tag:blogger.com,1999:blog-197274202024-03-18T20:33:53.967-07:00IdeasWhatever I feel like talking about.David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.comBlogger1474125tag:blogger.com,1999:blog-19727420.post-76638069484090107312024-02-09T16:35:00.000-08:002024-02-09T16:35:37.778-08:00Speaking trip this April<p>I'm speaking at Libertycon in Tbilisi on April 20th, will probably
either go or come via London. Anyone interested in a talk? I'll probably be in Europe (including UK and Iceland) for about two weeks, don't yet have a schedule.</p><p>This post assumes there may be some people still reading my blog, although for most purposes it has now been replaced by my substack.<br />
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David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com2tag:blogger.com,1999:blog-19727420.post-44583077568328927802023-06-27T09:13:00.043-07:002023-12-17T23:45:56.306-08:00My Substack<span style="font-size: small; font-weight: normal;">I now have a <a href="https://daviddfriedman.substack.com/">substack</a> and
have been posting regularly to it; I am keeping this blog up for the archives
and as a link to my substack posts. Long time readers will realize that many of my substack posts are based on
ideas in past posts here.</span><h3><span style="font-size: small; font-weight: normal;"><a href="http://www.daviddfriedman.com/Sorted_Posts.html#Religion_and_Philosophy_">Substack Posts Sorted</a> <br /></span></h3>
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{page:WordSection1;}</style></h3>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com0tag:blogger.com,1999:blog-19727420.post-70138566961846344372023-02-22T20:21:00.000-08:002023-02-22T20:21:18.752-08:00Should I Shut Down this Blog?<p style="text-align: justify;">As most of you probably know, I started a <a href="https://daviddfriedman.substack.com">substack</a> a few weeks ago. So far I have kept both blog and substack going, although most of my posts have been on the latter. The question is whether there is any reason to continue to do so. Are there readers of the blog who can't, or for some reason prefer not to, read the substack? Are there people who would find the blog but not the substack?<br /></p><p style="text-align: justify;">Of my two recent posts here, one was a new idea that I wanted to get some response to before revising it for the substack. The other was an announcement of a planned speaking trip. I will put that on the substack as well, but was concerned that some people might be reading only here.</p><p style="text-align: justify;">Suggestions? I've been running the blog for eighteen years so feel reluctant to shut it down, but I'm not sure there is any good reason not to. I would still leave it up so people could read all posts, at least until I find a good way to set up the old posts as an archive.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com19tag:blogger.com,1999:blog-19727420.post-15275700396566035582023-02-22T17:36:00.002-08:002023-02-22T17:36:46.582-08:00Anyone in Europe Want a Talk?<p style="text-align: justify;">I am going to be in Lisbon on April 22nd and 23rd, speaking at Oxford about a week later, probably Dublin at some point, flying home about May 4th. If anyone would like to set up a talk sometime between April 23rd and May 4th and is prepared to pay my expenses let me know.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com0tag:blogger.com,1999:blog-19727420.post-22236096334421631802023-02-22T17:32:00.000-08:002023-02-22T17:32:11.218-08:00A Refutation of Hume’s Law<blockquote><p class="MsoNormal"> <b>Hume's law</b> or <b>Hume's guillotine</b><sup><a href="https://en.wikipedia.org/wiki/Is%E2%80%93ought_problem#cite_note-Black1964-1">[1]</a></sup>
is the thesis that, if a reasoner only has access to non-moral and
non-evaluative factual premises, the reasoner cannot logically infer the truth
of moral statements. (<a href="https://en.wikipedia.org/wiki/Is%E2%80%93ought_problem">Wikipedia</a>)</p></blockquote>
<p class="MsoNormal">I do not claim that I can infer the truth of ought
statements from is statements but I claim that it would be possible to do
it if a suitable set of is statements turned out to be true, hence that Hume’s
law is not true in the sense in which it is usually imagined to be, as a conclusion depending
only on logical argument not on factual claims.</p>
<p class="MsoNormal">My argument starts with intuitionism, the philosophical
position that holds that just as humans have senses such as sight and hearing
that imperfectly sense physical facts so we have a moral sense that imperfectly
senses moral facts. For a book length exposition see <i><a href="https://www.amazon.com/Ethical-Intuitionism-M-Huemer/dp/0230573746/ref=sr_1_1?crid=3FNWLDBRHITO3&keywords=Intuitionism+Huemer&qid=1677113822&s=books&sprefix=intuitionism+huemer%2Cstripbooks%2C130&sr=1-1">Ethical
Intuitionism</a></i> by Michael Huemer, for a short sketch, including my
response to obvious counterarguments, <a href="http://www.daviddfriedman.com/Machinery_3d_Edition/An%20Argument%20I%20Lost.htm">Chapter
61</a> of <i>The Machinery of Freedom</i>.</p>
<p class="MsoNormal">The argument for intuitionism, beyond the fact that it
describes how most people feel about morality — that certain acts really are
wicked — is consistency. We believe that our physical senses are not lying to
us about physical reality because what they report usually passes all the
consistency tests we can subject them to, consistency both between information
reported to us by sight, hearing, smell and touch and between the observations
of physical reality made by different people. It is possible that it is all an
illusion — what I know about what other people perceive ultimately reaches me
through my senses, which could all be lying to me — but it is the best evidence
we have available. If moral perceptions are similarly consistent, if almost
everyone, given a sufficiently well described situation and action, will have about
the same moral response, that would be evidence that there is a moral reality
out there which we are perceiving. </p>
<p class="MsoNormal">Whether that situation exists, whether almost everyone has
about the same moral perceptions, is a fact of reality, a non-moral fact. Suppose
it does. One might still reject the conclusion on the basis of an
alternative explanation. Perhaps there are no moral facts, just moral beliefs,
consistent because they were produced by biological evolution hard wiring into
us beliefs that cause us to behave in ways that lead to reproductive success, or
societal evolution producing societies that indoctrinate their population into the
set of moral beliefs that that make a society more likely to survive. </p><p class="MsoNormal">This
alternative explanation, however, is subject to factual tests. One could
imagine evidence showing that some widely held moral belief did not contribute
to reproductive success or societal survival. I do not claim to have any such
evidence but it is at least logically possible. If it existed, and if we observed consistency across humans
of moral judgement, that would be evidence for a moral reality that humans
could perceive; their common perceptions would be evidence of moral facts just as ordinary perception is of physical facts.
Hence it is logically possible to deduce ought from is. </p><p class="MsoNormal">It may be that moral
nihilism is correct, that intuitionism and other forms of moral realism are
wrong, that the necessary facts are not true, but they could be. Hume’s law is
not a claim about what facts exist but about the logical impossibility of
deducing moral facts from physical facts and I believe I have shown that it is
false.</p>
<p class="MsoNormal">I have shown the possibility of evidence, not of proof, but
that is true of all our factual beliefs. I cannot prove that the sun will rise
tomorrow or that the Earth is round, I can only offer very strong evidence for
those claims. I believe that the is-ought claim as commonly understood,
certainly as I understood it, applies to evidence for moral facts as well as to proof of moral facts.</p>
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{page:WordSection1;}</style></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com8tag:blogger.com,1999:blog-19727420.post-61890674583212666942023-02-14T17:39:00.000-08:002023-02-14T17:39:00.573-08:00The 2022 World Freedom Index is Out<p style="text-align: justify;"> The <a href="https://www.cato.org/human-freedom-index/2022?utm_medium=email">2022 Human Freedom Index</a> is out, combining ratings on economic and personal freedom. The ten freest countries, in order, are: Switzerland, New Zealand, Estonia, Denmark, Ireland, Sweden, Iceland, Finland, the Netherlands, and Luxembourg. </p><p style="text-align: justify;">The U.S. is 23 out of 166.</p><p style="text-align: justify;">The page has a scatter plot showing nations rated by economic and by personal freedom. On the live version you can hover your cursor over any dot and see what country it is. There may be a way of doing that here but I don't know how so added names for some of the interesting ones.</p><p></p><p style="text-align: center;"><img alt="" height="340" 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" width="517" /></p><p></p><p style="text-align: justify;">The country rated lowest on economic freedom is Venezuela, the highest Hong Kong SAR, slightly higher on both dimensions than Singapore. Lowest on personal freedom is Syria, highest Sweden.</p><p style="text-align: justify;">Perhaps not surprisingly, freedom has declined almost everywhere since the previous year.<br /></p><p style="text-align: left;"><br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com1tag:blogger.com,1999:blog-19727420.post-70196452071740147382023-01-29T13:21:00.000-08:002023-01-29T13:21:29.603-08:00An Argument for Venezuelan Immigration<p style="text-align: justify;">Part of the reason Republicans want less immigration is that they expect immigrants, once they become citizens, to vote for Democrats. That is also, in the view of many Republicans, part of the reason Democrats want more immigration. </p><p style="text-align: justify;">Venezuelan immigrants are fleeing a failed socialist state. So were the Cuban immigrants to Florida.</p><p style="text-align: center;"><b>Presidential Vote: Florida </b><br /></p><p style="text-align: center;"> <img alt="" height="367" 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XRhPgoZtfW0AABAAElEQVR4AezdB3hUxdrA8TNnQ0kgAelNIPTeRBBBQWleRLAgFhBFEFFsV69+Kna92LtyEWkiICpXvRYQBUFEVKT3FkINoJQkEAIhe+abZZOzs5tNSDaBbPnvwwPvzJkzZ+Y3edb47tk5Qkpp8EIAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIFQFjBDefCMHQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBFwCpPv5OUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIOQFSPeH/BIyAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEESPfzM4AAAggggAACCCCAAAIIIIAAAggggAACCCCAQMgLkO4P+SVkAggggAACCCCAAAIIIIAAAggggAACCCCAAAIIkO7nZwABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgZAXIN0f8kvIBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQIN3PzwACCCCAAAIIIIAAAggggAACCCCAAAIIIIAAAiEvQLo/5JeQCSCAAAIIIIAAAggggAACxSZw8KCRnJzr1U+dMpKSjMzMXBsU8oBlyW++s/r2d1auYd1zfyE743QEEEAAAQQQQCDUBaJCfQKMHwEEEEAAAQQQQAABBBBA4NwJLF9hzfjE2LJVJu4wduyU6enq0iI21qhTWzSoL667VlzT34iOdo/Heu4Fa8zLUT/PN7p0LuIR7tsnJ06xJkySu3e7exb79xfxJegOAQQQQAABBBAINQHS/aG2YowXAQQQQAABBBBAAAEEEDj3AhkZ8vP/Wu//R/6xNOfF5dGjxrr1ct1646uvRVycGDjAvGWQUbasfHesaiyPJIuc5wRcs2mz9eTT8utv5dn70kDAY+NEBBBAAAEEEECgWAVI9xcrPxdHAAEEEEAAAQQQQAABBIJfYPkK54Ab5a5d9khFqVJiwLWiVSujXrxRJsZI3CG3bJHLVshfl8jUVDlhkrrv3m5sHDniiQsdSZXu/+IrUbGiSEkh419oTjpAAAEEEEAAgbASIN0fVsvJZBBAAAEEEEAAAQQQQACBohWQkz+yRt0nT550dyvKlRMP3GvedadRubJ+Iff9+3LBQuvR0XLZcv2QcST3zf292uWrIPr1jdq3y6hSRc7+3nnV1fk6h0YIIIAAAggggEBkCPCo3shYZ2aJAAIIIIAAAggggAACCBRcQD3/1jn8Tk+uv3p1x6KfzKee8Mn12x2Ly7o5/vjV8ebrdo0K5JHDerGwsWmqXL/qRPS5Qn32UNjeOB8BBBBAAAEEEAgjAdL9YbSYTAUBBBBAAAEEEEAAAQQQKDoB+fpb1n8+sPsT9es7Fi8wWjS3a3ILxH2jzH/903O0SO/u93Sroipe3zDwOkQBAQQQQAABBBCIPAHS/ZG35swYAQQQQAABBBBAAAEEEDijwMpV1hNP6a0cUycZdevqNXnE5ktjzKv7ZTUo0r37vS4aHe1VpIAAAggggAACCES2AOn+yF5/Zo8AAggggAACCCCAAAII5BRIT3cOGiIzMuwj5s03Ghd1tItnDoQwJ08QZcu6Wp69dH8Uj6M781LQAgEEEEAAAQQiR4B0f+SsNTNFAAEEEEAAAQQQQAABBPIlYL30ity8xW4qoqPNF1+wi/kN4uLEkMGqsTx7m/mQ7s/vYtAOAQQQQAABBCJCgFshAl/m9PQTJzNO5v/80qVKlS5dOmf7bQkJiTt2HT582OFwVK1atW3rlmXdt8DkbEoNAggggAACCCCAAAIIIHC2BSxLTvpIv4j4R2+jVi29Jp+xefdIa+w443CRPqpXv7YQeokYAQQQQAABBBCIcAHS/YH/ADz82Oi//vo7/+fXqlnjjVdf0tsvXbZ8wsQpySkpeqWKmzdt8s/774mLi/Opp4gAAggggAACCCCAAAIInG0BOfdHmZSkX0X06qkXCxA3bWJefpncui3rlORkP+eWKmX4bMHvt1mZMkaJEn5O91u1dp315VfGlq2G0ynatxedOxnt2holS/pt61WZkCB//c3YsVPu2OH6lKJCBaNaVdG4seh/lVG+vFfLnAWnU37znfz0M3VRc/pUz2iX/ml9N9twf1uiXrw58HqjTeucZ1ODAAIIIIAAAggUXoB0f+CG0pIFOtmSXu3nzP1h8kfT/PawfuOmu+97cMxzT9eufb7fBlQigAACCCCAAAIIIIAAAmdJQE6e4tOzuKKXT03+i+YH7xuHj7ja//Z7ZpduOU8UjRs5Nqyx6+X8n5y9+thFOzDvvMMc+65dzDU4fNi6Y6T11deeBp/NUrGoXt3x+SdGp4s89T7R9u3W82Pk9E+k0+lzxHV6yZLilkHm22/4fjLhbrp3rzVhkpww2f6YxJx4wpXu37HDunOUNW++3qH18mvmvaPMt17XK4kRQAABBBBAAIEiEWDv/iJhzFcnpvY905WrVuu5fiFEjRrVz9PuFsnIyHjmhRczMzPz1TWNEEAAAQQQQAABBBBAAIEiEThxQt2irvek0vHG+YW4D6lePaP9Ba4O27R2fDDW/Nc/RcWKev9Gxim9KBo2cDz3jHnjQOFzL7/23GC9vVe8eYuzYxevXH/2Yblvn/OynnLc+OwK739XrHS2udCaOs2d6xfNm5mPPaL+iPh4dzv11GJr4mSr79Xepxny+x+sawY44xtZz/3bzvVnnfL9D872nXxy/e5D1rvvy1dI9/tYUkQAAQQQQACBIhAQ0vuW8yLoMmK6SNyx84jfL5lqAlOmTtu//4CqUAn9555+onGjhu6Dd93zwKHs/Ss7XdThvlF3qY371aFjx449/OgT9qF+ffsMvvlGrT9CBBBAAAEEEEAAAQQQQOBsCmzektmslX4Bs19f80vXDfJF9tq02dmxszx2zN2hSqk7tm3M2bn8draz/7V2vTn0VnPCB3bRHTgvvlT+sdQdi4s7GXuT5M6dPm18io5JH4pbb/GqTEpyXnix3L/fXemYOlkMuimrwbFj1tUDrAUL7faOT6aJgQOyilI6YyvI9HT7qB04Pp5iDR0uT9+/pf5n0ChXTnr/z6MoV86RuEXV26cQIIAAAggggAAChRfg7v7ADePr1mnXpnUef9KPp7tz/eoad48cYef6/1y2wk7o161T+4F7R7lz/aqZekjvs0+PNs2sdVm4aHHg4+NMBBBAAAEEEEAAAQQQQKCAAnLXLt8zfG7G9z1c8HKTxqJL5zOeJvr2ET57+ud5jlzym8r1q9y66Hqp4+knHePeN4cNFWrzfe+X9cTThneCXs783M71iwYNPLl+dWLZsuaY5/UO1F5DnqIQ5lezohbOU39ETIyn3jCct9ymcv3iwvbqwwNH0k7Hof1Ra1aImjXtNjIlRX7xlV0kQAABBBBAAAEEikSAdH+RMPrpJGnf/nfHjnMf6NihfddLPL/OzvtpgX3CvaNGuu710F5VKle+rOul7orU1NQ9e72ekaU1JEQAAQQQQAABBBBAAAEEilpg9x7fHit5773jezigcuVK+TqtevV8NctupPZIdSz40fHTD+Kp0eKOYeb4/ziW/iqaNsk+7vpXbbkj33jbq2bhQk+xou/HA0aHC0Xdup4GCds9sfoad4/uxiVd1B9x/XV6vYrNwTc7fp7v+vCgShXXIbVB0Lj39TZy6Z96kRgBBBBAAAEEECi8AOn+whv672HMy69alqWOqRv277/nbr3Rlq1b3cXSpUufX6uWfsgdd7jw9NaWpwvz9JtHcjalBgEEEEAAAQQQQAABBBAoOgG5e7dPZ6LCWUj3R0X5XMV/sUT+mp0+WVSu7PhtkSv5rr/UTkFLFolmTfU665XXjJMnPTXaQwJEhfM89XZUw/Opgzx+3K72CurW0YuOMS+YH00ySpXSK0XP7moPH09NDmrPISIEEEAAAQQQQCAgAdL9AbGd6aT/ffPdX3/97W416q4RUdrvsikpqWlpWb8gtmnV0m9PLVs0t+v3cne/bUGAAAIIIIAAAggggAACZ1sgNdX3CqVL+9YEZVl0udjwdzeVERdnvvCcPmTXYwO2J9o14hrPA3hF/352vR2IalXt2Mgl3S9i4zxt1F3/d9+pF7Ni9blCg/p2vTya9fQCu4YAAQQQQAABBBAopEAB7pUo5JUi53T1/N5PPv3cPV+1Nf8Fbdvoc9+zd69drFcv3o71QH08EBMdffz0hpIpOX/b1psSI4AAAggggAACCCCAAAJFKKDffn66W5l8xGv70SK81rnqSvS/SlzQTi5fYV9QbkuwN/kRatedGtXl3B9E98tFr552G1egdv6ZPFUuXuKpPP0dbk/RjrR7vOy6nIGoWFHatbl8cmAfJ0AAAQQQQAABBAoqQLq/oGJnbv/Ou2Pd2/iopmprfp8TklNS7Jpy5bxuALHrVaD2+XGn+1NTj+r1xAgggAACCCCAAAIIIIDA2RMQ5+XYvD77i8tn76LnoGdz8CCnlu43tiXoFxWXX6b+eGqcTvndHDlxkpwzVzqdnvo8Ikf+vjqv/z+g9GT+8+iYQwgggAACCCCAQP4F8vcbSf77i/iW+/bvX79xk5uh00Udcm7NrzbzsZHK57hxxj4UUybGHR/njg8bhQABBBBAAAEEEEAAAQTOtoC+cY37Wn/9dbaveS76j6+rX0UmeKX7PYcyMuS48c4GTZ3XDLC+na1y/aJtG5GfO/fN/P3PdT6beQZEhAACCCCAAAIIFEAgf7+RFKDDSG869eMZbgLTNO+4/bacHMfUNpHZr7i43O/uL5W1P6Yzt++KZnfCvwgggAACCCCAAAIIIIBAUQmIDu19upJr1vrUhGJReD9K1zi9darPROT4Ca5E/6j75K5dQv0f3YBro5Ysciz7Xdx0g09LP0UR6jse+ZkTVQgggAACCCAQcgJs5lOUS6Z27V++cpW7x3/07lm2bNmcvatdeuxKKS079gkyMzPdNSVLlvA5RBEBBBBAAAEEEEAAAQQQOFsCdeqIGjVkUpLdv9y6zdiy1WjU0K4JyaBKZa9hV6roVfzrL2voHdb3c92V4qKOjg/HGc2aerWhgAACCCCAAAIIBL0Ad/cX5RJNn/Gp3d3V/a6yYz2oXKmSXTx61HOnv13pDjJOZbiDMmXK+ByiiAACCCCAAAIIIIAAAgicPQHRt49P5/Lb2T41oVc8eEgfs6hS1VM8eNB5cVc712/eO8qxeCG5fo8PEQIIIIAAAgiEjgDp/iJbK/Vk3V9+XeLurl583dwew1uxoufJV6m5p/vtJ/TGxcYW2RDpCAEEEEAAAQQQQAABBBA4k4B55x0+TazPZ/nUFKgoX3/LWL+hQKf4aVy4bU7lrt1efTZpbBed198kExPdRbNHd/Ot1w125rF1CBBAAAEEEEAgpATYzKfIluvzWV9IKd3d9b+qb279Vq7subt/+/btXS/p7LdlWlqau/688uX9NlCVA28ektshn/rPZkz1qaGIAAIIIIAAAggggAACCPgXaNNadL5YZt/MpNrIpX/KaTPE4Jv9t8+z1nryaWvMy+bOneY7b3oaOhye+ORJT5xHlL3faR5N8jq025PuF6VLi8u7ZTXevVsu+sU+UQy6yY79B4X71MF/n9QigAACCCCAAAJFJEC6v4ggDWNh9u+IJUqUuKjjhbn1W75cOSGE+4OB9Rs2+m22c9du+5ODtm3b+G2T/1y/Oj1p336/nVCJQLEIpKUdTzt+vExMTJkyMcUyAC6KQG4Cf/19UB2qon0um1tL6hE4lwK8bZ5Lba5VIAHeNgvEFVqNo54cXaHPVYaW2j71z4cPtb9AlitXoImU/vJ/cWNetqpUOXjnHZb2fyVlhWH/Iij3709K2uf3hvqKmZn2xwLpR4+maD24h3FeRob9rLP0EyfcDfy+bZabPadU9tBPXtI5OTnFUH8Mo/QX/4vLrlf/HmjXVh+n+0jc8XT7CWyZJ08eyDEM1Sw6JUX/Xva+/QfksaxbuLTujXLp6fYwTp065bcrvT1xmAnwthlmCxo20/H7thk2s2MiYSBQo3q1MJjFOZsCm/kUDfWhw4fVm6O7r86dLlIJ/dz6VYcaNWzgPrp7z94TJ07kbLnw50V2perNjgkQQAABBBBAAAEEEEAAgXMgkNmi+fFhQ/ULmYcPlXvgQcPf/7/ozfS4xPIVcf96RNWkvvGqVcGzqamqkTHaI8osy9zv5/6kkvMXOHbvsTsUuW+FarfJLXBsTyylPX4g7cEH7JZRa9fasQpM7y3+3YfMo6meNqcyPbEeaR+NuKqzv/mtN/Gt9znFtyllBBBAAAEEEECgwALc3V9gMr8n/Pb7Urv+8su62rHfoM8VvTdv2aoOqVv4P/38v7feMkhvlpqa+sO8n9w16sOr6Gj7PhK9laH258n/Df58COZlR6G4BdRDqo8eOxZbtmxsbNniHgvXR8CPAO+ZflCoKlYB3jaLlZ+Ln1mAt80zG4Voi/fetnbvsR9gqyZR8sf5VW8a7Pjff42q2nNuc5mdnDHTGnGXPHnSvG9UpZtu8GklW7ZwalVVvvqf+dwzWoUhP5xo3XO/1DbwKZWUlPOHzVmyZNaGqur++tKly5y++y/n26ZrQ6Hs/Ls5+ObKvXra15J16ugjqTRxkvnxFPuokZxs3f+g9cM8uyYqJcU1DCmtkaNEyxbinrvdh1T3ej/Vy5czqlSxz7IDq2RJK7tQ4tSpnDPKPsi/4SzAuofz6obm3HK+bYbmPBh1GAqwYUkAi0q6PwA0P6f8uWy5u1bdvN+4UUM/LbSqjh3aRzkcmU7Xb4PfzZnbtGmTDu0vcB8/kpz84MOPqi91uot9r+yjnecb5r0jf/4/DPDtlzICCCCAAAIIIIAAAgggEBVlzpope1/ptYn/n8ucHbuYzz4lbhxolLK3pfHGOnrUevpZ6+33VK3Z/yrzpTHeh10l0a6tXinfeFvWrCmG325kZMiff5HvvW/NmStMry+jy81b5LjxonUruXGTuP02/XR3LGd/L995X9w3yueQOkt+9LG7UrRtY45916tB0yZ60Zox06hU0fXZQ2qq/G6O9dy/5b59egOp6l99Q/7+u/XV1+aTj9tf65ZJSXozQ31LwF+63zh8xNPswF+uLwHk/tVwT0siBBBAAAEEEEAgfwJZm8jnrzGtchUYdOswd46+Vs0ab7z6Uq7tsg989fW3M2Z+ll0y6tapXaN69f0HDuzYucvK/kZntWpV33njVbtNQQM93Z/3BwMF7Zn2CBRSgBsHCgnI6WdPwH3jAPdbnT1heg5MgLfNwNw46xwI8LZ5DpCL/xIpKdagISr57jMSUamSGD5UXHqJqFvXqFPblbPevUcmJKjvL8vP/yuPu3Y6NR96wHz5xdzS2c7WF8h16/VuRcmShtMpT98XpXL95sTx1kuvqCy/3sYdRy373Tj9kDNn567y9z/0BuYVvdOfeiKl9vmu75IKw3r9TZWydzcQTZs45n1vVPPe//fQIWfjFvKIloXXu1OfTKivMlSsIHM8d01Ur+74Y7FRs6areVqas0lLPeOvvtNgvvm6d0+G8fsfzi7d7Oe0qaOOmdPF9df5NqMcvgK8bYbv2ob2zPhtM7TXL6xHz9tmAMvrdbtEAOdzihLYsXOnfT9+k8aN8mNydb++LZo3s1uqLP+S3//YnrjDzvXHREc/8Zhrm0teCCCAAAIIIIAAAggggECxCZQrZ377P8fUyaJiRX0M8uBB66VXnX36ZTZrlVmmfGZMuczGzVXR+uhjlesXsbGOD8aar7yUW65fdaU+CRAO+0G8rr6lurXfnesvVcqcPEEMGaxfUcXqu9Rm716OL2cZrVu5Dzk+nW6OGC5K2M/rNdTuQ6UuvqRy05bqb2el6u5cv7qQ+ejDjuV/+Ob6VS8VK5pjnve5kF00L7/MsXKpefdIu8YdqE87HN98qXL9cuHP1iOPOi/oqOf6VRvrnfetftdYz70g1YPZTp1SX19QmwI5+1+n5/pdzW693Rp+pxzzspGe7nMJiggggAACCCCAQAACpPsDQPM9Zc1azz0prVtl/d7p2yhH+anRj/a5opffh/rWrVPn7TderVK5co6TqEAAAQQQQAABBBBAAAEEzrWAGHSTY8Nqx0tjxAXt8r62aNLY8c6bjj2Jrp158nyJK3qZUyaqDwZ8WrnuwV+ySAy+Wa9XHzaY//qnY8t6c/bXol9fw97np1Yt8z/vOTauMW8ZpH94II4eNTdslKd3SVUbBzl+X2z++/ncdh8SI4Y71KcLcXFeV1QJ/XffMn+YrR5UoAYj2rS2j4pOFzmW/Oz+eoH8eLr1+lty6zb7qB1Yai+gZ19QnwcYhw5Zjz5uvTdWfUZiH3UH6tkG1uSP1KcCxsmTPocoIoAAAggggAACAQiwmU8AaEV5yvH09Hnzf0rcsfPw4SNxsbHVq1e/pEun82vVKvw12Myn8Ib0cJYE+J7gWYKl28IL8D3BwhvSw9kQ4G3zbKjSZ5EI8LZZJIyh10liolzws5G0T+7fb6h97VWeWm27X7u22tJHNGxgdOxQsBkdPCinz5SbNqlb4MVFHcVlXY369e0erGeeMxK2i149xcABuSXr7caG2kFo/Qa5Zu3J5Ssy/z4Y1aJ5qU4dXQ8JqFTJ0yaPSG3Kv3KV6sEoV06oWTTwDCPrpEW/qJ2F1ON5jYs65tENhxDIQ4C3zTxwOFSMAvy2WYz4XDpvAd428/bxe5R0v1+WcKgk3R8Oqximc+A3iTBd2HCYFr9JhMMqhuMceNsMx1UNkznxthkmCxl20+BtM+yWNHwmxNtm+KxleM2Et83wWs+wmg1vmwEsJ5v5BIDGKQgggAACCCCAAAIIIIAAAggggAACCCCAAAIIBJcA6f7gWg9GgwACCCCAAAIIIIAAAggggAACCCCAAAIIIIBAAAKk+wNA4xQEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBIJLgHR/cK0Ho0EAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAIAAB0v0BoHEKAggggAACCCCAAAIIIIAAAggggAACCCCAAALBJUC6P7jWg9EggAACCCCAAAIIIIAAAggggAACCCCAAAIIIBCAAOn+ANA4BQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACB4BIg3R9c68FoEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBAIQIB0fwBonIIAAggggAACCCCAAAIIIIAAAggggAACCCCAQHAJkO4PrvVgNAgggAACCCCAAAIIIIAAAggggAACCCCAAAIIBCBAuj8ANE5BAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCC4BEj3B9d6MBoEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBAIQIN0fABqnIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQXAKk+4NrPRgNAggggAACCCCAAAIIIIAAAggggAACCCCAAAIBCJDuDwCNUxBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQCC4B0v3BtR6MBgEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBAARI9weAxikIIIAAAggggAACCCCAAAIIIIAAAggggAACCASXAOn+4FoPRoMAAggggAACCCCAAAIIIIAAAggggAACCCCAQAACpPsDQOMUBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQSCS4B0f3CtB6NBAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCAAAdL9AaBxCgIIIIAAAggggAACCCCAQJAJ7N1rPfu8s0HT0vUaO3bvDorBZWbK199yXnyp+iPHjQ+KITEIBBBAAAEEEAhrgaiwnh2TQwABBBBAAAEEEEAAAQRCRGD7drlo8ZnHWrq0UaaMUSZGxMQYNaobtWuf+ZRwbyF/nKeS6fKb76TTqeYq1J9jacEwafnFV85HHnWPxPnH0qgWzY0unYNhYIwBAQQQQAABBMJVgHR/uK4s80IAAQQQQAABBBBAAIFQEpBffm2nhvM/blGunNGyhdm7lxg10lBxhL3k2HHWW+/KhITgnLec+ak+MGvmZybpfl2EGAEEEEAAAQSKWoDNfIpalP4QQAABBBBAAAEEEEAAgYILiAfujdq3K+r3xeZTo0WJEvnsQKakyMW/Op982lmngXztzXyeFTbNrFlfGDt3ivLlg3RGjRvpAxMNG+pFYgQQQAABBBBAoMgFSPcXOSkdIoAAAggggAACCCCAAAIFF3A4jCpVjAvbm08/ab72ss/5juefjfplQVTSzqiD+9RHAo6J48XFnfQ28uhR5/89Zo26z5BSrw/v2PHVLMeRvxyH9osOFxbDTNPTjf3787iueecdonJldwNRq5a4dXAejTmEAAIIIIAAAggUXoB0f+EN6QEBBBBAAAEEEEAAAQQQKEoBcf11Pt2Ja/obKr9ftapx3nnqIwFx2xDHop8c77zp2sFfe1lqC/sxvh8VaMfDLoyLM04LmAN8xc7BVK0nnnKeX8/IyMj1WnXrOnYlOGZOd3zxuWP7ZiNov4WQ6wQ4gAACCCCAAAIhJkC6P8QWjOEigAACCCCAAAIIIIBA+AtUqSLMM/3PmhBi1F3m66/4aFgvvWLs3etTGf7FKlk30Z+7maalyclTpWWd4esUJUuqD29E/6sM9e0NXggggAACCCCAwFkWONNvkGf58nSPAAIIIIAAAggggAACCCDgKyCEoe5bz8dLjBhuduuqN5THj1tjx+k1ERGXLn2OpynfH6cenHCOL8rlEEAAAQQQQACBvAVI9+ftw1EEEEAAAQQQQAABBBBAoDgESpXK51XFyBG+Ldeu860J+3JU1Dmd4patrm9R8EIAAQQQQAABBIJMgHR/kC0Iw0EAAQQQQAABBBBAAAEECiIgWjT3aS43bvapCf/iudwqJyXF2f9abu0P/x8qZogAAggggEAICpDuD8FFY8gIIIAAAggggAACCCCAgC1QvZodZgWnTvnWhH1ZbX90bl6WZd04WG7Zem6uxlUQQAABBBBAAIECCZzbLzwWaGg0RgABBBBAAAEEEEAAAQQQOKPAmrU+TUTTJj41uRalNLZukytWyhUrjI2bjIoVRcuWRuuWomMHIzbW96zjx42MDN9Ku6x2z/fZQP/kSSM93T6eFahNiqKjfSvd5T175Ozv5fbtxt8HDfUI3LJlxfnniyv/YTRv5r99PmuTk/00zDkMv83KlDFKlPCcvmOHNXyktWChp0ZFhw97ZqT2FCpb1uuoYcj5P8mPpxvJyeZ/3jOqV/c56qdYGAenU37znfz0M8PpNKdP9Qx+6Z/Wd7ONzVtcl6sXbw683mjT2s+lqUIAAQQQQACBEBcg3R/iC8jwEUAAAQQQQAABBBBAILIF5NJlvgAtfbf38W3gLi/6xTnkdrl7d86jompVc9z7ol9f/ZCzRVu5c6deo8ei00WOxQv1Gqv/ddaP8/QaFYvmzRxrVvhUGitXWS++LL/6WjqdvoceG612KzJff0X06O57KD/l337P7NItZ0PRuJFjwxq7XmXknb362EU7MO+8wxz7rrsoJ0yyHnxYpqXZR91BZq14u0ZERTmS/87K/h8+LCdPtT6cILduczcwnxx9hnR/YRz27rUmTJITJsukpKzLTTzhSverjyjuHGXNm28PUgXWy6+Z944y33pdryRGAAEEEEAAgTAQYDOfMFhEpoAAAggggAACCCCAAAKRKrBvn/XGW/rkhRDmddfqNX5itSPNM885u/dWuX5RooS6l9+8orfQbueXBw44rxlgDR2ubhK3TzfvulNc1NEu2oE60bxjmPnUaLvGHYi7RzpeeE5U8+w1JNq1NYfe5tNMTp3m7NzV+u+XKtevBmNefpl5dT/R4UKVOne3lOvWO3tfad19r6G+i1DQV5vWjg/Gmv/6p6hY0evUDK/9jkTDBo7nnjFvHKgG4N3M820G672xOXP9Xo3VjfyZma5BLvnNGjLUWSve+cijdq7fp2XOYsAO8vsfrGsGOOMbWc/92871u/tXh5ztO/nk+t2HrHffl6+Q7s+5DtQggAACCCAQ2gLc3R/a68foEUAAAQQQQAABBBBAIHIFMjOdNwxSqXldQAwbaqitePJ8WX2vtub+oJqIVi0dH08x3A/7zchQe85Yd94ts7Pq1tRpokUL8dAD7s7Eww86Hn5QvvG28+H/07sX99xlvvCcXpPVXn05oF9fUw3yGddRc+AA85NpPs3kmJedTz7trjQHXGt+OM6Ii8tqs2q188r+cv9+d9H64EPjxAlz4nijQNv0R0eL4be79vUfepuzY2d57FhW5z7/1K4tRj+qmsmbZqvH8PocdBcds782jrj2BbImTLTeed9uE7V0iWcXo9KljJgY57ARBd3cP3AHKa0BN8icmyapuXzznfrAxvUJhFpohVaunPTesMh66RXHncNVvT0XAgQQQAABBBAIdQHu7g/1FWT8CCCAAAIIIIAAAgggEJECvyx2Xt5L/rpEn7xr35sXX9BrcsZy5mdZuf4GDRxLFmXl+lW7kiXVRwXmGK/TrWefN3bt0jsRD96vvgqg1+jfAPCqP12Qf/yh/hXR0ebbb/ge/f0P6+ln3ZXiki7mzOmeXL+qVTfm/7pQbd9vn2V99LH8cKJdLFjQpLHo0vmMp4i+fdRQ/TerUcP1FIHmzUS9+l4N1Iclp+tdf9d3HXJMHO/4cY76GEDUquXVMrdCYRzUlzm+mhW1cJ76I2Ji9Cs4b7lN5frFhe0dUyc7knY6Du2PWrNC1Kxpt5EpKfKLr+wiAQIIIIAAAgiEgQDp/jBYRKaAAAIIIIAAAggggAACESCgbrrfu9f4dYmc/onV+8rMbj18cv3mbUMcvy82KlTIyyI93XrUteuOut3bMWm85xmz2eeIRx4yL78su2So7Wusp1335usvc8zzelHOmasXveK//5bzF6gaMfRWo0oVr0MnTzpvv0OqR/KefjneeNXPbft165pPPq6fZT3zvJFj93y9QV5x5Up5HbWP5edpunZjv8HFnYQyvKCduP1Wv8e9Kgvt4HqqwSVd1B9x/XVePatvVAy+2fHzfDHopiz85s3UIxn0NnLpn3qRGAEEEEAAAQRCXYB0f6ivIONHAAEEEEAAAQQQQACB8BdwXnyps3RsZu36mZde7hwyVN+NXZQsaV51pePLWa6NbnK7Mz1bSL76RtazeZs2MTpfnF3t9a/wvnlf/pnjUcCtW5mXdbPPkWvXqd3q7aIeqGfVygzX9vfm3SP1ehVLdav+5i3uSvXgXKNdW58GWYeGDPa6If3AAevVQHecz34YgN8LeSpLFNmet6J2bU+3uURF6VC3jn4Rx5gXzI8mGaVK6ZWiZ3eh797j70HNentiBBBAAAEEEAgtgSL7PSa0ps1oEUAAAQQQQAABBBBAAIEQEpCpqX5HK5o2cSxeaJQv7/dozkprytSsyuQU+dmsnA1UjVy+3Kt+W4Kh9n/3zpWLUXcZCxbazayx48yLO9nFrEBtKz9+gopF10sN9emC90vtzGNXiF497dg3UA/vffAB50MP2/Xy9beMx/7PJ4ttHw2uwH4OQe7DKkIHEZv92IPTlxN33+nnsupZxA3qG8tXuA/Jo7k8zMDPmVQhgAACCCCAQAgIkO4PgUViiAgggAACCCCAAAIIIBDhAo4ZH6vMvuFwOAffKtes9Whs2Wps2GjkTLV7WmiRutE++25umZTkvGmwdizXUJ46ZaiMf5PGegvR/yq1q37WFwXUJwSzvjBef8WoWlVvI3/4USYmqhrzrhx55y1b5e+uPf3dL9GwQXbo518xYph48ml5/Lj7mCtQXwto1dJP02CrUrn1vF9F6+D9kUxuVxYVK0r7WLaqXUGAAAIIIIAAAiEtQLo/pJePwSOAAAIIIIAAAggggEBECAiV3T59g7zjk2nOCzt5ct9Op3PwbY5Vf3o95DY3koTt9l75Qj1ytsOFuTX0qhfCqF7Nq0YVTNMcOcI5+kl3vfpIQI6fKLz32ZcffKiOimrVxDX9fU6Xi3/1qqlY0avoU1BPoK0Xb6xbb1fLDRtdIMH/OlO6v4gdHPnbrbec9iUA9UAIXggggAACCCAQRgKk+8NoMZkKAggggAACCCCAAAIIhL1Ak8bmm68577zbnqjcudMaOcqc4dkbxz7kE8it2+wa0fli8z/v2cUAAjF8qHjuBXnypPtctW+P4/H/U98/yOpq71757WwVq2Y+GwGpSjXmrGb5+0fUqS31dP+mTSJ/JxZzK/MMwyxiBzN/6f58NitmOy6PAAIIIIAAAoEI5O+3gUB65hwEEEAAAQQQQAABBBBAAIGiFxDDbzcHXKv3a336uXriq17jP9bS/a79eQr5qlRJ3HC93YfaHUh++T+7aE2YJJ1O4XCYI4bblZ5g5y5PrKJ9+72KOQt1vB5Ca/icnrN9qNT4TKSQDup7GLwQQAABBBBAILIFSPdH9vozewQQQAABBBBAAAEEEAhBAfODsaJ2bX3g1n3/PGMGX6Z5nssqE7brpwcWm+qBvdrLev8/WSWnU06YrGJx1ZVGzZpak+ww+zsB7rJM2pt9wP+/PpM1Kpznv13I1eIQckvGgBFAAAEEEAhuAdL9wb0+jA4BBBBAAAEEEEAAAQQQyClQvrzj48nq3nn7iDx2zDloiJGZadfkDIR+j7x6Zm/2Y3tztsxvTfsLRMcOdmO56Bf3Dvvy62/Vzf6qXuR8SK+7dYP69lmuYK+rcV4v7/y+ON/ro468TgzyYzgE+QIxPAQQQAABBEJNgHR/qK0Y40UAAQQQQAABBBBAAAEElECXzuKJx3QJuWy59eTTeo1PLBo3smvUM3utp561i7kFct58Z5v2xi7vvXe01n5v8M96SG/DBqJHd62tJxSNG3sKaiv/NWv1op/4SLJXZXxdr+LZK1jW2etb9RwyDmdVgc4RQAABBBBAoOgESPcXnSU9IYAAAggggAACCCCAAALnUMB84nHRpbN+QfnqG/KnBXqNV9yooV6U02YYZ8qzW8/9W65dl8eXBsTAAaJKFbtbOf0TY/kK9SGBqjHvHGHX+wSiiXe6f+MmdZZPG70oD3g29xelSonLuupH8xtrX4YwvHfRybWHPL8tketZ+T5QPA75Hh4NEUAAAQQQQCDkBEj3h9ySMWAEEEAAAQQQQAABBBCIAAEpvSbpU3QfM03HtCmifHm7pZTSGnybcXojHbvSE1SoICpWtIvqBn+n2vH/+HG7xieQ//tG/rpENG9m1Kvnc8hTLFFCjBhmF2VamvPiS9UwRHS0GDrErvcNmjcT53ntv2/l/ahh7Rm24sp/GHFxvh3mp1y2jKfVgQOGX1JPi9NRftL9TqfPSQUoFotDAcZHUwQQQAABBBAIMQHS/SG2YAwXAQQQQAABBBBAAAEEIkLAJwt/zPOUXa/pn3++OT77AbmnD8gDB5wDbjQyMryaZRfEtVdnh65/5S+LVXbeSEzUK7PipX9at9ymYnF1Pz9HtSpzxHARFWVXyNMpcnHjQEP7HMI+mhVER5uP/EuvlJ98apw6pdd44sxMuXCRXRSDB9mxJ/DZdcen6G5XtqzdXqocvb8PReTs740dO+1mRmqqJ7YjYUeng0OHvMtayfL+zCbnqIrWwaf/3D7P0Ot9TtHGTogAAggggAACoShAuj8UV40xI4AAAggggAACCCCAQFgLqIRsWpo+Q3nkiF7UY3HdNeYdnvvr1SH5x1Jr5Ci9jR2bLzyrfxvA1XjtOueFF8v/fGBs2pzV7MgR65nnnD3/oW7VFzEx5tBb7dP9BzVr5vxIwMztIb3ZXYh77xbVqmWXDHn4sNqJyC7qgfxslty3z11jXtZN9L9KP5oVe386Ik6cyNlG1K2rV1offKgXVSw/nGhdM0Bq+/zI7f4+CImN1U+Uq7MfPLBlq7N5a+vZ5z1HvUdlpKd7DmVHRemQnJLd6+l//SG4DuhfR/AZodf5FBBAAAEEEEAg9ARI94femjFiBBBAAAEEEEAAAQQQCHOBtevUfjhec1y/0avoXTDffM1nF3i1N4514yA/O9RXqmQ+/aT32Yb6LMF5z/2ZzVs7K1R1nl/PWbmG9fwYefr7BOZL/zbi433a5yz6PLBXXNjeuKBdzmZeNerG9icf12us5/9t/LpEr3HFqanWK6+5K0Xp0ua4930buMvabj+qwvzrr5zNRLu2eqV8423XI4VV7js9XX7/g9W3v1N9RuJ9t7vcvEWOG2/89rucNMVzrrYhkqq0Hhstv50t5//kVB8VbNosWrTwtNyb5InVxwneg8w6VHQO0uf7Cgdz+drBYe2jowN/5WtTI30axAgggAACCCAQxAKk+4N4cRgaAggggAACCCCAAAIIRKBAero12jcjb43/0Mi+w90PSXS045Np6hm2+iHr8/86O10iZ33hk8IWo0aKjh30lnYsU1JUytj+pMHsfrkYdZd9NK/g0ktES0+a2xyZ60N69U7EyBHmsKF2jczIcPa+UqpN/O2c+7YE15MA1LOC1Z5CUVHmB2ONBvXt9p7gxAlr+gxP0TCiP57udQ+7+1jrVqJFc7uZTE933n2vs+x5znKVnFf2s+bMFaZpThwvGjey26jAOeq+zC7dnHeMNFaucteLjhcK4dnQR27Y6Ox/rbNXH1euv1VL9WWLrNNPnrQ+nqZ3JSdO9jMqNbUicUhLk199rV/O+nCCXsyKf/9DLvzZrpepqa6fEF4IIIAAAgggEC4Cwv5NLlxmxDyyBAbe7Hku1mczpuKCQPAIHD167OixY7Fly8bGerZPDZ7hMZJIFkg6fc9djeqejQUiWYO5B48Ab5vBsxaMxEeAt00fkMIW16133SSekKD2qZfbt+fsTagH7fbtIxo0MNq0dj2uNsdLvvO+858P5ag2RKVK4sILRP9+wt7zJyPDevBhS23gk/vLVHsEfTjOKFcu9yZeR9ROOK6741XyukIFx+7tRunSXodzK1iWddc91oRJ+nFx/vmiaRO5c6exZav7/1hFuXLm55+I7pfrzVyxesDA7Dlyzly5bLnPIeuCdlG9e4qOHRWafch1F3+/a1wb9+d4qQ9L1FMQxOCbnc1aqZv67eMqsy969VQZeVc/ZtYNc9bjT1gvZ33nwNOyRg3H4gVGnTpywUKVUlfXyjkqcXEn0f0y88o+hvoChP4qhIPrWgrh62/l1m16lyo21c9J+wtE10vVdeW7YxWpnPmZPHhQb6YmLm6+UdSrJ/55nxEdrR8iLnIB3jaLnJQOi0SA3zaLhJFOzoYAb5sBqJLuDwAtNE4h3R8a6xSRo+Q3iYhc9tCYNL9JhMY6Rd4oeduMvDUPmRnztlm0S5Vbsj7nVcx+fc0vZ+WsVzUql219N8fvoZxnqdu6rbvvlTmeNOtKfL/2srh7pN9+cq08flxtBCSTk80H7zdffTnXZv4OqAfkWv/3mLpNPudBUbasGHqrqTLRderkPCrfG+u8/8Gc9XaNOfx213cCtJecMdM166NHtTpDfbrgmPaR+hxFVdrpflGxohg6xLzzDqNePb2xO7buuV/t8GNv9G9edaXaUsm98ZH15NPWmLwEHO++5Zc3MAdr2AhrSl43eJlPjVazcNau7/dzDvd0RIkSjv2783q6ck4CagouwNtmwc0441wI8NvmuVDmGgEJ8LYZABvp/gDQQuMU0v2hsU4ROUp+k4jIZQ+NSfObRGisU+SNkrfNyFvzkJkxb5shs1R5DFQ9IUBtT7/0T9d96MeOiZYtRft2Rts2RtlAvoWptrmXvyw2n3/Gb348j1FkHVq9Rs5fIJP2GmpD+dhYoZ4ZUC9e9OxuxMWd+VytxZnfNg8elNNnyk2bjFOnxEUdxWVdjfqePYLUY4qNhO2uO/oHDjC890fSLnI6VJv+L/rFyDglWrc0atf2PRpwuYgcAr4+J549Ad42z54tPRdG4Mxvm4XpnXMRKIQAb5sB4JHuDwAtNE4h3R8a6xSRo+Q3iYhc9tCYNL9JhMY6Rd4oeduMvDUPmRnzthkySxVhA+VtM8IWPJSmy9tmKK1WJI2Vt81IWu0QmytvmwEsWNbOgwGcySkIIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQJAKk+4NkIRgGAggggAACCCCAAAIIIIAAAggggAACCCCAAAKBC5DuD9yOMxFAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQCBIB0v1BshAMAwEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQACBwAVI9wdux5kIIIAAAggggAACCCCAAAIIIIAAAggggAACCASJAOn+IFkIhoEAAggggAACCCCAAAIIIIAAAggggAACCCCAQOACpPsDt+NMBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQSCRIB0f5AsBMNAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQCBwAdL9gdtxJgIIIIAAAggggAACCCCAAAIIIIAAAggggAACQSJAuj9IFoJhIIAAAggggAACCCCAAAIIIIAAAggggAACCCAQuADp/sDtOBMBBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgSARIN0fJAvBMBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQCFyAdH/gdpyJAAIIIIAAAggggAACCCCAAAIIIIAAAggggECQCJDuD5KFYBgIIIAAAggggAACCCCAAAIIIIAAAggggAACCAQuQLo/cDvORAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgSARI9wfJQjAMBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQCFyDdH7gdZyKAAAIIIIAAAggggAACCCCAAAIIIIAAAgggECQCpPuDZCEYBgIIIIAAAggggAACCCCAAAIIIIAAAggggAACgQtEBX4qZ3oLSClXrVmbmLjjr7/+Tj+RXrlSpXZt2zRu1NDhcHg39C1tS0hI3LHr8OHDqmXVqlXbtm5ZtmxZ30aUEUAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBDIXYB0f+42BTny65LfJ06ZeuzYMf2kr7+dLYQYfvutPbtfrtfb8dJlyydMnJKckmLXuIPmTZv88/574uLifOopIoAAAggggAACCCCAAAIIIIAAAggggAACCCDgV4DNfPyyFKzyy/998/Z7Y31y/e4u1C3/H06c8tHH03P2OGfuD6+98XbOXL9quX7jprvve3DXrt05z6IGAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIGcAtzdn9OkYDW//PrbJ59+bp+j9uFR9+ZHRUVt3LT58JEj7vrv5szt3bNHtWpV7WYrV62e/NE0u6i+BFC9erX04+lHkpPdlRkZGc+88OL4se+oruxmBAgggAACCESCwIK1v2zdt80900Y1GnRrcUkkzJo5IoAAAggggAACCCCAAAIIIFBIAVLJhQI8ffP+ZLuLAddePXDAtXbxw4mTf5y/wF2cOPmj0Y89Yh8aP8FzVqeLOtw36i73Fv/qKwIPP/rEocOHVUsVz/xs1uCbb7TPIkAAAQQQQCC8BT6YO2nGos+PnkjTpxlbusygrgNH9BqqVxIjgAACCCCAAAIIIIAAAggggICPAJv5+IAUrPjDvJ9OnDjhPufKf/TWc/2q8o5hQ8uUiXEf3bZ9u931n8tWuBP6qqZundoP3DvKfpyv+nLAs0+PNs2sdVm4aLF9FgECCCCAAAJhLHA0/ehNr9/+wQ9TfHL9asqqZtzcyeqoahPGAkwNAQQQQAABBBBAAAEEEEAAgUIKkO4vFOA33812n68S9IP83Ybfs3t3d4P09KxPBVRx3k9Zt/yr+N5RI9VOPu427r+rVK58WddL3XFqauqevUn6UWIEEEAAAQTCUuDBSY9vTsrawMfvBNXRhyaP9nuISgQQQAABBBBAAAEEEEAAAQQQUAKk+wP/MXA6nX//fdB9fueLL4pyOHL2dfON1382Y6r6M3PaFPvolq1b3XHp0qXPr1XLrreDDhdeYMfz5v9kxwQIIIAAAgiEpcCMRZ8t3776jFNblrBKtTxjMxoggAACCCCAAAIIIIAAAgggEJkCpPsDX/cNmzarvfvd5/e5orfdkXrc7r79++1Ddr07SElJTUs77o7btGrpc9RdbNmiuV2/l7v7bQsCBBBAAIEwFZj+s+eh93lPccaiWXk34CgCCCCAQHgLyG9nWz2ucJarpP6oQBXDe77MDgEEEEAAAQQQKJAAj+otEJdX47Vr19vlOrXP/2Ppsi//97XaeycjI0PVqy16YmNje/W4XD2/196LX9Xv2bvXPqtevXg71oOoqKiY6Ojj6emqMiU1VT9EjAACCCCAQJgJbE7aui/5QD4nlXRkv2rfuEbDfLanGQIIIIBAOAlYTzxlvfiKPSO5YKGxYKH52CPmC8/ZlQQIIIAAAggggEAkC3B3f+Crf/jwYffJJUqU+Oa7Oa+/9c72xB3uXL+qV3f3q533Z33x1fCR92zZ6tmMODklxb5kuXJxduwTqH1+3DWpqTyW0MeGIgIIIIBAWAls3pO1x10+Z1XQ9vnslmYIIIAAAkEu4LqvX8v126NVldzjb2sQIIAAAggggECEC5DuD/wH4OixY+6TT5069cmnnl0IfB69e+zYsef+/dLx41kb+KjNfOxLli9Xzo59gpgyMe4a+0SfBhQRQAABBBAID4F9R/YXaCIFbV+gzmmMAAIIIBC0AvKtd3IbWx6HcjuFegQQQAABBBBAICwF2Mwn8GVNS0vzObln98uuu+bqChXOU7fwr1y15oMPJ1qWpdqoW/5ffu3NZ58arWKV/bfPiovL/e7+Ull39ztP92CfQoAAAggggECYCVQ/r1qBZlTQ9gXqnMYIIIAAAkErIP9cltvY8jiU2ynUI4AAAggggAACYSlAuj/wZfW57370ow+3zn70rrpt/7KulzRt3OiBf/2fO+O/cdNm9YTeMmVi7F161IWldH0Y4PeVmZnpri9ZsoTfBlQigAACCCAQHgKNaxVsI/72DdqGx8SZBQIIIIBAgQSkduOUz4l5HPJpSREBBBBAAAEEEAhvATbzCXx91QN17ZM7dmhv5/rtymrVql7W9VK7uC0hQcWVK1Wya44e9dzpb1e6g4xTruf9qleZMmXcAX8jgAACCCAQlgLqubvVy1fN59RUyxoVquezMc0QQAABBBBAAAEEEEAAAQQQiCgB0v2BL3d0dLR98kUdO9ixHvyjd0+7uC1hu4orVqxg16Tmnu63n9AbFxtrtydAAAEEEEAgLAX+dfV9+ZxX/lvms0OaIYAAAggggAACCCCAAAIIIBA2AqT7A19KPRFf+/xafjuqWbOGXf/33wdVXLmy5+7+7dtdHwD4fdkPBjivfHm/DahEAAEEEEAgbAQua3lJ3/a9zzgd1Ua1PGMzGiCAAAIIIIAAAggggAACCCAQmQKe7Wgic/6FmXW9evF/ZD8t6vDhI+fX8pPxP3Ik2b5ErVo1Vay29RdCSClVvH7DRvuoHuzctdvdQFW2bdtGP2THA28eYsdnDJL27T9jGxogcM4E1HMs0o4fV38fzX0D1nM2GC6EgC7w1+nPZfUa4nMmMLLbsLTj6Qs2LMr1ilL2atEzMv+Lxttmrj8VHChuAd42i3sFIuv6VfKcrv4fCN4286TiYHEK8LZZnPpcO3cB3jZzt+EIAqEnwN39ga9Zs6ZN7JPXrF1nx3qwdv0Gu9iwQX0Vq1x/o4YN3JW79+w9ceKE3cAOFv7sSXZ07nSRXU+AAAIIIIBAGAs81OeeRtXUfytdn4h7v1SNVP8F/fy3L7zrKSGAAAIIIIAAAggggAACCCCAgEeAu/s9FgWNGjdqWLpUqRMnT6oTv5sz99qr+5cpE+PTySczP3PXqCx/fHxdd9znit6bt2xVWILbfgAAQABJREFUsbqF/9PP/3vrLYPc9e6/U1NTf5j3kzuuUb1adHRp/agdfzZjqh37DfTb/1U/fttQiUCxCKiHVKv7+mPLlo2NLVssA+CiCOQtwHtm3j5n9ejeI0nqk3H1H0j1l3pd2rTzog2/qkS/+6K/bF7y0LX31K7k5+t0Z3VUxd45b5vFvgQMIG8B3jbz9uFoUQlk5tmR/nPI22aeVBwsfgH9x7X4R8MIEDAM3jb5KQhaAf3be0E7yGAbGHf3F2pFul/ezX2+ZVmPPPbEwYOH7O6cTufLr72ZnJLirulzRa+SJUq4444d2kc5HO5YfU6wdNly+6wjycn3P/TIqVOn3DV9r+xjHyJAAAEEEEAgvAW27ktIO5numqMrvy/KlIp55bZnzyvr9QybKT9ND28EZocAAggggAACCCCAAAIIIIBAwALc3R8wnevEQTff+MviJalHj6r474MH73ngIbVRT9UqVdSDdjdu3qz2PnP3Xrp0adXSHau/TdMceP11M7Jv/H/tjbfr1qldo3r1/QcO7Ni5S31y4G5ZrVrVHpd3c8f8jQACCCCAQNgLrNy+Rp9jqzotSkaVuqXbTe98N86u/+bP7+++YniluIp2DQECCCCAAAIIIIAAAggggAACCLgFuLu/UD8J6ib9MS88U6lSVtJBZeo3bd7y8y+Ll61Yqef6nxr9f/bt/O7rXd2vb4vmzexrqyz/kt//2J64w871x0RHP/HYI3YDAgQQQAABBMJeYHXiWn2Obeq1VMUbulwTW7qMXe+0nJPmT7OLBAgggAACCCCAAAIIIIAAAgggYAuQ7rcpAgyqVK783luv9+7Zw+/5zZs2+eD9dxrUdz2k1+f11OhH1Q4/ak9/n3pVrFunzttvvKp6znmIGgQQQAABBMJVYGWi1939beq2UjONLhl94yUD9Cl/+fs3yWlZe+Xp9cQIIIAAAggggAACCCCAAAIIRLgAm/kUwQ+A2pxn2NAhN90wYP3GTRs2bExK2lejRvXGjRupZ/meV95rx2Gfi902ZLDa1Wfe/J8Sd+w8fPhIXGxs9erVL+nS6fxaEfcQQh8ZiggggAACkSZwMPXQ/uS/7FmbQrSOb+Eu3tLthqkLPjmZmeEuqmDaz5/e02eE3ZgAAQQQQAABBBBAAAEEEEAAAQSUAOn+IvsxiImJufCCdupPgXpUm/b063tlgU6hMQIIIIAAAuEnsDxhpT6pJjUblYwq6a4pW7rs9Z2vnvbzZ3aDmb/MGtbjFnXjv11DgAACCCCAAAIIIIAAAggggAACbObDzwACCCCAAAIIFL/A6h3r9EG0refaycd+Del2UwmH5x6F4xknZiz63D5KgAACCCCAAAIIIIAAAggggAACSoB0Pz8GCCCAAAIIIFD8Aiu3e2/cH+96Tq/9qhRX8aoL/2EXVaC298nIPKnXECOAAAIIIIAAAggggAACCCAQ4QKk+yP8B4DpI4AAAgggUPwCx08e37ovQR9H+wa+m+MN7zlEbehvtzl6Im3Wkq/tIgECCCCAAAIIIIAAAggggAACCJDu52cAAQQQQAABBIpZYM2OdZaU9iDOr1ijXEycXXQH1cpX7d2mu1750YIZTsup1xAjgAACCCCAAAIIIIAAAgggEMkCpPsjefWZOwIIIIAAAkEhsCpxrT6O1t47+diHbu9xi+f2fsP4O/XQ10vn2EcJEEAAAQQQQAABBBBAAAEEEIhwAdL9Ef4DwPQRQAABBBAofgGfdH/beK/n9Nrjq18tvmvzLnZRBRN+/EhqXwvQDxEjgAACCCCAAAIIIIAAAgggEGkCpPsjbcWZLwIIIIAAAsEloPL1q3es08eU2939qs2I3rfqLfclH/hh1Xy9hhgBBBBAAAEEEEAAAQQQQACBiBUg3R+xS8/EEUAAAQQQCAqBjXs3n8zMsIdSplR0vap17aJP0KRm4w7eT/GdOO9jnzYUEUAAAQQQQAABBBBAAAEEEIhMAdL9kbnuzBoBBBBAAIFgEVi13Wvj/nb12uQ9smE9hugNtu1PXLT+V72GGAEEEEAAAQQQQAABBBBAAIHIFCDdH5nrzqwRQAABBBAIFoFV29foQ2lbz//G/XabCxu2a1qzkV1UwQdzJ+tFYgQQQAABBBBAAAEEEEAAAQQiU4B0f2SuO7NGAAEEEEAgWAT+TFihD6VNLs/p1duM6HWbXty4d8ufW7060Y8SI4AAAggggAACCCCAAAIIIBAhAqT7I2ShmSYCCCCAAALBKLDnUFLK8aP2yBymo2WdZnYxt6Briy4NqsXrRyfNZwd/3YMYAQQQQAABBBBAAAEEEEAgEgVI90fiqjNnBBBAAAEEgkRgdaLXxv0tazdVGf/8jO327oP1Zn9sXb5p72a9hhgBBBBAAAEEEEAAAQQQQACBSBMg3R9pK858EUAAAQQQCCKBlYleG/e3zsdOPu7R927bo3r5qvpMxs/9SC8SI4AAAggggAACCCCAAAIIIBBpAqT7I23FmS8CCCCAAAJBJOBzd3/b+Jb5HJwQYnjPIXrjn9cv3n1wj15DjAACCCCAAAIIIIAAAggggEBECZDuj6jlZrIIIIAAAggEkcDxk8cTDuzQB9S+QVu9mHd81YX/qBxX0W4jDWPc95PsIgECCCCAAAIIIIAAAggggAACkSZAuj/SVpz5IoAAAgggECwCyxNW60OJr1InplSMXpN3HOWIGtLtJr3N3FXz9ycf0GuIEUAAAQQQQAABBBBAAAEEEIgcAdL9kbPWzBQBBBBAAIHgEljlvXF/m/gWBR3f9Z37x5YuY59lSTnhx6l2kQABBBBAAAEEEEAAAQQQQACBiBIg3R9Ry81kEUAAAQQQCCKBVYlr9dG0iW+tF/MTl4wqdUu3G/WW3/w552DqIb2GGAEEEEAAAQQQQAABBBBAAIEIESDdHyELzTQRQAABBBAILgGn5Vyzc70+prb18vucXv2sQV0HxpQsbdeccmZOXfiJXSRAAAEEEEAAAQQQQAABBBBAIHIESPdHzlozUwQQQAABBIJIYP2uTSrjbw+oXExsrYo17WL+g+iS0QO7XKu3//zXr46dOKbXECOAAAIIIIAAAggggAACCCAQCQKk+yNhlZkjAggggAACQSewMtHrOb3t67cLeIjqgb0lHFH26SczMz5e+KldJEAAAQQQQAABBBBAAAEEEEAgQgRI90fIQjNNBBBAAAEEgktgdeI6fUBt4gPZycfdQ/ky5a656Cq9t5m/zErPSNdriBFAAAEEEEAAAQQQQAABBBAIewHS/WG/xEwQAQQQQACBYBTwubu/TUAb99sTG95jiMN02MWjJ9I+XfylXSRAAAEEEEAAAQQQQAABBBBAIBIESPdHwiozRwQQQAABBIJLYOffu1KOH7XHVCqqZLNaTexiAEGluIpXXtBTP/HjhZ9kOjP1GmIEEEAAAQQQQAABBBBAAAEEwluAdH94ry+zQwABBBBAIBgFVm5fqw+rVZ3mQgi9JoB4WI8hehdH0lL++9vXAfTDKQgggAACCCCAAAIIIIAAAgiEqADp/hBdOIaNAAIIIIBACAus3rFGH33rQmzcb/dzfqVa3Vt2tYsqmDT/Y6fl1GuIEUAAAQQQQAABBBBAAAEEEAhjAdL9Yby4TA0BBBBAAIEgFfC5u79tfKsiGeidV9yu9/N36qHZy3/Ua4gRQAABBBBAAAEEEEAAAQQQCGMB0v1hvLhMDQEEEEAAgWAUSDmeuuvgHntkphCt41vYxcIE9avFX9y4g97DxHlT9SIxAggggAACCCCAAAIIIIAAAmEsQLo/jBeXqSGAAAIIIBCMAisSVunDalCtXkypGL2mMPGIXkP109XnCvNWL9BriBFAAAEEEEAAAQQQQAABBBAIVwHS/eG6sswLAQQQQACBIBVYmei1cX+bekWzk497tq3qNvfZGmj8D1OCFIJhIYAAAggggAACCCCAAAIIIFCkAqT7i5STzhBAAAEEEEDgTAKrE9fqTdrULZqdfOw+h/W4xY5VsG1/4pJNf+g1xAgggAACCCCAAAIIIIAAAgiEpQDp/rBcViaFAAIIIIBAkApkZGZs2LNFH1z7Bu30YuHji5t0bFAtXu/nQ27w1zmIEUAAAQQQQAABBBBAAAEEwlSAdH+YLizTQgABBBBAICgF1u7c4LSc9tCqlqtcKa6iXSyqYESv2/SuVu9cv3K71w5C+lFiBBBAAAEEEEAAAQQQQAABBMJDgHR/eKwjs0AAAQQQQCA0BFZ5b9zvs89+Uc2hR+vLaleqpfc2cd5UvUiMAAIIIIAAAggggAACCCCAQPgJkO4PvzVlRggggAACCASvwKrtXhv3t45veZbGOqzHEL3nJZuXJuxP1GuIEUAAAQQQQAABBBBAAAEEEAgzAdL9YbagTAcBBBBAAIGgFli1w2tTnbb1Wp2l4fa5oGdl722Cxn0/6Sxdi24RQAABBBBAAAEEEEAAAQQQCAYB0v3BsAqMAQEEEEAAgYgQ2LovIe1kuj3VMqWiG1avbxeLNnCYjtu736L3+dPan3cf3KPXECOAAAIIIIAAAggggAACCCAQTgKk+8NpNZkLAggggAACQS2wKtFrJ59WdVoKIc7eiK/r1O+8MuXs/qVhfPjjR3aRAAEEEEAAAQQQQAABBBBAAIEwEyDdH2YLynQQQAABBBAIXoFV23128jlbG/e7CaIcUbd0u1HnmLNi3sHUQ3oNMQIIIIAAAggggAACCCCAAAJhI0C6P2yWkokggAACCCAQ7AI+d/e3rnt20/2K44Yu18aULG27OC0nN/jbGgQIIIAAAggggAACCCCAAAJhJkC6P8wWlOkggAACCCAQpALqtvp9yQfswam99VvHt7CLZymILhk9qOsNeudf/fFtclqKXkOMAAIIIIAAAggggAACCCCAQHgIkO4Pj3VkFggggAACCAS7wIqEVfoQm9RoUDKqpF5zluJbut1QSrvQKWfmRws+OUvXolsEEEAAAQQQQAABBBBAAAEEilGAdH8x4nNpBBBAAAEEIkhg1Y51+mzb1GutF89eXLZ02QEXX633//mvXxw7cUyvIUYAAQQQQAABBBBAAAEEEEAgDARI94fBIjIFBBBAAAEEQkBg5fbV+ijbnP2dfOzL3XrZTSUcUXbxeMaJGYs+t4sECCCAAAIIIIAAAggggAACCISHAOn+8FhHZoEAAggggEBQC2RkZmzdl6APsX2DdnrxrMaV4ipedeEV+iWm//xZRuZJvYYYAQQQQAABBBBAAAEEEEAAgVAXIN0f6ivI+BFAAAEEEAgBgRUJqy0p7YGeX7FmuZg4u3gOguE9bzWFsC909ETaZ79+ZRcJEEAAAQQQQAABBBBAAAEEEAgDAdL9YbCITAEBBBBAAIFgF1i9Y60+xNbncCcf93Wrla/aq/Xl+hg+Xjgz05mp1xAjgAACCCCAAAIIIIAAAgggENICpPtDevkYPAIIIIAAAqEhsHL7Gn2gbePP0XN69YsO6znEc3u/Yfydeuh/S7/TGxAjgAACCCCAAAIIIIAAAgggENICpPtDevkYPAIIIIAAAiEgIKVcvWOdPtA29VroxXMT168Wf2mzzvq1Js2bpsam1xAjgAACCCCAAAIIIIAAAgggELoCpPtDd+0YOQIIIIAAAqEhsGnv5pOZGfZYy8XExlepaxfPZXDnFbfpl9uXfGDOih/1GmIEEEAAAQQQQAABBBBAAAEEQleAdH/orh0jRwABBBBAIDQEViV63drfum7L4hp3k5qNOzRop199/A9T9CIxAggggAACCCCAAAIIIIAAAqErQLo/dNeOkSOAAAIIIBAaAqu8N+5vE9+qGMd9e/db9KvvOrhnwdpf9BpiBBBAAAEEEEAAAQQQQAABBEJUgHR/iC4cw0YAAQQQQCBkBJZuW66PtU18sd3dr4bRodEFTWs20scz4ceP9CIxAggggAACCCCAAAIIIIAAAiEqQLo/RBeOYSOAAAIIIBAaAnsP70s5ftQeq8N0tKzTzC4WSzCi1236dTfu3fLHlmV6DTECCCCAAAIIIIAAAggggAACoSgQFYqDZswIIIAAAggUoUDS4X0L1y0+duJY8tFjZUrFXHNxnxoVqhdh/xHe1erEtbpAy9rNVMZfrzn3cdcWXRpUi9+2P9G+9KR5H3ds1N4uEiCAAAIIIIAAAggggAACCCAQigKk+0Nx1RgzAggggEDRCGxO2vr6V+8uS1ildzdxwUft67d56Op7G9doqNcTByawMnGNfmKbesW5k489kqHdB4+e/rxd/DNh5aa9m9WDfO0aAgQQQAABBBBAAAEEEEAAAQRCToDNfEJuyRgwAggggEDRCHy9dPZNrw/zyfW7u1aVI96/TzUomitFdi8+d/e3qVucz+m1l+KKtj2ql69qF1XwnzmT9CIxAggggAACCCCAAAIIIIAAAiEnQLo/5JaMASOAAAIIFIHAsm0rn/n0pTw6OnoiTTVQzfJow6EzChw/eVzfM0e1b9+gzRnPOgcNhBDDetyiX+iXjb8laNv76IeIEUAAAQQQQAABBBBAAAEEEAgJAdL9IbFMDBIBBBBAoCgFjqYffWbmi/npUTVTjfPTkjZ+BZYnrNbr61WpG1MqRq8pxrhfhz6V4yrqA5jw41S9SIwAAggggAACCCCAAAIIIIBAaAmQ7g+t9WK0CCCAAAJFIPDNn3OSjuzPT0eqmWqcn5a08SuweofXc3rb1Gvht1mxVEY5ooZ0u0m/9I+rf9qffECvIUYAAQQQQAABBBBAAAEEEEAghARI94fQYjFUBBBAAIGiEVi2zevZvHl3WqDGeXcVgUdXbvd+Tm9866BCuL5z/9jSZewhWVKO/2GKXSRAIAgF1DNFHpo0uu8LA9s9dKn6W8Xf/Pl9EI6TISGAAAIIIIAAAggggECxCJDuLxZ2LooAAgggUJwCyxIKsCP/8oI0Ls5ZBd+1nZZzw+5N+rjaxAfR3f1qYCWjSg3udoM+QpU5PZh6SK8hRiBIBDYnbVX5ffVMkQXrf3F/P0n9reKnZ45R9epokIyTYSCAAAIIIIAAAggggEAxCpDuL0Z8Lo0AAgggUDwCx06k5f/C6pm9+W9MS11gw65NJzMz7JqKZc+rVbGmXQyS4MYu10WXLG0PRn1EMeWn6XaRAIEgEVCPDR/x/n257UKm6tVRHi0eJIvFMBBAAAEEEEAAAQQQKEYB0v3FiM+lEUAAAQSKR6B6+ar5v3CBGue/20houcp74/529YJrJx/3EsRGx6qMv74c//3t6+S0FL2GGIHiFUg6vO+hyY/n/dGjOqraqJbFO1SujgACCCCAAAIIIIAAAsUrQLq/eP25OgIIIIBAMQg0rtkw/1e9oEGb/DempS7gs3F/6yDbycce6i3dbizhiLKL6hsJ037+1C4SIFDsAuPmTso71+8eoWqjWhb7aBkAAggggAACCCCAAAIIFKMA6f5ixOfSCCCAAALFI9CtRZf8X7h9/bb5b0xLXWBl4mq92KZeK70YPHH5MuWuuegqfTwzf5mVnpGu1xAjUFwCR9OPfrtsbj6vrlqq9vlsTDMEEEAAAQQQQAABBBAIPwHS/eG3pswIAQQQQOAMAv069GlUvf4ZGp0+XKtCDdU4Py1p4yOw6+CelOOetKPaH79ZrSY+bYKneNvlN+uDOZ5x4tPFX+g1xAgUl8DmvdsKdOmCti9Q5zRGAAEEEEAAAQQQQACBIBcg3R/kC8TwEEAAAQTOikCLOk0NQ56pa5lyPOXwsSNnasZxPwIrE7xu7W9Zu5mfRkFTVa181b7te+vD+XjhzIzMk3oNMQLFIrA8YWWBrlvQ9gXqnMYIIIAAAggggAACCCAQ5AKk+4N8gRgeAggggEDRC2zdt+2rP7473W8eGX/XIbUX9r8mj5Yyj2ZFP7zw6HHVjjX6RFrHt9SLQRjf0fNWoQ3rSFrKf3/7RqsgRAABBBBAAAEEEEAAAQQQQCDYBUj3B/sKMT4EEEAAgSIX+L+PnrZcGXyRfX+/VzY/K+frqnOFq3ase2/2+CIfQ9h3uDpxvT7HtkGf7j+/Uq3uLbvqY/7wxynLE1a5/+j1xAicS4HzypxXoMtdwONGCuRFYwQQQAABBBBAAAEEwksgKrymw2wQQAABBBA4g8C7332w4+/dWY2EK6E/rMeQjg3bq+CvQ4fU360aNLvp9aFpJz1Pap380/R29Vp3bnpR1ln8cyaB5LSUHX/v0lu1qttCLwZnPKzXkHlrfzbUR0HqB0PK5LTUO8be5x5qbOkyg7oOvOmSAbHRscE5eEYVfgIHkv9665v/zF05z/UDme9X45oN8t2WhggggAACCCCAAAIIIBBuAtzdH24rynwQQAABBPIQWLdrg8rd6w3qVak76h93tG/QVv1pU7uF+lOrYo1nb3xcb6Pi0dOf+yvlb59KirkJrEr02smncY0GMaVicmscPPWNazRsY38s4Z1gVds6jZs7ue8LAzcnbQ2eATOScBU4kXHi/Tkf/uP5AXNXzXd/+JTPmVaKrRDl4G6efGrRDAEEEEAAAQQQQACBMBQg3R+Gi8qUEEAAAQT8CmRkZoye9px+yGE6XhzylF7jji9v1XVg52v0+tT0Yw9NetxpOfVK4twEVm73Sve3rdcqt5ZBVa9S+Zv3bsvjTmqV9B/x/n1k/INq1cJsMOpJId8um9v/xZsmzvvYe2pee455H7JL8mDqoeHv3XvsxDG7igABBBBAAAEEEEAAAQQiSoDbfwq73JmZmcfS0vLuxRQiLi4utzbbEhISd+w6fPiww+GoWrVq29Yty5Ytm1tj6hFAAAEEAhZ497vxuw8l6acP73FLw+r+N754+Or7Vm1fs2Vfgt1+/Z7N783+8P6+I+0agtwEViWu1Q+1tm+Z12uDL356xpj0UyfyHpfK+D/zyYufPDQp72YcRSAAAfX1oxdnvbFx7xbfc13fNZGmMKy8cv6njwmhTr/t7bs/HPXOeWXL+/ZDGQEEEEAAAQQQQAABBMJdgHR/YVf4uzlzp3/y6Rl7+WDsO+eV9/2frqXLlk+YOCU5JcXn9OZNm/zz/nvy+ITApz1FBBBAAIEzCqxOXDdj0Wd6s0bV6w/veateo8fqxv83h7048NVb9U38P1owo0ODdp2adNBbEvsIqG9RbNizWa8MiWeHfr10tv7pjj5+n3hz0jbVuF+HPj71FBEIWEDtFfbm12NdW/f4e51Xppzac6xZ7SYPTRq9L/lAzibCENL15PGsLf63/7VjyNt3Thj1btXyVXI2pgYBBBBAAAEEEEAAAQTCWIDNfAq7uLt378lPF5Zl+TSbM/eH1954O2euXzVbv3HT3fc9uGtX9pMkfc6kiAACCCBQQAGVgH582rP6fbEqm//SkGfU33n09P/s3QdgFcXa8HFSTC+0QBIC6dRUmqKAoIANUa/3tferWFBRsTewgQV77+VasHe9AgICdiCFBAjpAZJIz0kjIeUdPLiZ3bST5JQ9e/68fN5nZ2dnZ34D+XTOnGfC+oQ+eN49mgq3/3f+LtNuTSGXskBW8WY561Fo7wH9g/rJFfQZr8paa3nH1uWnWV6Zmgh0ICDS9L/w/WunLTy3zbX+Izw8Lzz27K/v+vBfE2YNHzT023s+XnD27VNGTQzrPVC0Kf4pYlHyyW1v9w3oI79lx94yseK/bbdF/5oqP0iMAAIIIIAAAggggAACTi3A7v6eTl9pWZklTYhdV3K1tPSMN99+Vylxc3MLCwutrandt3+/ubC+vn7Bg4teeeEZT0/mSHEiQAABBLop8NTXL2q2xF594mVRAyI7be7YhInnTz7rPelrASKXy61v3fPm9S92+qzLVkgvUifuj3aSxP07unAG74b8DJedXwZuRYFv1/3w9Dcv7q7c22abx448Zt7p10b0GyTfFV8rafObJW9d/+KVL9wg/6DbZdojVvxfuvopcQa13AIxAggggAACCCCAAAIIGFiApeSeTu7OnbvMTVx95eXDhw1tszmx1t+3r2rL1SuvvanUnHDU+OvnXC0S94uSqqqqW26/e8/eQ//VJ+IlH31ywXnnKDUJEEAAAQS6IbAuL23J2k/lB0dGDLvs+Avlkg7ieaddm1GYmbVti1Inozj76W9eIom/AqIJ0gtUiftTY5I1FfR5Ka+TdtrD0n3lndahAgIdCIj0Yo98/uSWdj5kihkQdesZc8cPHdNBC5pb4lOBt+YeWvEv2lWi3Kqoqbz8uWufvWJxSnSiUkiAAAIIIIAAAggggAACBhYgmU9PJ7eyqsrcxNjRo8NCQ9v8HRp66AvXyq8/120wL+iLkqjIITdcN8e81i8uxSG9982/y9398LysWr1WeYoAAQQQQKAbArX1tfM/WKh58KELtCl6NBU0l49e8kCgj79cKJL4r87+RS4hVgTSi1TL/cnRCcotPQcB6inuuKvmVCod1+EuAm0K/LV/5x3/ve/S565pc60/2C/w9n/d+Mlt73Rprd/8opCg/m9e/8Kw8Dj5veL0katfuvG3nD/kQmIEEEAAAQQQQAABBBAwqgDL/T2aWZF5v7n5UC5osUAfGBhgYVvLV6xUal435yqRyUe5FMGAkJCpx042l5hMpu07SuW7xAgggAACXRJ4/MvnNLu2bzz16siQIV1qJLT3wIcvvE/zyD3vP0ASf42JuMwrL6g6UK2U+3v7xoXGKJd6DsbGplrevWGDyI5iuRY1DwuY0/Sfvui8NtP0e7p7nD/5/0Sa/rOOOaPbZMF+Qa9f+1zikJFyC3UN9de/dtvyjJZ//5TvEiOAAAIIIIAAAggggICRBFju79FsFheXmJ/vHRxseUNbcw9nB/bx8RkcEdH6wfHjWr67vfzHFa0rUIIAAgggYInAn7kbPvvta7nmqIhhF045Vy6xMJ4wfPxF6gdFEv+bXr9DPpPWwqaMXU2TySc5KlHzqbZuhz82LsXyvk1JmGh5ZWoiIHaHfP3n/05bdO5ry98Ri++tQSaNmPDJbf+dd9p1AT6Wbh9p3Yi5xM/b79U5T4+PGy1XaGhqvO2d+V/98Z1cSIwAAggggAACCCCAAALGE2C5v0dzWrJtu/l5cdCuCMR/y5WUbFu99uctOVvrDx5ss+mKClN1dY35VkpS23lUExNGKc/uYHe/YkGAAAIIdEWgpq7m7vcfkJ/w9vRadJF2k75coeP4ulNmi08L5DrZ23PEMZtyCXF6ofqc3hjnOKdXTNyp406yMEWPqNbmWanMPgJtCmSVbLrgySvmL1kozs5tXSEqZMjLVz319OWPDOnfxhaQ1vUtKfHy9H7+ysenJ02RK4uvoy748OH3V38sFxIjgAACCCCAAAIIIICAwQQ4qrdHE7rtn+X+6urqa66/cfdu1X/F+fn6nn/eOdOPnyq/Y/uOHcplTEy0EsuBp6eneLamtlYUVphM8i1iBBBAAAELBR774mnN4tr1M6+K6Bdu4eOtq3m4ezzxn0VnPXaxOP1SufvuTx9NGDpe7P1XSlw8SC9UJ+6PavuDbR0qBfoG3nfunbNfnNtp30S1TutQAQEhsLNi1xNfPr80o+1vagb5Bl594mX/Pvp08bPF6lyizUcuvt/vw4e/VO/oX/zlsxU1pqtP/I/V30iDCCCAAAIIIIAAAgggoAcBdvf3aBaUxPpFxSWatX7Rrlivf/X1N2+69Y69e/cprxHp/pU4ODhIiTWByPNjLjGZWhaVNHW4RAABBBBoT+CXLb9/+cf38t2UqIRzJ/1bLulGLE7CfOziB93UT97+3/kk8TeT7DbtKd1XrvCIBcekqJbvqynlug3GxqUuOPv2DronjvMVFUS1DupwCwEhYE7Tf9rCc9tc6xd/Nc6ZeOY3d3949sQzbbHWr0zB/LNvF+cBKJfm4NVlby/69HFNIZcIIIAAAggggAACCCBgDAGW+3s0jzt37dI87+Xl5e/vJxdu375jwQMPmU/0FeUimY9yt4OM/37/NFJTczjzj/IUAQIIIIBAxwIijc+9Hzwk1/H18ll44Xy5pNuxWOq99PgL5MdJ4q9opBVkKLEIRgyK9/L0kkv0H4ssPR/Me31MTHJbXW1+9KL7SOPTlgxlLQKdpukXWfU/ufXtW8+Y2/M0/S1vbT8S5wGI7xBo7n/8y5d3vXu/8m+nmrtcIoAAAggggAACCCCAgPMKkMynR3NXVVWlPD9j2nFnnD6rX9++oqShsfG/777/v6XLzf8dVf7Xznfeff/iC88Xt+RHgoLa393vfXh3f2NTk/IKAgQQQAABSwQe+njx3qr9cs0bT50T2nugXNKTeM5JV2zIT08vylIaEUn8n/r6BbGsppS4ZpBepMrkk+I8ifvl+RoWHv/qnGdL95atylrz5o/v7akSX9FrFv/Xy82tsrZarknsggLr8tKU06fHxGqPdxZp+hd98sTmHVvblBFp+m+aNWfiyAlt3rVd4RXTL+nj30fs6Bd/ipVf36ctr60/8NglD9j06wXK6wgQQAABBBBAAAEEEEDAPgIs93ffuaGhITgoqK6uTizuX3j+uSdMP15py9PD49KLLxw+bNiTzzxnLvzuf0vNy/1Klh5R3tzc7lK+aNz8oJfXEUqzBAgggAACnQqIND5iGUuuJvbS/vvo0+SSHsZisW/xpQ+d+cgFchL/91Z/fPSwI108iX9ageqc3hTnSdzf+o9EeN+w8yafVbiz5NNfvxIr/eL/xK/M4qzpKaojeVo/SIkhBSprKz9Y88l7P30kvs2jDDDQx//8Y88SWcLEwQ+dpekPmD3j0rMn/stRa+viZ6C/j9897z/Y1Nyy5r8qe+2cl+c9c8Uj4mhfZVAECCCAAAIIIIAAAggg4NQCLPd3f/rEgbovv/BMB89POGr8sh9HZmVvEnXENv/SsvLwsNCQ/v2VRyorW74coBSag/qD9ebA399fc4tLBBBAAIH2BEy1la3T+Dx4/j3t1e92ed+APiKJ/5Uvzm1ZOevVSyTxX3Lzm2F9QrvdrFM/WN9Qv7U0Tx7CGOfPcZ8UmfD3cv/hYWVKX+mQR0psbIGc0tzZz18vL/SbxytKXvrhTfEZwLTkKd+tX1bXcPhf3mQNdzf3MyfMuuaky4P92v1Op1zfdvFJo6f7efne8vY9DU2Nylv+yNtwxfNzX7zqCT9vVS5KpQIBAggggAACCCCAAAIIOJcAufttO1/jx41VXrBp8xYR9+t3KNuP+Zep/eV+5YTeoMDAf6rzvwgggAACnQgsbJXG59bT5/YP6tfJY926LZL4XzH9YvlRsfZ34+t3NEpLafJdw8dia7+8cXhwv0EOX9/subnmqOHN27e67Pz2HNNJW2hvrV8ZjviL//lv39Q11CklSiC+WvTpbe/cceZNOvm7cGzCxOdnP+6tPlFjY8mmS5+dU1FjUrpNgAACCCCAAAIIIIAAAs4rwHK/beducMQg5QW1tbUiDglp2d1fUFCg3NUE1dWHvyrep3dvzS0uEUAAAQTaFBCZ1pdmrJRvibW20448RS6xbnzlCZeNi02V29xalv/EV8/JJa4TZ6gT96fGJBpg7JEhg/29fZWBiG3RWcWblUsCVxCY//7C1vv6tQN3+zvZk1Q6pH/EU5cteunqpyJDhkjFjg/HxY9+dc4z/uq9/Lll+Rc/fdVf+3c6vn/0AAEEEEAAAQQQQAABBHomQDKf7vtlb9ps3oMfGjowOiqyzYZ27tqllMdER4m4d3CwSPpsPsJXtKDclYPikm3mCqIwNVV7Cpy55lnnXSQ/0nEs8gh1XIG7CNhToLq6prqmRvyzUjrs2p4d4F2GFNhXUzH/g0Xy0Py8fK6eNrtLPwB37tott2BJfMOJc+a8OW9/TYVS+YM1n0b3iz06ruXbXcotYwe/bv5THuDgPpFdwpef1VU8InzEusINSpdWZ/0S4tPyyb1SbtOAH5s25e2g8aVZK8VneB1UkG65idSN4jxn8fnQWRP+74wxJ4s0Pvr8K9D3iL6Lzr3/3o/u3y/t6C/Zvf2CJ6946OwFEX3CpEF1Hnbjx2bnjVIDgXYEBrRTbi6W/8bxY7NDKm46UoAfm47U593tC/Bjs30b7iDgfALs7u/+nD397AviJF7x+6GHH2uvlT/+XK/ciomOFrFY6x8aH2cu3LZ9x4EDB5QKSrDqp9VKfMyEo5SYAAEEEECgPYEnv3u+8kCVfHf28ZeFBLTkT5NvWTEO9g26fdY8d/Xe3qe+e6aswrX2yYo0Ppt35MiwIwcNky+dNx4+aKjc+c3bVcOUbxEbT+D3vHVdGtSJydNfvvzZM8fOFGv9XXrQzpVj+g957IKFIYGqD672VO279f27C3aX2LkzvA4BBBBAAAEEEEAAAQSsKMDu/u5jjho54udffxPPm0ymkpJtQ4YM1rRVVl6+fkOauVCk4Pf19THHJ594Qs7WXBGLLfwffvzpxReeLz8oWlu6fIW5RBztqzwl1xHxR++/oynRXMrb/0U7mrtcIuBAAXFItdjXHxgQEBgY4MBu8GojCXy3fumGonR5RMcMO/KiaefIJZbHXf2ZKeqX7L/shf+9rryipv7AY988+d5Nr3m4eyiFxg627MipbzyojDHYL3BCgkG+3zAp4ah31y5RhralNKerf0KUZ7sd8GOz23Q9fLCkK2vfA4JDFl50Tw/faLfHxR/j92569fLnrxP7+pWXitPO7/jgXnFyb8KQkUqhJYH9/1JY0ivqGE+gocMhyX8O+bHZIRU3HS8g/3F1fG/oAQK9evFjkz8FuhWQv72n207qrWO63nmkNyxNf8aOHa2U3HnvffkFhcqlCAoKi267816l5D+XthzneOT4sZ4ehxeAvv3+hz/WtXwDYN/+/XPn3Xrw4OEVk5mnnKy0QIAAAggg0KbAbtOeRZ8+Lt8K8g1YcO6dcomt48unX3xUvGp129WS+KcXZMnIqdHJ8qVTxwmRI+T+i/wn5fv/kkuIDSxQ1pW53mnqcjYwx9KJY8zfnvvSsPDD3zo1d6a6ruaK56//fWvXvtbg2IHwdgQQQAABBBBAAAEEEFAE2N2vUHQ5mHDk+I8//by0tEw8WV9ff+c9CwaFh8XFxnp4eBQWFRUWFSv598PDwyYcNV55gbu7+1n/d+b7Sz4ylyx+4umoyCHhYWHlf/1VVFzS1NRkLhdHAkw7boo55p8IIIAAAu0J3Lfk4eq6Q2ehK7/uPHNev8A+yqV9gkUXLfj3IxeKbBjK60QS//FxY45NmKiUGDhIL8yUR5ccnSBfOnXs6+Ur1kNzSvOUUaQXZJ44erpySWBggQAf/6oD1RYOMKz3QAtr6qdasF/Q69c+d/VLN20s2aT0qq6h/rpXb3ns4gdc5MeXMnACBBBAAAEEEEAAAQQMIMDu/u5Poli1X3j/fD9fX3MTYnF/+47SVavX/LhyldjaL6/1z7/7Ds1rTp81M2FUy7ekxSr/L7/9Lp5S1vpFs3ffcavmKS4RQAABBDQCX//5v59zfpcLpyUeOyP1eLnEPrFYNXv04gc077r7/QdL9x76VNjwv9LUy/2jDbS7X8xdakySPINZJZvlS2IDC4yNTbV8dMMGxVteWT81/bz9Xr76Kc33kxqaGm98885v1v2gn37SEwQQQAABBBBAAAEEELBEgOV+S5TarePn5/fCs08eP3WKOIC3zUqnzzr1qcWP9Ondu/Xde++6/eQTZ7T5YFRk5NNPPDYgJKT1U5QggAACCCgCIo3Po58/pVyKoG9A77vPdthnpWJR+PpTrpT7I9Ji3PTGnY1NjXKh8WLxkcYu0x5lXOLEgpFDhiuXBgg0eczTCzcaYFAMwRKBsXEpllQz15nitF/l8fHyeXb2Y1NGab+KNP+Dhz755UvLBaiJAAIIIIAAAggggAACDhcgmU9Pp0Cs+F95xWXnn3tWWsbGkpKSHTtKg4KCoqOj4mJjIiOHKDn623zNJRddILL6LP9xhcj8s3fvPnGcb1hY2KSJEwZHRLRZn0IEEEAAAVng7vceEOvpcsn9594V5Bsol9g5vuS489flpf2S84fyXpHE/7Evnrn9XzcqJcYLNMvfiUNGGuyM4qQoVW6iLTu21jfUe3l6GW8qGZFG4NRxJ73308eWZPAXmXxmjXfiI5fE39nHL31I/FD9Pm25gtDcq9fCTx/fW7V39oxLlUICBBBAAAEEEEAAAQQQ0LMAy/3WmZ2AgIBJx0zoJX538ZdI2jNr5ildfIjqCCCAAAK9Pvv1qz/yNsgQJ6VOO3r4kXKJQ+KHDyXxv0g+tPOjnz+fMHScgbNga5b7NalvHDIL1n1pRL/w3n5B4pBec7NNzc1ZxZtHxxrnOGLrchmptUDfwPvOvXP2i3M7HZSo1mkdnVcQXzl96IJ7A3z9P1bv6H/phzcra6vmnXadzvtP9xBAAAEEEEAAAQQQQEAIkMyHPwYIIIAAAs4nUL7/r8e/ek7ut0jjc9f/3SyXOCoO8Al44j8LNdvb737/gbJ95Y7qkq3fqzmnNyValene1m+3T/uaQWUWZ9nnvbzF4QJj41IXnH17B90Qx/mKCqJaB3Wc6NYdZ867csYlmg6/t/rju969XzmYSnOXSwQQQAABBBBAAAEEENCPAMv9+pkLeoIAAgggYKnAnf+9r7b+gFxbpPERB07KJQ6MR0YMnzvzKrkD1XW1N75+hyGT+NfU1eSVF8qDHWPEbe9JUaPkMWYWZcuXxMYWEFl6Ppj3+piYNr7PIQpfnfOMU6fxaT13V55w2c2nXac5lkok+Zn35l2G/CHWWoASBBBAAAEEEEAAAQScV4DlfuedO3qOAAIIuKjAh2s/Sy9S7a2eNe5EPaTxkefjgmPPPnrYeLlEJPHXHCws33XeeEN+htz52IFR+vncRe5YD+PkqES5Bc0XGuRbxIYUGBYe/8wVj/ZqFtnsxe9Dv9x6NX9z14evznlW3DKXGOmf503+vwfPv8fdTbXmvyp77ZyX59U31CkjFcd0l1XsVC4JEEAAAQQQQAABBBBAwOEC5O53+BTQAQQQQACBLgiIND5Pff2C/EBIUL9bz7hBLtFJLJL4n7P4slIph4/IiH30sCMNlsQ/vWijDJ4crVoWl285dTxqyHBPd4+GpkbzKEQe/+17dkT0G+TUg6LzXRIQ+et7ScvffQP6hvcN61ILzlX5pNHT/bx8b3n7HuWPvei/ODHliufnzhx74rKMFevy05URjY1NOXXcyaeOO1EpIUAAAQQQQAABBBBAAAGHCLC73yHsvBQBBBBAoJsCIo1PXUO9/PCD592jz+3kIon/k/9ZKNaI5d4aL4l/ekGmPMBUIybuFwP08vQaGh4nj5R8PrKGK8QV/5zVbB6sOMXX8KMWn00+P/txb0+vlpE2N28syV702RPyWr+4Ky7nL1k4+4XrK2srWyoTIYAAAggggAACCCCAgN0FWO63OzkvRAABBBDorsB7P32kSePzr6NOHRc/urvt2fy5+LC4m2ZdK7/GnMS/Xv2JhVzBuWKRyDt72xa5z0bd3S/GmBSVII80Q51RSr5FbEiBypoqeVxBfgHypVFj8QNWHE7gbz4ZReQyOpTdR5XhRx64WPSf/cJcVvxlE2IEEEAAAQQQQAABBOwswHK/ncF5HQIIIIBANwW27yl97rtX5IfDeg8U50nKJTqMz5l05pRRE+WOiST+j33xjFzivPGmki3yly2C/QIj+oU773A67nmy9rRe1QESHT/LXQMImGpN8iiCfIPkSwPHCUNGvnHd8+Jvd8dr/WaBnNI8caKvgTUYGgIIIIAAAggggAACOhdguV/nE0T3EEAAAQQOCTQ3N9/xznx5ZVkULrxgvo+Xj/6BHjz/7vA+oXI/P/31q2XpK+USJ401ifvHxer3mxY9F9bs7s8tyzfMtzR6juMKLZhqVGlqAn1dYne/eWbjw2JvOX1uB/v65T8AYo//urw0uYQYAQQQQAABBBBAAAEE7CbAcr/dqHkRAggggED3Bd5e+UH29hz5+XMm/is5WpVcRb6rq1gcLdA6ib/Icy3OetVVP7vRmfQC1Tm9KTFJ3WjEWR4J6xPa269lQ3dTc3NGIRv8nWX2rNBPkzorfbB/sBUadZ4mftv6p+Wd/erP7yyvTE0EEEAAAQQQQAABBBCwogDL/VbEpCkEEEAAAZsIFO4seubbl+SmB/cLnzvzarlE57FI4n/rGTfInTxwsO6mN+6qb6iTC50uTivMkPs8OtbIy/1ipGNiU+XxijNL5UtiYwtU1qpy9x9KbuNKv7buyLN8uLml+ZZXpiYCCCCAAAIIIIAAAghYUYDlfiti0hQCCCCAgE0E7n3vIU279517l/cR3ppCnV/+++jTTkw5Xu5kXnnBo587cRL/kt3b99e0ZDP39vQaPmiYPEDjxZovlLC733hT3MGINCfQBvq62HJ/WRdW8EUG/w4kuYUAAggggAACCCCAAAK2E2C533a2tIwAAgggYAWB15e/o0njc8GxZ6VEJ1qhabs3Mf+c2wf3GyS/9rPfvnbeJP7pBZnyWJKjnCO3ktznrsaJQ0bJj2woSJcviY0tUFHd8uGWGKmrLfd3aXIDfPy7VJ/KCCCAAAIIIIAAAgggYC0BlvutJUk7CCCAAALWFxCnoT7//Wtyu5H9I649+Qq5xIli8Y2Exy/TflNhwYeLindtc6JRKF3VnNObaujE/eZRa3b3V9fViq84KCAExhbQHNXrasl8xsQkWz6/w8LjLK9MTQQQQAABBBBAAAEEELCiAMv9VsSkKQQQQAABawo0NjXe896Dcovubm4PXXivl6eTpfGRhxAXGnPvWbfJJbX1B+YdSuJfLxc6Rdxqd79TfuWiq9SJQ0bKj5DPR9Ywdqw5qtfVdvdPTZxk+fx2qbLlzVITAQQQQAABBBBAAAEEOhVgub9TIioggAACCDhG4NWlb21VZ4u+eOp5IyOGO6Y31nvr6UeeMiN5qtxewc6iRz57Mqc09+s///fK0jfFP0UsV9BhXFFjKpK+lCA+iRkd24XNvzockYVdSlLnLMoo2mjhg1RzdgGTdFKFGEuQix3Ve+q4kyxM0SOqicrOPt30HwEEEEAAAQQQQAABJxXwdNJ+020EEEAAAWML5Jblvf7ju/IYowdEXn3if+QS543vO/fOzdu3btuz4/AQmps//+2bz3//Vh5ReJ/QK0+47NRxJ8qF+onTCjLkzsSHxXp5esklRo2TIke9J40tsyhbuiI0soBmd7+rLfeLbzPcfNp1Cz58uNM5FtVc7asPnZpQAQEEEEAAAQQQQAABuwmwu99u1LwIAQQQQMBSgYbGhtvfuU8k81EeEJvHH75ovqeHQT6lFkn8n7p8kc8R3r2amw/9dnM79Fv9q3Rf+fwlCxcsWVhZW6m+o4ur9ELVrnZXSNxvdk+JUeUsKvirsKauRhdTQidsLLC/ukJ+Q5BvoHzpCvGs8SefN+nfnYy0udnXy7eTOtxGAAEEEEAAAQQQQAABmwmw3G8zWhpGAAEEEOiuwEs/vFG4s1h++j/TLooPi5NLnD2OHhB13zl3HhpFq4V+eWhf/fm/x798Vi7RSZxemCn3JCVKtQgu3zJYHBLUf2BwiDKopubmjcWblEsCowqID3WapbF5eRwhPrSTClwlvPn06x+/5KGw3gPbGPChDy8P/UB77Iun6w7WtVGBIgQQQAABBBBAAAEEELC9AMv9tjfmDQgggAACXRHYtH3LWyvkdCm9hobFzp5xSVfacI66tfW1Ha/1m4chVvy/+uM7XQ1JHCycvS1H7tLo2BT50thxMun7jT3BbY2usrZKLg7yC5AvXSoWx/AuufmNBWffPnPsCWNikhMiRoyOTD600C9+/f0lpd2Ve1/64U2XMmGwCCCAAAIIIIAAAgjoR8AgWRH0A0pPEEAAAQR6IiDS+NzxzgKxY1ppxMPd4+GLFoh/KiWGCV62eEXslaVviTQa+hl4dskWOdWS2OrbP6iffrpn654kRY1amrFSeQvp+xUKAwemWpM8ukDfIPnS1WKRml/8RDL/UCotKxfDf2nV69+s+0FxeO+nD08/8uTIkCFKCQECCCCAAAIIIIAAAgjYR4Dd/fZx5i0IIIAAAhYJPPvty9v2lMpVr5xxSdSASLnEGHFOaW7Z/r8sHIvI4y/qW1jZDtXSClXn9KZEu0omH7NtErv77fCHTGevqKhWHaER7Odyifs7npB5p13n792Ssr+hqfG+JZ0f6ttxm9xFAAEEEEAAAQQQQACBbgiwu78baDyCAAIIIGA1gZUb1+SW5Zmb8/L0+u9PH8pNj4wYdvn0i+USw8Q527u2fC/qDwuP18nwMwqz5J6kxiTLl4aPE4aM9Pb0qmuoN4+0uq62cGeROIzB8AN35QFWHdAk83Hp3f2t/yQE+wVde/LsRz5/WrmVXpS1NO3HGanHKyUECCCAAAIIIIAAAgggYAcBlvvtgMwrEEAAAQTaEHj5hzfeX/1x5YFq1T2Rxkc6uvbB8+9W3TXQRdm+QxkwLP/V1fqWt9yNmmnqc3qToxO60YhTPzIiYlh60UZlCBuLNrHcr2gYMjDVqHb3B/q6bu7+9ub37IlnfvH7tzmlhz++FdUe/+q5iSMn+Hn7tfcI5QgggAACCCCAAAIIIGB1AZL5WJ2UBhFAAAEEOhGorK089/HLXl76lnatXzx3eK2/uVdz8/WnXGXIND5mnbA+oZ0wqW93tb76aWte5ZUXVEkf0ogMHvFhsdZ8gTO0JdL3y92Ul/7lcmLDCFTUqHL3B5HMp62pvefsW+XiXaY9L/3whlxCjAACCCCAAAIIIIAAArYWYLnf1sK0jwACCCCgFbjpjTvlHaDa24eu3fx9/C6eem5btwxSNiyia5l5ulrfdkwZhS272sVbUqKSbPcu3bacFKla7s8szNZtV+mYVQRMtard/UG+5O5vw3VkxPBZ406Ub7y/+pPiXSVyCTECCCCAAAIIIIAAAgjYVIDlfpvy0jgCCCCAgFbg/dUfrS9QHfSqrfH3tciH/sGaj9u8ZYxCkYg/rPdAC8ciauoncX9aQabc7ZQY1zqn1zz2MXGpMkLBzqKauhq5hNhgAq2S+bDc3/YM3zjrWvnM3qbmJs7sbVuKUgQQQAABBBBAAAEEbCPAcr9tXGkVAQQQQKAdgZd+eLOdO9rily2uqX3SSa6vPOFSC3t64ZRzLKxph2oZRapzelOiXXF3vziYNFydjild/aUHO0wEr7CngGa5X/wBsOfbnehdf5/Ze6XcYXFm73frl8olxAgggAACCCCAAAIIIGA7AZb7bWdLywgggAACWoGc0lw57bv2tvpaZPYX9dVlhrqaNf7kmWNP6HxIzc3frvtfY1Nj5zVtX0NkMN+xt0x5j4e7R2LkSOXSpQJtPh/1pyAuReEKg9Us9weSzKf9WT974r8053ks/uIZvv7SPhh3EEAAAQQQQAABBBCwpgDL/dbUpC0EEEAAgY4F1ueldVxBc7er9TWP6//yltOv72TFv7lZjCJ7e86DHz+qh+H8mbte7saowcO8PL3kEteJk6MT5MFuLN4kXxIbTKDqQJU8Inb3yxqt43vVZ/burzG98P1rratRggACCCCAAAIIIIAAAlYXYLnf6qQ0iAACCCDQrkBlrWrJrN16/9zoav1/nnOa/xV7hO8/964FZ9/eOo+/ey+3XmKt383t0O9evb784/v3Vzv+MANNyhrXzORj/uOVFKU+rbdYlePIaf4I0lHLBMT3WuSKgX4B8iWxRmDU4BGnjT9ZLnx/zSe5ZXlyCTECCCCAAAIIIIAAAgjYQsDTFo3SJgIIIIAAAm0KhKnTnbdZRy7san35WSeKRVYf8VtkLsrZnlu2r1yMelhEvLub+8VPX3XgYJ0ykMVfPhszMOqoYeOUEvsHrZb7XfGcXjP7iIjhPkd4KxMkDpfOLy+MDY22/6TwRjsIVNZWym/p7R8sXxK3Fpg78+oVmes92OAAAEAASURBVD+JnGzKrYUfP/7m9S8qlwQIIIAAAggggAACCCBgCwF299tClTYRQAABBNoWEKvYbd9op3RsXGo7dwxYPCw8Xiz6X3nCZeKfIhbJrxdecK9mnLe8fU+plDpfc9fWl/UN9Vt2bJXfkhqTLF+6WjwyYpg85AxO65U5jBXvr66QBxToy+5+2aONWHwiMufk2fKNjOLsr/74Ti4hRgABBBBAAAEEEEAAAasLsNxvdVIaRAABBBBoV0CsYrfOWtNebVEzvG9Ye3ddoXxKwqSrTrhUHml1Xc2cl+c56tDL9IKNTX+fJWDu0pD+ES6ewTxJnb4/k3w+8h9WA8XVB6oPnaHxzy9vT68jPI7454r/bVfgrGPO0JzZ+9TXL2hOQWj3YW4ggAACCCCAAAIIIIBAtwRY7u8WGw8hgAACCHRX4ObTr7fwUctrWtigM1abPePSqaMmyT0v3r39xtfvaJaW3eW7No3TizLl9lNjXDeTj9khOVJ1Wm9mUbbsQ2wYAZM6k0+QX6Bhhmbrgcw/5zb5FeLM3me/fUUuIUYAAQQQQAABBBBAAAHrCrDcb11PWkMAAQQQ6ERgauKkmWNP6KRSr16ijqjZaTVXqLDoonvj1Bnh/8xPe+Kr5+0/drG7X35pclSSfOmCcUqMSqBo1zZHffHCBfHtOWTtcr8vy/2W8o+MGH76kafItT/55Yvcsny5hBgBBBBAAAEEEEAAAQSsKMByvxUxaQoBBBBAwCKB+8+9a/KICR1UFWv9ok4HFVzqlpen93OzFwepVxjfW/3Rd+uX2tNBfJ8grZDd/SpykctocL9wuWh9foZ8SWwMAVO16pzeQPVfRmOM0XajuGnWnEAff6V9kRbp/iUPK5cECCCAAAIIIIAAAgggYF0Blvut60lrCCCAAAIWCcSFx/bqJZZ95ITYhx4cE5P8ytVPs9avQRwQHPLUfx72dPeQyxcsWbRp+xa5xKZxTmluXUO98opgv8DIkCHKpcsGiZGj5LGTvl/WMExcSTKfHsxlgE/AdadcJTeQvT3n89++kUuIEUAAAQQQQAABBBBAwFoCLPdbS5J2EEAAAQS6IPD3znS3Xr3ceh3KQd8sTnQUq/zf3PXhq3OeHRuX2oWGXKZqSnTivWffLg+3oanxuldu2VmxSy60XazJ5JManWy7dzlRy8nRqgMMNpK+34kmz+Kummqr5Lrk7pc1LIn/ffRprc7sfZ4zey2how4CCCCAAAIIIIAAAl0VYLm/q2LURwABBBDoqcCWHTnl+3cebsXt0KL/7BmXiFX+8L5hPW3a0M+LHEficxF5iPuqK655aV59Q51caKM4vVCVuJ9zes3OSVGq3f0ZRVkOOUXZRpNOs2aBipoKmUIkcZIviS0REGf2ip/1yq/KA9VPff2ickmAAAIIIIAAAggggAAC1hJgud9akrSDAAIIIGCpwLL0VXLV5MhRfQP6yCXE7QncesbclCjVdvKCnUW3vb2gvfpWLE8rzJBb45xes8bQsDhvTy9FRuQ72lqWp1wSGEOgUr27P9A3wBjjsucoxJm9Zxw1U37j5799bc90ZPKriRFAAAEEEEAAAQQQMLAAy/0GnlyGhgACCOhU4PsNy+SeTU+ZKl8SdyDg7ub+1OUPR6i/BvHTpp9f/uGNDp7q+a2yfeW7THuUdsQC96ghw5VLVw7c3NySNOn7yedjuD8QphrVUb1Bvuzu784c33DqNZoze+9b8kh3GuIZBBBAAAEEEEAAAQQQaF+A5f72bbiDAAIIIGADgc3bt7Rk8jmUvL/XiaOn2+A9hm0yyDfw2dmL/bx85BG+vPSt1dk/yyXWjdMKMuUGRw4e7qE+N1i+62pxUnSCPOTMoiz5ktgAAtrlfr9AAwzK/kMQZ/bOnXm1/N7csvxPfvlSLiFGAAEEEEAAAQQQQACBHgqw3N9DQB5HAAEEEOiawFJNJp+oBDL5dE2wV6/IkMGPXvyAnAhbtHDbO/O3ltoqjUxGkSZxf1JX+2zg+kmRLPcbeHoPDa2yVrW7P9CX5f5uzvi/JswaFTFMfvjZb1/izF4ZhBgBBBBAAAEEEEAAgR4KsNzfQ0AeRwABBBDomsAPacvlB6Ylk8lH9rA0Pnr4kdecdLlcW2SNv/aVm/dXq84UlSv0JE4rUC33J6vPD+hJywZ4dkxssjyKbXtKK2pMcgmxswuY1BMqvmHj7CNyYP/vPed2+aNKcWbvE18978D+8GoEEEAAAQQQQAABBAwmwHK/wSaU4SCAAAK6FhAHM7bK5DNN1z3Wcef+M+2iqaMmyR3cXbn3uldubmxqlAt7HtfU1eSVF8jtaBa45VsuGPt5+0WFDJYHnq7OfSTfInZGAZP6qN5gf5b7uz+N8WGxYo+//PwXv3/Lmb0yCDECCCCAAAIIIIAAAj0RYLm/J3o8iwACCCDQNYGlaSvlB8QmcTL5yCBdjRdddO+w8Dj5qeztOfM/WCiX9DzWJO6PC40WC9w9b9ZILSRFjZKHk1mcLV8SO7uA5usagRzV27MZnTvzKvnMXtEYZ/b2TJSnEUAAAQQQQAABBBBoEWC5v8WCCAEEEEDA1gJL03+UXzEj5Tj5krirAl6e3s/NXtzHP1h+8LsNy9796UO5pIdxujpxf3J0Yg8bNN7jmvT9GYWq3EfGG6+rjUiTu79fYB9XE7DueMWZvTecOkduU5zZ++Haz+QSYgQQQAABBBBAAAEEEOieAMv93XPjKQQQQACBLgtkb9usyeQzI5Xl/i4zah7oF9j3mSse9XT3kMuf+vqFdXlpcklPYk1qmtRozunVciaqd/dnb9vS3NysrcS1cwqIg2TlufQ5wts5x6GvXp9x1EzNmb3Pffey5lsU+uoxvUEAAQQQQAABBBBAwEkEWO53komimwgggIDzCyxLV2XySYlOIpOPVWZ11OAR9559u9xUU3PzjW/cUbJ7u1zYvVicBJBVsll+lt39soY5jguN8ff2VcrFsclbduQolwROLWCqqZT7zzm9skZPYs2ZvdV1tY9/+WxPGuRZBBBAAAEEEEAAAQQQEAIs9/PHAAEEEEDATgJL01fIb5qRMlW+JO6JwMyxJ5w/+f/kFqrraua8PE+csisXdiPevD1HLF4rD4YE9RvUN0y5JDALuLm5JQ5Rp+8vIn2/Qf50mGrVy/1+nNNrnZkVZ/aeOeE0ua1v1v2QUZgllxAjgAACCCCAAAIIIIBAVwVY7u+qGPURQAABBLojkFWySZPJZzqJ+7sD2e4zN826dnzcaPn2jr1lN75+Rw+zyqSr09CnRJG4XzZuiTWn9bJq2ULj5FFlTZU8Anb3yxo9jK+feaX2zN4PH25qbuphszyOAAIIIIAAAggggIArC7Dc78qzz9gRQAAB+wloMvmI/O9k8rGuvthg/vilD0Wot97/mZ+2+MtnevIiTeL+lBgS97fNmRSVIN/ILGZ3v+zhxHFFTYXc+yC/IPmSuCcC4szeG2ddK7dQtKtkyZpP5RJiBBBAAAEEEEAAAQQQ6JIAy/1d4qIyAggggEA3BZZlqBL3s7W/m44dPubv4//s7MV+Xj5yrQ/WfPrd+qVySZfi9QXpcv2UaNWitnzLxeOUaNX3Hkr3lXPuqDH+SFTWqnf3+wUYY1w6GcXpR56iObP3xf+9xt8dncwO3UAAAQQQQAABBBBwRgGW+51x1ugzAggg4GQCG4uyW2XyIXG/TSYxMmTwoxc/4O7mJre+YMmi7uWWEYf9VkjnlHp7eg0fNExumVgR8PP2ixkQpVyKYEO+6pMS+RaxEwnIfwVEtwN92d1v5dlrfWbvo589ZeV30BwCCCCAAAIIIIAAAi4jwHK/y0w1A0UAAQQcJ7BUvbV/TGwKmXxsNxtHDz/y2pOvlNtvaGqc+/qtOyt2yYWWxNpMPtGJImWQJQ+6Zp2kaNVpvRlFHDpqhD8Ildqjetndb+VpFWf2/vvo0+VGv09b3r1PKOVGiBFAAAEEEEAAAQQQcE0Blvtdc94ZNQIIIGBXgf9tWCa/b1oyW/tlD+vHlxx33ozk4+R2TbVV17w0r76hTi7sNE4v2ijX0eSrkW8RC4GkSFWmo0yW+w3xx8KkWe73DTTEsPQ1iOtOmd1bfSjCfZzZq68pojcIIIAAAggggAACTiPAcr/TTBUdRQABBJxUILMoe0/VPqXzYnP4iaOnKZcENhJ44Py7hoXHyY0X7Cy67e0Fckmncavd/ZzT25FZsnp3f1bJ5samxo4e4J4zCFRK+axEfzmq1xaTJs7sveHUa+SWxZm97/30kVxCjAACCCCAAAIIIIAAApYIsNxviRJ1EEAAAQS6L7AsY4X88NjY1CC2x8oitomP8DjiudmL+/gHy83/tOnnF75/TS7pIBanZRbt2qZUEOcBpMaw3K94tBFED4jy9/ZVbogcSpu35yiXBE4qoDk2lh9fNprHWeNPbnVm7+t7Kvfa6HU0iwACCCCAAAIIIICAUQVY7jfqzDIuBBBAQC8C/9uwXO7KtBQy+cgeNoz7BfZ95opHvTyOkN/x2vJ3Vmf/LJe0F6cVZMi3hobHeXl6ySXErQWSoxLlQvL5yBpOGps0u/v5tNJmE6k5s/fAwbrHPn/GZm+jYQQQQAABBBBAAAEEjCnAcr8x55VRIYAAAjoREMctajL5nJB6vE765grdGDV4xAPn3aUZ6W3vzN9amqcpbH2ZXqg6aTYlmq39rZG0JUlRqtN6RSYrbQ2unU1Ae1SvP7n7bTWF4szesyf+S259acYKzuyVQYgRQAABBBBAAAEEEOhUgOX+TomogAACCCDQfQFNJp9xcaNJhdF9zW49OT3luIumnCM/WtdQf+0rN++vrpALW8fphard/anRqn3rretTIgQ0u/szOK3X+f9YaI7qDWR3vy3n9NqT2zizlzMwbElO2wgggAACCCCAAAJGE2C532gzyngQQAABXQn8kPaj3J/pZPKROewVz5159fi40fLbdlfuve6Vmw82HpQL5Visr2VvU+WdT41JlisQtymQGDlSHHKg3PqrYtcu027lksAZBSprq+Ru9w3oI18SW1fAz9vvxlnXym2KM3v/u2qJXEKMAAIIIIAAAggggAACHQiw3N8BDrcQQAABBHokkFaQKWfycXdzFzvNe9QiD3dLwM3N7fFLH4oKGSw/nb095+53H5BL5FhkoZF31Ib3Ce0f1E+uQNymgFisjBkYLd9KL9goXxI7l4DI5NMs9djPy0e6IrSJwKnjTtSc2fvK0rc4s9cm1jSKAAIIIIAAAgggYEQBlvuNOKuMCQEEENCHwPLMlXJHxsamkMlHBrFn7O/j/+zsxQE+/vJLl2Wu+u+qD+QSJU4vzFRiEaSQyUfm6DDWpu8vJn1/h176vlmhPqeXTD72mS5xZq/4eFh5lziz95FPn1QuCRBAAAEEEEAAAQQQQKADgZZ/k+6gErcQQAABBBDohsDStBXyUzPY2i9z2D0e1Dfs8UseklPNiC48/c1Lv+X80bov6YWqPemc09uaqL0STfr+TNL3tyflDOWVtSa5m0F+QfIlsY0E/j6z9wy58eUbf/ozd4NcQowAAggggAACCCCAAAJtCrDc3yYLhQgggAACPRVonclnGon7e4ra0+fHxY++4dRr5Faamptvfuvukt3b5UIRbyhIl0tSYjinV/boKNbs7t+8PUdOi9TRk9zTn4CpRpW4P8g3QH99NGaP5px0RW/1hysPfPQIf5WMOdmMCgEEEEAAAQQQQMCqAiz3W5WTxhBAAAEE/hFYlqHa2j8uLpVMPv/YOPJ/Lzj27JljT5B7UFN/YM7L82rqapTC/PLC6rpa5dLf2zcuNEa5JOhYIDJksBBT6jQ0NWYVb1YuCZxLwKRO5hPky+5+O02gOAbjptOuk1+2fW/ZWyvek0uIEUAAAQQQQAABBBBAoLUAy/2tTShBAAEEELCCwLJ0VeJ+MvlYwdRKTcw/+/aEwcPlxnbsLbvx9TuampvMhRnqTD6p0clyZeJOBUbHpMh1Mouz5EtiJxIQR/XKvQ3yD5QviW0qID6YTIlKkF/x6tK3d1bskkuIEUAAAQQQQAABBBBAQCPAcr8GhEsEEEAAASsIbMjP2FO1T2lIHLp4fPIU5ZLAsQIe7h7PXPFY/8C+cjf+zE9b/MUzoqR0b9mPmat69Wru1dxsrpAcrVpxk58iblNAk88ns4jTett0coJCk2a535flfrvO2nz1mb31jQcf+fQpu/aAlyGAAAIIIIAAAggg4GwCLPc724zRXwQQQMAZBJaqM/kcGT+GTD66mrfe/sHPzn7My+MIuVdL1n563D0zZz509q9b1/Xq5dbLze3Qin9zM7v7ZSVL4qRI1Qck6/PTLHmKOjoUqNAk8/Fjud+usxQZMuScif+SX7kyew1n9sogxAgggAACCCCAAAIIaARY7teAcIkAAgggYAWBHzNWya1MS54qXxLrQWBYePz95955uCeHNvKL3277a0yqvokVfze3Rz9/Smz5V5Vz0aGA+D6Eu6D755dQLdtX/s8V/+tMApW1qr8Rgezut/vsXXPS5a3P7D3YeNDuHeGFCCCAAAIIIIAAAgg4hwDL/c4xT/QSAQQQcCIBTSYf0fPjk491ov67TldnpB5/2fEX/JO0p2V5WiOwtSz/3Mcv0yQx19ThUhbw8vSKD4uVSzaSz0fmcJ64sqZK7qxm3Vm+RWwjAXFm7y1nzJUb58xeWYMYAQQQQAABBBBAAAGNAMv9GhAuEUAAAQR6KvBD+o9yExOGjieTjwyiq/jak2cHifwk0lb0NrtXeaB63pt3tXmLwjYFktRHjGZwWm+bTLovrFB/3yXAN0D3XTZgB08aPV1zZu/ry/7Lmb0GnGmGhAACCCCAAAIIIGANAZb7raFIGwgggAACksAPaarl/hkpZPKRdHQWrstLM9Wq9i+318F1+emicnt3KdcIJGuW+wuzNBW4dAoB7VG95O530LS1PrP3wY8ec1BfeC0CCCCAAAIIIIAAAroW8NR175y5c5998dW2bdvFCM447dQhQwZ3MJS8/PzCopK9e/d6eHgMHDgwNTkxIIC9Yx2AcQsBBHQtIA5RlBfI3N3cpyZN1nWPXbtzX/35neUAovLYuFTL67tyzaSoUfLwt5bm1TfUiyQ/ciGx/gUq1R+GBfkF6b/PhuyhOLP33En/fm/1R8ro1m75bXX2z5NHHaOUECCAAAIIIIAAAggggIAQYLnfJn8M1qz9ZclHn5ibTkpKaG+5/4916197/a39FRWaTowaMfzGudcGBfGflBoYLhFAwAkElmWslHt51NCxZPKRQfQWb92RZ3mXckvzLa/s4jUj+g0Sed6Vo48bmhqzS7akxiS5OIvTDV+TzIefZg6cwatPvOyHtOW7K/cqfVj06RMTho8/wuMIpYQAAQQQQAABBBBAAAEESOZj/T8De/buff6lVzpt9/sfli5+4unWa/3iwezNW665/qaSkm2dNkIFBBBAQG8CP2aukrs0I+U4+ZJYbwLiGF7Lu5RT2oXPBixv1qg1U6OT5aFlFJHPR/ZwjrjqQLXc0d7+wfIlsT0FxJm9N86aI7/xr4pdT331/Pr8dPPv0r1l8l1iBBBAAAEEEEAAAQRcU4Dd/Vae9+bm5vseXNTU1NRxu2npGW++/a5Sx83NLSwstLamdt/+/ebC+vr6BQ8ueuWFZzw9mSPFiQABBPQuIDL57Ktu+caSyOQzLXmK3jvt2v0L8PHXLGh24CEqd3CXWxqBxKiRK7PXKIWZLPcrFk4SaLb2+3v7OknHDdtNcWbvxz9/nn74r1KzGOcHaz8Tv5UBj41NmT3jUnKOKSAECCCAAAIIIIAAAi4owO5+K0/6u+8vKS//q9NGX3ntTaXOhKPGv//OG08tfuTlF55545UX+vXta75VVVWlZARSKhMggAACehZYmrFC7t6EoePEfky5hFhvAsPC4yzvUpcqW96sUWsmRSbIQ0svzJQvifUvUFlbKXcy0DdQviR2iMDhM3ubxVq/29+/Vb0QJ4rPfnHugiULVaVcIIAAAggggAACCCDgSgIs91tztrfkbP362+87bfHPdRtEwh9ztajIITdcN0cc0mu+FIf03jf/Lnf3w/OyavXaTlujAgIIIKATgabmpmXpqsT901Om6qRvdKM9gamJk9q71bq8S5VbP+5qJQmRI9zdxIrk4V8ij//2PaX/XPG/TiAgnzouuhvMOb06mDRxZm9UyOBe0t+s1p366s//seLfmoUSBBBAAAEEEEAAARcRYLnfahN94MCBhY8sNjeXnKja0Kd5x/IVLcth1825SmTykSsMCAmZeuxkc4nJZNq+g6UBmYcYAQT0K7AuN01eHfN09yCTj35n65+enTruJAtT9IhqovI/z/G/nQt4eXoNHzRUrkc+H1lD/7GpWrW7n3N69TBlKzeuKdhZ3GlPxIq/qNlpNSoggAACCCCAAAIIIGA8AZb7rTanjz3xtFjxF835+fpef+01HbS7NTfXfNfHx2dwRETrmuPHjVEKl/+oyoyhlBMggAACehPQZPI5ikw+epuhtvoj8pPcfNp1bd3RlolqJDPRonR2nRSl+vif03o7A9PXfVONSe4Qf/5lDUfFi794xsJXP/7lsxbWpBoCCCCAAAIIIIAAAkYSYLnfOrO57McVG7OyzW3ddcetXl5HtNduRYWpurrGfDclKbHNaokJo5TyHezuVywIEEBA3wIrMn+SO3hC6vHyJbFuBWaNP3nB2bd33D1RQVTruA53WwskR7X8f+ji7sbiw/+q0LomJToUqDxQJfcq2J/c/bKHA+Kc0tyy/Z0fkWXuWem+8tK9ZQ7oJa9EAAEEEEAAAQQQQMChAiz3W4FfnM372htvmxs69ZST4uNiO2h0+44dyt2YmGgllgNPT0/xFQFzSYVJtbNMrkaMAAII6Efg963rRGpyuT/keZc1dB6LpfxXrn46rPfA1v0UheIWa/2tZSwpSY5Wfa6/ZUdu3cE6Sx6kjh4EKmtVy/2BvkF66JUr9yFn++EvyFqIsC4vzcKaVEMAAQQQQAABBBBAwDACnoYZiaMG0tTUdN+Di5qbm0UHQgcOuOC8czruyf6KCqVCcHC7/90o8vzU1NaKmiaTKm+s8iwBAgggoCuBZRktp5KIjk0eebSft5+uekhnOhYYG5f67T0fi82zqzau2fH3lthBfcOmJE4aFh7f8YPc7UAgtPfA/oF9d1fuVepklWweE5uiXBLoWWB/teojzGA/dvc7eLrK9pV3qQddrd+lxqmMAAIIIIAAAggggIA+BVju7+m8vPr6W3v2HvrPeHd393vuul1z7m7r1kUyH6Wwd3CwEmsCP3+/vfv2icKamsOZfzQVuEQAAQR0JbA8Y5Xcnxkpx8mXxM4iIBb3Wd+37mSlRCUu39iS50qc1styv3WFbdda1QHVlotgv3Z3adiuD7QsCwT6BsiXncZhfUI7rUMFBBBAAAEEEEAAAQQMJkAynx5NaEbmxh9XrjI3cflll4T0799pc1VVLV8MDwpq978bfbx9zE01NjV12iYVEEAAAccK/Jbzh6m2ZV3M091jSsJEx3aJtyOgE4HEqJFyT9ILN8qXxHoWqKhu+bEm+hng46/n3rpC38bEpXZpmMMi+HJSl8CojAACCCCAAAIIIGAEAZb7uz+LYuH+sSeeNj8/auSIacdNsaQtkaVHqdbc3O5SfkNDg7laB6f+Ku0QIIAAAo4VWKrO5HP08CPJ5OPYGeHt+hFIilSl7+e0Xv1MTac9ManPIwkimU+nZDauIL57ZPmHLuLcEb6rZOMJoXkEEEAAAQQQQAABPQqw3N/9WVn4yOP19fXieR9v71vm3WBhQ/I3ACorW3b6ax6vP3ioZfHL35+tZGYJ/okAAjoVaGpuWpG5Wu4cmXxkDWIXF0iIHCG+76IgiBOtS3ZvVy4J9Cwgf2lJ9DOQ5X4dzNZVJ1xqYS+utLimhQ1SDQEEEEAAAQQQQAABpxAgd383p2nX7t15+fnmh/38/J5/4WW5oYbGRuXyy6++Wbdug7iMj487fdbMfv36KrdM7S/3Kyf0BgVyLpwCRoAAAnoU+D1nnbwoRiYfPU4SfXKcgIe7x4iIoRtLNitdyCjMGtI/Qrkk0K2AqUaVzCfIl38lc/xcnTf5rJUb16wvyOi4K2NikmeNP7njOtxFAAEEEEAAAQQQQMCQAiz3d3Nam5ualSfFmbp71x86VrfNX6Vl5eK3uLWjrEws94eEtOT3LygoOHbSMW0+VV1dbS7v07t3mxUoRAABBHQisDRjhdyTY4YfRSYfGYQYgaSoBHm5P7M469RxJ8KifwH5g0zR2yCO6tXHnD1x2cIrnr9+a9nhbTetOyXW+kWd1uWUIIAAAggggAACCCDgCgIs99t7lnsHB7u5uTU3H/q0IHtTy14/uR/FJdvMFURhamqKfEuJzzrvIiXuNDB/3tBpNSogYB+B6uqa6poa8c9K6eRq+7yat1hdQGTyWZauWu4fHTXaeX/m7Ny12+pENIhAeJBqL/+GvIyu/h3hx6b9/xSJf1GrrquR31tVUVNdoSqR77ps7JAfm0+cv+i/P3/09fpva+pr1fLNxydMvfHEayr3V4vf6ltcGUFgQIeDkH+08mOzQypuOlLAIT82HTlg3u0kAvzYdJKJopsIWCTAcr9FTK0r9e3b54LzzunVq2WPv6bOu+9/aC5JTUkeNXK4iAcNGiT+Kdb6h8bH5WzNFfG27TsOHDggH95rfmTVTy1ZsI+ZcJS5kH8igAACOhRYX5RZU39A6Zinu+eEuLHKJQECCAiBkRFDZYfi3SX1jQe9PI6QC4n1JmA6YJK75Ofl6yZfEzta4MJjzhK/127944OfPyzes+1Qd8S/lbu5xYfGOrprvB8BBBBAAAEEEEAAAUcKsNzfTX1PT89ZMztKCaos9x915Lipx06WX3PyiSeYl/vFFv4PP/704gvPl++aTKalyw9vlQ0PC/X19ZHvKvFH77+jxG0G8vZ/0U6bdShEwCEC4pBqsa8/MCAgMDDAIR3gpVYUSF+dJrc2ccRRcZHRcokzxvzMdMZZ03Ofw3uFDgwO+atil7mTTc3Nf9X8deTQLnwwxo9N+89vw+4G+aW9/YP5ySCDaGJH4ZwVNquqoeK571491J+/P5DZU7PbUZ3RmHBpCwHVX8tWL5Cnnh+brXgo0JeA/MdVXz2jN64qwI9NV515Jxi3/O09J+iuPrroro9uuFYvjhw/1tPDwzzmb7//4Y9165Xx79u/f+68Ww8ePGgumXlKR58oKE8RIIAAAg4REJl8lmeskl89PWWqfEmMAAJmgaTIUTKFSN8vXxLrUMBUo9rdH+jL59M6nKVDXYpTb+fPLS3QaUfpFgIIIIAAAggggAACdhFgd79dmNUvcXd3P+v/znx/yUfm4sVPPB0VOSQ8LKz8r7+KikuamprM5aGhA6cdN8Uc808EEEBAhwK/bP69uq4lb7Knu8fxSaovM+mwz3QJAYcIJEcnLMtcpbw6szBbiQn0KVBZUyV3LJhzemUOPcVxYaqvlOWUHkqYyS8EEEAAAQQQQAABBFxWwFmX+8Vhttt37Ni5c9dO8f92HzpZcUBIiFgfDw0NDQsdKJbOPf7ZPq/PqT191szMjVlZ2ZvM3ROr/OK33FU/X9+777hVLiFGAAEE9CawNONw5jFzxyaNONrL01tvnaQ/COhBICkqQe5GelGmfEmsQwFTrWZ3f6AOO0mXhEB43zBfL5/af06REcHOil0DgkPAQQABBBBAAAEEEEDANQWcbLk/c2P2jytXrt+QXl9f38GEie3zCaNGzJg+bezoVBF3UNMOtzw92ka+967b33rn3e9/WCYy+Gu6ERUZedfttwQHB2nKuUQAAQT0I9DY1Lhy42q5P9NTpsiXxAggoAiMiBgmvv7S0NRoLhFfiyncWRQ9IEqpQKA3AVOtene/P8v9epuilv7Eh8VkFh/eQyNKc0vzWe5v0SFCAAEEEEAAAQQQcDGBtlei9YZQW3vggw8/+nHlT0pS+457KPLhiA8GxG+x1p+clHjmGacNjY/r+BGr3+30KF3xxksuukBk9Vn+44rCouK9e/cFBQaGhYVNmjhhcESE1ftDgwgggIB1BX7Z8ocmk89xZPKxLjGtGUjAw91j1ODhGcUtOXxEPh+W+/U8w61y97MJQ7/TFRcWq1ruLys4ZsRR+u0uPUMAAQQQQAABBBBAwJYCel/uF7v4P/jwY7EFXslo3yUN8VRaeob4LZLjX37ZJfZf9O+0tyJpz6yZp3RajQoIIICA3gSWqTP5TB55DJl89DZH9EdXAsnRiarl/uKs047kXwB0NUWqzphqKuXrII7qlTl0Fovd/XKP8ss5rVf2IEYAAQQQQAABBBBwLQFdL/enZWQ++fRzBw4c6PmciMz4d8+//+ijjrz6ysu9vUkt3XNRWkAAAZcWIJOPS08/g++WQFLkKPm5zKKWnf5yObFOBEy16uV+P5L56GRm2uhGbKhquT+vjOX+NpQoQgABBBBAAAEEEHARAZ0u94vsPc8+/+K6DWkdTIOXl5fYGh8Q4N+7d29fH5/KKvOvavHxwIG6ujYf/OW339MzMu++89a42Ng2K1CIAAIIIGCJwM+bf5cz+Xh7ek1NnGTJg9RBwGUFxsSlymPP/6uopq7Gz9tPLiTWj0Cldnc/y/36mRxtT4YNUiXtLPirSJyM5ebmpq3HNQIIIIAAAggggAACLiCg0+X+n9asbb3W7+nhERsbc+T4cWKTft++fTqYnZqaGvH4+g1p2Zu2mEwmuWZNbe39Dz3yzhuvyIXECCCAAAJdEtBk8pk4YgKZfLoESGUXFAj2CwrrPbBs/1/K2DMKsyYMH69cEuhKQLO7P9CX5X5dzY+qM2J2+gf23V2511x6sLGhaFcxZ2OojLhAAAEEEEAAAQQQcBkBnS73a/xjoqPOPfv/xKG7mvL2Lv38/CZPPEb8FhV27tr1yadfrP35l4bGxsP1m5vbe5ByBBBAAIFOBUQmn1VZa+RqM1KmypfECCDQpkByVEJZestyf2Yxy/1tOumiUJO7P9if5X5dzEt7nYgPi1WW+0WdvNJClvvbs6IcAQQQQAABBBBAwNgC7noenvgS7pjRqU8ufvjhh+63fK1fM6IBISHXXHXFO2+9ds5Z/z7iiCM0d7lEAAEEEOiqwNpNv2oy+RybcOjjVX4hgEDHAklRCXIF0vfLGnqLW+3uD9JbD+mPLBAbFi1f5nFar8xBjAACCCCAAAIIIOBKAjrd3d+/f7+kxFFXXXG5CKwyHSIR0L9OnzVr5skff/q5SPJjlTZpBAEEEHBNgWUZK+WBTyKTj8xBjED7AknR6tN6i7Par8sdBwuYalTZIIM4qtfBE9LJ6+M0p/WWclpvJ2LcRgABBBBAAAEEEDCqgE6X+8eOThW/O0WvrKzat2+fUm3w4IiOT+Xy9PQUSYHEb+URAgQQQACBLgmITD4/Za+VH5mecpx8SYwAAu0JjBg0TJxrXddQb64gviUj9iBrlinbe5ZyOwvU1B9Q3iiOfA0id7/CocsgPjxG7ldeeb58SYwAAggggAACCCCAgOsI6HS538IJeOGlV9anpSuVFz4wPy42VrkkQAABBBCwusCaTb+0yuRztNXfQoMIGFJAbEoYNXj4hsJMZXQbi7JZ7lc09BPsq9ovdybAx1++JNahQHxYnNyrbXtKGxobPD2c+7905BERI4AAAggggAACCCBgoYCuc/d3OoYmDt3t1IgKCCCAgFUFlqWrMvlMHnm0l6e3Vd9AYwgYWSApWp2+n3w+upxtTeL+ID8S9+tynqROiZX9If0jpIJeOaW58iUxAggggAACCCCAAAIuIuDcy/0uMkkMEwEEENCJgMjks3rTz3JnpqdMlS+JEUCgY4GkSFX6/oxC0vd3DOaYu5W1lfKLyeQja+g21nxRJo/0/bqdKjqGAAIIIIAAAgggYEsBlvttqUvbCCCAgLEEVmdrM/lMHkUmH2PNMaOxsUBqTLL8hqJd22rqauQSYj0ImGrUy/2c06uHWemsD63S93Nab2dk3EcAAQQQQAABBBAwogDL/UacVcaEAAII2EZgWfoKueFjRx1DJh8ZhBiBTgWC/YIG9wuXq23Iz5AvifUgUFFjkrvB7n5ZQ7dxXFiM3Le8Mpb7ZQ9iBBBAAAEEEEAAAVcRYLnfVWaacSKAAAI9FBCZfFZmrZEbIZOPrEGMgIUCiep8PpnF2RY+SDW7CWh29weyu99u9D14Ecv9PcDjUQQQQAABBBBAAAHjCLDcb5y5ZCQIIICATQVWZ/9c11CvvMLb02vSyAnKJQECCFgokBSlPq23iPT9FsrZr5o2dz/L/faz7/6bhvQffISHp/L8nqp9mnlUbhEggAACCCCAAAIIIGBgAZb7DTy5DA0BBBCwpsDS9JVyc1MSJpHJRwYhRsBCgeRo1XJ/RlFWc3Ozhc9SzT4CJo7qtQ+0Vd/i5uYWGxotN7lle658SYwAAggggAACCCCAgCsIsNzvCrPMGBFAAIGeCtQ31K3SZPJJntLTRnkeAZcUGBoWJ74cowxdfGkmtyxfuSTQg4BmV7g4cUEPvaIPnQpo8/mUk76/UzMqIIAAAggggAACCBhNoOUbr844simTJwUHtfwH2ICQEGccBX1GAAEE9C+wZtOvmkw+xyZM1H+36SECOhQQe5CTIkf9mZ+m9C2zKHtoeJxySeBwAVN1ldyHQN8A+ZJYtwLx2tN6+SBNt3NFxxBAAAEEEEAAAQRsJeDcy/0TjhovftvKhnYRQAABBP4RWJa+6p/w0P9OTZjk4e4hlxAjgIDlAolRquX+jKKN/z76NMsfp6atBUy1JvkVQb4tm0vkcmK9CcSFxspdyitjd7/sQYwAAggggAACCCDgEgJOk8ynqampqLg4Ny+/prbWwpkpLtn2yGNP7N69x8L6VEMAAQQQaFNAZPL5KXutfGt6ynHyJTECCHRJIDkqUa4vdvfLl8QOF6ioqZT7EOTP7n7ZQ79xXHiM3Lm88kL5khgBBBBAAAEEEEAAAVcQcILd/b//se6Nt97Zt3+/Mh99+/Q54/RZJ0w/3lwiPglYtyEtNzdv//79tbUHROHBhobKysq8/EM7ek6deXL//v2UZwkQQAABBLoqsDr7F00mn8mjju5qI9RHAAFFYExsshKLYNueHRU1JhLEyyaOjTW5+wPZ3e/Y+bD47SFB/YN8A0y1h3Mx1dYf2LG3bFDfMIsboCICCCCAAAIIIIAAAk4voPfl/gcWPrIxS7vlbe++fa+/+faGtPQ7bp23afOWhx5+7ODBg04/FQwAAQQQ0KvAsvSVcteOS5xMJh8ZhBiBrgr4eftF9o8o3r1deTCjcOPkUccolwSOFTDVqnf3k7vfsfPRlbfHh8WuL8hQnsgrzWe5X9EgQAABBBBAAAEEEHAFAV0n83l/yUet1/qVWUlLz/jksy/uf+hh1voVEwIEEEDA6gIik8/qTb/IzU5PmSpfEiOAQDcERPp++amMoiz5ktixAmJXuNIBt169An0DlUsCnQvEak7rLSd9v85njO4hgAACCCCAAAIIWFlAv8v9efn5X3z1TcfD/eiTz0Qmn47rcBcBBBBAoCcCP2WpMvn4e/tOGkkmn56I8iwChwRStOn7We7Xyx+MvVX75K6w1i9r6D+OVy/355ay3K//SaOHCCCAAAIIIIAAAtYU0O9y/9fffm/NgdIWAggggEC3BJalr5CfmzzyGDL5yCDECHRPQLO7P6tkc3Nzc/ea4inrCmgS9wf7sbXfusC2bS0uNFZ+QT67+2UOYgQQQAABBBBAAAEXENBv7v6cnFzZ393d/ZSTToiLjS0rL//62++qq2vku0rs5eXl6SFWojx8fXz69OkdHxc7ZHCEcpcAAQQQQKBLAiKTz5rNv8qPzEg5Tr4kRgCB7gnEhcaI78pU19WaHxenYeeUbh0+aFj3WuMpKwpUVKsS97O734q2dmhq2KA4+S2FO4vFB2lubiInE78QQAABBBBAAAEEEHAJAf0u91dVV8sz8OB994i1fnPJsZMnzrn+JjmNj7+/343XX5eUqEqDKz9OjAACCCDQDYGfsn4Wq5DKg2J1cuLICcolAQIIdFtArD8mDBn5e+56pYWMwiyW+xUNBwamGpP89iAS98scuo99vHxCew8o37/T3NOm5ua88vz4MNVnALofBB1EAAEEEEAAAQQQQKD7AvpN5iMfwBs6cICy1i/G2q9v31EjR8iDvm7O1az1yyDECCCAgFUElqavlNs5dtREMvnIIMQI9EQgOSpBfjyzKFu+JHaUgKlWtbs/iGQ+jpqJ7r43PkyVz4f0/d2F5DkEEEAAAQQQQAABpxTQ73K/zNmvXz/5UsQDQkLkkpSkRPmSGAEEEECg5wIik89aMvn03JEWEGhHIEmz3F/Mcn87UvYt1uTuD/ILsu/7eVtPBeLUp/Xmlxf2tEWeRwABBBBAAAEEEEDAeQScY7nfx9tbQ+rr66OUiLT+4pdySYAAAgggYBWBlRvXaDL5HDPiKKu0TCMIICAEUqJVmxV27C2rUKeRQckhAuzudwi7FV+qWe7PKyuwYuM0hQACCCCAAAIIIICAzgWMsEru4eGhc2W6hwACCDijwDJ1Jp+piZPJ5OOM80ifdSvg5+0XPSBS7t6G/HT5ktghAqaaKvm9gb4B8iWx/gXiwqLlTuaW5cuXxAgggAACCCCAAAIIGFvACMv9xp4hRocAAgg4REBk8lm96Rf51dOSpsqXxAgg0HOB5GhV+v4M0vf33LTHLVTUVMhtBPmSzEf2cII4LjTW3c1N6ag4tvdA/QHlkgABBBBAAAEEEEAAAWMLsNxv7PlldAgggEA3BVZkrm5oalQe9vf2PWbEkcolAQIIWEUgKVK13J9ZlGWVZmmkJwKV6t39QX7s7u8JpwOedXNz03xvJmdHngP6wSsRQAABBBBAAAEEEHCEAMv9jlDnnQgggIDuBZalr5L7SCYfWYMYAWsJJEWNkpvKKtnUKH3MJt8itpuANnc/u/vtRm+9F8WFxcqN5ZWTz0f2IEYAAQQQQAABBBAwsoCnUwwue9Pm+fc/JHd12/YdyuXBgwc1d5VbIphz9ewBISFyCTECCCCAQMcCIpPPms2qTD4zko/r+BHuIoBANwRiBkaJr85U19WanxVfqdm8PSdhyMhuNMUj1hKorK2UmwryD5QviZ1CQKTv/0E6CCOX03qdYtroJAIIIIAAAggggIA1BJxjuf9AXd3mLTkdjLeDu7t372G5vwM6biGAAAKtBX5slclnwvDxratRggACPRdIjkr8JecPpZ3MomyW+xUNhwSmGvVyvy/L/Q6Zhx69NC40Rn4+r5Td/bIHMQIIIIAAAggggICRBUjmY+TZZWwIIIBA9wSWpa+UHzw+6VgPdw+5hBgBBKwloMnnI5b7rdUy7XRPoFUyH5b7uwfpyKfiwjXJfAoc2RvejQACCCCAAAIIIICAHQVY7rcjNq9CAAEEnEGgpq5m7eZf5Z5OJ5OPzEGMgFUFtKf1FnNar1V9u97YgYN1ykNuvXr5+/grlwTOIjCob5ivl4/SW1Nt1S7TbuWSAAEEEEAAAQQQQAABAwuw3G/gyWVoCCCAQHcEVmWtFQnElSdFYnEy+SgaBAhYXUDs7nd3E6vKh3+V799ZUWP654r/tbfAnsq98iuD/NjaL3s4UxwXGi13N6+UDf6yBzECCCCAAAIIIICAYQX0m7s/JTmppqam5/D9+/freSO0gAACCLiOgCaTz7TkKe5ufDbsOvPPSO0t4OftFzMwOq+8ZS3yz9z105Kn2rsfvO9vAVOt6rOWIN8gYJxUIC4sZmPJZqXzeeX5fHStaBAggAACCCCAAAIIGFhAv8v9d9w6z8DuDA0BBBDQp4DI5PPzlt/kvpHJR9YgRsAWAmKDv7zcn1mczXK/LZwtadNUXSVXC2Z3v8zhVHFcmCp9f25ZyydqTjUOOosAAggggAACCCCAQNcE2LDZNS9qI4AAAsYWWLlxjZzJJ8g38Khh44w9ZEaHgMMFkiJHyX3IKCR9v+xh11hzTm8gu/vtym/Nl8WFxsjN5bHcL3MQI4AAAggggAACCBhXgOV+484tI0MAAQS6LrA0fYX80NTESWTykUGIEbCFQHJ0otzs5u05jdL5GfItYlsLVNZWyq8gd7+s4Vzx8Ih4ucP55YXNzc1yCTECCCCAAAIIIIAAAoYUYLnfkNPKoBBAAIHuCIhMPr/m/CE/OSP5OPmSGAEEbCEQGTJYnImttCy+YZNdskW5JLCngOac5CC/AHu+nXdZUSDQN7BfQB+lwYONDSW7tymXBAgggAACCCCAAAIIGFWA5X6jzizjQgABBLossKJVJp8jh43tcis8gAACXRcYHZMiP5RZTD4f2cN+sWZ3v1gytt+7eZO1BcRpvXKT5PORNYgRQAABBBBAAAEEjCrAcr9RZ5ZxIYAAAl0WWKbO5HN80mQy+XQZkQcQ6JaAOK1Xfo70/bKGPWNTjSqZD0f12hPf6u/SnNbLcr/VhWkQAQQQQAABBBBAQIcCLPfrcFLoEgIIIOAAgdaZfKYnT3VAP3glAi4pkBSZII97fX6afElsNwHNUb1BHNVrN3obvChevbs/t7TABi+hSQQQQAABBBBAAAEE9CXAcr++5oPeIIAAAo4S+DFztcgYrrw9yDdw/FAy+SgeBAjYViA5OsHdzU15x/4aU/n+v5RLArsJaHb3c1Sv3eRt8aLYsGi52bxylvtlD2IEEEAAAQQQQAABYwqw3G/MeWVUCCCAQFcFNJl8piUfSyafrhpSH4FuC3h5esWHxcqPZxaSvl/2sFOsWe4nd7+d3G3zmmHh8XLDJbu3NzQ2yCXECCCAAAIIIIAAAggYT4DlfuPNKSNCAAEEuiwgMvn8kvOH/Nj05OPkS2IEELC1gDZ9P6f12lq8rfY1y/3s7m8LyWnKPD08B/cbJHc3tyxPviRGAAEEEEAAAQQQQMB4Aiz3G29OGRECCCDQZYHlGauampuUx0Qmn3Hxo5VLAgQQsINAclSi/BZ298sadotNtSb5XSz3yxrOGJO+3xlnjT4jgAACCCCAAAII9ESA5f6e6PEsAgggYBCBZekr5ZFMS55CJh8ZhBgBOwhodvfnlObVN9Tb4b28QhaorK2SL8Vnn/IlsdMJxKpP6yV9v9PNIB1GAAEEEEAAAQQQ6KoAy/1dFaM+AgggYDQBkcnn161/yqOaQSYfmYMYAbsIRPQb1NsvSHmVODo7u2SLcklgB4GDjQfrpI9YxNHJft5+dngvr7CdQFxojNx4flmhfEmMAAIIIIAAAggggIDxBDyNN6Rrb5jX2NBoHpe7u3ufPr3Dw8JOnXnS4IgI4w2WESGAAAI9FxBb+zWZfMbGp/a8WVpAAIGuCoh8Pj9t+ll5KqMoKzUmSbkksLVARbUqk09v/2Bbv5H2bS0QH65a7s8ty7f1G2kfAQQQQAABBBBAAAHHChhwuX/nzl2y6a7du7fm5q1avSYlKfHWW27y9PCQ7xIjgAACCCxVZ/KZnjKVTD78qUDAIQLJ0Qnycv/GomyHdMNlX2qqrZTHTiYfWcNJ48iQIUd4eB5sbDD3f3fl3sraykByNDnpdNJtBBBAAAEEEEAAAQsEXCiZT3rmxhdefMUCE6oggAACLiQglrd+z10nD5hMPrIGMQL2FEiKTJBfl1aYIV8S21pAs7ufc3ptDW6H9t3c3GIGRskvytmRJ18SI4AAAggggAACCCBgMAHjL/ffevONsy+/rHfwoa9jr/3l143Zmww2hQwHAQQQ6InAiszVmkw+4+JH96RBnkUAgW4LJESOcHcTGeMP/9pfY9qxt+yfK/7X5gJi37f8DvaAyxrOG8epT+vNLy9w3rHQcwQQQAABBBBAAAEEOhUw/nK/n6/vtOOm3Df/LrG7R3B88+33naJQAQEEEHAdgWXpK+TBzkg5Tr4kRgABewp4eXoNC4+X35hRuFG+JLapgKm2Sm6fZD6yhvPGmuX+3DKW+513Muk5AggggAACCCCAQOcCBszdn5qcdLDhcIJOARAS0l/8Myw09OILz1+3fsOQwRzY2/kfC2oggICLCPydyWe9PNjpyVPlS2IEELCzQHJ04uYdW5WXZhZnnzxmhnJJYFMBU43qqN4g/yCbvo7G7SMQHxYrvyiP03plDmIEEEAAAQQQQAABwwkYcLn/jttubnOaTj5xhvjd5i0KEUAAAdcU+DHjJzL5uObUM2rdCiRFjlyy9lOle5lFWUpMYGsBTTIfdvfbGtw+7bO73z7OvAUBBBBAAAEEEEBAJwJOv9z/x7r1jQ2NZs3BgyMiBoXrRJZuIIAAAvoX0GTyOSH1eP33mR4iYGyBpCjVab1bS/PqG+qNPWT9jE584UnuDEf1yhrOGw8IDvH18qmtP2AeggjK9pWH9Ql13hHRcwQQQAABBBBAAAEEOhBw7uX+AwcOLH7iaWV448aMvmXeDcolAQIIIIBABwJiYeuPvA1yBTL5yBrECDhEILxvWG+/IHFIr/ntTc3NmUXZwwaqEvo7pGOu8NKKanUyH99AVxi1K4xx+KChaYWZykhzSwtY7lc0CBBAAAEEEEAAAQQMJmD8o3oNNmEMBwEEELCWwPL0lXImn34BfcbGpVqrcdpBAIFuC4yOSZGfzSwmn4/sYcO4Un1UbyDL/TbEtmvTmnw+eeX5dn09L0MAAQQQQAABBBBAwI4CLPfbEZtXIYAAAnoSWJq+Qu7O8clT5EtiBBBwlEBy9Cj51WJ3v3xJbDsB7VG9fuzutx22XVvWntZbWmDX1/MyBBBAAAEEEEAAAQTsKMByvx2xeRUCCCCgGwGRyWddfrrcnRnJx/0/e/cBGEdxLnDcKpZ1J92pncrJXTq5YluuQMAYg2WbDo8SAkkgJPQaIIRACoRAgAChJIQOIQmhB0K15YapARfJBjc1VxXr1O7ULKu8EWdWs6tilSu7d38/Pfh2bnZ35reHIn+a+0Y+JEYAgUAJTBurKt/Pbr1+exAu9ep+avf7Td7XN8pMGy/forC8RD4kRgABBBBAAAEEEEAgmARI9wfT02QuCCCAQH8FxCa9mko+szJn9Pdk+iGAgC8Fpo2dEhkeodxB1PHfU71POSTwnYC7SVW7P85s9d29uLI/BSaPmiDfrriipKOjQ24hRgABBBBAAAEEEEAgaARI9wfNo2QiCCCAwAAEcvNWy71zshfKh8QIIBBAgYjwCE128uvdWwM4ntC5dZW7Rp6sxRQrHxIbVyA6Kjo1LlkZv9gBu6iCBf6KBwECCCCAAAIIIIBAUAlEGmg2r77+5oaNqtITrW1t8vjzN3996+2/lVtEfMN116SlpmgaOUQAAQRCWUBU8vmqcIMskEMlH5mDGIFAC0wfd8RmKcW/Ze+2Yx1HBXpQQX7/5pZmeb132LBhpihTkM85lKYnyvdX1FUqMy4sLXKkZSiHBAgggAACCCCAAAIIBI2AkdL9efmbikt29kHf0tLSvUN1dTXp/j7QeAkBBEJQYPnGVXJWKyk2YWbG9BB0YMoI6FZg+tip/xr2mjK8LXtY3a9g+CoQvweVL50QGy8fEhtdINOe8cm2L5RZUL5foSBAAAEEEEAAAQQQCDIBivkE2QNlOggggMDhBUThfrlTTvYJ8iExAggEXECs7pfHULx/Z0vbQbmF2OsCmnS/1WTx+i24YAAFsuyqtfyFZcUBHAy3RgABBBBAAAEEEEDAdwKk+31ny5URQAABPQqIlNa6oo3yyHJmULhf9iBGIPACqfEpKVZb5zg6NxTtEBtrv7txWWltReBHFrwjcDfWy5Ozmkn3yx6Gjx2k+w3/DJkAAggggAACCCCAQL8EjJTuHzFiRL/mpO4UFTVc3cARAgjklCeYAABAAElEQVQgENICH25YQSWfkH4HMHmDCIyxjRKJ/mFhooZ859dza178wcM/uezx69YVqn5dZ5DZGGCYrkaXPEqrySofEhtdICN1XHjnf02H/pTWlIvdGr474t8IIIAAAggggAACCASPgJFq9//u17/SwDc3N//4ksuUxrmzZ/3iphuUQwIEEEAAge4CK/JXy42LZ1LJR/YgRkAXAr/9993rivO+TfSrxrOuKG/d364/fe7SO86/TfUCB0MWcDWpVvdbTLFDviQX0JFAZETk2OQxJft3KWMqKC2aNm6qckiAAAIIIIAAAggggEBwCBhpdX9wiDMLBBBAIIAC1fU164tEDrHrT84M0v1dGkQI6EFA5PrfXbesj5H896sP73j5nj468NIgBDSr++NiWN0/CEVdn6It319O+X5dPy8GhwACCCCAAAIIIDA4AdL9g3PjLAQQQMCQArl5qzWVfLLHTzPkTBg0AkEqsHrzx33n+j3zFhl/0TNIDQIzLc1WvRa26g3Mc/DhXTXl+wvYrdeH2FwaAQQQQAABBBBAIGACRirmEzCkfty4o6MjL3/Tzl27q6qqIiMjR44cOXrUyPHjxvZnv4HCoqKSnburq6sjIiJSU1NnzpgWG8vnx/uBThcEEBi4QG7eKvmkpbMWyYfECCAQcIEH3nq0n2N48O3HFk6b38/OdDusgLvJLfeJY6temSMoYk26v7CsKCimxSQQQAABBBBAAAEEEFAJkO5XcQzu4PU333rzP2+3trVpTg8PD1+6eNH5550THR2teclz+OW69c88+0JtXZ3m1amTJ/38+musVj5FroHhEAEEhiRQ5a7ZULJJvgSVfGQNYgQCLrC9tKCstqKfwxB7jZZWl6Un2vvZn259C9Q1qLbqtbBVb99eBnzVYc+UR72jtFA+JEYAAQQQQAABBBBAIDgEKOYz1Od49x/vf/X1N7vn+sV129vb3/9w+ZXX3iC2FO5+mw+WLX/goUe65/pFz2+2brvquht3797T/SxaEEAAgUELrMhXLe1PjUuezi6Fg9bkRAR8ILB9b8GArrqucOOA+tO5D4H65gb5VStb9cocQRGPSkqPHj5CmYrYnFnsZ6McEiCAAAIIIIAAAgggEBwCxk73Dx8+fPasmTOzZ3i+5syZ5een8s57H+Rv/lq5qVjOn5aWOiHLERNjVhobGhr/eP+DyqEn2JiX//zf/6k0hoWFpafbE+LjlZaWlpY7/vDH1tZWpYUAAQQQGKLAivw18hVyshfKh8QIIBBwgbKa8gGNYaD9B3TxUOtc16j6tGVcTFyoCYTCfDW79RaUUs8nFB47c0QAAQQQQAABBEJLwNjFfESx+1/e/PMAPrHX3viPcvczTjvlwh98Xzlcs/bjvz35jKjpL1q2btteU1srZ/OfeuZ5pefRR8277uorxVxES319/S9u/XVVdbUnfvnV1394wflKTwIEEEBg0AJiDeOG4nz59JzppPtlD2IEAi9gGeCKcntCWuAHHSwjcDWqavfHmmKCZWbMo0sg056xefdW5bigrOjICXOUQwIEEEAAAQQQQAABBIJAwGCr+xubmoqKSz7+9HORZ3/y6edENnz1R2u3bN0mkun+fxj5mzYrVXpOOWmJnOsXgzn+uPkX/uA8ZVTbtu1Q4q/WbfAk9EXLuLFjbrj2ak+uXxyKTXrv/N3t4lMCns5r1n6inEWAAAIIDEVAbNLb+evH7/6kxadMo5LPdxr8GwGdCMx2zBzQSN5fv3xvVemATqFzbwL1zfXyS3FmtlCSPYIkdqRlyDMpKi+WD4kRQAABBBBAAAEEEAgCAcOs7hc5/ZdefnVHQa97akVFRS2Yf8wZp5+akpzsnwezfUdXgd3zzjm7+01POH7BP196xdO+o6BArOL3xCtWrVY6X3v1FaKSj3IoAjH+hQuOW7l6jYhdLtfefaWjRqbLHYgRQACBQQgs26gq3L9oxvGDuAinIICATwUmpmfFRsdoisj3eseOji8LN5x93w/PP/bsSxdfFBsd22tPXuiHgNjMXO5lNVnkQ+LgENCk+wtKSfcHx4NlFggggAACCCCAAAJdAgZY3S/Wwl95zQ133HVPH7l+MSFR7D535eprrr/p5l/eVl5e0TVFn0X791d6ri2W5JtM0d3vIz6LoDRGR3d1EKl/T7toHD1qlNJHCebNna3EK1aqMnRKOwECCCDQfwFRySd/52a5/+LsE+RDYgQQ0InAFUt+MqCRHGxr/cdHr5x29/df+eTNtva2AZ1LZ0WgqaVJ/vyTWIgxQtrTVelGYHQBR7pqdb8o5mP0GTF+BBBAAAEEEEAAAQQ0AnpP94sM/p8eelgpfaMZfY+Hu/fsveHmX378yWc9vurFxnnz5iyYf6z4OuuM03q87Gef/09pHzd2rCeuq3OJzXs9cfb0aUoHOZh2xFTlcN8+PqSvYBAggMAgBT7csELOZIlKPkeMmTLIa3EaAgj4UuCC486bnTGjH3foGCZ9OrCu0X3ffx4+9/6LPt7yeT/OpYtWwN2kquSTZEnQ9uA4KAQSYxOs0g4Z4rdlu517g2JmTAIBBBBAAAEEEEAAgUMCuk73f/7Fl08/+/wgnlV7e/tjjz+x+Zstgzi3/6fMmzP76isvE1+nnXJS97M++vhTUX3I0y4KDc2ele2J9+7bp3TOyBivxHIQGRlpNpk8LXUul/wSMQIIIDAIgRX5q+WzcmYslA+JEUBAVwIPXXLPBHtmH0PKTB1nj+9hk96dlbuvf/aXV/zthuKKnX2czkvdBeoaVT9uWUwU7u+OFCQtk0ZOkGdSVEY9H9mDGAEEEEAAAQQQQMDwAvqt3d/R0fHUs88NBfje+x98+m+Pmc3moVxkQOc++/yLtbW1e/bt21+xv7Xt0AfqRWn+a6+6QmTwPZeqratTrhkX1+tfJkWdH08tIJfLrfQnQAABBAYh8G0ln6/lE3OySffLHsQI6EvAYrK8fPPzTy577l9rX9PU8ReV/S887tzLl1zS2tb6r7WvPpP7YsOBQx8ZVOYgCvqf96eLzzzylKtO+plYy6y0E/Qh4GpU/bglLwDv4yxeMqKAw54h/htRRi7q+SycdpxySIAAAggggAACCCCAgNEF9JvuX7VmrVL0RlFOS0vNOfGEKZMnJSYmxMfFiZXvBYVFRUXFJTt3bd26rfnAAaWnCA4ePPjeB8vOPfssudGn8eqP1ootBDS3uPLynx05b47SKIr5KLGYghJrAnOMubqmc8u4xkbtX+M1PTlEAAEE+hb4cEMulXz6JuJVBHQoIHL64mv15o93lBY0t7Q0H2g5YsykU+Yt9gw1MiLyooUXnDHvlMc/eObNL95p72iXpyAOReOyjSsuOfFHFy44LyoySn6VuLuANt1v7nVBRvdzaTGWgEP90ZlCdus11vNjtAgggAACCCCAAAKHE9Bvuj8vP18evFgjf+dvb580UfXxW5Eunzt7lvgSPdva2l574z9vvvVf+azcFav8me6Xb63Ejz/xdP6mzddfc5Wnpb6+qzis1drrXyajRxza2retXfUXeOWyBAgggEA/BZbnrZJ7skmvrEGMgM4FFk6bL77c7np3fb0lNlYz2viYuNvOuenCBef+8fWH5AXLnm4NB5oee/+p1z97+/pTr1g880TNuRzKAu4m9ep+s0V+lTiYBBx2VS3NwvLiYJodc0EAAQQQQAABBBBAQL+1+8vKyuXHc8VlP9Pk+uVXRRwREXH+eedccvGP5XZROUcUBZJbfBpfc9XlF/3owlNPXjpn1szIiAjlXp9+9sW/X3nNcyiq9CjtHeq1eEq7CFpbWz2HUVHD5XZiBBBAYEACopLPpl2qjUyo5DMgQDojoH+Bscljnrjy4Ud/et+45DHdR1tWW3HrP++86JHLv96t+lbQvWcot7hI94fM43ekZchzFVv1itJYcgsxAggggAACCCCAAAKGFtBvut/prFJkxdL+hQvmK4d9BEsXL0pMUJWpdVZ1XaePE73y0lHz5p5y0pIf//CCW27++T9eeOakJTnKZd959/2WgwfFYbLNpjSKxXpKrAlaDh4qChQTE6N5iUMEEECg/wIfrM+VO6fFp0wdPVluIUYAgeAQOHbK0a/d8vdfnnV9XE8r0zfv3nrRI1fc9o8799dVBsd8vTsLbTEfE6v7vQuso6tFR0WPSrQrA2rv6GCBv6JBgAACCCCAAAIIIBAEAvpN9zc1Nyu+mgy+0t5jMHfObLm9TtoaV273dSw+bfCTi340IcvhuZHYubewsEjESUmJyq1dvaf7lR16rRb+wqmAESCAwIAFNJV8lsxcNOBLcAICCBhEICI84vvHnv3O7a9ceNx5keFdnzL0DF982vHDvJVn3PODv7z/VFNLk0Hm5Kdhalb3i92S/XRjbhMIAW35/rKSQIyCeyKAAAIIIIAAAggg4BMB/ab75emmp3etwZHbe4zt9jS5vaWlc0291/80Nzc//ezzTz3znPjatXtPb9c/+qgjlZf2lZaKODm5a3V/cXGv1UIbGho8JybExytXIEAAAQQGJFBRu3+zunxHTvbxA7oCnRFAwHACsdGxN51xzZu3/uv4qcd2H/yB1pbnVv7zjHvO/88X72o2+O3eOXRa3I2a2v297q4UOiZBPFOHXVXPp7Csc0UOfxBAAAEEEEAAAQQQCA4B/W7VK/tGDR9A/frhA+ks32VA8cGDrbkrV3tOiY21jB0zusfTU1KSlfb2bzfdFdsLi9pEnh0FvtmyVXlVDsTvD5QtB2bOzJZfUuLzLlDtUqC09xiUqjdC6LEPjQj4TaChobGhsVH8U+w86bebhuaN3lj3jjzxZIstPiKebwiyiSbeX+nUtHCIgB4EBvFtM3xY+M0nXZdzxInPrHqhpHKXZhZOd81dr93/91UvXb7opzNGT9W8GoKHFTWqGkcHmg/yrbKfbwMjftuMj+76rK2Y5tc7t/K4+/m4A94tpc8RyM9xEN82+7w2LyLgNQEjftv02uS5kI4F+Lap44fD0BAYsIAxVvcPeFq+P8FiiQ0PP6RXUFDQ2w1LSnYqL02eOFHEItevVPjZs3ef+JSA0kEJ1ny0VomPOfooJSZAAAEEBiTw6bbP5f7HTTlGPiRGAIGgFxCp/Ed/fP81S66IN/ewXH131d7bX7nz9/+5b09NWdBT9D3B+uZDn6r0dLNEs3NS32DGfnW8elPrnZW7jT0fRo8AAggggAACCCCAgCRgjNX90oB1FIoyO1XV1WJAW7ZtF5vuil8AaAbX2NT07vsfehpFln/Md58AOHnpku07On9DIJbwv/LaGxf96EL5RJfLtXzFKk9Luj3NZIqWX1XiV196UYl7DOTl/+I6PfahEYGACIj/XsS6fov4XEy3/2oCMp5gvamo5LOjvFCe3dnHnMp3Axmktxil3mRoD5TAEL9tXpJ+wQ+OP+vZFf/410evimI+mll8WbR+fUneececednin8T19FsBTf+gPDzQqlp+4Rg9Pj2Vn50G8KiN9W3TnpY6PCLyYFurZ4bVDTWJSfFiC98BTJiuARI49Mx6ubv8Phzit81e7kAzAl4TkN+uXrsoF0JgCAJ82xwCHqf6VkD+9J5v7xREVzdGur/S6czftLmf7H0UxO/nFfrZ7ZSTl774z5dEZ5G1v/aGm+69+/dpaanKueXlFffc/4CyeP+IqVOUl46cNycyIkJs3ita3vtg2eTJk+Z9t71wTW3tjb+49eDBg57Op55ysnIWAQIIIDAggeV5K+X+afEpk0Z2fsaIPwggEIICpijTNSdfdt4xZ/35v48vU39zEBpt7W3//viN99Ytu2zxxWKzX7Hlb3ei0urOTwCkJw5gO6XuF9Fti2arXitb9er2UXljYGIVzviUsTukkv1b9myflTnDG9fmGggggAACCCCAAAIIBFjAGOn+3Xv23n3vnwJM1e32p5y05K2333G5O/d2Ewv5r7/pFrFL8LgxYyIjI/fu21dcslM5Iyoq6sbrr1UORRWg8849+6WXX/W0PPDQI+PGjkm328srKnbu2u0p8S9eEr88WHTC8Z4+/BMBBBAYqMDyjYc+J+Q58aRZOQO9Av0RQCDIBFLikv/4o99duODcP/3nkc27tRsIuZrqH3j7L69++tYNp115/BHzPXP/75fvv7vuw3VFeQrFnMzs0+aefNrcpUpLEAS1DXXyLOJieqh9JHcgNrqA2K1XTvcXlheT7jf6M2X8CCCAAAIIIIAAAh4BY6T79fm0xMqgG2+49g/33OdZpy/W+JeWlokvzWhFcv8XN14fE2OW2888/dRNm7/++pstnkaR5RdfcgezyfTrX90itxAjgAAC/RcQlXy+2btd7p+TvVA+JEYAgZAVOGLMlL9f/+QHG3IfffeJijrVFrXCZLdz743P3z47Y8bVJ136+IfPyIl+j5hoEV/vfPX+gz+52xIUq+AbDzR2SO+GEZFRwyOGSw2EQSgg0v3yrArLiuVDYgQQQAABBBBAAAEEjCsQbtyh62HkUyZPeuKvjzgyVX9hkAcmqvQ8++TjM6ZPkxs98W9vv/XkpYvF7wy6vzRu7NhHHvpTSnJy95doQQABBPoj8OHGFXK3byv5TJBbiBFAIMQFxCd+3r7tpauW/tTcU8ny9UV5l/z16u65fgVNvHTZ49e7mzo/42j0P5pKPhaTdjcmo0+Q8XcXcKSpfnovlAr7dO9MCwIIIIAAAggggAACBhJgdf9QH5bVar3nrjv27istKi4Rf8rKyiMiIkaPHiVS9g5HRrLN1scNLv7xD0VVnxUrV5Xs3FVdXWO1WOx2+/xjjx49alQfZ/ESAgggcFiB3LzVcp+TZy+WD4kRQAABIRAVOeJnORf939GnP/beE+989WF7h7TGvXM1Qg8rEmS37aWFNz1/+1NXPSo3GjF2Nap+aRGy+xUb8dkNesxZ6ZnyueLNLB8SI4AAAggggAACCCBgXAH9pvvFsndRHmfossOH++Pj2KNGpouvBfOPGeiARdGe0089ZaBn0R8BBBDoQ0BU8tlCJZ8+gHgJAQQkgcTYhN99/1cXHHfu/W8+sr44/9tXxA9gh8n1ey7QWdincOMcx0zpesYLNen+4KhQZLzH4N8Rp8anmKKim1qaPbcVgfifTtHo31FwNwQQQAABBBBAAAEEvC+g33T/y/98wfvT5YoIIIBACAh8sEFVyWeMbdTE9KwQmDdTRACBwQtk2R1PX/3Y6s1rH37nb3uce/uX7e+83X+/et/o6X5NSSKr2TJ4R840jsDEdEfezq+V8RaUFpHuVzQIEEAAAQQQQAABBIwrQO1+4z47Ro4AAgj0LJCbt0p+YXH2CfIhMQIIINCbwMJpx71927+TrX2VItScK5KkmhbDHWpW98fHWA03BQY8CAGHXVXPp7C8ZBAX4RQEEEAAAQQQQAABBPQmoNN0v9NZJUrh+wKroaFx5eqPfHFlrokAAgjoQWBfddnWfTvkkeRkL5QPiRFAAIG+BSrdVX13kF8NgqLn7uZ6eUYU85E1gjjWlO9nt94gftZMDQEEEEAAAQQQCCkBnRbzWbdh43MvvDh1yuRLLv6Rt/atbW5u/vcrry3LXRk1fPiJCxeE1GNmsgggEDoCyzeulCcrKvlkqRcwyq8SI4AAAkMUiI2OGeIVAn56bUOdPAaLKVY+JA5WAUdahjy1wrJi+ZAYAQQQQAABBBBAAAGDCug03e/R/GbL1ptuuW3c2DEX/uD7M6ZPGzRxTW3tG2++tWLVmvb29kFfhBMRQAABQwisyF8jj3PpzBPlQ2IEEEDgsAKzM2Z8t2fvYfsOEwXQD99J3z3cTarV/XFmivno+4F5aXRZ6ap0/44yw5el8hIMl0EAAQQQQAABBBAwtoCu0/0e2p27dt9975/i4+KOPmre0UcdOWnihH6Si4pAX65b/8mnnxcW8eN7P83ohgACxhaoqN2vqeRz4gw+zGTsZ8roEfC/wMJp8/uf7hed/T9C795RU7ufYj7e5dXt1WKjY1Ostv0upzLC4oqdGanjlEMCBBBAAAEEEEAAAQSMKKDTdL9Y0R8eHi4vxq+tq/tgWa74Eu0Z48fb7amJCQmJiQlJ4k9iYozZ7HK7a8Qy/rpa8f87CgoLCgqbDxzo8ZHMnDmjx3YaEUAAAaMLvLd+mTyFbyv5GH7hrTwjYgQQ8IPAaXNPemLZ8/XNDYe9l6jkIzoftpvOO5Du1/kD8t3wHPYMOd1fWFpEut932lwZAQQQQAABBBBAwD8COk33iyX8f/vLw/f96c/FJdoNe8XvAMRq/cEt2Be/Krj80ksWLjjOP7jcBQEEEPCzQG7eavmOS6jkI3MQI4BA/wTE8vabz7j2jlfuPWx30S0I1sK7m1zyTK0mi3xIHMQCDnvmZ9u/VCZYWF6yWDkgQAABBBBAAAEEEEDAmALhuh12Qnz8vXffefmlP42KivLKIKcdMfWpxx8l1+8VTC6CAAI6FBCVfLaXFsoDy8leKB8SI4AAAv0UOH3eyRfMP6fvzqKD6NZ3H0O86lLX7rfGsFWvIZ6bFwaZZVeV72e3Xi+YcgkEEEAAAQQQQACBQAvodHW/wnLiwgULjjv2P2/9963/vnvw4EGlfUDB1MmTLvnJj0ePGjWgs+iMAAIIGEvg3XUfygMWlXwcaapEhvwqMQIIINC3wM1nXjc7c+YDbz1aVluh6ZlsSbr17BuDoGq/Z151jXXyBK0mtuqVPYI5zrSPl6dXyG69MgcxAggggAACCCCAgDEF9J7uF6qRERHnnn3WGaefunrNR6vXfFyyc2dHR0d/tEeNTF94/ALxCwOz2dyf/vRBAAEEDC2gqeSzlEo+hn6cDB4BHQiIhP4cR/bqzR8/+u4T1Q01nSPq/BEs7Ffn3Hj8EYbfoVcB1tTuT7IkKi8RBLeA+KV4eFhY+3d/s9hbXdbc0hwdFR3cs2Z2CCCAAAIIIIAAAsEtYIB0v+cBRA0fviRnkfhqaWn59PMvPvvsi4rKSledq6m52ZP9F3X5RVo/Ps6anJw8ZfIkkeWPjeWz2MH97mV2CCDQJbDHuXeHelliTvYJXS8TIYAAAoMSEKX5RcWez7Z9uTx/VecFwjr/0dDc2PmvoPjT0NwgryKJHj4iKKbFJPolEBkROcY2emflbqV3YXnxEWOmKIcECCCAAAIIIIAAAggYTsAw6X5FVpTyF/X35RL8Bw4cEK+OGMFfzxQkAgQQCDmB5XnfZuK+m7eo5JOZpqpR8N0r/BsBBBAYsEByXJJ8TqWrSj40dOxqcsvjZ59eWSMUYlG+X5XuLysh3R8Kz505IoAAAggggAACQSwQHgRzE4l+cv1B8ByZAgIIDEVged5q+fSTZi2SD4kRQACBoQgkWVTp/ip38Kb7zZahQHGu4QQo32+4R8aAEUAAAQQQQAABBPoWCIZ0f98z5FUEEEAg6AVEJZ8CdSWfk2cvDvpZM0EEEPCbQLJVle6vrAuidH+DanW/KF7kN1VupAeBLHumPIzCsmL5kBgBBBBAAAEEEEAAAcMJkO433CNjwAgggIBW4MONK+SmzNRxo22j5BZiBBBAYCgCNnW63+lyDuVqujrX1eSSx0MxH1kjFGKHPUOe5rZ9O+RDYgQQQAABBBBAAAEEDCdAut9wj4wBI4AAAlqB3Lw1clNO9kL5kBgBBBAYooA23e+uHuIF9XO6q7FeHkxcDKv7ZY/gj8Vvx4dHdG1m5mqqr66vCf5pM0MEEEAAAQQQQACB4BUg3R+8z5aZIYBAaAiISj6F5ariAyfNygmNqTNLBBDwk4Am3V8ZvKv7LSarn0y5jW4EtPV8SlX/k6qbYTIQBBBAAAEEEEAAAQT6JUC6v19MdEIAAQR0K/DBhlx5bI608VTykUGIEUBg6AJxZmtkeIRynaaW5sYDjcqhoQN3k2p1v9Uca+jpMPhBCGSlq+r5FJYXDeIinIIAAggggAACCCCAgE4ESPfr5EEwDAQQQGCQArl5q+UzqeQjaxAjgIC3BJKtNvlSzmCp5+NqVG3VS+1++SmHSOxIU+/WW14SIhNnmggggAACCCCAAAJBKUC6PygfK5NCAIFQERCVfIoqdsqzXTpzkXxIjAACCHhFQFPPx1lX5ZXLBvwimnS/xUTt/oA/E38PQLNbb2Epq/v9/Qi4HwIIIIAAAggggIAXBUj3exGTSyGAAAL+FuhWySeDSj7+fgbcD4HQEEi2JskTdQZL+X5Xo0ueF6v7ZY0QiTXpfs0v0UMEgWkigAACCCCAAAIIBI0A6f6geZRMBAEEQlHg/fWqwv2LsxeGogJzRgAB3wskadL97mBZ3d+kKuYjdinwvSV30JdAkiXRauras0FsTbG3ap++hshoEEAAAQQQQAABBBDotwDp/n5T0REBBBDQmUBReclu5155UEtmnigfEiOAAALeEtCs7q90VXvryoG9jlud7rfGUMwnsA8kMHefmJ4l37iwrFg+JEYAAQQQQAABBBBAwEACkQYaqzLUujpX8U7xZ1ddXZ3S2Ftw1hmnx8WxUKs3HtoRQMDAArl5q+TRZ9kzqeQjgxAjgIAXBWyarXqDpZhPnXqrXmr3e/E9Y6BLOdIzviraqAxYpPuPP2K+ckiAAAIIIIAAAggggICBBAyW7m9ubv7zo3/dmJfff+J5c+eQ7u8/Fz0RQMBAAh9uXCmPlko+sgYxAgh4V0Czut/pCpJiPprV/YmxCd5142qGEHCkZcjjZHW/rEGMAAIIIIAAAgggYCwBI6X7W9varrz2hoaGRmMRM1oEEEDAFwKF5cWaSj6Ls0/wxY24JgIIICAEbHGarXqDId1f31zfIT1dU1S0dEQYQgKadH8BxXxC6OEzVQQQQAABBBBAINgEjFS7/4033yLXH2xvQOaDAAKDFcjNWy2fOjHdQSUfGYQYAQS8K2Cz2OQLVgbF6n5NJR+ricL98kMOoTgrPVOe7a7K3a1trXILMQIIIIAAAggggAACRhEwUrr/vQ+WGYWVcSKAAAK+FlimruSzaMbxvr4j10cAgVAWSLIkhEnzdzW529rbpAZDhu4mlzxuq5ndnmSPEIqjo6JHJtqVCbd3dBRX7FQOCRBAAAEEEEAAAQQQMJCAYYr5iEo+onC/RtZsMqWkJEdG9jULW5Lqs+eaK3CIAAIIGFGgoKxIU8nn1DlLjTgRxowAAgYSsFmT5EX9++sq7QlpBhp/96G6GurlRqspVj4kDikBUc9nX3WZMmVRvn9CukM5JEAAAQQQQAABBBBAwCgCfSXKdTWHsrKun7/FwGJjYx+8/56E+HhdDZLBIIAAAv4R6F7JJzU+xT+35i4IIBCyAjaLKt3vrKsyfLpfs7rfxOr+kH13D8u0j/9oy6fK/Cnfr1AQIIAAAggggAACCBhLwDDFfMLDVUO99JKLyfUb663GaBFAwIsCy/NWyVdjk15ZgxgBBHwkIFb3y1d2ug2/W6+7Sb26P4bV/fITDq04y54hT7iI3XplDmIEEEAAAQQQQAAB4wiocuh6HnZaaqo8vNRU1rHKHsQIIBBCAjtKCzWVfE6evTiE5s9UEUAgQALJcap0v1zYJ0AjGuptNVv1Wtiqd6iiBj7fYVft1iuK5hl4MgwdAQQQQAABBBBAIIQFDJPuj4iISEvryvh/s2VrCD81po4AAiEtkJu/Wp7/pJFZVPKRQYgRQMBHAqKYj3xlp8vwq/td2mI+FnmCxCElkJE6LjysazvqirrK5hbttmEhBcJkEUAAAQQQQAABBAwqYJh0v/D96cU/VpTfePOt8or9yiEBAgggEDoCmsL9VPIJnUfPTBEIrIDNapMHUOlyyodGjF2NbnnYVjO1+2WP0IrDwsIyUsfLc966d4d8SIwAAggggAACCCCAgCEEDLNVr9CcMX3az6+75uHH/trR0dHY1HTDTbfMP+bojIzxmRkZJlN0b9wj09M1df9760k7AgggoH+B7aUFmko+J83K0f+wGSECCASBgM2aKM9CbNUrHxoxdmvS/SZq9xvxMXptzKJ8f2F5sXK5ovKSmRnTlUMCBBBAAAEEEEAAAQQMIWCkdP8NN/+ytLRMYW1vb//o40/Fl9LSY3DHb26bMnlSjy/RiAACCBhOQLO0f/LICVTyMdxDZMAIGFQg+LbqdTWxut+gb0afDNshduvd2HVlyvd3WRAhgAACCCCAAAIIGEfASMV82tvajAPLSBFAAAGfCLy/frl83ZzsE+RDYgQQQMB3AsnqYj7BULtfs7rfTO1+3719DHBlzW69hWVdK/0NMHqGiAACCCCAAAIIIIDAtwJGSvfzyBBAAIEQF9i2b0d5rWrbkpNmLQpxE6aPAAJ+E9Cs7q+ur/HbrX10I7d6db/FRLrfR9LGuKzDrqrdL/431xjjZpQIIIAAAggggAACCEgCpPslDEIEEEBA3wKaSj5TRk2kko++nxijQyCoBCLCI+KlzWw7hg0z+m69dY0u+QlZSffLHKEX2xPSTFFd+4E1tTTvr6sMPQZmjAACCCCAAAIIIGBsASPV7renpblcqhKr/bGPjYnpTzf6IIAAAvoX+GBDrjzInOyF8iExAggg4GsBm9VWK6XInS6npsKPrwfg3evXNzfIF0yIjZcPiUNQYII9M3/XN8rERT2flLhk5ZAAAQQQQAABBBBAAAH9Cxgp3f+rX96sf1BGiAACCPhIYNu+7ZpKPktnUsnHR9hcFgEEehZItiYVlncVNK+sq548quee+m8V+/SKDygof2JGmJSYIGQFHOmqdL/Yrfd7k44MWQ0mjgACCCCAAAIIIGBEAYr5GPGpMWYEEAhFgeV5q+VpHzF6EpV8ZBBiBBDwg0CSNVG+S5W7Sj40VuxS79NL4X5jPT4fjdaRpirfz269PnLmsggggAACCCCAAAK+EyDd7ztbrowAAgh4U+DDDSvky1HJR9YgRgAB/whoSvcYuna/u4nC/f551xjpLg57pjxc0v2yBjECCCCAAAIIIICAIQRI9xviMTFIBBAIdYEte7dpKvkszj4x1FGYPwII+F3AZk2S7+l0VcuHxopdjfXygK1mi3xIHJoCE9JV6f7iip0dHXLNp9BUYdYIIIAAAggggAACRhLQae3+mtray6+6ToE89ntHX3fNlVdfd2Ol06k09jP4w52/nZDl6GdnuiGAAAL6FMjNWyMPbNqYyVTykUGIEUDAPwI2iybdb+hiPqzu98+7xkh3ETWdxAYVla5Db+yDba27KnePSxlrpDkwVgQQQAABBBBAAIHQFtDp6v729nb5ubS1t4nDtrbOfw70T2tr60BPoT8CCCCgN4FlGzWVfE7Q2wgZDwIIhIJAt9X9A16HoR8lsVWvPBhrjFU+JA5ZAUdahjz3gtKuvanldmIEEEAAAQQQQAABBPQpoNN0vz6xGBUCCCAQEIFv9mzVVPLJmbEwICPhpgggEOICyXGq1f3KImgjsmi26rWaKOZjxMfo/TE77Kp0f1E56X7vI3NFBBBAAAEEEEAAAd8JkO73nS1XRgABBLwjkJu3Wr7QtDFTqOQjgxAjgIDfBOwJafK9qtxGrt3fpKrdbzHFylMjDlkBdusN2UfPxBFAAAEEEEAAgeAQ0Gm6PzxcNbDwsM7D8AhVYz8fgOZS/TyLbggggIB+BJbnrZIHszj7BPmQGAEEEPCbQER4RMwIs3K71va22oY65dBYgbtJXbvfTDEfYz1AX402K328fOmCMlb3yx7ECCCAAAIIIIAAAnoX0OlWvQnx8X9/9ikFb3jUcBE//OD9ba0DLt9vMkUr1yFAAAEEDCfw9e4tmko+J83OMdwsGDACCASNgNjItKGyUZlOpcsZHxOnHBoocDWoa/ezut9AD8+XQ3WkZYaHhbV3dHhusqdqX2tba2SETv/S5EsJro0AAggggAACCCBgSAH9/uTaPU0fNXz4MPHFHwQQQCCUBDSVfKaPnZIYmxBKAMwVAQT0JSB2691ZuUcZU5WrKsueqRwaKNBu1Wtidb+Bnp4Phyoy+6OTRu5y7lXusaOscMqoScohAQIIIIAAAggggAACehYYTHkcPc+HsSGAAAJBJpCbryrcTyWfIHu+TAcBwwnYLJrdeo1avr+uUV3MJ4ateg33ZvTVgLXl+0up5+Mraq6LAAIIIIAAAggg4HUB/a7u7z7VSqezoaGhe3sfLcOHD7clJY0YMaKPPryEAAII6FZg885v5Eo+YcOGLZ1FJR/dPi4GhkBICNjiVOl+p8tp0Gm71Vv1Wk2k+w36JL0/7Kz0jJWbP1KuS/l+hYIAAQQQQAABBBBAQP8CRkr3/+Z3d1XX1AzCNCwsTGwGsHRJztLFi6KjKeU/CEJOQQCBwAjkblIt7Z8+diqVfALzJLgrAgh8JyBq938Xdv7b6a6SDw0Ua4v5sFWvgR6ej4fqSMuQ71BYViQfEiOAAAIIIIAAAgggoGeBkCjm09HRIX5P8NLLr1525bXl5RV6fh6MDQEEEJAFPlifKx/mZJ8gHxIjgAAC/hdIUhfzcdYZNd1f36z6zGgc6X7/v5n0esdMuyrdX1ROMR+9PirGhQACCCCAAAIIINBNICTS/cqsmw8cuOVXv25tbVVaCBBAAAHdCmza+U1VfddHmr6t5LNIt6NlYAggECICyVabPNNKlyHT/ZrC/TEjzPKkiENcYGzy6OERXZ+Bdrpr3E3uEDdh+ggggAACCCCAAAJGEQitdL94KiLj/+9XXjPK42GcCCAQygK5+avk6c8YN41KPjIIMQIIBETAFpco37fKmMV8NNlbCvfLz5RYCGjq+WzbWwALAggggAACCCCAAAKGEDBSun/q1Mnp9jQNq6jLL8rxx8SYw8O1czGbTFFRUaKD5pTVH32saeEQAQQQ0KHAhxtWyKPKyV4oHxIjgAACARGwqYv5lNUYskyiZnW/1cw+vQF5N+n3pmK3XnlwhdTzkTmIEUAAAQQQQAABBHQs0PUxVR0P8tDQrr7ispt/eZsyTpHN/9EPLzhx4QKlpai45G9PPr17z15Py4gRIx7+411Wi2Vj/qY/P/KXlpYWT3t9fX1Nba3YvFc5kQABBBDQm0B+ydeaSj5LZp6ot0EyHgQQCEEBi8kSGR7R2t7mmbsIGpobYqJjjEXhblTVZqFwv7Eenx9Gm6nerZfy/X4w5xYIIIAAAggggAACXhHQroj3ykV9dJF//fuVvftKPRcfPnz4nx+8T871i/bMjPEP3HfPqJHpnj4ip/+3J58Rq/5nz8x+4N675WX+xSU7PX34JwIIIKBPAU0ln+zx06nko88nxagQCEGB1PgUedZOA9bzcanT/eJ3GPKMiBHIUu/WW1DKbr28KRBAAAEEEEAAAQSMIWCkdP+y3JUK6qITFva2PP+yn12idNuYl+9Z1J+Wlpqakqy019bWKTEBAgggoEOBZRu7vuOJ4S2mko8OHxJDQiBUBWwWVfn+yjrj7dbraqqXn57VHCsfEiPgsGfKCBTzkTWIEUAAAQQQQAABBPQsYJh0f3Nzs1KNR4CmSLl7ja/I68ste/bu8xyOGjlSaXe7VZ/gVtoJEEAAAT0I5JVs1lTyyck+QQ8DYwwIIICAELBZbbKD0+WUDw0Ru5pc8jgtJqt8SIyAzZpkNXX9EqippXlfdRksCCCAAAIIIIAAAgjoX8Aw6f7SsnJZc9Pmr+VDOV63foN8WOk89FdQd33XMq6YGINVmJVnRIwAAkEvoKnkM5NKPkH/yJkgAoYSSI5LksfrdFfLh4aIXY1dPxaKAbO63xBPzc+DzFIv8C8qo56Pn58At0MAAQQQQAABBBAYjIBh0v1KRX7PLPM3bRZf3We8v7LylVffkNs9i/pF0n9HQaHSnpqi+gSA0k6AAAII6EFg+cZV8jBY2i9rECOAQMAFktTFfJwuIxbzUa3uZ6vegL+pdDiArHRVPZ+CsiIdDpIhIYAAAggggAACCCCgEYjUHOv2MCoqKjY2tv67Ffrt7e133/un4449Zmb2jMzMjDirdUdBwTdbtv333ffES8osxPa84vcEW7Zuu/MPf+zo6FDa09JI9ysYBAggoC+BjcWbulXyWaivITIaBBAIbYFkdTGfyjoDFvNpUNV1tLJVb2i/pXucvSMtQ24vLCuRD4kRQAABBBBAAAEEENCngGHS/YIvc/y4fHUNn7WffCq++pBNTu6sLVtVXSPn+qOjo1OSu7bt7eN0XkIAAQT8L5Cbv1q+6ayMGYmxCXILMQIIIBBYAVHWXB5AlQGL+bibVOl+C+l++YkSfyug3a2X1f28MRBAAAEEEEAAAQSMIGCYYj4C87JLL4mMiBiQ6jVXXt69/+JFJ3RvpAUBBBDQiUBuHpV8dPIoGAYCCPQsoKndX2nIYj6qdL81xtLzVGkNYYEJ6mI+Jft3yeuHQhiGqSOAAAIIIIAAAgjoWsBI6f5km+23v/6VqM/TT9Fz/u/MSRMnaDqLokBnnHaqppFDBBBAQCcCG4ryNZV8ls5apJOxMQwEEEDAI2CzdH56UvnjdBmwmE+jOt3P6n7lcRJ8JxAdFW2PT/3uaFh7R0dhObv1Kh4ECCCAAAIIIIAAAjoVMFK6XxCK9P3tt94i8v59c4oPAfzg++eed87/abqJXP8D995tscRq2jlEAAEEdCKwPF+1tH92ZjYVpXXyaBgGAggoAgmx8fLiC3dzQ1t7m/KqIQIXxXwM8ZwCPUiHPUMeQmEZ6X7ZgxgBBBBAAAEEEEBAjwJGqt3v8Zs+bepfH31oY17+v195vbyiorm5WXENDw8Xe/bOmzvnhxd8f8SIEUp7SrLNkZlxzPeOXjD/GLHfr9JOgAACCOhNYGX+GnlIOdkUH5M9iBFAQC8CKXHJFXWVymjKa/ePTLQrh/oPGg40yoOMM1vlQ2IEPAJZ6Zkfb/1c0SDdr1AQIIAAAggggAACCOhWwHjpfg/lzOwZ4kvEooZmxf7K+np3enq62WTqEXrihKx77rqjx5doRAABBPQjsL4oT1PJZ8nME/UzPEaCAAIIKAI2S6Kc7nfWVRko3V/bUKdMRASW6Bj5kBgBRSAzbbwSi4B0v6xBjAACCCCAAAIIIKBPAcOk++vqXO+8976CKBbpn3l6Zwl+Uco/LTVlmPjiDwIIIGBwgeXqTXrnOmZRycfgj5ThIxC0AjarqKy4XZme022k8v2aSj5WlvYrD5JALUAxH7UHRwgggAACCCCAAAIGEDBMut9ZVfXfd7vS/aJujyfdbwBjhogAAgj0T2DZxpVyx0UzFsqHxAgggIB+BGxxSfJgnK4q+VDnsavRJY/QYqLSo+xB3CXgSMsIDwsTm/R6mspqK5pbmsUWvl09iBBAAAEEEEAAAQQQ0JmAYdL9dnuaTNfe3t7a1ia25JUbAxtXOp3/+3JdZaWzrq7OZksaP27c+PHj7Gmp4vMHfQ+ssKioZOfu6urqiIiI1NTUmTOmscFA32K8ikBQCqwr3CgvOA0PC188k8L9QfmomRQCwSCQbFWl+ysNle53N9bLz4DPUckaxLKA+DE+I3VcYXmJ0rh9X+GM8UcohwQIIIAAAggggAACCOhNwDDpflGXPzo6Wt6Yt6ioWBTl1wPonr17//Tgw+UV+7sPRiTuf3XLTVmOzO4viZYv161/5tkXautUBWRF+9TJk35+/TVWK7vG9chGIwLBKZCbv0qe2JzMbDJQMggxAgjoSsBmUaX7q9yGWt3fpFrdzzdbXb219DYYscBfTvcXlReT7tfbM2I8CCCAAAIIIIAAArJAuHyg8/jCH3xfHuFLL78qHwYq/mr9hpt/eXuPuX4xpPr6+tt/e+crr73RfXgfLFv+wEOPdM/1i57fbN121XU37t69p/tZtCCAQLAKLNuoSvcvzmZpf7A+auaFQDAI2NSr+/fXGindX9folp+BNYYFFrIHsUog067erbe8WPUyBwgggAACCCCAAAII6EzASOn+JTknLl7Ulf/aum377+++d+++0gCSVlVXP/jnRzu+K+gpRmK1WKZOmTxm9Cixu4AysDf+83ZRcdengEX7xrz85//+T6WD+KRwero9IT5eaWlpabnjD39sbW1VWggQQCCIBb4q2KCp5LMom8L9QfzAmRoChhfQ1u431Op+d5M63W+2GP55MAGfCWTZVR/SLSgt8tmtuDACCCCAAAIIIIAAAl4QMEwxHzHXv//jX3v27oseMaL5wAHP1L/+ZsuNv7hV5MojIyN7K5H/hzt/M27sWC9Q9XSJV197U+wi4HlF1O15+IF7lQo8dXWuP97/YHHJoSz/gw8/+vijf1au8dQzzyvx0UfNu+7qK0XhftEiPg3wi1t/LX6L4IlffvX1H15wvtKTAAEEglUgN3+1PLW5jpkUl5BBiBFAQG8CmmI+TpdTbyPsYzwuzep+E+n+PrRC/SWHPUMmKCgj3S97ECOAAAIIIIAAAgjoTqBrBbruhtZtQJ9/8aVY0a/k+pXXxeL6gwcPiuXwPf5pbGxSeno9+PTzLzzXFL+EePD+e5Rcv2iMi7OK3zSILQc8HZxOkcOv8cRfrdvgSeiLw3Fjx9xw7dWeXL84FL8zuPN3tyufDFiz9hPPKfwTAQSCWKC9o315HpV8gvgJMzUEglAgJS45TJpWbYN2IyLpRd2F8qepxOD49arunpCeBpSeaDdFRSsjcjXVOw21MbUycgIEEEAAAQQQQACBEBEwUrpfb49kf2Wl+AWDZ1RLl+TIpXg8jeIzByeftEQZ9vYdBZ54xaquZbzXXn2F5nMJKcnJCxcc5+npcrkCW61IGTwBAgj4TmBdwUY59xQeFn7ijON9dzuujAACCHhFICG2qwhhx7Bh++sqvXJZP1zErV7db2F1vx/QjXwLsVuvPPxCFvjLHMQIIIAAAggggAACOhMg3T/4B1Jevl85+ch5c5VYDsaMGa0c7tq92xPvKDiU94+Ojh49apTSQQnmzZ2txCtWqtb8Ku0ECCAQNALL81X/mc9zzGKpadA8XCaCQBALaOr5VBqnno/8G1bxgOLMbNUbxO9TL0wtK12V7i8oK/bCRbkEAggggAACCCCAAAK+ESDdP3jXquoq5WR7WqoSy0FFRdevBMRmvOIlUdO/oaHR0yd7+jS5sxJPO2KqEu8L6F7EyjAIEEDARwKiks+K/DXyxXOyT5APiRFAAAF9CtisSfLAnHVdPxfJ7TqM69Sr+60xsTocJEPSj4AjTb1bL6v79fNsGAkCCCCAAAIIIIBANwEjbdX7+zt+XV/f0G0Kh2kYK62vP0zXAb48/5jvTZ440XOS2WzufrbYVODDZblK++RJnZ337tuntGRkjFdiORBVgETR/8amzl0H6lwu+SViBBAIMoGvCjbI60y/reSzIMjmyHQQQCAoBZLj1Ol+t2HS/a5G1Q9XFhOr+4PyHeq1SWl26y0qK/HapbkQAggggAACCCCAAALeFjBSul8UtRdf3hYY/PVEUj6tl0X9nos+8dSzypa8Vosl2WYT7bV1XXvZie18e7u9qPPjSfe7XO7e+tCOAAJBIJCrruRzZNZsKvkEwWNlCgiEgkCSRZ3uN87+pe4m1Q9XVhOr+0PhDTv4OU4c6ZBPLiynmI/sQYwAAggggAACCCCgL4FgLuYjFtd//Onnzc3N/icX5Xp+9/u7V3+0Vrn1LTf/3BOLYj5KY3xcnBJrAnPMoY8LNDYeqvyj6cAhAggEgcC3lXw+kidCJR9ZgxgBBPQskKwu5lNpnHR/Y0vXD4dhw4axVa+e32Z6GJt4h9gsCcpIDra17qrcoxwSIIAAAggggAACCCCgKwEjre6X4Xbv3lNUsrO9vV1uVOLW1taGhoYv/vflzl277/jNbVMmT1Je8kOwLHfl31/8Z2tbm3KvM08/dULWoWVB9fX1SrvV2vvq/hHRnm5tvcxRuQgBAggYV+DLHes0lXxOmH6ccafDyBFAIKQEtLX7DZLur6mvlR+ThaX9MgdxLwKifL/TvU55sbCsaGzyaOWQAAEEEEAAAQQQQAAB/QgYLN0vFuzf/+DDGzbmiUA/iMpIdhQUPvLY45VOp9ISFhZ25eU/O/64+UqLqNKjxB0dPf+6QnQQv7HwdIuKGq70J0AAgeAQWFe48d11H5RWl+/cv3vYsA7xf8PE+tJhYUdNmEMln+B4xMwCgVAQsFk6qxQqf5wGSffLv2QVg48z97r2QpkaAQKO9IwvCrrS/UXlJSdOPx4WBBBAAAEEEEAAAQR0KGCwdP8f/nj/5q+/0aGjKBkkEv3rN+bJY5s0ccIN116dmNj14V/xqqeCv6eb29210l8+UcQtB1s8LTExMZqXOEQAAeMKbC8tePCtx9YVyd8rwr7N9Ys5dUwbO8W4U2PkCCAQagI2zVa9Rkn3N3SVVRSPjEo+ofa+Hdx8HWkZ8okFpZTvlz2IEUAAAQQQQAABBHQkYKR0v0im6zPXv237jnvue0DeJEBU6bn6iktnZs/o/qiTkhKVRlfv6X5lh16xx6/SnwABBAwtIHL9l/31OndzQy+zCHtp7WvHT5s/MT2rlw40I4AAAjoSSItPkUdT6er6dKPcrrdYs7qfz1Tp7QHpczxidb88MFHMRz4kRgABBBBAAAEEEEBAPwLh+hnKYUfywYfLDtvH/x025uX/9s4/KLn+8PDwi3504TNP/KXHXL8YXnJy1yffi4t7XRkk9h7wzCUhPt7/k+KOCCDgdQF3k7vPXH/nDcVvAjr7NLm9fncuiAACCHhdICI8whLd9RlEUZasur7G63fx+gW16X4z6yq8bhyEF5xgP7QLl2due6r2tbYdKrwZhLNlSggggAACCCCAAAJGFjDS6v4tW7bJ1MOHDz948KDSMmbMaLfLXVtXp5T1F1XyL7n4R8oeuUpPLwZ795Xe98CflQs6MjNuufnn8XFxSkv3QLwqCvp7BvnNlq3dO4iWXbv3KLOYOTO7xz7nXfDjHtt7bCwtK++xnUYEAiLQ0NDY0Ngo/umWdq4OyEj8edMH3/9L7+v6uwYi+tzx0n03nXxNVxORHwX2VxpjebIfSbiVLgR0+20zzhwvf2f7umi7I2WcLsh6H8TOsr3yi2HDIvgxSQYZaBw63zbT4+2ltWUen/aOjk82fzkhVbXkf6B09B+EgOojRd3Ol/9b1u23zW6jpiHkBELn22bIPVqDT5hvmwZ/gAwfAZWAYVb3t7a1iS9l7KectORff3/2rDNOU1ouveTiJx9/9OV/vrB40QmeRrHi3mw2R0b68FcaDz3yWHv7oe12xZDuueuOvnP9YmAi16/8BmLP3n3KxwKUiYhgzUdrlcNjjj5KiQkQQMCgAvUHGlZv6frvuu9Z9L9n39fhVQQQQMDXAomxqg2KahpqfX3HoV+/4UCjfJFY6QMKcjsxAhqBMbZRcssu5275kBgBBBBAAAEEEEAAAZ0I+DAV7t0ZVlZWyhdcsjhHHC7OOfE/b7/jaV+3fsPECVkimf6zSy6uqNifv/lr0f7Qw4/9/dknR4wYIZ/rrbimtnbv3n2eq82cMV3U8OnnlU9eumT7jgLRWSzhf+W1NzQnulyu5StWeS6Vbk8zmaJ7vOyrL73YY7vSKC//F9dR2gkQCLiA2KRarOu3xMZaLLEBH4x/BrCucOOAblTaUDbHMXNAp9DZiwJ8z/QiJpfyioBuv22OTErbtLvzJy7Pn7DIdv3/5xMeKcoOdf0ZlWzX/5i7hqvXKBQMp4+f8kXhV8oTqG6sCoVZK/PVSdB3BSX5iej226ZOJBlGwAXkt2vAB8MAEBACfNvkbaBbAfnTe7odpN4GZph0f3PzAdkuLbXzo5xJiYlKSZ+t27YrHc45+yxPul8svV+Wu+L0U09RXvJisDx3pXK1U089eV9pqXLYY5CakuL5qMGR8+ZERkR4Pqzw3gfLJk+eNG/ObM8p4lcIN/7iVqVI0amnnNzjpWhEAAFjCawvGli6X/Qn3W+sR8xoEQhNgeS4ZHniTneVjUJZwgAAQABJREFUfKjPWLM/Spy5rxqM+pwCowqIQFZ6pnzfwrIS+ZAYAQQQQAABBBBAAAGdCBgm3T9yZLpMJnLrI9M7W+LirE5n598td+7q+kStzZakdM7L3+yjdP+WrV17Cdx1973KHXsLLvvZJYtOOF68KrbzPe/cs196+VVPzwceemTc2DHpdnt5RYWYhVIdKC0t1dPf041/IoAAAggggAACuhKwWRPl8ThdBkj31zWotkO3mLp2G5bnQoyARsBhz5BbCsuL5ENiBBBAAAEEEEAAAQR0IhCuk3EcdhhRw4dHRUUp3e6594Gi4s41NcqH4FpaWlasWuPpsHrNWqWns8pXf/MUJYOUuww0OPP0U4+YOkU5S2T5P/vif8UlO5Vcv9lk+vWvblE6ECCAgKEFJqRnDWj8szOp5DMgMDojgEBgBGwWVbq/ss5XP3R5cXquRpd8NavJKh8SI9CbwBjb6OERXSulKl1Vmk+K9HYi7QgggAACCCCAAAII+FPAMOl+gWJL6vorZaXT+atf/27tJ59OyOpKoj31zHN33nXPdT+/+dXX31QQo31TuF9cv7FRtdWbcsfegoiICPml395+68lLF4vNBuRGTzxu7NhHHvpTSrLqA/Ldu9GCAAJGEZjjyB7QUCeOdAyoP50RQACBgAjYrDb5vk6XUz7UZ+xqqpcHZjGHyi4y8qyJByEgfmjPSB0nn7ijlAX+sgcxAggggAACCCCAgC4Eupao6GI4fQ5i/rHHiI1t5S4HDhyYPWvm62++pTR+IxXY8TSOGjlSedW7wYvPPz3EC1784x+Kqj4rVq4q2bmrurrGarHY7fb5xx49etSoIV6Z0xFAQFcCFpNldsaM9cX5/RnVqXOWiP796UkfBBBAILACyXFd5RPFSJzu6sCOpz9316zItvL9tj9q9PlWQJTv315aqGAUlhXNzhzYr/OVcwkQQAABBBBAAAEEEPCRgJHS/Wefdcann