsOez26qU8aXK9ualaJgRyLGvPAt5wbclzkS+jNy1BZ1hFVNwaFUqJNqwgLfpVunkM4ZBDR+4LPsQqnys2uTzSqivWlojXL5yKWepSh1FpeXR82Uirj1IpupiA7nQgEd8Ek3k4lubv6yhamkyVHrXQChrik9uBnCYv0WpoKVWj2xFknEKAUZogNhGY9xaB2W8SmLiJWF0F8YbKa13mGjXdCkpagKduPl4xrxMSM4cI3Syi4+cTEDVPXQN8ssqwypuM05gBeBzLJeZMY9zaDCM6a40Sn1K+LniLqDQzuiM4sfxnhMOvE4aPhb98/VfuXX/8vf++1082cnKI0JJrvrxfaliQWqbOn4j0NYQllGLnOpzBL+xn59vXeGf318yZU8KWzTsUukHE1fvvf8j9+8LHEk7WQzOM9NOP30KElnizfhDuu8BI70G9ZhXoTOUExy1T5rzo9PXIIbA/eXPlq3z/f/2NFuH5a5H1qWvz/xiM1CyyuvGe27McdSrmomUmd62M3NNM3NYylRneLLIGkqKbZr6RJK8nLOUNwuO2EhO/XT21P37a+me/ihiTi79MVAwJSzCIyEpZhG/GEtVwLwIsIWY7xogdqkZFvHzBKZMJjh+DIWY6Hfxe4T2HXlzXmlV2t2VxV0vhjpbJGbsiZZ7+tkozDls25KTWmJva8/ygtVZrw/M2aVysYuS68LOsC/narikVzj1o5zeZpLD5hOiWqO48QRxIwffPCbykHYQmvaGmAnrTir+AkT5tIksKzX0ylygWVrxhAym6LRjj1qqboGdGBR7pGwmN3Ubd4IW86t6Zfc4NuGLdkNtyU5MWALuaXHAqVGtaYaFJ55xMNiTVec+ikLuWtZQZ+4ZVoeqLvGFdwG2rPO5ZVlc+n3sWUkSerxhHly0zVbmxwCUfaHXUCu2KbSG3LZ5jh3UPGgRNwT9pKb7JKxSKICJ+JVJeHBe3gbjEzUrA+6auwStrHak6s8g66NxOQTrFYyhTTRFZVy3qqNqZHR7NGRvUi/TwqQq/Ivw+EVKqcaCyXUC+l+vTf/fVfOOTvrI16uEgJGWpeqCSh46fRZaqoynHK6dUIV6me3biM/fnOOFYqBh0d7VaCsEg5nIRWctDu9LWuzfV9a8TbVhJZMJqwpLE4L9MVT3FGxeTEzKVHu6vUOH9Mt9YteaOVk8lCy9bZHHLMpmr9tX5okpTStx7UM99NHExC5W3zkceGIyvE5s0Xz1phyesIE6/Gr1ekAplxCQuxJDwGslxr5Ib9Zoit2dFvE513etkRU2hUeQYulfrTEVATw5Xbcl5rQ6XLepw1aaQy5bpipl3ybGADW7PUyd6vJrICHQ5Qr+JENNWBUWNTFiirnfyGZJ14bvevbhmJUBeEVnZ5kodKzOcdJdLa1qFvaK8q1GJZYp+H2RaTZBxjcKsFAdOZYtrb05aNua0bR0uWefxQEvney1d+bvOW9VVnr8K72zG5MbQa0Qkz24OJe9AEGkno0m5rsN0MwjdyRjivmxD6LpORE56Bv++dfHu/xxarToEN3kJ9+wpWBhnYZ1chkfaTsKSd5EUV0G8rkQFuKQPMjBlHn6Jc1V7RWhChQIlR0krRcZC/FOm4pk9BetaQ9A6tsRtTUtCLlUn8kA9qj0zTAVC1PknRvZkc0BE7o+/AJj/fWLg//r99t/++wtiQ64blR2w6lpQ6aOTByxh3HkbFhCcWKqCbjHxU1m/+Q4//Fk2gz9x8OBBvvzyS1UEvX//fqQU+vr160pkPf4v7auDH3Lwy/18/71ZZN3+0SyyajUoIzB6AToRU6nriEw1V6PIifP45HksuP7tv/jPfU//80/OJyqyVK1OHz6o1pJjDg24bJHDPcsUHmgyycrklG0jdgb0po9HT9JjXyY4fa6aeoSmryIkoZRoY7la8Sn6uRDQ/8lDEhjKNGhajsGwAn3CcjVuF5HlmWEuZfYzrCcyYTOxyevUJMjPMAdd+Hha+b/EPM/hHHbqyhWtAectcrlqmcE9LVsZ94WFddi5IbsC21Hq2JzNWku+sujMDeuW6sYu9OcbVbK5qqWrVdVF22f5xLkXMzxeoLH3eEIiF1DNuEIlg9R60liupnCBKRsUFT40dQ0y0jffaGVFZP6w/UcmWf+mdaFMsmRqKB6QuPgNJOg3YUiQ+odVytQvk6zQ2Aoah71KmWdXjlRpzE0LgZAKjykfWRfdtJTqpEJ13FJhg1rqr98TErdWhzuVa1sROUI3F6bTfa0m32nCY5Ov9bhrWazQDTctchB/j8T3L6i2ARFHDXnfrjPtQ18mXD8Hr8Ql+KdWEGUqJ8YgImENcYnmGotfRNZsNckSkSW1UGaPoRj1zSLrW6eGvOHenHGBfcgOnYqUIItok3h8dJL8/qt/9rw89r78V1+lp098a0n6UuIT5ynxojymRlkZmHtKZbotlTZ+mRVkR07jdec+HHXszDWtiRKTj7TaqgVB+GCHHYvUJKu9p0yyfiWyTBWqtFkQCNEpSzCFT6eF1wTm+4zhC4e2ylt40bIA8bF9p6XwnZapxOQe5870dB1KdsgsomJXKASJvL8x8eV4p5QhoisufhlxCYvxS3+dajmv4p4zC7/MWUQZX8MQv4A4wwIMSYuITJhOavxYGvp2ZVZYHz706MAZq2aqG9RcqZVjnhja1OaNKm14JmSiSqfGx28kUr+RwJQt+KWtI0geWFLKCDVuJ89zJu/69PhvRFY+u1xa0iJknDkgpKwEstKVqY9ZZGWEz2RYwEA2erXlSNUmXLWUep40VZ0jQl3YbaesGvGpYx7bveMoNfgzra4LY3u68+KUMHptiKD4SDC+x7yodqM69hdzCbpiIvxsPD5fGAh5sxZa21TsGnbGuXgG3vlrCMzYQUTSJoyJS0hLXaTSgrK6Dox/HX/dqwTFLiDCUIokNwXB4Jw8F8vCEWgdmqONSsF+VSxJZwtIvlYD/7UFuNQZom7Sj++LIrLkviiHsls8Rfey/5P38b8jsuLyNqoEYkhSGaGGhQRHjqVi3XUe/WQWWe+99x4fffSRMrrLilBE1+3bt3n06BF37txBqnW0/Z++w9eHv+D+/Z/UJOvqg0ecuwN1mpi9RnLBlid8Ueoy/pTj8Qn1f/JN+c2HRnxHT2ySpXuNaZWcrJN2TRTQ8J5FlnoalPG9iKxd/j3p59GVLN0owtJmEpj2OsGZy1RqQgjOMuERk9//zyGkcWGJyFNAbPwalX6SaYB/+lLkhindZ8IUC0xfR0y63ACXEhK7kILgaUxzH8Je116cdhBejkzhslQdkABIbwuY0bKIA54tmBXWlb4enRhr2Z2Njv04XrWlWi2c17K4bl+DSxZpXNRkzdiQs44d2eXSm2EeQ4mPmou7ADpTVyiem3CFQk0bEDaWT/oK/JLNgMfHyZ/fV2T9PrU64nETkStfoxOFAL6BmCT5vK5UaVm5mUVEzVPThC0eXThn34S7Wj3FJLom5HyrGjzUivheq81DBbIVYVWP2+pooATSXa2B8sHd1xqoVaCsAx+qLknpk6zHD1ozHmgN1MroqoW8D9KbmcM52wwu2ciNuxYHnFozLHg4KZET8NbPR9AZ4umMjl+qJjFxieuV2BXx5ZW9hlSdWWQ9XheKX+mmCKzKyYt0+8m6cHxAH7IqRZZUv4jIUgLLuLqSRyQJrv/+EI5Yon4FSfqlxCfORWeaq17PIHmCrSz7lVWij3ENfplryI6cxetVB3HMoQc3tOf5XpP6qToKP3Bfy1UIhDWBXeni3puasa8To5dJlvyz1lSKomWKp6SLnk2x/0QmeI/iC6d2XNFqcc4yT63LZIrzg5rmFHDUsbX6fDfzH0dC6AKi4zYSb9hBZPwmPJMr8Eldjj5hqaqOktoi5xpzqZo3F4+ceSp1Gm1cQkTSMkJTS/AxziAuaTy1/LozNbgPH1XrxFXLljzQmoJWX0FJH2gF3LVsyFuOHWgVMJmkuJUkGtYTYViPb9omvDIlkbtA/Q5ihM/3nMpu778tsp4PHvuzyIcnv2MAACAASURBVBLcTYhwCcWSIEnfmHnUDhnO2NBefOzZirN2RZyXc8hC0pD1ua8JXqQ2522LuOhYncOOcex29WdjiCcr09yY0NSRrpOq0fhPSRgvtsDjRkO8HiTjejeYKtf8CDifTNKnzxO0oBVa92fRGrRGK+6Nbb1+2NdpgVVBQ5wa9MSh/gBs6/THurAnDoVdcanTA7d6g3Bo2J+qvUbjMLEnVTYV4/mFkdhrenLu5xC2JxOtuxGXvNE/Dx1+K6p++/0f98v/gUOTvyOy5P4hmIfo9NVEyANi6BhWVFz+eZIlPKxDhw7x2WefsXv3bjXR+u677x4PsdRX7d23NyqRde/ej0pkSQrx2iMoqLsUn7C56qlYRNavp1cy1fpjimU+YZ6kyFK1Ou79+ci5fSWMVKYMwqwRD0uB8mTt8utHf/ee5EaPITJ1NkEpCwnOLMMnuYTA9DIzrTh1KcH/P4eUhovJ3SRpGXNqRgHeUlaotYugBGRt5ZNZeaIaSkiKWkpn/+m87dhNJQPPSzGudYGahMgaykyLLuKCbUPe8+9Cx6A+5IcOo7HPGF70GsEe11acc5BUYU0uWeVywS4HEVwyjbmrNeO4fStKXHtQK2qS2qWrvk3jWqLjNxOVtIGAjGX4ZJTib9qgvBlifP79je+/j8iSz6WZt1OhBGRosoQLVqii7sDEjWq6ow95mZ4hA3nPtQM3tcbK//JQK0ACEuaQhEyfJI2arxKb56yKOG1dxEnr2pyxLFa1LBc16dT75bgsfi6tNhe1ulzVpJi8kcIGyPtw3jIDWeVKwfd121xua9nIynduQC8aBr5AoG4enhlmD4wwh3Tx5cSpUESFEsBe2RVKZE1x6csBl3bK1yX+LjG8X9HqcdmiLsccG7PT7Tk1yRJPlhjfJUUpdUrBAjhNXa3+LN//rUPOW+XDkA7LFHMJsBjU3TLX4J1eocSgT9paPFIq8MheQ0rMLGZUG8wXzr04b9mSO1pjHml1+UFN9HIQBMIG/850c+tJoe5XIit5HV6pK3HP+H/sfQd0lNXW9oQ0SEJ6nWRmMiXTe08nBELvvUjvvakgRUU60jsE0klPCFXsBVGxYO8I0jsqiv0+/9r7JX5ev4tw7/3+pdcLa531hkmbzJz3nOfs/ZRSxKaXcdWErEtmxs7Ge80GcVQVgayzAS1BFbFv2SS0Bc4EdsUu8QhMTpiC1KRlUGt2Qm16AgrLk5ASV9JaBZOpnCvItBEkpBZypVrhLObKMn2OQCdVOmNsa2GxLEbP6PHYHjcFx/xH4QfRAPwg6oGfRF3wnSgPN0ho0qQXnmw2GoMTH4XDUAaLuZY90mLS6hGRWYWo1K1ISi3g+UY+Wc/GjfndShaBLKN1BzS2UvYUlLtrBc9FIhcbd0CnXIwh6rmoTRyBd8K64Fgz8vNqBQL1NL4QdcQ1rqISST8HX/nm4XJoDj4M1+Op0Cg0yGOxqq0byu5ZCFrYD5KnRkL8QR8kfdkBsV+kIeozExRn06C53BqyU60QeTQHzQ57EfyaDRFvpyPwUCs0f7EXIg4NQtSzvRD/bB4Uh3NgeL0VdO+2gep4V8SfaYnm15SI+EoM2WU5dO9nIWnHIAQNmYyo9NVcyWqsXhGQamwdNu6Zd8HVnxBcNRZLbgOy4s3bkWjbwSBL4yiCQrsINbu+YJD13Q/f4qmnnsKRI0fYfPTgwYP88cWLF/8eZAHX8e2NL/Hqq+/ghZfexhOHj+DNz75Hmy6lMHmq2AeKyN2Nk+jXAIsm03/7BPoj24WtdOuxOmoyXgkdjJPs+E5mpGR3QBEXbfGZ/0A8nnAfpkVMQYsUMhfcIpzUU2sQ46wA5cglucvYA4ZaT0SM/6eurnI29aSTKc0D2vR5Ptw0diOOV6KnFAnuHUiw5EOj2YROyZuwNG4RPvTrB5J9n6ccsoAslq/Tcyc+0Dm/jngruC8KEyehpXQmtObVsBnXoo/8YRRGDMV7zXvhXGAnnPFpgbOhOTgXmImvRVn4nlRKos54OnQwxqhmw25cCbmxGDJjPbT6Bs4spOy3xDSqvjVAbd3PBnT/qSCLqjQ6i9DWInUoceCoskVqT6l1F/SGImRLpmO+dBTeCbkHN0Sd8K0oj6sW1/0ycdUnlVWoV0VtcNq3HY41bY93Qjrh9bAueC1MILy/F9wTnzTryfw+Mrz9LLAnPgrqjvdCuuO94D74KHAYjvsNwym/nlxxONk0DWcC3dz6vSpKx1WRGydC2qEhZjAmxk+HTrMBke4KyL2F0DgJZJVCZxciLKjKGJdeCbd+NZaHTWSQRYDvcpMcbp+RQ3gjyHoioi8WJwnE9/ibICvpJsiS3ARZ9H8CWbe+VrONBxnVyjzbkOTdhsh08rSq4cNBgoe+twbxjgokpJfDo12BR6Om4PWIUXyAucKvp1DJ+k6Uic8CWmO3eCTGRYxHnvYmyCKQ4qxHrKsK4d5yRGVW8gHHqF6NkQmz2RWd4mQ+D2yFzwNzuY1L+aDfk2LTJw9HY3pjS9xQ9Bc/AJdiI5SG3ZDanr4Zd1TPXEdBoEHcshp2+jcZazg6ymSsg8pZBwkR982r4TEvxpCYcaiMnYQTvkPwvagnKBv0G1FHrjh+JeqAK3598FjQWAxKfBRWI703gg1IVHotIjIrEJm2FeK0RpC19LYg69ftwsZKVrKzFhQaT5yyZM0W5KmX41HJBDwd0xcfh3RkQQllqVK7+gtRG+YQ0nMkVewPop4gEczXfjm4FuDCpSYWHFb1QGpKfzTvNhOigcMhGpIN0Y52kBztBfPZrkg5l4qYcyo0PyNF2Dk9Iq44EHzVAL8LejQ940bk+baIP9cH8Se7IuFEOmRnrEi5YoD6KzOiz+kQfdEK8TUbVBezoT3aAfE7+iFg+AyI0hYwsG1sETZWrghcNQKt//b98U//998GZKWk0yGlmNfUZONWyDULUV59CcdPfoMXXzr0d2CK/vPzzz/jgw8+YG7W4cOHuZUo+ttP1/D19at48cXX8crrH+LIex/h+BWhXZhiKRaCdIl5f5NM+usJdBdkVeKPBVlrsTp6HI6E9scpf8r/aovrIlJjkay+Mz4KGI6DCXMxI2wWWstX8YmXomVk7scQ6diPWLJgIDUV2xhQy4aUFXd+Jb6K1CFYBggAjUzd6qC27GZAQ+aJ5OqusG5Hgmk7rKq1mJKwAPURU3DGryu+FnlwUWRj+TY972sMsnJxMqQ7aqNHYGLcNOavSFwlEKfnw21aglmxU7A3ZCiOBXbjCtjx4EycCU5nl/sb1EIU5eGtsL5YLxuFAco5MKsKINfuhV4vRM0kU5CrpxwGcwPMRkFF9p8LsqpZxq+xkDKvBgQK5I4iyK0lSLLWwqrbggGJo1GYMAAnm/XH96KOoJbQ96KW+MYvHRdEqbgW3BunQ+7BexH34KWo/ng84R7sSRqMvbLhOCgZBfJ9eil2NF6NHo3Xo0bj5ZjROBQ3Ck8ljuJW9L7oqXgmYgreCR7Oqr/jIdnsNP4FVxfTcMnXhc9DWuLV5r2wMmIC0lTrEGsjg9QdSPFsZ8I2beRUgSPAT2DGqxNA1tHwITjh34ZtJoigfc5HAFmkLnw6vA+WiSdwu5ByR3lT+yeJ73Q4SCD/O9cuBqe0mFLlitrc9DmqzpLfGEU0aVzFyFYvwKooeh0GsuEmcYioHUqvKaUsUCWrIXE4g6xfKlnmWiicuxHnrEG4twoR2XWITi2FUr8B3WQPYVvUYLzUvDPea94BnwS2wnGKpfElF3TiyrXAxYAcvBzaBSviR6O39GFoNTsQb9vFlVgynyWVn9z6DDTmp2AyPAm79knYdY/Don+M8wXlngYkOQuRZFiCVuaHMT5+FGoSx+DDZn1wVtQGZyjKJyCP3fovizrgfGAfNISORZ/kJdBRe99bihgPGanWICa9ArHerRxSTa331tG3B1kD5At/aReSPx61CwlkEReSWqlkUpqu2ISx4ntRGjccx4J7MyeQPLfIAf+CKBsXCGj798BFET1nUkV2Aqljvwxpja+aeXEwpj2ckvGIaVOI0Lzt8G25GAEdJ6H50KHQLB8NR81oZL0xAekfjYf93ckwvTMZxo+mwHZsKoxvj4DznQnwHJ0J15H7YD0yAaajw6B/rxe073eD/u2+UD7dD1Gb+6DpjIHw7zMZPi0eQYBnB+LS9yHZXffL3tgIKH69VzY+dvf6J61m3QZkkRFpspusqsqgtGwHEd937f0ax09/i2eee5pBFqkICVw1/qP2IQEsur722msQUSXrpx9v4KWXjuLwkffw/Otv4f3TQKuORVCZi6C6Web99cQhoEX/p5iN//bJ80eDrLXRpBrriVP+nRlgUNuMqlhnRV3xXtPh2C+ei3tD70c72XI4jIV80lU69yPavpdBFimphCiBxkiBf+Jq2Q21meTddUzAJhI2cZwIZFGFxWgug8lczM7uauNW5MmXYG3UJLwaNhCXA4lU7cEVHzu+CEgHBe2eF+Xikk9bvBM3FEtkM5AVPRMGYzETbqOySpHiXIfe0gexInwCXgvsgwtN2+PDJi6cDfLiW/YHS2PfouOhXfFUQm8sFo9H26QNMGsaYDTuAnl1USuJ2kQmPSkfa0AA5a8AsqiKleAph8JOOYWUt1UBj3o1ZsXfg6eju+OLwL74gUjqBAh8c/GNbyaOi7Lwon9/1DYdgS3NhmBR8EDcFz4QU2OGYHr8SMxMGIcHo8ZiUdhYPBoyHiuCx2Np6Fg8EjEWc6LHYmbsRNwXNQVLwibxz3gloBc+bpaLCwGZTI4nft1FPxdOB2XhWGAnVASPQhfJSsj1RZA6t0KZWsD+auQ1R9w+slAgkJWqXc3E96Nhw/BZQBtc8M3hkHABZLXHiWZd8HxoH6yMn4DMZFKrCso1av1RtYQGfXy7QfOAABYBVOIX0qAUgAQCXQ5yWK9kFZpVWwyDoxC5qvlYFTMMr8X0wWdBZFWQCUokoNb8dZ9MfNq0NeqThmNM5FjmZJG6UGWph8K5F2J7HWJcNYjO3o3otErITFuRnbII0xLHoUw8CK9GdMcnvq3wOQWz+3fElwHtQJXAL0R2Vn8+GXMPHiRCvWQRNLqtUFsLeB6LXfvZs0puexJa8+MwGx6DTb+fDxBmUy1stkrYdeuRIZmNkfL7sCRyEJ6OH4JPgjrihCgDx5tl4lRQNt83JCw407Qv6sLGortiEVKc2yDO2IHI1EKh6u2pgti1g8Oi5Y4GtIy9PcgidaHZXghSFxLIYsWWs5Y99Kh9b3I8AZuiCJ3ED+JR8VR8GDSYK1ikVvyyaQ4uBmbjc59snCDjV78+uO43GFdFfXFK1BGnKNnCPwNPRvRArn4JmrurEKyuhCbtcchMmyHzLkFUznSEdB0JUf8eEPVrC1GvThD1oY+7Cf/vlw3RwGyI+reCqH8eRIM6QjSyA0TjWkI02gvRIAdE93RAUJcJiG25HNKMGkhcBxHrfAxJ6Y8zyKI9kPbExn2xsevTuGf+t++Rf+q//zYgi+K/CGQ1crJU+iWoqrvKIOu5w8834qpfwBZ9QJUsIsMTwPoFZF3/6gqDrDffPY5njryBM9eB7Db5DLLIwJEWqz/1C9XYX/0Drr8FWf/XPllkrkibAQ02uHNWclwM+QK10q7C2qgheCOsO84GdMRlCmj1IZVSG5z06YSjQf3RkDAF8+KmoXPSbKRqV8Jl2c7VJQqtJTIvpcVrHLcealJa3RxCJAQZ6VVDZa2CzlQNu7oOVl01FJTxlFkOhbeew2tTzGXQmkrgdNZBr9wEV/JSTFY/hKcShuGTgDwc98lib6WrPh584ZPGIItbQf7dURc5EgOVD4MIwhobEWV3ITG1kiXwds0q3BMxHbsDBuJS89441SQNl31J8k3k6JYgVeK5pm1wPLg1nogahPFRC5CdXIQUUyWk3gZIPLsgtVXBZKiA01LLpp3/Dsi6xu7zmfjCl+KA2rIk/qXQgbg/ajraJK+ATVMMpen/EyfLVg29pRY6Rz2knlqW+VP1WW8tBmVrZsnnoUw6BB8EUURRh5sgi4xCW+ALUSY+DOmFYtmDmCyej55R96OdZA5y9AvgNTwCt3Eh0o1LkatZjvbKFeiaLIyOyhXIS1mBbN0KZOmXI8+wDF1jpmNR+BQ8EzMJx5t1wxc+rfGtDxHoc3Fe5MJF/0xcDOyIZ4JHYHz0Yjhlm5Fs2wJFZiln+ZHKlcxpCWSJ0wSQtSJsCt4MH44TTduxtJ+if8h+4ppvJ5wM6IgXArthVfRI5CiWsgyf0icIYCodxRz3leIqxe2Gyl0KdVoVSACisa1jXhaBvKj0GgYVdL+ZzVUw6sugd5YgR70Qj8aOwJHYPvisWS7O+2ZwbiNVtK76puODoFzUJQ3H6KixyDFsFhSP1l0crE0+cwToyFYjxlvDRqxO03q0VszBPOV0vBQzFBf9OnL7llIOyHuMfLjI0oHMYo8364L9zYdgTvS96C6eiwzlgzCYV7DIJCq9itusdI8kuynBogQm/XakKTegs3QlxiQswtLY2aiImozD5DQf1INtG8j+5EyQEyf9bfhSRMC4E8769UZd6Bj0Vi9FimcLYtM2IzajgL3H6J6n11fu2okk2y7kJq7EswljccWP6Al/b+FwzicHB0P749ecLAJZZOHA9AI7GdDWs0qRlLHZqk2YEjUbzzUZxokEN/yycMXHxvFAZ/2pdUpZmyS2aI+vRR1w1pdGe+aSvRwxHOmyRYj07oHUfBAG4+Mwa2tg5srZDsRlbEJ4zmoeMRlbkOTdghTXeqjdK5CctgCJ2XORkHMvIlvNQlDeQvi2XQFRh5UQdViOwLYPIbLlAiR7NoASI8jEmTwCozPyEZm5hefs3b3xT1qluhM8cBuQRcR32tvUnkrIDFu4XUgWDifP/YBnDj3L4IqUhPTv66+/5itZOhBPi8jwZOvAlSwCWYcPv8GVrGdfPYpTXwrEd6VJcMm+C7JuPYl+C7L+r32yfg9k5WpXYWUsuTh3xammHTni44pPDq40aYWzPnn4KLA7ngjph3VB/TEldDiGxU3D0MR56JH4EFrLH0HrlCVol7wEHWW3Hh2ki9E42ksWoXG0S1qI9gmPolN8PtITC5FsKECMu4jd4GWeMpboU/aZwVIFh2I9eiTOwWrJeByN6IJzfhn43DcL5wJb46pfDvsrkaKQiL7PhQ/FwrgpyNQ9yqaV7BRvqWdei9xdCbllK3IlD2Fz83H4IOQenPURyMLE3bgkokiXFrjql42vm2Tgg6ZdsS5sBvqJVyBFX4BID7XU6nmRp1amwVrBLaH/WJBlJ8WmAIKTXVVsnqc3lsGo2wG9aT16Jt+LJ2N745JvNq5zeHh7bsleIkd9n1y8Gj4Yc5IWo618I5zJq2AybITKtZ1DoMnZX55axkGpeksp83OIo2MylzKJmSpPJJZQpubDkrIQw+JnozB6Bj4OGMCb4RWfjrjSpA2uiAhAZ7IPFDmRLwt9CF1iVkBl2ICkjBIk24t5rsgcVMkqY6uENM1aNIIscg8/49eC8xUv+HbEtSbtcda/A4407YLiiCEYFDkReUnz0DbxIbSRPIj2kvloJ3sYHWUL0D55/u9e6Ws6iBeiQ/yD6Bw/E62SH4LJuB5S6w4k2YtYtUmGlQY9qSHLkalZjsVxY3E4biA+adYW53xbcEYjZTVe9k/H+8G5qJUMx4joscgybQIrHq0UpyJUhwloxbt3c0uS2g96KxG/V2GA7BHUhY7C5xwdRSkGXg54/jQgDed83bjsk46rPu3wSUBf7A0fi5WxkzEpcTx6yqcgTTULZu1DMOkfgdmwAA79QmSpF6CLbD5GxM/F0vj5KAl/AE+GTMZbzYbhVEBvbkeSwes1HweuNLXhkp+dOWDfibrhtN9AVIWMRS/lIqjsGxCfupGzB/XWKlC0DwENMtxMsDcgJ2klnkkY/y+DLFb7OveAquk2XQn6JSxHYdMJeN+/L9/DXzVxCN5d/kLFkLimP4uy+blSwDkN4mG+HDEUqfJHEJFWh2TzHpgN+2HT1MBhFIK1Sd3JAghnDRTWfdAZD8Cp3QUXG5KWQmfLh9K9HlLvBo7hikytQ0QqRVTtZp6q2l4Ms7GacwuNhgNs95KYth7xGav5HrgLsm69P/7pX5vbgCxaB6iSpUurARHfUwxLUV1/DZ+duoHnDz3HbcJGNaFgPvo3fPTRRzh69ChXs8g3S/Tpx6/j9KnPcOHCl7j8xY84dfUrrmS17kQn8MK7IZa3QcN/JMhqoV+FxQlD8HxsdxwL7oizohx22iYSOAXAEnC51LQrPvDvikNNe+H5kKF4sdloPBk4Cg0h47A7ejz2Rg3HvqjBtxx7Iwfht2NPxD2gURY9GQtjV6GfuAA6TSminWWIziCuwjbmuLAztL4QWapVmJswGXuj+uDT4Na45JcB2pjOB7bDBRqkGhK1wLHQ3hzh0l36EDT6DZB7a6Cz1YIy2hSW3Rz/Q/wSl2Yp7o+ZiX0hY3G6SWd8R0aVPj2EqBifDHzt48GPonS2hng6ZBgeiLkXRvVaBDtKOc8wyUPqs3LI7BX/tk/WH1nJogUsxVnJbRhyJyYlmV5XAYtiM9JTFmNq8mS8FU6KwizmDlEbmcAVVfsIqDwfMRajYpciLbkAVlUhjOZyFriI2depGjJPw832L/HZdkFv2sVcO2oPUzUi3lONiMydSHRuRlbyAsyNuh9vB4zGl6LeONGkA8417cBtQzITZd+z5gNQG3IfJoc+DGPKKsS5CzkwmSJiCGSRuSpVYzLUa7HqZiWrEWSd9snj95Pa4Rd92+GdwM54plkPHAi7B7sjhmJP+HDsiRyGvREjhDkdOfK218fCxuGpptPxVOB9OBA8FYUxczA5eQXap2zkPECrtQJ2Qy30+joo3PVw6ddhrngGnhSPwvtBPXDKtx1O+rfFGf//AVnV0mEYHjMW6ZYNSLYJ3lZqyy4mqBPYSqLYI2pP2oXECArObp+4DeubT8cbgX3xlW8rfOfj5QrOicAMfB6Yg9NNWuIKRwr1xKnAQTgaOhi7I/ogP6IX1kYOxJKYIXgwYRhmJw7HvKTRWJYwFjuix2F38/E4EjweHwaOxAn/wSAvOaqW0SHsKxFF2LjwTRMrvhc5AVFbfCfqi+O+w1HWfCp6JS+D1rQBMvdGKN3b2eTWrq0F2V4QoI91NCBLshJPx4+7Jcgin6zfq2QRNyvOVcvJBEpjLbLkmzExZhbKw4eywvV7H7J1SeP14koTErek4WeRGz+IvDcr9jn4XuTGodhucGimI7hFIZIYvBIgLISVYoFs+VCzt9c2JLsEj7ZEFwl16ABBnONiCLYz+YhPLUS8t5xzTZXW3dCb6tjGwmEohUNfDivlRxprYDRXwmjNh86+jQ8hf3ogcZs97L/6+d8GZMk9FGJfBJWrnDlZRHwnkHX9BnDh0nl8+OGHDKo+/fRTvn7yySc4e/Yse2VdunQJN27cgOjxx6rx0Yfv/OL4ThYO5PjetmvZXZB1B5Pz/7eFw+9VsghkLRQPw7OxPdkF+yyrCnMYYH0r8uI7USpuNGkBqm6dJYKrf0dcFXXGeVFnHPPtxq0dCmM9H9D2jsY5/zb49Xg7eCDKYhZhXPxm5lXEOioQkb0dEVnbIHUUwmAugVa1Dv2UC5nU+nZIe5z2a8Gmi+TSfs6vHU77tccZv/asKCJT1QnKObBoV0FqKuSNzWCrhtZYBbmJSL67mftlMq5FX8lSrAy7D+/6D8Y1UQ+cb9IfZ3yIl5bGZqw/Mchszcq4/IgRyFMsQrxpM+JsBYh372R5PqvxHP8eJ+uPBVnlHFVE1SCFrRQ6yorUVcORuAG9pLOxVjqaMyF/oPagT2tcIoDi05LfQ1IK7omcjP4JK2BVFcOgLmUendJRC4mjFgm2Wkjs9VxloGglMpQlkKAk41AGWXVckQnKqEZ0Whk06pUYGjsXLzSfgQt+Q/GBf0d83qwtfhC1Z2L4WZ9W+CysD44Ej8OjzabCLVvKxqRk8kccKpljJwPfxNRqZKjXYVXoNLwZPpIDjamSRSDrApuhUmuqFT4O7Ih3AzrjVEAPnPMnEUS3f/p6qUkv3BANxjeiEbjoPwyHwyZgUdxcdEtaBIdyNXT6QtgMgjJV5tkDh24L5ibMYpfzjwP7MhGf5i4dGK74Ce3CWskwDI8dgzTLBkgcJSwmIfd42rB15jpQNYtiqZSOUvbw0tueQYaiClOjHkFl1Dh8EN4D55u1wLmALG4ZEu+QSP+U2/glt8o64WpAF5wI7oR3gtvh7fAueDWqB68BT8T1ZIXeS5H98H5wf5wO6IfLol64KuoOqixSy41am+SRdl2UiRuiDNwQufCtKBvfiHrhnO9IvBw0CRuiZ6O7ch305q1QOTazCtSlr4VdW8/PmQ4pBLKyCWQl3LmFw2/bhbS2EY+QwDpF3dBBraViMWaKJ+FwUG/mpdFzpbity75puOLrxdciJ74WuXFNlAPyT/vex4VDcV3g0ExGs5ZbGLgLZqlbWVhBPoCCF2A+g6m41HJEp5Uj0bvjl9xPjgFLLRMUpW4hXs1orINDVwOXthoOfSUDK421EjR01jJYTcUwk2npXYX9fzaV6DYgS5laAYmjkEG5wpzPZqSNFg7k+P7cc8+xfcOhQ4dYUUj/JxPSX/8THX39WRz79ANQW/Hr74AbALcLyYxUYSy4W8m6DdD6I0FWS90a5oi8EtkLnwd2wwVRG65UXPXNwhVyQvd14ZSfAycC3Pg0KBWkxKN8umN+6XgzJAvvhubiVBNSFrW95bhI7uD/YND3vO/fDyVBMzCm+XxYxGsQay1CWE4pIrJJMFGCNN02dJAuxEOS+3EoagDOBLTGeTqV++Tiqg9FeeThM588HA/pgQ9D+6IwcgRaqx9BkmObUGWy1sJgqYHaLCzCZAxJnBCjZSvSNNswLH4pGppPwQf+Q/BZwACc8u3IQISQpwAAIABJREFUDvDXRQ72CiNOEPHTng7pi+lJDyA9ZRkUhvWIsxUi3lXN/CwiOP+ntgvJk0zuLYbUQaaTpdDb66DR1yNDvAH3xkzGvvjBOBHYAdd9W+Gyb2uc8yEvrJY4F9AR7zbrj9Koacy10ui3Q67dCoWpkFt3KpfAAZTejKpp5ARStUwwQKUQcFIDliPKXQNxah2kxk3okLQAVTGz8X7oaLwd1IFtCYhsf4MsIpq0wunmXXGiWR/sbDYCbZIWIsm4naNWiCBMVUVq6Ui81chMWYfVodPwVthIHA9oz205AmkUPE22H9dFORzDciywC86xT1d3dmC/KOqGS6JuuNMrGdiSGpXm8qmAjng6sj9mS6YiL2UetOaVSHYVQ2tpQIphDxSu/UhL2YrF0bPwWsQEXBCRCq694ELfhIjv6fi0aS7qJEMwPHYUvNZ1SHKUsBEphc4aTTWsBGWA6qQYH8FEVmE/CLWqGtniRzEh8QEUxI/AC2FdWVX5NZvEknlse7YxIHHIVVEL9pSjNvulgBycDWyBk81aMAfxRFAeG3qe96UIIlIn5rIlCin1KLKGwCq1OMkSQ1BECp+/1KQbPg0YhWeDp2FH1AOYlrQYLbRbb3Jyt0FvL4BTXw+Tvp7fo9i0KiQ46pCbuBzPxAsg6yq1H2/G6lD8Et3nt6tkKZ0VHEQvc1M1dDcSbdVINm9Cx5T5KIwejw+bD2T1Iznhnw1Iw+nANLBFSEAmr3Mk4qD24ctR/eFR3YegnHwm6ZMvX1haISKzyhGZJqhFCdwSt5M4cSQ8kHo3Idm7lq/kLxbnrUGcew8SnXs4r5XCt7lqRYIZCymodyPeXceHM2prU9oFeX/dpdL8B7cKaW+/Dcgi4jv5ZKW4K6BzlUCpW8yO79/9CPz0tx+5JUgqwjfffJNDoak9SNUr+kftQ/onOvLyEwyyfvwR+O4ngB4mx/d23XbeBVm3AVhUZv0j24W5ZI4YPQLEAzvt3wsXadH3yWNzQMqSO+eXitNNvTgZlIqTzdNxOoQIyGTgmYUPQ7PwcWguLvq3xZc+pPTr+A+vX4o64As+RXf4X58/FjQAZWFTMC5iNjySZWz+GZpTh9CMamiMRWivWIuZ4gdQHj0SHwR3542eNrVrPFrhsk8rnBDl4oOwPtgbNwr3xU+BTbMYSd4SKDx1kJmpPVGPFGudEMXhFNLRiSNBRowtlFuxLHIOngwag3eC+vPGRPmNl5u42DWaNiQ67X4U2BXFsRMxWjIPNvVKJJh2QGKrg9y5l6sy/8kgS+bOh8y1DZyzZqtjQJCXtBkbw8firbBeggWCf2uco+GTg8sEsvw74dVmg7E+chpyVY9CYspHkm4bZMYdbNlCUVpqVxVoE+QgaycZfZbxIGNLdpl3FjPgklvr2XNMYilAhnIpliZQ8PEYvBvaESebZOEGO8y35wzC803zmHB9MKgP+koXQKXbwV5JVNGQOhpBVi0yUzZgdfPpDLIosPqcbxZ//1VRaw4QviHKBpnYngzojMt+XXHNh/IYu/zTV5rzJJggzti5Zq3wQmxvzE2ZijzTw9B61kKRWQG1rQEq4x7I3fuQpt6CJTEz8HoExeqQSzopC9uCQAxZOJwIyEVD0hCMiBFAltgphKSTUMRoEgYt6gQmyS6CXkcSYUi0O6FQbEWGYgVGJc/EevFoHA7tze8TRR19zzYRefjKryUu+6fiko8b10VpHD91SZTODvtU2SGPOYo6IrPZ70Qt8A2R2X1b4JpfFi4FZLGjPAEser4Uj0Qu+uf8euD9kGE4EDEda6PmYLz4IbRTrWCPtUQzAcEC6G0lXNHTGRvYpDUqowJJ9iq0S1iKZ+JGssXGb0HWBd9cPBE+8HfbhdQm1rgKoXQVIcldjzhXA6IdFXDoN2CmZC72Ro9jVSq1ColiQEIAEhwcD8xjcEx/w4+itngxcgRSFXMRmlWKWHcJxN4KhKYXI6xFJSJTdyPBuQ9Kyz7mY8V49iHGW8fxX0rXJjZjpqQBEiWQHQ2BMUp/oIoVWXhQ25CsMuJde/j7yKQ2wUPmymU8//+rW213sD/+6V+f24AsIr5TwDi1C9X2Qia+k7qQsgt/xk94/vnnmX/1yiuvsNs7qQqvX7/O4OpvFAhNIOuF5/bi00/eB4EsCogmDEbtQsouvFvJuj1K/6NB1pqoEXg9rA/OMsgihWF7rt4Qz+miD5l9ZuCCKAMXRVTdasFGpeTtQ1Wv06JWuHizhXRJJBgh/vZ6kRR79LNIjs+VEOHrCCC9E9wDRYlTMEYyE+mqB6F0bUNo1uNo7noMRm0RBictQm30JLzp3xOfNSGPo/b40odsBNoJQMuXWlgtcSSkOx6WTkEH1YNw6B6F1lEAuacOYkcDpPZ9ILm42kHhuDtYQUaxJxGevdCYKjE0YTG2RE7C4dCeOBZEFY4snCYuS9NMnPHLwlVRNi75dsHR4HuwPmoy2ihXQGksY3NSrXGv0AKz/evZhX9ku5A3afdmyD1boXUJ0Toq02PoLi/A3uBRzLv6pEkejjdrw1VEAlmkwDwX0B3PBw