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        <title>AdviserVoiceIs the US headed for recession? - AdviserVoice</title>
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                <title>Is the US headed for recession?</title>
                <link>https://www.adviservoice.com.au/2024/09/is-the-us-headed-for-recession/</link>
                <comments>https://www.adviservoice.com.au/2024/09/is-the-us-headed-for-recession/#respond</comments>
                <pubDate>Tue, 17 Sep 2024 21:50:17 +0000</pubDate>
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                		<category><![CDATA[Investment]]></category>
		<category><![CDATA[Chris Bedingfield]]></category>
                <guid isPermaLink="false">https://www.adviservoice.com.au/?p=98163</guid>
                                    <description><![CDATA[<div id="attachment_98091" style="width: 660px" class="wp-caption alignnone"><img fetchpriority="high" decoding="async" aria-describedby="caption-attachment-98091" class="size-full wp-image-98091" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/Bedingfield-Chris650.png" alt="" width="650" height="350" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/Bedingfield-Chris650.png 650w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/Bedingfield-Chris650-300x162.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/Bedingfield-Chris650-400x215.png 400w" sizes="(max-width: 650px) 100vw, 650px" /><p id="caption-attachment-98091" class="wp-caption-text">Chris Bedingfield</p></div>
<h3 class="x_MsoNormal">In financial markets, there’s always something to worry about.</h3>
<p class="x_MsoNormal">For the better part of three years, markets have fretted about a 1970s-style inflation cycle. It seemed every inflation print mattered (sometimes to the nearest rounded second decimal point). Even more than other substantive issues, like how much profits companies were generating.</p>
<p class="x_MsoNormal">As the US inflation rate predictably normalises back to its pre-Covid levels, it seems the latest worry is now the possibility of a recession and fears the US Federal Reserve is now ‘behind the curve’ in terms of reducing interest rates<sup>[1]</sup>.</p>
<h2 class="x_MsoNormal">Focusing on the Sahm Rule</h2>
<p class="x_MsoNormal">The US July employment report undershot expectations, posting a 110k job gain. This was soon followed by a rapid sell-off of the Nikkei Index (-15%), and a fall in the US market the following trading day. For a few days the markets were in turmoil and the fear of a looming US recession was to blame. Even the Federal Reserve has stated that the downside risk to employment has increased<sup>2</sup>.</p>
<p class="x_MsoNormal">Although a positive job gain for any month would seem a pretty benign recession indicator, commentators are now highlighting the trigger of the so-called “Sahm Rule”.</p>
<p class="x_MsoNormal">Named after prominent economist and former section chief at the board of governors of the Federal Reserve, the Sahm Rule states the start of a recession occurs when the three-month moving average of the national unemployment rate (U3) rises by 0.50 percentage points or more relative to the minimum of the three-month averages from the previous 12 months.</p>
<p class="x_MsoNormal">The track record of this indicator has been impressive.</p>
<p class="x_MsoNormal"><img decoding="async" class="alignnone size-full wp-image-98176" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1.png" alt="" width="1259" height="805" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1.png 1259w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1-300x192.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1-1024x655.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1-768x491.png 768w" sizes="(max-width: 1259px) 100vw, 1259px" /></p>