32+d59qR9zMjPHxcXG1dXW9AX3ve0f19pIe2kXRHh9tLaCH2TEGBBBQBO78wW3nP3hJfXOD0tJjEBsdc8WSS3p8iUYEEEBAbwI2iyrdX1E7+DqHfpuaq0lVuz/OTDEfv9kb/kZZ2vL97NZr+GfKBBBAAAEEEEAAgeATMFIxH6H/61/9Uq7g73keN95wrdj8tsdnI7bAnTOLEtg92tCIAAJ+FUhPtN98xrWHvaXoI3oethsdEEAAAT0IxETHRIZ31SpsbW/TrJ3XwyA1Y2hqaVZaREVFMQXlkACBvgUcaZlyh0KK+cgcxAgggAACCCCAAAL6EOg5S66PsfUwisTEhBeeeeL/zjw9LTVFpPijo02i06SJE37/u193z/hPnjTxjt/c1sNVaEIAAQQCIXD6vJMvy7lo2LCOHm8u1vU/deUjok+Pr9KIAAII6FPAnpAqD8zp1vVuvVXuGnm0VjOV02QP4sMIZNrHyz12lFG7X/YgRgABBBBAAAEEENCFgJGK+XjAIiMjzz/vHPEl+03Icrz04nM7Cgrz8jfV1NSmpqZMmTxJ/BpA7kOMAAIIBFygoq6yM9sf1jGsI2zYdxt1T7Bnnj7vpNPmnkTJ/oA/IAaAAAIDFUiyJO2p6iq06KyrHp8ybqAX8Vt/d5NLvpfVRCUf2YP4MAIpccmmqGjlAyIiKKsptyekHeY0XkYAAQQQQAABBBBAwI8Cxkv394YjVveL/D4p/t58aEcAgYALtHe0r8hfPSzs2zT/t/+48/zbTpu7NOADYwAIIIDAoAWSrary/ZUu56Av5YcTXY318l2splj5kBiBwwpMHjlhQ8kmpVthWQnpfkWDAAEEEEAAAQQQQEAPAgYr5qMHMsaAAAIIDE7gi+1fNRxoUs4dHhF54vTjlEMCBBBAwIgCtjhVur9K38V8XI3q1f3s02vE91xAx+xIV5fvp55PQB8HN0cAAQQQQAABBBDoLmC81f1ud/3rb771+Rf/a2xqam9r00wprNuevaJ8f5ZD9XO55hQOEUAAAf8I5Iql/dKfoybMNY8wSw2ECCCAgPEEbBZVur/Speva/a4mt0xsJd0vcxD3Q8CRliH3Kiwrlg+JEUAAAQQQQAABBBAIuIDB0v2rP/r4iaee6ejoeaPLTs1uvwA4ePBgwJUZAAIIICAq+aze/LHssGjGQvmQGAEEEDCigM1qk4ftrNN3ur9Rk+6nmI/89IgPL+Cwq9L9BaT7D29GDwQQQAABBBBAAAG/ChipmM+evXsPk+v3Kx03QwABBAYg8L/t6+RVpVTyGYAdXRFAQMcCydZEeXROnRfzUW/Vywbp8rMj7o/ApJFZcrfiipK+1iHJXYkRQAABBBBAAAEEEPCLgJHS/Q8+/Bg/T/vlXcFNEEDA+wK5m6jk431VrogAAgEXSFJv1evUdzEfd5Nqq944syXggAzAWALRUdFp8SnKmNs7OoordiqHBAgggAACCCCAAAIIBFzASOn+srLygHsxAAQQQGAQAqKSz6pNa+UTqeQjaxAjgIBxBZLVxXx0Xru/Tr1Vr8VkNa48Iw+UQLfy/UWBGgn3RQABBBBAAAEEEECgu4BhaveXV+zXLO2fmT1j1szslGRVxdjuM3SwT293FFoQQMC/AlTy8a83d0MAAf8JxMfERYZHtLa3eW7ZcKCxrb0tIjzCfyMYyJ3cjarV/VYTtfsHwkffbwUc6RmfbPtCwRDl+5fMVI4IEEAAAQQQQAABBBAIsIBh0v1xVtXyqwXzj7n6yssDjMftEUAAgf4JaCr5HJk1xzzC3L9T6YUAAgjoXcBmTSqv3a+MsqymfFTSSOVQV4G8h4oYmNWs+vFSV0NlMLoV0KzuLyor0e1QGRgCCCCAAAIIIIBACAoYppiPyRRttXTVV509e1YIPi2mjAACRhToXsknJ/sEI06EMSOAAAI9CiSry/dX1lX12E0PjS51MR8rtfv18FSMNoas9Ax5yIXlxfIhMQIIIIAAAggggAACgRUwTLpfMGVJZXl27twVWDjujgACCPRT4Msd6+T1pMMjIk+cflw/z6UbAgggoH8Bm0VVWVHPu/XK340FLOl+/b+7dDjC8SnjwsPClIHtqy5rbmlWDgkQQAABBBBAAAEEEAisgJHS/WedebqC9d933tuydZtySIAAAgjoViA3f7U8Nir5yBrECCAQBAK2uER5Fk63nlf3u+WhWk1dnxyV24kR6EMgMiJyXPJYuUNBKbv1yh7ECCCAAAIIIIAAAoEUMEztfoE0Ictx6U8vfvrZF0Tc2tZ2x133xMSYR6anm6Kj+yC87NJLkm2qRWd9dOYlBBBAwLsCopLPyk1r5WsumnG8fEiMAAIIGF1A1O6Xp6Db1f0H2w4eaG1RhiqWZ7ONiqJBMCABhz2jeP9O5ZTC8pJp46YqhwQIIIAAAggggAACCARQwEjpfsE07YgjoqOjm5sPfWC2oaFxR0Fh33yVlU7S/X0T8SoCCPhOQFPJJzwsnHS/77S5MgIIBERAU8yn0uUMyDAOe1NXo2ppfxz79B6WjA69CIjy/cvzVykvFpazul/BIEAAAQQQQAABBBAIsICRivls/mbL9Tf+Qsn1B1iO2yOAAAL9ENBU8vnexHksJu0HG10QQMBIAprV/VWuan2O3tXkkgdGul/WIB6QgCMtQ+5fWMpuvbIHMQIIIIAAAggggEAgBYyU7n/62ec7OjoCqcW9EUAAgYEIUMlnIFr0RQABowokq2v3V7p0Wru/rkG1up99eo36htPBuDPtqnT/9tICHQyKISCAAAIIIIAAAggg0ClgmHR/e3t7eXkFDw0BBBAwkMCXO9a7mrqyS1TyMdCzY6gIINB/gW7FfCr7f64/e2qK+VjYp9ef+sF1r1FJ6aaors3DXE31Ve6a4Jois0EAAQQQQAABBBAwqoBhavfvr9TWgbVaLNOnHREXZ42M7GsWo0amG/XhMG4EEDC4wIpNq+UZUMlH1iBGAIGgERDFfMS2t8oHMOsa3W3tbRHhEXqboFv6/asYm5V0v96ekKHG40gbv3n3VmXIhWVFSZY5yiEBAggggAACCCCAAAKBEugrUR6oMfV438gI1V8ax4wedd89d0WoG3s8kUYEEEAgIAKiks+K/I/kW7NJr6xBjAACwSSQZElwSqubxW69afGpepug/HErMTaL2aK3ETIeAwk47BnqdH/xkRNI9xvoATJUBBBAAAEEEEAgaAUMU8zHZkuSH8KSxYvI9csgxAggoDcBKvno7YkwHgQQ8J1AkkX1c5pTl+X7tav7Sff77g0RAlfO1OzWW14UApNmiggggAACCCCAAAIGEDBMul9Yjhs7RhFtampWYgIEEEBAhwJU8tHhQ2FICCDgI4Fkq02+cmWdHnfr1dTujzNb5TETIzAggSx7pty/sLRYPiRGAAEEEEAAAQQQQCBQAkZK91/2s5+EhYnasJ1/lq9Y2dra6on5JwIIIKA3ASr56O2JMB4EEPCpgC1Ovbrfrct0P7X7ffomCLGLTxqVJc94Rxmr+2UPYgQQQAABBBBAAIGACRimdr8QiouL+8lFP3ruhRdFvH9/5RVXXz950sRx48ZGRUX14XfiwgVms7mPDryEAAIIeF3gq4INcpHo8LBwCvd7HZkLIoCAfgRsRijmU9fgksUsbNUrcxAPUEC8f5JiE6rqazznHWxr3ePcO9o2aoCXoTsCCCCAAAIIIIAAAl4WMFK6/6677y2v2K8AuNzu/321TnwpLT0GmRnjp0ye1ONLNCKAAAI+EsjNXy1f+XsT55lH8HtHmYQYAQSCSsBmVa/udzl1OD1q9+vwoRh6SJlp46sKD6X7xUQKy4pJ9xv6gTJ4BBBAAAEEEEAgOASMVMwnOMSZBQIIBL3At5V81sjTZGm/rEGMAALBJ5CsTfdX63COrsZ6eVRWc6x8SIzAQAWy0tXl+8sp3z9QQvojgAACCCCAAAIIeF+AdL/3TbkiAgiEuACVfEL8DcD0EQhBAU0xn0pdru53NamK+VhNbNUbgm9Vb07ZkZYhX47demUNYgQQQAABBBBAAIFACZDuD5Q890UAgaAV0FTyOXrCXCr5BO3DZmIIIPCtgHarXpcut+ptdMuPy2q2yIfECAxUwJGuSvcXlLG6f6CE9EcAAQQQQAABBBDwvoCRavdPnTIlcvjwgRokJMQP9BT6I4AAAoMW6F7JJyd74aCvxokIIICAIQRS4pLlcVa5dVfMp6X1QEvbQWWQYcOGmaJMyiEBAoMQmJieJZ+127mnta01MsJIf72Sx0+MAAIIIIAAAgggEBwCRvp59PJLLwkOdGaBAAJBLLCuYKOrqWsBaXhYOIX7g/hxMzUEEPAIRIRHWE0W5btfx7BhIuOfZEnUj0+deml/QizLQfTzcIw6EpHZT09IK60uGyZ+fTRsWHtHx8WPXnny7MWnzV1qMfHZEaM+VsaNAAIIIIAAAggYXYBiPkZ/gowfAQT0JZC7abU8ICr5yBrECCAQxAKa3Xr1Vr7fpU73i19OBPGzYGr+EXhy2XP76yqHhYlk/6GvLXu3P/D2Y6f+4bynlj/vnzFwFwQQQAABBBBAAAEENAKk+zUgHCKAAAKDFxCVfHLzVOl+KvkMXpMzEUDAUAI2a5I8Xmedvsr3a9L9LL6WHxbxIAR++++7n1z+Qmt7W/dz3c0NTyx7/o6X7+n+Ei0IIIAAAggggAACCPhagHS/r4W5PgIIhJAAlXxC6GEzVQQQUAto0/06K9/vlsqsiYGzul/99DgamIBY1//uumV9n/Pfrz4U3fruw6sIIIAAAggggAACCHhdgHS/10m5IAIIhK4AlXxC99kzcwRCXsBmtckGTpdTPgx47Gqql8dgNVPMR/YgHoCAKNYv1vX35wTRrbOyP38QQAABBBBAAAEEEPCjAOl+P2JzKwQQCGoBKvkE9eNlcgggcBiBZKtqY95Kl96K+bjkCcTFWOVDYgT6L/DS2tf63/mdrz7of2d6IoAAAggggAACCCAwdAHS/UM35AoIIIBAp8D6wjyXVCwiPCx80YzjoUEAAQRCRMBmUdXur9J3up/a/SHytvTFNLfvK+j/ZdcX5fW/Mz0RQAABBBBAAAEEEBi6AOn+oRtyBQQQQKBTYMWmNTLE9ybOM48wyy3ECCCAQBALJMcly7NzuvW1ut/drCrmE2dmdb/8uIgHILC+OL//vQfUuf+XpScCCCCAAAIIIIAAAr0JkO7vTYZ2BBBAYGACK/JXyyewtF/WIEYAgaAXsGmK+dTpK93vanTLj4DV/bIGMQIIIIAAAggggAACCASNAOn+oHmUTAQBBAIp8FXBhpqGOmUEVPJRKAgQQCBEBJLVW/VW6m2rXm26PyZEngvT9LrABHtm/685O2NG/zvTEwEEEEAAAQQQQACBoQuQ7h+6IVdAAAEEhuWql/YfPWEulXx4WyCAQEgJREdFm6OilSm3trfVNap2x1VeCkjgUg8mzhwXkGFw0yAQmOOY2f9ZTByZ1f/O9EQAAQQQQAABBBBAYOgCkUO/RKCu0N7e/vn/viwp2dnQ0NjY1Dh+3LgzTz+1tq6uqqo6M2N8oEbFfRFAIDQFluetkieek71QPiRGAAEEQkHAZrXtdu5VZup0VemnRL6rSVW732KOVcZJgMCABI4/Yv5LH7/en1PCwsJ+MP+c/vSkDwIIIIAAAggggAAC3hIwZLq/sKjonfc++Oqr9a1tbQrEvn2lIt3/yaefv/jPl8wm0003Xj9t6hTlVQIEEEDAdwKiko+rqasqNJV8fEfNlRFAQM8CNkuiJt2fmaaXFRia1f1Wk0XPkoxNzwJidf8F88/pT8ZfdEtPtOt5LowNAQQQQAABBBBAIPgEjFfM55nnXrjtN3d+/sWXcq5f82Aam5ruuvveZbkrNe0cIoAAAr4QWLFJtUkvlXx8gcw1EUBA/wJidb88SLG6Xz4MbFxdXyMPgHS/rEE8UIHLl/zksBX8J6Y7Llt88UCvTH8EEEAAAQQQQAABBIYoYLB0/+NPPL18hapiRh/zf+6FF8vKy/vowEsIIICAVwSWbVR9X6KSj1dUuQgCCBhOIDkuSR5zpW7S/c0tzR3SyMKGDRM7DUgNhAgMTMBisjx11SPHTz22t9NOn7tUdBDdeutAOwIIIIAAAggggAACPhIwUrp/2/Yda9Z+3H+Ijo6O3//hXlHiv/+n0BMBBBAYqACVfAYqRn8EEAhWgSSLKt1f5dbL6n653prAT4xNCNZHwLz8JmA1Wx+65J6nrnzk1DlLpE2qO4Z1dIxMTLvj/NvI9fvtWXAjBBBAAAEEEEAAAVnASOn+f7/ymjx0EUdFRWlaTCaT3FJVXb3562/kFmIEEEDAuwKaSj5HTZhjHmH27i24GgIIIGAIgWSrKt1fWafTdL9I1BrCk0HqX0DU8f/9D27PvePt74YaNiwsrLx2f2tb63ct/BsBBBBAAAEEEEAAAb8KGCbdLxbpi9X9ik1YWNilP/3JP194JiUlWWkUwYkLF1xw/nlyy46CQvmQGAEEEPCugKaSz+LsE7x7fa6GAAIIGEXApk73O11OnYzc3Vgvj8RqipUPiREYooCoDZWekKZcpL2jo2T/TuWQAAEEEEAAAQQQQAABfwoYJt0v1umL4jwKzdlnnZFz4kLlUA7OPP1UR2aG0lJYVKzEBAgggIB3BdYVbpRrRISHhS+acbx3b8HVEEAAAaMIaNP97mqdjLyusU4eCav7ZQ1irwg47F1/+xAXLCjlLyBeceUiCCCAAAIIIIAAAgMWMEy6v7JStUBsSc6iPuY6edJE5dW9e/cpMQECCCDgXYHc/NXyBankI2sQI4BAqAlo0v2Vulnd72p0y8/Cwup+mYPYGwJyul8sUSosL/HGVbkGAggggAACCCCAAAIDFjBMun/EiBHy5MQ2WPKhJpZX9I8Yoa3vr+nMIQIIIDBogWUbV8rnUslH1iBGAIFQE4gzWyPDI5RZN7U0Nx5oVA4DGLib1MV8qN0fwIcRjLcWVUYdaePlmRWWFsmHxAgggAACCCCAAAII+E3AMOn+cWPHyCgffLhcPpTj1ra2Aqle/1j1iXJPYgQQQGAoAlTyGYoe5yKAQFAKJFtt8ryc+qjnI1ddE8Ojdr/8jIi9IuCwZ8rXKSynmI/sQYwAAggggAACCCDgPwHDpPsjIiJiY7v2VfvP2+/85fEny8srNFQ1tbXX/fxmkfFX2h2Zqh++lXYCBBBAYIgCVPIZIiCnI4BA8AkkxyXJk3LWVcmHgYrdTapiPtTuD9SDCOL7ZqSOGx4RqUywoq6yuaVZOSRAAAEEEEAAAQQQQMBvAl0/lfrtloO+0cQJWes3bFROX/vJp+JLOdyzd9/lV10n0v1KiwjER2uPOnKu3EKMAAIIeEtAU8knZ0bP+4d763ZcBwEEENC/gM2iXt2vj/L9dQ0umY50v6xB7BUB8ZeO8Sljd5R11fDZunfHzIzpXrk4F0EAAQQQQAABBBBAoP8ChlndL6Z01eWXRkZ0FYTVTFJsiqXJ9YsOSxfnJCUmanpyiAACCAxdYH1RnlwdIjwsPCebdP/QXbkCAggYW8CmWd3v1sXqfs1WvRTzMfabTK+jl3frFWPcUVqo15EyLgQQQAABBBBAAIFgFjBSut9iib326iv7/zSiR4z40YXn978/PRFAAIH+C1DJp/9W9EQAgdARSLaqivlUuqr1MHf5t7NiPBaTRQ+jYgzBJCBW92emZSgzEuuQiipKlEMCBBBAAAEEEEAAAQT8JmCkdL9AOfqoeT+56Id9rPFX4EaNGvnnB++LjDRStSJl8AQIIKB/gVWb1siDpJKPrEGMAAIhK2CzqNL9Tn0U8+lWu590f8i+Q3048Sx7V7pf3KawtKuwjw/vyqURQAABBBBAAAEEEFALGC8bftKSxQuOm//0M89/9sX/xMIZ9XQ6j4YPH/79c//v9FNP6f4SLQgggIBXBEQlH6e7RrkUlXwUCgIEEAhxAZt6db/TpY9iPtqtekn3h/j71CfTz0rPlK8r1/GX24kRQAABBBBAAAEEEPCpgPHS/YLDbDJdf+1V111zZWWlc+fu3bt27a6pqbHb7ePGjc0cP85sNvuUjIsjgAACVPLhPYAAAgj0KKCt3a+PdH9Nfa082jgz6X7Zg9g7Ailxyaao6KaWZs/lRFBWU25PSPPO1bkKAggggAACCCCAAAL9EzBSur+gsGjnrl1iXuHhEQsXzA8PD09JSRZf8+bM1ky20unMy9/kaTxi6hR7Gj9na4Q4RACBIQlQyWdIfJyMAALBK2Cz2OTJVeog3d/U0iR/GjQqYnhU5Ah5kMQIeEtg8sgJG0oO/R1EXLOgtIh0v7dsuQ4CCCCAAAIIIIBAPwWMlO5/+dXXN3/9jWdiIsUvdu7tbZLvvf/h+x8u97z6/XPPPvusM3rrSTsCCCAwUIENRflU8hkoGv0RQCBEBJIsCWHDhinpdbFHblt7W0R4RACn72p0y3e3srRf5iD2qoAjPVOV7i8rOm7qMV69AxdDAAEEEEAAAQQQQOAwAgbbqvcws/nu5YaGxu/CYQcOHFBiAgQQQGDoAis2rZYvctSEOeYR1BCTSYgRQCCkBTTl+ytq9weWw9XkkgdgNVnlQ2IEvCUQFhbmSBuvXE3sMVZUXqIcEiCAAAIIIIAAAggg4B8BXa/u37T5m6/WrVcgSnZ2VvLx/Pn7P/5lMpm+O1L9u7Gp8fPP/6c0HTx4UIkJEEAAgaELrMhXpftzZiwc+jW5AgIIIBA0AjZLklzDx+mqTk+0B3B2rsZ6+e5Wc68fD5W7ESMwCAFHmmq33sKy4kFchFMQQAABBBBAAAEEEBiKgK7T/Z9+9vnqj9b2OL21n3zaY3v3xoSEhO6NtCCAAAKDE6CSz+DcOAsBBEJHoHN1/76u6Tpdzq6DQESaYj4WE/v0BuIxhMY9J450yBMt2b+rta01MkLXf+GSB0yMAAIIIIAAAgggEAQCwVnMR34w6emBXFAmj4QYAQSCQIBKPkHwEJkCAgj4VCA5Lkm+vrzSX273W+xuUtXuj4uhmI/f7EPuRtFR0fb4VGXa7R0dxRU7lUMCBBBAAAEEEEAAAQT8IBDk6f7w8PApkyb6wZFbIIBAiAhQySdEHjTTRACBQQuIYj7yuU53lXzo/1hsFyzf1MrqfpmD2NsCWenU8/G2KddDAAEEEEAAAQQQGIhAkKf7zz/vHLOZLTQH8o6gLwII9C6wsXiT012jvB4eFr5w+nHKIQECCCCAgBCwWW2yg9MV4HR/XaN6q14zxXzk50PsZQGHPUO5otitt5DdehUOAgQQQAABBBBAAAG/COi6lOQx3zs6KipKcfj08y/q6w9ttnbcscf0tlWvp39CQvzM7Bnjx41VTidAAAEEhiiQm79KvsKRWXNYJSqDECOAAAJCwGZNlB2cdQFO91O7X34cxD4VCAsLc6SNl29RWFokHxIjgAACCCCAAAIIIOBrAV2n+6dPmyq+FILSsrL/Z+884KMonz6eRvpdeiW0FAgg0hH+ihRFAelKtaDYXhEQQRTB3gVEQWwoIIqA2GiK9CogvbdUIJX0u/T6Tjx47tnN5XJJruze/eJ9ZJ5nZ59nnu/u7d3Nzs6cPXde05z46MMKhSfbBAEEQAAEzEBAlMnnvk79zDAppgABEAABeRGoLtXL/Vk8mY+6EMl8uOMB0cQEIkOEyXzS4k08IYYHARAAARAAARAAARAAAQEBOSXzUSoUlItf8+fo5ChYBxogAAIgYGICyORjYsAYHgRAwEoIBEgsmY8od78Cufut5EST6DLCg1o2cdQGVKXnZRSXFkvUVpgFAiAAAiAAAiAAAiBgjQS0X0alv7oXpk6ml/TthIUgAAJWSWD76d38upDJh6cBGQRAAAQYAVF0f3a+tuQJ0zGnoBaW6vVyV5pzdsxlawQon0/LwBYxqdocPheuX+4S0dHWOGC9IAACIAACIAACIAACliIgJ3e/iNHe/f+cP3/h2vWk9BvppaVl3l5eTUNDWrRo3r9fn5DgYJEymiAAAiDQSAI7hIn7kcmnkTyxOwiAgLUScHRw9HZX5t4qkFtlZ5ehyhSF/Jtz7aLc/UoPZIM0J35bnCsqJJx395MMd78tngdYMwiAAAiAAAiAAAhYiIAs3f1Hj5/45tvlKpWKh5aRmUmvU2fObtj0Z6+ePZ564nEk9+f5QAYBEGgMAWTyaQw97AsCIGBrBPyV/szdT2vPtKi7P+/WjQfNUVC6Ibrf1s5Hs66XovsjgsPZlFVVVXHpCawJAQRAAARAAARAAARAAARMTUB+7v633/vw/IWL+rkcOnzk3yPH5r76cof27fRrmmLrydNnrl+/bmdnP/C+e52dneucIjYuLiHxWnZ2tqOjY1BQUOeOHTw9EXdWJzYogIBZCSCTj1lxYzIQAAGZEwhQ+sVyFUoz8rLbhllsSSJ3v5/C12KmYGLbIEDR/fxCY1Ji+SZkEAABEAABEAABEAABEDApAZm5+9eu+7VOX7+GV2Vl5cfzF3695DPzu84//ezz4pISMqNrl05NQ0P1HL8jx45/t+z73Lw8kU77ttEvvjBFqUT0mQgMmiBgMQKiTD4DOvWzmCmYGARAAAQkT8BPKXCpZ6mzLGVyYUkhZRNify5OdcdhMGUIINAwAlGhEfyOManxfBMyCIAACIAACIAACIAACJiUgINJRzfu4JcuX/l9/UbDxywtLX3vw3mG6xtF8/SZsxpff52jbdm6bcHCRTV9/bTj+YuXJk+bce0aPSKAPxAAAcsTqJnJp//td1veLFgAAiAAAlIlIMrUT7n7LWWpSlinV+musJQlmNd2CAR6Bbg5u7L1FpUWp2SnsiYEEAABEAABEAABEAABEDApATm5+79b/r2IhauLC6XpHzl86MPjxw64p194q1YihfiExMtXYkSdpmvm5OZ+8uliQ8Y/eer0ipWrmCZl+QwNDfHx9mY9dK/irfc+LC8vZz0QQAAELEVgx5nd/NR3RHVTusFhxCOBDAIgAAICAv5KP76dqcrmm+aURXV6vdzx6KQ58dvuXNFNW/OLj0WAP48DMgiAAAiAAAiAAAiAgCkJyCmZT1r6DR7FuDEPjRg2xMFBcMciLS39rXc/yM7JYZrk7m/TOoo1jS5UVFQkJafEJyQcPnzk9NlzlETIkCmWfreCqdEdi2nPP0eJ+6knPz9/1uzXsrKrfxWTTMmLHpkwjmlCAAEQsAiB7ad28fMikw9PAzIIgAAI1CTgrxC5+y2WzEfk7lfgZm3No4UeExCIDAk/mXCGDRyTGnd3+ztZEwIIgAAIgAAIgAAIgAAImI6AwFduumkaP3JhYSEFvLNx+t7de9SIYSJfP20NDg768P23+f64eNOmy3xuyvRZs+d+9c13VKHXQF//0WMnNA59Mrhli+bTpz6v8fVTkyoNvP3mXGb/nn0H2JIhgAAIWITAqYSzmWrtHUQHewdk8rHIgcCkIAACMiJQI7rfcsl8ClU8NzybxdOAbCIC9NguX623qqoqNjXBRHNhWBAAARAAARAAARAAARAQEZCNuz8mNo43/YHBA/kmL1NKnMiIcNZz1cQZ8Cur+ApwbFp9wo5d2sQgU5//P/pJwGsHBgT063MzLbhKpaJHB/itkEEABMxMYPtpQWg/MvmYmT+mAwEQkCOBAC9BdH+GynLR/UX5PECFuyffhAwCJiIQGSyo1otkPibijGFBAARAAARAAARAAARqEpCNu5/S4vPWBwT4802R7Ovjw3ry8wuYbAqhc8fbW7ZowV4Unl/nLFdibpYTcHV1bRYWVlO/R/eurHPHToGrkfVDAAEQMA8BZPIxD2fMAgIgYE0EQnyC+eVkqS2Wu19dJIjuR+5+/rhANh2BNk0j+cETM66WV6AiF48EMgiAAAiAAAiAAAiAgKkIyCZ3f0S4oAzvxUuXu3buVBuVxKtX2aaQ4CAmm0J4/rln+GE3/bnlx5/W8D0iOS9PVVBQqOnsdHsH0VZNs8Nt7Vl/MqL7GQsIIGB2AsjkY3bkmBAEQMAaCDg6OHq4uBeU3PzCU15ZkVuQ5+3hZf615RWq+UkVbnWHZfD6kEGgYQRcnV1DvINSc9M1u9PTwPHpia1DBfcAGjYy9gIBEAABEAABEAABEAAB/QRkE90f1rQpn/SGcuXzqfz5Re7cvZcv6hveSnCfgNe0iJyUnMzmDRfew2D9Tk5O7m5ummaeShCVxnQggAAImIHAjtPa1Fs0HTL5mIE5pgABELAOAgFKUT4fy6TvVxcJ3P2I7reOs0sWq6BqvbydyOfD04AMAiAAAiAAAiAAAiBgOgKycfeTr1+hUDAQlNR+6vSX/jl4mPWQQAl/lnz5zTffLuM7IyMFqTP5TRaRc/Py2LxeXkomiwTK86PpUakEP1NFamiCAAiYlMC2Uzv58Qd06sc3IYMACIAACNRGQFStN8tC6ftVhcLc/W7aL5O1WY5+EDAKgahQ7W8QqtYbkxpvlGExCAiAAAiAAAiAAAiAAAjoJyCbZD60jI6337b/wEG2HnLuL1ry5eIvvnJzdXVq0qSwoKC8ooJt1Qh0k6DDbe1EnZZtUjIfZoC3V61Ptbt7uGfn5JBmYeHNB+HZXhBAAATMQ+B0wrlMdfXbUPPnYO/Q//abZbRv9eFfEAABEAAB3QT8FaLofsuk71cVar93kaFKuPt1Hy70GpkA/QaJDBY8YRybGmfkOTAcCIAACIAACIAACIAACOgiIJvofjL+uWeeUnIB/prlULBMYVERBfvX9PWTwlOTJupxqesCYvK+/HxtlJlSWXt0v8vN6P6KykqT24QJQAAEdBHYflpQKPuOqK7wE+nihD4QAAEQ0EHA30vg7s9UWSaZj9jd717rVy8da0AXCDSCQGSINrqfhkEyn0awxK4gAAIgAAIgAAIgAAL1ICAndz9ltH/rjbl8Bn/9C6VCuAPu6a9fx/xbWZYemrqqqlZXfnl5ucY2Z+cm5jcSM4IACBCBGpl8JHc9wWECARAAAckSEOXuz1RnWcRUVZE2zIIMULqjVK9FjoMtThoe1NLB3p6t/IYqU1RJgm2CAAIgAAIgAAIgAAIgAAJGJCAndz8tO6xp6NzZLxsSsH9nr54vzXjBiKSMNVSAvz8bSq0W/ARl/SSUlpVqmh4eHnw/ZBAAAfMQQCYf83DGLCAAAtZKwE+YzCczz1LufkEyH4Ubovut9YyT3LooRCkiOJw3KyYlnm9CBgEQAAEQAAEQAAEQAAFTEJCZu58Q3N6h/dKvPn/yicfc3dx0EmnTOmrxpwtemDrZ2dlZp4JlO/38fJkBqtrd/axCb838RWx3CCAAAqYjsOPMbn5wZPLhaUAGARAAgToJBCi18Q2knGGxUr1q3lQ/hQ/fhAwCJiUgSt8fkxpr0ukwOAiAAAiAAAiAAAiAAAgQATmV6uUP2P0D7qVXUVFxQmJifEKiWq1u3qxZq1YtQ4KDDM/2ww9oNjkgQPvrNz4+vk/vO3VOXVBQoOn38fbWqYBOEAABkxLYenIHP/6ATsjkw/OADAIgAAJ1EPD30sY3kGqWJZL5FBQXVHFmujnfLIzE9UEEAVMRqK7WGxJud/Lm+FRvLDYtwVSTYVwQAAEQAAEQAAEQAAEQuEVATu7+P7dsDQ0N6dzx9lvG27m5ubZrG00v1iN9gTIR0bd/+sZPpp6/cFGnwVevXdco0NbOnTvp1Bkz4TGd/To7U1LTdPajEwQsQqCgoLCgsJD+r+YqV1vEktomvZByOVOdw7Y62DtEB7bG+4gBsWLhRoZlqolaMVIszSgEpH/ZrLnMspIKvjM154b5r6JpqgzeBndnd/PbwBtglTIum3oOq5ezIGrn/NVLOAP14DJkU6BeJR6vHC+beheHjdZDAJdN6zmW1rUSXDat63hiNbZOQE7u/k2b/8rOyaEUPb3u6DHkgUEtmjeT49EjX3/rqMjLV2LI+OtJycXFxXzxXs2K9uzdx5ZGRQiYDAEEQMA8BA5cPsxPdHvz25SuCr4HMgiAAAiAgH4Cni4eTg5O5ZXlGjUSCkuL3J11Z2LUP1SDt6qFdXoVrqjT22CW2LEhBKhaL7/b1cxrfBMyCIAACIAACIAACIAACJiCgJzc/Zr1l5aW7t1/gF5KpbJ/3z6DBg6QXbqbwQPv17j7KYT/519+m/jow/yhValU23bs0vSEhgTTEwz8ViavW/0Dk3UKfPg/jaNTB50gYBECVKSa4voVnp4KhUQ9LwevHOTJDO0xEG8iHojVyzjcVn+IZbdA6V82dSIN8g5Izk5lm5q4O4YGmPULSXJ+CpudBF+FN97dPBAjygCrEyZlGaUUUkWlxZqtxWUldi5Vob4hOpXRaQiBm/cPa1Hlz0OZXjZrWRm6rZAAf7pa4fKwJBkSwGVThgfNVkzmn96zlTU3ep0OjR7BYgOQW3z9xk3PTp42/aVX/vp7W0lJicVMqefEd/To5uToqNmJMhQdOXacDZCTm/vCzJfLyso0PUMeGMw2QQABEDAPgTOJ50WZfO7p2Mc8U2MWEAABELAmAv4KQfr+jLwsM69OVaTiZ1S6K/kmZBAwA4Hopq35WWJS4vgmZBAAARAAARAAARAAARAwOgH5RffXRJCSkvr9D6tW/vhTdJvWgwbe16NbVwcHSd/GIPPGjH5w9dp1mrUsWLioZYvmoSEhaenpiVevVVZWavqDg4Pu7d9XI+P/IAACZiOw/fRufq47oroq3ZDJh0cCGQRAAAQMIuCv9Of1MlXmro2hKsznDfDywMWc5wHZHASoWu/JhDNspti0+D633cWaEEAABEAABEAABEAABEDA6ATk5O5XKhWUu782BJQY5+Kly/SiwPnu3bs+MGggpcivTdni/SOGDTlz9ty58xc0lpCXn168Ve5ubq+9+jLfAxkEQMA8BLae3M5PdG/HfnwTMgiAAAiAgIEEAryE7n51toE7GktNFN2vwL1bY5HFOIYRoJJdkcHhTJd+rcSmJrAmBBAAARAAARAAARAAARAwBQE5ufvnffje1WvX9x/458jRY2npN2rDUV5RcejwEXp5eLjffdddY8c8SK7z2pSN3u/kdDNLD43s6KgP7xtzZ9NDCVu2bqev/iIzWrZoMXf2LC8vPHIuAoMmCJicwFlk8jE5Y0wAAiBgKwT8lYJkPpkqcyfzEZXqxaNatnLmSWmdFN3PmxObGs83IYMACIAACIAACIAACICA0Qno80cbfbLGD9iiebMWE8Y9MmFcUVHx4SNHDx48dOHSZZbpXjR+QUHhlq3bKFF+u7bRok2maw66/z56GTj+4489Qll9duzclZB4NTs7R6lQhISE9L6rV7OwMANHgBoIgIBxCWxDJh/jAsVoIAACNkzAX+HHrz4jz9zJfPIKBbn7Ed3PHw7I5iEQ3TSKnygx42p5RbmT3pAgXh8yCIAACIAACIAACIAACNSXgMzc/Wx5bm6u/fr0phf1xMUn7Nv/z7HjJzIyzf0zktnTYIGePBg25IEG744dQQAEjEsAmXyMyxOjgQAI2DKBAGHu/iyzJ/NRF6p5/kp35O7neUA2BwFXZ9cQ76DU3HTNZJVVVXHpCW1CBfcAzGEH5gABEAABEAABEAABELAZApIuaWvgUYgIb/XExEdenzt7yOCBBu4CNRAAARCoSQCZfGoyQQ8IgAAINJiAv5cgmU+G2ZP5qITufi93pEls8MHEjg0nIM7nk4J8Pg2HiT1BAARAAARAAARAAATqJCDX6H7NwkrLyk6cPHXw4GEqe1tYVFTnaqEAAiAAAnoIbD+zm996R1RXJHrmgUAGARAAgXoR8FcIS/WqzP0UpqoI0f31OmJQNgmBqNCI/RcPaYaurtabhmq9JuGMQUEABEAABEAABEAABDQEZOnuT0pOOfDPQSrYm5ySWrPOLQ4tCIAACDSMwN8ntvM73tuxH9+EDAIgAAIgUC8CPp7e9nZ2Vbf2URcXVFRWODo43uow+b9qobsfuftNThwT1CBgb28fEdSS745NjeObkEEABEAABEAABEAABEDAuATk5O4/duLkzl17zp+/UFxSYgiFyIiIQfcPaNMayTENoQUdELB1AsjkY+tnANYPAiBgAgKBXgHpeRls4LTcG019Q1jT1EKeMJkPHtgyNXCMr5NAZGgE3x+bimQ+PA/IIAACIAACIAACIAACRiYgJ3f/d8u+z87JqRNAcHDQgHv639O/L1XBrVMZCiAAAiCgIYBMPjgTQAAEQMDoBPwVvry7PzMvy5zuflF0Pz1tYPQFYkAQqJNARFArB3t7KtKr0byhyqQzE8+a1MkNCiAAAiAAAiAAAiAAAg0jICd3v/4VKhWKPnffNXjQ/X6+grpw+vfCVhAAARDQENhxeg+PApl8eBqQQQAEQKBhBPyVlL7/Mts3Q6WN9GedJhLIo8ryCNEU7s6uJpoIw4KAfgLV+XyCw2O4HD5XUuK6RnTSvxe2ggAIgAAIgAAIgAAIgEDDCMje3e/s7NyzR/cHBg9s1bJFwxBgLxAAARA4d+0CpZhgHBzsHe7p2Ic1IYAACIAACDSMgL+XH79jpiqbb5pUVhXl8+Mr3ZV8EzIImJNAZHAr3t1P6fvh7jcnf8wFAiAAAiAAAiAAAjZFQK7ufgcHhw7t21Esf+dOHW3qgGGxIAACpiCw/dRuftgekV2Q4pkHAhkEQAAEGkYgQCl096uzGjZOA/ZSF6n4vXBV52lANicBiu6PDAm3O3lzzqqqqti0BHMagLlAAARAAARAAARAAARsioD83P3hrVoOuPeePr3vdHKSn/E2dW5hsSAgIwLbTwvc/QM69ZeR8TAVBEAABCRLwF8hdPerMs1mqqpAFN2vMNvUmAgERAQig8P5Horu55uQQQAEQAAEQAAEQAAEQMCIBOTkMZ825bkWzZt7eLgbcf0YCgRAAASQyQfnAAiAAAiYiIC/MLo/I8+cyXwQ3W+io4ph600gMjSC3ycmNZ5vQgYBEAABEAABEAABEAABIxJwMOJYph6qXdto+PpNDRnjg4ANEkAmHxs86FgyCICAeQiIc/ebMZmPqlDNr1Hhjuh+ngdksxII9g5044pFF5UWJ2enmtUCTAYCIAACIAACIAACIGAzBOTk7reZg4KFggAImJVAjUw+/cw6PSYDARAAAeslYMlkPkUCdz9y91vvWSaPlbUJjeINjU1BPh+eB2QQAAEQAAEQAAEQAAGjEYC732goMRAIgIAcCejK5NNXjguBzSAAAiAgQQKBXgH2nFm5BXlcy7SiSuTuR3S/aXlj9DoIRAnz+cSmIZ9PHcSwGQRAAARAAARAAARAoGEE4O5vGDfsBQIgYCUEdpzew6+kR2QXRIDyQCCDAAiAQCMJ+Hh6sxGq7Oxu5GWwpkkFUTIfpbvSpNNhcBDQQ8De3p6v1ltVVRWbmqBHH5tAAARAAARAAARAAARAoMEE4O5vMDrsCAIgYA0Etp3axS9jQCdk8uF5QAYBEACBxhIQ5fPJUGU2dkTD9lcLc/cr3TwN2w9aIGASApEh4fy4MalI5sPzgAwCIAACIAACIAACIGA0AnD3Gw0lBgIBEJAdAWTykd0hg8EgAAKyI+Cv9ONtzszL4pumk8XJfNwQ3W862Bi5bgLRTQW5+69mXCuvKK97N2iAAAiAAAiAAAiAAAiAQD0JwN1fT2BQBwEQsCICyORjRQcTSwEBEJAogQAvobtfbSZ3f16hiieicEd0P88DsrkJuDq7BnsHslkrq6ri0pHPh/GAAAIgAAIgAAIgAAIgYDQCcPcbDSUGAgEQkB0BZPKR3SGDwSAAArIj4KcQuvtVZnL3q4vyeVbI3c/TgGwRAlEhEfy8sSmo1svzgAwCIAACIAACIAACIGAcAnD3G4cjRgEBEJAdgfPXL6bl3mBmO9g73NOxL2tCAAEQAAEQMAqBAGEynwxzuftVwuh+L5TqNcrhxCCNIBAVqnX3V1frTUN0fyNoYlcQAAEQAAEQAAEQAIFaCDjV0i+D7srKykP/HklISCwoKCwsKmzVsuWIYUNy8/KysrIjwlvJYAEwEQRAwKIEtp/aw8/fI7KL0k3B90AGARAAARBoPAFx7n5zufvziwt44+Hu52lANj8Be3v7iKCW/LwxKajWy/OADAIgAAIgAAIgAAIgYBwCsnT3x8bFbfpzy9Gjx8srKhiG5OQUcvcf+OfQD6tWu7u5zZzxQof27dhWCCAAAiDACKRkp6bmpP91/G+7qio7e3tN/4BO/ZkCBBAAARAAAWMRCFAG8ENlmcXdry5SV3Gzerp6cC2IIGAZAlGhkfzEcWlI5sPzgAwCIAACIAACIAACIGAcAvJz93+3/PttO3bpX31hUdG773/05BMT7x9wj35NbAUBELApAqv3rVu979eUnLSbqyZfP3n87ewcHBzv6djHplBgsSAAAiBgHgJ+Sl9+IvMk88krVPOTKlxRp5fnAdkyBMKDWjrY21ORXs30N1SZdF9KgScLLXM0MKvNETh37cJtzREOaHPHHQsGARAAAdskILPc/V9+/W2dvn52IJd//0Nq2i2nHuuFAAIgYJMEKKJ//CeTFmxYovX1aziQx9/e3s3ZJV9Y1NEmIWHRIAACIGB8AsHegfygGapMvmkiWVWk4kdWuiNXG88DsmUIUD6f8CBBxtEryOdjmUOBWW2OAFXL2H/hkM0tGwsGARAAARCwVQJycvdfunxlz779hh8p+lB/572PKMW/4btAEwRAwCoJUPQc+fovp8TWtrqCkiJSILXaFNAPAiAAAiDQMAKODo4KLpcOBTZn5+c0bCjD91IVCK7nKM1iODpompRAVEg4P35sKtL38zwgg4AJCcSlJtzIyzDhBBgaBEAABEAABCRDQE7u/jU//yLi5uzsLOpxc3Pje7Kys8+eO8/3QAYBELBBAjOWz1ELazbWhEAKM1fMrdmPHhAAARAAgUYS8Ff68yNkmj59v+j2rdJdyRsAGQQsQqC6Wm+wNrqfIpNikb7fIkcCk9okgaz8rAvXL9nk0rFoEAABEAABmyMgG3c/BelTdD87PvR1+eknn1j1/XeBgYL6b/f06zNh3BimRsKVmFrjeXk1yCAAAtZK4FjsyePxpw1Z3bG4U6RsiCZ0QAAEQAAEDCcQoPTjlc3g7lcJn9ZSuiN3P38EIFuMQFRIBD93TAqq9fI8IIOACQlkqbIvJceYcAIMDQIgAAIgAAKSISCbUr0Up08hMIzbgyOHD7inH2vywohhQ44cPRYbd/PbMxN4HcggAAK2Q2Dj0b8MXywpd4vsbLg+NEEABEAABOok4KcQVOs1h7tfVKrXDdH9dR4lKJiDQGSowN2P6H5zQMccIPAfgbTcGxevXwYMEJAOAaott2b/r5eTYyjmjKzqFtGpTdOo8b0fCvUNkY6RsAQEQECmBGTj7s/IEBR2u3/AvXqIt41uw7z8SUnJejSxCQRAwOoJXEmuxyM+MSiaZ/UnBBYIAiBgdgIBXoJnMbPU2aY2QV2cz0/h7eHFNyGDgKUIUOVqpZunqujm+VlUWkzuHnh2LHU4MK/tECguLS6vrLiYBHe/7RxzSa+UIlk/2fD56v2/8lZWP2ged+qnfb880mfMjGFT+E2QQQAEQKC+BGSTzMfFxYVfW5WdNtKf79fIzNdPTRcXcX7/mvroAQEQsGICV+pTB09POV8rRoSlgQAIgIBJCQR6CZL5ZJg+d7+qUMWviBysfBMyCFiQQESwqFov8vlY8GhgalshoCkRn5Wfk6ESBBHayvqxTikRIF8/VYwT+fp5A1ftXffSitf4HsggAAIgUF8CsnH3t2zRnF/blr+38U1eLq+oiOHy9bcQ7shrQgYBELAFAp6uHoYvs17Khg8LTRAAARCwZQKiZD4ZeSb3tqgK1DxwBdz9PA7IFiUQGSJw98fUJyjBooZjchCQMYFM1c2nyi5cQ7VeGR9HKzBdE9e/5/wB/WvZdW4fhf/r18FWEAABENBDQDbufkdHR09PbWTWHxs2Lfnym7S0dNHacnJzp734Enn8WX9khCBFJuuHAAIgYCME2oRGGr7SeikbPiw0QQAEQMCWCfgpBNH9maYPrhSV6lW4KWyZP9YuHQL29vYRwa2YPeT3iU1FdD/jAQEETELgWOzJL7d8a2dHb7jKeX989tbaD6jHJDNhUBCoiwAlcNMT18/vTWqkzPdABgEQAAHDCcgmdz8tqU3rqOMntB/M+w78Qy+21OtJyc9OnkbuftZDAn2l7nlHd74HMgiAgK0R6Neh9/H40waumpQN1IQaCIAACICAgQQChMl8Mk2fuz9PlMzHA+5+A48V1ExOIFKYzCcG7n6TI8cEtkvgUvKVhRuWaOqgkm+AQKTm3th49G96dY/sPGP4lDahUbZLBys3OwG640S1eQ2cVqM8c/hUA/WhBgIgAAI8AdlE95PRk5992snRkbeel+lqKPL109aB9w3w8/Xl1SCDAAjYGoGh3Qe5O7sasmrK5EPKhmhCBwRAAARAwHAC/sLo/vTcG4bv2zBN9a1SqJrdlYjubxhH7GUCAm3DWvOjXs24Vl5RzvdABgEQMAoB8vU/++ULt3z94iGPxp6krZdTYsQb0AYBUxK4nFyPU65eyqa0GmODAAjIj4Cc3P0KhefU558znLGri8ujD48zXB+aIAACVkmA6no7OtR6p5Bf8kvDpyLhAw8EMgiAAAgYhYCHq4cTdx0ur6xQFwly6xtlFn4QJPPhaUCWFAFXZ9dg70BmUmVVVVx6AmtCAAEQMAoBKthO3nx1cYGe0VRF+dU6Jv480mMANtkgAcMfOic49VK2QZhYMgiAgB4CcnL30zJ69ezxxMRH9MT4s6WGhTX99JOPnZzklK2IGQ8BBEDAWAQqqyqnfze7+rt+Fbn99f29NXb2sB6D9WlgGwiAAAiAQEMJhPgE8btmqrP4ptHlfKGLx8tdafQpMA1kaSEAAEAASURBVCAINJhAVIigtFhMCtL3N5gldgQBHQTouf8FGz7X7+vX7EYefxRE1UEQXSAAAiAAAjInIDN3P9EedP993y398s5ePSkvv074TZo0eWTC2IXzPkQaH5180AkCNkWA8nWeSjxbveTqK0aVTqd/iHfQ0ucWwddvUycGFgsCIGBmAv5Kf37GzLxsvmlcWZy4383TuONjNBBoJIHIkHA2Avkl49IQ3c94QAABIxCggP3Nx7YaONAmgzUNHBBqIKCHQNfwjnq2ijbVS1m0L5ogAAI2TkCWwe/ubm4vTJ08bcpzGRmZideuXb16LScnJyQkpGXLFhGtWrq7u9v4QcXyQQAENAS2n9q1WlANyd7H0+vDR946mXA6OTuVdJr6hvTt0BtFunDCgAAIgICpCfgrBLWUMlSZppuRcjjwgyNLG08DssUJUMRSRHAr3oyYlDi+CRkEQKCRBC4nx9ZrhGOxJ7tFdq7XLlAGgYYRaNM0yvAUPaTcsFmwFwiAAAjI0t2vOWz0XTkwMIBePbp1xYEEARAAAREBKr31+ur3+U4He4fFT89r36xtj9a4aPBgIIMACICAyQn4e/nxc2SZMplPjcT9iO7n2UO2PAE+up+siU2Du9/yBwUWWBOBE/GnDF8OPWFzPA7ufsOBQbPhBMiFNb73Q8JwtFpH0yjXuhkbQAAEQEAvAfkl89G7HGwEARAAgWoClMmBUvaXVpTxOGaNmEa+fr4HMgiAAAiAgHkIBCgD+IkyVCbM3a8uVPNzIXE/TwOyFAiIcvfT20GUgUoKRsIGEAABEAABoxMI9Q2Z0PshQ4alfLOkbIgmdEAABECgJgE5RffPnvvGtWvXa65BT4+9g4Obm5tSqWjVssXI4cPCmobqUcYmEAAB6yBA5XlfXPZqel4Gv5z7OvYfe9covgcyCIAACICA2Qj4CZP5ZOaZ0N2vErr7Fa6I7jfbccZEhhKIDA6PTdNW6KV8PsglYig76IFAXQSiQiLrUtFupxjqrhHI5KMFAsmkBOh8G9Vr6Or9v1BlOb0TVaXkpH2zdfmz90/Sq4aNIAACIKCbgJzc/bm5eeUVFbrXUVtvRUVZWZlKpUpKSt5/4GDrqMi3Xp/j5CSnVde2MvSDAAjURmDB+sU3y/Pe0mgTGvnuw3NvtfAvCIAACICAuQkEKAXJfDJNmcwnr0gQ3a/0UJh7tZgPBOoiEBUicPfHpsbD3V8XM2wHAUMJdIvsZKjqf3ptmtbj9kC9RoYyCIgIUPKo99YtqPb1V1XZ2dfi8b+16dvtKzu27NCzTXfRIGiCAAiAQJ0EbCuZz5WYWHpEoE4oUAABEJAvASrPu/bA77z9Ph5eS55Z0MSxCd8JGQRAAARAwJwERLn7M02ZzKdGqV6lOVeKuUCgTgIU3clX6yXvT1y6NtK/zt2hAAIgoJ8AVWjvGt5Rvw7bOrTb/ajozmhAMDWBXWf23oxLI18/ufWrqkJ9gjST0kl7d9s7+dsAlVVVs398My033dRWYXwQAAHrI2Bzce7Xrift3ru/X5/e1ncssSIQAIHayvOKkkgAFAiAAAiAgJkJBCj9+RlNm7u/KJ+fy8sd0f08D8iSIBAZEsHbEZMCdz/PAzIINIoA3VF7a9yr4xc+mV9coH8ghZvHM/c9oV8HW0HAWARKy0s/2bhEO5q9fYhP0B+vrmZxaXT394st3y7fuYrpqIrypy979cfp3zAdtgkCCIAACOghIKfoflc3V/rk1rMYAzf9+tsfBmpCDQRAQEYEcgvypi6dJSrP+/LIF1CeV0YHEaaCAAhYKwGql+vk4MhWV1BSWFFZzwyNbOe6BJUomY8b3P11IcN2sxOICg3n5+Tz+PP9kEEABBpGoKlf6EvDp+r3Htjb2b80/AVUQ20YYexVXwLkyl+xc1Va7g22I52fM4dP4f341DN54FPdIgTZqK6kxL699iO2FwQQAAEQMISAnKL7P1vw8fc/rPrr721sYd26dB406H4qwOvi7Jycknri5KkNGzez/P63d2j/5BMTMzKyDh0+vHP3XrZXRmZmSUmJi4sL64EAAiAgdwJUnnfat7My1dn8QoZ0u3/MnSP5HsggAAIgAAKWIuCv9ON/5abmpIX5NTWFMaoCQe5+ZGkwBWSM2UgCwd5Bbs6uRaXFmnFISMpKCfMLbeSw2B0EQIARGNZjMF3/3/r5A3WRjhh/d2fXRU/N6yr0q7J9IYCA0Qlk5Wev2PkTP2ynFh36d+jD95Ds4OAwb+K74z+ZlJ6XwTZtObmDztWRPYeyHgggAAIgoJ+AnKL7/zl4mPf1U9Hdl196sUP7dj7e3u7u7lGREWNHP/jd0i9dXV01az5z9vy27TvJ6f/s00++OG0KD+LylVi+CRkEQEDuBD7+/bNz1y/xq6DyvG+Onc33QAYBEAABELAgAVG13oy8LBMZoxZF9yOZj4lAY9jGEWgTGsUPEJsaxzchgwAINJ5Avw69N835mX4U2FVxg1XLVWPuHAVfPwcFomkJUGj/vN8+4x9Dd7R3fH3sLJ2zent4LZz0fhNHbWwu7f7R759eSr6sUx+dIAACIFCTgJzc/StW/sgWcGevnu3aRrMmE9zd3J575inW3LJ1e0VF9aPivXr2oLsCrD83L5fJEEAABOROYPOxrb8cXM+vQlOe15FLHMFvhQwCIAACIGB+Av4KQfp+01XrzStU8atTunvyTcggIBEC4nw+qUjfL5EjAzOsigAF+Hu4uNvxKYGrZfv49ESrWicWI20CpxPP7jirTThBSXvG3jWyZWCL2qxuGxb90ohp/NayivIXl82h7LV8J2QQAAEQqI2AbNz95LVXqbWPZrduHVnbktq3094GqKysTEu/Wce8RfNmbJfcXFwlGQwIICBvAlSe952fBdkMKT304qfnoTyvvI8rrAcBELA6Av5evvyaMtWmiu4X5e5XuCn5eSGDgBQIkK+Hr9ZLkZtxaQlSMAw2gID1EcjOz6m5qItJCJSuSQU9JiFAWWffXTefH1rh6jl5kDZKld/E5Id6DR/cZQBrkkDpfV5e+Tr5uPhOyCAAAiCgk4Bs3P3Xk5L4BcTF1fqF+OKlK7wm5fTXNOkiy/odHbXF4lgnBBAAAdkR0JTnLRfWe3x55HSU55XdoYTBIAACVk+AcvfzazRddL8omY8Xkvnw3CFLhkBEUCvelispSObD84AMAkYjkCUs7qUZlyp+5eTjiX+jQcZAegisO/B7wo2rTIFu904f+pw7PXSi94/U3hj7SmtKRcX9HYs79dXWZVwHRBAAARDQTUA27n5fHx9+BUeOHVepBE9qa7bSQwAbNm3mNb2U1SFd1H/pcgzrDwoKZDIEEAABmRKoqKzQWZ73of8Nl+mKYDYIgAAIWDEBUTKfDFWmiRZbUFLERqacDSjVy2hAkBSBtmGteXuuZV4vryjneyCDAAg0ngD9XlAX6yjVSyOfvXqh8eNjBBDQT4CeOPx663JeJyo4YsQdQ/ie2mRnJ+dPJ33g4eLGK6zYuerw5aN8D2QQAAEQqElANu5+pVLp6uLCFlBcXPzc1BcPHzlaUlKi6aRnmmLj4qa++FJsnCDxZUREeEpq2rPPv1BaWsp2Dw4KYjIEEAABmRKggkUozyvTYwezQQAEbJCAOLrfNKV6RWltFW5I3G+D55o8luzq7BrkFcBsrayqik0T/IphmyCAAAg0mICeW8sofNpgqtjRQAKUqG3x5q9VRflM397OvrYKvUyHF0J8gt9/+E2+hz4sZv/4ZmpOGt8JGQRAAAREBJxEbSk3w8LCyKHPLCwrK1v42efUdHZ2pjsBfGZ/pqNUKJwcHePiE/hHARwcHIKD4e5nkCCAgCwJUHne3w5t5E1HeV6eBmQQAAEQkBqBALPk7hcl7le6KaTGAfaAACNAWRooFzNrxqYmRDcVhPyzTRBAAAQaRkBnJh8aivywF5MESYAbNj72AgE9BGLS4v44vIlXGNTl3vpmne3drtekex5ZvnMVG4fuH7y4fM4PL3xN4f+sEwIIgAAI8ARkE91PRo9+aCRvOpMpbF+nr58URo4YxtSYcEePbnQPgDUhgAAIyI7A+esXUZ5XdkcNBoMACNg4AfMk81EVCpI9IpOPjZ91El9+ZEg4s5Ccj7Gp2sAm1g8BBECgMQSyVDrq9GoGRLXexoDFvnUSqLKreu/neVWcnlsTlxeHPc91GCRSEv/JA5/qFtGJ176SEvvOzx/zPZBBAARAgCcgJ3d/5463P/bIBN56/XLHDrc9MOj+mjoPjRpRsxM9IAACciFAiRqmffuyqDzvK6NQnlcuBxB2ggAI2CgBSuZDmfTZX16hmlIqs6axBFWhmh9KiTq9PA7IUiJAHhze3U+mxaYimY+UjhBssQoC2fm1uvszVFmo1msVB1mii/j7xA4+8Sxd85++73E/hW8DzKUEFfMmvsvnf6NBtpzc8cvB9Q0YDbuAAAjYAgE5ufvpeAwZPHDk8KF0oazz2LRpHTVr5vSaai9Om9IsLKxmP3pAAARkQUBTnjenII+3dki3+x/shfK8PBLIIAACICBFAn4KH94sPSmVebV6yaLofi93Zb12hzIImJNARHArfroYRPfzOCCDgDEIZKmz9Axz7tpFPVuxCQQaTKC4rPjTjV/wu4f5hj7adxzfUy/Z28Nr4aT3mzhq03HTM2EL1i9GCYp6YaxTmajyf3XqQwEEJEtAe7GQrIkiw8aPHT1syAOr1/68c/deKs8r2kpNyss/+dmno9toE19SZn/K3tO2bfSI4UM7tG9Xcxf0gAAIyIXAe7/M46MkyOwOzdu+M36uXOyHnSAAAiBgywT8FH6Zam2gZaYqK9jbyOWU+IJ4hFoJd78tn3CSX3tUSARvY6Y6O69QhXtUPBPIINAYAuS2E9Vvd23iUlxWwsYkVyklRmdNCCBgFAJ04n27bSVd0tloFLE6a+QLjg6NyindNiz65ZEvvP/rJ2zYsoryGcvnrp6xjG4GsE4IDSNAxZ82Hdmy+djfl1NiNSO0CY0c2n0QRRbiy2TDkGIvyxKQn7ufeHl4uD/95BP0ysrOvnbt+vWk5Pz8gtDQ4ObNKHC/qXOTJiKm3bt1Wf3jClEnmiAAArIj8NuhDRuObOHNpvK8i56ax/dABgEQAAEQkCyBAKU/+xFFRmbk6Qu6bNgq1EWCZD4KN8+GjYO9QMA8BCKDW8WmJbC5YlLiukV2Zk0IIAACjSSQxd1jpqF6RHXdd+GgZkzyyV68jmq9jQSM3XUQSM+78eOetfyGOyK73tW2J9/TMHlUz2En48/8dWI72z0t98bLK1//+v8+o4Q/rBNCvQjQpWDPuf1vrf1QXVzA70hfWS9v+HzpthULHn8fH808GciyICDvK4Kfr2/nTh2HDRk8Ydzovnf3Dm/VUuTrpyq+sjgMMBIEQKBOAlSe9+PfP+PVnBwcFz89D7EMPBPIIAACICBlAv5efrx5mXpzLPCahsui3P0o1Ws4OmhahEBkcDg/L9L38zQgg0DjCWQLI6zvaiuI5Ue13sYTxggiAuQ7/vDXhXyduSYOTnNGvyRSa1iTnhJ4Y+wrrUMj+d2PxZ36Ysu3fA/kehHYdHTLzO9fE/n62Qj02OizX0/feOQv1gMBBGRBQMbu/sKiooKCwpqv/Pz83Ly8pOSU1WvXPfL4U5evxMjiSMBIEAABPQSy1Nk1y/O+MXZ2+2Zt9eyFTSAAAiAAApIi4K8QuvtVxo/uVxWp+CV7oVQvjwOyxAiQ4yYqVJvPh5xEMak3cwhIzFKYAwJyJSCK7u/UqgPl82GLuaHK1FPLl6lBAAHDCRyJOb7/4iGmT9f5CX3GhPmFsp5GCs5Ozp9O+kApfHjx+92r952/+dhKI8e3td2Ts1M+2fC5/lXTp/PCjUtSslP1q2ErCEiKgPyS+WzdvnP7jp0pKanlFRWGoKwwTM2QoaADAiBgKQIvfPeKqDzvg72GUR49S9mDeUEABEAABBpAIMDLn99LfwVFXtNwWV2Yzysr4e7ncUCWHgFRdH9cWqL0bIRF9SZAviHRPuTyE/WgaR4CWfmC+8r0MdQ2rM3JhDNs9gvXLt2F9P0MB4TGEaiyq/rg1wX8GL4ePk8PeIzvabwc4hP8zvjXpi+fzYaia85rq99ZNf3b5gHNWCeEOgkQt7fWiHP46NyLYvzf/vmjb55bpHMrOkFAggRk5u7fsOnPn9b8LEGOMAkEQMB0BN5Y8/6FpMv8+Lc1i5496kW+BzIIgAAIgID0CfgrfHkjTZG7nyqd8lMo3ZR8EzIISI1AZKgwmU9avNQshD31IkDOo5Sc1DX7fr2SEksZNmjfbhGd2jSNGnfXg6G+IXD61wtm45UrKivyCrmCLlV2SjdF27DWAnd/Etz9jSeNEaoJ0Nv/hz1rrmelMBz0ln9h6HPuLu6sx1gClZiedM8jy3euYgPmFxfOWDF31fSlrs6urBOCfgLq4vzj8af167CtdEmnAlHIEsmAQJA4ATkl87l67Tp8/RI/n2AeCBidwLp//th8bCs/LJXnXfz0fEcHR74TMgiAAAiAgPQJiJL5ZKgyjW4zhV/xYyrcUaqX5wFZcgSCvYPcONdMUWlxEucqkpy5MEgvAQrsXbB+8dD3x63e/6vG10/qJPy075ehH4yjXBDkDdQ7ADYamQClA+VHDPTyJ/crRfezTjoil5KQ+5fxgNAoArmFed9tX8kP0T4s2kTPo9OZPHngU3Q3kZ8uPj3xjdXv8z2Q9RM4FnNSv4Jo67HY6pu4+AMBWRCQk7t/859bZMEURoIACBiLAJXnnfeH4Ik5lOc1FluMAwIgAALmJyAu1WuK3P3i6H6F+ZeJGUGgXgTaCIsuxqbG1Wt3KEuEAPn6Zyybs+bAb7XZQ07/l1a8Bo9/bXxM0Z+dL3D3+yl8aJbosNb8XKjWy9OA3GAC9NZeuGFJQUkRG8Hezv71sbNY0+iCg4PDvInvBnkF8CPvPLdv7f5ar0K8JmQiUK96OXSIr6Tg7iBOHNkQkJO7/9+jx/RwrfloJF3+7ujRLTQ0RM9e2AQCICBZApryvJVVlbyFKM/L04AMAiAAAvIiECj8USqKuzTKWug5a34c5O7naUCWJoHIEG21XrIwBu5+aR4nvVaRG2jBH4v3XvhHr5bd7vP766wJqX8EbK0XgSxVDq/v61mdUK5VYAtRtd6c/FxeDTIINIDAhaRLfx7fxu84vMfgqJBIvsfosreH18JJ7zdx1Oborr7rsOmLs4nnjT4XBiQCiTeuV1YKvBPAAgKSJSAbdz9dtoqLixnH1lGRiz9d0Lnj7axn0cL5P6749s3XXg0ODmKdE8aN8fbyYk0IIAACMiIw7duXReV5H+o13ESPQ8oIC0wFARAAAfkSoDxsXlztXMpqkaUW+GIav7TCUu3XRRrN0xXJfBoPFSOYkABFLLXmovvpJ098WqIJ58PQpiFQna+/9rh+fk5SS8lO5Xsgm46A6Kayv1e1u1+Uz4d6Lly/ZDobMLItEKiu0PvLJ/xK3Z3dpj7wLN9jIrltWPTLI1/gBy+vKH/5hzcyVYJHW3gFyIxAl3BBNiTWX5uw9dSOYR+MW7X354LiAvq8rk0N/SAgBQKycfdn5wh+DU56/LHgoMAJ48cyiIf/PeLi4tK+XdtFn8yjTdRPt91ef/NdvAkZIgggICMCVJ73YvIV3uBOLW+b89BMvgcyCIAACICA7AgEKAVPnWeps4y4BFGEJtV6MeLgGAoETEQgMjicHzkmFdV6eR4ykOn35uq9vxhoaLXyPkOVDRwTarURyBaG7fsp/DSa7Zpp0/dTD/L51AYQ/QYS2HRkC//TlW4pPT/4KR9PbwN3b6TaqJ7DRCFx6XkZc1a9BVdYnWDbNK3v4xf2KTlpCzd+MeCtEfPXL7qemQTIdUKGgqUIyMbdn5ubxzNq2aI5NVs0b8Zy+Fy8dFmjQD2PPDxeI6vU6sP/HuV3hAwCICB9AjXL8wYo/eY/jrpD0j90sBAEQAAE6iDgr6gOrmR/GXnGrNarEmbyUbgp2EQQQECyBKJCBe7+hBtXS8tLJGstDNNJ4EpKrM5+nZ31UtY5AjoNIUBuuOx8bcggeQl8/3O/khDdVJu+n9RQrdcQntCpjUBBScHiP7/mt7bwbza+92i+x6QyndJzHpwZJcwLR0XCF20WWGVSG2Q6OH1RFN0p0bcQLpy/uKxk7YHfh3844cXlrx6+fBROf33csM1CBGTj7g8O0qboIVaFhYUaYl5KpUaIi9MGwlCqH8Zz3/4DTIYAAiAgfQKnEs7qLM+rKa4lffthIQiAAAiAgB4Cfkqhu9+o1XpVBSp+aoWrB9+EDALSJODu4i6qtRifflWapsKq2ggcjz9d26aa/fVSrrk7egwnkCX8iPH2uBlt3aZpFD/I+esX+SZkEDCcAPl5v9qynH+OhCr0vvrgDMNHMIqmq7PrZ09+qHQTJDD8ce/afecPGmV8ax2E7pS8NHyqpwFfF+3tdTPYd+Hg5KUzx8yf+MfhTSVlxfD768aEXksQkI2738PD3cnRkSH66pvvKioqqBkYePORcArkj4tP0CicOn2GaabfuMFkCCAAAhInQBk2py+bXbM8b5tQwZdyia8C5oEACIAACNRGwF/pz2/KVJkwul/pfjMohJ8RMghIkIAoKjMmRRvGJEFrYVJjCSDhc2MJGro/H91P+/j9V6qXhPCglqjWayhE6OklkJydslZYt6Nv+7u6R3XRu5NJNob4BH/06Nu8U5pcz3N/epsSzphkPmsZlAL87273Pzs7fddlCh+hWzh3te3lUIvXPy498d1f5g9858Elfy3NVGXB6W8tZ4e81yEbdz9h9vbR5j47evzEo48/dfb8hajICHYE3nj7vY2b//p22Ypvl33POiu5J25YJwQQAAFpEpj67SxRKobR/xtRjyfspLkqWAUCIAACIHCLQIAwuj9TbcxScqJPECTzuUUd/0qdQFSo9hcNuQni0uDul/ohE9nXNbyjqEdPs2tEPZT1jINNdRIQler1Vfpodvkvn48glgjVeuuECYWaBOhy/e7P8/hINQrtnzliSk1N8/Tc0brbpHsf5ecqKCmavuzVopIivhMyT4Bu2Px1Yvt/PTo8/nSt6Bbeaenzix/qNWLx0/PWv7pmfO8H3ZxdqZ8fRCPnFapX7PrpvrdHvvbTu6fiz8LpXxMResxJQE7u/ujW2hR7xKi8oiItLa19+3aMV1lZ2arVa7fv3E0C62waEsJkCCAAAlImMPuHty4lx/AW3tYs+pVR0/keyCAAAiAAArIm4H+rUqJmFZnGzd1fqObhKN2Ru5/nAVmiBMhrEBHcijcuFtV6eRxykEXJYfSbXC9l/UNhq34CInc/i+6nvaLDBNV6LyRd0j8UtoJATQJ7zu0/GneS9dPF/MkBj4b6WswBRQY8d/+T3SI6MZNIoHowb675gO+BzAiQR/6T9Uv+a5L7nl5VFL9/e4t2xJBew7oPXPrcIvL1s0wDYX6hs0a8sP2t9TOHPd/cv6lOpz+NtuXkjklfPD9x0bNbTmwvK9c6J9m8EEDADATk5O5/5qknXF1dRVC6du7UpEkTUSff5O8H8P2QQQAEJEVgzf5ft53exZtE5RwXPz3fwV5OlynefsggAAIgAAI1CYiS+WQIEyvX1K9Xj6pIkLsf7v560YOyBQlEhoTzs8ekxvFNyBInQB6f8b0fMtBICv41XNnAMaFWG4G8Qu5DocrO579SvaRMh6xds2i2F7n8UK2X0YBgIIGyitL56xfzygEKvyfvEQTX81vNIzs4OMyb+K6oHszOc/t+2rvOPAbIa5YT8af3XviH2Wxv7zCx/4Tvp329dPJier01bk5X4b0TjSZV3Jlw95g/Zq/+9IkPekR2qc3pf+76pbk/vTvk/THfbV+ZW5CHYH/GGYJ5CMjJj0a+/tmzZoi40Fvr4fFjRZ2s6enpOfC+e1kTAgiAgDQJHI87Jfq2RHYueuojbw8vaRoMq0AABEAABBpGINBbkLtflFi5YWOyvdRF+UwmAR8iPA3IUiYgyt1PSa4Ebkopmw7b/iNQXlnexEFbZ642KpobAxYM/q3NMKvsp9B+PjdHgJcfv8y2YYLMAReTLvNbIYOAfgLkul25a01arrZOJL27Zw6f4tLERf+OZthKX34+eeI93gdN1i7c9MWphLNmmF1GU1TZVc3/YxFvsK+Hj+E3bIjw3e3v/Pq5z9a99P2onkOoSX/8aBqZ4lq+/HtZ/zeGvrPu4yspsXD610SEHhMRkJO7nxC0axv98QfvhrdqyeMYPPC+Rx8ez/doZLo9MHf2LLq9WXMTekAABKRDgL6Lz1wxV2TPO+Pntg3TBt2ItqIJAiAAAiAgUwKiZD7p3E/lxq9IxQdy2tl5uno2fkyMAALmIRApzOdzJTnWPPNilsYTyC/On7J0Vlllhf5ijzRR33Z3vTRiauNnxAiGEMhUZ/FqPh7aQoDU3yqwBV+tNz0vIyc/l9eHDAJ6CGTlZy/fuYpX6NSiw4BO/fkeC8rtmrWd86AgUpa8zC+vfF2U3sqCFkph6t8PbbzCPUtHzvrnBz9Nkfv1tY3S8b02+uU9726eOviZYO9AnU5/GnPDkb/GfTLp/76aTjmgKisr9c9Cx4v96dfEVhCojYBTbRsk29+qZYuP3n+H3h6JV6+FBAdr7Bz6wKDWUZH/Hjl64eKl7OycwMCANq2jxjw0ysXF8jdX6yQZGxeXkHgtOzvb0dExKCioc8cO9FBCnXtBAQSsg0BZRdmUpS+JiiuOuXMkyvNax/HFKkAABEBARMDV2dXd2bWwtFjTX15ZQVHMXu5KkVrDmqpCQXS/0g1fqBoGEntZgEBkcHhsWgKbODYtvntUF9aEIFkCVKVzxrI5ydmp/1lob1dVRZlidFpLvRas4anTJOvuzFbl8Av0U/jyTXLJtQmNPH31POukar13tu3JmhBAoDYC5Ied//vi4rISpkBJul4fO4s1pSCM6jnsZPyZW0Voqy2i58Ze+n7ut5M/d3KUnxvQ6EgLSgq+3PIdP2yrgBYj7niA76mXrHBTPN7/4Uf7jtt1Zt/aA7+dStRdqpeKPdArzDdkXO8Hh/d4gO4uiG4PkGNkz9n9J+JPpWSnkQGhvsFdI7r0af8/pZG+KtdrUVCWNQE5vc/pqspYU8y+KMaf/Pv0YgoaZfq/6M3DFKQg/Hv02LLlK3Pz8kTGtG8bPX3a815eSGMiAoOmFRJ4/af3L6cI4tc6NG/78sgXrHCpWBIIgAAIgMB/BCh9/7XMJAYjU5VlPHe/ig1LAv304puQQUCyBOgHS2RouN2pnRoL6SdMLBdyKFmzYRgdqffWzTsWf0qLwt6e/Di9onskpF89Hn/6v9+klDGiejv9Lt10dMuz90/SKkMyJYGsfIG731fhI5qtbbNo3t1P+Xzg7hchQlMngdOJZ7ef2c1veuh/w1sGtuB7LC7Tx8obY1+hu8iUQIYZczrx/KLNX80cbuvPGNGVeenWlTkFWkcc3bCZ89BMBqrBgqOD44BO/ehFNXh+3LN226ldZRXl/30QCIZMyk5dsGHJV38vG9p9MFVzoQrAdLxIjQL/P9mwJCWn2tF/8y/ObuPRv0N9gumo9b3tLim7N29ZjH+lQkBO7v5lK1Ye+OcQkbN3sP9y8Wdubq61Udy+c9dPq3/WbJ342MP9+txdm6YF+7ds3bZi5SqdBpy/eOn5F2Z+8M6bzZs306mAThCQKYHdZ/fHpMYWl5YWl5Te1rxNTmFuzfK8i56ah/K8Mj2+MBsEQAAEDCFAldhF7n56DtqQHevUUQlz9ys94O6vkxkUpEIgIiicNyWOi/Tn+yFLhwC5Ztb98/v6I3/xJtHNS0rlrMnOTwqL//xm5e7VdrfC/f/4dzPc/Twuk8pZwmQ+fgpB7n7ymrUNa8MMoIOFar2MBgQ9BOj23bvr5vMKSjfFlMFP8z0SkZ2dnD+d9MH4Tybx345W7/+1U6sO99zeVyJGWsSMtLz0Nft/4afu36F3l4iOfE8jZSrJQ9mJZwybQh8Tvx3akKnOoYuMaMyCkiJ6DuDnA7/d1bYXOf33Xzi45sBvIh1Nk24AzPx+7sN3j8atGp180KmTgJzc/alp6YVFRZpllJeX61yPpvP69SSmmZGRqUfTUptOnDzF+/rpYYWQkOCiwqKc3FzNVaC0tPSt9z785otFTZo0sZSRmBcEjEWAzuql21as3veLurhAO+ZBCnMSPO/s4uT8+TPzUVlRiwgSCIAACFgjAYru55dF0f18szGyKHc//QJvzGjYFwTMSSCKovu5Pz6xD9cNUUIEjsednL/+c94gR3vHzyZ9xCrxkkN5eI9B1e7+W39Us/F43KmuEZ1udeBfUxGgXx98Ln46Fn41ovujw7S5AciOC0mXTGUNxrUiAusO/JFw4ypbEJ1alPBdsk8ThvgEf/To288vnck8zfTWeGPNB+FBLVsFtWSrsCmBCCz4fTElk2SrbuLgNNM0VVXIs/HMfU9MuudRCvNfs//XC0mXaXY2r0ag9v6Lh8jXX1siOKZPt2roLsKwHoNZDwQQ0EPAQc82mW4qr6i4EhPHjC8uvpkclvVIQfh22ffMjF49e/y0ctmn8z/6+otFy775ws/3ZlbB/Pz8n3/RfXOP7QsBBKRPQF2knrDwyW+2fS/w9WvsvpnblIIkqj/23hk/p02o4Gu39FcHC0EABEAABOpLIMBLEGJJ/q/6jlCbvqgSjLFyBNU2HfpBwIgEyCnj5qx9drmotDgpK9mI42Mo4xK4mnHtxeVzKHE/G5ZyQbw2ZlbHVrexHhJaBDS/rVk06yFHz+ZjW1gTgkkJiKqS+nqKk/lEBLUSVest4COTTGocBpcnAfqa8dXf4oTvo/83QsqruaN1tyfvfYy3kD5f6PJVWFLId9qOfCL+9O7zB9h66YbNw33HBnsHsR6jC1QsYXDX+36cvnTFlC/v69hfR+2EGvcAdNpAnyALNy4h74rOregEAREBSUf3r1j545at20UWa5pPPjtZZ3/NTglGxx89diIrO1tjKlUenj71ebrEaJpUpPftN+dOe3GWplT3nn0HHpkwruai0AMCMiIwY/kcUXb+GsbT76OqcXeNGtCpf41N6AABEAABELA2AqKMCqJ8C41ZrbBunh0VQGvMaNgXBMxMgAqHnko8xyaNSYkP82vKmhCkQyC/OH/K0lkFnLOMfs1N6D16eI2gS+of2mPwuevasPHtp/e8+uBMSrIhneVYqyXZamHu/hrufjo6rUMjzly9wAicSjiL9P2MBgQRAXK2LvnzGz4xjuYmn0hNak06z//v/kmnEs4ci9NWGaGcinNWvfPZkx9JzVpT20Nhhh/+upCfxcfd66l7H+V7TCff3rI9vehOJEX6/3F4U26h6mawf7U78FbSN73TUwAl1YCZcPcYvVrYCALVBCQd3V9crK113uDDFRwc3OB9TbTjjl272chTJj9L11/WJCEwIIAVG1CpVEnJKfxWyCAgLwKr962jMmUG2Gzf1DfEADWogAAIgAAIyJ5AgFIY3Z9nnOj+LKFnB6H9sj9RbG8BkSER/KJj07TPK/P9kC1LgCL6Zyybk5ydypvRK6rHjGHP8z1MHtj5HicHR9akuNrtp7Q/Blk/BKMTEJXq9VOKo/tpxnbcsxfUpGq9RjcDA1oNgcSMq78d2sgvZ0DHfpQHn++Rpky5o+dNfDfIK4A3jxLI8KnG+E1WLK8/vDn+RiJbIPnipjzwjJmjQ/wUvlMGP7Pljd9eH/1y69BIkT+Q2aZToNsDe85pH03QqYNOENAQkLS73ygHqYX0qt1eiYnRLM3V1bVZWFjNZfbo3pV17ti5i8kQQEB2BL7eusJAm5du+95ATaiBAAiAAAjImoC/0N2fqTJOmSV1kYrHonRX8k3IICBxAvSDPzIknBlJP+njUhNYE4JECNBxeW/dvGPx2iBZMqxlQPP5T7xTm8vG09Wz3229mf00AsVmsiYE0xEQPTrm6ym400zz0iGLbtqaGUCHBtV6GQ0IIgJ0erz78/wqrtfZscmskdO4DkmLlER+4aT3mzhq03vQipb8tZSqiUjabqMaV1xWTEvmh2wV0GLEHUP4HrPJ9IzXiDseWDtz+dfPfurkoD0udRpwJSW2Th0ogAARsHJ3f1jT0PBWLSV1pPPyVAUFN7Okdbpd963gDre1ZzYnI7qfsYAgNwKXU2LyDc6ASQ+mkb7clgh7QQAEQAAE6k0g0FtQqleUXrnew93aQV2Yf0us/tfbA+5+ngdkGRCgEny8lajWy9OQgkzesXX//L7+yF+8Md7uXp8/M9/N2Y3v5GXyKQ+/4wG+52jcybTcdL4HsikIZOfnaoetsqtZqpe2iqL7LyVf0e4CCQQ4AttP7zqVeJZ10Pv66fsmUpg265G+0DYsevaoF3k7KyorX/nhjRt5GXRxY3+8gjXJtMBvt63MKchji6JcTHMemsmalhK6RXbm6wbXaQa5TWgtdapBAQTqcRPJ/LDc3Fz5KAn+nOb7dRpGKfspLf60Kc/p3GrBzqRkbdGt8PBWOi1xcnJyd3MrLCqirXkqQaiaTn10goA0CRyPPVkvw0gfpXrrRQzKIAACICBHAr6egp/HN4wU3U8pUHkaHi6efBMyCEifQHTTKN5IKgZbXlGuo6YfrwTZjASOx52cv/5zfsImDk6fTvqwzoyUPVt39/Hw4t1Mm4/+/dSAifxQkI1LQJTezVfhrXP88KCWlGqJ+dpSc9OpWq+Hq4dOZXTaLAGKCl8gfO+HeAc91m+87IBQJDuF8/91Qlsgk+6KPf/NjLbNotNy0isqKsorKuiCNup/w7pGdKrT5yav5aflpf+4Zy1vc9/2d3WJ6Mj3WEpuHRJxJdXQ9H10l+LLv797+O4xlLXSyo6Rpfhb67ySdvc//tgj9GLo3/3g47Pnzmua3339hUIhy19xuXna24leXrXGnVGeH427X6VSMwIQQEBeBNRFgkDLOo2vr36dA0IBBEAABEBAggREWfUpk3VRaZGe2FgDl6AuEnxl8nJXGLgj1EBAIgRcnV2DvQPTcm9o7KmsqopNi+eTjUjETts0I/HG1Rkr5lLifrb8/6p0vtyx1W2spzaBPDLDejzA0mRTEBvl84G7vzZcRunPzs/mxxGViGeb6NC0a9aGr9Z7JvF8r+geTAECCNAbdvmOVZlq7RlFp81LI6Y2cWwiOzhk+etjZtGjY7cSwlQHicelX6UXW8vZ6xf+Pr2zW0SnGcOnWM0HEB3EheuXsBt7tFi6gM8cMYWt2rJC66aRhrv7Kysrlu34kV6j/zdiYr/xIT7BdFgtaz9mlyYBK0/mI0HolMyHWeXt5cVkkeDu4a7pKSy8mflHpIAmCEifAH321MvI+urXa3AogwAIgAAISIdAqPADIkOV1XjbVIUCd78C7v7GM8UIZicQGaxN30+Tx6TEm90ETKiDQH5x/tRvX+ZzVJJ75dG+Y4d2H6hDu0YXKQ/vMYjvTspOPZVwlu+BbFwCWSqtc5ZG9vXUHd1Pm6LD2vBTX0i6xDchg0B63o0fdq/hOXRq0aEvV5CD3yR92aWJ66eTPlC6UexsFf1X7ffW9Xcs7tT/fTXdatJbnbt2YefZfWyhdE2mhzNCfUNYjwUFMmZY98H1MODWEfvl4PphH4yfu+qduLQEup9RjxGgahsE5OTuHzJ44MjhQ+n14Mjh7u61pkeU+IHLz9fGOyuVtUf3u7hqFkL51CS+IpgHAjoJUMjA6n2/6NxUWyflrattE/pBAARAAASsiYC/UpDPR+SXadhKVcJSvaJnCBo2JvYCATMTiArVpu+nX+9xaXD3m/kI6JiOXGIzls1Jzk7lt90V3Wv60Ml8j365RUDz25pFMx06uJuP/c2aEIxOIDs/hx+zthzr5Ghrx7n76bigWi/PDTKdEvN/X1RaUcZQUFT462NnsaYcBYqxm/vgS9W+fr1R4aqifPL4ix6dlON66Rr+/i8LeMt93L2eHvAY32NZmVIn0eMUhtlQfdiYJj1w9vepnaPnT5z27ctHY07Q6co2QQABObn7O3fqOH7saHqNHf2go6MjHTw6m+v8k9oxpiw9zKQq7mlQ1qkRysvLNYKzs/yeEROtBU2bIkBvydyCvPd/XTBh4ZPVj6QZ/JFDCRAlcoPdpo4XFgsCIAACFiHgrxBU683Iy2i8GaKMcIrqyDX8mZYAfeibdgLbG50yifOLjk2Fu5/nYQGZ/ETv/vzxsfhT/NzhgS0/euxNvscQeXDX+3i1v0/uKCkr4XsgG4sAXZpEReB9FT46ByfN6LDW/CZTR/fjssnTlrhMB+tIzPHd5w/wdj7cZ3TLwBZ8j+xkWte+iwf1+/o1iyKP//z1i2W3QN5gWuyGw3/yqXLoJt/kQU+5u9xMp8ErW0omkxY8/h5l8NdvAD2l5FGL2f9c/vfZr6dPXPTsrjN7KyspF6BVfT2zsuXoP8pG3Crp3P21rZPy4cQn0t/VPC4Pfm3KI4cP05Miv7a9TNcf4K/9fatWayP9RTOWlpVqejw8GlMp6OabfPde7YNLoonQBAGjEqg6GHNi+5m9RWXFjnZu/92U428/65tqYJf7caLqA4RtZiGQm1tdXsXbu9ZMa2axApOAgJhAcfVfiaurCx80IFaSVbs0u7JJofaH1uGjJ5qoGhvfEHPpGj9mSkLGbnt8/zH5aYHLpnER5+Tk8afxpUuJ+HbEE+7NN2rIPCujXDbJxXDgytE/T+5pYqe9Xnm4eDx8+5jDh47WmL+ODmWp0qXIk2X/Lyu0+2LN8s4t2texGzbXnwAduDNnLvNvpZykfP704Ick1xh/XLKK8rfs2O7axIXXMa6My6ZxeZpuNIrOnLf5a/5Eord/O/c2tZ1LprPEuCMXlhRt23+Av6zpGZ80+4XK+NtUaXnpoo3Lm5Rqr+GBSn+fUm8JHsRHbx/3g+rXxIzrOg9Hq8Dmj931EG36J+bowcvHC0t1JP2+fPnaq5c/9PX4uk+7Xt1adtAESescTXadbVoL7svKzn6LGCwzd39RUdFnn3958tRpw2H16N5NUu5+Pz/t0+uq2t39rEKvUtGIQnO3bunt2ye4I204PWiCgOEEVMX58TeuF5YWu9jRF2Tea0MnovaJM50DBih8suNv7Iu/oXMrOkHAbARKSqpvtbq4OJttRkwEAoYQqKioKC+vcHKi7+3VN1Kt4K8wJ9+7UPsNJ/FCYlW69kn5hi0wLzWbHzP58vV9SYJs/g0bFnvpJ4DLpn4+DdjKn8Z2hXa79ux1crCSN34DaIh20e/u53/yGOWymVukvpAc622nvViRPR38Wp85dkZkmIHNVvahWQXVgQWav38PHVVfFeScubUF/zaWQFp6Cv9Wykq4sS+z1l/EoRWBfGGGrTt3+rjXmnS3sZbZ2eGy2XiG5hkhJe9GVUYFfwWI8GxGb1vzzG66WfKK1Py7o86JNm3d4uUmuAzWuYt0FK5lpTjnOjpzl/Eon2b8h4V0TCVL2jVp5a9QZufnZheomGG+HkqK6w908jt6+Bh1OtvZ9/XvlpqXkZJzo6T8ZpQwUyahsrB89979Bw4cCvUJDFYGODrIKacLvxAm09MPcPczGoYLcnL3l1dUTJ72YkGBjrtYhi/Y4poBAdro/vj4+D6979RpUkFBgabfx7vWskI6d0QnCJifAGUzvJqZnKHW/XOFnjhzdnTKEVZQ5I0kX3+U8NF1fitkEAABEAAB6yPg4sTfFbYrvZXDsDErLauo4HeHh5SnAVlGBNydXSl4ghlcUFIoXz8LW4UchcKy4iupCSLLo4JbKFwa/ux1gNIvK1/r7s8tVJOzxsUJQQYizEZollXcTI2rGauJo+BDRzSBp4sb7+4vKC00qbtfNDua0iRAv3CvZwkqdtCv2iCl1pkjTbMNsYpS9BiixnRIX6YfQyXlZUk56WwhJJDrXOJrCVT40YtMLf7Ple9aywdEiFcAvTLU2ck56fx3BrZYugZezUxJyk4L9vIP8Q501nsNZHtBsCYCcnL3//b7ern7+unU8fbyontTmuRT5y9c1HkyXb12nWWn6txZd8mOMRPqUVpEE0Ggcy50mo4AVb6xrpxpulDZ26XlZaSpM3XWlCZXS6h3YICnLxUCUisK6Ba0uvjmfSzNWApXD/qUUjh74BTVBRd9FiBQVtbY+GILGI0pbYBAReXN/xytJsj31gOImqNHCawb/0FQLnTuVFVWNX5MGzi5GrtEXDYbS7DG/vTbnv/prirMd3UwYV6RGvPLuIN/yzfysllRVXEhLa68UnATMVjpr2ziyc9SX1gejm5NHJ14T3RaTgZFX9Z3HOjXSYClxr2pqfcTQeRQUxfml7jpiJmtc1IDFXDZNBCUZdUSs5NFv3Cb+QQ35u1v2eXws9MDo3yzTpn0ZbrwhCxBYhxKONDUSzYHUZMeoaRC37VI6eypDPLMK1Gnq7JEnhbNYaVzODnnRmpuhq+Hd4gyQKZOf/Kg1nmWQqEmATm5+//csrXmAmTXQ2dq66jIy1diyPLrScmUVrJmHt49XKr9O3v1lN0aYbCNEFCV5F/PTtXcdq65ZD8P7zDvICcHJ/L10x/59BUBHhQlQZ9YlCKT/lydXNyctZWra46AHhAAARAAAWsl4EyfDtwf7/ziuusnihxz1R9A+AMBGRJwa0LfjrRP8RehmqslDmJcxrXSckEEgI+7oqlXUONt8XX3SldnsXGyCnLh7mc0jCiUCW/VONcSIauZ0cPZjZ+6gHu8hu+HbDsECsuK6L3Jr9efqqQ2EZwn/FZ5yfX9Da5095TXAjXW5pcWZhdqP0ypkx7OkKm/Wz9/LxcFhVDSSZumysgtymehw2wvKt2bmZ9DL/ogI6e/m7WcyWyBEHQSkM0PIcrkQ55xfg3kN3d3cwsMDHBy0rcKf7/qB2Ek9Td44P0adz+9D3/+5beJjz7Mm0f1h7ft2KXpCQ0JdnPT7Q9dt/oHfq+acnX4/617YAMG9K+pgB4QaDCBnMK8jce3X8y6Qqnjql/cH70xQ32CR3Uf2NQnhOsWiEYpniYYEQ0QMBIBFE8zEkgMY2QC1nfZpLQJB9drSzGVNClr/HeVPT8fq6jSZm+4p38fF1PWWjTyMZbtcLhsGv3QnU+KOX/gFzash7dn498dbDTZCx9+pGcJPKjGXDZ/PfLn9ax0rjqvXaDC/8lBjxjlJmKGOuuTP7/hVzGqy9DmfqF8D+TGE9i55pDdrYBQ+k086L4BesakX+WH1n3MqijTz5nefe80XbVeXDb1HAuJbPp824pcd235H/IRjx/2ICXzkYh5jTSjqLT47d8XGjgIvR0G3ntvfe8QGDi4SdU+2/IdfxBpCeOHjXJxsvKn5TLVWbsvHj6VeI4ecauJN9dOnaBKiQhq0bftnVHBLWsqSLOHTkJpGiZxq/Q5yiVlemqqIG+ap6fnJ/M+kGle+zt6dKNie3QDgwjTIwtt20b36NZVQzsnN3fGrNns+b4hDwxu3FG4+a7o1+fuxo2DvUHgJoHS8pLlO1at3LOmuixMjS883u7KqQ88O+KOIfqvyGp1vjo/X+HpqVDIMlIAZ4MVE0hJTaPV0a1WK14jliZHAlZ52Xxr24cso0+ZXeHdve9sTKqisoqy4o3aGC76AjTwXn3OHTmeBtK0GZdNox+XNtlRy0+sZMPeqErBN3lGQ3tDj3VxAg+qYZdNcvuuPfDrobRD/LdcP0+fZTM+DfQyTsodmmL9lc2Xkqsf9db8JVcmT+wz7lYL/xqBQE5+btnGIjaQj4cXf26wfibQQWl9evXZazcT7dIPGe8wr17RPZiCcQVcNo3L0+ijbTq6JbE4jl0E6HyY/MDEIf0GGn0iSw1IJ/wfVzYdj9dGXeixZEi3+wYPuE+PgjQ30UG8XpbIH8RpD00e2NMmvhmOHjIyS529cvfqPw5votyAdLhFx+iS+uKlIxfbNm39eP+H77m9j0MttXxFO+r38IimMHpTc9k0+rDWPaBs3P2iU/DpSY/L1NdP5xOtZczoB1evXac5txYsXNSyRfPQkJC09PTEq9coyYmmPyQk+N7+fTUy/g8CFidAl/tdZ/Yu3PhFaq6g3I3GMCr4/mCvYc8PelrhprC4qTAABEAABEBA+gT8lX4ZKm1Gi/TcG6G+tT4WVudy8gq0vn5S9vH0rnMXKICANAmE+ARTECJFX2rMIyEpKznMr6k0rbUyq47HnfxkwxJ+URTVu+jpj43l66eRyWMytPsg3t2/7dTOV0ZNb8z9Tt5gyESAXF08Bz+FL9/UKUeHtWHuflK4kHTJdO5+nQagUyIECksKP9v0JW9MmG/oI33G8D1yl+kq9Na4Vyd8+qS6SFBXT9e6qtKy08lDJXLH6dKUUF9xWbHoILYKaDGq5zAJmWhiU+iiN2PYlGfue/znA7+vPfBbdn6uyHdP819MvvLKj28282s6sd/4Id0H8hnPVEXqTUe2bD729+WUWI2lbUIj6ZNrSLf7le5KE9uO4Y1GwMFoI5l4oOAgQarEoKBAE09o2uFHDBvS4bb2bA7y8h88/G98QiLz9Xu4u8+dPYspQAABCxKgz4ZrGdef+XLarB/eqOnrp68LHZq3XT1j2exRM+Drt+BhwtQgAAIgIC8C/gpBusVMlcA7U9+10C8Tfhcl7j3zOCDLjUDrkAje5JiUeL4J2UQErmZce3H5HMpxzMa3t7N//5HX24VFsx6jCOQxceLqrlN9RQqpMcrIGERDIFudw6Oo091PP2fahbVhu9Bvn0tJ2scvWD8EqydAh/6brStyCvLYSuki8NroWdZ3N66pX+jMYVPpzGcr1S1U2R2LP/3er/N1b5VkLx3EZdt/FB3EOQ/NlKSxpjXK09XzyXsf+/O1X14ZOT3ML1Tn4b6elfzerwuGvDd6xc5V6v/y/u8+u2/oe2M+2biE+frJSpIXbPh82AfjjsWeNK3RGN14BGTj7nd0dKRod7bw8xduPmrHemQnvD7nlQcG3U+3SUXvOmq2atnys0/mBQYY54lR2ZGBwZIioAlweGjeYzof9/NX+L419tXvp30dJfxdKqklwBgQAAEQAAEJEqDoft6qTFUm36yvrCoUuPtx+7m+AKEvKQKRoQJ3f2xanKTMs0pj8gpVU5bOKigpZKujH2VPDnj0ntv7sh5jCeSCubvd/9ho5JzaeGQLa0JoPAHKXs0P4uvpwzd1ytFhrfn+i0mX+SZkGyGQnJ2yZv+v/GLvature1QXvsdq5GE9Bi+Y+J7CzUPkj7q1QLrxWaUpgLHhyF/fbdemmLulINF/6e3/4561vHF3t7uzS0RHvsemZArbH3PnyPWvrn5/wmvRTaN0Hu5Mdc7nfy0d/O5DU5e+PPP71+gmtE5EqqL8Z7+evvHIXzq3olNqBGSTzIfATZr46AcfL6DvQyT/9vv6bl27BAcF6jxZpUa5NnuoSO/oh0bt2LmLovuzs3OUCkVISMhdd/ZsFhZW2y7oBwGzEaD32uZjWz//8yu6+teclGIcxt016v/un+Th6lFzK3pAAARAAARAQD+BAC+Bu59P7KN/R51bRe5+RPfrpIROWRCgXzd8FAV9H4tFdL+JjxzVaH1x2ezkbEGtuLvb3jl54FOmmJkOMWVO2HVuPxv8cMzR3II8bw8v1gOhMQTE0f3KupP50JuOHrkov1Xckh5oLiguwM+cxhwF2e1LF9v31s1n5wDZ38TBadbIabJbiOEG9+vQu1vkOkpzv+no31dS/7uvXGUXGdyqY/htfxzaXFF1M8s0kflq63LKuDi4q9ST+JOpn6xfUlpRxiDQQZw54nnWtFnBwd5hYJcB9Dp06cj3u386FneKWIlo0EXv4OXDrMi5aKumSXst3LikW2TnxmTg1DkyOo1OQE7u/ts73PbClMmLlnwzZRFDAABAAElEQVRJZ1hhUdGLL73S+85erVq1jAgPd3NzrQ1NWNOmUk405u7mNmzIA7UZj34QsAgBeovFpMa+/8sCPoUls4R+onRpdfuc0TNbBbZknRBAAARAAARAoF4ExMl8hMGY9RqKlNWiZD7uKCRTX4TQlxCByOBw3prYNCTz4XkYWabvve+tm3cq8Rw/LoVAfjzxTb7HuDJFm1L9WJZugjIIbTjy58R+E4w7i22ORgc0u0Abq0S/XAyJ7ic1Oujnrl9i0M5ePd+zTQ/WhGD1BPZd+OdI7Am2TDolHu47llKgsB6rFOhpyAl3j6EXrY6vcN6p5e2vr3mf3k2aVZPw5toPA5T+En/W4dy1C9tO72JHig7iuLsfRPEbBoQEqkpCr0vJV77btnLvhX8qbpUOrdapzu1UV34nOzuK8X/754++eW5R9S74kzABObn7X5w1OyVFG3NBae737v+HXvrxvvX6nHZtjZxvUf+M2AoCsiZAsUWf//n1H//+qXMVAUrfF4c+T7eFdW5FJwiAAAiAAAgYSCDAy5/XzBZWVuQ3GSKLcvd7eaCSmCHYoCNRApEhrXjLEjOu803IRiRAPiwqY7hemJogQOn32ZMfOTu5GHGi/2fvPMCjqpo+HpKQvhtIgVQSSCH0jihifZVe7F1RkSovKhYEC/gpoq8CikixYMWCjSZFbFjoRXpICOkB0jeN9G9g8ezcm2Szm+xu9t795+HROeeee87M72y7c+fOyKYiJ9TI/kM/+/1rfT+psWHPFrj7ZZSa3MwvLuDnmuLup/FdwuO4u/94+km4+zlGdcu1ThQVvoTb6O/T9pEb7uc9DiVTID9ViV++ZZWwurqm+vFVz7439a0uli5nIpZopkCb+Pp3i/kkvp6aSTc+yHsg6wnEhca+8eArqTnpH277ZP3eLRfu69C/Rms5/IuPHg6gOBtkzvyXh53+XzG5+4lfTXW1nVKEWiCgCgL0Ff71X9+Pe/Xuen39rV1cqWj797NWw9evit2GESAAAiDQwgRktRPPFTQzd7+O24MrEE4DsuII0Au4va+kiNeJDGQSt8o27jt14M21Eh+fm0vrRQ+/2k7K3+Jrk7v/5kGj+bRJ55KPpRtCy/khyOYSyCk0O3c/7UgXabVecvebuy7GK4sAuTgv/TnVfrjt03SWzoteD4+Nnurp5qksiyyr7SM3jB8hDfIrLS+btvLJrPyzll3IUrNt3LvlKKu6QZs4bcREL3cvS82vvnk6BITNvXP21he/v/+aO91bm3eHe2/iQfUBUZlFSoruVxl6mAMCtiRAP2VoucyLP2L0edbo+08oQEfpwbeXvnrt1Nlk0SkEGjkwuu+sW56ICAwXnRBAAARAAARAoDkE5KV6m5fMRxbdj9z9zdkanGsPBCifz9nCbKHJyYxTcaGdRROCRQikZKc+/uFsSqQjZmvl1OqVe5/vapPY1YjADrHBUZfyZVNNzAsB/ptts7SwV61CbnEeN81f23ipXhofFxbDz0K1Xk5DZTL9Zli/e9OGvZvjMxP1pjnTlbH+o+DiNXK3sDj7z1Nv7U0hJ8C8u2bTo/9/x+8WaxWU6KYsf+yj/y63t1oj5yvPL9m4QuhJQsfAiFsuH8N7INdLgOJvZoyaQqUZV/3yeb0D6nbSF9bJzASq/VD3EHrshwDc/fazF9AEBKxCgD6LqXj6xn1b6JErsUD/qN6j+g8bPWA4fYvnFuUtWrf0x/0/iaNcCGrTjrL33ND7Wt4JGQRAAARAAASaSYAywPIZcnSSYEx+yBRZVqpX4+ljylkYAwJ2SyA6JOqv+F169ei3HNL3W3ynCkt1j658qqS8VMxMv4on3vDA9T2vET1WFWi5MQOHv7H2HbHKj/u2zhw7nXwuogdC0wjIS/VqJJXhG5ozNjiaV+vNzD+Dar0NsVJuP32c/nbkj7lfvlp0voRbUUN3/cjRf8HjX9vKyfn5O57iRx1Wpo+jNx985cElU09kJAgIqTkZU1c8sWr6u+bGg4sZLC7Qtq7a9lk2+yVJ925n3zrT4gupdUL6PnJzbW2WdfxOuVknYrDNCCjJ3R8SHEzFQ8xF4+Ptbe4pGA8CqiGgK9U9+dFz3NGvN4166N/6PZsGRPf99PcvS8rL6ppMn/j3XXPnw9ff5+HWYCnsumehBwRAAARAAARMISCL7s8rNlRWNOV02RiZu1+LUr0yQGgqigBdeMcES6r1nso6rSgL7F3Zmtqaxz+YlSHN3XFVl8GThj5kS9WH971x4bqlwmlC/sffj/x5Xc+rbamDKteSfKHUOslyxzVkMr3vUK23ITiq6afr37lfLWjQnIuh/f069YoJjm5wjIMdIJ/+u5MWjn97Mnn5henk/Z+5as5bE16zk9uTOUW5H//6hVCPhKu6XtE3qhfvgWycQN9OvY0PkB399u+19Et+zIDh9nPXR6Yhmkpy9896Gnfn8IoFATMIkK9/0rLHxCOKdc/cl/TPvqSDTvpYBnaYfuxe0XngUzfNoGxurBsiCIAACIAACFiMAF0itvX2zS8p1M9I30UU4C+7B2D6YkVlkogQXy9f08/FSBCwQwLRUnc/ovstuEcUB0oZLA8mH+Fzdg3tvOD+F3mPDWTKhnFV18G/Hf1TvxYptn7PZrj7m0me8rRU1Rhq/tHdX9M9kl3CO/NqveTTRLXeZm6HXZ2ekZcpq9VRr3rxmQmUAlef/7beAY7WSZ9U70x8877FE+mhKGE7Zfh5ec3/XrxjluhpKYE+OReve7eiulIoQKH9T4ydJpoQTCHQOdS8W1x5JQWvfrvwva2r7rvmrtuuGIcIUVMg23iMkkr11ouG3tv6v3qPohMEHJkA3XI34uv/lwx9G/4rXvx/qF/wGw+8vOSR/8HXL+GCBgiAAAiAgKUJ+EsTLGTrDJnKzV1KFt3v44mHO81FiPH2RaBjuwhnVmYppyivqKzIvlRUpjZ05bh6+9fr9mzi6rfTBiyesMD2IYoUYTN6wDCuyZ8ndlCmbN4D2VwCudJKMH4+JiXup1VoO7qwsg30UjmWhhLZ5uK33/G0oXO/kOfwqVddes5mnpEnAOo9R+2dYf4hyyYv9HKX1C6mD9KVW1e1uOlUg3DTgW1CDXoj33P17eEIWxRETBM0nppR/YeaNvbfQhcUqVOUv2j9uyP+79YPtn1C2c/oXWbqDBhnfQJKdffTy6i6uvrPv3d8/sVXK99ftXjJ0h/WbSBcBYWFiaeS8CKz/isHK9g7gb2JByh43zQtL1QmopEerd0n3Tj+22c+QdEV07hhFAiAAAiAQLMIBGol+ZSzCyXFFc2aWlcmcZD5emnNOh2DQcDeCLi6uJLHn2t1It2QOpn3QzaLwM6Tu8k3wU/xcHV/+5HXTcz3wk+0iDyk6xUaD8PtSUrss3HvFovM7LCT5OokqeH8Naa6+4kYqvWq+GVTdL7Y5KtjJ0p7izusshdDXGjsogdfpe8m0U9utxVbP6KiI6LH9kKtU+38b97k62o8fCYPfZD3QDaFAN0meXLsdI1J4TJyn35BqW7ppveH/9+t725+n+5Ywx9rCnAbjFGeu59eOgmJieTfv2/8hLffWbZuw48///rbjp27//zrb+L15187Zj8/98EJkw8dOWoDfFgCBOyWwLo9P5qhW+2F9HbfPP0JZSx1c3U340QMBQEQAAEQAIGmEgj0lbj7JdmWzZyTwov4GVpPDW9CBgElEogJjuJqI58Pp9E0+fS55Kc/flHkyqdJ6CnXV+59PjbEvCQGTVu93rMoz8zoAcPFIbrUlT15IA5BMJFAvrQSjOwxMuOTdA6J4QOoWi/PXsIPQVYcgb0JB8zSeW/iQbPGO8LgATF9594xi/zCwlj6yHr+i1f+PLZD9NhY2Lx/G89nQLo9OnKil7uXjdVQx3JaL+2KKW8Z9/j7eHhdFtO/lXM9nuTi8yUfbPt0+Eu3LFz3DuXnhNO/xV8V9WxSi+tkRAF6xXyw6uM5L7xE/v2qakNKPtkppWVlL89/bfNWwxM9sgFogoDqCZzMSDTdxvCAkMUPL0CCQtOJYSQIgAAIgEDzCci8MOcKzzVtzvLKcn4iXYYihSgHAlmJBMhnERXcUWhOF0EJWadEE0ITCFBK9/++90xJeak4lyBPGf7QtT2uEj22F0iHkf1v5OvSfR1KHc57IJtFgDJf8fF+5kT304ndwjrz048jnw/HoWQ5IcuMq2P6yD2Jt2F92z2i342PDn+EHyFWT3/ywomMk7zTNnJldcVi6dNaHQMjbh402jarq3IVeoZj5dS3+0f1pu8mmYHU079T7/emLVk2edEPsz6nzD/8UQ8xuLyq4vPta0a9fPuC7xadLThHLw9xCIKNCSjM3b9sxftbt/1iIqNVH3+amZVl4mAMAwGVEThpzjVhWi7eKSrbf5gDAiAAAgogEKgN4FrmSn00/JBxmbx4fIBZqRv4iZBBwK4IRAdJovuTzpy2K/WUpQwlfJj54eyMPMMvXvJcDO113YT/PNDihsSFdo5qHynUIOfIhj2bRROCWQSIHn9QjHbZ3G+ELuFxfEWq1subkB2EAL1y6M9BjDXXzPHX3UOlWflZ5yvLpyx/Ii0nnXdaW6Y3+4fbPsvW5YqF6Gmtp2+e4dxKYU5Oob+dCPSQE3n8V0xePGbAMPL76/+RvHLKWyunva1/BIpKI7x015x1s7+gmyv1vlOocvKav3+g9D4vr3k9NTsNTv8W2VwlvROOn4j/bfsfpmOil9T/vfJaTU2N6adgJAg4JgEfljPUMQnAahAAARAAAdsTCND68UVzmpq7X1anV+OJxP2cK2SlEogJ6cRVT8hK4k3IphOgq8J5Xy6Qpe3uFhY3965Zpk9ivZHkKxl32Sg+/2ZWdpL3QzaFAHf303jZY2TGZ6C96Mbc/fTKOZ52wvgpOKoUAn079TZL1X5Rfcwa7ziD6W0y6+bHr+s+hJtMaa+mv/eULSuN5xTlfPTLaq4DZSceGNOP90BuMoH+0X3m3jmb/P76fyT3i5K/g4LatH/utqc2v/Dt3UNurdfpT6t/v2vjuAX3zPnspVNnTtMnapP1wYlNIKAkd/+XX3/DLaTXk7u7O+8h2dPTk7/OcvPyDiOJv4wRmo5BoF+nXqYb2rnlMpaariRGggAIgAAIqIxAoDaQW0RXbrxpulxcVsIH+3ohcT/nAVmpBILbBnmzBMQUPpmem6lUY2yrN/kU9H+0LAlf/LFGlhA/uE37RQ+/aj8Fq4b3vYETyisu2H70Ql06/DWBQJ60lIufjxmlemm5uLBYvmiLpCjhCkC2FIHOoeaU6Kh1quvctJQmKpiHfG5U9aRPxx7cltScDPL4l5WX8U4ryfTB/tb65ZQ3RsxPof2Pj50mmhBsRoAe1X1y3H+3zV17/zV3ebtL/LFCh80Hf77tfw88ueq5Y2nHae9EPwSrElCMu5+C9E/EG9KB0efLhIfGf7rqvXbtJBeK11979V133MaRnUwwI0cbPxEyCCiawLU9JPfbjdti1mDjU+EoCIAACIAACJhIwF8r8cKcK2yiu7+gpICvqEGdXo4DspIJRAcZ0veTHQmZuK4xtp3kRIjPPLliy4eTls14/ONZs7+et+r3z7/d+cPCdUv5aR6u7uTr99dIni7iA2wvt/VpM6TL5WJdMmTd7o2iCcEsAlQiko/307ThzUZlKpHt6uwihqXnZZWcLxFNCMolQL8NKNu4ifqbPtLECdU3zL21BxX/69iuAzftaNqJxz98trqmwSqbfHBz5JNZCT/u/0nMQO7Bu6+6rUNAmOiBYGMC9C322Ogpm174dtKN4ynshgdhC01+PfrHvYsnPbryyUPJR+D0F1isJyjG3U9x+vwFcevN4264/tp6uYwbMyo6yvDoa+IpPPdaLyd0qpzA6AHD+U9VI9ZS7XUabGQADoEACIAACICANQhQ8DKfthm5+4v5PBpPH96EDALKJRAdIknfj2q9xrfyxS/n3/XmhBVbP9p76uCB5MOH04599Ovn879ZdCG567/hhBQB+toD82Lt7MFW8oyMGSj5Nf7H8R3F5yWfbMZtx1FBQPZVYu59HdoL2cvjSOpxMTkE5RKgnX1y7HS68m3UBK2nz5Pjpjc6DAPoDsryyYsDpLdOdyfuf/GL+VaFQ7VY5q9ZyJfQePhMGfYQ74HcIgR8PHwm3vjgj89/M33ERKqbUq/Tf8fJPeOXTH1k6fSd8bu5j7dFFFb3oopx92dnSwK+bvzP9UY2pktcZ3E0PT1DyBBAwHEIfLDts6rqKlPsnTmGfvcg74EpqDAGBEAABEDAkgRcnF14rpKqmuqmZX0tKtNxtbReyN3PeUBWKgG6To4OMsQw0VXxqSxU6zW2mxv2bqn/8KWSm7WEdNqICUO6XlH/sBbtvbrblRpWTIs+DzfsacCcFtXT/heXuPtrnWQ14U3Rv0u4wZlA44+nx5tyFsbYPwH6ebBiylvGPf7k618xlcbg6tik/Qz0DXh30kIfDy8+muLul2/+gPdYVt5y4OfDqcfEnPTBPnX4BC+W+04cgtAiBDzdPKme88bnvqYbbO19A+t1+u8/fWjqyifvXzzxtyN/wOlvpW1SjLtflqafbugZIcIj+t3d3YyMxCEQUCWB73as++S3L5zo2ubfUKZ6zaRP3nuuum3MwBH1HkUnCIAACIAACFibQKDWny+RrZOEd/BDRmRZqV66VjcyGIdAQEEEuLuf1E48g6eWm7p7Fz3+13a78qHr72vqFNY9j25/jmSZRsj9sWHvJusuqcbZi8qK6E6JsMzH04vAiqYpAl0fdQ0zuPtpI46nwd1vCjlljIkLjaXSoyFt29dVl7a+f6fe5OvvHBJT9yh6GiIQHdzprYdfd3NtzQe8t+2TH/dt5T2WkiurKxZJ87OF+4XeesVYS82PeSxFgKrj3DXk1vVzvppzy8ww/5B6nf5H0+OfWDXnjjce3Hrg53pzQJHjd0/C/r2JBw6mHvkn7Sh9INOfpTRU/TyuSrEwMkKSFGzT5q133l5/9efKqqoElq8/QnqiUuyFniDQZAJ/Htsx/9s3L51+weNPYm0rZ2f+yUiftlSjbObY6cja32TOOBEEQAAEQKD5BAK0/snZaWKeXF0u5U0WTRMFXZkk5YUWpXpNBIdhdk+gqzTKODUnnZ7ddHVRzBWcnQFu1UlaC8Gu1KMf5+Tu//LP74RWxzMSUrJTIwIlV8HiKIR6CeQV5/N+f5+mVGiIC5N4e49nGCoI8skhK5RAbHB0p/YdM/PPXLhMbnXBiIjA8F6R3UcPGIHyvE3b0z6der5+/0tPrJpd868rljwPL375alvvNpfHDWzanPWeRdN+9PPqbFafgz45n731CedWioljrtcuFXfSL5abLx8z9rKRm/ZvW/XzZ8nZqdwrpTecQhlmfTYvYvMHD15/74h+N+p/5OjKir7Yvmb19jVFrHrKgrVvUKzqIzc8gAd5TXnNKOZd4eLi4uNjiNX6fu36pctWZmWd4UbS6yYvP3/GE09VVRtu6UdHmX3RyOeEDALKIkBPmz718fPii/aC8q2c6DPxxdufGTNgWP+o3vSPhDceePmLmR/A16+szYW2IAACIKA+AgEaWXR/XhNs1JVKkvloPJHMpwkUcYo9EvBw86AH4YVm9AMvIQvVegUPs4Wv/zI4080+2fondA2Li2TOfbq2/W7Heusvq6oVcnUSd7+fNKu4iabGBEfzEmgZqNZrIjjlDDtw+tCFi+QLD/2Qu9h5/r0vzL1zNnz9zdnAq7oNfvqmx/gMFKw986M5Jyx6t6ygtHDVL5/zVa6Mu/yy2P68B7IdEqCnrKj89ZqnP15w79zOIdH0rqurZEpO+tyvFoydf9eav384knp09Mu3UyUe7uunU6j5+fY1Y+bfadnXVV1l1NGjpNiQuM6xe/ftF9y3//kX/RPNtPSMydNm5BcUiB4S6GU06LIBvAcyCKiYQFb+mWkrZpZXVXAbh3S5/MU7ZtF7AUl7OBbIIAACIAAC9kAgwFfi7s+xRDIfX0T328PWQgcLEaB8PmcLs8VkCZlJXcLiRBOCWQTIU0A5AfpH9zHrLJsNpp/rNw0auWj9MrHixn1bHhs9tV7PiBgDgROQJO53cvL3acuPmiiTZ4qq9R5jKfupWi9ciibSs/9haTnpJeWlQk/XVi5xoYb0TaIfgrkEbrtiXGZe1ie/fSlOPF9ZPnXFEx//d0V4QKjobLJAd0AXrn2H5hQzuLRyeeomFFUWPOxdoIcwbuh9Lf3bfvSvD7Z9ciTtRN1I/6yCs69SpopauhvXoDn0UO/kZY8h71aDgP49oJjoflJ4ysQJrV0bvD9BLxSZr59OGT70Rn+/pjzB9y8f/B8EFEOAYhsnL3u8QBrh2DUs9n/jX8JFgmJ2EYqCAAiAgIMRkOXuzynKbQIAnbRULyrsNYEhTrFbAtEhhieV6XoH6fubuVMnMxOaOYNVTx/Vf7gzC3vMLyn88/hOq66ossnziiWPiPlrm+gKQLVelb0wuDmHUwxVXqm/e0QXXCxzPk2WCeOMUVNu6HkNn6GgRDd5+WMFJYW8s2nyyayEjaweAC13x5U3h/lb4EZC0/TBWU0mQM+CfDxjxdJH3qDME/W8+4z6+vWLksd/3pcLmqyAg5yoJHe/RuPz6NTJ9bwaGtgrTw+Pe+++o4GD6AYBVREorzw/4/1n0nIzuFUdAkLfmfgm1UjhnZBBAARAAARAwH4IBGgDuDKyPAz8kBG5qKyEH/X1RjIfzgOyggnQhU8sc/eTJUlnkhVsjx2oXsyyANuBOnIV2nj7Do4bJHrpBs/GvVtEE4JxAhfi/5hXkd4+/k1K5kMnUmIlsRZNG59h13eJhKoQGiVAu0nPavBhPSN78Cbk5hCg986C++ddFtOPT5KVf/bRlTNL2RMV/KiJMm3ca98u5oN9PTWTho7nPZCVRWBQ5wFUN/uDae9c0XkgvXIuKU/lH/4VjZsTn5m4bvePxsc4+FEluftpqy4fNHD8/fcYifHXbye9VsLDwxa+scC14acBHHzjYb6aCNCX3/Ofv/JPylFulK+Xdskj/6NrBt4JGQRAAARAAATsikCg1N2f3aRkPkVlRdworaeGNyGDgKIJRAVFcv0Tsk7xJmRzCcSGSKqwmnu6tcfTZezoAcP4Kj8d+lX2EcePQpYRkJfqlZaHkQ020pRX601HtV4jtBR26Ai7aqZ3XI+ILgozwL7VJaRvjH+Z8rNzNY+ln3z64xfIa8E7zZK3/fPrweQj4hRaZcrwCXiaUwBRrtC7Y493Jr7x+eMrr+02hLbVRF8/2Usvp72nDijXcBtorjB3PxGh/DzvrVh65RWXOzvTk46X/qj/X7GVm5vbPXfd/uZr85HGxwYvICxhDwRe+eaNbYd/55p4tHZf8sjr4QFhvBMyCIAACIAACNgbAX+tJLFy03L3y5I1azx97M1M6AMCTSbQsV0kz+6SU5QH52+TYTrVOsmelmj6VFY785ruQzQe3nz6Tfu38SZkIwRyCiUZ4do09WGvmOAoXq2XHqEuse/nQowwwSFOoLq2moKCeU+3cLj7OQ8LyN4e3uTADW7bns/1d/zu51e/3DSPf2V1xWJW1ISmDfcLveXyMXx+yIomQPUz3nzola+f/MiztYfphhxIoprb+GuQQIOp8Bs8ww4OeHl6/vfRKdOnTc7OzklOTU1JSS0oKAgKCoqMjIjqGOnl5WUHOkIFELARgc9+++q7nev5Yi7Ozv974P+6d+jKOyGDAAiAAAiAgB0SCJCGXtIT3+Yqeb7iPI8Wc3Np7d4aWezMpYjx9kvA1cU1MjAi6VyyUPFEesKAmL6iCcF0Av069QrxCzZ9fIuMpDqxw/r+Z83fa/Wrk3ds497Ntw++qUWUUdyi8tz9Pk3M3U+7QB7/4xmGoP6jqScGxkpSlCgODhQmAoeTj1XVVAsUvp7a9m3aiSYESxGgPFrLJy++b/EjlGNdzPnj/p+C/YKmDX9E9Jgi0Gfgx798QRVcxWCK9H321ieo7qvogaAOAp3aR5axUsyNGpWZd6bRMY48QJHvEHrD01/1xb+B/fvddstNjzz84OiRwyM7hFOUPx1y5B2F7Q5F4JdD2xetXyozefYtMwd3MST9lB1FEwRAAARAAATshwA9iM0jKOki3NwISp0sk48XMvnYz/ZCE8sQiJGm70c+n6ZhpRwBk4Y91LRzbXkWebJG9Zfk8zmSdiIlO9WWOih3rdyifK68X1NL9dIksmq9x9Lj+cyQFUrgSKqkTm+/qN4KNcT+1Q6/UEfwDco6wFX98OfP1u7ayHsalQtKC+ksPuyK2Msui+3PeyCrhoCP9OE243YFtZE8QWJ8sAMeVZ67n5z8X3/z3eNPzbrngYcfe/IZvmfLVrw/fsKkRyY/+sO6DTSMH4IMAuoj8M/pI3M+f0l2d+vB6++5adBo9RkLi0AABEAABNRKQPa4N+UqMctSWeFNFK0xix4G2z8Bcv7GhHQSelJgU9LZ06IJwUQC5Oufe+ezSnHt0UO6ndpFCtNo09eiIKHAYVSQ5e4PbKq7n9533cLjxFK0BajWK2goV6B9pKc0hP60y706dhNNCBYnQB9lC+6bS5zFzLQFL615ffvRv0SPcYHGv71h+XkW8U0f5k/eNN34WTiqXAL9o/qYrrysyIrpJzrISIW5+4uLS2Y+M/vb79dmZmbRO7/eTdIVFa3+8utJU/+bX1BQ7wB0goAKCKTlpM/44Onyqgpuy/U9rpo+YhLvgQwCIAACIAACdk7Az0eSvj+7MMcshQuKC/l4s8KC+ImQQcBuCUS178h1O5khSTzNDzm8XP/lIaXCJ1+/rASuPbMi79goacHedbt/bOji154NsbFupeWl3C3o7e7p5iqJLDZLn86hklqjx9MNbmKz5sFguyLwT/Jhrk/XMCTu5zwsL1/VbfALtz3N56WPslmfzpU9ZsEHcPlkVgJ9+oke+my8a8gtEYGU1QN/KiRA+9s/2tQHbmgwlbpRIQXLmaQwd/8TT80iR78p5pPTf/ZzcysrK00ZjDEgoCwCBSWFk5c9zhPhkf6UjfTV++YqyxBoCwIgAAIgAAIB2gAOwdxqvboyHT+dsgPxJmQQUAGB6GBDdD+ZczLrlAqMsooJ5O2ngLCLMWHkCKC/9tp291x12xczP1SQr19PZuzAEbxEc35J4c74PVaBpqJJZWXb/ZqauF+PJDYkhueaS8vNNDfXnIrQqsSUwjLd2cJsYQzFiXePMDzDIfohWJbAmIEjJvznfj4n3ZZ7dOWTaTkZvLOuTDcG5q9ZyO/iajx8Jg19sO5I9KiGAOWyC2kbZIo5wW2CFPfNbopdFhyjJHf/jp27CwolAVzGQeTm5b386uvGx+AoCCiOQHnl+akrnuDFasiEju0i3prwGhVzU5w5UBgEQAAEQMDBCQT6+nMC5ibz0ZUW8dO1yN3PcUBWBQGqLuvp5iFMqayuoqc8RROCgQCljLj4r6237//ue3n9zK++fuKjmWOn2395XoMJ/0qUl2xQ7IB/W3QLo3bdnk2iCaFeAjk6SS44f43k0bF6TzHSSdV6ZXfaeB4YIyfikN0S2J94kOsWGxLVnOc/+FSQjRCgO69Thj08ou8NfAxFLk5e/pjsFh0fQPLPh347zGot6OdBVIeMksqaWi8tPY1He23cLvqyn3fXs8bH4KiS3P1frflGtmHOzhL9XVu7yl4Wx0/EJ6ekyM5CEwSUS6Cmpuapj144kZHATQigwvdTFnm5e/FOyCAAAiAAAiCgCAIBWqm7X5drltpFZcV8PNz9nAZk1RCIkQb4J2YlqcY0axhCmXAGdOpjjZltNidd1Y4ZMJwv9/vRP89XnOc9kGUE8ool7v5mRvfT5F3DO/MlUK2X01CcTPfMDqVI6vT2iEDifhttI32gzbtr9sDovny9rPyzFMVYVl7GO4VcVVO1aN27oklCuF/obYPH8R7IqiTQP7rPi7c/I3PtckvJ16+gYjxccxvLEne5jdc2d7kzZ8/xU24eN2blu0t4z4xHp06bMjE8LJR3Hjl6nDchg4CiCcz/9s0/T+zkJni5e747eWGgNBMCHwAZBEAABEAABOyZQIBG4u43N3d/YakkmY+vl9aejYVuINA0AtHBUfzEBOTz4TikMjkCbrl8rLRPka3rel7Nn+qgkl0/7tuqSEtspXRuUT5fyl/brOh+cjZ1CTO4+8lZHJ9xks8PWXEEjkpDxeHut+UO0uMyix56NS40hi+akJX0+IfPVlVX8U6S6e326a9f8nwG9H58+uYZzq2U5MCUGYWm6QQoAdTqJ97vH9Wb9p3+xIn0/d6/U+/VM99HGh/BxIigmHdLeXk5xTULS0YOH3rn7bdqND6ihwQXF5errhz8xmvz2/j6iv7jx1FUR8CAoGwCH/2y+rud67kN9K25cPz86KBOvBMyCIAACIAACCiIgOyOtfEnu+vapSsr4p14ypvTgKwOAnStG8Pc/eQHScw6rQ7TrGFF9w5dOgSEWWNmG89Jv/NH9LtRLEr7vn4v8vkIHnKB+OQXG9z99K7x1/jJB5nZjguL5WccT4/nTcjKIkBlPY6kSiJBu3dA4n6b7qEnxSlOWtghQBKeuztx/5zPXqL3L6lC/9X/5ZcUvPfTx1y5QTEDroi7jPdAVjeBziExK6e+vX72lzPHTJt04/g7r7htwnUPrJ/z5cppb9MhddtuKesUk+k768wZbnPfvg0+nklf7V26dKZE//rxSaeT+YmQQUChBH45tH3JxuVceXqpv3jHrIGx/XgnZBAAARAAARBQFoEAX4lHJtvcZD6y3P0o1aus7Ye2phGQxXYkIrq/AW708/imQaMaOKiwbrJldP9h3+5YJ/SmVCSZeVlKLEUgTLCqkMvc/bRQ85P5kFOJqvVW1VTr1dZX6/X28LaqFZjcSgROZibSIzJicm83r8h2EaIJwTYEqCrJssmL71n0cEGJ4dHMnw791n790va+7ShlmV6N5HOpl3KXXYzsdmnl8uytj9tGQ6xiVwTo++7uq24nlTKzLjiEQ/yC7Eo9O1dGMdH9Pt6SQP7ExFNGyGZkZIqjsvz+oh8CCCiIwP5T/zz72VxelZ6Up5uco/oPVZAVUBUEQAAEQAAE6hII0ATwzhxdDm82KstK9SK6v1FiGKBEAjEhkkc503Iz6mY/UKJdFtfZzaX1sD7/sfi0LTUhJRsJ9QsWq1Pcq+xJX3EIAhHI0xmi+6np59OmmVjoAYuooI58kmNpCPDnPJQkH06WJO7vGdldSdqrSNfgtu0pxp8yEnObPvvtqzfXvbP31EH9v5yivAt11//9u33wTWH+kmcC/j2C/4MACDRIQDHu/oAAf+6437J1W0lJSV2z6DdQSkpqWnqGOBQmTeUv+iGAgFIIJJ9LmfHBM5XSlHZjBgybeOODSjEBeoIACIAACIBAQwTa+rQxXNI5ORWdL6n+N5SyoVN4vyyZD0r1cjiQVUOA7mO1Y4WaamprE7ISVWOdBQ0Z1vd6DzcPC07YslPVfVhhw97NLauSPa+eWyyp9N786H4ytps038ux9BP2TAC6NUSA3ERH0yTu/h4RXRoajH5rE4gLjV304Kt0O+3CQhfT+HDnvmH1ix5/NxfXycPg9zBQgQQCJhJQjLuf7PH3MzzrnZefP2najF9/315aWqZP71VZWXkq6fRXa759evbz1CPsj+rUUcgQQEBxBHJ0udNWPFlSXso1H9Ll8rl3zuY9kEEABEAABEBAuQTa+QZy5c8WnONN43LxeUn8RxtvlOo1DgxHlUqAp+8nG06dSVGqJVbTm5zjYwaMtNr0LTPxyH6SZ3kp3dmuk3tbRhW7XzW/uIDr6K81eA94v+kyvaK6hhnSu5OT4WQGbrOZzs++Rh5OMSTup51FdH/Lbs+AmL6Ul/iCDiyKv16VKqqrVm9fU+8hdIIACBghoJjc/WRDj+7dfvntd2FMRUXFshXv0z+K+qciveTuF4e40DkWZRw4D8hKIlBWXjZ1xUxekp60p4u91+6fpyQzoCsIgAAIgAAIGCUQoPE7W5gthmQX5pqenLqgROLfQTIfgRGCyghEBXf6K36X3ihyO8ZnJCCpo2yLg9sE9enUU9ap9CbdDb08dsCOk3vE1q/fs+my2P5Kt8sa+mfln+XTNj+ZD83WOUziTDiahuh+zlgxcmlF6elz7BZprVMvJPNp6d3r06mHiSqs/Onj0QOGm/7L0MRpMQwE1E1ASdH9D42/z8fHu+5+1NTUNOTrp9D+Xj1N/RCpOzN6QKAFCVAqgydWzU48k8R1CGkbtGzyQjU9pMytgwwCIAACIOCYBAJYlhIikFNkRvr+gpJCDg3JfDgNyKohQLGosSFR3JxT0p+I/JDDyrcNHqs+22nrRw8Yxu365fD2S0Usea/Dy2UVZaKmLsFwbeXi5e7VfCpUrdeZRR9T2YwS6SNlzV8CM9iAwKHTR/gqHQLCLPLy4HNCNosA3bRe/bupMfs0mG5zmjU/BoMACCjJ3e/m5jZn1tP0i8fEbXN3d58z6ykTB2MYCNgbgfnfvLErYR/XytdLs3TSG34+bXknZBAAARAAARBQOoFAX1m1Xkn+ZSPWkX/HkMDRycnd1a21S2sj43EIBJRLIDq4I1ce7n5OQy+P6j+8bqcKeq7tMcTHwxD0Vl5VsfXgLyqwy7Im5Ekz+QT7tbfI/JRePDYkmk+Far2chlLkw6mSxP09O3ZTiuYq1vNkphmpsfadOqhiFDANBKxBQEnufrKfovVnPfWEr6+vcac/HfVr2/b52c/4+PhYgxrmBAFrE3hv60ff79rIV6FX9aKHFkQEduCdkEEABEAABEBABQQCpBmWc4ryTDSqqKyYj2zj7cubkEFATQRigiU+x5yi/MJSnZoMbL4t/hp1xsS4uboP7XO94EOBrijYK2gIIU/6xWHBAKmu4Z3FKiScyDjJm5DtnwC9ZY6mGrIw0WV1z4ju9q+26jXcl/SP6TaaNdj0aTESBFRMQGHuftqJPr17vbdsyfj779FoNPRJXfevbZs2UydPXL70rdgYyW9iFe8iTFMZga0Hfl625UNuFD1D+sYDL/fuiMxUnApkEAABEAABlRAI0PhzS7JZHn/eX1cuLJVk8uEBsHUHowcElE6gU7tIbgKqhnIaKpbpgndkX0nBXvJ8ZeZlqdjkJpiWo5PcJ25roeehCX5cqMHdT45jRPc3YXda/JT9Us9y1/DYFlcJCphHgD/Lad6ZGA0CDkpASaV6+RYNH3oj/aOec9nZqWnpZ8+e8/f36xAeHtS+HVXu5SMhg4CyCOw/9c9zq1+W6fz46Gn0GK+sE00QAAEQAAEQUAeBAK3M3S/x2hixUVcqie5HnV4jrHBIBQSigzslnUsWhiRkJQ6I6SuaEFRMoFfH7qF+wRn/uvjJ6bxu94+Thz2sYpPNNS2vWPLF4We5Rz3ipNV6j6fHm6sbxrcsgdSc9JLyUqGDu4sbv4Uj+iHYmEBscNTJrFMmLtovqpeJIzEMBEBAT0Ax7v6KysqkpNNi2zw8PCIjLmQ1aRcYSP9EPwQQUDSB5HMpMz54hpeZInPuvurWe66+XdF2QXkQAAEQAAEQMEIgwFfi7s8pMjV3v06azMTXS2tkFRwCAUUToCjjmJBOW/+5lLSdHL4JWUmKtgjKm06Adn/cZSOXbnpfnPLD7o1w9wsaJORKk/kEaPz40ebIcaGx9KR1Te2l6GKq1lteWe7e2r05c+JcWxI4nHyUL9clvDO9oXgP5BYh0D+6j+nu/s6hMS2iJBYFAeUSUIy7PzU19YV5hpBnCuH/8rOPlMsdmoNAXQL0I3Xyssd56AGNub7HVU+O/W/dwegBARAAARAAAdUQkCXzydHlmGiarrSIj9R4oWgT5wFZbQSi2kur9cLdr7YdNmbPmAEj3t30vkhoka3L3Zt4gPxlxs5xmGN094uX6iVnrp/l3P1UrTcmOCqelRU9lHwUD9Yo5cVFrw1Znd4eEV2VoryK9aQ36TXdh6z+4xtTbGzl1OquIbeaMhJjQAAEBAHF5L3x95eEfdXU1AgbIICACghQscFpK2aekzo4ekd2f+Xe51VgHUwAARAAARAAASME2vlKntTML5Fk5DdyYtF5STIfXy+U6jVCC4cUTyA2NJrbcOpsMm9CVjcBSno2KHaAsJGcmBv2bhJNCHlF+RyCn08b3mym3K1DHJ8B1Xo5DfuXj6YeF0qSl7lnZDfRhNCCBPpF9b7bBCc+bRn5+kP8gltQVSwNAkokoBh3PxXglSXlT0tPVyJx6AwCdQlUVVc9/sEs2bNsHQLC3prwmpsrHhStCww9IAACIAACaiMgc82cM61ab6E0mY/G01ttXGAPCDACwW2DPN08RMf5yvK0HFwQCR4qF8jnNbL/UG7ktkO/V1RV8B5HlnOlWeD8fCyWzIfIdw41VHalGy1I36+gV1pFdYXs9kz3Dojut4sNpHfWxBvHdw6R3MaWaUZjYoOjJw0dL+tHEwRAoFECinH3kyVDb7ie2/Prb9t5EzIIKJQA/WR87vOX958+xPVv6+27fMoilBzkTCCDAAiAAAiomIAsn0+29HG3hgyXJfPReiJ3f0Oo0K8SAjHBnbglCZmm1jnkZ0FWKIHre17N7/eUVZzfcuBSLQeFWmRBtXOl0f3+Wou5+0nJOGne8OPpJy2oOaayKoFjqfGi7gIt5OuplT1QaNXVMblxAlov7Yopi6/pdiW59euOpBw+o/oNXTl1MbwideGgBwQaJaAkd/89d90REmJ4hGfDj5vXb9xErlLjf40iwAAQaFkCK7Z8KKqu6TXxcvdcOunNoDbtW1YxrA4CIAACIAACNiNAeSr4WjmFJlXrLZLm7td6afgkkEFAfQSig6O4UYlnUK2X81C57ObqNrSPIQCOroI37EE+n0ubnlecx7ff36ctbzZT7hLWmar1iklSc9KpWq9oQrBnAodTJHV6KYGMPWvrgLqRx3/hQ/NXTF48qv9QekaT/P7k5dd4eI8ZMGzl1Lfm3TUbvn4HfFXAZIsQcLXILLaZZN+Bg0MGX7F23Ybz5Ze+XD/9/Isvv/4mMDDAx9u7devW9aoxdfIjgQEB9R5CJwi0OIH1ezav/OljrgYVg1o4fn4ce2KUH4UMAiAAAiAAAqokEOgrdfdL0zI0ZHKhzN3vCXd/Q6jQrwYC5Abh0f3k7U3MOq0Gw2CDaQToBTCq37Afdm0Uw/clHczR5cpul4qjjiNU11SXlJcJe11buXh7WDK3G12gRQd14plXD6ccQ51kAdxuBfqQPJJyTKhH76CekcjkI3jYkUDvJryh7Gg/oIoqCCjJ3f/xJ5/n5Usq8NAWVFZWZmZmGdmL7OwcuPuN8MGhFiSwK37vvK8WyBR48Y5ZA2P7yTrRBAEQAAEQAAF1E/DXSN39OtOi+8t0HAvFiPEmZBBQH4GoIEkyn8QsJPNR3yYbs6hPp56hfsEZeZeuf2udnL7ftf6RG8YbO8cBjp0tOMetDPS1fLRfl/DO3N1P6fvhneTM7VY+nGpw95OS3cLh7rfbvYJiIAACliSgpGQ+lrQbc4FASxNIyDr1xEeza2pruCKP3PAAPcXGeyCDAAiAAAiAgCMQCJQm88k2zd2vKyvmcLRePrwJGQTURyA2RJLMJyUnvaq6Sn1m1mtRrRM5tx39j8KTxwwcLihQ8DI9KyyaDivkyRL3ayyZyYeoEvau4XECL2E/gfT9AocdC4VlurOF2UJByhLTPcKwj6IfAgiAAAiojwDc/erbU1ikAALnCrOnLn+C6mtxXYf2vn7KsId5D2QQAAEQAAEQcBACsmQUlJ7CFMN1pZLofg1K9ZpCDWOUTICyGLfTSiKXT2YlKtkgM3Tff+qgGaPVO3TcwFGGLPJOThTpfyDpkHrNNcmy3CJJ4n4/jSXr9Oo1qFOtN94kzTCoRQnsSzjA16fbpW6u7rwHMgiAAAiolYCSkvnQTXW1bgPsUjEBiv749fAfCf9eicWGRA+M6Td52eO5xZLMVINi+798z3Mq5gDTQAAEQAAEQMAIgQCNxINporu/UOru97d0RKcRhXEIBFqKQHRwp3O6HLF6YmZS1zD1x6vSL+rvd27oJcx2YIFujg6I7rs7cb+ewYUA/72bKMmPAyNxypNeWFnju0Bfrbem9tIjJvRgDVXrdW8N37H9vu7orXGIJe4nRXtEdLNfdaEZCIAACFiUgJLc/XfecdvZs2fNNT88LMzcUzAeBCxCgH5hrNy6avX2NUXnS/iELq2cq6U5fGKCoxY+OJ9qQPFhkEEABEAABEDAcQgEyEr1mhDdX1peylN7eMDt4jgvF8e2NDo46u/43XoG9GszISvJEXicrzz/86Hf5zqCqY3ZSDFwowYMF+5+Gr714C+zbn7czdWtsVNVe9wG0f2o1qvEV89Rlrif3jhw9ytxE6EzCIBA0wgoyd1/9ZDBTTMSZ4GA7QlQeoGJ787gBZ2EDv/6+i8mIG3Vqr1v4LLJCz3cPMQACCAAAiAAAiDgaASC2rTjJmez4GXez2VZaL8v6vRyOpBVSoA8VjHBkmq9p844hLt/w54t5VUVKt1Vs826odc1r377psgLSsK2f34b0e9GsydSxQl00yu/pECYQu8Rfx/LJ/Oh+VGtV0BWhEAX20fTTnBVe0R04U3IIAACIKBiAgrO3U/f6+KvnP4qLv3+o04VbxhMUwqBmavm1OvrZ/pTrSAnb3ev5VMW+flYuJwUWwUiCIAACIAACCiAAAVOajy8haL0Y06WnEEcEoKurEjIJFBOc96EDAJqJRAV3JGblugA0f10fbd290ZutYPLFMh/Y+9rBQTis37PJtF0QCFXJ83d79PG4hDoLgLl8xHTEnNU6xU07FOIz0jg9wi93bwiAjvYp6rQCgRAAAQsTkBJ0f3CePpy1el0m7du++XX3wsKC6lJhzqEh73x2vw9e/ev+fb7/1x/zQ3XX0dfyeIUCCBgSwKrt3+9L+kfE1ZsNXrAMPzsMAEUhoAACIAACKifQIA2gKe/o/T9xm+H60ok7n6tp4/6GcFCEHByimrf0blVK5FDnMpBFZUVqft2V+KZU8fSURnV8Oqn69yR/Yat3W1w8e9J3E+fmbKa54YT1C7ZIJkPIewSGstBHsdrkuOwP/lIynGuVM/I7rwJGQRAAATUTUB50f05ubnPPvfiI1Omf/v92vyCAr2vX2zS2XPnklNS3v/w46dmzSksLBT9EEDAlgSWb1ll4nIb924xcSSGgQAIgAAIgIC6CQRq/bmBjVbrJRcnH69FMh+OA7J6Cbi6uEYGRnD7jqed5E2VyXS5R0V6VWZU883pF9U71C9YzEPhb478AITsaTBrlOol1JTMh+60Ceb6ar2iCcGuCNDnxuHUo0IlukPWM7KraEIAARAAAdUTUJi7P/FU0ownnk46ndzoxqSmpc97+VXZzYBGz8IAEGg+gfjMhGJpbV4jc1IYI403MgCHQAAEQAAEQMBBCMjiUk1w9xdzMr7eSObDeUBWM4GYkChuXqK60/e3cvpx31ZuL2QiQO7LMQOHCxR02evIUUR13P1Wyd2vr9YrmJNwNFWSGp4fgtziBGTR/ajT2+I7AgVAAARsSUBJ7v7KysqX579G/zURUHpG5tfffGfiYAwDAUsR2Jd4wKypzB1v1uQYDAIgAAIgAAJKISBz9zdarVdXpuOmqTuZCbcUsoMTID9vNEvfT37ehKxTKmaydf/PujLJvT0VG2uWaeMGjjKEmjs5UbD5oWRDOLNZUyl6cHVNNX+FuLZysd7XQZdwST6fY+lw99vpa6e0ojQ5O9WgXK1TLyTzMeCABAIgoH4CSnL3f/n1N6VlZXxP6Mcub9aVKeFPdk5O3X70gID1CBSZeUFi7njraY6ZQQAEQAAEQKAFCcjc/bJczHUVKyyVJvNBqd66jNCjUgKUvp9bdkq91XrpZsYPu1Ckl++2QabPzL6deok2sVq/15DNX/SrXpDdG/bXWiW0nzCS8yEuFNV6lfGC+ifpCFe0Q0CYl7sX74EMAiAAAuomoCR3/+9//MU3Q6PR3HPXHR4eHryzV8/unp6evOfQYUeMceAEINuYQHDbILNWNHe8WZNjMAiAAAiAAAgohUCARuKjyS7MNa65Turut144p3E1cBQEbE8gWprM56R6o/tzi/N2J+6zPWFFrEje59EDDPl8SOdN+3+qqKpQhPIWVFJ2b9hf+lViwYVoqi5hkuh+VOu1LF4LzsYT99O0PZC434JwMRUIgIASCCjG3U9x/Tqd4ZHt4KD2K959e8yoEVqtJE9reFjY8nfeat26tYCfmJgoZAggYAMCncNizFqlf3Qfs8ZjMAiAAAiAAAiokkCANoDblaNr5AFNmbtf6yX5TcinggwCKiNANVo93QwxT5XVVak56SqzUW/ON3/9QEVo8dcQgRt6Xevu6iaOllWc/+3wH6LpIEKuLp9balV3f9fwOF6tNzk7rbyynK8O2R4I0JMuPHE/3RhD4n572BfoAAIgYEsCinH3Z2dLLvmmTp7o6uJSLylPT4+rrrxCHDqdnCJkCCBgAwKdQ2JCTA7wp5EhfsE20ApLgAAIgAAIgICdEwj09eca5hTl8WZduagMyXzqUkGPoxCIDurETU3MVGH6/lqn2u92rhdmNprHVYx0HMHDzeOG3tcKe8nLuW6Pw+XzkdXp9dO0FUAsLlC13k7SVFqo1mtxyBaZ8GDyYT5Pj4guvAkZBEAABFRPQDHu/sJCQ2g/7UrHjpH0X1P+ZCeacgrGgEAzCcwcO93EGUwfaeKEGAYCIAACIAACCiUQoJG4+88WnDNuiK5U8uNQi9z9xnnhqLoIxEjz+SSeSVKXfRes2XliN7/tRyVY1WdjMy26kM+nvySfz66EvQUlhc2cVlmn5xblcoWtGt1PC3WVVutFPh8O307klOy0kvJSoYy7i1vnEEkWJnEIAgiAAAiolYBi3P0dOoTxPTh1ytgv2gMHD4nBQUHthQwBBGxD4NoeQ8YMGNboWjSGRjY6DANAAARAAARAwBEIeHt4uzob3HlVNdWy+H0ZBF1ZMe/Remt5EzIIqJgAOXljgg3R/RTTnZBp7OJIiSjIKFmRXvxsrncfKS9ooNZwr7SmDrd6z1JNJ71O8ksKhDn01vDzsWJ0P83fJUxSrRfufgHffoTDKce4Ml3CO9PG8R7IIAACIKB6Aopx97fx9eXZe95+Z1lxcQl9u8t2iHr+/GtHXr4hf1+njpGyMWiCgA0IzL1z9j1X3dbQDwvqJ18/jbGBJlgCBEAABEAABJRCILitJEojRxqzKbOiENH9MiJoOhKBKFkyH9VF95eUl/x65A+xpfTjedxlo0QTgiBAZG5iZOhyeL2D5fOR5e7382kj4FhD4O5+mh/ufmtAbs6c9BY4nHKUz9AzshtvQgYBEAABRyDgqiAjAwIDzpw5q1c4Ny/v4UlTu3Xtkpd7Ka8r1fL9e8euXXv27Ni5mxsVF2e4/c77IYOAtQlQop6ru125cuuqfUn/8LX6deo18cYHUaGXM4EMAiAAAiAAAkTAX+OflpspUOQU5nVsFymaMkEW+9/Wyi4e2epogkDLEoiVJvOhUr1V1VWuLkq6uDMOcO2uH+kRHzEmwMdvUOcBVaINgREYPWD4yp8+Fh3J2alH0453C3eUZOV5xZJCL34+fgKFNQR9tV56ikI/ub5ar3trd2ushTmbRuBIqiG6n+6Hde/gKO+FpuHCWSAAAqokoKRfhLfcNG7pshViG+i27ZGjhs/xnJzcxUuWiqN6ITAwYEC/vrJONEHAZgTIp0//MvOyMvPO6BcN8UNtXpvhx0IgAAIgAAIKI8BTUpDq2bqchgwoPl/Mn/H0cvNoaCT6QUCVBDSeGnq/ZOsMWctPZiV2DYtTh7F0offN3z9wW266I+kPwQAAQABJREFUfDRvQuYEQvyC+3TseeD0pXy2RG/d7k2O4+7PLTI82U9Y/LXWdffrq/XyahlUrbdvVC++I5BbkEBFdcXJzESuQI8IRPdzHpBBAAQcgoBikvnQblw9ZHCP7uZ9Us94dKpDbCOMtG8C9BNc7/en/5Js38pCOxAAARAAARBoMQIBvoYM1KSErAAjV0tXWsSb5PrkTcgg4AgEooOiuJmJKkrffyz9REpOurCulVOrsQNHiCYEGYGLaUIlBXu3HNhWzZ6NkI1XWTO3SBLdb+1SvUQP1Xrt+SV0NOWEePaC9PT11LbzDbRnhaEbCIAACFiDgJLc/WT/zMem+/h4mwKCfvSMHD40NibalMEYAwIgAAIgAAIgAAIg0OIEAjQSdz+PXJbppiuTuPu1XqjTKyOEpvoJxLB8PhTQnZB1Sh02ky3f79zAbRkY3Te4bRDvgSwjcGPv69xd3URn0fmSXw9vF00VC3RXQ/J1UOvka+WvA/Iz8PT99HJF+n67eoEdTpUk7u8X1duu1IMyIAACIGAbAgpz93t5ea1c9s7okcOdnRvUnL6APT09n5v9zAP33WMbiFgFBEAABEAABEAABECg+QQCtAF8kpxCQ6IS3k9yUWkx7/H1QnQ/5wFZ/QTokicmuBO3MzEriTeVK1dWV2za/5PQnywdN2ikaEKol4CHm8f1Pa8Wh8gHvX7PZtFUsSAL7Q+UPiJmJcPjQiXVAY+nn7TSQpjWXAL0yj+SclycRZ8ePSO7iiYEEAABEHAcAkrK3a/fFVcXl/vuuWvk8GHrNmxMTUun4r2FhYVV1dVubm4BAf5hISEdO0aOGjGMmsraRfpmom8jZekMbUEABEAABEAABEDAggQCpTmXc4oadPcXlhbydbVI5sNxQHYMAlHBHbmhJzJU4nPccuDXsorzwjQfd69re1wlmhDqJUAXkmMGjPiR3Sb5O35XQUlhG2/feserprNOnd62NjCtc2i0c6tWImMM1UYuryxHtV4bkDdlCV6nl8Z372BeOmhTlsAYEAABELB/Aspz9+uZ+vm1HX//vfbJd//Bf9LS0pycWg0fekOjdx3Iy5946tTp5NT8/Hx6ZKF9+/Z9evXw8fGB698+NxdagQAIgAAIgAAIWI9AgK80up+VIZUtWlQmie7XILpfBghNByAQ1b4j9znqyorzivP9fGzh7rQeXbo4WrtrA59/ZP+hbixNDT8EmRMYENOXV28mZ/SGvZvvvfoOPkZ9cq5OWqdXY906vXqA5Nnv1D4y8cxpwfNYWnyfTj1FE0JLESgs050tzBarU9mPbh0kj2KIQxBAAARAQN0ElOrupx+CtDGlpaUU4J+Wnl5TUxsWGhIWGurreyFza8v6yhe/9c758nJSo3+/PqEhIUZeQLv27P3gw48LCiXhaTS+W5e4x/47zddX5bEYRsjgEAiAAAiAAAiAgAMSCJQm8zGSu79QWqoX0f0O+GqBya4urhGBHU6fSxEoqFrvwNh+oqlEIavgzP7Th4TmF4LWUaRX4GhMGDtw5PvbPtGPoutlKoGgfne/vE6vjW53xYXFcnf/8fQTcPc39vK0xfG9Cfv5MrEhUW6u7rwHMgiAAAg4CAHlufvph0t+QcGy5e8dPnqspqZGtk/0i7B9+3YTHhrfo1vXFnH6H/znkN7XL1OsbvPHzVs++uTzuv3Uc/T4iWkzZr4y74WIiA71DkAnCIAACIAACIAACKiPAJVYdHV2qaqp1ptWUl5KZRhdnF3qWlokL9WL3P11IaFH/QQofT9391O1XkW7++lC75u/1vJtiwnqFBcay3sgN0SALn7HDhwh3P00jJLMUIondQOkJ1o4ED9pvXd+yIIyoe4aFrdh7xb9nPS6Rfp+C+Jt8lS0EYdZ4n6ap2ckMvk0GSdOBAEQUDaBBgve2q1Zn3y2esqjj/1z+EhdXz/pTB/xlM3/5fmvPfXscxmZWba0gpbOy89fuHiJKYvuP3CQ+/opjU9oaIhf27biFkVFRcW8VxZUVlaaMhvGgAAIgAAIgAAIgIA6CARo/bkhWflneFPIOqm7X4Pc/QINBIchQBcO0axaL12MJJ45pWjra51qf2CZfMjAmy8frWiLbKx8iF9w78juYlF6Sazfs0k01SdcuABn7n56wQTYJJkPkZTdRIG7305eXTxxP70ekLjfTvYFaoAACNiegMLc/V9/893GTVvoe71RUqmpaXOen1tWVtboyGYOqKqqSk5J/eW33xe8/ubU6Y+bGNr/3gcfiXWvuPyyzz/+YNH/Fixf+tYHK5YG+F+6yi0uLv5qzbdiGAQQAAEQAAEQAAEQUD0Byj3NbcwurL9ab5E0mY8vcvdzapAdhkB0UCdua2KWIZk471eK/MfRvwtKdUJbN5fWI/sNFU0IjRIg/+boASP4sI17t1RVV9HlsylX0PxEpci5ujyualufNrxpPTkuLIYqZ4j56SEbqtYrmhBahADdLzyWdoIv3SOiC29CBgEQAAHHIaAkd3/iqaRvvvvB9L0pLStb8L+Fpo9v2khy8T/97HPLV35w4J9D9T5wUHfaPXv35+Zd+l3SMTJixqNTXVwuPaVORXrnvjCbgv31Z/22/c+6p6MHBEAABEAABEAABNRKIEBjUrVendTdr/XUqhUI7AIBIwSiQ6L4UUrmw5vKkskf/cOujVzn63pc5e3hzXsgN0pgWJ/r3fWVjSlCrtaJPioHPn3d6FfueHLVc+v3bFaf059H9xMcfx9blOqlhahab8d2EXw7qFovb0K2PYH4jITyqgqxrrebF1U3EU0IIAACIOBQBJTk7v/wo0/q7g2FMLhf/CMXOcmyAcdPxJ9Ksm6QS40JjxrItNr2y6+i59Gpk2RqtwsMvPbqq/QDdDpdekamGAwBBEAABEAABEAABNRNIMBX4qzJKao/ur+QhQATEI2Xj7qxwDoQqJdAqF+wp5uHOFRZXZWaky6ayhIKy3R/HP9b6EyXSOMuGyWaEEwk4OHm0T+qD6W4daJLY7o4vniBnJl/5tejf7z45fwx8++kbP4mTqWIYbnSUr1+WhuV6iU4XcI7c0RUrZc3IduewOGUY3zRniyxFe+HDAIgAAKOQEBJ7v709Ay+Ja1dXW+75aZV7y//dNV79O/Lzz5647VXBvTrK/OeHzkq+dDnM1hE7tu7V8fISPFPo9E0Ou3JhAT9GA8Pj/CwsLrjBw7oJzq3/fyLkCGAAAiAAAiAAAiAgLoJyHL35+jqd/fXKdWL6H51vy5gXYMEZPl8EjITGxxq3we+37GBx1EFtwkaENPXvlW2R+32nTpw4PQ/ei9/Xf0y8rImL3tsb+KBuocU2iNz99ssup98Dl3CDO5+emwC6ftb9iVEWyBL3N8zsmvLqoTVQQAEQKAFCbi24NpmLV1SUsrT4ru6uCyY/5LMV07Np2Y+tnb9xs+/+EpMfuz4ibGjR4qmxYWpkx/hc67fuOnTz7/gPTK5sFBHtug7e/fsITuqb/bobqggn4Ho/noZoRMEQAAEQAAEQECNBGTJfLJ1OfVaKSvVq0Wp3noxodMBCMSEdDqceim8iRxeiVlJ1/e8RnF2k+brdhsy+ZAvdexlwxVnRYsrnJGXOXPVnNKK80Y00ZUVP/nRnNVPfEB1fY0MU8ohyZNetU42y91PfFCt195eJIeTj3KVekQYnCq8HzIIgAAIOAIBxUT3FxUV8f0YdNlAma9fHCXnPmXAF838/Hwh24OQnmF4RqFTp471quTq6url6ak/VKgzlKuqdzA6QQAEQAAEQAAEQEA1BOTR/Q2V6i0r5ia38fblTcgg4CAEyC0e1b6TE+Vov/BH/639+q/vV25dRQlbyIGuIAgHTx9K4WmIap1uHjRGQfrbg6q048s3f1h0vqRRZcjjv3zLh40Os/8B9PgXf5UH2DCTD8HpEhbLq/WmZKeiWm8LvmZKK0plnyG9kMynBfcDS4MACLQ0AcW4+9u3b8dZhYfXkwNHDAjwN2R9DQyQFHwTY1pKKCgsFEv7+jb44Dnl+dEP0+kk9znEuRBAAARAAARAAARAQH0EAk3I3U+ZfLiLx9vdS30cYBEImEKAHnP56/gOStB+cfCFTO35JYXLt6y6e+GEeV+9qpOWuDBlwhYZQ37q73dt4EtfHjvQX2O4oOOHIDdEoOh88cZ9Wxs6KuunkbKUaLIBimjmFudxPf1sVadXv6isWi+lokK1Xr4dNpYPJh3mK3YICPPCbwNOBDIIgICDEVCMu59CVwIDDY77o8cazMhfU1OTmmYoUdWlS5xd7Skl8xH6tPFtMBLNy/vShWtp6aXMP+IsCCAAAiAAAiAAAiCgVgKmJPOh0FRuPjL5cBqQHYdAfObJu998+O+Te+o1ed2ezfcseiQ+81LNsHrH2Enn+crzPx38VShD133jBo0QTQgmEohPN2+v4zOUWuZBAMnTSZ7jt/0tojrVeuOFbhBsTOBwiiSTT8+OyORj4x3AciAAAvZFQDHufsL20Pj7BbwjR48nnU4WTSFQbMjWbT+Tx1/f4+7uPmzoDeKoWUJ5eXlhfX8lJY0/IGlkoeJiwwWqVttwdL/7pej+6n9tMTInDoEACIAACIAACICAOgjIkvkUltbzmGNRmSF4gqzWemnUYTusAAHTCVBc/9wvFmTmnzFyCtVlnfflAvsP4t60b1t5VYUwROuh+U+va0UTgokE9icdNHEkDaOrZirqa/p4+xyZWyxx9/tp2tpST7ov1TXMEFlISBVxd82WiGy2FsE/mnpCLEdb070D6vQKHhBAAAQckYBiSvXS5vTt3WvcmNE/rFtPMjn0n33uxVtuGjvosgGhISHOzhfuW5w7l/3l19/8tWOnfidbt2794nPPujg706e/vkf8l74AhNyQsPjtpfsO1PObiaoEr/50VUNnNdovsvTQyNraS7cl6p5VVVWl73Rza133KHpAAARAAARAAARAQK0EAjR+OUWGFA3nCrPb+QZyY4tKJbEXiO7ncCA7CIHVv38dn9l4dPaJjITV29dMGvqQ3WKhK7V1ezZy9UYPHMabkK1BgC6HTbkitsbSFpwzT5rMx1/jb8HJTZlKXq03DdH9pmCzyhhRsVw/e89IRPdbhTMmBQEQUAoBJbn75y/43+nkFEGWfhp+890P9I963NzcKisrZW596pnzwjwxngvLliz282vk5j9l3+OnCLmhfjHAuMBrCRQVGSL9ZWdVVF6KcPH29pYdQhMEQAAEQAAEQAAEVEyAEjIYd/cXlBgqIREHjSei+1X8coBp9RCodapd/cc39Ryor+uLP76xZ3d/Wm76oRRDmtZWTq1uvWJcfXagrxECfTv1bmSE9LC546Vnt3yLrv3zigzR/XT3wl/TxsZqxYXFULVe4R84fS6FqvVSTn8bq4HlqE4yPfAkOLi7uMUGR4smBBAAARBwQAJKSuaTlp6hKzJ8iPPdqqiokPn69Ueps94/ETvPJ5HJFyMe6v+PbKRZTX9WRljXsLtfVOjVanAFaxZgDAYBEAABEAABEFA2AVksf44uV2aPLDmJrzd+LMkIoalyAnsTDhSflzzjYsTgovMlexPtNG0LXamt+etC8Jb46xrWmWpsiiYE0wl0DjXHv1nrZN540/Ww4chc9hwYLWvjUr20Inn2IwMjhMXk9z+eflI0IdiMwOGU43ytrh3iVPDwCrcIMgiAAAiYS0BJ0f3m2tbM8XfcdstlA/vXnaSZ4fa84HBSUtLVQwbXXYJ6RIWAtm3qD1KgH8f1nohOEAABEAABEAABEFA0gQCtH9df5tChQ7JSvRrPBosh8Xkgg4A6CNBVwEkzC/DS+P7RfezR/FZO6/dsFoqRh+6my0eJJgSzCNBzTqP6D92wd4spZ40eMFQFz0XlFxdwY/18Gnl8nw+2lNy1Q+ekc8lithPpJ3t37CGaEGxAgD4SZXV6e0Qgk48NwGMJEAABuyYAd3+D29MxMoL+NXi4qQfa+PrSD1m9s/7oMcldaDFlSmqa8Ob36dNb9HPhjnse4E3jcmaWsSpexs/FURCwOIGSktKS0lL6bxGrXG3xVTAhCDSBwLnsnCachVNAwNoEHO1js3UrSSaEhPRk2S+ZjOwszry22kk2gB+FbFUC+Ni0Kt6GJk/PPtvQobr9dFlB4+3zPbI9fidPweFU69QjqLsRVdvVNY/18BMd7WNTj2FM71G/Hv6jpLyUUalH9HbzHN17FMdVzyC776IXdlbeOa5mVUWt7Y0K0gQJHUilPQkHroquP55PDMPHpkBhEYGwH0g6JKYiZ0uQJtj2rwShgHIFx/zYVO5+QXMQME5AScl8Wru1ps9ui/y5uLoY52K9o6R/59gY/fyUnqisrKzuWr/9vl10Dr58kJC50CgHPhgyCIAACIAACIAACCiFQFtphGZBqSR+k6yg5CTcFm93L96EDAKqJ9AxMNJ0G+mqwazxps/czJHkpNt2+Bc+yTXdhuDtzIGYK4e0af/s2CeNMyRf/+ybng72NX7rxNyVW2a87NuhTUs86RUdFMWNTzp7mjch24BAeVXFKSn2uBBzElvZQEUsAQIgAAI2J6Ck6P4li96wOR+rLDh86I0n4i8k9aPfuF9/890D993DlyksLNy67dIP35DgIE9PD35UyF99/rGQ6xVuv/t+0U/zCBkCCLQ4ASpSTXH9Gh8fjcanxZWBAiBQlwA+M+syQU/LEnC0j83YnI4ceFllqexdWVNbyQdEBoXJBvCjkG1AAPxtAJkvMditv9M63mFUrnUa3L1/iJ/dXQ7kFOUeSD4oVKfbEndffavx11KVGF2fwM91tI9NwYMgRIVHzPxwTlbBWbrYFP16IaRt8JsPvdw55FLwmeyosppkXWEpK9te69Q9Os72Jvj5t3H+0lCtNz0vwz+grSnVevnL1fZqq2nF/af+4eb4emp7xSCZD0diquywH5umAsK4liOA53WawF5J0f1NMM8+T6GSAK1dL91o2bhpy649e+nHiv4vLz//sSefqay8dBE7auQI+zQBWoEACIAACIAACICAlQgEaPz5zNk6eZYtSfYPJyetF0r1cmCQ1U8gxC+4X6deJtpJFVlpvImDbTns+x3ruTc6uE1Qv6j6s5jaUisVrEXe/A3Pff3i7c9c1eUKii+7YNGF/9Y6t3Le8NxX6vD1k025Rfn89eOnadMie0ee/YjADmJpVOsVKGwmHEo5wtey0zolXEXIIAACIGB9AnD3W59xnRWcnZ1vu/Vm0f3morefmf38W0veffa5F6dOf5wypukPBQcH/ee6a8QwCCAAAiAAAiAAAiDgCAQCfCXu/hxdrsxqmbtfA3e/DBCaaidAgfCThj5E/zXF0ORzKbI6lqacZe0xtU61a3f/KFYhW25GkV6BwxLCmIEjFj38alufi07wCy+VVsS87t1TSyzVMnPkFUu+Gvx8JDXebalTl7BYvtzx9HjehGxVAhQ0eSTFUBCRPkl6RHSx6oqYHARAAAQUQQDu/pbZpnFjRvXobnjELDkl9e+du5JOJ9fU1OgV8vbymjPrqZZRDquCAAiAAAiAAAiAQMsRaOcbyBfPLcrjTZKLyop5j6+Xljchg4AjEKAIVgrfbtzjX1t7vrJi6oon7M3jvydhf2b+GbFTrZxajR04UjQhWIpAqPTBjoxcSZ1zS63SIvPk6vL5uv6atrxpM5neg13DO4vlyPt8IuNC2l782YzA/iRDTjBatHsHg5vFZjpgIRAAARCwNwJw91t4R1xdXegrX//n4mKsNMLzs58ZOXwoRfrTYK4ENTtGRi5+8/V2gZJrXT4GMgiAAAiAAAiAAAiolYCLs4vW05Cfh9I1yDz+ulIdt13DBvN+yCCgbgIUvk0ef42ndwNmUjB3rdPFC42S8jLy+NtP0DG5RH/YuYGrPThukL+mxaKzuSYqk0P8QrhFmXnqcffnFUvc/X7SGu/camvLcaEGdz+tdTwN0f3WRm6Y/1xhdgH7SUA3Drt1kGyHYSgkEAABEHAkAsb80Y7EwWK2Uhle+mfidFSkl7L6bPv5F4ruz8vL12o0wcHBVw4eFB4WZuIMGAYCIAACIAACIAAC6iMQqPXnGXsoAQV3BRadL+EmI7qf04DsUATI409h/qu3r/ntyJ9UmvWC7bVOQW3aXxE3YPfJfWl5mYIGefwnL3/s/WnvxARHic6WEkrKS3498odYnaKdxl2GimWChyWFUH9J2YYM9pKw5DItMZfsNrC/tsVuF/HofiJx+lxKeWW5KdV6WwKb2tY8lCxJ3B8bEuXm6q42I2EPCIAACJhPAO5+85lZ9AwvT88xo/DgqkWZYjIQAAEQAAEQAAGFEwjQ+p86myyMyCnMdQq91CpkcXzU5ePRUGizOBsCCKiZAJXhfXLcf+kfGbnv1EFR7Ta/uODBJVNTc9KF8UVlJRPfnbFy6lst7vHfsGdLeVWFUMzXU3tVt8GiCcFSBOg+Ck/mQw9VqCa6n2zJKy4QoMjSFszdT579ju0iyMuv14eq9Z5IT+jVsbtQD4KVCNDL4EiqIXE/rdIzEpl8rAQb04IACCiMAJL5KGzDoC4IgAAIgAAIgAAIqJ4Aufu5jTksfX9RWRE/xNP+8H7IIOCABISvn2ynGq0Uy98hQPLQMN0tI48/Fe9tQTjkoft+lySTz5iBwymFVwuqpOKlg9sGcesy8wz1Eni/EuW8YklZlxZM5kP0UK23pV5Ch1OOiaXprk+PCNxlETwggAAIODQBuPsdevthPAiAAAiAAAiAAAjYIYEAbQDXKkeXI5o8yQ91ajx9xCEIIAACnECA1o88/jy+m46Sx3/C0ukt6PGPzzyZkHVK6Em5tm++fIxoQrAsAXkyH5TqtSzfi7ORl5nn86EbWicykL7fCqDrTEn1SWQlSbp3iKszCh0gAAIg4IgE4O53xF2HzSAAAiAAAiAAAiBgzwQCpVmYs3W5QltdiSS6H4n7BRkIIFCXwEWP/xKZx5+yoJDHP43l+al7opV6LoT279zIJ+/RoavsEQR+FHIzCYT6S0r1UoGHmtqaZs5pJ6fLo/s1bVtQMVm13mOo1muTzYjPOMnTgnm7eUUEdrDJylgEBEAABOydgJLc/fTr0N5xQj8QAAEQAAEQAAEQAIFmEwjQSJL55DJ3P5L5NJsuJnAsAu3btHt/2pKgNu242Rc9/o/a3uNfWV2xaf9PQhMKix43aJRoQrA4AedWzu19A/m0qsnnIy/Vq2mxUr2El0f3U1NfrZdjh2wNAoeSDZl8aH7US7AGZMwJAiCgUAJKcvd//Onn369dX1xcAr+/Ql9tUBsEQAAEQAAEQAAETCEgS+bDo/sLSyXR/VpvjSkTYgwIODKBej3+2bq8CUsftXHt1m3//F58vkTshZtL62F9rhdNCNYgIHu2I1Mt+Xwk7v5ap0BpCjhrkDQyJ1XrjWRx5fpqvUbG41DzCZBT6Eiqwd1/MXF/1+ZPixlAAARAQB0ElOTu37lrzxdfrXlo4pRnZj+/eeu28vJy+P3V8SqEFSAAAiAAAiAAAiDACQT4SqL7c1h0v65Mx0dqPLW8CRkEQKBeAiF+wRTjXydNFnn8p9vM40/Xbmt3STL5DO/3Hw83j3oVRqelCIT4B/OpMvKyeFOhckFJIX/w39cO7vuiWq/tX0tHWJ1eWr1HRDfb64AVQQAEQMA+CSjJ3S8IJqekfvjRJ/c/NPGFeS9v//Pvqqoq+P0FHAggAAIgAAIgAAIgoHQC7aRxmtm8VG9pMbdOi1K9HAdkEGiYwEWP/zsyj/+ZgnPk8T9bcK7h8yx2JKvgzN5TB8R0FI07uv8I0YRgDQIEOYyl76er5oy8TGssZOM5JaH9Tk7+PpI7xDZWhpYjzl3DDUViiTOq9Vp7F0orSlN4AZJap16R3a29KOYHARAAAaUQUKS7Xw+XvkTjTya88+7ye8dPWPD6m/sOHKQe+lMKeugJAiAAAiAAAiAAAiBQLwEK+PViMb9VNdWFpZeC+ouk0f1aLyTzqRchOkGgHgLhAWHvT3vHz6cNP2Ybjz9dpn2/YwO/VAtuE9SnU0+uCWRrEAjxk1brzTtjjVVsPGdeUT5f0b9F6/TqNYkLjeUqHU8/yZuQLU7gwKlDfE6q+O3l7sV7IIMACICAIxNQsLtfbFtNTc2Bfw699r+F5PdfvGTp8RPxF93+/MekGAsBBEAABEAABEAABEBAAQRk6ftFPh+dPLofyXwUsJtQ0X4IXPT4L5F5/CnBC8X45+jyrKhnK6e1uw2ZfCga+rbB46y4HKb+l0BI26B/xQv/V0cyn9yiXG6Unx24+7t1MET3k25JZ5PLK8u5kpAtS4An7qeZe3ZEJh/LAsZsIAACyiagJHd/XFyss7Mz/TRsCHllZeWOnbtffOmVBx6etPL9D1PT0uD3b4gV+kEABEAABEAABEDAngkEaPy4esLdX1QmLdWL6H6OCTIImEAgsl0E5fGvz+P/qPU8/n8d25lTZLid0Mqp1bjLRpqgLIY0l0CoNHe/zUo1NFdvo+fnyqP7Jd8XRk+11sGL1XrDxexUrTc+I1E0IViWAPl5DqccF3OSjwiJ+wUNCCAAAiBABJTk7n9s+rTPP/5g1lNPXD3kSl9fX/pMp796d/H8+fM///r7k8/MeWTyo59/8VVubh59H9Q7Ep0gAAIgAAIgAAIgAAJ2SKCh6H6R1Uevs9bLxw6Vh0ogYOcE9B5/Xy/JwzGpOekTlj6aX1xgceXpWuwHaZHeq7peIVvd4otiQj2Bdr6Bzq0MV/25xfkVVRWKhkMvp7wSQzIf8gnYQ3Q/Ie0S1pmDPZ5+gjchW5bAoZQjfMLu0qcr+CHIIAACIOCABAxf/Iow3sXFpU/vXtOmTHxv2ZLlS9+6/9674zrHUmdDfn9dUdG6DT9Omf7YU7Pm/PnXDjj9FbHLUBIEQAAEQAAEQAAEAn0lpRezdZdSN+hKJdH9Gk+JvxLcQAAETCRAHv+VU9+S+dwvevynW9zjX1im237sL6EYXbshtF/QsIHAq/XScum5iq/Wm8eeFCGLAjSS7wsbIK27BL2qu4Qb3P3keTieHl93GHosQiAlO7WkvFRM5e7i1jlEUjtBHIIAAiAAAo5JQGHufr5Jbdu0GTl86EsvPvfFp6vmvTBn6A3/CQho8Gs+NS397aXLHpo4Zfsfhh+afDbIIAACIAACIAACIAAC9kPAX+q+EZmadUjmYz+bBE0UTiAmOIo8/hpPb27H6XMplMdf9hgNH9AEef3uTVRwW5zo66kd0vUK0YRgbQKhfsF8iYzcLN5UopyrM0T3k/5tvSXVp1vKojrVehNaShPVr3so+Si3sWuHuIYCQPkwyCAAAiDgOAQU7O7XbxLdNqe/du0C/f39fLwbeZq7pKT0nWUrNm/d5jgbDEtBAARAAARAAARAQIkEArWSMI7swkvR/Tygj7I6aj01SrQOOoOAnRAgj//yyYvrevwnvjujqKzYIkrSxdp3O9bxqW66fBR8cxyIteUQefp+xUf35xYb6kAQPX9tW2szNGX+7h268GFJZ09Xs7tc/BDk5hCgj5TDKcf4DD0iuvImZBAAARAAAaW6+y/4+On5uBPxK99fNWnqfydPm7H6y6+TU1JM2dFPP/+CzjVlJMaAAAiAAAiAAAiAAAi0CIEAqbs/R5dDasgijjWejYR6tIjmWBQElEWAEo6Tx9/b3ZOrnZB1asryxyzi8SfHXEpOupicivTeevlY0YRgbQJ0Z4VH99OFcEae4qP78+SleiW3h62NtKH5qVpvRECYOErVeo+lIn2/4GFJ4Uiqwd1Pr3C4+y0JF3OBAAiogoCrsqygXydUhnfn7j1//b3j+ImTlZWVxvWnj35XF5fqmgt/YiSdlZ2T0y4wUPRAAAEQAAEQAAEQAAEQsCsCcnf/xUzNulIdVxKh/ZwGZBBoMgHy+L87aeHUFU+UlJeJSY6lnySP/8qpb3u5e4lOcwW6fPth13p+Vu/IHsFtg3gPZGsT4O5+Wisr74y1V7T2/HnFLJlPrZO/xs/aK5o4f9fwOH5z61j6iR6R3Uw8F8NMJFBRXUH3Iw2Da536RfUxNCGBAAiAAAg4OSnJ3b9py9YtP/2cmdl4MAJ5+Z2dnXt06zp06A19e/c6f7580VtLDh46LHY8K+sM3P2CBgQQAAEQAAEQAAEQsDcCMnd/dv3R/cjkY2/7Bn2USqBHRDfy+E9e/nhZxXlhA3n86R4A9TfZ419ZXbHl4C9iQrpMGzdolGhCsA2BYD/J/RWlR/fTY168FITWy8fF2cU2JI2vQi9vqta76cCl1MF0rwvVeo0Ta9rRI8nH6ckJcW6gNkBWclwcggACIAACDktAScl81q7baNzXr/fyx0RHT5088dOP3p8966l+fXpTp6enx9NPPk6C2Oa8/AIhQwABEAABEAABEAABELA3AnT17so8OOSCLC0vLSqVJBPXesHdb2/7Bn0UTIA8/ksnvunp5sFtOJRyjDz+59k9AH60UXnTvm38/oFna/ehfa5r9CwMsCyBUL8QPmHyuVTeVJycJ03c7+djL6H9RBLVem3wcjqUIqnT2xPPT9gAOpYAARBQGgElufuNsCVXfnhY6P333v3R+8tfeemFq4cMphw+fLyrq6uXlyEfJcX+86OQQQAEQAAEQAAEQAAE7I1AO19J6sWcojxdGZL52NsuQR9VEejdsQd5/D1au3OryOM/beWTTfD4U3Tz2t0b+VTD+v7HzdWN90C2AYE23r7uDHt5VYWurMgG61ppiVwdy+RDdXo1dlGnV28sqvVaadPFtPSpcjT1uGiSI6hnJOr0Ch4QQAAEQOASAWV7venDPcDf/9abx618d8mbr786cvhQDw9JNArf54H9+8dER+n/hYVKAhz4MMggAAIgAAIgAAIgAAL2QCBAK4nZzCnM1ZVJovs1iO63h32CDuoiQB7/tx5+TebxP3D6EHn8yyvLzbI1LTf9YPIRcQpdu40dMFI0IdiSQDgrIUvrZuZl2nJ1y66Vd7GUi5jTfhL3k0qo1iv2xXrC/qSDfPJu4XD3cx6QQQAEQOACASXl7hc7Rr8UfXx8hgy+YtjQG4LatxP9xoUpkyYYH4CjIAACIAACIAACIAAC9kMgQBPAlcnR5chK9SJdL+cDGQQsRWBATF/y+E9//6mKqkoxJ3n8Z7z/zFsTXiOHpug0IlAQ7rd/S4r0dvAPQ9lSI8Sseoiq9SaeSRJLZORmxYV2Fk1lCbm8Tq+Tk5/d1OnVY6TC19JqvfF42VvwBXam4FxBqeE5v1ZOrbp1UOor2YJYMBUIgAAIyAgoKbqfvPzu7u5XD7ny1ZfnfbBi6fj77zHd1y8zG00QAAEQAAEQAAEQAAE7J9CujdTdX5RXJIvu90TufjvfQ6inVALk8V/04Kturq25AbsT95PHv5LdA+BHZXKtU+36PT+KTrqUu3XwWNGEYGMCof7B/8/efcC3VZ2NH/fCjofkWLITW07shOwdStgNCRD2KG1fWko3baFAX6AvpYUuoKUtfdmUlpa2vJT+O6AUyigzkwAFEkISZy8yLNkJljzkETu29X8cJUdH8pJljXulnz/50OdcnXvvOd/r2smjo+fod3R5avSmiWJ5G8mjpfvl+8pQxXxkPLJbr/KU0W5xblVNguELbAgu3D+1fGJ2Vs7wL8sVEEAAgSQTMNPq/p/e/iMpwS8PYNDK+51dXc3eI5/1zsvPyz4m6O+pSfYImQ4CCCCAAAIIIJCUAiElGuq87kZtTZ9MuZBiPkn54JmUMQROmXqiZPxveOyWzq5ONSLJ+H/7sVvvv/IXxwS/E6A6qGB51Zv6Itys9MyL5p2nXiWIp4DkoB22QLpfctDVbrOm+8VNT/dL01Bb9cp4ZHW//nA3V2/Xm8TDEZBv3ao9m/QrzKykko/uQYwAAggcETBTuv+3v//D+qojm7A/9uhvpJ5Pf4/xH08/8+xzRz46+rnPXvbJT1zcX0+OI4AAAggggAACCBhToMQavLq/yd16sFUfqiW3378N6t2IEUAgMgHJ+N/z5Z9+508/0jP+b299TzL+D3ztrqzMfv8tKVm5f737on7T02ecRvUtHSTOsaOoVL9jjadWb5ordjd59AHbCkbqzYTHIbv17qzd1dXdlZmRmfCBJccANuwNpPvlfaxZlTOTY17MAgEEEIiugJmK+fh8gbnrceDo0ai5+cjSfjlw8ODBo4f5XwQQQAABBBBAAAHTCBRb7fpYD2/V69WPWHOtepMYAQSiLiBpesn4hyQrJeN/8+NB7wGE3Lexrentre+qg5KVu/QkNulVHgkIHMHFfJymLeYjdiFb9dosRQkA7f+WsrlFhbYxcrfPt7maej79ew3lFSkRtmHvZv2MkDdX9JeIEUAAgVQW6HdFhhFQ6tzu6mqnGonbE3gbf936qoKCfPWSHrS2tq1avUYd6ejoUDEBAggggAACCCCAgFkEQtP9XndGetBSFWs+q/vN8jAZp4kFJON/1xdvu+XPd8giZTWNFZvekoz/PV+9M+SdAH+Hf779nGQ5VefiAtupU09STYL4C1SWjNVvureuWm+aK67zBtICMvKQsm9GmIvU89GFN+3bOrOCmjNReDJbqrd2aj+F8rPzQr6xo3APLoEAAggkhYCh0/3/ePrZZSve6NP5oV8/0ufx3gcHqPnTuzNHEEAAAQQQQAABBAwiEJLuP9BYl5eTq4+N1f26BjECsRM4a/bCu76Ydsufb+/q7lZ3kYz/rU/c/osv3R6S8ZdKPs++E1TJ55KTLpAF/upEgvgLZGdlj8yzqt0Uun3ddU3ukJ+x8R9VZHd06+l+X9qowpLIrhOjs+RbffrYya+uXeK/vvzfgdX90aJevztQyUeuOWc8lXyiRct1EEAg2QSCVkgl2+QOz6e0dHRSzotJIYAAAggggAACyS1gKwgq0dDU5q1vbtCnTClwXYMYgZgKSMb/jsu/H5K1X1y14ra//VwSmurWEn/w4XpXfaA0fHqaVPK5SHUgSJTA2OJy/dYmLd/ffLBFX99tyc0PebdJn2Oi4mljpuq33upkt17dI8JYfrZsqt6iTpafRbPHzVBNAgQQQAABXcDQq/v1gUYcT540MeJzOREBBBBAAAEEEEAggQIlVvtHTW41gPbOQJFGWSqcP6Lv0o6qPwECCERR4ILjz5EU24/+eqdeqOelNa9LGu6nV/ywpqF2edWbzQebl1WtTPO/AXB4Rf+8CXPLbWVRHAaXikygrKi0Sqt7vs/tnGXCbKnbG/iNIA4h7wpHJhP1s0IKym+v2cluvVFBXr97o34dSiTpGsQIIICALpDM6X75y+iJ844vKS7WJ0yMAAIIIIAAAgggYBaBYktQul8ftiXXojeJEUAgDgLnf+zsQ52HfvLUL/WM/8sfvP7e9tVu/cM3R0r3+ORfZJ9gk944PJgwbhGyW6/LnLv1upvq9bnaLDa9aZBYdusday+XN1T84/Hv1ktuephPp7WjVd8RIc2XNmccxXyGicrpCCCQtAKGTvePG1dRtq1U2e/ff6D7aLHIkpLirKyBBm+1WObOmf3JT1ysTidAAAEEEEAAAQQQMJdAT2npIwmT0IEX5pHuDzWhjUAcBC458QK5yx1P/fJIDR9ZyJ+eHpTrDwwiXVJy7R3tgQNECRKQ9130z1jIs3OaNN2vF+6XfXqDa74lSLeP28puvSrdLy+zW28fRkM8tGbHOv0M2aQ3LydPP0KMAAIIIKAEBsqYq06JCs4/9xz5o+7+05//smrDkU9v3XXnTyyWAvUSAQIIIIAAAggggEDyCZQU9vsxTSur+5PveTMjkwhIxl8qa931zP0+X7fk+gcYtRT1v/Of94wtGTNv4nEDdOOlOAiU2xz6XWrr9+tNs8T1LUE7uBQX2g04cnlzZUbF1NfWLfWPTd5c2ercZsBxmmtIG/dt1gc8e9x0vUmMAAIIIKALJP9WvfpsiRFAAAEEEEAAAQRMJFDcf6EGa57VRBNhqAgkmcBlp1767YuukcX7g35JrvOOJ+/ytnkH7UmHmAqU2QKfm5cbVbtdMb1dLC4u30tubXW/ZNWLCkbG4kbDv+YUxyT9IrK6X28SD1VAHn3Vnk3qLHn0MyvZp1d5ECCAAAKhAoZe3a8PtrGxqaystKjo8K9zX9ripcso1KP7ECOAAAIIIIAAAsknUGztd3U/tfuT73EzI3MJSMZt4KX9ajqu+toXVr18xemfUUcI4i8wxh60ul8eSrevOyPdZOv/PM0enc5eYMTa/TLCaWOn6OPcUbuL3Xp1kAji9XtC9umdFsFFOAUBBBBIEQHT/Havc7tfe33JGyvf6vnz5ltP/uOfKfKEmCYCCCCAAAIIIJCyAiVSu7+fr8J8avf3Q8NhBGIvIIttV+9YG+Z9htQ5zGvSbagCktkfXViin2XGej4eb1AxH5tRa/cXjMivKB6jtGW33i3U81EcQw/2fLS3pb1VnZedeczU8smqSYAAAgggECJgmnS/LO3Xhy579nZ2delHiBFAAAEEEEAAAQSSTMBu7XflJqv7k+xZMx3TCby/K9x0v0xtzVA6m47CLAN22Mr0oTrdNXrTFLHb69bHadh0vwxSduvVh0o9H11jqPG6Dzfop8yoYGm/7kGMAAIIhAqYJt2fl9vzpQ9/x46depMYAQQQQAABBBBAIMkERgWvRdVnV0jtfp2DGIG4CzQfbAn/nt62IXQO/7L0HJJAuT0o3e/ymC/d72kOWt0/wFvCQ5KJemcpdTV1TKB8v3zAZUs15fsjZBa9DXtD9umdGeG1OA0BBBBIDQHTpPvlcVxxeVC1x789+Q/5uZ8aj4lZIoAAAggggAACqShg73+r3oIRBakowpwRMIxA2cjR4Y+ldCidw78sPcMXkAR0uba6X/4pXe0x3269+xsOBKbsSxs9clSgabBoWnnQ6v7N1dsMNkAzDWfD3k1quD379FZMVU0CBBBAAIHeAmZK95+z6Ez5o+awecvWn/78l/uqnfI3lQG+VH8CBBBAAAEEEEAAAXMJZGZkjuxnFX9hHrX7zfUwGW2yCUwpDyxeHnRuJ0yaO2gfOsRawGEL2q23xlMb6ztG9/qt7a2d3YGKvnk5I+R3RHRvEcWrhezWu71mp+zWG8Xrp86lOro6RC8wX1/a8ROOCzSJEEAAAQR6CWT1OmLcA0/8v79Kcn9ETs7B9nb/KDds3HTTd2+Vd3ezsrLkv30O/c47fjSusrLPlziIAAIIIIAAAgggYHCBYmtxQ2tT70FSu7+3CUcQiJuA/ONr4cyPL9/4Zjh3lM7HT/hYOD3pE1MBR1HQfnhOs63ud3s9us8AH//SuyUqlt16x9od+9xHPkIhu/Vurt46s2J6osZj3vtW7d4kemr8UuWPan5KgwABBBDoU8BMq/v/8857sqJf5frVfGRp/6FDhzr6+WptbVM9CRBAAAEEEEAAAQTMJVBiLe5zwCMLrH0e5yACCMRH4OITzp9cNiGce00um3jxCeeF05M+MRUYUxy0ut9lttX9Hm9w4f7+q73FlDH8i08fG7Sj7Fbn9vDPpacS2LgvqHD/nHEz1EsECCCAAAJ9Cpgp3d/nBDiIAAIIIIAAAgggkMQCdmtRn7Ojdn+fLBxEIG4Csmb/9s/dasnNH/iO1tyC2z93y8B9eDU+ArIsOiM9kAGo83o6Ojvic+uo3KXOW6dfx1bQ928HvU8CY/k/iF7wShYpbty3JYHjMemtxa1q90Y1eFGdWRn0Jop6iQABBBBAQAkEftmrQwQIIIAAAggggAACCBhEoL/V/dZcavcb5BExjNQVmFo++XfXPNhfxl8Sc5Lr/921D05xDKHKf+pqxmXm+m69csPqo6Vm4nLz4d7E7a3XL2Ez/ur+MUG79W5ht179+YUdr9m1Tu87YywFkXQPYgQQQKAPATOl++XvixF89TFpDiGAAAIIIIAAAgiYRKDYau89UtmyKX/EIGuKe5/FEQQQiLqAZPxf/MFTV5/zFUn66/9Ys4zIl4Mv/OBJcv1RNx/OBUPS/U53zXCuFs9zZZV3fXMg3S/fbHaLoVf3Cw679Q7/O6S24YC+f096WvqMiqA3UYZ/C66AAAIIJJ+AmbbqveO2HzQ3twz1GVRWjB3qKfRHAAEEEEAAAQQQMIhAsaWPdD/b9Bnk6TAMBERA9s2++twr5c/qHR/4QSQVe/yEueAYUMBhL0vTCsi7TLVbr1tL94ut8Vf3y269Y2xl1Z4j76nIfrNbnNuKsoz+LoWhvm/1Sj4ysKnlE7Ozcgw1QgaDAAIIGFDATOn+USUl8seAiAwJAQQQQAABBBBAIEYCfa7ut+axT2+MvLksApELzJt4XOQnc2bsBeRtGH11v6yXdx7NRMf+5lG4g6cpsLpfLmc3du1+/4SnjZmi0v1yZPO+baeOPykKFqlxiZ7C/XsDhftl0jMr2ac3NZ49s0QAgeEJmKmYz1BnKr8b2tvbh3oW/RFAAAEEEEAAAQSMI1BS2MfqfikIbpwRMhIEEEDALAJ6ul/GXOOpNcvIZZzuZrc+WluBTW8aMJb3V/R6PpKg2FzNbr1De1Ab9mxSJ4jnLNL9ioMAAQQQ6F/ATKv71Szk16TErW1tvu6eIOTL5+vu7OqSsj8r33zrX8+/+NPbfzRlMntDhSDRRAABBBBAAAEEzCFQVlTae6CWXFb391bhCAIIIDCIQJkt6CeqyVb3B2/Va7eaoCrO9DFT9Ueymd16dY7B4i5f18Z9QW+QzKyYNthJvI4AAgggkGa+dP8rry1evGSpy1UjOf1wHmBXeN3CuRR9EEAAAQQQQAABBOIskJmRmZ+T19Leqt/XmmfRm8QIIIAAAuEIlNscejenqWr3y66t+uBtpijmMzZoX9ntNTs7uzuzMsyXh9Hl4xZvdW7v7A6kffKz8ypL2JoxbvzcCAEETCxgsmI+slr/scef2LuvOsxcv4mfDENHAAEEEEAAAQQQOCxQYg2t50O6n28NBBBAIAKBooKROVnZ6sTmg61NbV7VNHLQ1tGmZ36z0jPzcvKMPGD/2Py79apxym69Ow/sUU2CgQVC9umdM37mwP15FQEEEEDAL2CmdP+evfv++veneHIIIIAAAggggAACqSMgVRxzjslJ66nlePSPz9dysMVf3TF1HJgpAgggEBWBscXl+nVcJlng7w6u5DO6aJQ+CyPHsluvPrwd+3fqTeL+BOS3/Ia9m9WrUrh/9jj26VUeBAgggMBAAmZK97/475cHmgqvIYAAAggggAACCCSXwBbntqsfuWGra0daenpa2tE/6ekvrXldjsuryTVdZoMAAgjEXMBhK9Pv4XTX6E3Dxp7gdL8pKvkIZu/denfW7jIsstEGVqXt0ytjm1VBut9oj4jxIICAQQXMlO5/d9VqXVF+cerNjIwMOaIflCMnn3SCwxH0txn9FGIEEEAAAQQQQAABwwr05Pp/c8PqnWv7HKEcl1fJ+PeJw0EEEECgP4Fye9A/kF0ec6T73V6PPiO7xaY3jRyHrO7fuZ90f1iPq7WjdZ/bGejqS2N1f0CDCAEEEBhQwDTpfvkk18GDB9Vcpkye9OB9d39s7hx15IF7//eJxx798Q9uKSsrVQcv/8x/jSwsVE0CBBBAAAEEEEAAAVMINLU2STbfe7BlgNHKq9JHeg7Qh5cQQAABBJSALI8r11b3y7+yq82yur85KN1vsxSpSRk8mFExtacenf9Pmm/Xgd33vvzwC6te4ZfXwA9uzY51egfZpNcUuzXoYyZGAAEEEiVgmnS/p75eN/rql79YOnrU5y7/jDr4zrvv5eTkzJg+7YF7fllWOlqOd3d3//j2O6nrqogIEEAAAQQQQAABswjc89yvBs71+ycifaSnWSbFOBFAAIGEC5QVBZbHyWBqPLUJH1I4AzDp6n5JR6zaviYzM6unJN3hqnSyC82yjW/c9vefX3Hf15dVrSRf0efTF5aqvZv0l2aPm643iRFAAAEEBhAwTbq/oaFRn8a4ygppVlaMVdV7Nm/Z6u8gRz5/xeX+uMnrfefdVfqJxAgggAACCCCAAAIGF/C2eV9c/WqYgwy/Z5gXpBsCCCCQxAIhxXycZijmI8lfT3ODeijyT35T1O6XYd/zr4duevyHXd1davAqcNXX3vT4D+57/mF1hEAX2KAV7pcnPrOSwv06DzECCCAwkIBp0v2lo3sW7KuvlpYjn+wutFr9B3fuDJTAmzxpour5xso3VUyAAAIIIIAAAgggYHyBrc4dQxrk6h0fDKk/nRFAAIGUFags6Vk5p75q6s2xur/XVr0j1RQMG7yw6uW/vfnPgYf315VPP//eSwP3Sc1XQ1b3z6yYlpoOzBoBBBCIQMA06f78/LyszEw1w98++sfOzk5pjhpV4j8oC/l3HM74y1voH6wNVHnbf+CAOosAAQQQQAABBBBAwPgC7+8cWvp+qP2NL8AIEUAAgRgJZGdlF+ZZ1MXbOztC6uSolwwVeJqDqvvaLXZDDa/3YJravPeGUWtO0heywF8+09b7Cql8ZPeBPS3trUpgRFb21PLJqkmAAAIIIDCwgGnS/TKNkUWBN/BXvb/mS1/9RtXGTZMmTlAzvO0nP3vuhX//4bHH//DYn9TBbtkShy8EEEAAAQQQQAABBBBAAAEEEEhLG2Nz6AxOM+zWG/KehN1q06dgwPiF914KZwcaGbl0k88BGHAKCRzS+t0b9btPHztVbxIjgAACCAwsYKZ0/7QpU/TJdHZ11dbWzpgR2LDl0KFDf/nbk68vWSaB6lleVqZiAgQQQAABBBBAAAHjC0x2TBrSII+fcNyQ+tMZAQQQSGUBhy3o38jVbqfxNdxetz5IW0FgLaB+3CCxrNlfviHcqsJD6myQCcZ0GAISWsmHwv0xFefiCCCQdAJmSvd/42tfyc3NDXkExx83Nzs7O+Sg3tTfD9CPEyOAAAIIIIAAAggYU2DexLlDGtiU8sC+TUM6kc4IIIBACgo47EGr+12G3623o7O9pb0t8KR8aQUjCgJNQ0ZbXUPYhGbbUDobcrpRHtTGvZvVFWWf3jnj2KdXeRAggAACgwuYKd0/YsSI733n2/KzXp+WNK+4/DMhB1UHi8Vy3jmLVJMAAQQQQAABBBBAwPgCllzLvAnhZvwvOeE86W/8STFCBBBAwAgC8m/ncm11v6ykdhl+t163N6hwf1nRaCNIDjyG5oMtA3fQX/W2DaGzfmJSxu2d7SFvlsxidX9SPmkmhQACMRMwU7pfEKZPm3rXz34y4djx8ncU+fKzXHDeOV+44nLVVFbyUYDvf+87GRkmm6MaPwECCCCAAAIIIJCyArdffqslN3/Q6Uufq8756qDd6IAAAgggoAQcRaUqlsBl+Nr97iaPPmC7pUhvGjOeXBbYZXDQEU52DKHzoFcze4eq3Zv0KYyyltgtRt+qQR8wMQIIIJBwgayEj2CoAxg/rvIXd97R3d29e8/estIjf025+MLzJ0+a+N6q1Zs2b/F46keNKpkyedJln/5kTk7OUK9PfwQQQAABBBBAAIGEC0hp6Zsu+e87nvqlrDztbzCy2kP6hBSh7q8zxxFAAAEE/AIOe1Dtfqfhi/mE7NNrM0Pyd3L5xG01O8P8lqMknQ61YW9Qun92ZWC/Rr0bMQIIIIBAfwImS/fLv/f8q/hlzf6x48fps5L8vvzRjxAjgAACCCCAAAIImFfgkhMvkCo9tz/58+aDrSFJf/kLYcGIvHu/8vN5E9mk17xPmJEjgEBiBMYWl+s3rm040O3rzkg37sfiPc1BxXyMv7pffkldcsIFL65+VXfuL5bOF59wQX+vptpx+XW/XlvdLzizxpHuT7XvAuaLAALDFTBBut//r7sDBz7auevDvfv2SYmecZWVssbfYimQH/3DBeB8BBBAAAEEEEAAAaMKnDFr/ryJT72w6uUXVr2ilklKhYSLTzjv4vSjJFsAAEAASURBVBPOp2S/UZ8b40IAAUMLSGZ/lLX4QFOdf5SS66+p368X9Dfa6M24uv/4CXNlE5rVO9cOinn8+DnSedBuqdNh3e71+mRnjCXdr3sQI4AAAoMLGD3dL7n+p55+5pl/PR+ypEtmlp2d/c2rvnbaKSeT9B/8OdMDAQQQQAABBBAwp4Dk9K84/TPyx5zDZ9QIIICAEQWkDJpK98v4pHy/YdP9kgqob2lQiPLPf3uBCSq5yzjv+cqdVz9yY8ius2oi/mCKY9K9V/4s5GAqN2sb9je0NimB9LT0GRVTVJMAAQQQQCAcAeN+Xk9G39jYeMP/3PzPZ5/rneuXVzs6Oh56+JFf/PKePl8NZ/L0QQABBBBAAAEEEEAAAQQQQCDVBMpNVb4/ZKteW8FIUzwva571d9c8IGv8+1uhaCsofPTaB/ikmv40q3Zv1JtTyydmZ7Ejo05CjAACCAwuYOh0/6N/+L/a/QcGnsTa9VWvL1k6cB9eRQABBBBAAAEEEEAAAQQQQAABEZDss76WX9bPOT0uI8uYsZiP31My/o9e+9Btn/newhkfF3b5OursS/P5WtsP5mbnHj3C/wqJb/2eoH16Z1bOwAUBBBBAYKgCxk3376uuXvX+mnDm89e/PcUC/3Cg6IMAAggggAACCCCAAAIIIICAFPPREWo8tXrTaLHptuoNAZSd5++78ufv37Pi+Vv/VphrOfyqVKlJb+/sWLnpPyGdU7y5cW8g3S/vjswm3Z/i3xBMHwEEIhIwbrr/mWefD5mR/KzPyMjoeUM88JZ4T5fWtrY1a9eFdKaJAAIIIIAAAggggAACCCCAAAK9BULS/azu700UiyPCPn/ax9WVZdni4nXLVJOgy9e1cd8W3WFGxTS9SYwAAgggEI6AcdP9TlfQxwmL7fa7f3Hn3//f43954rGrvn5lZmamPr19+6r1JjECCCCAAAIIIIAAAggggAACCPQpEFK73+Wp6bObEQ52dXd5D7aokWSlZ1qPLJBXx0wTyMrFUyedpA935ea3O7s69SOpHG+p3tbZ3aUE8rPzKkvGqiYBAggggECYAsZN939UV6fP4aZvX19R0fODPisz86wzFlz5lS/pr7pcxv3biT5OYgQQQAABBBBAAAEEEEAAAQQSK1A6cnRGeiAbUOet7+jsSOyQ+rv7R01u/SW71aY3TRfPHDPNMqJADbulve0/W1epZooHG4IL988dPyvFQZg+AgggEJlA4Bd8ZOfH7qzW1jZ18WOOOWbCseNVU4JFZy7Um26PR28mMJaP4/m/hjoGOWuop9AfAQQQQAABBBBAAAEEEEAAgQgEym2l+lmGrefj9gal+20FRfqwTRdLeeLTppyihi15gKVVy1UzlQOhqNLS/fJJiFnjpqcyCHNHAAEEIhbIivjMeJ44ccKxIbeTH/0jcnIOtrf7j7e0tIZ0iHNTfjPJxxHefW91XZ27sbGxuNg+rrJy/PhxZaWjZb+BAQYjJ+7YufPD3Xvr6+ul5+jRo4+bM6ugoEAmOMBZvIQAAggggAACCCCAAAIIIIBAxAJSR36fO1BB11lXM37UuIivFrsT3U31+sXtFnOv7pe5nDr5pFfWva4mtWT9ih995nv6hy3US6kWbND26ZW5z6qYkWoCzBcBBBCIioA50v15ubm9ZztwGr13/9gd2btv3z33PVi7/0DvW0ji/pab/2fSxAl9pu/fXbX6j4/9qaGxMeTEGdOm3nj9dYWFhSHHaSKAAAIIIIAAAggggAACCCAwfIGe8v3bA5dxGrV8v6c5ON1vNffqfhGfM3aGbD/Q1Ob160s9n/e2rT55yomBh5GSUWtHq/7+U5ovbfY40v0p+a3ApBFAYNgCAy08H/bFU+IC761+/+Zbfthnrl/m39zc/MPbfvLU08/0tnjplVfvvf+h3rl+6blx85brbrhpz569vc/iCAIIIIAAAggggAACCCCAAALDEZDlaLK6X11BPnRu2N16exXzMf3q/syMzDNmzdfxF69foZopG7y/Y50+d9mkNy8nTz9CjAACCCAQpgDp/jCh+u5W53bf98Cv5O9G/pfl70yFVuvMGdMrK8ZmZmaqc/757HM7du5STQnWfLD28Sf+oo7IJxXKyx22oiL1IYCOjo47fnbXoUOHVB8CBBBAAAEEEEAAAQQQQAABBKIi4CgKqt3v8tRG5bLRvYj8W7u+pUFdU/69bLeYfnW/TGfR7IVqUhJIPR+9mYKxPOiqPRv1ic+mcL/OQYwAAggMRcAcxXxkJ96NmzaHzOtQZ6c64vV6e3fwvzplyuQsLfOuTolK8I+nn+3u7vZfymKx3H/3L6xWq7/Z2Nh019337dx1JMt/34O/+s1D96ub/v6Pj6v41FNO+u9rv+l/e0A+DfDdW38k7yLIqxI/+Y9/fuGKy1VPAgQQQAABBBBAAAEEEEAAAQSGL1Buc+gXMe5WvcG1+4vyR+rDNml84qTj83NypYyPf/xS2Gf1jg/mTTzOpNOJyrD1wv3yvs6syplRuSwXQQABBFJQwBzp/t179t5x5y8GeDyyTW5/HW7/0fenT5s6wLnDeemt/7zjP132Db7nlz9TuX45WFho/entP/z61de1tvX8CpctfD2eeputZyXCqtVrpOE/cfy4yhu+da1a1C+1/m//8fev//bN/ncRlr/xJul+PxT/RQABBBBAAAEEEEAAAQQQiJaAQ2r3a1+GTfd7mo/829k/WLvFro3arGFWZtaCGR9/ac2RDXtlbfvi9ctTPt0ftMRzRkWs0jhm/aZh3AgggEDYAhTzCZuqV8cDH30kJXf8h8879+yikaGrDLKysi44/1x13tZtRzZCWrx0mTr4rWuvVrl+/8FRJSVnLDjdHzc1NVU7XaozAQIIIIAAAggggAACCCCAAALDF7AVFOVkZavrNB9s9R7dPFYdNELg9oZs1Wv62v2iKkmARXMW6rzLqlK6ns+u/btb2lsVSE5m9hTHJNUkQAABBBAYkgDp/iFxBXWurT2g2iedeIKK9aCiYqxq7tl7ZOvdbduP5P1HjBgxdswY1UEFJ55wvIoXL1mqYgIEEEAAAQQQQAABBBBAAAEEoiIwxh5Sz6cmKpeN7kXc3pDV/cmQ7hei06aerL/dUuetX/thVXTpTHS1qt1BhftlaX/IskgTzYWhIoAAAgkXIN0f+SNwe9zyG8j/VVY6us8L7d8feEvA4ej5sKTU9G9pOfKu9dzZs/o8a9bMGeq4k9X9yoIAAQQQQAABBBBAAAEEEEAgSgIOW1A9H5fbcOn+ru4uqWsfmK4vrTDvyG55gYPmjPz1fNTYpZ7PkvXLVTOlgp59evdu0qc8szKQEtGPEyOAAAIIhCNg3Nr9kkYPZwIJ7DP/tFOnTZniH0BeXl7vkUj9/VdePVKMT16dNrWnc7XTqXoee+x4FeuBVAHKy831F/1vbGrSXyJGAAEEEEAAAQQQQAABBBBAYPgC5YZf3R+ytL+kMBkK9/sfnGQ8zpq94LV1gU/zv7Z2yU2f+O/hP1YzXmHD3kDhfpGZXTndjLNgzAgggIBBBIyb7n/o/rsPHTo0fKay0tLhX6TPK0hSvrSfRf3SX96g/t3vH1Nb8hZarSXFxXK8obFRXU2281VxSCB1fvzp/qYmbS1DSCeaCCCAAAIIIIAAAggggAACCAxdQJKq5drqfvkHrNNjuNX9Ifv0yn4DQ5+occ84fcYpx2RmHerq9A9R6vls2LtpZkXKZbo7ujp21u4KPCdf2scmzA00iRBAAAEEhihg3HS/7Fg7xLkYqHtzc8vd9z2wectWNaabb7rRH0sxH3VwZGGhikOCvPw8T33PlkStrYH9akL60EQAAQQQQAABBBBAAAEEEEAgMoGyoqC1cTWe2siuE7uz3E3B+/RakqRwv18sOytn/rRTlm5Y6W/KOy6L161IwXT/+g83dvt86rtoVGFJ0pRsUpMiQAABBOIpQO3+frXb29sb+/pqaWnp95zDi/pfeW3xVdd8S+X6ZdHEJz9x8eRJE/1nNTc3q9Ot1v5X9+eM8Hfr6u5W/QkQQAABBBBAAAEEEEAAAQQQiIpAuT2odr8BV/eHFPOxW5Jqdb/kCs6cvUB/lK9rtX3048kdV+0J2qeXSj7J/biZHQIIxEHAuKv74zD5gW/xwEO/fv+Dtb37ZGVm/vXP/9f7uLwVv237jocefuSjujr1akZGxjev+trC0+erI1KlR8U+X7+p/M7OIx/oy84+RvUnQAABBBBAAAEEEEAAAQQQQCAqAuNGVejXcRmxmE/Q6n6bJXlq9/vlF8w4Ta/nU9twYItz29TyyfpzSe5YEilVewL79MpbILPGsU9vcj9zZocAAjEXIN3fL7H+aTK9U5/H29raJNGvvz0gv6WmTpl8w7eutdmCFiD4K/j7L+j1Blb667eQuONQh/9Ifn5+yEs0EUAAAQQQQAABBBBAAAEEEBimQHZWtjXX0tR2ZLu49s4OWU1vN0zBHEkEe5ob1Bzln9hJtrpfppaXk3fy5BNWbv6Pf5qH6/ksT6l0v0x83e4q9ZQlSMFyRvr0iRFAAIHhC1DMp19D+ctEf18h50jdnquvu0Hl+uWswsLCW27+nzt+/IOQXL+caLcHqg029Z/uVzv0Wi2WkNvRRAABBBBAAAEEEEAAAQQQQGD4AvpuvXI1p9tYu/W6m9z6HIvyR+rNJIgle3BWcD2fJetXJMG8wp9CTX1tQ2tgg8P0tPTpY1Poww3hQ9ETAQQQCF+A1f39Wn32sk+fdOK83i+HLLdf88Hau+6+T3XLzMz8whWXX3j+uepISFBSUqyO7Nq1a8H801RTD9QOAUUj+/4Ljbztr/cnRgABBBBAAAEEEEAAAQQQQGBIApLu3+zcpk5xelyzjVRKxdMcVMzHOJ88UGLDDyTd/5On/rf7aKXfvXXVO2p3TSw9dvhXNsUVqnYHFe6fWj5JdjA2xcgZJAIIIGBYAdL9/T6a8eMq5U+/Lx9+YV+183/vfUD1mTRxws033TiysFAd6R3Iq/IGvj9Zv3HT5t4d5MievftUNv+44+b22eezn/9yn8f7POiqqe3zOAcRSIhAS0trS2ur/Ner7VydkJFwUwRCBA58FNh8JeQlmggkUIAfmwnE59YDC/Bjc2AfXo2uwKgBL6f/k4cfmwNSBb1YkGNVbflH6KY92+eUzVJHEhvIeGrrD+hj6DjYpT9o/SWzxL1/bMo0Z1fMXLtnvX8K0nzmrX9/4dTLzDKjYY7z7c2r9SuMLxln9kesT8dEMT82TfSwGCoCgwpQzGdQooE63P/Qw93dR7bbveiC8372k9sGzvXLtSTXP2XyJP9F5d0CKfrf+wbLV7yhDp52yskq1gO5zsBfemdiBBBAAAEEEEAAAQQQQAABBEIESkcGvY1yoDEovR7SOf7N+pYG/aa2/IGW1uk9TRTLv+tPnXySPuB3tr+rN5M4lvc2ttVsVxMUisllE1WTAAEEEEAgMgFW90fm1nNWfUNDdbXTf/5xc2Z/6QtXhHmt8889Z8vWns9Lyu+2p55+5stf/Lx+YmNj42uLl/qPOMpKc3NH6K+q+Mm//EnFfQafueJL6rhcR8UECCRcQDaplnX9loICi6Ug4YNhAAj0FuBnZm8TjiRWgB+bifXn7oMK8GNzUCI6REWgc8Cr6N+H/NgckCroxRkNU/R2Y1uDLqm/FP9Y/r3cfLA5cF9f2owJUwNNM0chyJcVfuKR13+vyvXuqdvXdUzn2OIxZp5iWGPv7O7cuX+X3nXBnNMcxaQvdJI4xfzYjBM0txm6AJ/4GbpZGun+CNCOnPLa60vUyRdeeH6180jqXx0MCUpHj87K6gGXLQGOyco61Nnz99V/v/zq1KlTTpx3vL+zvIVw03dvPXTokL950YUX+AP+iwACCCCAAAIIIIAAAggggEB0BcrtZfoFnR4DbdVb1+RWGXAZpN1SpA81mWJrruX4CXNX71yrJvXa2qVfWxRYwKeOJ1mwed/Wzu4uNan87LyKFHiTQ82XAAEEEIiRAOn+yGE3bd6iTr7z579UcX/BVV+/ctGZC+XVjIyMy/7rU3/9+1P+nvfe/9C4ygpHWVnt/v279+xV1YHKykr9/f3d+C8CCCCAAAIIIIAAAggggAACURQIWUJe23BA9ozNSDdE1V93s0efqc1i05vJFEsRG9mwV6X75WMNS9avSIV0/4Y9QdsZzh1vlH0jkum7i7kggEAKChjit7hJ3ffvj7ys4aWXXDRr5gw1ccnyv/3Ou7s+3K1y/fl5eT+45WbVgQABBBBAAAEEEEAAAQQQQACB6ApIZr/EalfXlFx/Tf1+1Uxs4Gmq1wdQnLzpfpnmWbPPSNdmu9W1Y39D5AkH7UrGDeVdjQ17N6nxyXses8ZNV00CBBBAAIGIBUj3R0yXJrvsyi+k8L8yMzP1m/3o+9+78PxzZaW/XEE/Ls3x48Y9cO//jiop0Y8TI4AAAggggAACCCCAAAIIIBBdgXJbUD0fl9so9XzczUHpflvyFvORByqlimZXBlYEypFXPlgc3QdtwKtV7dmojypEQH+JGAEEEEAgfAGK+YRvFdrzT489GnpoiG3ZpFeq+ixeslRW93s89VaLpays7OOnnTx2TPLvyTNEKrojgAACCCCAAAIIIIAAAghEX8BhK1u7e4O6rpTvP0E1Ehq4vW79/vakXt0vy/4WzTlj3dH0t6x8X7p+xZfPuEIXSLK4sa2pWt8rwpc2K/gNjySbL9NBAAEE4iZAuj9u1H3fKC8395KLLuz7NY4igAACCCCAAAIIIIAAAgggEEuBcrtDXV6yzE6PSzUTGMhI6psb1AAkG57EW/X6p3nm7NPvff5hNeUN+7a4vfVJPOt1uwJvMsmsx5VU5OXkqekTIIAAAghELEAxn4jpOBEBBBBAAAEEEEAAAQQQQAABEwtIGj2kmE+Np9Yg83F7g7bqLcovMsjAYjSM0pGjp4+Zol/81Q9e15vJFMvbOVV7gyv5jKdwfzI9YeaCAAKJFCDdn0h97o0AAggggAACCCCAAAIIIIBAAgXKikr1uxtkdb8MyeMNqt2fxOvc/f6H6/ksVM9CEuJL1r+hmskXbNy7WU1K5j6zImjrAvUSAQIIIIDAUAVI9w9VjP4IIIAAAggggAACCCCAAAIIJIlAuT14q169nHpCp9hrq15bQocTj5ufe9xZ+m3W7a6Sej76kWSKN2jpfpnXzMppyTQ75oIAAggkUIB0fwLxuTUCCCCAAAIIIIAAAggggAACiRSQ1f0Z6YHMQJ23vqOzI5EDOnpvT3Axn+Teqtc/aannM7lswlGANF9a2uJ1y1QzmYKdtR+2tLeqGeVkZk8um6iaBAgggAACwxEI/FIfzlU4FwEEEEAAAQQQQAABBBBAAAEEzCjgKBqtD9sg9Xw8zdrCdl9aKqT7pabNWXMWqGch9XyWrl+hmskUbNizSZ/OjIqpMnf9CDECCCCAQMQCpPsjpuNEBBBAAAEEEEAAAQQQQAABBEwv4LAF1fNx1tUkfEpSxEbWtquvooJCFSd3cNbsQLpfZvr+rrVNbd4km3LvfXpnjZuZZHNkOggggEACBUj3JxCfWyOAAAIIIIAAAggggAACCCCQYIGQ8v1OA5Tv9zS7dZRUWNrvn+/4UeMqi8eouct7HovXLlPNJAh8ab73d36wavuatJ5iRfInTdb1z66cngRTYwoIIICAQQRI9xvkQTAMBBBAAAEEEEAAAQQQQAABBOItIMlWfXW/rLx2GSDd727SKvmkpdkKiuLtkrj7nT33THVzeRxLkqWej3xM4XevPrbwBxdc9ciN1T3fY1K9Jz3N15Pxn1h2rJoyAQIIIIDAMAVI9w8TkNMRQAABBBBAAAEEEEAAAQQQMLGAo6hUH73LU6s3ExIHFe5PS4nC/X7nnvL9wfV83tuxplXb1TYhj2P4N93q2nbxnZ/53WuPew+2BF0tPV3e0vjC/d/Y4twWdJwGAggggECkAqT7I5XjPAQQQAABBBBAAAEEEEAAAQTML1Bud+iTMMJWvW6vRx+SzWLTm8kdT3ZMLBsZ2Dy529e9eN1yU09Zcv1X/fqG0ES/NqWmtuZvPnLjVtd27RghAggggECEAqT7I4TjNAQQQAABBBBAAAEEEEAAAQSSQMBhC0r3J7yYjyz39jQ3KFhZ8G63pFAxH5n4uR87S03f7PV8pFj/bX/9xQC5fv9MJeN/x9/vUrMmQAABBBCIWIB0f8R0nIgAAggggAACCCCAAAIIIICA6QUkmZ6Tla2mIZnZlpCKK+q1eAWe5qDV/UX5I+N158TfR97eOHPW6fo43t2+2rz1fJ5/96VtNTv16fQXb3XteP69l/p7leMIIIAAAmEKkO4PE4puCCCAAAIIIIAAAggggAACCCSnQHnwAv99bmdi5xmyVa89lYr5iPyMsdOKtQ80HOrqXL7hzcQ+kcjuLh9NWLHxrTDPlc6rd34QZme6IYAAAgj0J0C6vz8ZjiOAAAIIIIAAAggggAACCCCQEgLl9jJ9njWJ3q03ZHV/caFdH14qxOd97Gw1TcmDL12/QjXNFWx1DqEi/we71ptrdowWAQQQMKAA6X4DPhSGhAACCCCAAAIIIIAAAggggED8BELS/U5PTfzu3dedQrfqLUit2v099XxmLtBhlm18s62jTT9ilrimYX/4Q3Ul+n2m8IdKTwQQQMCwAqT7DftoGBgCCCCAAAIIIIAAAggggAACMReQ5LLDFljdL2vJq92umN91wBvUebXa/b60EmvxgN2T8MU542cWB5cwenPTO2acZ8GI/PCHXTpydPid6YkAAggg0KcA6f4+WTiIAAIIIIAAAggggAACCCCAQKoIOIpK9akmtphPQ0ujPpjCfIveTJ34zNmBBf7yHszidcvMOPd5E44Lf9hTx0wKvzM9EUAAAQT6FCDd3ycLBxFAAAEEEEAAAQQQQAABBBBIFQFHcO3+xBbzCankYy9IucL98m0nH7lYNHuh/v23cvN/Ors69SPGj2UW8ybODXOc0nnhzPlhdqYbAggggEB/AqT7+5PhOAIIIIAAAggggAACCCCAAAIpIVBuc+jzdCW0dr/HW68Pxm5JrcL9au7HT5hrzQ18sqG9s2PlprfVq2YJLpp3XshnR/obednI0otPOK+/VzmOAAIIIBCmAOn+MKHohgACCCCAAAIIIIAAAggggEByCkiBdWtugZqbZJZDltirl+IQuL1u/S62VE33C8KiOQsVxeF6PstV0yyBNc9622dvGXS06Wnpd3zu1kG70QEBBBBAYFAB0v2DEtEBAQQQQAABBBBAAAEEEEAAgSQX0Hfrlak63TWJmrCnOWR1vy1RI0nsfQ/X8wmU75fBrNz8tunq+ciwZ1ZOG5GVMwCmZUT+7ZffKp9mGKAPLyGAAAIIhClAuj9MKLohgAACCCCAAAIIIIAAAgggkLQCIfV8nB5XQqYqa9jdWrpfUt6pvLr/hEnH5+fkqgfR0t729pb3VNMUgTzQJ5b97WBne1qa7/CfI6OWJ9vzlZY+79i5j173EGV8TPE0GSQCCJhCIMsUo2SQCCCAAAIIIIAAAggggAACCCAQO4Hy4N16E1i+3+P16NO0F6To6n5ByEjPOGv2gudXveIHkdT50qrlp884VfcxeOw96H1i+d8PDzK9578+36zK6adOPUlS/ZbcggUzPh7ysRKDT4fhIYAAAsYXIN1v/GfECBFAAAEEEEAAAQQQQAABBBCIoYDkXvWsq6SVnYnbrdfdFFTMp6ggRbfqlectz+XMWQtVul+OLK1648efvUXeBojhd0P0Li3fSL975f/aOg6qS+Yck3PPV39WYi1WRwgQQAABBKIrYI7fENGdM1dDAAEEEEAAAQQQQAABBBBAAAFdwFFUqjdrPLV6M56xuzl4db81ddP9wn7KlBNC6vm8u3V1PB/HcO5V5637x9v/UleQdy8un/9pcv0KhAABBBCIhQDp/liock0EEEAAAQQQQAABBBBAAAEEzCQQUswngav7Pd6g1f2pXMxHvoGyMrNOn36a+k6S9fJLqparppEDGeoDzz/S2d2lBpmfnfeNs7+smgQIIIAAArEQIN0fC1WuiQACCCCAAAIIIIAAAggggICZBPRiPjLumvr93b7uhEzAo23VK9u7FlvtCRmGQW4qK+IXzVmoD2bJ+jcS9Wj0YQwa79y/69W1S1Q3mciVi76Ql5OnjhAggAACCMRCgHR/LFS5JgIIIIAAAggggAACCCCAAAJmEsjOyi62BDbFlYRybf3++E+gsbVJXw9uyc3PzMiM/zAMdcdTp56Yk5WthtTU5n1/x1rVNGYgS/sffP633T6fGp4tv+iK0y9TTQIEEEAAgRgJkO6PESyXRQABBBBAAAEEEEAAAQQQQMBMAuW2Mn24TneN3oxP7Akp3K+9AxGfARjwLtlZOfOnnaIGJpn0xeuXq6Yxg3W7N7y19V01Nlnaf+35X5O3lNQRAgQQQACBGAmQ7o8RLJdFAAEEEEAAAQQQQAABBBBAwEwCIfV8XJ4EpPvdTUGF+20FKb1Pr/+7p3c9n+Ub3jDyN5a8IXH3sw/qIywvKvvESRfqR4gRQAABBGIkQLo/RrBcFgEEEEAAAQQQQAABBBBAAAEzCZTbHWq4krFNyG69Hq9HjUGCFC/crygWzDztmMws1azz1n+wa71qGi1YtuGNzc5talTydsWNl1yTkU4CSpEQIIAAAjEU4KdtDHG5NAIIIIAAAggggAACCCCAAAKmEJCcbEgxn8Ss7tf36U1Ls1HM5/B3j9TzOW3qyeobSd6MWWLUej6y68OvXvydGqoE0xyTz5y1QD9CjAACCCAQOwHS/bGz5coIIIAAAggggAACCCCAAAIImEagrKhUH2v80/2SxfZo6X55B8JuoZhPzzMRirNmB2XMX1+3VH9Yxomff++lPXXVajzpaek3f/IG1SRAAAEEEIi1AOn+WAtzfQQQQAABBBBAAAEEEEAAAQRMIFBuD96qNxG1+/V0v5DZCmwmgIvLEBfO/LheD0fq+WzYuykudx7CTTo623/90u/1E06ZfOKc8TP1I8QIIIAAAjEVIN0fU14ujgACCCCAAAIIIIAAAggggIA5BEqLRgcnlD0dnR1xHrq7Kah2v61gZJwHYNjb5eXknTL5BDU8+STE4nXLVdMIgQzpLyueduufz0hLv/ET1xhhbIwBAQQQSB0B0v2p86yZKQIIIIAAAggggAACCCCAAAL9Ckiuv6xotP5y/Ov5hGzVa6OYz9Hn0VPPZ87Co62e/3193TK9mfC4taP1sSV/1odx3nGLJpYeqx8hRgABBBCItQDp/lgLc30EEEAAAQQQQAABBBBAAAEEzCEQsluv010T53Hra8Pl1na26tUewBmz5usfv6htOLDFuVV7PZGhLO3/w+tPtLS3qkEck5F13QVfV00CBBBAAIH4CJDuj48zd0EAAQQQQAABBBBAAAEEEEDA6AKORJfvr2tyB4x8aaMKSwLNlI+suZZ5E+YqhsP1fFaoZmKD+pb6v6/8pz6GT5/6CYctaDcI/VViBBBAAIEYCZDujxEsl0UAAQQQQAABBBBAAAEEEEDATAJSLkZf3S/Z5DgX8/G2eTu7uxRZ/oi8zIxM1SSQB7Rozhm6w5L1hkj3y7fKw/9+tF3b6SEve8Q3z7tSHyoxAggggEB8BEj3x8eZuyCAAAIIIIAAAggggAACCCBgdIGyolJ9iC5Prd6MdezRdnmVe1HJpzf42XPPSNeO7q2r3l6zUzuQmHCfu/r5Va+oe8vbEl8643PyWQR1hAABBBBAIG4CpPvjRs2NEEAAAQQQQAABBBBAAAEEEDC0QLnNoY/P5XHpzVjH7qZ6/Ra2giK9SSwCkkM/bvxsRSHL6pcmeoG/jOHB53/b7etWo7KOsHxp4edUkwABBBBAIJ4CpPvjqc29EEAAAQQQQAABBBBAAAEEEDCuQHlCa/e7vR6dhtX9uoY/loXzZ81ZqB9PeD2fLa5tyzauVEOSEV593ldHZI9QRwgQQAABBOIpQLo/ntrcCwEEEEAAAQQQQAABBBBAAAHjCkiGPScrW42vqa255WCLasY68DQHpfttFlb390F+9pwz9aM79+/eV1etH4lnLEv7737mQf2Oo6wll516qX6EGAEEEEAgngKk++Opzb0QQAABBBBAAAEEEEAAAQQQMLSAw1amj686XvV8JHHsaW5Qt5ZF4nbS/YpDC4RlVsV07UDaa2uX6s14xm9teWft7g3qjvLUrr/oajZYViAECCCAQPwFSPfH35w7IoAAAggggAACCCCAAAIIIGBQgfLgdL+zLn7l+0NW91PMp89vEUmpL5qzQL0kb5Mkqp6PL8330Iu/UyORYOLo8ed/7Gz9CDECCCCAQJwFSPfHGZzbIYAAAggggAACCCCAAAIIIGBcAUfiyveHbNVblE8xn76/TxbNOUN/Yatrx/6GA/qR+MQvvf/ajtpd6l7yPsQNF1+jmgQIIIAAAgkRIN2fEHZuigACCCCAAAIIIIAAAggggIDhBCRjq6/ul5XjTk9N3EbJ6v4wqUtHjp5aPknv/PKaxXozDnFnd+evgpf2z6mceerUk+Jwa26BAAIIIDCAAOn+AXB4CQEEEEAAAQQQQAABBBBAAIHUEnAUleoTrvHU6s2Yxm5vvX59u9WmN4mVwOF6PgtVU96VWbp+uWrGJ3jqzWcPNNWpe6WnpX/3U9erJgECCCCAQKIESPcnSp77IoAAAggggAACCCCAAAIIIGA4gQQW8znQ+FGAw5dWOnJUoEkULHDW7IX6gY3VW0PeLNFfjXrc1tH26GuP65c9c9b8qeVT9CPECCCAAAIJESDdnxB2booAAggggAACCCCAAAIIIICAEQX0Yj4yPle8ivm0trd2dncpkbycEZkZmapJECJQUTxmYul4/eAra17Xm7GL5cMEjy/5S1ObV90iMz3zvy/6pmoSIIAAAggkUIB0fwLxuTUCCCCAAAIIIIAAAggggAACxhKw5FoKRuSrMbV3dri9HtWMXRByF7uFSj4DYfdRz6dqxUAnRO8170Hv/3vjKf16l5x4vrz9oB8hRgABBBBIlADp/kTJc18EEEAAAQQQQAABBBBAAAEEjCgQssDf6Y7Hbr0htWhsBUVGpDHSmM6Ydbo+nHW7N4QY6q9GK5al/b95+Y9tHQfVBXOysq+74BuqSYAAAgggkFgB0v2J9efuCCCAAAIIIIAAAggggAACCBhLoNzm0Afk9Lj0ZoxiT/BnCFjdP6jzxNJjK7U19b60tMXrlg561jA7uOprnn77OXUR+ZDBFQsu470ZBUKAAAIIJFyAdH/CHwEDQAABBBBAAAEEEEAAAQQQQMBAAuX2Mn008SnfXxec7rdRzEd/Bv3EZ81ZqF6RdfdLq95QzVgEcouHX3y029etLp6fnfe1s76omgQIIIAAAgkXIN2f8EfAABBAAAEEEEAAAQQQQAABBBAwioCs13bYAul+yfA6Y79br9ylvrleEcgY7BaK+SiPvgNROmv2Av2193eu1XfQ1V+KSrxz/65XtQ8QyAC+dvaX8nLyonJxLoIAAgggEBUB0v1RYeQiCCCAAAIIIIAAAggggAACCCSJgKOoVJ9JjadWb8YodmvpfrkFq/vDcZ5aPrls5GjVs6eez9plqhndQN6Sue9fv9Gvacsv+tz8T+tHiBFAAAEEEi5Auj/hj4ABIIAAAggggAACCCCAAAIIIGAggfLiwOp+GVYcVvfLXTxNgdX90rTljzSQiIGHcvbcM9ToJCO/eN1y1YxuIFsBv7N9lbqmLO2XHXqzs7LVEQIEEEAAASMIkO43wlNgDAgggAACCCCAAAIIIIAAAggYRSBkq96a+v1xGJm72a3fhdX9ukZ/cU89n1lB9XxW7fygtb21v/4RH/el+e5+9kH99Ar7mE+ceIF+hBgBBBBAwAgCpPuN8BQYAwIIIIAAAggggAACCCCAAAJGEZAl28Va6XzZmjUOu/V6vEGr+6ndH+Z3w8zK6SEPKxYL/JesW77ZuU0NSd5muOHib8p/1RECBBBAAAGDCJDuN8iDYBgIIIAAAggggAACCCCAAAIIGEVA361XxuR018R6ZCG1++0WW6zvmDTXP2fuWWousajnI+/3PPjib9UtJJjmmLxw5nz9CDECCCCAgEEESPcb5EEwDAQQQAABBBBAAAEEEEAAAQSMIhBSzyfWq/u7urvaOg6qyWelZ+bl5KkmwQACssT+zOB6Pu/teD+69Xye+c8L+v4N6WnpN3/yhgGGxEsIIIAAAgkUIN2fQHxujQACCCCAAAIIIIAAAggggIARBRz2wG69smBcz/bGYrgh2wOMGlkSi7sk6zWPO3a2NdeiZneoq3P5hjdVc5hBR2f77159TL/IaVNPnjN+pn6EGAEEEEDAOAKk+43zLBgJAggggAACCCCAAAIIIIAAAokXkAXjcV7dT+H+YT71c487U10hivV85FJ/Xv6kXmdJlvZff/HV6l4ECCCAAAJGEyDdb7QnwngQQAABBBBAAAEEEEAAAQQQSLCAo6hUH0Gsi/m4vR79drYCCvfrHoPE8vbMWbMW6p3e3vqurMrXj0QWt3a0Pr70r/q5Fxx/9sTSY/UjxAgggAAChhIg3W+ox8FgEEAAAQQQQAABBBBAAAEEEEi8gF7MR0YT62I+nuagdL/dSrp/aN8Dx0+cG1rPp2q49Xxkaf+jrz7e0t6qhnJMRtb1F31TNQkQQAABBAwoQLrfgA+FISGAAAIIIIAAAggggAACCCCQSIGyotH67eu8nm5ft34kunHI6n67hXT/0IAz0jPOnH26Okcy9UvWr1DNyII6b93fVj6tn3vZaZeWWIv1I8QIIIAAAkYTIN1vtCfCeBBAAAEEEEAAAQQQQAABBBBIsICkj0Pq+ez9aF+MxiS5aU9zg7q4lKaxFRSpJkE4AoK2aPZCvefKzf8ZTj0feSi/fun3nd1d6pp52SOuOverqkmAAAIIIGBMAdL9xnwujAoBBBBAAAEEEEAAAQQQQACBRAqU28r02zvdNXozunHIVr22gpHRvX4qXO2kyfPyc3LVTNs7O97c9I5qDjXY565+cfWr6ix5O+HLZ16h1wtSLxEggAACCBhKgHS/oR4Hg0EAAQQQQAABBBBAAAEEEEDAEALxLN/fq5iP3RAEphqEfCDjjFnRqecjS/vvf+433T6fArCOsHxxweWqSYAAAgggYFgB0v2GfTQMDAEEEEAAAQQQQAABBBBAAIHECMhqbn11v+R/XZ4Yru4PSffbLBTzGfJzl0d21qwF+mkrN7/d2dWpHwkz3uLatmLTW6qzXPma868ckT1CHSFAAAEEEDCsAOl+wz4aBoYAAggggAACCCCAAAIIIIBAwgTKikr1e7s8tXozurGn2aNf0E66X+cIOz516kk5Wdmqe0t729tb3lXNMAN5a+fuZx7UO5cXlf3XqZfqR4gRQAABBAwrQLrfsI+GgSGAAAIIIIAAAggggAACCCCQMIFym0O/t8vj0ptRjLu6uyQxrS6YlZ5ZMKJANQnCF8jKzFo4c77qL4n7xeuXq2aYwcpNb6/dvUF1lqX9113wdakUpI4QIIAAAggYWYCf10Z+OowNAQQQQAABBBBAAAEEEEAAgcQIlNuDt+qNWTGf/Q0H9BkWF1K4X/cYQtxTz2d2oHy/nLl8w8puX3f4l5DO9z//a73/xNHjzz1ukX6EGAEEEEDAyAKk+6P8dOTNc/mK4KKRnRXBjTgFAQQQQAABBBBAAAEEEEAAgUEFiq12fU13U1tzy8GWQc+KoIPHW6+fZS+gcL/uMbR4/vRTQur5vLt1dfiX+PfqV/fUVav+8v7Bty+5TjUJEEAAAQSML5Bl/CGaYoTd3d1r163fvWevx+PJyspyOBxjx5SPH1eZk5Mjvx0HmIJk+Xfs3Pnh7r319fUZGRmjR48+bs6sgoKCgc8a4IK8hAACCCCAAAIIIIAAAggggEBUBCqKx+z+aK+6VLXHNcUxSTWjFfTap9cWrSun4HWys3JOm3ry0g1v+OcuOYfF65edMvXEcCg6uzt//dLv9Z5zKmeePOUE/QgxAggggIDBBUj3D/cBye/Op5/517P/er6zqyvkWpK+P++cRZ+97NO5ubkhL/mb765a/cfH/tTQ2Bjy6oxpU2+8/rrCwsKQ4zQRQAABBBBAAAEEEEAAAQQQiJtAua1MT/e73DWxSPd7moNX91tJ90f+hGXt4KI5C1S6Xy60tGrlDy67Wf+gRn9X//sb/zzQVKdeTU9L/+6nrldNAgQQQAABUwhQzGe4j+nnd939j38+2zvXL9eVJf8vvfLatdd/u60tsOmQut9Lr7x67/0P9c71S4eNm7dcd8NNe/YE1lCoswgQQAABBBBAAAEEEEAAAQQQiI+AIy7l+0NX91PMZ3hPd/70U4/JDCzubGrzvr9j7aCXbOto+8PiJ/RuZ81aMLV8in6EGAEEEEDA+AKk+4f1jF7498vrqgIb1mdmZpaVlU6ZPKmgIF9V42lpab3r7vtCbrPmg7WPP/EXdVA+B1Be7rAVFamzOjo67vjZXYcOHVJ9CBBAAAEEEEAAAQQQQAABBBCIm4D8+3SMlu6Xj7a7YrBbr1y2vqVBTUpuarewul95RBLk5eSdPDlQgcdfz2fgC0mfPy7+s7wxoLplpmfeeMk1qkmAAAIIIGAWgcD7vWYZsaHGKev61XguveSiKy7/jGouf2Plbx/9oyzwlyObt2ytb2goGjlSvfr7Pz6u4lNPOem/r/2mvFUgR5qbm79764/q3G5//OQ//vmFKy5XPQkQQAABBBBAAAEEEEAAAQQQiJtAWVGpfi+Xp1ZvRit2N3n0S9nyA/921o8Thykgb5ksmnPGys3/Uf1fW7vs1k/fpJq9g/qW+r+seEo/fulJFzpsZfoRYgQQQAABUwiwuj/yx7RufdXBgwf95190wXl6rl8OLjx9/hWXX6auvmXLNhWvWr3G7TnytxnZzveGb13rz/VLB9mk9/Yff18W+/s7L3/jTXUWAQIIIIAAAggggAACCCCAAALxFCjXVvfLfZ3umljcPbSYD6v7h6185qz5erF+Wbb/wa71/V1Vlvb/9pXH2js7VIecrOxrzv+aahIggAACCJhIgHR/5A9r67bt6uTLPv0pFavgzIULVLxte6Dz4qXL1PFvXXu1KuDjPziqpOSMBaf746ampmqnS3UmQAABBBBAAAEEEEAAAQQQQCBuAg6bQ7+X0xOTf5/22qq3SL8pcQQCUs/npEnz1IkD1/Nx1dc8886LqrPkKL6w8LM2dlBQIgQIIICAqQRI90f+uA4c+Mh/ssViyc0d0ftCrdoOvSNGBDqo1L8cHDtmTO8TTzzheHVw8ZKlKiZAAAEEEEAAAQQQQAABBBBAIG4C1lyLLPRWt5MF4G5vvWpGKwhZ3W+32KN15ZS9zuF6PoEFiOKweF1g3aHOIu8EPPTCb7t9PYWI/V/52XlfPfPzR1v8LwIIIICAyQRI90f+wE48cZ5U7JE/UrW/z6u89fY76vi4ykp/3NjYJJv3+uO5s2epDnowa+YM1XSyul9ZECCAAAIIIIAAAggggAACCMRXYNyoCv2GLneUF/h3dXd5D7aoW2SlZ8p7DKpJELHAmbMXpGsn13nrq3Zv1A4cCXfu3/X6+uXquLxPcNW5X5YPB6gjBAgggAAC5hJgq97In9eJ846XP/r58q64aq5Y+dbfnvyHv5mTk3P8x+b642qnU/U59tjxKtaDrKysvNxc/4cDGpua9JeIEUAAAQQQQAABBBBAAAEEEIibQLmtbKtrh7qd1POZNS6wQE0djzj4qMmtn2u32vQmccQC8q7JvAnHrdr5gf8Kkq9YUrUi5NnJwbufeUi/RYml+HPzA9sQ6i8RI4AAAgiYQoB0fzQf02OP/7mhoWGf03lg/4HOri7/pWXf3W9dc7Vk8P3NhsZGdcvCQquKQwKp8+NP9zc1eUNeookAAggggAACCCCAAAIIIIBAfAQcIbv1eqK8W6+n2aNPhJLxusZwYlmnLwv8VbpfLvX6umU3Xnytfs33tq/WO8gp113w9cyMTL0PMQIIIICAuQQo5hPN57VsxRvvrlrtctWoXL9c/epvXKnX4pdiPuqWIwsLVRwS5OUf+ehca+uRyj8hHWgigAACCCCAAAIIIIAAAgggEFMByf/K6n51C1kM7op2ur+uMSjdb7ewul95Dzc4a/ZCvZ5PbcOBzdVb1EV9ab57n/u1akpQYR9z0bzz9CPECCCAAAKmEyDd3+8ja29vb+zrq6UlUFUw5GT5m5B8hRx85Hd/eOjXj6g6P83NzaqD1dr/6v6cI1v7dnUHNsxRJxIggAACCCCAAAIIIIAAAgggEAeBsqJAul9u5/LURvemnuagvX/t1qLoXj+Vr2a3FM0ZN1MJ9NTzWf+Gar72wZIdtbtUU7IZN15yTe+chupAgAACCCBgCgGK+fT7mB546Nfvf7C298tZmZl//fP/9T4uR6675iq32yNftbX7165bf6iz099N9uwdVVLyuc/21L+TKj3qXJ+v31R+59Fzs7OPUf0JEEAAAQQQQAABBBBAAAEEEIinQHlwMZ+or+53e4Nq99sKWN0ftccruftFcxau3b1BXfHlNa9/64KrpNnt6374pd+r4xJMc0xeMOPj+hFiBBBAAAEzCpDu7/epdWv77uqd+jsufU4+8QTVs6ur689/+dtLr7zmP/LCiy99+lOXZh9zTElxserj9QZW+quD/qDjUIc/yM/PD3mJJgIIIIAAAggggAACCCCAAALxERhjd+g3ctXv15vDjGW9eX1Lg7qIpKdlQbpqEgxf4Jy5i+557mF1Hanns71mx8TSCU+//ZxTq8uUnpZ+8ydvUN0IEEAAAQTMK0Axn36fnfw9o78v/zny9xL/V5+XyMzM/MqXvjB50kT/q1LNf8eOnRLb7YGlCk39p/vVDr1Wi6XP63MQAQQQQAABBBBAAAEEEEAAgVgLZGdl2wsCKXhZFV5TH816Pu6moGI+RfkjYz2jlLq+vH0yc+zUI1PuSWF0/3n5k+9tX/XIy3/QHeZPO2XO+EDZH/0lYgQQQAABcwmwur/f5/XZyz590onzer/sX25/8OBBWbwvvyqlw7nnnF1ZMbZ3Tzlyysknbdu+w/+S0+WaPm1qSUlgdf+uXbsWzD+tzxPVDgFFI/v+u47/1n2ey0EEEEAAAQQQQAABBBBAAAEEoiXgsJW5tQr7TndNWVFptC7uaQ7ZqtcerStzHb/AmbMXbNi3uSc+vNfgi6tflT+HX+pJaMjRjPSM/7n0W4dj/oMAAgggYHoB0v39PsLx4yrlT38vHzrU+fqSZf5XCwos/aX7R40qUVfoPrzp7sjCQvnQgD9Zv3HT4d+4qsfRYM/efSqbf9xxc48eDvrfz37+y0HtARuummguvhjwVryIwOACLS2tLa2t8l+vtnP14KfRA4HYCxz4qC72N+EOCAxZgB+bQybjhHgJ8GMzXtLcp0dg1IAM+j95+LE5INWQX5R/nNryAx9Sl/Ordm125Aft3zvkix49QS6+v/6jo62e/z3U3q0/Tf2lJIjj/2PTl+Z7b8sayen3pXf4oM+3cOb8rENZScze19w5FiTAj80gDhoImFyAYj4RPkCLpSAj44je9u3b+7vKhx/uVi9NmzJFYsn1T5k8yX9wX7Wzra1NdVDB8hVvqPi0U05WsR70V2hIHdc7EyOAAAIIIIAAAggggAACCCAQgYD8G7PEGviQuiToDzQdiOA6/Z1S39KovzQyl3q2usewYnlY9/774Xd2rhroKunpHR3tA3XgNQQQQAABUwmwuj/yx2UrKqpzu+X8TVu2Sql9qzX0LyWyfvnFl17x30D+hlRxtODP+eees2XrNjkuv3qfevqZL3/x8/ogGhsbX1u81H/EUVaamztCf1XFT/7lTyruM/jMFV9Sx+U6KiZAIOECskm1rOu3yOdiLAUJHwwDQKC3AD8ze5twJLEC/NhMrD93H1SAH5uDEtEhKgKdA15F/z7kx+aAVJG8OK1ictq7gRObO5p18MALQ486uzqb25sD5/nSpk/oWSeX3F/R0htUaVnVG8s3rxy021vb391at/2MWfMH7UmHZBXgx2ayPtkkmBcfPIrgIbK6PwK0I6dccP65/kiy9td/+zs1NbUSqC9p3vrD26TEv7/PrJkz1J1kS4Bjso680fLvl199d9VqdZanvv7G73zv0KFD/s4XXXiBOosAAQQQQAABBBBAAAEEEEAAgfgLOIIr9bs8NdEag9sbVLi/2BpUNShad0nN60ie4Z5//SqcuUvP+55/OJye9EEAAQQQML4Aq/sjf0YXnn/uc8+/2NjUJJdobWuTNH1ZWem4ioqsrKxqp3PXh7vVpXNycr59fWDfG6kCdNl/feqvf3/K3+He+x8aV1nhKCur3b9/9569/hL/8pJcbdGZC/19+C8CCCCAAAIIIIAAAggggAACCRFw2IMq9Ve7XdEaRq99ekn3R4s2batre03D/jAv56qvlXdxZE/mMPvTDQEEEEDAsAKs7o/80Uh9nm/f8C21Tl/eD3e5at5+59033nxLz/VnZmZ+59vX5+fn6Xe69JKL9PX+kuWXE+UslevPz8v7wS0366cQI4AAAggggAACCCCAAAIIIBB/gTF2h37TuuAl+fpLQ4093gb9lGKLXW8SD0dga3W/uwz2ednVOz7o8zgHEUAAAQTMJUC6f1jPa/q0qY88/MCkiRP8G+Tq1/IfOemEeX/47a/nzJ6lv+SPf/T978nnA2Slv/TUX5Xm+HHjHrj3f0eVlOjHiRFAAAEEEEAAAQQQQAABBBBIiEDZyNH6ffd8tE9vRhzXNfXsh6e+7NYiFRMMU6A27KX9/hsNtf8wh8fpCCCAAAIxEqCYz3BhrVbrz35yW7XTtVMW5+/eLSX7ZTn/2LFjKisqJk48tqS4eIAbyCa9UtVn8ZKlsrrf46m3WixlZWUfP+3ksWPGDHAWLyGAAAIIIIAAAggggAACCCAQT4Fye5leGaa6zllZMnb4A/A01+sXKSqgmI/uMazYklswpPPLiqjkMyQwOiOAAAIGFSDdH50HM6bcIX8WzD9tqJfLy8295KILh3oW/RFAAAEEEEAAAQQQQAABBBCIm4Ck+1fvXKtu54zGbr1SEdfTHCjmI590t1tY3a+Mhxt8bMLcIV1icvmEIfWnMwIIIICAMQUo5mPM58KoEEAAAQQQQAABBBBAAAEEEDCEgCTi9U1cezaui0a6X+bmCd4GoCh/pCEmnBSDmOKYVDAiP8yplBaOlv5hdqYbAggggICRBUj3G/npMDYEEEAAAQQQQAABBBBAAAEEEi/gCK704vLURmVM7uB0v91CMZ+ouPZcRN6k+ea5Xw3ncj09z7synJ70QQABBBAwvgDpfuM/I0aIAAIIIIAAAggggAACCCCAQCIF9NX9Mg6XxxWV0YSk+20U84kK69GLfG7+ZfPCKOlz/Pg5F59w3tGT+F8EEEAAAXMLkO439/Nj9AgggAACCCCAAAIIIIAAAgjEWmBscbl+C1d9dFb317cEavfL9UusxfpdiIcpIMv27/nKnVMcE/u7jnSYd+zce6/8WX8dOI4AAgggYDoB0v2me2QMGAEEEEAAAQQQQAABBBBAAIG4CkiZnYz0QAKhsdXb0dkx/BHUa1v1pvnSRuYXDv+aXEEXsOZZ/3bTY1ef8xVLbr4k9/0vSSBflhH5cvzR6x6y5Fr0U4gRQAABBEwtkGXq0TN4BBBAAAEEEEAAAQQQQAABBBCIg0BFcfnuj/apG314YM8wN3eta3L71OXS0uxU8tE0ohtefe6V8mdZ1cptru1yZcn1T3ZMWjjz49G9C1dDAAEEEDC2f25CAABAAElEQVSCAOl+IzwFxoAAAggggAACCCCAAAIIIICAoQWkfL+e7ne5a4aZ7nc3e/QJ29inV+eIQXzGrPnyJwYX5pIIIIAAAgYSCHwWz0CDYigIIIAAAggggAACCCCAAAIIIGAkgXJ7mT4cp6dGb0YQe5rq9bPsBUV6kxgBBBBAAAEEIhAg3R8BGqcggAACCCCAAAIIIIAAAgggkEICUv5FVverCft8Ptew0/3u5qB0v41iPsqXAAEEEEAAgUgFSPdHKsd5CCCAAAIIIIAAAggggAACCKSMgKOoVJ+ry1OrNyOI3V63fpbsBqw3iRFAAAEEEEAgAgHS/RGgcQoCCCCAAAIIIIAAAggggAACqSUQWszHPaxiPvL5gPrmBiUonx5gq16lQYAAAggggEDEAqT7I6bjRAQQQAABBBBAAAEEEEAAAQRSRcBhc+hTdXpcejOC2O0N2qq3qIDV/REocgoCCCCAAAJBAqT7gzhoIIAAAggggAACCCCAAAIIIIBAb4HCPGtOVrY63t7Z4fYGFd9XL4UZeIJPZ6veMN3ohgACCCCAwAACpPsHwOElBBBAAAEEEEAAAQQQQAABBBA4IlBZMla3cLmHtcA/dKtea5F+cWIEEEAAAQQQiECAdH8EaJyCAAIIIIAAAggggAACCCCAQMoJlEe1no8nuJiPnWI+KfcNxYQRQAABBKIvQLo/+qZcEQEEEEAAAQQQQAABBBBAAIHkE3DYy/RJOT3D2q3X06zVAvKlFVvt+sWJEUAAAQQQQCACAdL9EaBxCgIIIIAAAggggAACCCCAAAKpJZCenl5uC6T7fT6faxjpfsn1+zS/ooJCrUWIAAIIIIAAAhEKkO6PEI7TEEAAAQQQQAABBBBAAAEEEEgpgbKiUn2+Lk+t3hxS7Pa69f52i01vEiOAAAIIIIBAZAKk+yNz4ywEEEAAAQQQQAABBBBAAAEEUkugPLiYz3BW97ubtEo+aWm2AvbpTa3vJWaLAAIIIBAjAdL9MYLlsggggAACCCCAAAIIIIAAAggklcDY4nJ9Pq76/XpzSHFQ4f60NFb3D0mPzggggAACCPQnQLq/PxmOI4AAAggggAACCCCAAAIIIIBAQCA7K9tWMFK1u33dNfUR1vNxez3qOhLYKOajcxAjgAACCCAQqQDp/kjlOA8BBBBAAAEEEEAAAQQQQACBFBPQd+uVqTvdNREAyDa/nuYGdaJsAmy3UMxHeRAggAACCCAQuQDp/sjtOBMBBBBAAAEEEEAAAQQQQACBlBJw2Bz6fCMu3+9pDlrdX5Qf+NCAfn1iBBBAAAEEEBiSAOn+IXHRGQEEEEAAAQQQQAABBBBAAIHUFdB365VF+k5PJKv7hS9kq15q96futxQzRwABBBCIqgDp/qhycjEEEEAAAQQQQAABBBBAAAEEklRAqu6EFPOJ1up+u5ViPkn6TcO0EEAAAQTiK0C6P77e3A0BBBBAAAEEEEAAAQQQQAAB0wqUFZXqY4843R+6VW+BTb8sMQIIIIAAAghEJkC6PzI3zkIAAQQQQAABBBBAAAEEEEAg5QT0Yj4y+ciL+Xi12v2+tFGFJSlHyYQRQAABBBCIgQDp/higckkEEEAAAQQQQAABBBBAAAEEklHAYSvTp/VRk7vb160fCSduaGn0af2seRatRYgAAggggAACkQuQ7o/cjjMRQAABBBBAAAEEEEAAAQQQSCmBjPSM0pGj9Cnvq6vWm+HEIZV82Kc3HDT6IIAAAgggEI4A6f5wlOiDAAIIIIAAAggggAACCCCAAAI9AiG79TrdNUN18Xjr9VPsFvbp1T2IEUAAAQQQiFyAdH/kdpyJAAIIIIAAAggggAACCCCAQKoJDL98v9vr1tFs7NOrcxAjgAACCCAwDAHS/cPA41QEEEAAAQQQQAABBBBAAAEEUkkgPT1dL9/v8/kiWd3fHLy638rq/lT6HmKuCCCAAAKxFCDdH0tdro0AAggggAACCCCAAAIIIIBAcgk4ioJ2663xDK2Yj7xD4GluUCTy/gG1+5UGAQIIIIAAAsMUIN0/TEBORwABBBBAAAEEEEAAAQQQQCCFBPTV/TJt5xDT/XJKSDEfO8V8Uujbh6kigAACCMRWgHR/bH25OgIIIIAAAggggAACCCCAAALJJBCF2v1NQcV8igoo5pNM3yDMBQEEEEAgkQKk+xOpz70RQAABBBBAAAEEEEAAAQQQMJfAqMKSjPRAMqGpzdvR2TGkKbibPXp/O7X7dQ5iBBBAAAEEhiEQ+A09jItwKgIIIIAAAggggAACCCCAAAIIpIrAWLtDn+ruA3v15qCxxxu0up9iPoOK0QEBBBBAAIEwBUj3hwlFNwQQQAABBBBAAAEEEEAAAQQQ6BFw2ILS/U730Hbr9TRr6X5fWrHVDisCCCCAAAIIREWAdH9UGLkIAggggAACCCCAAAIIIIAAAqkiEFK+3zWU3XobW5s6u7uUlCU3PzMjUzUJEEAAAQQQQGA4AqT7h6PHuQgggAACCCCAAAIIIIAAAgiklkB6errDVqbm7PP5nENJ93tCCvdbbOpSBAgggAACCCAwTAHS/cME5HQEEEAAAQQQQAABBBBAAAEEUkvAUVSqT3hIq/vdTVoln7Q0W0GRfiliBBBAAAEEEBiOAOn+4ehxLgIIIIAAAggggAACCCCAAAIpJ1BeHFjdL5MfUrrf4/XoXnZW9+scxAgggAACCAxPgHT/8Pw4GwEEEEAAAQQQQAABBBBAAIEUEygP3qq32u0KH8Ct79Oblma3UswnfDx6IoAAAgggMIgA6f5BgHgZAQQQQAABBBBAAAEEEEAAAQR0gcI8a05WtjrS3tnhCU7iq5dCAin0r/eUbQAo5hNCRBMBBBBAAIHhCJDuH44e5yKAAAIIIIAAAggggAACCCCQigIVJWP1aYdfz0dP98sVKOajMxIjgAACCCAwTAHS/cME5HQEEEAAAQQQQAABBBBAAAEEUk6g3BZUvt8Zdj0fd9P/Z+8+wKso9j6OExIpIQGS0JLQi42iKPber9171WuvWLEXFEERUAQLothRVFT02l+7IiL2QrWAoHQIPQFC6CXvDyb5s+wpSU5OQpLzzcMTZmdnZ3c/ZzJnd3Z2Zoex+1Pq1I85O04YAQQQQACBMhOgub/MaMkYAQQQQAABBBBAAAEEEEAAgSoqkJm2Y3N/zsJinqh/ql7G7i8mHMkQQAABBBAohgDN/cVAIgkCCCCAAAIIIIAAAggggAACCBQKaMz9DE/vfo3IX4Le/TuO8s/Y/YWo/I8AAggggEAUBGjujwIiWSCAAAIIIIAAAggggAACCCAQUwIZKU2857sgZ5F3MUx4WW729rX51RrXb7R9kRACCCCAAAIIlE6A5v7S+bE1AggggAACCCCAAAIIIIAAArEnkLHjYD7FnKp31dpVm7ZsNq06tRLjq8fbIgEEEEAAAQQQKKUAzf2lBGRzBBBAAAEEEEAAAQQQQAABBGJOoHmDpt5zXrB8sXcxVDhnx5F80pJTQ6UkHgEEEEAAAQQiEKC5PwI0NkEAAQQQQAABBBBAAAEEEEAgpgVqJNRIqVPPCLbkb1m4vOjxfLJzl9smCjBwv1eDMAIIIIAAAqUXoLm/9IbkgAACCCCAAAIIIIAAAggggEDMCWR6ZuvVyWdlLyySIHtVjjcNvfu9GoQRQAABBBAovQDN/aU3JAcEEEAAAQQQQAABBBBAAAEEYk4gIzXDe87FGb4/J2+H5v7U5BRvDoQRQAABBBBAoJQCNPeXEpDNEUAAAQQQQAABBBBAAAEEEIhFgUzPbL35+flZOUX07leanLwVJhUXF5dGc79xEEAAAQQQQCAaAjT3R0ORPBBAAAEEEEAAAQQQQAABBBCIJQE11vsG84mgdz+D+cRSkeFcEUAAAQTKQ4Dm/vJQZh8IIIAAAggggAACCCCAAAIIVDGB9JQm3jMqTnO/b6relDoM5uMlJIwAAggggEBpBWjuL60g2yOAAAIIIIAAAggggAACCCAQgwLewXx0+kUO5qM0vrH76d0fg8WGU0YAAQQQKFMBmvvLlJfMEUAAAQQQQAABBBBAAAEEEKiaAplpO0zVuzQ3e0v+lvCnmr1quTcBU/V6NQgjgAACCCBQegGa+0tvSA4IIIAAAggggAACCCCAAAIIxJxA9bjqjes19J72vGXzvYuB4SUrl3oj01MaexcJI4AAAggggEApBWjuLyUgmyOAAAIIIIAAAggggAACCCAQowK+2XqzsheGgVizfs2mLZstQe0ateKrx9siAQQQQAABBBAovQDN/aU3JAcEEEAAAQQQQAABBBBAAAEEYlEgIy3de9rhh+/PXpXjTZyWxDy9Xg/CCCCAAAIIREGA5v4oIJIFAggggAACCCCAAAIIIIAAArEmEBcX19QzfH9+fn743v0M3B9rJYTzRQABBBAofwGa+8vfnD0igAACCCCAAAIIIIAAAgggUBUEMlJ3mK13YU64wXxy/L3706oCAeeAAAIIIIBARRKgub8ifRocCwIIIIAAAggggAACCCCAAAKVRyAjpYn3YIsYzCdvuTdxal0G8/F6EEYAAQQQQCAKAjT3RwGRLBBAAAEEEEAAAQQQQAABBBCIQYHMYo/dr6F+Anr309wfg0WGU0YAAQQQKFsBmvvL1pfcEUAAAQQQQAABBBBAAAEEEKiqAo3qNawet71hIXftqg2bNoQ62WxP736N+59Wl8F8QlERjwACCCCAQIQC27+VI8yAzRBAAAEEEEAAAQQQQAABBBBAIFYFvLP1ymD2krmhJHJydxzMp079UCmJRwABBBBAAIHIBGjuj8yNrRBAAAEEEEAAAQQQQAABBBBAoFpmarpXISs75Gy92XnZ3pSpyaneRcIIIIAAAgggUHoBmvtLb0gOCCCAAAIIIIAAAggggAACCMSoQMaOw/cvyAnZ3J+zaofe/WnJjN0fo2WG00YAAQQQKDsBmvvLzpacEUAAAQQQQAABBBBAAAEEEKjKAhqC39u7X/PxZoVu7veO3S+UNHr3V+WiwbkhgAACCOwcAZr7d447e0UAAQQQQAABBBBAAAEEEECgCgh4m/t1OqF692/esnnthnV2vglx8Yk1E22RAAIIIIAAAghERYDm/qgwkgkCCCCAAAIIIIAAAggggAACsSiQntrEe9qhmvsXLl/sTdaofkPvImEEEEAAAQQQiIoAzf1RYQyeiV5j1E/wdQGxxU8ZsCkRCCCAAAIIIIAAAggggAACCOwcgczUDO+O52cv8C5amIH7jYIAAggggAACZSeQUHZZx3jO777/wfz5WUL49+mnNm/eLJSGWvmnz5gxa/bc5cuXV69evXHjxp336piUlKQBEENtQjwCCCCAAAIIIIAAAggggAACFUSgfp16NRNqrN+0wR2PAjl5y1OT/NPwZq/K8R5walKqd5EwAggggAACCERFgOb+qDD6M/n2ux/efPtdF9upU4dQzf2/jB037MXhK1au9G3ffo/db77xunr16vniWUQAAQQQQAABBBBAAAEEEECgogk0a9B0+qKZdlQazyewuT8nb4fm/rS6/ucBtjkBBBBAAAEEEIhYgMF8IqYLueGy7Oynn3s+5OrCFZ9+/sWgwUMC2/q1fvJfU6+76bY5c+YWpuV/BBBAAAEEEEAAAQQQQAABBCqogG+23qxg4/nQu7+CfngcFgIIIIBA1RKguT/Kn+eWLVv69R+o3+HznTBx0suvjLA0GsYnMzMjNSXFxvDZsGFD3/4DN27caGkIIIAAAggggAACCCCAAAIIIFABBTLT0r1HlZWz0LuosIaxzclbYZG6801Lpne/eRBAAAEEEEAgagIM5hM1SpfRiDfeXLRocZGZPj/sZUtz8EEH3NDtmvj4eMXk5eXdcdc9ej/AhTUi0IXnn2spCSCAAAIIIIAAAggggAACCCBQoQTUdp+Rur25Xy37Gswn8Ah9U/Wm1KG5PxCJGAQQQAABBEorQO/+0gp6t/9r6rSPPvnMGxM0PHbchOycglELW7VscdP13VxbvxJrkt4+vXuqs7/bcMy33wfNgUgEEEAAAQQQQAABBBBAAAEEKohARkoT75EsyFnkXXRh32A+aclM1RuIRAwCCCCAAAKlFaC5v7SCtv3atWsHPDTILe7dqaPFBwZGjf7aIq/vdrUN4OMiGzVseNQRh7twbm7u/KwFlpgAAggggAACCCCAAAIIIIAAAhVNIGPHwXyC9+7PW+49bKbq9WoQRgABBBBAIFoCNPdHS7LaI4OHrFu3TtnVSUy84bprw+T79z//uLW1atVq1rRpYMr999vXIkd9NdrCBBBAAAEEEEAAAQQQQAABBBCoaAItGjbzHlJW8N79WwettZ/UJAbzMQwCCCCAAAIIRE2A5v7oUI4c9dUff052efXs0b1GjV1C5btyZe7q1Wvc2lAvAXTs0N42z6J3v1kQQAABBBBAAAEEEEAAAQQQqHgCNRJq1E+sa8e1JX/LohU7zGm3ecvm1evXWoKEuPjk2sm2SAABBBBAAAEEoiVAc38UJBcuXDTspVdcRqedclK7tm3CZDo/K8vWtm7dysLeQEJCQmLt2i5mZW6udxVhBBBAAAEEEEAAAQQQQAABBCqaQKZntl4dW1b2DrP1Ll6xxHvADeqleRcJI4AAAggggEC0BGjuL63k5s2b+/UfmJ+fr4zSmzS+4Lxzwue4YuVKS1Cv3vbuDxbpAhrnxwVyc1f5VrGIAAIIIIAAAggggAACCCCAQIUSyEzL8B5PVvYOs9DlrNpx4H5G8vFiEUYAAQQQQCB6AjT3l9byhReHZ+fkKJf4+Pi7e97pm3c3MHcN5mOR9evVs7AvkFgn0cWsWVMw8o8vAYsIIIAAAggggAACCCCAAAIIVBAB72y96g/nm603e9XWu2b7SU1OtTABBBBAAAEEEIiiQEIU86piWa1fv95Nves7L420U6dOHRc56bffv/p6jAt3veyShg0a+BIHLubl5Vlk3bqhe/fXLOjdv3nLFktPAAEEEEAAAQQQQAABBBBAAIGKJqB+b77BfBYsX+Q9yJy8HXv316W538tDGAEEEEAAgagJ0NwfkvKxIU+NnzgpcHVCfPzrr76k+FWrVj0yeIhL0KH9nscefaQLh/9to/QoWX5+yKb8TZs2uXzCzPobfkesRQABBBBAAAEEEEAAAQQQQKB8BDJSmnh35Bu739+7n8F8vFiEEUAAAQQQiJ4Azf0hLbdsG44/cLXFD3jo0Q0bNihBrZo1b7vlRjd8v0vvDSvGLbpxfrxvAKxatb2nv29HGzZuzVk/9iaBW+Q3AggggAACCCCAAAIIIIAAAhVNIGPHsfu9g/nojnj56hV2wLo1TmMwH+MggAACCCCAQFQFaO4PyalLEP0ErnaRS5ctmz5jhlubmJj49DNDvSk3bd5six98+PG4cRO02K5d2zNOOyUtbftLi7mhm/ttht66ycmWFQEEEEAAAQQQQAABBBBAAAEEKqBA0x2b+5fkLtuSv6V6XMF8gdm5O47dX6d+BTwFDgkBBBBAAIEqIEBzf8gP8Zyzzzxg/y6Bq113+/wt+bYqZ/nynPE7DERoqxRYsHCR/imQtXChmvsbNtw+vv/MmTOPOOwQb2ILr1692oVT6ge/DPK9QGAbEkAAAQQQQAABBBBAAAEEEECgnAXUst+4XsPFK5fafucty2rRsJlb9A/mQ+9+YyKAAAIIIIBAVAVo7g/J2aplC/0LubpataB9/y29tznepXS/69erp4BbO3nKX5beG5gzd55t3rnz3t5VFj7ngkssXGTAPW8oMhkJECgfgdWr16xes0a/V3lmri6fXbMXBMILLFm6LHwC1iKwUwSoNncKOzstjgDVZnGUSBMtgUZhM/Le8lBthqUqq5W6h01LSvM290/6Z/Ium3bR/rRqycodrrI2rd/s/cjK6pgqXr5UmxXvM+GItgpQbVIOEKhKAjT3R/hppqamXHDeObpuCbX9a6+/6VZ13nuv9nvurnBmZqZ+q61/t13bTZ32t8Lz5metXbu2du3aLqX9HvPNtxY+5KADLewNuIcH3hhf2B4Y+OJZRAABBBBAAAEEEEAAAQQQQCC6ArpFbVSv0ZSsqZbt4pVLLLw8b4cX4usnBn+L3dITQAABBBBAAIHIBGjuj8ytWkJCwmmnnBRmY2vuP/CA/Y464nBvyhNPON4196tF/q133rvkogu8a1euXDly1GgXk5HepHbtWt61Fn5zxHALBw389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" width="561" /></p><p style="text-align: justify;">I admit that my view of the subject may be biased by the fact that the only Venezuelan refugee I know personally is a libertarian activist living in Chile and doing her best to prevent it from turning into another Venezuela.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com0tag:blogger.com,1999:blog-19727420.post-75279831715183704822023-01-27T19:45:00.003-08:002023-01-27T19:45:33.079-08:00I Now Have a Substack<div style="text-align: justify;">I decided to set one up, both to get more people reading what I write and to give me an incentive to write more — in recent years I largely shifted to commenting on other people's blogs or forums. The URL is:</div><p style="text-align: left;">https://daviddfriedman.substack.com</p><p style="text-align: left;">One of the first post is derived from one here, the other two are not. I expect I will continue this blog, at least for a while. <br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com3tag:blogger.com,1999:blog-19727420.post-1672807002108658032023-01-24T13:14:00.001-08:002023-01-27T17:18:08.483-08:00Fact Checking the Fact Checkers<p> For the past several days, USA Today has had a post up with the headline:</p><h3 class="gnt_ar_hl" style="text-align: left;">Fact check: Biden did have the authority to declassify documents as vice president</h3><p>It goes on to say:</p><p style="text-align: justify;">Legal experts told USA TODAY that Biden had the authority to declassify
documents as vice president as the result of a 2009 executive order
signed by President Barack Obama.</p><p style="text-align: justify;">Further down there is a <a href="https://obamawhitehouse.archives.gov/the-press-office/executive-order-classified-national-security-information#:~:text=This%20order%20prescribes%20a%20uniform,the%20activities%20of%20their%20Government">link</a> to the executive order. Reading it, you discover that it gives the VP the authority to classify documents, it gives any classification authority the right to declassify document he himself or his predecessor in office classified, but it says nothing at all about the VP having the authority to declassify documents classified by someone else. </p><p style="text-align: justify;">Further down we find:</p><p class="gnt_ar_b_p" style="text-align: justify;"></p><div style="text-align: justify;"><blockquote><p class="gnt_ar_b_p">McClanahan, who also teaches at the George Washington University Law School, said that under a <a class="gnt_ar_b_a" data-t-l=":b|e|k|${u}" href="https://obamawhitehouse.archives.gov/the-press-office/executive-order-classified-national-security-information#:~:text=This%20order%20prescribes%20a%20uniform,the%20activities%20of%20their%20Government" rel="noopener" target="_blank">2009 executive order</a>
signed by Obama, the vice president is included in a list of "original
classification authorities," meaning Biden had the power declassify
anything he classified. </p>The Washington Post also reported vice presidents have the authority to <a class="gnt_ar_b_a" data-t-l=":b|e|k|${u}" href="https://www.washingtonpost.com/politics/2023/01/11/biden-trump-classified-documents-an-explainer/" rel="noopener" target="_blank">declassify anything they classified</a>. </blockquote>I don't think that was there when I first read the story a few days ago. </div><div style="text-align: justify;"><p>Nobody, so far as I know, has alleged that all the documents Biden had were ones he himself had classified as VP. So while the headline is literally true if "documents" is interpreted as "some documents," that reading makes it irrelevant to the context. Its intended reading is a deliberate lie. </p><p>I rate this fact check false.</p><p>Multiple other sources contained the same headline and the same claim about the executive order, qualified, if at all, further down in the story. <br /></p></div>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com2tag:blogger.com,1999:blog-19727420.post-1480060886668360692023-01-23T13:52:00.001-08:002023-01-27T17:24:35.588-08:00The Real Problem with the Scholomance Books<p style="text-align: center;"><span style="color: red;">[Spoilers for the third book]</span></p><p style="text-align: justify;">My previous post was about inconsistencies in the books' worldbuilding. Working those out and arguing about them, treating the fictional world as if it were real, is fun but not very important. In my view there is only one thing significantly wrong with what are, in most ways, very good books.</p><p style="text-align: justify;">A major theme of the series is the undesirable and unattractive consequences of large inequalities of wealth, power and status, as illustrated by the interaction between Enclavers and Indies in the school. That is, in my view, a real issue. One of the many things I admire about my father is that even after he was very famous he treated other people as equals, had, in the British sense, no side. Some high status people act that way but many do not.</p><p style="text-align: justify;">In the first two books, the inequality shown can be reasonably identified with its real world equivalent. In the third book it cannot. One can argue that rich people should treat other people better and share more of their wealth, as one can argue that the Enclavers should have taken less advantage of the Indies. But one cannot argue, at least not plausibly, that every billionaire got that way by torturing someone to death, which would be the equivalent of what we learn about the creation of enclaves in the final volume.</p><p style="text-align: justify;">Someone might respond that every billionaire could have used his wealth to save the life of multiple starving children in Africa, that failing to do that is the equivalent of crushing Liu and loosing a mawmouth to consume random foreign mages. But it is not true — or at least it does not fit the moral intuitions of most people including, pretty clearly, Novik, who has already shown us enclaves failing to keep Indies alive, both in the Scholomance and the outside world.<br /></p><p style="text-align: justify;">There is a sharp distinction in our moral intuitions between the consequences of action and of inaction. If failing to save someone's life is the moral equivalent of killing him then almost everyone living in a developed society is a murderer, since almost all of us, including me, Naomi Novik and most readers of this blog, could save a life by sufficiently reducing our consumption and donating the money saved to some suitable charity. By global standards most of us are, if not billionaires, at least moderately wealthy.</p><p style="text-align: justify;">By making the Enclavers guilty of not merely being less aware of their advantages and less generous than they should have been but of becoming rich by crimes literally worse than murder, Novik converts her theme from a defensible criticism of real world inequality to a redo of "<a href="https://shsdavisapes.pbworks.com/f/Omelas.pdf">The ones who walk away from Omelas</a>." It works to grab the emotions of the reader, as Ursula LeGuin has already demonstrated, but at a cost.<br /></p><p><br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com0tag:blogger.com,1999:blog-19727420.post-24880003394172342092023-01-23T11:48:00.001-08:002023-01-23T11:48:53.080-08:00My Critique of Internal Consistency in Novik's Scholomance Books<div style="text-align: justify;">This post is for fellow fans of the Scholomance books. I have been reading and rereading them — I find them addictively good — and in the process have picked up a number of what appear to be inconsistencies in the world building. <br /></div><div data-reddit-rtjson="{"entityMap":{},"blocks":[{"key":"a1h7","text":"At the beginning of the second book it is claimed that they will not know if the cleansing worked or the seniors survived until they themselves get out, but it isn't true. Graduation is in the morning, induction just before dinner time, so the enclave freshmen will know whether their seniors made it back.\n","type":"unstyled","depth":0,"inlineStyleRanges":[],"entityRanges":[],"data":{}},{"key":"28f1i","text":"We get the size of the gym from the statement that from one end of the gym to the other and back is about 150 meters, the same as the distance they will have to run to get out at graduation. That makes the length of the gym 75 meters. If we assume the width is as great as the length — if it were longer it would be the length — that gives an area of 5625 square meters. At field day all the students are in the gym, and there are about 5000 of them. So they have at most a little more than one square meter each, even without allowing space for the food machines and gym apparatus. That is not consistent with the description of field day in the books.\n","type":"unstyled","depth":0,"inlineStyleRanges":[],"entityRanges":[],"data":{}},{"key":"ci4b4","text":"About a quarter of the students in an average year survive the Scholomance, which means a bit under 400 students graduating. We are told that for each place there are two applicants, which suggests about as many students not getting in as getting in, possibly more, and the ones outside have a survival rate of one in twenty. With equal numbers in and out that means that out of 3000 14 year olds, fewer than 500 survive. Some wizard children, such as Aadhya's sister, die before they get to 14. So the fraction of children surviving to adulthood is at most one in six, probably lower.\n It follows that in order to maintain the population, the average couple has to have at least twelve children, probably more. But we are told in the third book that the wizard population is increasing. No family we see described in the books has anything close to twelve children — I think Liu's grandmother had six, most families mentioned have fewer than that, including two cases (El and Orion) of couples with only one child.\n","type":"unstyled","depth":0,"inlineStyleRanges":[],"entityRanges":[],"data":{}},{"key":"19pvi","text":"For a somewhat less clear case, it is repeatedly claimed, near the end of the second book, that they have no way of keeping the cleansing going in the long run, but there does not seem to be a reason for them to believe that. Protecting the machinery for a couple of years only requires wrapping it in tinfoil. The graduation hall will be almost empty as long as the cleansing is working — El at this point has seen that it is empty now. So one of the graduating teams could detour to the cleansing machinery, rewrap it, and kill any visible aglos.\n The counter-arguments is supposed to be that another mawmouth will show up. But that mawmouth will be by the gates, for the same reasons the two big ones will be, so won't keep them from rewrapping the machinery. It might grab a few students on their way out — or might not, given that it has just been burned, blinded, and had its tentacles burned off. But even if it did, from the standpoint of students used to a mortality rate on graduation of over fifty percent, getting it down to losing a few students is a win — especially since, with the cleansing working in the graduation hall as well as the rest of the school, there are going to be a lot fewer mals in the school.\n Further any mawmouths that get in will be considerably smaller than Patience and Fortitude and since they were substantially injured by one dose of flame it is dubious that smaller ones will survive two cleansings a year for very long — or even choose to stay in the school, given that they can leave. Note that all of this is in terms of what the students know at that point, so the claim that anyone who thinks it can be done can be obviously shown to be wrong is not supportable.\n","type":"unstyled","depth":0,"inlineStyleRanges":[],"entityRanges":[],"data":{}},{"key":"bdlq7","text":"I don't know how many of these have been mentioned by others. Obviously other people can add more. My view is that Novik is brilliantly good at designing the emotional structure of the stories — I picked these points up in the process of multiple rereads because the stories are addictive — but doesn't pay much attention to physical consistency of her worldbuilding.","type":"unstyled","depth":0,"inlineStyleRanges":[],"entityRanges":[],"data":{}}]}" style="text-align: justify;"><div class="" data-block="true" data-editor="0fd8a8" data-offset-key="0fd8a8_initial-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="0fd8a8_initial-0-0"><p><span data-offset-key="0fd8a8_initial-0-0"><span data-text="true">At the beginning of the second book it is claimed that they will not know if the cleansing worked or the seniors survived until they themselves get out, but it isn't true. Graduation is in the morning, induction just before dinner time, so the enclave freshmen will know whether their seniors made it out.
</span></span></p></div></div><div class="" data-block="true" data-editor="0fd8a8" data-offset-key="5outc-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="5outc-0-0"><p><span data-offset-key="5outc-0-0"><span data-text="true">We get the size of the gym from the statement that from one end of the gym to the other and back is about 150 meters, the same as the distance they will have to run to get out at graduation. That makes the length of the gym 75 meters. If we assume the width is as great as the length — if it were longer it would be the length — that gives an area of 5625 square meters. At field day all the students are in the gym, and there are about 5000 of them. So they have at most a little more than one square meter each, even without allowing space for the food machines and gym apparatus. That is not consistent with the description of field day in the books.
</span></span></p></div></div><div class="" data-block="true" data-editor="0fd8a8" data-offset-key="8fblc-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="8fblc-0-0"><p><span data-offset-key="8fblc-0-0"><span data-text="true">About a quarter of the students in an average year survive the Scholomance, which means a bit under 400 students graduating. We are told that for each place there are two applicants, which suggests about as many students not getting in as getting in, possibly more, and the ones outside have a survival rate of one in twenty. With equal numbers in and out that means that out of 3000 14 year olds, fewer than 500 survive. Some wizard children, such as Aadhya's sister, die before they get to 14. So the fraction of children surviving to adulthood is at most one in six, probably lower. </span></span></p><p><span data-offset-key="8fblc-0-0"><span data-text="true">It follows that in order to maintain the population, the average couple has to have at least twelve children, probably more. But we are told in the third book that the wizard population is increasing, so it should be more than that. No family we see described in the books has anything close to twelve children — I think Liu's grandmother had six, most families mentioned have fewer than that including two cases (El and Orion) of couples with only one child.