3DwogZ8KasQZy9BInWMg7tJUCgtdfxoCgi4l4lucgegjaXSq5ekcs/cVpoI7Lr98Cia4DSXAyHZgVGiu9FSeJofBzeEedFXlxjgN4ZV32oypqBq03sOBTaAWMUC2HR7ECKuRxyZw2rzuh9lXrqkK3agDXNp+Od0FE45p/HIIuqnsTH+olNZzNx3jeP+VBnm+TgXJNMzu2k68UmWZwEcCfXq9wuoxiqdP6+Q827Yl7ieOQp5yLFvIIXV6pkUUCy1EucrNX8+RcS+uJ0AIGaVCFMW5QLak+f9svFvoQhGB09Cl7bGiS4ihlQUejsr0EWm6O6i4WN3r6Fo2/I1yzZUA67YQMG6OZjrXQknonoyvfoDVEWvmmShmuBHpxt5sQ5fw++FlE1ivIc6Z7vxNFHFPND41tRJ1a7Xg7IwwX/FgyuvvIlwJuNb0UthUBrUTt87tsVrzXtj4aocVginosBkvlwqRci2bKeY3siXbWgkzwBePKVU1gaEJ5RyTw8ubUcXWMX4fmYfx1kcX6lI58D3GXOSgY5EtNeGFN2ootqFRZL7sVbIT05kYBA7FeiXJzx7YIzTXqAzEop35DA9ZMxE5GavIRVmyqqGFqo5V0CSSqlUVQzj9Cqr4PRSIDrIOLc+wSfLqqcWQ8g2XoQxJsjMYyO3L3t+RwYTrxNAl9UZaMqumA/IQAsgUhPkUm33yP+9EDjv/lvuA3IonYhHYhovSN1oVQ1H7UNXzLI+vHnH7hFSCR3itehQcrCq1evcnYhIywCWZcufIpzZz/HyZMXcfzUVXx24Qq3CwlkyQ07/tLtQir1ptgEPx26EagEbLZsgcO8/uZYC49pJayWDXxqoZgY2nToxqXvJYdzjb0OettO2AwbMFoxF6+ED8T1JnTSysEXPpROn8Mff+XTGoeb98PI5NlwmDbBYKuEgk5KNvpZglv6L47pv5r0v+Vk0U2dRFJoWzny1GuwMWIE3g4RQNYFUWeQoeAVH4o7odYCZZG1uRnqK5yIfxZ1BERdcINO/qJ23LYjIuytBoEgIks3jsavu+rbGu+H9EJ+9BhQIK5LNg0y+0qEptchxlaDHOUGPBQ3D0ebj8I5UXucZEDXBl81aYevfATT1Cv+nXE8uA9qwodjiGw20vQr4DJu4BgO8rNKTN0DsWMvgyydo5hJrAp7CecOhqbt42u2YiXuT5qF3dGD8E7zDuy6fTIwB58FUUC2GxfIFNOHonu64UCzYRgrfgTZ6nzYdVXQaskhm3y9SAFGZNhySN0UuFzMp1h6nAxXE51VSPSUcQYczYXBsgexJ+gerjRQa4SqCVf927Ck/HP/Tng+bAgeiJqMzpJF8Ki3cFWPLBXYc4Xmj72O59C/vUCTu7tjE9TefOjcleyBZjXUYGTyerzYbBBXCj/yzcXHQXk4HtQCxwOp5ZKBj0I7oS58BKbH3AeHZgM7xROoJT6WylINlbkKSnMV5BZBbk9EbeKv0SCAQBsi5yVaqmE374dBS99TBLN6ObrETcKaxNF4N4a8jLK4uvqNqCtucEU0A5dFVrwR2g4Lk2aiffJKmPXF7JmksFUIVTTHTrSRr8SKsOk4EjkOHwZ0whnfXFYqkkEngZkfKKvSJ4fNaMlG4aJv+i+DKh6/Hpf9M3Gr8WWTdPxNlIofRKm44N8Sz0f0wiPJ09FZtwRG5xYoyDbERgCyjtsFGdrFmJc0Es8k9cJnQaTOc90EO1Q9aonP/Ntjb8JIjI8Yg5bG1Zx1Rq8TVUp1ZvJk+x9OFm3gRLiWOzZATTFP3v2Isu5CrKkILtNajEi5Dyti7mFrB4oR+qxpKxwLTMOnzdw445/KAd0/iQSOJcUafcHKRDrAkEs6CRxacfTUaVEmzovosEEAuy0uNumM43498VZwfzwVMRxbI8ZjnmQe+suXwClfhgTtCoQ7tiEydRdi0/ayLQhx5jTWBshs9YhMq0RM+k6oLGXoGrsAz8VSBiIphNNvkumpndmaAfCByMEYKH0QNvMWUPWZeHeSmxYOtO5pbTuZQK6xbIXUWQoipCdadyFZX8bRSuPlD+C5iGG4JOrE+ZrfizrgsqgHLoh64IubVfvPm7XHvsThaJt4H0yWfNi1JbAbBTd5CoGn30NeeERap5atzL4HSY49QrXKvIsjipTmJ3gdoIB7vW2bkIzhKmS1Kz0nWvepAsk5mGxpRFXdSk67+Lfv4V+t9XfB2B8AWG8DsiSOYia+k09Wiq0ACu0SJr5f+xI4cfJznDp1CleuXGGy++effw6K1Dl//jxOnjyJCxcu4MyZM4KFww/ff80WDi++8i6eevk1fHBGaBf+1dWF5AGmNhXA7K1kVZXGsBEdjA9gkHUq+pumYKBxHMZbRqKTdhITi6NSn2aHaFLFaF0VUJlKYSAVirEcFuM6DFc9iGdDhuMrcjMPyMGXvi72ubnu3wJf+nbBM8HDMEw5D2bDWuj0tHCRkacQSfN7N9ivTe3I8I4AFgV158mWoTJiDD7x645zfr1w2Ze4KZ2YY0ILLXE6iLfwzc1BPAwa37ArfGuuDBBv4/cGZdrdatDvrQmfiolR0+FSzUCSdz4iMx+F0rQAw5PmoCZ2Fj5vMphP1hz67JPB3kKXRZTPlouTvr2xT/wgZsU/go5xjyA9ZS1ctgIQoCKVUAKdbp2CAz0RTDXWMgbFtMnHeasZ+Git69BWNhdrYqbj1ciJOO3fmytvpwJdOBVsxdlAB877peKLJp3wafAolEbNwcjYR9hJPsVWBIWymMEWeYWpPdUg0izxyciIUmOrZe4JxawEZ5exatJjXgpa/PeGjWcX9XM+RMxN4w3/WEA7vN28Fw5GD8eSuMkYEDsdrdTLYDWth8Kx/ZdFW+JqQLJjL7fZGjkBv/f+3+pzdCgw2bfC6NgBqbkcyclbkZuwEA+L78WRsN5skfFpQCt8HJyLDyO8eDvaitdiLXhB0xGbU8agV/Qk6OQrIbaUsg9SiouiWaoht9ABgDyRhAMFHSroNadBm0rjxkJXmbeecwNT7Nvg1S9Hj/hpmB85Bk9EDcXxoP7MkfpB1BU/ikhpmIerfu3wWWQf7IkbivvjpiJDtR4KYxnIJsJjK0CmejW6x8/B4ujpOJgwncOlT/p1Y1sIas8RwPpO5MWXpDATpbHnF82tWw1qod1qUDvtJ5EV3/t7cTKiA/YnDMKs5Bloq16MFGs+E7IpGJm85OzGzeiSPA9LEkbhaXE/HA9twx5gP/iRB1lL9m36IHIoqmInYGrIBLSJnAOPahPMFBJNYgHrHshsByC1H4DMvo95P8QHpDQDip4Se2qR5K7l98Fo3o5sxaPoHT8X86UPYXv8dOyJHYmXIvvgg+C2OOOXgW9EHnx/M7PzqoiI8W1wjY2I6WBHalJSD1L1SkiAOC/qik8CB+KliDGoiR6PZaEjMKr5WHRKWoj0lPVwGLZBZymC3Cbce6QwlTj+p1JD84Jc2oWIIuGA2VW+lH3viBtGauZvRRncNiXrjvdDeqMhaRJGiGchQ7+aq9BEcqfgeKpYUhXUZCqD1VDEv1fsLkJ4ehGCM3cgNnUTbObF6Js0A4URE/Fx6ER84zcc34q6Ma2Bfv7pgGx82DwNb0rSUSXNwTRJb/TW3Iss9RIYtFugTm1AtL2O23zEp6J1Vk15iRQibiuH3lLGlStSyhJPjiq4dOCme4pECVS5EFrl9BoIf7twGL7JS/zVfXCr+/Pu438AaPpnQestQZZQUBFbC6Hwkuq6EjqiTKgWoab+K3z86XU89fSzbOHw008//V178L333uMKFxmRkl+WCPgKN775gs1IX37tA7z45rs4dkmI1ZHp8v/SlSy6qRS6bdA5dvKG4rRvwqS0mVjTahLW5U3BltajsT29Oybq+oIAWIhtHyLNNUi0VEDrrILeUQWTfS8H3Jrsm9FDvwiFsffi5dBheDm8M14Ky8WLzXPwUlgnHA4Zgh3R09FTtxBG2ybozdXQWYWb/5+5GQlkUYQIgaxs5Rqsip+B/aHD8XTkKDwXMQLPhQ7G88EDcDi4P15rPgBvhA7Am81p9MMbof3welg/vBrWD0fCB/Ag9/XXQ2893gi7B7caT0dPwMboeRgRvwAW3SMQpz+KmKyV0FsXYaTkIRTEzcXhkMl4t+lQHAnriReiu+Dp2G54Pko4ST8TPhmPJC5DD/EqZMYuhUu5jiM4COgkukpBXAkq0RMQIX6ExkILoVBFIfJpoqcY4dZ1UCcvwKjoh1AY/SCeCZ6El4IGsq3Fk+IOOBjXFk+Gd8TLwffghbBpKIiahzGx82HVr2SPG7m6FBp9rRB47q1gYj25U1O4rsFSyy2MqLQGhORUIyY9H07zEgyRzcKWyKl4ovkIHArriZciOuO58J54LHIgauPHYav0PsySzUIv6RxkaZfBYF0PqauA5eHkKE4nY5VtL9R3CLJvNT9o/uqMBbxhULtJmZKPDknzMSdpOipjR+Dx8H54LmEUnknog6OatnhFZcdhrQ6Pu1thnXs82sSOgUW3jucTzatb/Z5bPU6bZULqXsRQZddRCqdpE9rI5mNM4iysk87CrpgpOBw8ipMH3g8citcC7mEftAPi0SgSj8I08RSkajYg2UwHjjI4CGRpV6GD5CFMSJqLdfKHUC+eieciJ3JF9L3gwXgvpD/eCuuNVyN74UhUb7waNuB35++R4H641XgjqCfe9MvFq8FtsC9mANZKJmG0/GG01KyF2lLKzu9xnt0MslyGbegsW4j7JfejUDYVBxOG4rmQLngjpDsONeuKgxGDUC2ZiuXS2RgeNxttxYuRrs3neUQh5FQ9SXTuY34P+UKRSpM2fgowp7ks8VSAMhcpdkZlrWBOlEu1CS3FyzAg/mHMjLsPG2InYlfUELwY2RvvRXTB8Yju+Ci4Nz4K6o+Pg3rjWLMebFr6edNOOBXYiZ3xjzXvizeaD8SB5sOxI2w05sdMwYTE+9Ff/iDytI9CZ9j6y/vfuLZwRNEdqOZaalZjs2IKno7uwdE/bwSTAXIXHArti9qE0VitegB9ZfOQZljLbvrxFLrtIcBOa18ZrMYyWHRlMJgq+DWIzCxBcIt8RKavg8a8BK1k83B//ByUxM7BMyFT8JLfELwS1AeHwrvgYHx7PK5siVdt6XjOmYlyd0+syJ6Oe5zzYdMsYZPbCEMpRySRgz/9TrLNUJMK11rK9wzNuX/UPbjVfL/7+H8AaPo/Bllk7ksgi/ZbMvklkLVrz3c4/vkPeP6FF/8OXP34448Mut566y3mar366qvM02Iz0m++voaXX36TA6IPHX0Hn14UKll/9XYh3TR0k6mp326pgMOwEtOdY7E5vS+2pXZHgbMVHs/Jw3xdG6TpH2EyNhOy7VVItlby5kBmmawwceXDZVuLe5SLMU02G1PkUzBJMQ6TleMxVTEV05PnYJBqCTy2dew7o7ZXsNM6nxDvYGL8tppFC6HBsA3t1cswQPUwhmkewUj1wxipnIvR8ge42jJJ8QDGS6b/3RgrnY4x0ukYLbuXxxjpvRgruf+WY5x0Jm41RsoeRj/pWuTI8yE3FiDKWYYIaoNYSpGryscQ2QZWKs2QzcEY7QwMM03FUPN0jNbej3ulczE9aSH6S1chR7wCNslKGLWbkOKgMn0pS7tJzk8bOW1GBLCEMGR6z8qZeEoE1Ki0EsTpNiBduhaDkzdgcuJyTJMswGjNPAzSzMRQ/WwMU8zClMT5mCpZgSHyjchWbESSeSui3aVIspAbOykNKyAhQquzACkWku6Xw2Gsg8G0Fyr7Poi9u3gjMJrXoU3KAowTz8KchOmYlTwN98onY5p0BiZJZmGsfAGGaFegg3Y1nJo10Fq3IdFdhFjvTsSkVnNLhE7O1KYkp2s6Qf/Li7e9Bskm2qwfg8T5GBTmCqRq16Kn5lGMVD2KMZJFGBIzDxOjR6DO3Q/PONw4mqrHoax05OeMQ1pQb7ism/j3/3pjpblG43bAi+0IHM9CbHkayc4noLLXQ6PNh1u3Dl0Mq3BPyiJMVDyMmfKHMCt5HqZIZmGUfA4G6R5GZ/18uLVL+b2McdQjnvg/nmp2azcYNyNbvw59jBswVLoEExIewYy4hzEjfi4mJ87GWOlsDFXMxmDlLIyW3nru0ryeKJ99yzFdOguz46fhgYT7MEn6MAbKl6NNyka4tUWcqcfVJ+tepNj3coahS70d7VQbMEi3DuM1j2KKfC5myKZgunwiJmnuxzDjfHQ1LEOGfiXMxk3QOEq4rcRRPW6h5UptQlIW0jwnIi1dCaCSizr5T3Fr1lGLJGs1ZKZySJM3wZRM99hK9JQvwijZXMyQ3o+HpVOxInEKtsRPQ1H0FFRFTODMwceCR2N/yEjUhY9EYdxYLE0aj+kpUzFAey9aptwPi3IWtKr50BtXw+TcAbmZvMrKf3mvG4HW7d57mrNmyzZ0Ni3CIO0MjFFPwWTlRExTjMdE5SQMVc9Ed8MieI1rmedE7bUEdx3/ffS91JozUydAX8UebCrHbq6KUmg9cdkoFkenXoGslGXorl6MQYo5GCWfhgnqSRilHo4RhiFY4OiBJyxWvGLWYY8rF1szhmKobhTsCRNgMqyE1lkoZFLe5BASyOJqlY0qWkIrkapz//L9dwfr9t2f/ScHZrepZCm8FSCvLIm5lOPKktVL0LD3ewZZzz1/CD/99DdWExLAIqI7DTIjJYBFqsO/c3w/evQDPH/4Lc4upHZhmy6CRJUm5V8V7XMbxEHGirsgNu2E27gCs1InoihnICqyu6I2tSVqTUbcG6WHNW4MlJYCaNxC6ZhK/VRhoVMnyefJWoCM75yGjUjTrUGacSW8phU8Ug0rkKZbx5+jTZfiP/h7LHd+kmrc+Oim/WUhtJZAZtwApWUDtNYN0FvWwWBawwuMzbCCQaPbsgq/DPMauCxr4LSsg90qDJdlHX5vOM1rccth2gSLejsbYEos9Yg170a8+QCIfE2eOl5lKVyKDbBql0NtXwSleyFUzqUcB+JRrkWGbANaarbCk7IBJt1maOyUi1aGOA+ZhlYg0SsQrwlkEcDiFh6X/MvZQoB4UonZtUzc1hmK4dWXIVW1HW7VVliN26A1boLZvgNm/Ra4lFuQri6AR1cK+tpYWzEiyPySyNbOaoi9O5HgLYbEuYO5NHTKdhvqYNPtgcm4HynU4iFehmUHLPo1yFEvZrDVUr8MadrlSFMuR6piJdJVG+HWbYdBXwSZoYircdGpNSwlpysbUdpI0i+ED1ML419diDmgm9pPrich9exjwGI1bUS6YSNSNQVwKwqQa6pGp+QHsSN7NGoNBrxgisFTNhUKWgyBu0l7OIzreD7RnLqTjfXXz5WqMRrL81AZDkFhexbJzoOINpcjzrwDMutmKPSrYDWsQqppDdL1q+HQLIdRswIa41pIresRa97KbbIY1y5EuesQm16HhDQCoqX8HlgsBcxpy1RtQQvlFtDVo9sKi2kb1Lbt0Ni3wWbd+Lvz12Fag1sNj34dWmo3oqV6EzJStsCTsp05PRS5RMHFalM9VOYGaOy7mZOk0pVDrS2BXl/MXDKrdhOcusXwmhfAY1sOi3UFNJb1kNvzmX+X4CxjyT9VcKhVRm1BKRmwureBlG1qxxae8xSiTko7EgAkOetYZRfjbACNWHs9JNTqslTAYiyCR70RmcrVyFUsR0fZInaLH5k4D5Ni5+DeqAcwJ2wmZkfch6kxMzFE8gByZffBqX8IatcyiF0rEWVbg0jLJlAbhNq90pvh2o3v6y9ryx1UNtnGwLARRuNq2IzLOIrJa5wPl2E+rIbF0BlWccg07R+0xpJ6jzitdEiiv5ksEFLooGHZB7V1L1d3Sc0nt9RAbiqH3FjIbVta23TmR2GzLYXHvgA23X1w62dgtGMEnkjLxutOI/Z7WmJbWj8MTu4DU3AvGOQP8HrIRqSUS+ko5koW72V2IaqLnhO3Au+CpX95DWqcN/+x19uALOIKkqKaKllaukc1S1G/+1scO/4dXjh0uJHb/suVInbIoJSsHBrJ8KIvr53E+XMnmfj+4afn8N6J01zJooBovgn+0iCrBlL3Xkjc+5BgrmYwMT11OjZnD0Z+WjeUePLwVKsOeFiVjTTZFKjN2xkcEf9FZqtFiqueHZApI8tmrYDFUgmtjQhyldBaa7iNqDVXcW4eVRlUpp0wGnfCbCK1TgnUpmI+Wd3JBG0EWXSlr6fFkGTvMY4yxLrL2GCTNify5pGSi7G9UABzzhKuDqicJVC6KBKjjPPNyJuGBp2glc5bD+Im3GqQV5KEAsSJo2YX4ipMuifhND4Lh/FxdsqWGIsQ58xHROoWRGRsQ5y3AEm2UqiJeJ6yk039DJbtUDuLkOzdydl10d4KdmYnngotykRKJ5ClN1cy0OI2L6k9XNTllmd0AAAgAElEQVRmKUMC9c1tOzliRq6rgFxfzdWHFOc+rkIlm+qFx0w10Npr2SWd/nZq01D1gEj2SV4yKC2A2JWPZPsO5gjZjDWwqRtg1eyHUX8QGtM+JFurILEVQ2bfApl9M1T0GlrLINeVgTZhjb6aN2e5tQGJ9t2I8exhGXlE6m5Epwoneapesmu0WeCI3Mn7/4++hlogxBlinyrvTqgcBEBWw2lYD7OuEkZ1HczKWuSIF6IoZyoed6TiXVcyXrapsTNzANJFrWBULeWNluYVBdvS72msbDTOtX/0u+kxEgbY9I/BknIQRsvjULkOINpehTBXKSI8xQi1bUG8Ix8y53ao7AVINm2HxFiAREsxxI5yEO8n2