<p class="x_MsoNormal">However, we’ve seen these ‘perfect indicators’ before. In 2022 another perfect indicator, ‘inverted yield curve’, was to be the harbinger of the next recession, which failed to materialise.</p>
<p class="x_MsoNormal">In December 2022, we questioned the predictive power of the inverted yield curve, recognising that the once-in-a-lifetime pandemic, and the fiscal response to it, probably altered the economy in such a way that many of the old economic rules no longer apply.</p>
<p class="x_MsoNormal">So, could the Sahm Rule be another false alarm?</p>
<h2 class="x_MsoNormal">There are other recession indicators that point to ‘no recession’</h2>
<p class="x_MsoNormal">Another recession indicator is the size and direction of the US federal budget balance. Although not ‘perfect’, the historic pattern appears to be that whenever the US deficit is reducing, there appears to be risks that economy will either cool or enter a non-pandemic recession.</p>
<p class="x_MsoNormal">Alternatively, proactive deficit spending (that is, deficit spending not caused by an economic slow-down) is associated with sustained economic growth.</p>
<p class="x_MsoNormal"><img decoding="async" class="alignnone size-full wp-image-98180" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2.png" alt="" width="1245" height="918" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2.png 1245w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2-300x221.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2-1024x755.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2-768x566.png 768w" sizes="(max-width: 1245px) 100vw, 1245px" /></p>
<p class="x_MsoNormal">The reason is that unlike quantitative easing (QE), fiscal deficits actually reflect money printing.</p>
<p class="x_MsoNormal">This significant fiscal expansion in 2022 wrong-footed many commentators that overly relied on the impact of monetary policy (and the inverted yield curve).</p>
<p class="x_MsoNormal">The large reduction in deficit spending in 2021 and 2022 led to a surprise contraction for the US economy in the same period.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-98179" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3.png" alt="" width="1322" height="769" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3.png 1322w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3-300x175.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3-1024x596.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3-768x447.png 768w" sizes="auto, (max-width: 1322px) 100vw, 1322px" /></p>
<p class="x_MsoNormal">The lesson seems to be if one is worried about the state of the US economy, the fiscal balances of the government should be part of the calculus.</p>
<h2 class="x_MsoNormal">Deficits are important for investors</h2>
<p class="x_MsoNormal">Sadly, there is still a widespread belief a sovereign currency issuer like the US (and Australia) will face a fiscal crisis<sup>3</sup> due to increasing levels of government debt. An idea that we debunked in our Modern Monetary Theory article.</p>
<p class="x_MsoNormal">And for those who have abandoned their fiscal crisis rhetoric, they have simply replaced it with the equally discredited ‘deficits cause inflation<sup>4</sup>’ mantra.</p>
<p class="x_MsoNormal">But federal deficits are important (positive) for investors as the net spending adds to the financial assets of the non-government sector, supporting incomes and company profits.</p>