</span></span></p></div></div><div class="" data-block="true" data-editor="0fd8a8" data-offset-key="8vrr8-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="8vrr8-0-0"><p><span data-offset-key="8vrr8-0-0"><span data-text="true">For a somewhat less clear case, it is repeatedly claimed, near the end of the second book, that they have no way of keeping the cleansing going in the long run. Claiming that is necessary for Novik's plot but there does not seem to be any good reason for the students to believe it. Protecting the machinery for a couple of years only requires wrapping it in tinfoil. The graduation hall will be almost empty as long as the cleansing is working — El at this point has seen that it is empty now. So one of the graduating teams could detour to the cleansing machinery, rewrap it, and kill any visible aglos. </span></span></p><p><span data-offset-key="8vrr8-0-0"><span data-text="true">The counter-argument is supposed to be that another mawmouth will show up. But that mawmouth will be by the gates, for the same reasons the two big ones will be, so won't keep them from rewrapping the machinery. It might grab a few students on their way out — or might not, given that it has just been blinded and had its tentacles burned off. But even if it did, from the standpoint of students used to a mortality rate on graduation of over fifty percent, getting it down to losing a few students is a win — especially since, with the cleansing working in the graduation hall as well as the rest of the school, there are going to be a lot fewer mals in the school. </span></span></p><p><span data-offset-key="8vrr8-0-0"><span data-text="true">Any mawmouths that get in will be considerably smaller than Patience and Fortitude. Since those were substantially injured by one dose of flame it is unlikely that smaller ones will survive two doses a year for very long — or even choose to stay in the school, given that they can leave. </span></span></p><p><span data-offset-key="8vrr8-0-0"><span data-text="true">All of this is in terms of what the students know at that point, so the claim that anyone who thinks it can be done can be obviously shown to be wrong is not supportable.
</span></span></p></div></div><div class="" data-block="true" data-editor="0fd8a8" data-offset-key="odvf-0-0"><div class="public-DraftStyleDefault-block public-DraftStyleDefault-ltr" data-offset-key="odvf-0-0"><p><span data-offset-key="odvf-0-0"><span data-text="true">My view is that Novik is brilliantly good at designing the emotional structure of the stories but doesn't pay much attention to the physical consistency of her worldbuilding.</span></span></p></div></div></div>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com2tag:blogger.com,1999:blog-19727420.post-23998563978801285122023-01-22T09:47:00.001-08:002023-01-22T20:30:06.960-08:00Amazon has Restored my Account<p style="text-align: justify;">This time it took less than a week. But the message telling me the account was back still contained no explanation, no apology, and the clear implication that I had done something wrong and had to be careful not to do it again.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com1tag:blogger.com,1999:blog-19727420.post-36366672767624610962023-01-21T14:18:00.000-08:002023-01-21T14:18:38.555-08:00Has Someone Discovered a New Way of Censoring Books?<div style="text-align: justify;"><span style="font-size: small;">As I mentioned recently, Amazon-KDP has for the second time shut down my account, which means that my self-published books are mostly no longer available. The exceptions I know about are the Kindle of <i>The Machinery of Freedom</i>, which was put up on Amazon by my agent not by me, the print copy of <i>Legal Systems Very Different from Ours</i>, which I put up on Barnes & Noble the first time this happened, and any kindles that Amazon hasn't yet noticed and taken down.</span></div><p style="text-align: justify;"><span style="font-size: small;">Once is happenstance, twice is coincidence, three times is enemy action, as we are informed by the villain in one of the James Bond books. It is only twice so far, but I am wondering if it may be more than a glitch in the Amazon software.</span></p><p style="text-align: justify;"><span style="font-size: small;">Suppose you want to block publication of a book self-published on Amazon. You complain to Amazon that there is something wrong with the book, that it contains pornography or pirated content or something else they would object to. You get a dozen or two of your friends, possibly people who share the views that make you dislike the book, to send in similar complaints. Amazon, working on a very large scale, cannot afford to have competent human beings look at such complaints, so instead they have their systems programmed so that if they get enough complaints about one book they automatically cancel the author's KDP account, sending him some vague and invented reasons. If the author complains enough, in particular if he finds some way of speaking to a human being at Amazon, they restore the account.</span></p><p style="text-align: justify;"><span style="font-size: small;">At which point you send them some more invented complaints and they do it again.</span></p><p style="text-align: justify;"><span style="font-size: small;">It's only a guess, but it seems possible. If it keeps happening I plan to move all of my self-published books to Barnes&Noble, which seems to be the next best place to publish them. </span><br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com2tag:blogger.com,1999:blog-19727420.post-84340781415066195732023-01-21T13:38:00.000-08:002023-01-21T13:38:31.555-08:00Amazon Has a Pirate Edition of my First Book for Sale<div style="text-align: justify;"><span style="font-size: x-small;">As I mentioned in my previous post, Amazon-KDP has shut down my account, which means that my self-published books, including the print versions of <i>The Machinery of Freedom</i>, are currently not available. When I went on Amazon to check I discovered what appears to be a pirate edition. The page says the publisher is Harper&Row, who published the first edition in paperback. What it actually is is the second edition, published by Open Court, I believe only in paperback. The page shows it without an actual cover and offers it in both paperback and hardcover at a much higher price than I sell the third edition for — when Amazon lets me sell it.</span></div><div style="text-align: justify;"><span style="font-size: x-small;"> </span></div><div style="text-align: justify;"><span style="font-size: x-small;">I have messaged Amazon, have no idea how long it will take for them to do something about it. If they keep it up after being informed they are presumably in violation of copyright law. </span><br /></div>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com0tag:blogger.com,1999:blog-19727420.post-77563361851394849972023-01-19T14:09:00.003-08:002023-01-19T14:09:34.581-08:00Amazon KDP Cancels my Account Again<p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: arial;"><span><span>Amazon KDP cancelled my account some months ago with the claim, never explained, that I </span></span></span></span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: small;"><span style="font-family: arial;"></span></span></p><div style="text-align: justify;"><blockquote><span style="font-size: small;"><span style="font-family: arial;"><span>have multiple accounts, which is a
violation of our Terms and Conditions. Also, this account is related to an
account that was terminated due to violations of our Content Guidelines.</span></span></span></blockquote></div><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: arial;">They restored the account about two months ago with no explanation. They have now canceled it again, with the same claim. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: arial;">If this keeps happening I will have to move all my books to Barnes&Noble, which would be a nuisance. </span></span></p><p style="text-align: justify;"><span style="font-size: small;"><span style="font-family: arial;">For past rounds of this see my posts here in early November.</span></span><span style="font-family: "Courier New"; font-size: 10pt; mso-fareast-font-family: "Times New Roman";"><br /></span></p>
<pre class="moz-quote-pre" wrap=""><style>@font-face
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{page:WordSection1;}</style></pre>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com2tag:blogger.com,1999:blog-19727420.post-66781071843233874832023-01-12T16:27:00.001-08:002023-01-17T10:57:01.283-08:00Wanted: Criticism<p class="MsoNormal" style="text-align: justify;"><span style="font-size: small;">As I have mentioned here before, I have been working on a <a href="http://www.daviddfriedman.com/Ideas%20I/Climate/Critque%20of%20Rennert%20et%20al.pdf">critique</a> of a recent <i>Nature</i> article
that finds a very high value for the social cost of carbon, the net cost from
now to 2300 produced by an additional ton of CO2. I argue that the article
greatly exaggerates the cost by errors which should be obvious to a careful
reader, one of them being the implicit assumption that there will be no
improvement in most of the technologies relevant to the costs, including
medicine, for the next three centuries. </span></p><span style="font-size: small;">
</span><p class="MsoNormal" style="text-align: justify;"><span style="font-size: small;"> </span></p><span style="font-size: small;">
</span><p class="MsoNormal" style="text-align: justify;"><span style="font-size: small;">The implication of my critique, if it is correct, is that the enterprise of
producing estimates of the costs of climate change is broken. The important
point is not that this particular article makes mistakes but that it makes
obvious mistakes, should never have gotten through peer review in its present
form. If an article with obvious mistakes, all of which increase its estimate
of the cost of carbon, can get published in a high status scientific journal
and be considered by the EPA as a possible basis for regulatory decisions, it follows
that the mechanisms that are supposed to filter out bad scientific work are not
working in this context, hence that none of the published estimates can be
trusted.</span></p><span style="font-size: small;">
</span><p class="MsoNormal" style="text-align: justify;"><span style="font-size: small;"> </span></p><span style="font-size: small;">
</span><p class="MsoNormal" style="text-align: justify;"><span style="font-size: small;">That is a strong claim and it might be wrong, but if it is
right should be a serious problem for people who accept the current orthodoxy with
regard to climate. I am therefor inviting anyone interested, especially anyone inclined
to accept current views on the effects of climate change, to look over my critique and tell me what is wrong with it. </span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: small;"> </span></p><p class="MsoNormal" style="text-align: justify;"><span style="font-size: small;">Hostile reviewers are more
useful, for my purposes, than friendly reviewers. </span></p>
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{page:WordSection1;}</style></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com11tag:blogger.com,1999:blog-19727420.post-69760887457884358172023-01-11T15:34:00.001-08:002023-01-11T15:34:56.659-08:00My Next Europe Trip<p style="text-align: justify;">I plan to attend the SFL Libertycon in Lisbon on April 22nd and 23rd and am interested in setting up other talks in Europe. My usual policy is to limit speaking trips to about two weeks. Libertycon could be at either the beginning or the end, so possible dates are from April 10th to May 4th.</p><p style="text-align: justify;">Let me know if you are interested either by a comment here, an email to ddfrATdaviddfriedmanDOTcom, or a message on FB.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com3tag:blogger.com,1999:blog-19727420.post-67024000925214453512023-01-09T20:15:00.002-08:002023-01-10T21:22:42.037-08:00Technology and the Cost of Carbon: A Second Try (revised)<p style="text-align: justify;"> One of my chief <a href="http://www.daviddfriedman.com/Ideas%20I/Climate/Critque%20of%20Rennert%20et%20al.pdf">criticisms</a> of <a href="https://www.nature.com/articles/s41586-022-05224-9">Rennert et. al. 2022</a> is that it calculates the cost imposed by an additional ton of CO<span style="font-size: xx-small;">2</span> by summing costs from now to 2300 while almost entirely ignoring technological change, in effect assuming technological stasis. That raises the question of how one ought to model technological change in trying to calculate costs over a long period of time. My initial response was that you can't do it, that any estimate of effects centuries in the future is a wild guess, science fiction not science. But that started me thinking about how, if I had to do it, I would. </p><p style="text-align: justify;">Here is my answer.</p><p style="text-align: justify;">Step 1: Create a simplified procedure for deducing the Social Cost of Carbon (SCC) from your preferred climate change scenario using causal relationships, such as the effect of temperature on mortality or on crop yield, calculated with data from a single decade. The causal relationships should take account of variables other than technology, such as income, that can be expected to change over time.<br /></p><p style="text-align: justify;">Step 2: Use the procedure to produce a value for SCC using data from the most recent decade for which suitable data are available, say 2010-2020. Call this SCC(2010).</p><p style="text-align: justify;">Step 3: Repeat step 2, using data from the previous decade. Call this SCC(2000). <br /></p><p style="text-align: justify;">Step 4: Calculate the ratio R1=SCC(2010)/SCC(2000)</p><p style="text-align: justify;">This is essentially what <a href="https://www.thelancet.com/journals/lanplh/article/PIIS2542-5196(21)00058-9/fulltext">Lay et. al. 2021</a> did for the effect of technology on temperature-related mortality.<br /></p><p style="text-align: justify;">Suppose R1=.9. That implies that changes over the decade were reducing the social cost of carbon implied by your climate change scenario at about 1%/year. <br /></p><p style="text-align: justify;">Step 5: You now abandon your simplified procedure and substitute whatever you consider the best way of calculating SCC. But instead of discounting at the discount rate you discount at the discount rate plus 1% (or whatever R1/10 turned out to be). You have now allowed, as best you can, for the reduction in cost over time due to technological change.</p><p style="text-align: justify;">It is not a very good solution to the problem but better than assuming stasis. One problem with it is that it ignores the fact that, the farther into the future you go, the more uncertain your estimate of the effect of technological progress. To solve that you need ...<br /></p><p style="text-align: center;"><b>The Improved Version</b></p><p>Step 3a: Repeat step 2 using data from each earlier decade for which the necessary data exist, generating SCC(1990), SCC(1980), ...</p><p>Step 4a: Calculate R2=SCC(2000)/SCC(1990), R3=SCC(1990)/SCC(1980), R4= ...</p><p style="text-align: justify;">If you are willing to model the effect of technological progress as a constant rate of decrease of costs, use the average of your ratios R1, R2, ... instead of R1 alone to estimate the rate at which cost is being reduced due to technological change. Alternatively, if you think the rate of change due to technological
change is itself changing over time and you have enough ratios, you could try fitting them
to a function linear in time and use that. </p><p style="text-align: justify;">In either case, use the variation of the ratios (from the average or from the linear fit) to calculate by how much you should increase the uncertainty in cost for the later years. If you estimate the rate as 1% when it is really 2% that will have little effect on costs in the near future but produce a large overestimate of costs a century or two later.<br /></p><p style="text-align: justify;">Actually doing all of this would be a large and complicated project. Even turning my verbal sketch into a precise mathematical formulation would be quite a lot of work. I don't propose to do either, but perhaps someone more ambitious could. Having been done once, the result could be applied to a variety of different approaches for estimating future costs — from CO<span style="font-size: xx-small;">2</span> or anything else.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com7tag:blogger.com,1999:blog-19727420.post-16324721999079531662023-01-04T15:54:00.004-08:002023-01-04T15:54:59.292-08:00A Problem with Georgism<div style="text-align: justify;">Henry George and his modern followers propose an LVT, a land value tax, a tax on the site value of land equal to what the rent on the land would be in the absence of any improvements. From an economic standpoint, the chief attraction of the LVT is that, since it is taxing something in perfectly inelastic supply, taxing it does not lead to any inefficient economic decisions. The site value does not depend on any decisions made by its owner, so a tax on it does not distort his decisions, unlike a tax on income or produced goods.</div><p style="text-align: justify;">I believe I have discovered an error in that argument, an inefficient incentive produced by a Georgist LVT. Suppose there are two adjacent plots of land, one suitable for apartment buildings, one for a shopping center. Further assume that, due to administrative diseconomies of scale, the two plots will be worth more with different owners, would be owned by different people if there were no LVT.<br />
<br />
I buy and develop one, you buy and develop the other. My conveniently nearby shopping center raises the rent you can charge for your apartments hence the site value of the land under them, so your LVT goes up. Your nearby apartments raise the rent I can charge tenants of my shopping center, hence the site value of the land under it, so my LVT goes up.<br />
<br />
If, however, I bought both plots and developed them the increase in income from both plots would be income from improvements — so the LVT would not go up. Hence it may be in my interest to buy both even though they would be more productive, tax aside, with separate owners. </p><p style="text-align: justify;">More generally, the LVT is an incentive for inefficient integration of land holdings, makes a company town more profitable than a bunch of separately owned plots even if, in the absence of an LVT, it would be less profitable.</p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com28tag:blogger.com,1999:blog-19727420.post-30799621294836796402023-01-01T17:37:00.002-08:002023-01-01T17:37:49.508-08:00Technology and the Cost of Carbon<div style="text-align: justify;">As mentioned in previous posts, I am working on an article criticizing <a href="https://www.nature.com/articles/s41586-022-05224-9">Rennert et al.</a>, a recent <i>Nature</i> piece that calculates a cost of carbon by summing costs from now until 2300. One of my criticisms is that, given the rate of technological change in recent centuries, we have almost no idea what the world will be like in 2300, what features of the climate will be costs or benefits and by how much.</div><p style="text-align: justify;">My initial idea was to cut off the calculation at some earlier date, perhaps 2100, but that introduces an arbitrary discontinuity as well as ignoring technological change earlier than that. A better and continuous solution, since the paper is producing a probability distribution rather than a single value, is to have the uncertainty of the costs increase over time. If the estimate, before allowing for technological change, is that cost in year t has a mean of C<span style="font-size: xx-small;">t</span>, a standard deviation of U<span style="font-size: xx-small;">t</span>, replace that with a mean of C<span style="font-size: xx-small;">t</span>, a standard deviation of C<span style="font-size: xx-small;">t</span>*e**(A*t), where A is a measure of how fast you believe uncertain technological change increases the uncertainty of the cost.</p><p style="text-align: justify;">That would leave the mean of the total cost unchanged but increase the variance. If you think, as I do, that technological change will tend to reduce costs, for example because improved medicine reduces the effect of temperature on mortality, put in an additional factor of e**-(B*t).</p><p style="text-align: justify;">How do you pick A and B? For B you could try to see how fast each category of cost calculated for a given amount of warming has decreased over time. <a href="https://www.thelancet.com/journals/lanplh/article/PIIS2542-5196(21)00058-9/fulltext">Lay et. al.</a>, for example, reports the effect of calculating the mortality cost of a given amount of warming using numbers calculated with data from two periods thirty years apart; one could do something similar for other costs. </p><p style="text-align: justify;">I don't have a good idea of how to calculate A, save that it should not be zero, as it implicitly is in Rennert.<br /></p><p style="text-align: justify;">This is a first pass at the problem. Perhaps commenters here can suggest a better way of incorporating uncertain technological change into a calculation of the social cost of carbon.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com6tag:blogger.com,1999:blog-19727420.post-29218563673737977442022-12-23T21:22:00.002-08:002022-12-23T21:22:23.502-08:00Inflating the Cost of Carbon 2<p style="text-align: justify;">In my <a href="http://daviddfriedman.blogspot.com/2022/11/inflating-cost-of-carbon.html">previous post</a> I sketched my criticisms of Rennert et. al. 2017, a recent <i>Nature</i> article that attempts to calculate the total cost imposed by an additional ton of CO2. I have now written an article on the subject that I plan to submit to the EPA in response to their request for comments on Rennert and have <a href="http://www.daviddfriedman.com/Ideas%20I/Climate/Critque%20of%20Rennert%20et%20al%203.pdf">webbed</a> the current, I think almost final, draft. </p><p style="text-align: justify;">Comments welcome.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com6tag:blogger.com,1999:blog-19727420.post-36194444190897120562022-11-20T11:04:00.000-08:002022-11-20T11:04:25.370-08:00Inflating the Cost of Carbon<p style="text-align: left;">
</p><div style="text-align: justify;"><p class="MsoNormal"><a href="https://www.nature.com/articles/s41586-022-05224-9#Sec2"><i>Comprehensive
evidence implies a higher social cost of CO</i><sub>2</sub></a><i><span style="font-size: 16.0pt; mso-text-raise: -5.0pt; position: relative; top: 5.0pt;"> </span></i><span style="font-size: 16.0pt; mso-text-raise: -5.0pt; position: relative; top: 5.0pt;"><span style="mso-spacerun: yes;"> </span></span>is a recent article in <i>Nature</i>
which claims to calculate how much worse off humans will be for each additional
ton of CO2 released. The costs are summed over a period of almost three hundred
years, from now to 2300. As best I can estimate from Extended Data Figure 2,
about two thirds of their social cost of carbon is incurred after 2100. </p><p class="MsoNormal">This
raises serious problems. To begin with, CO<sub>2</sub> output as a function of GNP depends
on the technology for producing power. An order of magnitude reduction in the
cost of either nuclear power or storage would almost entirely eliminate the use
of fossil fuels, as would the development of cheap fusion power, either of
which could happen in the next fifty years. That makes any estimate of CO<sub>2</sub>
output over the next three centuries a guess about unknowable technological
change.</p></div>
<p class="MsoNormal" style="text-align: justify;">Almost all of the article’s estimated cost of carbon is
from either increased mortality or reduced agricultural output. Mortality from
increased temperature depends on medical technology, home insulation and
cooling technology, and probably other technologies. Agricultural yields depend
on agricultural technologies. We have no way of predicting those effects. </p>
<p class="MsoNormal" style="text-align: justify;">How does the article deal with technological change? As
best I could tell, it ignores it. It is predicting the effect of temperature
changes on mortality over the next three centuries on the assumption that they
will be dealt with using the medical technology of today, and similarly for
other relevant technologies. It is predicting the effect of climate change on
agriculture with the same assumption.</p>
<p class="MsoNormal" style="text-align: justify;">Even with fixed technologies, individuals can, given
time, alter their behavior to optimize against a changed environment — dike
against sea level rise, change what crops they grow and where, how well they
insulate their houses. The article explicitly includes adaptation in their calculations
of costs due to sea level rise and concludes that the result is only about 1%
of their total but, as far as I could see, it says nothing about the effect of adaptation
of human behavior to higher temperatures on mortality. The agriculture piece
mentions adaptation, but it was difficult to tell what forms of adaptation it
was considering or how the effects were calculated. It says nothing about
effects of progress in agricultural technologies to deal with the changed
environment.<span style="font-family: "Arial",sans-serif; font-size: 12.5pt;"></span></p>
<p class="MsoNormal">One of the things that affects mortality due to climate is
income. Poor people have to go out in hot or cold weather more than rich
people, are less able to afford well insulated houses or in other ways protect
against the effects of climate. The rate of growth of per capita GNP assumed in the article's modeling, shown on Figure 1, implies that average
incomes will have roughly tripled by the end of this century, by 2300 increased about eleven fold. As best
I could tell, the calculation of mortality due to climate change entirely
ignored that.</p>
<p class="MsoNormal">There is a second possible problem with the mortality
calculations, although I am less certain of it since it is not entirely clear
how they were done. The paper refers to the effect on mortality of unit
increases in ambient temperature. That might mean increasing temperature
throughout the year by one degree, it might mean increasing the average
temperature over the year by one degree with whatever pattern of increase over
the year they found in their data. </p>
<p class="MsoNormal">Hotter summers
increase mortality, milder winters decrease it. Temperature increase due to
greenhouse warming is greater in cold times and places than in warm, a pattern
that can easily be seen in the IPCC projections of how much warming will occur
where and its tables and graphs of change in minimum and maximum temperatures
with global warming. </p>
<p class="MsoNormal">The article on which the <i>Nature</i> article bases its cost of mortality finds an average ratio of reduction in
mortality to increase in mortality of .36. The IPCC report shows the ratio of
the increase in minimum temperatures to the increase in maximum temperatures
varying by regions, as high as three in some. If the article is assuming a
uniform increase, correcting that error would sharply reduce the net mortality,
in some regions to zero. </p>
<p class="MsoNormal">All of the errors I have described result in increasing the
social cost of carbon. The article spends two paragraphs on things that might make
the SCC higher than its estimate, says nothing I could find about things that
might make it lower. For the effect of the new calculations on EPS policy, see <a href="https://www.resources.org/common-resources/the-us-environmental-protection-agency-introduces-a-new-social-cost-of-carbon-for-public-comment/?mc_cid=33116766a8&mc_eid=892c57891b">The
US Environmental Protection Agency Introduces a New Social Cost of Carbon for
Public Comment</a>.</p>
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{page:WordSection1;}</style> <br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com3tag:blogger.com,1999:blog-19727420.post-63005438792813166482022-11-18T18:42:00.001-08:002022-11-18T18:42:37.566-08:00Which Books of Mine Should I Publish in Hardcover?<p style="text-align: justify;">KDP is again willing to do business with me and now offers a hardcover option, so it occurred to me that I might want to publish some of my books in hardcover as well as paperback, kindle, and audiobook formats. I plan to start with <i>The Machinery of Freedom</i> and thought it would be worth collecting opinions here on which, if any, of my other books I should bring out in a hardcover version.</p><p>My self-published books:</p><div style="text-align: left;"><i>The Machinery of Freedom </i></div><div style="text-align: left;"><i>Price Theory</i></div><div style="text-align: left;"><i>Hidden Order</i></div><div style="text-align: left;"><i>Legal Systems Very Different from Ours</i></div><div style="text-align: left;"><i>Salamander</i></div><div style="text-align: left;"><i>Brothers</i></div><div style="text-align: left;"><i>A Miscellany</i></div><div style="text-align: left;"><i>How to Milk an Almond, Stuff an Egg, and Armor a Turnip</i><br /></div>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com8tag:blogger.com,1999:blog-19727420.post-12755722170789835032022-11-17T09:45:00.002-08:002022-11-17T09:47:19.052-08:00Should I Be Mad at Amazon/KDP?<div style="text-align: justify;"><p>My previous series of posts describes the sequence of events. They sent me an email saying that, because I had multiple accounts and my accounts were connected with one that had violated their guidelines, they were terminating my account, would not permit me to open another, would not pay me royalties accumulated between the last payment and the date when the account was terminated. All of the books of mine that I had self-published vanished from Amazon.</p></div><p style="text-align: justify;">I wrote multiple replies, pointing out that so far as I knew I had done none of those things and asking what connection they thought I had to what account. The only response I got was to be told that they had reviewed the case and my account was still suspended. All their messages were form letters. When I received two identical form letters responding to two quite different emails of mine, one sent three minutes after the other, both purportedly by the same person, I concluded that I was interacting with software, not humans.</p><p style="text-align: justify;">Today I received an email telling me that my account had been restored. There was no explanation and the tone of it — "you must review your catalog and remove any other titles currently
available for sale on Amazon that do not comply with the KDP Content
Guidelines" — implied that I had done something wrong, although they were willing to forgive me if I behaved myself in the future.</p><p style="text-align: justify;">The natural reaction to that behavior is to be angry at them, advise anyone who asked me about self-publishing to avoid KDP, and put up my books using one of the other services, something I had already started to do.</p><p style="text-align: justify;">That would be the appropriate response to a human being who treated me that way but I am not sure it is appropriate here. KDP is not a human being. It is a firm that deals with a very large number of authors, some of whom probably do things that violate <a href="https://kdp.amazon.com/help/topic/G200672390">their rules</a> — the obvious two being copyright violation and pornography. They ask for reports of violations. It would be nice if every time a violation was reported to them a competent staff member spent the time to carefully check out the report, but competent staff members are expensive. It may make more sense, from their standpoint, to use software to look for possible violations of their rules in accounts reported to them, even if the software doesn't do a very good job. </p><p style="text-align: justify;">My interaction with them was irritating and it lowers my opinion of KDP, but I am not sure that if I were running things I could do better.<br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com7tag:blogger.com,1999:blog-19727420.post-63955288574911427982022-11-17T09:16:00.003-08:002022-11-17T13:37:37.008-08:00Amazon/KDP Has Reinstated My Account<p style="text-align: left;">I conjecture that the case finally reached a human being, whether due to my efforts, someone else's efforts, or random chance. The response is still a form letter, given the reference to other titles that do not comply with the KDP content guidelines. The previous messages never claimed that any of my titles did not comply with their guidelines. </p><p style="text-align: justify;">They have not told me whether they are paying me the royalties accumulated between the last payment and the termination of the account, which their previous messages said would not be paid — my guess is not.<br /></p><p style="text-align: justify;">I am mostly through the process of putting <i>Legal Systems Very Different from Ours</i> up on Barnes and Noble and plan to complete it and see if I can, as I think is the case, publish with B&N and have the book on Amazon as well. I expect I will put the rest of my books back up with KDP.</p><p style="text-align: justify;">My kindles appear to be back up on Amazon. It looks as though I have to republish the paperbacks but the information is still there, so it's just a matter of clicking through the pages. I am doing it for <i>Machinery</i>, will see if that works. <br /></p>David Friedmanhttp://www.blogger.com/profile/06543763515095867595noreply@blogger.com4