U1KsCokOMuRkFqBxHQyqCTZdBFXWSj/krIDzbpyGIxVUHELdxeojRfn2cXv3e/NX7m9FLceOzk0XGmugcJYAYWxHGrjTmjNO6G1lPKgtiFVnanikWipQrSxAhGmaoRb6hBhqWRD1SRXPiSuAv6YvOL4b3NVId5R8YtYgOZakqcQUk8+pN4tHOGS7NnE1SxaZ+l3CCBrF/OIol37EeV+DLHep5DgeQpS95OQOw+wKSwlIFD4s91cDotpK+ym9SDAmK5dhxbqNcjSrOFDncO4Hkr9Wga8JOiQptGpvA4qB4HjvdCYdyPZLLzfje9xI9i+E8BNLXyDthZmTTUshp0cBq+35UNr2wqVZRuLIYh0Tr+HMv9SLORBRSq9csE6wVPM1S26T+SWvWw/YtDugUm3GybDHq5waVy7eF6Saa3WWQybvQBWxRqky1dhnGkuKuzt8bjTheq0jtjaaizG2MYhQzoGbuMjsDk3QGcn0v0OoWJoL+P3kcAVtW9p8GH5Lsi6C7JuChq4s8Q8PYGTlUR7KeUXOiqhc5ZDolyI2l3f4NwF4KOPP8VXX33NxHdSFJJ1A5HdT5w4wdUsqmgdO3YMojffeI4d38k369sfAYo4vPidkF34V28X0g0WbaxCnLUecdY6ONxFmJCzBMvbzMS6tlNR0GEi8rP6YYq2N1L1C6H1VCGFHIGpVWit4nYhkeeJtGs3VoByzoioneDaDbl9L1JsB6Cy7ueP6TH6HH0NfS0RL7madYfh278GWY2bHxGR4z01bKRHXAcilTYqwFj94qpkUjMRmxMsOxFnpVGOaBuNSh6x1nJ+jB7/RyPeVoFbjTh7OWI8JQxQSGVpMuyGQ3MADv0TMJj2g4BGnLsKkenliMgqQ1RWOcSptZA5G6C0HIDKvBsKcykDQm4RplJLrZLbamQOSERgWpTJzJHMAX8LsgjkkY0B50tRgKe3DgmWSiSa63jDVzsPsjeOxLyLHyOzQ7IjSPZUcglYAJhCa4wAG1UZkjzkBL0DCiedtKsYKBo1+2DSPgad/jHILbs5CiQ0rRwh6eUQp9dDbK9DkrkOcvMu3khU5r2QWUmZtR8J7v0MtKK9BAoEkCW3VXFlgjZzgWP2r1WzWADgruJWJEXUSJ1b+PRObRwOjrYcgMawB2nqDVjaZgFKW/TFvuxsVGTmYnGriXDFDIJCtRxJphLeyGhu02JCpzbaZBtBV+MG/NsrtXBt+jpYUqpgoHw+bwNXbqIyKxHdohLh6aWI8pYg3l3KKjVSxUqsFZDYqiBz1SPZXcdtSXof6YAgTi2DOH0nEtLKuGWUSIpMcv43lEJpKIfCUIUkcw3fr+GOBoQ763kO/6N52/iY2FGFWw47VRaJK7UbSbY6JFkrGTCT8EFtLeBqGSmKqArCz9FJh5pqRLjqEebehzDPHkR7almEQfdhrKMSCdR6dtDhoA4yu0CaZrGAkw4FQiUryZuPRG8+zzOVswwUP0UVFlqPpI5dvH7Eu/YhznUAca6DiHc/jgTHE0iktrDlAJIJsJgP8MGG1IukhqXBQIpa4DwEs9jkmxwo+tmklKTDkN62H3rzfqQYdzHIagRUjevKb///2/e98f90X5r1+2DVHWCLBwqSJw4LVaMFHykC4rugM+2B3riPr0Q0p5ZpfGoxYtKK+V6nVnGypQ5qfT2M2l2waHfDYtoHo3U/lPY9vF4kUcXBXsNZqCZlIdJkhRhiXIOyjg+gtt1wbGw1AQ+1monetvvhVMyAxbwcKuMqqB3bkOIg/zehkiV0L+6CrMb38L/+eptKFs9jL4kdKpmTFSd5kEHWt98D333/I1566RU2JCWfrHfeeYcHAa6ff/75F76W6PChA3jn7df/Llbnyo9Ay/YFgk8WIzzhl/zV3hC64dRpB6BKfwJx9j1I1G6DVXI/bGEDoPPvApN/B+SEdYYxpC+iZCs4SkLqFoiwOuKt2IXNgTxZtKYyaEzlELsqGFhQYr3WWMkEd1p8Egg0eKq4EqO3lPNpLslTcVMOf/tN9h+BLFpg5XbaEEsht5awMkhpLebescpSjBRLMbT2Mh4a+04+LVO+Hf8sKtvTwuuo4sw7evwfDQ35zNxiKNzliEvdhljvFshsBdCYyqA3VEJjqGR+EFXauKXnKRaCVJ1CDEXj6ZZUV6SUpA2Wom6oRUiqwfhUQWlFGxUZkZL8vRFkkSqJKlm06Qk3QAWHuErTykGDKyC2YhisZRyLYjAWQ2sqRrK1iD9HfA+hbUMVjp1ccaQqGZNgHcWQeAuQkF6A2IwixKUK7UTyB9Lp9/Og1ga5Qoem70Lz9CrmcinotTaUcPafyVTJylGq1JFnD4XgSlz1fGJn0rurmj2hyLKAWs3/TiueQJbYtRMxnjJEeir59SOXctpQ6L1McTZAlbofibqN0CunQhXWBnJ/A5Ij0hCpHglRzHiILVsZVNG9/etNljbaxv/f6r6n94GMKpWmfCY2y1NLQO7Z4swSSLN3QpxaInjM2Et4TmrMxUwoTyESqa2c43ToHmKg7CaQVQJxejESaXh3QOLMh9ZdBKOzBBZ7GQ+joxw6JwFAUgRX3nb+Ksw78XuDngcdlKj1RYNa+WTASVEsFJatdBdA7twOuaNAsFxwl/DJlgmx7kqQIpMqrVTVoeq11lrL85XnLJlaWqr5c43cOzr8kKCDPMfoStUrug8JQBAQosot28Q4a0EqZpo/grVGLYNMpbYCKk0FdNoqGPWVMBl2QmcWqnU0F6JSKxCeVoUobxVbnGgd9aCIGIu2BlZ1NczaGhiM1UixCCrSRkDduL7Qe32nIIv+pkYne5V1JySuIq5Ux6Zu59Y7GdjSa0OZl+RRpTdRNBNVsioR7y3jMOYELwFP4fnTz6C2KL1m9DoS31VqqmLLEzJtZYGEqRxqVRHMqiK0NedDJ2oPR5NcaHw7QB58D6LDJiI66WGoPUXs2E9zi4bgsC9UsoTXWXCAv9suvP3ec6v7/y/x+G1AFrULiZNFfyuJJghk1TXcwPc/A2Q1+uKLL7GCkFqDBLQoXufatWsMsBpVh6K3jj6P9949CgJeFKtz/W+CGSmBLNqgaQFiYvdfsaRKLQADLfINSHQfgNxVB4dzB1zmlbATj8S1AVm25TCb10JMTsGZLyDeuZsrWbS5qKyFSEqrYIfhxsVanEbVjZ3cotNaiqA27gB5JMWnljLXSGkt4eoNgQpyD6ZF904ma+Mi+HdX8vmi98gqbGIEqoi0rbYWgX43DVLS0CAQQdJlQcYskMmJ60QLJT12q5FiqcCtBuXlJWcUItGzlVtsZFpIp3La1Ag8yb1VfKqVu0t446e2CBn+8cZD/kOUjeeuhTS1BmJvFVfiCIhIPHVIdtYzN4O8hQSAJXCy6Hk2Et/Za4jCjC2lEFPr0kP+NQW8wJrcBVAb1sFo3QaDcztSiAvjKRK+xlsJ8tAhs00ioNNGQeHINN8ppiYhoxBhLQoQnF2MyIwK0HMi7ojeuAca8x7IHTdbgOnVkKYWQ27fylWPRjCgp0wzQwkbbRKIpY1URn47BLCIA0ZZff8CB+p/zxMhu5BI+zHeXYj17hF+h70ESmqh2ktYcp/gKGY/JpVjCWTGB6BIXYq43GKEZ5Sxoo1+bmOLkD5unGP/+/f9dq6WCZuZbQu7zlMFkNqDiQRMPDshsxVB76liPySq3BqsO2Gwl0PrIIBF7c1GsFUFuYsc38uQ5C2DJLWUX1eZuxAqVwE0jgIY6GdZC3nQvCb7Da443ZzTt5q/VI285aBqnYUAaTE0zlI2vGUSOsXh0Mbs3gmlh/ysKLqokA0qU9zF/JxU9u3sm0MKYzLFpWG0VsNE/EFTBR+49NaqX5zD2YeNgJS9jqtVZCtAVStaewhI0cZPGz5VvYTXvwIpznJoeOyEhpRxVoFiQK1Mo60cdnsVbAZBpae20dwv50NKjJfCu4WqutpcC7OhDk7KHjTUwGyuAh24qAVCLXNq9zcCavq99J7fKciiQx4FlBMNgVqhdOCKyNiKyMxtiE8v+H/svQeUnsd1371E7yBIgCjb3ra9VwAkVW3JkmU5iZ3kfJ/9xXFOXKLYliU7sezEiW1RhRQlWbIkNpDAYtF7IwiwASR6BwgQIHrvvRId/+/87rx39wUEcklCpCj42XNm532m3rnzn5n73JnnjvWjnb9iq78i3N+I9stMQTSGM2rYCgsC7Ugzn0JZ9gLFXZa1Y5RbO06poVOVbJxsL0UcC4iXNyteOlLV9c0qTX1HDZWPq6bmZypvGG4ve/mN41X02TniLlU3OeFXQhmmTcMYhNro4PutY/pf2XMbQhZnF9FAgxu2C7Pjj5iQdeEyO3/XtHDhYq1Zs8YOuOMvWbKk5TqdS5cumbCVtXzpS9q65U3TZCGdXZB04FzGwfe7WMhCi2DbNQhb9bPMui+TAm+0vG3hmHRZGHsNeU09hywwO1mkKa8ebgfd0dRwsNVsqjSMVv8Hm9T/QQ5wD1Oi8WklG56234QRF64lGWd53o+Q9c4LXrDbwrkptAI/71qNrYZJnDflMNEzyfM7TPBh0nk/v5mgEPKY4MOB0kn2Fs4FuPZGjvkF+4Izw+hrbUiDGYPshql2WS5ni+Cxv8XbAfPqqWa8MQhYaLKCbR3bVqkfZ+epmEC5vDhZzVmPcIiVxTG/MfA/f/CTyh8c+E+YvdVi86aGi45n2YFbhCbetCvLJ9nn9miBBg4drp6fGq7Onx2ubp9uVp+Hx9jih8YLgQxNHG0cMGSc+j/0rAY89KSyhz5tF84mGtDqpLcnWuzt8NUiV9MEDWbrhH9nGmJ4X17VZEI0V38MrJ8T7IrVjVFJ7TCV1IavNcEwLwFF1eNMmOTQfWHlrMC39CTzzvh6t0kXbAXMseBaGXytBS6qg5FXhFgcPEPQAIOuzaHP2U4Kwmswa2BCCBbgwQR3KKbvS/R68KmLcNuGM8Hk/WO3RahJbzm3lhcEIS4jN5ceI6ZdQhglPRag64PQFejyMQYP0kJCQ9C00u9OJ1vfZrohjT3HLXhvXezD14dsVycahpuLNQwXDgyzpR22tZuMjtLqcFExX+thFgFNL1o1hBl39iVd+otczJ4MeHC4+j78rPo9NNwE2w/W91wNNCZs+z30rAlWfT75tNxh7gStJvMd86WbYAmavfCiZAfna5rs8D9beghctA0a0Tbj2PpE04XjN2F8oNL/wWarG8EcHvNBCXcLclavX9pxZo8XJLDUiqPQV8wjNmfdjcqDqE1hLnovfGhDyGKXCgzz4lHaMF45iW+ZCQdkJaxjLVu2QtjDQpPFF4Vosn7ugmjuLty5Y7MuXLjecq3OoQvhWp3comfuak2WDX62C2qC0Uuz6J5e8DlDNaBxpgkCXByKkHXvkHl2foPFDevCaEmYaII9J//irdne6mKNLLbB8Zs3PSYPe0tDIua+rMZg5PGDTnLkC+c9XNB6J590vCVnCljhTdrOjmRsU7ig8158NGEuBLGohk/6p4eFHgN/6W0U3ypBaEWbQ7vNknKDv02GS5pNs5ZeHFq3CIOAhYCDtoI2I6xkNzKxhrvFOFRrh2urw5dLnE9hu2nAg8+a4zdhYbIPB3E5xM7WH5/pF1TNVEX5VFWWTzCBBQ1Kn08MV7fPBNfnEywWzRaHAUW0XggtTPAIzyxY+Ahn9DP5M7cobGG2xTwswK0fEqQFk/cyGdwmDdrJmorhqilvVhHWq9N2t1i8OPBbUvczu7KErRJ4awJNxUyVl81Sadkc08qZhuU2Zb8XTLJIBU0oZQehijq4UBfhlbM4OOubqunh0HPGNT0sfiUV4ZAzNJHODHciMGMV3yzj316Aei/4bDMNgn36ZQpB38aCCVezzGAoRkOD45l77XghCYKWbT/B19qAScJtsTf7bWPENhjaa17CuEibelz4pK/YOivhDF81xnbdjEBaaEU4x/xAWrhCQ2jCx5AmEzBMKz40lG9CTN1oe9FBS1xRPkmVZeFyY8amC7aMl/5DR6vfQ02GV7RNvCCA4ffS17dLQ3uhhTLBP8IbY4DxZof8uTrILsJGEA/zLGMYYd+usGFLHy17DVb/03c5pgWpTAErvJjylVeznTvLHsLOAJqz0eFiZxOqZtnZRz40wSFsYR8L4ct4j+V9u6Uj7M4wfnm+XbuisHd7sbrL4toQsjDhwNU6YAJtMpos7GSduyidPXdBK1asMi0Wphq4UgezDZlnslBlmZ2s8+dOavHi1cLi+9L1m8zi+5f/w8RwC/td/HVhGPhhwfSB5W/MrZMvAthk++JnYANfo0yyry6DkPWsCaHkRVDzLQveJjmk7V+Q8Zswj/fDzkzMXu8H9TPbYFuHLVu8mVotJpQJZs3b3prTVo55s+aZLyo+iONNubyc8xYc+J4ZtEm12G0K2otwXiOcSYGfTPQmHDUGYZCJLrx1B0OjCFI4tFaZLghY4foheNaiCWngMGK4sqSinIUlfIFIuWFR4dwHQnDoY/qBNNCFEAedCNMcfGZbkjiMkLKtyUTe9+HhJmzxxs+CV1LTpIqqJpVXhc/PEZ44W8MhfbZnWs5c8eacthLd2q+0Of2lZuYZEdcAfQAsmJBV3qT6smDXCyERIRDtBp+uo1VjsUMDwIJo2ztpfPBmH8I+OAYRsNgGChgIZ26CUBW2VdGWIXCBDYQn+I2w50IF4wCtWqZQQL8ErRdpg+YHzSMaS4TI4MKFv2iCKO+DYLc1T8BBqAPhLrhWLVb67E5tEBK9PtpuLxF2JdOtAiQCzRj1ezAIQn7uCMEMrS9bp+DMhXX6xQUAn39cIwbGeKkwzDeAsalmYBMtDV+r9vzEJPX6RLgBAaESHNMfFWUIcghx4SspXmzQvHIWCk1Q68vABxey6Ef4gaBInyHUuWkSfEyuMOcFQTS0kbEJbt3iur2AmSYvjQsrMz0fpXcawm0PIR/aumBMNJgYsvkg/WLs2k/mGsJbtVe3zoXO70jIap2fPvg88CtdRhtCFposjJHSRkw4YIyUM1kYI12ydLntAPpF0GwPosXatGmTHYbnsuiFCxcGIevypXN65ZVFWrFmi5ZteMuErC/82zF6IPYTe2P3t7VfaWa+wyJ2s5DCp9Sc0WiyM0T2RUp6yycM3HBnIYsw50NKqsMXK/DF3+jtjI9NcjNVWRocX90x8RGHYGITS1oLdac8NfrTCycaDHdmFwbbMHXhmojWbY3wRu2LhQlf9obXOvGECb/tZxZJJnUmct/mQSPAAsYE618DUh5v82GCR/UfzsGEs2LhjFYQsMKHAuQzi/hcbZPWYEEnEyf9wILjZy3QJNJGJl8WLfJCF1ouvrjE8RueE0ca0sIPaMJ2FV/9saAjfLFtSBoWxBy2VoY22Zs5WzfY8SqtxmFIkktDx9mi/PMaDxbdVqGCuqEpvD0Hek0TYkLXB5/o4SuLNu3h+pbq8nHm82EFuIJH/sVpwCjpg003+gDhKyxEH2yCpZ9ZXG07sBINVljU2RKj/a6NYvF3oZN+NOE6vdgylnC0IzhoRCgOCzgvAgg+JmSlBa1kFULWHGFTyYSlO8JvEEzC/ZWtQiD0mnYrQ2CmLsYvbfZ2m0aqYqa1HQzRVvCG8G14x5bb4KCFQTvF3IKwzjYvwjDj1YXv1jHK2AvjlJegwMfpYfuydrZdms71PAMaZqnnw1PV/ROTTeDiMmN4j3bQNWX0CTzkRRG6wrhBo+r13gH+ELDQWvIlYNns9JeGs1TNvGdCXpjvbOyybVpPu0I/I2Tx4gltQUsYtouZS1q0otW+5Rm02GjAwHZ55Rgzg4MPZigzzHthXglzePo3trhaXjx/fk670/k3yv/B5o6PDd/eo5DFmVXmTjdGum3H25oz9yUzRuoH3O0AlqS33nqr5VodzmmZJuvG9UumyVq1bpsZI92w55p+5/emqXJIuM/JBvw7CCkfG2Z9QPps8kdIqh1jamsmQIyKclEoPgsrEyMDNwxktxrM5BQ0JmG7kLM+4c2bN3g+Wa4onWOO3+EMTJjwmLzDdmF6G+ED0m6LfPqMCOdEgmOboXWrIfwO5zfsTFJ624q8NrmbVoUzJu/focanHZwt6zd0nPo+yBkNtkgCLZRJnZynsK0KO0eBraDhKqgfFnhbAz/DG2/YRsAWFm+t4Y4xx54LWAhZwU2yc1l21u2hYS1mF5hwaRtvtWwV4PgNTi2uvtnSslVyH5qqh8JhYbZS0aIgaNmZJdua5PP4sEAm0wuk4wDesehynqii9EWVl81RSfkcW3Bcg2NbZ7ZQhEUiCA9hoQmaig++wNEe2nbvgzPVZ+gsM/ZoHwlUTLetuvyal5Vd+4q5WPXLhkcWPrRGCJumAcA6/wfGnpcRhDkEVpxpK7FdZmcVOa8YMIE2Jwh14UUAwYqXGEwZ9H9oWMu2bthmCmd52MpCi2OCQca5PfqKsRY0YmM+EHbBJuMZgZovQlm8wZ0t2rZdNzo9ngKGEeSJIw38Iw+8rC6Fp62ao/DSEbRr8NZcPTQG4RYL7zifV8IY8W3kgAcTHNMaoiB0hO1XhJkSXHnAGtvkZvIBS+p2eX0QbhG0wB7bkrhbBcggPIZxdGf9j8mJWXYfY6x6jgm+hZVzWmxiQYcdUbAXo3BLA7i3ubY6aLERoBGywtnKIKRn0hvypz8YSV9ODs3MC2HO5gWrOf1RxHA7K8t5WV6GmMsDzhDEMsdaq7D1q75+RfTfoZDXhpBV8NAkFT48KXyBXdFkmqwXXrxhdrKWLV9501eEly9fNtMNa9euNQ0WPue07O7CM