<p class="x_MsoNormal">The impact of this ‘macro accounting’ is best visualised via the sectoral balances depicted in the chart below. In short, one person’s spending is another’s income. And one entity’s deficit is another’s surplus.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-98178" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4.png" alt="" width="1345" height="761" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4.png 1345w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4-300x170.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4-1024x579.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4-175x100.png 175w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4-768x435.png 768w" sizes="auto, (max-width: 1345px) 100vw, 1345px" /></p>
<p class="x_MsoNormal">The recent data (Q1 2024) points to a fiscal deficit of -7.5% of GDP resulting in net savings to domestic companies (+2.7%), foreign savers (+3.0%) and households (+1.7%).</p>
<p class="x_MsoNormal">And while household savings are well down from the Covid peak (+21.1% of GDP) the accumulated savings since 2013 (+$35 trillion) have resulted in a household sector that is in ’rude health’. As per our previously published research, these accumulated savings are acting as a buffer against potential recessions, signalled by either the inverted yield curves or the Sahm Rule.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-98177" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5.png" alt="" width="1221" height="685" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5.png 1221w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5-300x168.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5-1024x574.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5-768x431.png 768w" sizes="auto, (max-width: 1221px) 100vw, 1221px" /></p>
<p class="x_MsoNormal">Meanwhile, company savings (as a % of GDP) has accelerated from 0.9% of GDP (Q4 2022) to +2.7% (Q1 2024). Is it any wonder why the US share market is booming? Thank the deficit.</p>
<p class="x_MsoNormal">More broadly, with a US deficit tracking at 7.5% of GDP – neither accelerating nor decelerating &#8211; it suggests an economy muddling through.  And with US politicians focused on the November vote, it is unlikely this cadence will change any time soon.  Based on this factor, it seems the odds of a US recession are pretty low.</p>
<h2 class="x_MsoNormal">What about Australia?</h2>
<p class="x_MsoNormal">The economic reality of ‘one person’s spending is another’s income’ is universal and applied equally to Australia. But unlike the US, the consolidated fiscal deficit (federal and state) is contracting and, as of March 2024, stood at 1.4% of GDP.</p>
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p4RjDnCGPX35Obmct9zdkZ2zb7OvwNAFgC8xGYnALA81azF2u32jB2Q3fVE5Pjhhx/u6969e0/GEBH5WVnLetcwjJe9Xm+52+2+cTuyu55dAiUlJfc0az6sbV6oaVp3ItqIiL8DAAdjQESbdkR2Sql7EJFNeyY2DpI1KKV+h4gpETP7nJbXo5lcTwOAUZEPw8Xbfeg0ADhG07T8iCn7plLqVI7ORj5CKXa7vYRN3pb7XS7X4RHTfIoQ4vHi4uJPmn14xwsh0pVSvJ7/ZbPZPt0R2blcrqERf+61ADDTNE2/zWZ7Ryk1lYN7bPYTEfuA2UfJ64P4AwUAp+q6nltSUsIa8367DmrNzu12H82RJUQ8u7i4uIa/Qna7XUtKSupvt9uZGM7Wdf1cIvpjREO5tsUvxy9TKBRaEggETiEiGTHRXkbE24mIX4QrSkpKvuZgRDtkt0ApVcTE0OzQH6RpGqv/THaPKqX+AwAcBWs1r30+3+asrCxelO5YyW706NGnaJpWEAgEpjudTq8QIieiLbC2Fr3y8vJelFIuCofD/3Q4HI9FNKn7ysrK3msmSn4JP2xqalrGQYa8vLwzInKdRkRPlZWV8TMy2XUOBAKsdd4TeTm+1zTtISFEuZTyO8Mwnnc4HFdGHOg/sp9OSnm/1+v9JDc39+Y2ZHcjAKxoGcPlcrET/EYmO9ZIlVKBCGH8o8X3FAvZud3us9lpz6anUuojlhMROQ2CCegZIcRGIjpdSrli8eLFbzaT6DQmO7/ff6fD4RCapiVIKVN1Xe8JACzHFwMHDlywevVqJrdWzS4pKelqTdOY7B7kYfLy8i5RSvUBgKVEVCmEYHLiCDr7IZn8otHYtmYsIhYBwEQiYrM3alZH/H9nst+tuLiYzfroxVpc5PeTdV2/tKSkJKcta4waNaqXw+HIY+1VKcXa2e+DwaA3ISHhuIhPmUpLSwtb7s/JyeGIKbtwVjf/uxg+fHhcSkpKL13Xc5RSqzRN+2B7suMPm9/v548GR1jzGR+73b4kHA6P6tatm++bb76B7bXtlja6rv8p8o5dtd+Y7mD32bGGlpiYuFAptaKmpuYRjio2v+RnExFrF2fbbLZ0IloshLiiqKho5eTJk7W6ujrWwDgqGPX15eXl3UJETAScUsBaYlQLycnJWRH5N9akmBi2ybfLzc39RbJjMzSi7YyIBEL+zmZGfn5+kmmaZ9jt9lcMw2AH9eWhUOia7VNaWsxYTdOuqq6ufqVHjx6qsbHxHtYwamtrn0xNTX1YKfWJUuppzm/Ly8tjsmbZp//444+f9+jRY17EV3Uv+7WaCeDutkQ0ZsyYLkxYiLikoaHh5aFDh4ZXrVrFpgmnKbCW8L3b7X4o4vc7nfGrq6t7LT09/Rwp5V+J6NOIWfdAszkcE9kREQd53OwPKy4u/jgvL683+0lZxvLy8hd69+7trKqqCm8fbW4O7nDE9xmlFPtKQSnFL+YlUspKDr6wOY6I35aUlCx0u93dhRDsZ/UFAoGnnU4nE8wWKSVrpuxwvwkRmwYMGHDn6tWrOQBlJ6J7GxsbMSkp6SpN08JMdkxGuq7zuklISEi4y+fzycTExOtY2xVC3Ndsrv+M7ABgCSKyS4Ujxi9w1FYIMZufv7S09JS2BOF2u09AxOuaNfRoUIzXcXx8PGtyx0spWYtmnx1rhk9Ggihn2Gy2lJKSkidb+hk7dmyCYRjnEJFL1/UZRUVFnzMXjB07lgM3lyml/s0+2rZkN2LEiOTk5ORThBB5EWtoWWlp6YLmgNc2AYrtyYxz8eLi4jjQweknd1lktx8R4OiWEOJiRGSfRyWbDhH/kY2DC19//XVZnz59FCKO0TSNCZBNDDbVmnjxtmhwHN2KLOi3eMGapvlKS9Q1Nzf3CTaDIibKyw0NDUvbvpRMdqZpPgsA/2zR7IQQM9ncs9lsZiAQuFzXdY5oMnF2IqL3mKRCoVBCfHx8MUeGAeCRzZs3f8URY4aQfXBSyuUR/9iXERLjaGk8Z3pKKWdHLMA1ER/gERww4X+PaIYGp0bwiyalfIMjn7quc6SUfS2tZBch/A8DgcCrrNk1p5OMAIAL2E8VCYSwecbjLNy8efP7bObn5+ez85pf+HHs/OdUCZvNtkQIMbeqqmoxf1BYswMADry86HQ6WYtrO8ah7AOMvOiPJSQkfBdJ27ictZTm6DGb9GwmM0F/pOv6NYj4fnFxMWtG0SsnJ4fTKTiyylpLSZuPDPvxWPMZQERLI5oXO9rP4ueOBH4UEQ0QQrxaV1f3UEJCwulCCE625ag1rwWOxZSVlZW9kZuby37dCyOm5GdKKQ5ADWeyKy4uZoc9jB49+oxmzdsJABzx5vk3WYuPpIV8FQnCcDBhLQetmv+sK6XmcACKiM5nkhVCaEQUx20jc8F4t6YssbujOUDGUe8PeUzemZGcnJyVlJSUWlRUxBHao+x2+5RIgIjTeDjx+Cmv18uE1nLhqFGjOjudzgsj/tkTWE5OBULEZHafhMNhJnwefwYH8BhLAGAcOFLMgSn26VY3p554IxryOS0f+O1fZZfLxYn6d0opFyxevPhf+/FVP7ijsc3Ac35Zn6ampkz+PEbSGQKRl5UTXTkHLZqOwiQSISZOM2EyMW0225ZmUzC6Jat5G9DR1dXVXy1btozTSKJaXF5eXp9wOHyIzWbbuHnz5m9aSKnlpYyLi9tcWFjIY9DkyZPjq6qqDklPT/+aM9g5qiWl7K7reqJhGMFI6sv6I444YtOXX36JNpvt94ZhcBLoxyUlJewriY7HcnTu3JkTQ6VhGCm6rnOgpcLn833NY/Pv3bt37xsOhzOaUxsaAoHA2hdffJHz5Dh37DDOm2vJi2Nzh/MKTdOsacn/Y60gkkTaW0rJ/h3SNK3S7/f/0ELkrP0ZhtGLTSHGjwnSZrMdTkQbWmRlN0BjY6NRXV3ty87O7tV2DM7XE0L0iGhhGzl/jl8o/jvn+fG8cECH/YrV1dXvsbth+2gsaxLx8fGcF9i4fQCHdwXoup5UV1dX6XA4OKWkDwd/AKAxotnxs1QUFxevz8vLSzUMozunmnAkN5JmUZmSkrJ+3rx5Dezf4pQjJsBwOPydw+GIj0TfqaioaAPPQfOuAk4VymSSC4fD9Xa7nXMGK03T5OgtO/ADLX/m4MnChQs3jBw5MqM5lckZCoUabDZbo67rerPW1coR/AxKKSbbjO2im5xBgDxPrOmlpKT0CwaDrMHV9uzZ89sdbCkTnLfJqUQccebnZMw4iMLBOU7D4fQRxsAwjLDD4aBQKFSfkpKykXFggdgfx4nR5eXln7dd2y3CNpvdv4/0PYP937+UD9lRBHhQ++x28BWyt82F2/53joatXLmStaiYt4BxbtLcuXOZFHdrJ0Zz+59tc2Jn9U6ikS3+HfiFPbKtL8buLjQmzuXLl/Mz7dZzxTIuawWaprHpyRrMGrvdzlv6zjEM487nnnuOo8G7tW2rZWyPxyOWL1/O//H8/GxOm1/Wn2HYXrvm/jWXy/VL+P/S46PH49E8Hs8O5WkmGP54DGX3iBBiPgcYfqEzHDZsmLYjEtrB/dqwYcMwxntjmbroPeeee25GUlIS+7E/3p0dJzEPFOONFtnFCJR1W8cjMGXKFMeWLVvOiWyBO4ZNbk3TmgzDeN3pdP5vf2sJHY/GTyM2a6+nRXL3BmdnZ9/zazwIoFlD50hyb13Xn+T0qv2JGY9tkd3+ngFr/J0i0LwTIisQCMQnJyc3fv3115vefffdPTox5DcAOSf/ckpMNie3/xpPuGGtmPMFOR1lyZIlvMtnv18W2e33KbAEsBCwEOgIBCyy6wiUrTEsBCwE9jsCFtnt9ymwBLAQsBDoCAQssusIlK0xLAQsBPY7AhbZ7fcpsASwELAQ6AgELLLrCJStMSwELAT2OwIW2e33KbAEsBCwEOgIBCyy6wiUrTEsBCwE9jsCFtnt9ymwBLAQsBDoCAQssusIlK0xLAQsBPY7AhbZ7fcpsASwELAQ6AgEOpTscnNzj0DEvJYH40MzS0tLW0u98XE+uq6P5QMTpZQfV1RUvMAnMfBRSZHDH7kgTcjv98/bl7VGOwJ0awwLAQuBjkegQ8nO7XYXcAUnKWW08hVXJ2pbDyFSyu0hLqGnlOIaqnwef3FpaelHeXl5t/r9/tfi4uK4UMqnkVNmV9lstvMMwyje2ZFMHQ+nNaKFgIXArxWBjia76aZpvvGPf/wjWtCl7cVFikOh0JyKioor3nrrrSq3230RInavra2dk5KS8nBTU9OtCQkJw7kYiZRyIBFxvU8+5Td6gKZ1WQhYCFgI7AyBjiY7Pgefqw1xIRImqbu40A0L6HK5uPYmV6C6kQvbcMk2pdQErlxks9lOMU2Tj0/nWp7vCiH+UF9f/+DLL78cbRvLtXbtWq4cxseQd+gzxyKbdY+FgIXA3kNA1/WQ0+n8pEePHtscBdahL77b7R4mhPA31xP9I5u0ixcv5kLMMHLkyCPtdnueUsrDZMdHggMAFze5geu4xsXFdQ0EAlxQeHKk8vlLNpuNq8h/UVxczCfWtnta7po1a65FxF5EJPYerFZPFgIWAr82BLiGbWNj40NDhgzxtZWtQ8mOi68sWbJkC5NTc+XwOaWlpVxkBMaMGXOoYRjXKKWuayY71uTcDodjBlfw4ntycnK4JiYXEBkcqZH5iqZp5wSDwbuWLl3KdRh2eq1evfoQv98f53A42rvV+t1CwELgAEaACyUR0Q+DBw/m2h+tV4eSndvtniOlvJ7L+HEVKCEEV7Ufw9IMHz48IS0tjWtrjuNKRW63m+taKq5pykEIt9vNRVemmKZ5v6Zps2tqam5IS0u7KhwOP/vcc899syt1IQ7gebREtxCwENhNBDqa7Dgae4wQ4odIabqBUsqFuq6fBABPchFkt9vNZfP6sRqqlOrBJQDbVBbnKu1cWelTrnUZIb4qrppeV1d307Jly7ZRV3cTC6uZhYCFwG8YgQ4luwsuuCDV4XBwtXRN0zTDMIw1XK6tvr5+LVfK4jJxoVCoJ5d1czqdoUWLFq3iM+wZf66mFQgEZHPeXa9AIMBFj2VZWdlXsfjsfsNzaD2ahYCFQAwIdCjZtcjTXIYvWth5BxcXExHtpZRwQY/27onh+a1bLAQsBA4SBPYL2R0k2FqPaSFgIfArQsAiu1/RZFiiWAhYCOw7BCyy23fYWj1bCFgI/IoQsMjuVzQZligWAhYC+w4Bi+z2HbZWzxYCFgK/IgQssvsVTYYlioWAhcC+Q8Aiu32HrdWzhYCFwK8IAYvsfkWT8WsTpfOEmzMVbjrK0KtX19S8tBG8WxO8d+c6ZNJt2bUhI1Or8/9Q+eLdDbvTR6xt+ky+M6WuIdgFtXBd5bO3b461nXXfbxsBi+x+2/O720/H5NRgmrMAzZME1Hxvqobrqxcs+HJ3Oux72T1ZdYGm2wC1IUjBpWijpyqevp0PhNjrFxNdfTB4MQjhRsAPTCmfqFnk+WKvD2R1eMAhYJHdATdlHSNwRsGsYQDqUSQcTGiEAcQ8M2zeWVt82w+7KkHWuJnHk6AngfBwEE2rCUL5lfMf/GhX+4nl/owJfzlZQNo0UvZTCXE1gJpRWegpjaWtdc9vGwGL7H7b87vbT9d5/IwJJuJ0BOjFnSBCNSl4ICD0Jxvn37JLBy9kjpsxggQ+gACHAfqbTDTOrJl33392W7idNMyccOUEpAQPQVxPQGgkBTMqF0zjMxNpX4xn9XngIGCR3YEzVx0qaeb4mX8HoCmAmNU6MNFngDTeV+j5ZFeESS+YdYEAuhsA+gGakozwaZXP3rl8+z7Y3K1uasraE79e1vibbyDUpwPY4oGQENSDhsM/o2buXXW7IrN1728PAYvsfntzuleeKKNg1hMIxJXg+Cj7liskkCZsaax9HrwPbHPk9c4GzSjwuJHwNkDswwqWEnJUVcOql8HrbT1cMeojDJuzQMBQger/lGE8savBheyx9ySAzT9VSbgBEKNrmwBLCeSMqkLP6r0CjNXJAYtLQ+BqAAAgAElEQVSARXYH7NTtU8Exc/yMFwhwBCLoIBoCoJx2AJuGQI+ZBt1ZXeTZEKsEmRNmjAeFHkDoHSUgUX9DuOGHZ+q93uqWPrb1EaotKOBKX0PyS+D9W8ykmjnGcyhqYjohRA+E3Up29K/Iof2eyoXT34lVXuu+3yYCFtn9Nue13afqPm52N8O2Zohf++rdhq4rq8HzUx2P3gUPpDZh/Uug8CQQpkSx6T2QWQMInOkE8CUqGOtbOO3jdgdpviFrwoxLlcJbEaFH9J+06qdNo3pWzcKF61v62N5HCBReQYCXVS6YxYGMmPxtGQWeYQjoAcCTW8mO4JtIc0/lgulF/G8taSnCAbW+Qk95rM9g3XfgI2CR3YE/h7v8BEx0QSEfAzAHCH39CqX8syrnede0dJSW7xmk6eJZQDgKsCkAWvlNYHadAOD8PQDusimbOWHmlaTgBkToxmOgVvmGxJqrqp6OHs4avTImeKahElcAQmazRmYIDD2sDP99lc8+uNNcubR8T7It4YeBMpx2IUDyaASMBlWiV5sgRc+8O1L9tvBELmcCQB8jySeSnAnfcU6eRX67vIwOuAYW2R1wU7bnAmeOm5YDqD0KgBmoV1aDMs9N0Lp925L0KzKSjldSPYSIA1Cr2RKG+tE2ctwEKm04gF1DxDlmIHhHdeltP8YiTdaEmTeQomsAsXOUyLD6SxTBsb5nnmjVDjPHT10AqF8EgPGtfYqmr0kG8ioXPLySfXpN6usjDXPj6po+b25o0USZ6DSbNoHILECEzkAiHRBtgKSACIE07q5QQzlTIR4W+dfpAMCpMNVE8JRA0UhE5yEIKycvlsk8gO+xyO4AnrzdFT1rwvQnicSYKLGgIUGFLlEY9ycE/QhQ6kUNRVgiXRpNO9EqvgAIjBPQeKFSh14K5MggoI2o6i/xOZe/CXNXGu3JkVEwayoSsdYWjewi1pWbFB5ZXfjIe50n3J4ZhnCmRjCXAI9HwDalLoMBU8jhqSJ5bYNhzAZQJwrbptXSbLrFETqsMuSwZ5hkdLMDXgZAF3F+zFYyNQ2EoB9J1wmcCQDgI4D/IhD/+cSthIpEpMqjcQyiLiTgK1Q0w7fAs7i957F+PzARsMjuwJy33ZfatVjLSPziQyTtSIgSCwFi07sEcf1AaRkkaBOYuBEEHYaIyaiVv6qo/mrQmghlv3mg4o+PZt2J8teUqr2mqrCk3ShnZoHnNiBxKSCkRwUXAb8J4TOSw2nfNtnkTCAaggSHAWACIAQISUMlbCAUSUUjkEChwIeQcBCgPyAwcJOkTkcD4SCmKgDsAs0m8lbT1fgeqP57AGcvgIRDmsEKRDU9QOc2ZdLZGxjtBGtQqRm+hdMf2n1wrZa/ZgQssvs1z84+kC197A0DhZbwBhB2a3npCWQYQehbyS8aDggCgp1pCbRNjyqj6s6qgLc8K/7WixXYb0XEniiqKkwVPr+6cM577YmZWTD9ASJRgIipW8loa64d2ek4oZxXAWmdW2VB+kYo0glFFwBwoFDjldTSAeiarQEO4v+tQ8RMUJhIiBJJIWBU9nUEsArAXE7Q9K0A50QAx9nbyodEYKitC1+P2rhbHxklgrzLl1Q1Ex55JNTeM1m/H3gIWGR34M3ZHkmcdfEV15HM+DuASImlI9R8lyn6obhy3osNnQtm/kESPg1IRwDWNQGaZ/rmPdTuToio2axEHiAmtlCLArpcgHIT6ScgQivpRPxprwEqSQpPYHIURH9XKPsRaee3kuVWdopqZNsR2QKi8CNBv7k+DhwBGQdnCoTzEUUaAA0A4Dw/WQ6ifg0orQtAcv+27QlhLhiap/LZW63DA2JZHAfYPR1KdqNGjerucDgmEpGDiD4oKyt7oS1eLperm67rYwEgUUr5cUVFxQvNpRP7ENFIpVTI7/fPe+mll/wHGM6/GnGzJl35PBidRhBqrLltcxGCgQp0iORvbP3BICmMM6vn3fkml6vkPDbQsBQQh6JoCpNSp/kK7/l3ew+XNXHaQpIa+9TiWu9F9REp7IOAqaCZ64DEh7zjQYFYLFANBIV/YdOUUD2NpIYQaIcjoO2XxiIuuYnqtsp1MAuWe6KV66JRWqGlS1vITtJ+rBB0KpH8kuzl/9KUOULJxDMFJEtS+iGAogsBvWBCyGO3f9xAKr2rCmd+V7XwgY3tPZ/1+4GBQIeSXW5u7lwp5WIpZYXdbr/UNM0nvF7v5y1Q5eXlPSSlfFUptVnTtHEAUFxaWvpRXl7erX6//7W4uLijpZSfEtEqm812nmEYxd42WfgHBuT7V8rMCTd9Birud7zDgNiXv41+FF4OILoSaIcwsZBoCqMKn+YrfCBKaNmXebJUAF8AxOMAQ5LM8J8rF93zz/aeKLtg6mIF+nkA6Gi5lwDCSGBjWkUyZhm65rUHwL+l0e9LT3WeJlC/CzC6vexdIO1QIMzcRpMTjSEg0IDsGoCd13EVKOXxLfQ8uiN5mPiUDdLMplBTo+/dmoz+aZlaOCMjTJm/08F+OSCeCKA2o2j8kgh1VM5MAn25BjinfMG03TrtpT1crN87FoEOI7uCgoLUYDC4oLy8PGf58uXB0aNH52qa1qWkpOR+fmT+PRQKzamoqLjirbfeqnK73RchYvfa2to5KSkpDzc1Nd2akJAwHBEbpJQDiWgFAPzTqh0b+4Lh8+kkOVYCYQ8QGCQF3yJAf0CIakwKzJsEUQDAdjUgHIJaZSVQ6LyKeU++Gx3FdX9cZkLjawDwR1aklB76c9XTd/LOhJ0m/WZNmPqCUvpZiKj/TFpR36CAt49teAe83uh5eSnjZw61IzwDAEcCUD0Rxkd3ciBtIFL/QVHXF0XtcsBwPzKzhwJ16gGAn0ds3xnVC6Y/FzsiABkTZx2Gknh3h5uAFIAykVADFBoBrI0ENWa0JCTvSr/Wvb8+BDqM7Fwu12Gapv2ttLT00uh743Idrmna5NLS0inNfz9MCHG5UupGr9cbyM3NHayUmqCUmmqz2U4xTfNIIUQiEb0rhPhDfX39gy+//HJNLJBmTLyrq8BPjgnZv/hn3ZzPY2oTS78H2j2Zky7NQaPLY4SciwafklIfIoqc6P5XNCWYxnlBTHrfqQX+gtg4UqHvbYX+h6qfXtKyNQwzC2a+CgCncfACRcNFFQ0vvwTer6J7XH/pgM7MgunLiLTTt/PNAYiQErD5aYOqZlfPf6E1Z4/TUaQyXoxqkHy1REwR3wZDzpJiQ7WWXFEp68MZut45BzH1NDITXpKmrXBXtrFx170LPM4mVOcTiOuR4CgA8VPqC0KQEG/PapB3feX1tO7jPdDm3ZJ3KwIdRnYjR4480ul0TigpKbmaB77wwgv72Wy260tLSyfz3/l3u92ep5TyMNnl5OT0BYCrlVI38AajuLi4roFAQBdCTJZSvmSz2bog4hfFxcWfRZWSnVyZE2a8Ssrsm5q08dMnx0ye2zUl5aBcuKOfKLyyoj5uhCLh7Jaa/Ebf7IRP3l27ZbKhVIrNVtc4+uhBN136pxO+fO/bjZ03N9RmZSeKqiN69d6SaIuL+sCi8/bo/82q9AePIyL9yEPsD1w17Jg3D83q4n/3uw0pd76yIr+myex7SEb8/y475ag3j+/TJXrSyLmPPH9vXZMx5CdfIK+8IPXONP91zpF9y84YNOSbFGdia75eIBzWcp54+Z7agPn7tmt0cJe0oktPOfK53/fIiH6wAuGA9umGjdmbaxszuqSlVQzp2b3CLsRO18KOlsnq8prUj74v7/PphqojN9Y09qkJNPZoDBrdiXStc0r8y5NPHrzgtIG9d+lYK4tg9h8Cuq6HnE7nJz169NhmX3WHkd2YMWMONU3zptLS0kkMQ05OzhAhRF5JScl1/Hf+3TCMa5RS1zWTHWtybofDMaOwsDDY3CYfEYVSajAAvKJp2jnBYPCupUuXVu2U7Apm1ABhqm6rC5RdllOUnZQSU2oBR/+IKA0Rv+cM1F2YPo50crsfiaiVKGJsv7ttf9ZuXUVt3Icb1qSe2LdvVbeUjHDOk0UXbKrRuhChGH1M//+dc0Tv74reW33CqvIfsw/trG8oOP7ED/pkZNfvTM6rit4+7dONVX1NqfTzhqR/nX/sUe93S02vf27F190W/G/Vn6obg2kpiWrLrWef8M4JfXtVRT5eMPbpV0f+UNnQFRDoyF7pVXX+6rjembbyc48Y/PlRPfuU2zX9Z8e9X1L4wtlrtvh7KrVV00p06uEbRxz75R/7d/1UF6IpRizZNRlHRJ0QMUBEv6jVSylFtT8UV+UPJbz8yRd93lq1YWB9QMT3SkteP/7EgR8O/13vWPfROhExjYh4zbYedBCLvGzmI2InKaUdEWMOjOyvdkop3u0S82Gu/O4CQCci4qj8PmuHiLWNjY0PDRkyZJsPVIeR3fDhwxPS0tJellIO56CC2+2+HACCpaWl7JuB5t/LpJTjvF5vtdvtvoQ1Ninloub7eyDiFNM079c0bXZNTc0NaWlpV4XD4Wefe+65b3bmN+p88exyacpsQIKTB+m3/vX4k1/OTktrN/Nf1/VTlFLDDcOYqWlazKdvCCH+SETDhRD3Syl3yWze3bbbt3v9i3VdSz749qEGw9+jU0LV6pFHnXDTQ69/tjBkYjdW6I89LMt982nHf/ljbc0pYSN4ctBsLOnXpcuarPjUnZL6hXNevrG6KTSSiJKGDUxcf3L/btef0v93X0yYt+zaH2sCF5mKkjURDA8b1HvS1BEnrtxY22SfVPjm0wHDHMrR3tFH93vmuEPSMv3hutLDunVb/Uvjnf944cx6f9wIIj26faxnevJ70849pqZ/dqc5SqlvYyEPvoeI+tpsttMj6+o7Ino9lnY3LX35yJXr6i83pP1Epy7KD8tOe+yhvJOXxNLWZrP1MQzjDET8NtbxWvrVNI2JYLhSKi0SD5oTy3h8z35sdygA3BarnIjo1DRtuGmah+9Ou2DY/P1zH35S8sXm9ccmODPKuySnbLrgqAFrXv9i9SFrqtcedtERhy8f0KVvEyIaRPTD4MGDt7HgOozsmjWzvwkh+JifSiLqI6W8Sdd1NmOfLCkp2cIEiIj9mJmVUj2klLO9Xu/3vGZdLldPIUSGUupTXddnRIiPtYbf1dXV3bRs2bKdmhiDp9z9L19D6AQC0lD74YUKTcuDuXPbTV9ZvXr1+UQ0OiUl5ZKuXbu2e3/LpK9Zs+YspZRL1/Ub+vXrt0vmz+623b5d2/2voDXUgwxdApj2MJDIJgGbzIA6sbbU8z23k1KebbPZHuvXr99X7S3czPGzZgPQZbwb4qhDxI8pTrjIu6L/yoykz5eAbA5CoFJK4fCqBdPfzph4VyLK0DJAOBFQ+S/54xG3jzluQNf2xsuaOOluUF0uJrClEYI5YmCvOVec9vv4tKT4+2ORs+U51q5dO8g0TRcifjVgwABve8/Hv3cbd3l6GDKng0D2JwdJiJj9dl9++eUgXdddkXUT83gtMn300UeZSUlJF5mmmT1w4EBPLLLyPXut3Ygpjh5ZWd2DCMJXOHXtL43fMp6U8ncDBgxgpSWma8WKFfFJSUmMzTG72s4eFzf6k/WVrmvL3kkDUNmktBAKrJKAbwiSZyGE4jV93avlz5Re/0vCdCjZuVyuTKVULyEE6boeLCkp+SonJ2dwfX392mXLloVyc3MzQqFQT03T0Ol0hhYtip6KETVxRowY4QgEArI5765XIBBItdvtsqysjF/QnWojg6+4/6++xob7iLcKiYYqGQr2qS56ZKfmGo/5+eef92ByHjRo0P8QMebKWp988kk3p9PZO2Jmr+jXr19MJnPLBO1u2+3bZY+f+YgCmAAICVH9Bo1PhLINjjjc7QT4ShD9BY3z7/BxO5vN1t3pdK7u27dvu6f5pk+YeYNQcA0gdE5Pqv9Is4Um+hp/PIHCg24GcvZo3QmhNVxSWf99aefEo+Jagg0EVHN0z6yL78v506b2xsuc5L4c5KE3Adm7A8CHx/TrPPX2c46tS0xMXBWLnC14fvvttymBQKC3EKJ20KBBsZlOHo/IXB+4CZV9OpHNDkDzbUSeTQs9rUdS/dILtWLFipTExMReRFQ/cOBA/lDHfK1du9ZhmmYvNg8HDx4c82nQe6XdPd7VmVI7lTQ1DQArNMQHt8yf+vaOhG8Zj108gwYNancHTUsfRKR9/vnnvXRdz9rVds+8/PrAJSt+uOLD78tZOWreBB3lhqroSTmR8/dRq/2iouHBo36pCl6Hkl3zQ6PL5RI7SRlp7/doNy6XS4s17aTHFXd1DTaGVvCGbxCkhBm4TOpxKysbv/yU0x26/nV2D7PR7FQR+PLLlvQHHmPx4sXa4MGD+b9dCmjsbru9NmZ0/+vq/6KCo6F5dwIn3SKRRshHlcNEX1NNGZ82zLL26dNHDB061NyaerfzK2v8jL9EcuRuAcTuqG/5CHDze2D2GEYqtT+g9lNqifA9rMzyu532wRgy8DlEPIaQNtmBXC9efs6H7Y2XNeXUvuQ/9A6ipJ5kOB/rmpj4f/MvPr2xvXbbS+/xeMT06dN5vdHo0aNj/mBlT7hykqJ4D0B8NwR4m0jxIQH/ag8f/qzMnTtXnzx5stqVD2RLv++8846elJSERx99dLtulray7Gm7Mx4t6Qtgf1hA3GlA4EOhHquY75m5o+flCLbTZu+pJTnivrz/2k/bw6Tt77v7bhw65fbMxiZ1t1SqYMfjcdaorNDsq0aXP+XdYe7n/iC7XcFmb92LmeNnegmItxzpBPQDoqgFiQ8I3fy3lOJJQMxASQ/54jYUwdy5u7TQ9paQe6ufjHGe/oD4JgK2alqtX1eA9w2h8urmeda1lx+3I3kyCm7LQ5Kzm/PwqoF0RTIpdRui44b6lteU2XQ1mlkEWmIRIgwlgG9BKnflIg/nSO78coGWkZrTV/NnOrakZfwAj3i41my7ZNxet7H+3uXii8+UKmM6UcJxQPRF5EXxVOxiDl+sY+30vm1Ny536pnd7PNc1cdkJKecrhKeBRAIQNCnEJRKapjlEitgy7+bvon0XeJxdQP4hTHISomMAEoVAwMO++Z5/7PbYMTZMyL0tO95pLgHCE5qb7GDDoPSj9v2CimcW/HVH3R4sZAdZ42fkE+BTgPDTliWCVxVsXiGw87VAGAc6lfkqaCK85InZPxfjXHXobRnjZ+QLwIeo5ZSRn1YHAcLkysbEol057ryt8BljPOehhvcAYn/AsAKlCeAcXAQfEa4EoqFRs0JUriJqGKOLRF3K9KcBxOGE9BVKHLMrpxx3KHBtBku/+OJjhMyaDhB3FhB8G4kjeirmT3u2Q+UZMcWRmZ11CoHyIKIPyP+Yr/BOznPcq1f62KsHonA+jBjP+ZNAxFvvoAIVrQPERgRzYbiu/mUtvdP5QsK1QMTb6xKByCQ038V47Syf78tAtvOInigovnzBNHYt7dUPU+qoW3vZkh0rAfjkHKVANNWDStp6sETrxf/e8Klv3n1DDmqyS77Yk+aUaiaJxvNApnTfWpAFq0D4NoBM5+1TGhD9x6fiz4RF18ec2rBXV91e6KzLpLP/aJhD/opkO5+JnTC8FsnWG6L7SvG9cFjm1xXvnlbH4nWeMPNkk+hxBBzUVlzeV4ok3iBQV2w99LO20qTQeRqaKSQ7P4CgDQCEj9GACRXPTtsl02cvwLLLXaQXXDFAQOp0ALubiH6MLBePr3DavF3uaA8aJLpuznTGx/0lslI9QLIJRWNxxfz7okn5e+0q8Dg7S3Wu1MX8qFYXZbvm/xfACVdSCFpLClYR4BBEOqQ1PZcP1wKqkkjXgYKvBOCDIMAANB7xzZ+997Q9l0vLijvqGNLM/wCRIAw2oKhbAbLzKdvgQCyQKheiaeyWeffyfu5troNGs+On7jTO01NAeWehpb4OFJcSPcARjCCSHseqCddXgOrG4ytfvJtNpgPu6nrpaeeboaE3E8T357xCTuIlEZgM0jkQgXqbBPNqfFVvwLLdP8IoY/zMoZGjlpq3cv0EEQl1P5B8EZXtPkAYiugPkzJOF6K6m6IeswH0PoDwrmmqyTWLPF/82sHNcN/QVTjipxMKdohviZqxhdOe6Ei5eb3qAjlgcDGBUihCr/vm3TFib8qQWnBZbx0SZyIk8wEcO74iqiUAhAHBSQAGovwWQPsOCM6KandAXwEKNvVzAcgkCv6zcsEdp+81OV3XxKUndXIJBQtYq0NRt1aKpkJhdr/jZ2NszWv9t2/B9FMParJrefjsSZevUkbWYS3l9tocF7RZGmpAdZGn3UjtXpvIvdWRC7SslImvktntZABbdK8rYTgcMuAIu3A2CpsZ56uv27grJRB3JNrWk09EKRNa298lwLWBYMib4LQ/i4B/AlRKUvBsDSuHAnW9AkDvrPj4JlBXHwhlDdkScBjgASGmAFEdIXkqCz0P7q3piqWfqO9ViPsR4Oyta1T9G+LhLN/jnsZ227s89sxkR0+Soe66bIonZ3k3UlpQmNkflS+4q9XMzJhw9RBE+7OgEgfyqTMkSCEfsNB6RdWl5uinagTNeMMI2x62CTMDNPEUKD0VBJmk0I8IyWwDg6AfSdafVrnw/q/blTOGGzq5bkwRCfE3C8AbEVRIaeWvGmF9tl3PeB+ozfa+5r4Q4IeKwmnRSnZtr4NKs2slu4snlEqz14WIfGBlm2lFCMrGps413gOvoHKXS88cJcO/f5xUXPZPx5MHPkQyz/MV3hNr9n+7Sy9r0i3ZZDieb9232txCKJW/JVC3NCu+U5ECOBv58E+t4moA8WcwU08D1ONQqPuVH+6rLPVsaneg/XxD5l89idSE7CtjH1UABXkq5nu40HeHXZ3GeY7QhWDTeeuHhWAlaZhfOW9qa3GkHQkTJYf4uPORxF9BUBJEC3FIp+CTDlD7SiO8f8uC6W9x29SxU0+26fAKkI2Tt+uA6AdAPGJrv0YdiurVgJQAlPgdmc5iEIGPfPZDv08Nr+umoXaNIMeVP5dBNaCovq9i3sMz9gZYSbmeDIdTPI0E5wOoBtQ2PmCqpKc11D8DlZgK7GMU9D2C8T5g4EQi+3u++Xe4LbIDgMyL88eD2X/ONuerbUWGqF7rVrnkADu8MarVTXiVzB4nA+g2QvgBib4wNTmnZlPNm3titv5ssfLJJ/ENr0eivSe1/MY7I0iqs6oWet7KLJjxCBCOBYRkEuVFQKnHoXL0IYEKCMZVNtUs3VPtcm+8QO32wZpRPHgAxc1EJFGgxzd/2ux22+3FG9LHeY4RQvDOjWhVNlK0BgVd7Sv0/GKQgolOT4wfRQpvQQTeX769QlMHAhf65k29Es71xGd2QhcInA9EHJRYBQgrgHDC1scwV0qxYYqmqQDJuEBlg3N969y5XPakpMMOcUr9OtDDRyOFMhQk+FHp/aN9iaYPfPPvbomc7hEqGW5PV3CKd6In9JCqkLh5jAba5yT0F1Fl/AEBQorodcMIXK3HNWWgYavdkVZ5UGp2iRMmZMZRz68BROr2a0HpOKjq6alcV2GvRpP2aLbbadzlsrPPMEO/KwQV3zmaR6fgSqmpt6sb69btA2LBzIIZrwHgn6PHtkcL6CifKeX51QtnvZte4LlJkLiKk45Ra1xPpiMT0MYR8HXSUHnVRZ73DwxsCTMKZkwHENOQiLd1zqjoLWeCx7Mre6T3ZNoxdeJtw2xkLgPaeg4gEW1EzbjLN2/2I9GOXR57akKwa2t6yIgpjs7ZWX82iR5GhD5by3MEGxFxHSm7IsTDkReIUv9z2CE3FAxL0O3XIYi/EalaFOoFIJ1Nz9uAqAExWFzR23EFeLYehvrzD59L6xQ3uBupQCfNFnSCTOwsNGcJKBW310zZYR49q5c8loT9LSByIKn1Yaw9Uhf1kijtSkHJszlVhhCerCycdu3OAD8oyY4ByZp4/TqSib1a/XbNKEllnFDdR3u/Axf1br0QXPs1DGZ6RQBWZ6dunKPCXXLZVKQ9zKOLRZisCTOXKAXnYPM5eARGc+HsWR9nFcweywm4nIcHYEogXWw97QS9SHBzxYKpMe9rjUWWfXlPRsGMqZEg1nQEPiSU7khJrpzxTUfVp+C0k8ysc0FQ6xY3AqpDMAp9hbOvhilTHFmNGcNIwrSW9BDTDP5T0+NvBBSXcxyVhLFCV8asoF1ttIVFfxRwD1FCT06l0ZBuDiN9qYN4hAhOBaLvFJnTUdO+IoVXCCC/geGnawtvj3knR0LuLdlxDmcZApyMQEGCxrdR85Vip4+WbLn3s13PcBgxxZHRNWM4mDgDuYYxEYHmX+2bd1fkIBAPJo2rP9SBqdcjKDvo4kHfMzsv3H7Qkl3mxX9dBmb26dGUkzZX5FDQcyr9A18F79Zs+26T7uoeNur7gL4+O2z/5M1fw3l43SZ5uocMeASE6IXKWAJoXAwU10zceLVP1j0Ni+7d9cUVI3NkFsycDwCjASC6SV+BfB0gfFVV4R2rM8d5TgLU5gDS77bBFeF6I+R/pq74zl06GCFGkfbJbZkTp94EpE