6ePadGiVVq6cpNWbtqqLYckNFnZBU+l377vsCF3MJF/mCCyt9X0wW97uzYtFltBQdBiInRtlr8d2WBNf53C22EQlphMOfDLgh4syNsbXiWTY9guMYvH6cuOSev5EBjupI227eOHbE0gCEIB5xdudmgtmMyZbHzCwU+/1WZ86mxvue/hOZxHQ0MVtkcQpLB/w1YbZ0hC/aPt3AeLLg4BjDg/IE790ANf6YNMRxj0+nYJGiz4ZQsDB+jrx9nHBByypU7qa2lbiwYgbIkGHnMYOWwFImSxHciWDloH+gQtRTikHUxHsNhRP3zL1AhSh/VbLdulM1WNVfiyoD1gUWNhZAuF7SQ0MmFL9ObtYhce76Tv2Z7s9olZ6v7wLMMdWj+278BcTu2LGlD/igbWvSITssrmqLJ0lmlXaSPthZ93ssjCA4Sq0K9oBtM2muzgMh8QNAXHF5tsUbFtaWeA0EAEbSGaQvohnGlrxU14IQjpEbaCEBcOOdPvAcdg54Pjlz5lEQ7nghCigkP4Ii4IRq2aYBZ117bxQsCLgG9vI6D7Vic4wln/c04QrZwdtE4L2De92ASNkuHMhLJwdtKESPtAwwWPIDBxjottQPrZNONVQQtLehNI3ARE2ixEK/4CDqEF4ZT+x90J/shvLzL1aWvunFurmRVcLdbdMdcAzsL5RfrRt6gDHa6lC5c020uqbf+2bh2CT3AGVjOdY4A5gj4J/ejCVthlMAHLj7uk2xzaG/rBX8juhAdR3jtbv37p/GtDyGK+4ktpNFmcyWK7EGOkaLLmv7bArDJwpY7/YR8LA6Sc0coQss7p+LGDWr78Dc15eYkWrlmvjftu6Iv/bqzZWWLR+0UsCL90Zt5G0LOFhuseEH7SX8ExqM3ZmZWgLWAiCYv3ONsOID1XRNgn2FgkrwlbYywcXJ/BeQwsPNNBOH4TRhxpfEvrjnnCxGEHhMO5kZZD7HagN2x3+GRqb/8Ays7FpL9yyjgj45Pv+/FJGxaU1oubgyDXKtCRxs9tsJ2CIBomzcAXs4Sd5hV5g9AV3uydd6YdaQwaEyZtFgkXYOBhWHDDmTM/J3Pzm7y/zYcFL/A9CE8spNRpiyC02lZX5pdlYavLhRH4aVtCpjlgO4TzdmHLAvqDQBDaxu9AG8IjQpbzK5xjsTNHd3B3IYsOdsXAFW/z1RVN5hAaWNjQMPLlK9tE1MX5KLRsbOWZpq/xzjVZ9CVtZMFCSKFuaMHxYsK2NTxmUSStaVF4sbGzT2EbC1rgK1hBUAxbx+Fr0nCmJ/SVaxXtw4IGvu5DqPbt74CL94Nf6Lav1dgS5sqb9CFww3X6IL9rgsAwNNoWbHqM+0sFAmQ4qB2EiNCWsI0eBO5wZjFgK2wpgiHDclorEwSf8FUuL2/MMSbAuOkPvky1+QQtcdBUm3aVbdb0uSfaY5o/M4/QikHyBYz7S0wQ+MHknc3tY8w+GnTQxzb2TSjyDwrCub9Ad+CvCUp2fVB63rVD/0FoJh19gKOvKROB14VffATdIFiTboJp8LDczktsmNvCXOQ4YH5kXoSfYds6aLQp14TpmzRcv+ICw23WuDteY+72MtsQsgZUDg+2F2vHq6xxgglZ4yae0pZt57V02QqXrVr848ePa+fOnabBmj9/vpl0uMmEw6VrweL7/rPS574cjFne9UIWApNpmMJbHQORSc7ewOon2xcqnHXg2d6q0laZsXPDwGby5Y2WQ+683fI1EZMvGhs7dJx+qw9hnEPgTEE4CG/nTtJfJ32gwWBCFmdf+PIp0OOTCkJVpmMCskmIA8iZLi1ohTNaCCyGXBkAACAASURBVCHv3SHQ8PbOgVcWRvgAXlq1Sa2Hg33rwr5CTJ9b8S1TBC0WByZZFgomaxZlJlvfhgpnSYLGyYSsFg3RzVoDyme7wevjzd8XyhbtUlrTwOLEWzATd4uG0iZl3syDY4IOfPS3/9YvNMGKLV72JViznTXjHBd9HxbdoIkJQgi8SQtZdo6tVVv2gfo+LVyaYFA/2rZJqiufVWUl2yR87h++RAsCACYowna24yRoBe5MyHK6Wah5eQjn4jgbh2mJ0XYTAgJoWBhD35lwgVmENGbDeaugraGfwkH6YBvtZkwFjVXmljiLMDS8H8xmpmVM29dxto3N1jf8cIEU3ARNNMIpgim0c4C8/9CwNX7fQ6PV96Em+7oODW7YEm3VciLYmpCVPvzPGTLbHku/2Bl+0ge9f17ICmeofIzYV4o2pwwXFuPzBg8TXy0HIQQhN4ybMGbCOTDHINv1/gLD+KSvDPsth9I/mHCBYG3W1OuCMVrf+jShCqE6bfPKhC8f0+ltfOZU7mlkrqAcP1bg5hpMK21buuwshC970UwxXkP6IGTx0Up2/Wy7Iof5mPnPzrEx/6UFLN9FgN/M4UZ3JGTdkRbTx/6vvN+GkMXXhdiU445PhPwcN+FwVbpy9bp9XcgBd0w4cOCdM1hnzpxpuSyaQ/FZa1e/pjc3rGmxk3Uxfa3OJz8/THnFw2zRvLO3nQ82gD+qzmNStQUoLbH7s2mzbjr8GtrRGh/ebJkc4Y+/FQbhILzBhckl/DYhwt74W9P+QvhqdolQr7fSY+1J2yuCvg/L8baI4BBceCu+tU2kudWFBSVsA7gmxPhtW5nwOSz+JnC5ZjHtOy6ox9xtys+szwTZd0rTsoXj26dBK9Lax2ls2Nt2GscZWy3GZz/b5rab0l/t+XYGbbiJ5lto8bgP6ofyg1HasJUVhBoXVIMGKU1DGiuhfXe2VXgrvfQFC/itjsXfBNifG18Bs45N77NWPKU1Eul+dk1y8F3jmdmu949ze2nKsF8GFq1dLV+4tb5wBMwGDY0LqLwAINTgnM9h3vBD6479UA5j1MtxjN3Ex1uwFejzcRK0PS6w2Ja+aWDhb5rud8UgvAppW8ZOSz7P/379ICAhtPCy4X3UMm5bjiaEup03tD28tPp2ZTo+vQ1s+dN5HT/gyn+31IPWLGN71MbjLfOd89n9wO/Mst5vm6P0N2H2V13T1YaQhcX3vPpRtl2YaYz00pVg8R1jpAhYXAjNFiEC1/nzXE6olqt1zOL75rfW69o1CSumWHzHThaarLKG8Xe9kHVXAeZXHfAR/S0CWYTLaDGLMBBhIMLAh4yB9yBksXWNMVLOZHGtzsQpZ8XdhVyrs2bNOm3cuNE0WLcaI73IhdDYyVq88AVt2rguHOCSRPCxy9Kv/9bIu/5MVgTgDxnAkdAUCU0RBiIMRBiIMPBxxUAbQhZ3lGKMNNUwya7VGRT7ptnJupq+u3D+/Nft/BUarAULFtgZrAsXuDen9S8Li+/btm7U+fPXdOVG0GQduSh95ovD7/qvCyMhKxKyIgxEGIgwEGEgwsC/Ugy8ByHLL4hmuzA3+W3NeP6y2C58++Jlu7sQDRZbhVyvg8X306dP25ksvjq0M1knj+/SsaMHtH37fm3efkgbdu7V9qNhuzBVyUWsYR8/AuG/UhB+XN9AIrqit+MIAxEGIgxEGLgTDLQhZNkXr/WjlFMxyi6T5+A7Ft8PH5W2btuh06fP6sSJEy2Orwt37dqlrVu3avv27faloRkjvXD+lFau3KBFyzbotZVrtWl/sJNVUNUcCVl30oFR3mgCiDAQYSDCQISBCAMfTwy0IWSlHpxodrL868L8gu+anawduy5p0eKlrXuC6V9orvjKkIPwaLg4FG9C1sW3z2jZsnVmjBQ7WVsPByHLvi70z9sjkHw8QRL1S9QvEQYiDEQYiDAQYeD9Y6ANISs5dIJSD06wg+9sF8aLHtO0mRe1dedFvb5gkVllcGOkfofh5s2bTbhiC3HdunWtdxcuXbpWy1dv1qK1G7TjmPSl3x2veBkWz9M2hKIOfP8dGPEs4lmEgQgDEQYiDEQY+HhioA0hK7tmZLharXqsfV2IJovtwu27L2vBkqW6ygn49B8XRPO3ZcsWLV++3DRZ6Wt1zunSxbOaP3+pFi9/04SsbUek3/ydcZGQFQ2Mj+fAiPol6pcIAxEGIgxEGLhTDLQhZJlB3cYxKhoy1c5kpUq/r0lTz2nn3quat2ChCVXcWZj5x+H3hQsX2mH4FStWKOvQgc128H3nzoPac+C0Nu87pJ3Hpd/4N6ODCYdIkxUB+U6BHOWPMBRhIMJAhIEIAx83DLQhZMUHc3PBaDPhEC8foVjhoyZkHT8t7di5W0ePHtepU6fs4DsH3vfv36+9e/eav2/fPjsEb9fqbN+2KewtSsLCw9FL0q99qSlosqKvC6OB8XEbGBE9ESYjDEQYiDAQYeBOMdCGkIXF95zakUrWTzRNVqL4ezfZyVq2bIXeeOMN01pxyJ3twbNnz5pii8ui+TMha+Oba1uELIyRnrgqffY3R0RC1p12YJQ/mgQiDEQYiDAQYSDCwMcTA20IWbl1o0zIKhw8RcV1Y+3g+4TJZ+TGSLlWZ9GiRWaIdO3atSZk+bU6CFjXrl1T1uqV8+RC1pkL0qkrN+xaHTRZXMgZ2cmK7GNFNtIiDEQYiDAQYSDCwF2HgTaELLYLubuQM1lcEI0x0lFjj+nCRenqtRtavXqtXanD2av169ffpMnyg/B2rQ4W32/ckK5KelsSFt+5VicyRhoNqrtuUEVvlB/PN8qoX6J+iTAQYeCjxkAbQhbX6uTWNdt2YaKiyc5k8XWha7Jee21BywH3119/3S6IzrxWxyy+b960XEcO79OxY+f09hXp6IXLpsni4Hus9LlIk/VRd3pUXzTRRBiIMBBhIMJAhIEPHwNtCFl8XYiQZcqGiiYVlP1Az8+5ZkLWiZOntXLlajPZgHV3tgt37NghrL6//fbbOnfunPktxkhff325lqzYqNdXrdPmg8FOVrRdGGmyIk1WhIEIAxEGIgxEGLgrMdCGkIUx0sSQceJMFposjJFyJmvXnitmjJSz7X7A/cqVK3bQfePGjWbxHVtZXBxtQtblS+e0ZMkaM0a6eN2bZowUO1lm8T36uvDDl6ajN5aIxxEGIgxEGIgwEGHgo8VAG0IWmiwuiI7VjGs5kzV52nn5tTpXrlwzwYp/LmRh8R0BiwujzU6WdFYIWdxduHTlJs1bvto0Wb/9HyepcsikaLswAv1HC/qI3xG/IwxEGIgwEGHgo8BAG0IWJhywk5VfPVZcq5MseVwznr9smiy/u5BrdTh7xUF3vibEGCkaLA7Cr1mzJmiyzp09Ia7V4YLopes3mSbrc19u1qDUk5GQ9VF0dFRHNKFEGIgwEGEgwkCEgY8WA20IWXxd6Josv7twyvQL2rLtvF6d99pNdxe6Smvbtm2myULASmuyzunM6WOmyZq/cI38gugv/ruxkQmHCPAfLeAjfkf8jjAQYSDCQISBjwoD70HI4kxWvHa8abLyUt/RxClnTZO1es06l6vMR4t15swZvfXWW1qyZInZzmLbMGvBa7O0dcub4swWJhzOSzp4XvrMF4crv+TZSJP1UXV2VE80sUQYiDAQYSDCQISBjw4DbQhZGCONNY65Schiu/DiZen8hYuaN+81E6iw9o5gxReGJ0+ebBG+zBjp0sVztWXzhhY7WWeuSfvPSp//7VHRmawI7B8d2CNeR7yOMBBhIMJAhIGPEgPvQchiu5AvK9kuHBT7pqbNvNhiJ2vRoiBYsS2InSwcdxnyh4DFX4vFdz5FRJPFtTrHLkuf/PwwZRc8pYLogugI9B8l6KO6IrxFGIgwEGEgwsBHgYE2hCyMkbJdyN2FCFkD8v7RtgsvXJau35AWL16qdevWmeMOQ+4uvHgRKSp8bWjGSLlWZ9PGdabJunIjWHw/dCFYfC9vnBAJWR9FR0d1RBNKhIEIAxEGIgxEGPhoMdCGkIUJB7YL0WSVD56o/ILvavqsS7p4NSilli5dbofb2SrEZAP3GHIuiz+3n5W1cvkrdiaLa3UuX28VstguTGLhNNJkfbSdHg2yiN8RBiIMRBiIMBBh4MPHQBtCFposN+HABdEcfJ85+4ouXUNeuiG2CzHXgHDFliH+2bNnTcjyf1mXLx7V0SP7tXnzbq1Ys0VrtuzQWwckrtUprB4VCVkR0D98oEc8jngcYSDCQISBCAMfNQbeg5DFmSy+LkTIyo4/ovGTTmvn3qtav2GjLly4aGewuEKHP7RYu3fvFluHmHDAb7lWZ+HClXp98TotWrtBG/fdEBbfo7sLo6sU7sqrFD7qgRzVFy0eEQYiDEQY+PhhoA0hC2OkmUIW24VcEL1950W99vpCV1bd5HOtzoIFC0zDtXr1amXduHZKVy6f16JFq/TGxt1a9dY2bTkk/da/nxBdqxMNio/foIj6JOqTCAMRBiIMRBj4RWCgDSHLD75j8b2gepTdXTjnJenAIWnhoiXiWh3/ipBtwsuXL5udLEw5bNq0yc5pmSYLIWvevCVatuotLVj9hjbsuaYv/4eJSlWOjOxk/SI6MiojmhAiDEQYiDAQYSDCwMcLA20IWYkh41Xw0ES7uzBZOVK5yW/btTo7d182i+9Xr15v0WK5sOXGSLGdxWF4E7IunD9lF0QvXv6mlryxsWW7MF42PBKyokHx8RoUUX9E/RFhIMJAhIEIA78IDLQhZGGMFBMOHJspqh1jQhYXRCNkLV6yzKwyoL3yPwQtF7I4CM9Xh1mHD27RoYN7dPDgSe09eEb7Tp7VnlPBGGle8bBIyPpFdGRURjQhRBiIMBBhIMJAhIGPFwbaELIGVo1QXv0oo7m0Ybx9XYgx0lNnpEOHj2rfvgPauXOntm/frn379pm/f/9+HTp0SEePHtXx48fDtTpvbXqjxeI7ZrQOnAtCln1dWDNOydroAHh0ADzCQISBCAMRBiIMRBi4izDQhpDldrL4uhBN1sD8fxIXRLNLeEPSggWLxOF27ihkexCL7xcuXDDF1hXuKsy0+I6dLGw/IGQdflv6tS81qbh2TKTJit48Pl5vHlF/RP0RYSDCQISBCAO/CAy0IWRxJouvCzn4jgmHnMS3zBipC1krV662c1cIWevXrzdhy+1kYe3dhCyMkb65YY24ZgcrppkXREearLtIYv9FADIqI5rYIgxEGIgwEGHgbsFAG0IWXxdi8T1WM65Fk8WZrEtXgiZryZJlpsni/BVX6qDNOn8eKar1L2vVile1+a31upo2E48m6+gl6TNfHK78kmcjTdbdAqaoHdHEGGEgwkCEgQgDEQZaMdCGkJVdM9IsvrNdyN2Ft2qy2C7E6ChbhghaaLRck3UVoYrtwr27N2jf3h06evSsDh+/qINnLtiZrM99uVnR14WRJis6fxBhIMJAhIEIAxEG7koMtCFk8XUhmiyELD/4zt2FZ85Jx46f1LZtO7R3715zHIDftm2bDh8+bAfeOfx++vRpZenGGZ08cVhr1mzSwqXrtXDNertW5wv/doxK6sZGmqxI6m+V+iNeRLyIMBBhIMJAhIG7BQNtCFmZZ7I4+I4ma8LkM2bxfdnylaap4iJozl9hvoGtQgQtjJGuW7dOixcvDnayzp87aXay5i9co/kr1rTcXZgoHxEJWXcLmKJ2RBNjhIEIAxEGIgxEGGjFQBtCFl8X5tY1K7u8WYU1oxUrfNSu1dm6/YLmv7agRciyH+l/fq0O24cIWlm6flpvXzitlSs3aNW6bVq24S3tOCahycoteia6IDoCZCsgI15EvIgwEGEgwkCEgbsFA20IWWwXImTlVIyyg+/Jksc164Wr2r3/upYsXW7X6ly8yEl2mTYLHyELDRZntTijlSWdtbsLly1bp6UrN2ne8tWmyfrS746XfV1YO0bJ2mDx9K7ck71bwBK1I5r4IgxEGIgwEGEgwsB7x0AbQhbbhVh85+tCNFlcq8PXhVt3XtT8hYvSuqvg+UF3hCy+MuQwPF8ctlyrs2LFehOyuCB6037pt//jJCUrmiJNVgTY9w7YiFcRryIMRBiIMBBh4FcFA20IWWiysPheNGSqabJSpd/X+EmntefADa1cu86kK7eH9fbbb9vz1q1bzXYWW4W2XTj/1enauWPzTSYc9p6W+Low2i6MviiJtJcRBiIMRBiIMBBh4K7EQBtCVuHDk1u+LswtHmYH39FkXb4uXbp8VS+8MNfuJ1y2bJlefPFFE6pOnDjRouHiULzZydq2daNdq3PhsnT2urT/bDiTFVl8jwbWXTmwflXesiI6I41AhIEIAxEGPjwMtCFkxQePszNZqYZJSlU1292FfF3oFt9Xr16rN954w85frVq1yr4qPHXqVIuQxY+statf04b1q3X9uoSQxRGu0zekT3/hOfWP/zT6ujAC+IcH8Ii3EW8jDEQYiDAQYeCXhYE2hKxB1U0aVD1CxUOnqaxxghLF39PYCSf19iXp6rUbWrRoiWmylixZog0bNtgZLGxj+R9mHbJWLHtZmzauM00W1+qcuRYsvn/+t0epYvDESMj6ZXV+VG808UQYiDAQYSDCQISBDw8DbQhZXKuTUztSyfqJSlaO/DlNFtfqbNq0ybYJEbTmzZuny5cvm4zFViF/WUsXzxXbhXyFiBH4U1du2LU6n/qNZxUrfS4SsiKAf3gAj3gb8TbCQISBCAMRBn5ZGGhDyOLrwvyG0SZkxcqGm5DldxeePXdB8+e/bposvibEXANbhsePHxdfGl65ckV2JgsTDhfOnxJfF2In67WVa7XtiIQmq6xhfCRk/bI6P6o3mngiDEQYiDAQYSDCwIeHgTaErLz60XbwvXDwFNNkYScLIWv/QWnpshWmqUKYwvHH9uCWLVvsHsP169ebn6XrZ3Tl4mmTyNZseEvzVqzQ9mPSZ3/7CcUqfmYmHBIQUjM97aaK52Qth8KD/axY3QT9yrr6cYq5e5/tSNROUnCT0376uW5Cmj+tB+djdZPkLr9+kvLrJgsfvt3J4fJfWb6neW28qG/lG32Rn3b8BmPYaSuoCTylvfn1Ez5wn/2q8+tW+h1LsbrJLfhyPDFGM52HO27Bo/Of34Qna9IuI28Y5xm28gz3acy/zzFzK/0tY48x+J7KCmMmjKVf4XnnPbU1at97w8Sd84mxQV0ftf9RtS+q5zYYSa8viboxStY1K1k32ua/RM1UJWpmKlY7U/H6KUo0TFIBa3Xp00qUfEtTZp3Rzn2X9cJLr+pa2BE0AevSpUvmb9++3bRaixYtarWTdfXicS1e/LKWr1mqeSsXafPhC/qtP/ih4vWPqPShcRpUPlkDi2crVb1AyepXFK+cofyyUSpqTC92DeNtYcypGS0ci2QsHZYcMknxRhbGsHgSjsurG2tp8YkjTabz/IOqmpVbO8byeF5P58/U2b98hIoenqYBFU1WDuVSN3nxCx6c0lKv05JdPUp5DWPM5TeOVX7jeHN5DeOUXT/eXF79JGXXjFdOzXjFG6coMXiq8uommks2TlOsdrrya2aYAJqqm66CuqnWUanq8S2CVn7tROXVTlJe/VTl1E/VgPpp6t8wQwMbpivWMFl5tWOUXzdWiTQ/s6ualVM9SvGG8eZ7OGlSQyZZutya0RZPW2ij8z0xeKJwziN8+EQ8PCGO3/DV+4Yw0lAO5RGOD0+9f4jPLDOzXM9PWsKdptTQyS35iaNep5N0uY2TlTN0hrIbpiteNVHx6nHKHzxGOUNGaUD9CPWvGqa86iaVNU5UGUJW5ejQP0MnKrthtHKwxls7xuqgfH57G6DJ24FP/ED21NN4I53zwtvm+b2dPHt60mQ6wnGeF5924zLDKMPL8/Z7PHGEQYfzzH/TP5QPD71syiGMdoDd+OCpymmcoQE105XX+LxSQ19QvGGq4vWTbVJIVo1TsmqM4hWjBB4LGyarsH6q4jWTxESSGjJL+UOn6/7qscpGuGqYoVTVFCUrJqi4erKKayeptHGyUrSzZpTitWOVrOMFa5rildOVVzZJYNvbDJ3uCINW56GHE4Yjnvagju9XNkwDq0bYGGUM9q9s1oCaMcobPEXZ9RMNJwOrxioxZJpyayYqNXS6+pU0q+DBGcqtDeV4+fCLsp1/8BNeed9Tp9Pr+CQtYaSFXv9N33j/Ub73n/cncYTzjE8+L9vDvL1On/ukc/5klndrfcRRr6dlfiMNtBJGPPj2Z9rq6amDtKQjnrqJIw9tJy3lEeZ0kR5HXs9Dep5Jl1k25VKOpycdYZRFXi+X8ExHvLefOYbfPlYpy/N7HsKgM3N+J4w6PA2/cU6n00RZ0EE6nwdIwzPt54VtUNVoDaoIv1lQCcuvpV+DQJ9XN96e7eWujjb+/DNCDOkz85M+2cgcGNInBk+2+JyascqtZgwEfsEzaIJWdzzjAo3ht/OWtYy20EZ+k462g/HiT0w3nzBf85xHXjY+eR33PHsa98lPfd7fnpdwHOkcd5RFOo/jN2HeJ+SlLG8n6Yh3rHpayiQv+cAV9JGGfE6X+6ThN76Xi+/jPBNP/HZeeFpoyK5pUrLxOaUan1VB43AVNDYr1cCL6QwlqucoUfWyiuvnKadwogqrJ6h6aJOyU3+pKXMPau3W41qyeoNuIFbdkG5kCFt8bYhbuZLtwxXKuv72SV27dEorVy3RyjfW6rXVm/TG7uv69L9/THnV31Ru1QjlVMxQUeNSxSoXKLtwlorq56i0foryy4ebcABoAJKBaHAAlYcxCRrIAG6GA5DuiCedOwNhLaBjYmDghLyZ5ZCWwYFPfHb1GBU+NF3kpdyBlUw2gCTQFgBNZwNkOmhSAHTjWBOycuvHKqdujHLqxim3frxN7EzyscYpym+YbIsXAhaLGEJWbvUE5dVMVLxuhuJ1s0zIYvFBE4DWpaAmaGBS8KVunA3S3LqJyq6fpAENUzSgcboGDZ6m3NoJyq8ea7d8c7iOT0V5m+J3QePkFp9bwElHHL+xQMuAZhDTHtrlzvnIM3zBEUY6+ghe8Ozx+IQ5rzL7ET4R77x0nzDiyJccwkAPZZKXeqiTMM+Ln1mu1V8/WQ/UTjMhIVk5VQVV6UlyyBhlDx6tnMbRxruimokqrpyoZMV45dRO0KDBkxUfMtkGOTQ4HdSHc35AK/UQ72Ge1uOcD04nz14OYR7v5VIOv2+N8zDC3XlZXncm7zLTwxfSwjMvn2fCM+shzuPxXcgaVD9N2XVTlFOLkJDGU/UYpWpGq7RhgvmJytGmEUzVTlaseoLhN7cOLE5UX/hUN0mFjdNVWD1ZhZWTVFw5XsnyUUpWNyte06RYbZPidaMMf6naKSqsnqVUzQwlG6caP6A309E+x4LTTFu83aTNqeUFaoRSQ8eKT6VJn10zQakHn7eXkf5VE5TTMFmpT8xScuh08cKTUz1BBUOfV3bFJA0qZywHPDvPKd/5BC6dhszwTJ4SDy0e72OF8Mwy+Z3Zf94m8no69ykLx7PHe/me79Y44o0n6fnK4z2MfGCXcH473Znle72elvSZPPCyvAxP77The73eVsK8Dup0vhBPWuIdt04TYT4nOM1envvk9bhby3U6vC9oD78z5/cBFSzACJCtawe/3TmPqMPpp1ynmzpJA355KTFNbgNaiyn24pBXw/w+oSXOXiZ4oUg70nu+oFUNOxUeho+jjNxqhKyJVjb1UQdxzN/QBx23tgNaCcdlpiGd88fbwjpIe+BHwYPTWvqDtJlrpOfDzyzfcYHvjrzU687zuO/0uk94ZlrnOTT6b8+L7+2Cbn/Gpw34mfhxPng6nqmXtLeWTbjTRLzziLwe53XHG3hpbFaiboRi1biRYS2uZh2fq1TNq0pWvqzC6hdUWDVWuUWPKafwq5ry4hG9seuKZs9brYuXpevXpKvsFprEJb355iYz5bBixTKtWbMKi+9XdebMOc19aaleXbBLS9dKu45Lv/V7s9Sv8F8Uq5qsBwqnqOpTy1Q0eJ4GFo5XonqSaRcQskyNVjle8aoJKmqYZo7fscrxKqibYuEmeNRNsWffjiDO0yeqJ1o6FgDi8yvGWX6eefMmjDJJRxiO39SBKxmM5DnRysen3LzysZaHeggjP+V4fsILG6eFrwbqJ7Zs9/mAQU2IM0Gqfoq9vbNNGq+eYtulieopyqscb79twLCFYtuE4+zNP1U/Rqn6USpoGG0uUd+seN1I5dU2mwVZrMjafi/CUvXEFgeN0OZ0O72EZ9Lvv+EPaTN5ksmrzL4grfMJHsE74r0O5xPPpMWRjnDSOg2ej3hP6/UUN05vyUMctHl6729Pi1CaWzVb+VVzVVz5goqrZilZM1VsfSHMJhpnKFU3U3llU5Qsn6bC6ueVUzVNOTXTVVA/SwV11IX2MLQfnzqgC1qp13nr/IImfhOOT57MZ/9NvNNPGq8jM7+X7T553WWWz2/afGuc8w+aiQeznoZnDyeMenHkaeExW6doKTiciWXi6ibDnKm+q5tUVD9aZUPGq6C2WYmqkUrUjpIL/Xk14U11UH1zEGYbA26LqseptGasimpGK1k1QvHa4YrXP6dk4wglG0YqUR+EteLaKSqpC+Pd2+c0Qjth0O/89TCevd0JNDTVT6jsE6OUX91s2rVBZdNUPOR15VXPVaJhrvoWj9L9xc9pYMVwDSgfoXjNROWWT1Kqeq6K6l40vDBfOL/9N3U7L/kNz7xe78NbeUx6nzfI4/wm3Mvnd2Zbbo3zZ9JnOsKdP44nx5SnI43nx/d4z+v5vJzbpYdunOfFp93QzHggLz7t9Dh8L8vLhibyeHrnFWV7WV4HaQmHxz7WndeZdXsdPi7JQ7ynpVzKchp4pj8z53fKIJ/3E2mdVi+XMG8bv8njZToN/oxWN8UcyjxnLyATTdNLeH7VhJbfPMfgCVhgLDL3Mc/Au7QjApOicAAAIABJREFU3B1h/GaN8Dzue3rK44XFaXTaMumlrc5nT+d88n6DR6QjnLz4zqNMnpDfeUU65ztpKMPr9fIpw+snDkedXi/pcM5LT+PPHk84dXk+Lwe8EJZJk//Gpxzqd7rJ52UTD904L5ewzDaR9tbyPT/hRQ0zlaqcoVTlTCWqZihRNS2s7zXTlaydpVTtbCWqZqp88GwVVI9WdtEPVDn0cY2aelrbD0urNl3WZReubgRh69KlKyZkcaUOF0QvXrxQWavXrtCho6fMRta2ndI/fOdNPfbj8/r3/3mD/vNfHNXvfeWoBhaPs8mtoBENynOKVT6pwrphKqwZpqKaZhVUj1KqcqQSFU12FQ+fOnLvIXf9MFkX1Y4Rhk15JhyjXgW46lFhMq8cac+lDePtsD3xdqVP9SgL93IJ9/z4lEu68sGo80aJ0/+UW4KqtKrZ4ssbJ1g9/lxSN7blGXqMFqcV9WvtaKVqRilR1axYRZPyy0coaTSPUry8SYmKkSqqHaviunFWTn5Vk73pJ2pHmp+sGa5U7XNK1Q5TovppFdQ+E3hV97SS1U+YS9U8qWTNTxWvfELF9YFe+OTtpF080x7aFy8fYe0rrguLn/PV0/szbaEf4Cv8Jr23F5909sVodfiogXIJ9/qMF+l+gZ9eDv3pfC1FtV850uiiPOjD9/4nnnrJTz/Qjtvhg/IAbhGLAIOpeoKKK+kb+D9aLMBsT/G2N7C8WQgFBUOmmp9b2Ry2wcqbrGynLxNnjrtMPtI+6CU9/PH0hDu98MPTQbfzh3jy0U6vj3RmsDeNU+8H8pHe+er5vD/IR/t5pjx8nulP6CU+XjbcfJ6Jpx7CKdef4xXDlF/+MxU3DFNB7VOGrdLBz6mk8Vmlap5WUT3+M0qae9ZwmaxvSp8/aDahKbfuKRUMfVYF9cOUqHhSRVXPqry2SaW1z6moPqjSEw3D1OLq+OJ4hAqqmlRU2Wz0Qre3A37RXscF7fL2Q39me4rqRqiw9qcqanhCAwp+qGK2LcrHK1k9U7mlUzT480v1p984o9/9o636va/s1B/82U79u/+0Qfklo5Uom6iimikqqBxj48PxnigfYXziOb/0OfFMP0AX/QI9/kx/8ezzhuMZOr0d+DyTDr57OO0lvfc//eL97/1EPeTj2XGDDx1OL/ngn5fP+LmVTi8HPnp62kV9memdHnyv1/nhPvMh9DAP0B7Kc7y67+V4vNPv843TkVk/fGG8+/iinx3Pjg/iodfLo12Z9RMO3Zn1Qzf2iUhHP+FTDr73h5cDXZ7f63cc8ky50Ek7KRe6mM8LbQ4ca3M+zwU2d46zcJvzrQ/DmpCsbLb4wpqgKeaZ+Yp5y9cJnlNVoxS3vh6tIubB2rH2THmeLlY2wrCbyU9wAZ20D35AN763l3h/hi+OT+cr/Uo8/cz87viEL44r70cvh2fiM9dfx7fT4fmhB347nYQ7/+kf5i3qcTrxM/uJ/Jk4o3+cHtrNx3bQRTnOB/jj48bz41Ou1085vp6Rj/TIBe++/o+zl3eErILqqUrVTVSBa7d8Pa8bbTJBaeNoffbLL+j3/3iJ/vabW/ToT/bpb/7hJc2YuUYb3tiu3bsOadvW3dqz+4AOHDikkydPCntZFy9eUNay1Uu0ev1mE7K2bJf+039ZrK/9zWn9yVfP6b//j0v6o786ru45j+re5D+of8n/Ubz2m8qv/Afll/2D8ku+qdzCR5Qsf1yp0u8pp+Bbykt9S4my76mg7HHlFn5b8aLvKr/4u4oVfsf8RPGjipU8KnwPJx3xhCdLHrNw8vGMn1f0HUtPuTwPSn6zpR7yEU79lEP+zPIzy3O64qWPWXn4eYWP3tblFz0mnJVFvaQt+o45ftPmeNn3lU26sn9WrPxHyin+vgYVP66c0sc1qPgxPZD6tgbSbtpR+l3Fir6pePEjKij9tgrKHlG88J9UWP49pSq+b3RTvrcH/kEvfKK9tJvn3OQj1k7am516RPkF327ht/PL2wc/nN+kJ570+PDF+UW9hDufPT/9Q36ny3hxyzP0Qj/pMsuDTq/vnfHxiOKl31ZeyTc1qOT/mssvfUSxsm8pt+LbGlD+iAbUPqY+Vd9W79rvqF/9dzWg8lvKLvumLB1pS1pxBd3QA79oD/XCR+dfQeUPLD6TTtLzDH89PXQTju/4ozzHt/OJ/igs/76ly0zv6ZxfzkfnA8/Ob/iUyW/K45lxRDrqdzool3zE03/xom8rVvCPhqVEySPKK/hH5RV9U7Gy7yqv+LvKLn5UAwu+q5zSHyhW+WPlV/zIfg8q+oGyi3+o7JLvqX/qHxWrZIx+27BVWPoDFZT9QHmFjylW/kPllH9f/cu+p34lj6p/6WP2bHgv/oFiBdAQcARdTi/89Gdw4fR6OxxP1JksBY/fUnbqH1Ta8M/KK4Pex5Vd/CNVPzxZX//7s/qTrx3TX37jnL76jZP63d9bpQH5jylW3DrefVxTvvOHfqce+Of1Q5fzFbqcXvgKP8Gx85tnxlcmPjLr8XSU4/1NeTw7PijPxx3leDro4PnW9I4/wmkH5Xh7oJt84IPw7Pg/2bj3cZzZLuIpn3ZDj/MdH774M/Vl8sf5Rz0eTv2OW6ff+UA6ync+UR/pKcfpdH5AD+G3PjsfaQfxpHP+eHnef95P/uz04pPf+en0Ug7jC3qhCzrpD9LlJL5p9SXLfqBkxQ+Fn1cc1oNY6eP2nChnHDxq83yi9Ps3xYO/7ILvaFDiW8otejTgsehRWzPIR3rC8XmOlzxuz5RH+YRThvV1en30fsv0nS/43i7yeP9k4sj5RTr6mXS0F77RXn92PvNMf2SW5/0Dv6DD+4dw8vHs4bfL5/2c2R+ez/vp1v6jf8hHucWVP2zpL+Zrp8/bz3Pmuufx5KdcH/eMB8p1OqDbcUs68sVLvq/cgh8pu/BHyi56XIOYh8r/r7Ir/7eyK/+Xcqr+rwaW/ZN65f0fm48+/zvz9BffOKy/+rtj+p9/f1r//atL9ad/+gONGzNdy5a8odfmL9WK5Wt09ux5OwDPv+vXrypr1ZuLtWLtel26Ju07KP1/f7hIX/ufJ/Q//v6qvvq3Z/Tnf7dL/89XXtSTkw7rJ+O26InxW/Wz5rf0sxHb9VTTLj09YoeGj96t4aP36ukR2277/EzTdg0buUvDRu7QM0075c/PNu/Uk89ts/Bnm3fryee26Knh20X4c6P26KnhWy0f5ZK/aexeq4d05CMd9f7k6Y0iP8+k+9mwtyz/E89uvql86qV8fNI/PXKXnh29T88077O2PPXcDuGgkXjKpjxv1zOjdlqeJ5p2CPcUNDft0bDRh/TMqMP66fB9+unwA3py9FFzP2k6qCeaDuiZMYc0bNR+Pfnsdj393A41Ne/SqFF7NLwptP2pkfByp1rKH7HVnp8ds1vDx+7XT559K9A6Zrd+/PRberJpm5rGHxT54P9zo3YZvfDL+wP64YPzCZ/4EWP2Wft/+sxmy5fZPue79xO+9w/pMvlO/8AX6hkxZo/xjPIJh78/G7bF4uE39Hl66CM9dAxr2qoRTZv1XNNG/WxkcM+M2KJhI7br6eYdemLMbv2geZv+ecoefWfidj0yZqN+Mm67nhm1XU8P36TnmgNWoIM+A4fQ4/1OvSPHHWjBx5hJh1ropG+dX7TT+eD4gE7ai5+JV8p3nHm449bbSbnON3zSQR/hlE99lOPh8MPrhy7Kp17KI5+3j2dP5+0dMXK7nhuxVcObQ9ofP71ZTzbt07Njj+lHz+3Tvww/qCeaj+qp0cfNf6LpsJ5oOqQnRxzSEyP26yeMo9F7DZtPDNum5jGH9cyIffrnJ3dZnh83H9Y/jzpq7kfNR/XT5iN6qvmInhl5RMOa9uvp4YzV0L/ePn+GbtrjdDufaTfte+q5XXrq2YN64tmDGjHusJ4ZvUv/MmKTftK8w+p+/MkT+s9/skZf/R8H9fW/Oa6v/fV+/dF/W64/+9oCDR97QM82M563qnn8fuML8wB8gX/OZ+r3+qjf8en96rikP8AP4aTzceLlwXdvn/cb/U74u/U/+b2/oYt6eCYc/oAP71/K9/q9n4mHf55u9MTD1p5/eWqTzYdOF/mgn/Z4OeCK+njGp37GJfTTPui+lR74RnqnG9/HK3RSj/ev18M8QzrCffxQfiaOqYf6aAftd77hQw8++Unn9ZCO9rzT/E55tId66GfyUT/P3q/QBT6gm3JIR7nkY2417I/cqSdoN2MIOkfu1JOM/5Fhvn927D4NG7XH1ryfMZ5H72nJRzqePZ5yMuNZY1grSOfl+3NYf8J4h0746fyDD/QnfKE9Ho/Ps/OPeZxn92k3+Wif97/znfCmsYyVHS04oz7nO/XTP5nlZ+LD+4n80AG/qc/Hg+Mi8xm+35rPn6kHOkeOY02iDZta5gvCnS7SQwfp6D/nE/E806/U4+Uw/1Oetxt6yU85mfx9euRePdN8Qk82HdNPRu7Vj5u26EfN6/Xj0Wv1L+PW6yfj39KwqYf10zHH9OOmC/r7R4/qT/9yp/74z/bp6//znP7uf+/SH//RDzVrxjxt27Jfq1Zu0KqVb+gaBkeltFmH68pasf5lrdqwUpdvSGwXfuXPX9U3/vd2ff0bW/TVv31Df/Z3L+l7w5aK23j2X5BO3pAuSHr7mnSRSxK5hueydOjUFR06fbnFP30pxBHvjit7jp27of0n3taBE5d09Nw1HTx52a7y8TTun7sq7T12XkfOXLP0lH/hRmtZng5/x8FTlo7y9h+/aPk8njr997Hz17X36AUdPHVJh09fNRou3ghXCWWmO3sl0Emd0Ol0kAaHnHou/fvA8Ws6elo6dFLac+Sa9p8K9z+Sxh38oj2kOXj4uo6fkk6dlo6dvG60cXe3l03a/ScvavfR8zp05oqOnr+hvccv6Nz1kIZ4T3vmqox/h89cMf/AyYs6+XZre73d+LRj95GzOnVRIt3uw+da+JKZ7szlEA8fj5y9avw6d+3ny4QG+hs+Ur+nzyzLf5+kzhOXbkoPj69xUBDjuJdln8K+fVk6d1Q6vVc6cVA6dVzadyjw8aikfWm8YTX39EHp9GHp+KmAJ+iAj15npk//gTPo2HfsbcNdZjy/vT3gg/ZQHvwi/Na0Z6/K8Lbv+AVrF3g+ceHn05Fvz5HzVh5Y2nP0nI2P25Xp/QKdztczV36+TPKCX9px/OwNHTl1VQeOXTY2Ut+pK62446L33SelvWm3/6Ss/y/dkI13xry37dCJ69p7+JJOnpMOHJd2H8OCnsQFEVx36u7g26G8g8elo6fo1yu35fvbNwKOGO/QS/8fv3CjpT6rl/qvSrv2ScfPSjuPSDuPXdWO49Lp69K6bdKff32B/ulb+/Q3f7tdf/t3G/W1v35JzWM36cjpgH346m1wfsEjH+fUTz+90zwD3ulvynE6T73D3EW/0J/eP/Sn153pn3hbNh4YZ/QT4wi8Z6bhN3QyDh1v4BQ6boePo2evWzsY39BJ+24tj2f4Dn0+Hmk3dHjazHnZ57VMOpmnPK374N3HOfSR/p3mGZ+vM9Pfrj23zu/gw/vP63X/1vn9nfju8wz8oX78TL77/HD+epgHwMahM1e14+g57T95yfAOrba+pX3iD1+4ocNnr2n3ibd18PQVnUmvGT4X45+/Ie0/c0V7jl0wn/R7T12yvmStoG5Pf/DctZDu5CXrb9alTDq93dACX8AH/Uh/QXNmvPMWXNIvxIO37ftPtaTz9PgXrt+MD3D0TvM7/AN3lAueoNPryyyT8QJ9jmPyMZ9lpuE3eaHP13/oZHx4ukw6wBnpqB+f/nyn9X/X4TPGJ+jw8eRlZtJ76/q//8QNK5O+87X6DDRek/ZeuKYdp65r4yFpz2np9DXp1aXSX/+vN/XnX39LX/nzHfqbb2zQV/7bjzRtykva9OYurV71plavWm8H4K9du2E2s27cuKasOa+M1eKV83Xk2CUtWHxYf/ynTfrq15/XH/zXUfqzv5qgP/nrn+krf/eYZr72usbMnKQNO7br2Lm3tf/Q29qz77QOHDmqRcsXaPrsaZo1d4ZmzZ2p6bOnatHyhTpwdJ92H9ilQ8cP6NDxg3pr+0bNXzRP056fomnPT9ULLz+vF16erTe3rLf4/Uf2au+hPdp7aLdWvbFSU2ZO0uyXntfUWZOt3JXrllt5lLv/CG6vPRNPOXNema2ps6bo+RdnWrzXf+TkIe3av1OvL5lv9c6cM13PvzhLU2ZO1rpNm7R5507tPXxYh04c0+4De7T2zTV6af6LmjxjorVpxgvT9NrS+dq+b5sOnDqknUf2aOeRfTp6/rhmzp6qOXOn6/k5063sufNe0qqN67X9wH7tPnxUuw4d0bZ9B7R6wwa9+Oo8zXx+lubMma2XXpqrF+bO0iFoO7Jb+04c0KEzh7Vx11ua8/pcTX5hqp6fN1tT507X1LnTtGbzOh04dVA7D++29LuO7NHyDSs044Xpoj0z58zQ7JdmaemqJdq1f4cOnzhk/DlwdL92H9ipua/O0YSp4/TK6y+3pCec/oGPB48d0I6927Rk5WLRXngDH+mn1etXtvTLvsOk3a8Nm9db/9HfpIfvr7z+krbu2qLDJw6Kevcd3qM9B3cb34l3vpMeOo8fO6hTu3fo3IH9OnBov9Zv3qzFLy/Ri5Ne0twpL+uV51/X63Ne0+EjJ7T1zDGtObRHJ8+f18E9h7Tghdf0ysyXjJfe/2vfXG39Tv3gg/rXv/WG9SHtoD2Tpk/UqwteNjyAS2/PW9s36eXXXjR+gqM5r7xg/b99zzbjn5dH+1asXWb8BJ/wH74vXrFI23ZvsXaDX+crfPTyGBcvv/aSNm170/gN3yl3+56txnfGj/cn9S9c9rr1456Du1rofHPLBuP75BmMjVmWnjxbdm7VyfNntXXfXu05dlz7TpzUK0uWadqLL2vyC3M1ZeZszX75Za1eu0Z79+/R0aOHdeDAPh04yrjcZO2dNnOSXn51rmbPmakX57+qHYcOa+uR49px6py5tTv36eUlyzR1zgua+fwMzX1pttUP3+Ej7Wb8wnfGEP3MuPTxPn/Rq9q84y0xHo+cPKy9B4/oyHFp0pQFmvXSAk15YbZeeP1FTZ77vNZs3q+ZL2/V7//hk/qLr83WH/7hRP3V12fpD//LP+tbj47US/MXaPqcaaJM+hG87dy3XacvnLJ+AJf0N/MH49jnGXDuuAQnC5ctsP5h/EAv+ZasXCT63fsHvG/attHwwTzn/Un/03+MI9rNfLNt91YtXrHQ6qU8+n/uqy9oxdrl2rprs/HJ5y36nX708kgPPpgnnU7GMeXPW/iqtYN5Cxzhb9j8hrXbxy/temPTOr04b07LPEd7qB88njp/wtpFeyifcPhD//j4ZVxTDvHgjvqXrmJOYM6cafMM4+31Ja9ZPP1Ou0lH+5hfiCc9eIbv0Ont8fl99fpVVm+Yh8M4gu879m63+cX5yvzh4xs+QSflUq/3D/3I/A6dtMfnQ/jJOuK49Pa8sWmt0Qd+Zr8yW5NmT9ac11/Uxl2bdOjMEe0/eUC7j+7VwdOHNOPlWTYP40+ZM1UvvDZXKzeu0rYDO2weJt32gzu0atMavfDaHJu3p7043fKRnjWC+Z35mvl76/7tmrdsvs3r01+aYf3/0vy5Nl7oZ/gI/7fs3Czo9HkYfNJP8J35nfFDep+X4KPziX6aOG2CzSvEwydfB1auW2H8g4/MH5S/6o0VLfM76RlPPs/cOn6ZK3w9d9zDd3AGLl0OYH6H7/SL4415DxxDp9fPPMe4BR+Ud/zMMcPVa4vnt+CHdtM+X/8pj/aAO+ihXvgDH8dPGad5C1+x8kgH7t9p/Z88c7re3LxPW3Yd076jp3Xw5GntOLxXKzau1vOvz9XYWZM17dXXNP75BXp5yV493bxaf/BHw/UXX5+r//onc/SXX5ulP/njb2vY02P10tyFen7Wy3p+1os6sP+I9uzZp6NHj+rIkUPK6twlS+3aZykrq4O6dBuobj0KdE/HhLr2LFbPvkXq0meAOt7bTZ163aNu97ZTVrsstW9/j3p06617sjqrfbtu6tSxpzp3vNf8Du16qkP77mp/Tw/dk9VFWVldLQ0+z6Tr2KGH2mV1V9cu91o6yiD97fxOHXpb+o7te7WU2+4eyupm5RFOee/kQ09WVmerl/LJ17vXA/bcpVMftW93n7Kyeikrq4eysrqL+rp1vlcd23VXh3u6qUvHHurYoZu6dLnXyslq30NZHXsq657uate5pzp2aKd7u3dU+6wsdbwnS106d1Tnzp3Vvn17ZWW1M77C2/YduqhT5+5q376junTqqu5de6hD+y5q166bsu4JfMK/p0NPte+E6612HXuoQ+d7dU+H7qJe92lP1j3dLJ42wH/aj097nT/4PHv/wCeeM/lFv1h5aZ94+NS9a1916dzbyiWe/vJ0xJOPfoZfnTv1ktNBfvo5s39I37Xzfere7T6rn3yWvkNXdcnKUrt2WcrqkqWsbh3VvlN3denYy8rs1rGHemd1UqesdHwP/HuU1bGj2nfoammom/Y5HdSfSafjx9sN/sjjeKJd0OfxzkfS/SLwSTupz8eH1+t45zmzP259ho/eb7SLePqF/F0691TXbr3UoWNntWvfUVntOyjrnuDadeqqrA6dA+Y6dFKnDp3VpVNndWnXTh2ysoynne+5xzDasSv47qSOHbLUvUt7devcTu3bZeme9oz3jspq10VZYLBDN93TsYs6dmyvLh2z1LVjO3Vo19nwBh/Bm/vePud/Zrsdn/dkdVL7jh3UodM96tAty1y7blnK6tpB93S5V+06D1KX7qXq3LVKXbtUq3PnEnXukqtOXe9V564d1KkrdIY5yOu71X/3+rsYP9+N/44P+g++g+PM9I5z90kPvr0fqd/nQ3CWSR98+EXgg/HmdN6KY+rr2aOv1QN+unW538ZHJh3gnPHOOKId+IxvfMqDbtpPO7z9xHfr2sfCKZfyiCcdzz27P2DjBz7QTtL7euD4pV7SZfLB+eb1wx/qh27m7Uwc0Q+ON/hMvb169Ld6oNvmhnQ49DkdlEc5zOkdO/a2+bZdx16t82u7rspq1z3My+17WHzHLn1svs2cn20+Jl37bjY/M18zb3fo3Euk79ildyiH8tLzN/X4/E466IRv7+TTfviVOX84jmiP8+udfPqTdN4/pKNfHc/vVK+HOz59HBFO/fCd/nynej38l12/jwvaD15oB7hwvhrv27OWdVGHDh3UvmOW2nfK0j2dg2M+at+tvdp166EO3e9Xxx556tSjUF16Vqhrz1J165qtbl362biwdaVDt/S63kHt2rULa1tFcUrFqbiS8ZQKC0qVKihVLF6o3HhC/XMGqLA8ofyC/oql+qmoJEeJxCAVxPNUVVKh0mSZygtrVVHaoMqyRpWX1Jvjmd+lRbUqKayxeP9dVT7Y4ggnD2nfzZHGnafzesqK69SWK0xWqihVpeKCahUkKowmwgY+EFdREhoeVlGqQUUFdUrFKlUYK1dJskKFsVKVF1arJFVmz6VF1UomK1RWMVQVNZ9QfkGdKmoeVjyRUk11pcrLSlRWWqzamipVVpSpqDClglRCZSWlKiooNL+irFwlRcWqKKtUdWWNSoorVFpSo+LiWhUXBr+0uE6lpfUqg3+l9aooa1RJSZ1KimrtmfjCwmpLTxrndSZP4LU7+JPJN+eXp6c/qiuGWHp4hIM/+In8UuMvz/QXzzj4SVh9zcPmO3/x4XEyVtbiUvFyxfNKLJwyeSYNaRP5hSpIxZRXnK8+5UndW1Gs3OJyxQtxpSpLFOmT2QkNzc5VbvEg9a3KUf+KuAYWJ5VTWKxYqkLwA9pwtI12Uw/PzhsPz+RFZpjzItN3nrXlOzYzsezlZNaXGeZ1Qyu/383BS8ct6eA7NMG/WH6RcvMSisWTKiwqUWlZhYqLi1VUVGQ4A2tgr6KkWLWVVaqrqlRteblqyspUVVKmooJiFVfUqaC8VkXFpSotK1RVaUplRXkqSg5SUSo/lFdcqqLichWXVBjGK0qTqi7JV01pQhXFlS18d8xltutd+VNSqdLShMoq8lVeGVNpZUwl5UkVlReqpKJaJRVDVFb+aZWVf0alZZ9WWenDKiurU1lZmUrLkiorLVBFaejnd+qnd62/Dd7Db3AEr+G7O/oDjNGntNXxh+9tJ85p4jdleZz3N8+ZaTydp701vee71SdfZn2ZbYYm6M3PKdKg/gnVVj3YMj4Yi7SD9uVlF9o4hR4fo+Rz/JGGZ8ojD+W5gy/kgS588hCGz/xCPuK8rsx5hDieod/zkM7LgAfQxnPuoIKW+cfTeH3QxzxTUzm0hX7CyB/LLW4pj/qoi3BrZ7JSBdCfqDCXhP54uRKxMnP8LkxVqYi5K52GZxxxHkYZ7jze09wunaeBnndzzm/nHTwiPbTjeH43B99w1tZEhaWFLzjKfLe6ifN6SZ9Zt5f7bnUT5+l+WfU7n2gL9Hi7aVdJYZWKEoUqTqTSLqGiJC6mglS+CgqylUz2V7JggJIFg5QszFWiKKlEYZESRWVKFlbYWgw2CgsqVJAqVUGqRKlUoZLJZNrFlVXOQMpJKZmTVCIvX/l5g1RYmKfi0vx04QOUm99XyUSuSgpSqiwuV0l+kQqyC5UYEFcyL6FUImkunh9TIhZXQTJ10zMTfTKeUCwv3+L4nZ+bZ2Gk/7Adiw00UU95aZmyBw5S/34PqLS4RP36DtSA/jlKJQosPGdAfxXG8xTPGahk3iAVJfJVmMhXLD9X2bk5iqWKFCsoUa9+2corKld2YbkJBg/kp3Rf/0HKSyQ1aNAADRzQ1xapsuK4krGBSsVzVJjMU37eQCXiuUom48rLy1E8HjcHbfzO9BOJwNtYLCbjbSJhPMvPzzdewsdM3pHG+8DD/Zm0OJ7pB3yeva/oD8LJB18KUwX2G58a8Oi8AAAKjElEQVQ40uPzjHugbz/lDMpuKYMwL4syvD6w4X0NDkhD2uLCIsVieYoXxjSoJKHelcXqWVGqB4rLlZ0qUU6qUBW5Mf1m9wf0pZ73qSy/jwYW91O/0mz1K01qYHGFcgE5YE9jCxq9fdBAPfgehu90eZg/u096d6Tx378snzZAR15OrtEysP8A4yH8Ay95ibjyUzElUnHF4jlKJfOUO+h+5Wffp6JEjhK5/ZWX/YBycwYYLh8Y0F95iQKlSiqUU1Cu3LJG3RcrU7/8uPKSuUokHlBBoo9KU31VnOirVKy/krFsxWM55pKx/krF71NhvJcKY/eqIJFrPL0df+Dp7cJbwuL5VmYiHl7e4olBisWzlR/PMcExlixVLL9Ksby64HIrFcsrUSwvrlj+IHOJeMBsS5kZ/feLCPM20Afg1+c6ygbLHn9rXY4nT3+7dLcLu7WcO30GN9DOHEh94Ilx62Md+ngR9LaAqwEP9Ld+c+yBue5d0UZ3Mdezew/zO3XoqI7tO6jvfferc8dO6t0TDUFnS0sYdTP2+93f1+qnLuqhbuJw0EQa5hx+EwYNpHPeQT/zNmHww9Phk4Z4j6uvrbN+4pl4HHloI3XwOzc7x8JtXkrElGzD8bKM83T+DPb8d6afSsZb0vL7XV167fS23urTBzjag7s13sPfyXceZObLTJsZfrvf75TWy82Mv91vT5dZdma6zPDb/X6ntF5uZvztft9apqeBp8WppIoSeSqJ4/JVEkuabIN8gyuKJ1WcjNm6XZjMUSqVo2QqT8lUvuLJmClYEvEiJeIl5pKJYiUTRUomC1oErFQqoazkgBINui9fdeV1+rVPfVKferhBDz9craEPlmvo0Ao9/HCtamvKDbj39+qrgtxiFccqFOuX1IB7s9WnZy/d16en7u3dXd27dVKP7p3ttz/37NFF99/XS717dbN4wnGkI6wt16tn15vSeP736kPbgP73Ky93oE3oaE5SyXz9xuc/q1//3Kf1xS/+hn7/9/9f/cWf/zf923/zm/rC5z6p//g7X9SDdWWKD7pPybwBJiD163uvevbuoe59+qjbfX2V1bGz+hVWK2tQjbJ6Fimra1xZveLKLh6iXv1j6tG7ryrLKxTLydYDfXrp/l7d1e/enrq3R3f16tVD9957n7p276ZePQM/oLPPvT2srfDM200Yv3H8Jh0883hPyzM85RnekNb5TBh5eCYd/USYl81vwoinnWWlhUom8kwYjOVnmw/fcrL722KdPegB42ldbaXxlTS+CPPbHWGUg19clFR5WZEKC+IqKkyotKTAfhOXm4zr/qIC3V9UqIGxQuXlJpTMzdXD9/XVX3Xqp290vl9fHthLpbndlBPro4GpPOUlS5QbKxGCKPT0vb+38YY2eVvBHW3K5BfxnsZ5lRlPes9DeFvO+8HTeX73PRzfw/Cdjsyw2/0Gq/ALwRxB6fOf+4w+/amH9Jtf/Jy+8IXP6ze+9Fv6/G9+Wb/2a5/TJz/xkL70G7+u6rIiJbMHqDjJC0Jcffrcrx69H1CPvvnK6jZIWV0HKatnQlldk8rqXqysTvnK6pGj9r36qkPX9srO7q2qsnwVxR7QA727qm/vHrqvV+/gendTn14ddV/vrODu6/aObaGN786fnurT4z7d1/N+3dcLXHdVz15dzPVirPTpp149s9W7V0z39kzo3p4x9ek1UH1699X9vXvo/nuZG26eHzL5ze93rz/09e347mG0gTHBSxOYZRyAWbCFYzz62PU8mb73s/sex7OPZafZ4/BvTZ8Z926/vSxvO+UwPqoqSw1Dgwb2szaAKcYzz2CMccoLNs+DG2sNa4TjaD/zA+OXuE998kF99jOfaMHiF7/w63pwaIMaG2rMkRbewCfygF3qA7/9H7jP8Ptrn/2kcDXV5UafzyHQ5HMP+ZkvmLuJ/8ynH9bQIfWWjzmdOYWyfW6H/vq6qpZw6iM/ZeIog7mNfLU1FWFuyhuoOC+++YNaHC8V7gjnN34sd4Cl5YWZMJ49H88ezm/KxBGWGe5leT7aGLlfFg+ylYr1M1eYl63C3JgKcwpUlF2UdgUqieHiJozxQskuHsJ1PJ5UPFag/LxUhksqFksIpQgKBFMixPOVVZhXof+/uWvriauKwjERZC7nPvf75Zy5wXQYGBwxhRhBE4ORF0OdCoVBEamDRB/QGq0GWiSmpiG8WHwwaRoS/oMJb0VNLA8YrInpX/nMt4cdJ5OKPPjgw5c1e619/c46+5y91mRmsFTD7a+28MtPP+Px7yc4+e0Rfn30EI//OMGTJ3+KP4/+8uYt2OmSCB9eKtQQ86WhunQYmgnTNKGqKnp7e8X3kRRFgdfrRU9Pj9DR5vF4hI16WWY9y7LOBfuWkHV9Ph8Iv98PwzDOBcfimAzfMc1AAsbGxrCzs4NWq4Xl5WXc/noLe3t7uL6yjKXmNWx8cQNvvv4aUiG/eJNlKjAUisDwh+A2gtBCaTzni2N4aglXt3/E4DsPMLTwPV5auodrNx7AeaGBZzw5OLkXkctUETYS8HmDCGoRWEoYmhKCrsbgcllQPDp0VYNlmDB1A6pXESdBnhZ5MiS8bg9YNjRd1GN9lgm32w3ySLhcLlHWNE1wQkk7QQ5Ypuzr6xM6ckdOKWmT/A4PD4uXF3LmOI7QBwIBTE5OYnt7G5ubm6jVauJ6kk8RcbNt2GdgO35mW6JYLGJkZAT1eh0DAwPiOgwNDaFeraISS6CaSGEgm0Mxm8elpI1aNImxaBjziobDQD8eWjncTUZxJeZFPaqgnIpgKFFEf7Qg0tacA+cn/UTXdRBcFyXXRkid1EvfoG8SkiPauzmR3HRLOSaltHX6pxy3c07sW7aTY/2TZL1SqYRyuYxEIoHd3V2srKwI311tfYT3r3+CD1Y/x4etz/Bx61PcuXUXb71xBeXsAPJJpmorcHkyiBdexSuNm3i5+S1G3r6D55vfof7uD7j83n2MLd7DxMI3KF6+CpeZRjyVx2B/BUafgpAaRECNw6+mYKpJGFoMuuY/41UR65Bz7+aaZbnOp/ET8IVheWPwKXHwAMeXB0XthaI9C830wLBM6HoEupaEqTowNRuWFodfD4iDi9/0wGe1fVhy3y3PG/8i+4fco4LBIOiz9GX6NK8r/Uf2Tw461y99Tl7/TjvbSW6knWVCctnZr9Q9TXIN0t/k2mVbStpCoZDwIUbAeV/OzMxgamoKkUgE0WhU7KOsx3soHA5ja2tLpJx5H8di3KdcYq3z8/NYXV3F4uIiZmdnsbCwgEajgbm5OaFrNptYX18X9xLvJ/YVj8cFOBdySB8+ODjA0dERTk9PMT09LeycSy73d5qFewp5Znt+Hh8fF7+gfXx8DP6adqVSEf2zDSO6XBfnOzo6KvYY6tsPu5SwT0xMYGNjA4eHh9jf38fa2pqI2DnpFAgeRoh2uigjohyMdEi9nUoik4iDUkRAshlkkwkB6mRb2qSdOmZ/iE49x5D9MrIi982LSrmvUv5bm866F6n/X/f3fxq/e20iJZgLIJ/zoWBHUchkUEgXUEr1o5Qst2WqgFK6nVLMZ23kM+2vvjjZKuxstZ0idPJwBNrPO8fh8y9zBht/AWiq+MG3GYtLAAAAAElFTkSuQmCC" alt="" /></p>
<p class="">I tried this using expressions below on the position of the textbox, but still its not aligned properly as shown in the pic above. Can some please help and point out what am i doing wrong</p>
<p class=""></p>
<p class="">spacePos = thisComp.layer(&#8220;Rect&#8221;).toComp([0,0]);</p>
<p class="">spacePos+thisComp.layer(&#8220;Rect&#8221;).anchorPoint</p>
<p class=""></p>
<p class=""></p>
<p class=""></p>
</div>]]></content:encoded>
				
				
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				<guid isPermaLink="false">7084e58f01e518493a589f174d2caab7</guid>
				<title>Mackie John started the discussion Global Variables in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/global-variables-3/</link>
				<pubDate>Sun, 29 Nov 2020 17:11:42 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/global-variables-3/">Global Variables</a></p> <div class="bb-content-inr-wrap"><p>What are my options of setting and using Global variables across multiple layers. I know we can assign slider to maybe a null layer and access this from all the other layer.</p>
<p></p>
<p>But what I want to achieve is to modify this value from a different layer and use it in multiple layers.</p>
<p>E.g, here is an expression in one of my text layers:</p>
</p>
<p>if&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-340332"><a href="https://creativecow.net/forums/thread/global-variables-3/" rel="nofollow"> Read more</a></span></p>
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				<guid isPermaLink="false">0ca19386b57dd7b1d3b1feae8fe57112</guid>
				<title>Mackie John started the discussion Animation is slow - Need advise with the expression. in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/animation-is-slow-need-advise-with-the-expression/</link>
				<pubDate>Tue, 24 Nov 2020 16:43:46 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/animation-is-slow-need-advise-with-the-expression/">Animation is slow - Need advise with the expression.</a></p> <div class="bb-content-inr-wrap"><p>I need to play a keyframe for a timeRemap of a layer based on the marker from Layer &#8216;A&#8217;. So when the marker is hit by the CTI it should start playing the keyframes for the timeRemap on the 2nd layer. </p>
<p>I have achieved this using following expression, but facing problems:</p>
<blockquote>
<p>action2 = comp(&#8220;MAIN COMP&#8221;).layer(&#8220;A&#8221;);</p>
<p>m2 = action2.marker.key(1).time</p>
<p><span>   if&hellip;</span></p>
</blockquote>
<p><span class="activity-read-more" id="activity-read-more-339932"><a href="https://creativecow.net/forums/thread/animation-is-slow-need-advise-with-the-expression/" rel="nofollow"> Read more</a></span></p>
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				<guid isPermaLink="false">2f48150b1b63dc4f6d4801a223910ea3</guid>
				<title>Mackie John started the discussion MultipleTime Remap using multiple markers in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/multipletime-remap-using-multiple-markers/</link>
				<pubDate>Mon, 23 Nov 2020 05:48:04 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/multipletime-remap-using-multiple-markers/">MultipleTime Remap using multiple markers</a></p> <div class="bb-content-inr-wrap"><p>I have two time remamps setup on a pre-comp. One is doing a fadein, other is doing a fade out. This i want to control using 2 markers on another layer. The first marker should trigger the time remap of the fadein and the second marker should trigger the fadeout timeremap as in the pic below. </p>
<p></p>
<p class=""><img src="image/png;base64,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" alt="" class="" /></p>
<p>I have the following script from dan&#8217;s website but this&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-339804"><a href="https://creativecow.net/forums/thread/multipletime-remap-using-multiple-markers/" rel="nofollow"> Read more</a></span></p>
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				<guid isPermaLink="false">45f6bdf587a11ab01b75df9a49e7f290</guid>
				<title>Mackie John replied to the discussion TimeRemap Using a Marker in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/timeremap-using-a-marker/#post-2340648</link>
				<pubDate>Sun, 22 Nov 2020 11:57:11 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/timeremap-using-a-marker/#post-2340648"><span class="bb-reply-lable">Reply to</span> TimeRemap Using a Marker</a></p> <div class="bb-content-inr-wrap"><p>I got this working with the following script (had to point to the right action var)</p>
</p>
<p>action = comp(&#8220;Comp 1&#8221;).layer(&#8220;Marker&#8221;);<br />n = 0;<br />//test = action.marker.numKeys;<br />if (action.marker.numKeys &gt; 0){<br />  n = action.marker.nearestKey(time).index;</p>
<p>  if (action.marker.key(n).time &gt; time){<br />    n&#8211;;</p>
<p>  }<br />}</p>
<p>if (n == 0){<br />  0<br />}else{<br />  m = action.marker.key(n);<br /> myComment&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-339753"><a href="https://creativecow.net/forums/thread/timeremap-using-a-marker/#post-2340648" rel="nofollow"> Read more</a></span></p>
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				<guid isPermaLink="false">132dca3853d5450dc4c737ec1d0e3def</guid>
				<title>Mackie John started the discussion TimeRemap Using a Marker in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/timeremap-using-a-marker/</link>
				<pubDate>Sun, 22 Nov 2020 11:34:51 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/timeremap-using-a-marker/">TimeRemap Using a Marker</a></p> <div class="bb-content-inr-wrap"><p>I&#8217;m trying to play a timeRemap on a precom, i.e. play a section of the precomp once the CurrentTimeIndicator hits a marker on another layer.</p>
<p>I found this script : <a target='_blank' href="https://www.motionscript.com/design-guide/marker-sync.html" rel="nofollow">https://www.motionscript.com/design-guide/marker-sync.html</a></p>
</p>
<p>action = comp(&#8220;Comp 1&#8221;).layer(&#8220;Marker&#8221;);<br />n = 0;<br />if (marker.numKeys &gt; 0){<br />  n = marker.nearestKey(time).index;</p>
<p>  if&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-339751"><a href="https://creativecow.net/forums/thread/timeremap-using-a-marker/" rel="nofollow"> Read more</a></span></p>
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				<guid isPermaLink="false">447ad446ae3ba340430ca5f6ce8864c4</guid>
				<title>Mackie John started the discussion Move Current Time Indicator Forward to a specific Frame in the forum Adobe After Effects Expressions</title>
				<link>https://creativecow.net/forums/thread/move-current-time-indicator-forward-to-a-specific-frame/</link>
				<pubDate>Sun, 22 Nov 2020 06:51:21 +0000</pubDate>

									<content:encoded><![CDATA[<p class = "activity-discussion-title-wrap"><a href="https://creativecow.net/forums/thread/move-current-time-indicator-forward-to-a-specific-frame/">Move Current Time Indicator Forward to a specific Frame</a></p> <div class="bb-content-inr-wrap"><p>If I want to move the CTI forward to a specific Frame. What are my choices using expressions? I have following script which does a counter. Once a Counter reaches the time. I want to move the CTI to a particular FRAME on the timeline. How can I do this using expressions:</p>
</p>
<p>clockStart = parseInt(comp(&#8220;main&#8221;).layer(5).text.sourceText.value);   </p>
<p>if (time&hellip;</p>
<p><span class="activity-read-more" id="activity-read-more-339746"><a href="https://creativecow.net/forums/thread/move-current-time-indicator-forward-to-a-specific-frame/" rel="nofollow"> Read more</a></span></p>
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