0HEk4kuk9pzhmV827skEh91O+WmDBWEGzV4rZqdmGh0UsV8zwXcaRWAzEVNZjI6SGI9Bko+g8IOhdAY63uO1Lm1MqA9g/wesKpeZf3sjkSpwElTASCetDgWdMUJbomlwJhBhGsRAzn+rbUrU/tmt05XoHa1Mvc/Ita3Q4Qz3R5EikJL0WF90YDFUghoNCPaFv/QsXTRdHTjWK+RkxxZHfOONMEvEMQDIgaEEAh0hqf9z1zz1Z/nIs1y6Hd7HZD21InN/JzWprdDhDImHD1JFSdHt7eb6eEcTOQ9oFN39hTmilDFSUOARIpAsNOtK37d0Vt+K/g9cZ8AkrMk7sLN2aO80xEgfcQYRoglANRBgDqoFG5DNGfq4umr+KVtgtd7tKtmeM9jwAKTlVoLtpjPmMqMbNmoWd91LEfQA/7fRCAT+9gUdahKH4AACAASURBVBrRgFEVoS/ebrsdb5cG3Q83Z0ycdi2THRImAalH7RTybFx4x06PE9tbYiaO9WTF6XglEN7a2idxMUj6lzLoPLLJI3XUi4GQ9w4ztxgCoV4hpaBCje8LqeCFDS3yjpjiSOuSdL4gezGSQFK0Sgh6jRCvZmuXIPxOZW/bWeDZk0NKPSJlvHmIHbQ7SRPno0JbVBvDwFq0J5xVMfcXtHrX8XFZqVl/0rC/b/Pcez5iEutsP3yIYYcFgmhgtKCcoApQ8Joi47Gqhbd9sDs4H7SaXVLutRlOR/LfgaAnaZCFkusqgEZE69ksAGUkoBCdgERy1K/HSGlbfDIoDo3lEIHdmYxY22QUzHheEIzgTf3baE8ETxuG/4Z9rT21PfkkymVAM/xNtscavbdET3jpOs7T09Cb7gUVfzaAFk9A/1aEf6k+wGo5ZBb8fQqAzn67dCKYC7LjKo+1zbHbZl2Q/AbQ9yhQZh9C7fKoiR1Ng/vpgGUCqtYAntpSOP3mtv7R9LFXHavpcYuJ4nsCANfwqIsWLidVj1pgUcW8u66IdQ3+4n3DhunJvU86xKn0Y5UmbkaCQRzNBlBFPj9e/jPty3V8XOeUbi5p9L+Z0F6lkXZ32P/jP7XE+L8jdWJtUBHKNSjhWmFXq7eIig27u53zoCU7nqy0SXd11yjgRAMuVYhX4nbk8bMJxYAMQHmXxvnzd+nYpj1eQG06yJ7o6aOUeAOI+rSkmES/7Ox2Jjiz2r5x+e4uhljlbBuE2Dq2uhSq/CVtk7GzJ08+nCR4iJIzTBU3RxOhlyvnHVjJ2hkTpk4GYM1OdAVShbqhezYX/z22k1NiBXNH90VNuKwTI9bpDCARjXrz/CJFD78MEZk+RJ2DFpkAoQAyAUS3fDt5j3ITSfs/TWm/b/vk7bT8G7prDv1mUM7WvaNbk4SN/xoUvKa28J6Y/XPtPt55NySlpzpHoaY9gyqSuAO0UaCYUlE49fm2bZPGjUyPt6c+pszeOUDYhAhPNulVd8dLXAqUdjznRyjEu6qa1L3tmantyXRQk10LOBkFs/+GJG8DROfWf1MEwvgCpWOdEvRKZJFx1fostgxRfHFGRcM/3vqlY2TaA3xPf8+6+KppZHa6DlAkAVItECZv/ayHPpFBOK+69LbWWg57OtYvtW978gnfY9rUuTVr4dWWEobRdi7QMtPy+mjBTvbyCvEjLHukQzfy741nz5owc0zEwpsOBIeigmLi9JOdnPO2N8bkdJD0DP10JOlBwkMBIRHAZEJqIIrb6hbY5gp8LbRPZ0hMXaPMFJsUmukM2qq39E9Z/zN/2+TJtk7h7ON0tN0FBMdHiQ7M99AUN1XEd/kQ5l66Nw/AwNSLr+1pB7OUZPpxHDFFVE9WFHq2iZhmjBnTBeMSloHR7UggCKAArxluvFVzaB+AiuNC6VtIGjmVi2a1W8WuPfwtsuPPY4FnIpB4tPWQAKx7SQHehtJWU1krN2ekJb6IBH+MHpekrbrDF187Ax5Ztkvn1LU3EbH+njHh+vdQJR7NgRUFcLsgSAakbBPCi2q21L++V3PqfkGojPGz8xHULI64kjANCKvhlc/OXh7rMxwo92WO94yOZGpM533ABOYLCAGPb29qPz8HAjPGTx2CgE8A6pxI3Px+yk0kgh+gSrhg2yZhCaL6LYJPL6qc99/YAifnTo7PTut2vETIRYEhaQaerXb2XrGXiS4qZkpeXid7fPzdYPacxEQWOTyi2Fc4NVqWoeVKmzSpu0bxK0BmZG81renFoDSm2m36Z4KEnZB+CAXp6IYST+WerhuL7DgNZbxnOIFYEj3oEo1vQa+6yPfU462FfDILPI8RiUm8KwD1b97CEJ2/ZdGifRbt3H5Ss3Jvy0ZHMIts5UlkdPECaV1BQ3/YUCdrur5FqqC9zt+0aR/k1O1wfWVM9JyHUtwbresqmhpRqjMrFtzz3z1djL+29ukTZp+PQNOR6CiE0NsEfk9LDd19IWvUzLTpNxE4JrctCE5A7wMGbwSKz0eUfCDhKqTAiSAaMjTY/Gj5M0tjOoG5VeYRUxydMtOz48IGbUruWb4viI7H6jTZlaLJ5Gkoe/0tqrWB8lYs8Ixvi11q3rW97E6xhlSSA4nCBLjcJHpQF/gK74xANFdWFIrjAfY8v9EiO94yU+BJjVRr9hBRL0mhZ2rWO7Yxybaabcgb3ONQ37TeDDQcXl1UtNv7Z7tOPvck0zhEVZTTyvY0sV5jbuvi1+WjxMfqQEgKcBwRPW2YYHkgHHQ3ldy+ZV+8eDvrM7vAc5wiMRcQDgfh/9iA8ITaeff/6k8y2VWcMsfNGBEJXHKe3bEEgQ9QNHh88x5dtqv9xHR/c6qFAnoKSGT+1IaPAw2/U7lu49mdevbO4uzsTfVQn5lanSmpzg7Jq3+sfuT93V6LMcm2mzel5ecno9N2i5B9bgSiIApcUjF/Wn6b7jBxwpSBcZD+eXSPK5GJKD5SSJyTec/WNubiivmztiHI3RSn40op7q6AHdWuJVjh21TF/qVtTNTMibNPAqlejWp+oi4oDMcfiJxaRejzL3Y1laLrpcNPDwWO8gjNmYym9lgF1P8/e18CH1V1/X+X92YmO9nZF5VNFBXUalsVq9JSi4p2zMyERASkaqv9V7v7U6JWu1qtuFTLEsRkZhxFBJTWNe5WxY0tJCxhMZBMIHtmee/e88+ZTGISwp4M1dz7+dgC8+49937fe9937tnuskPFxEXDTP4CQNOxyjKRhLVVaKG/ps3icb/vCJLCexlEDC+RzexmRuFsE8IvkBZz9dcxn/hwsKRfd/clrdWbkewuICSwldC6Z6hlr3cY7Ny49sm1x23fwlg6S3JgGKH+LCH5l1QO/BUhyXO6zAtMk/Dm//gXP/Cjw833f+33tNxpySxuyC+pOfxOAiREKF3hL7zzq5zVWVNs2XTsDAlDiiNzxxxXIrYD1d6nBPIIgXpBzIL9hff2SgEGpdkdwROSlP+7dCuzbqGR9DITg34+JIRbjqWycfYNjr9LY/Q8QvQEIPRDSsSV/sKCgybqZ153z3JKyQ+BkEjKUKRR0hI25UX1wQ2fHi3ZHsFyj+iS7Bv/mgWBYFK1KfykKLZVhI9ogr1wUeasey5ABwUl5BKstgFE7iO0fgNj1QuqFrlXHY8IJDqekDCHgHBS2kJBqy6lInM8geRJGPQLjOyiQCYQIuoIaVrqL3wgct7y16llzL4iCbSsW1l4OOYUhwiRL/oLC65pX0Nkm2sm3UnlyDanBcbTEbkPKK2khE4kANUgzWt7wznR9tqodgQIFLDM6/jnhMCE6EHPeFsoZfB8tQ4zyZNHXtk4a/bsV0AOjSTs48lVTMjrBWPlNS1yXXfXeiTMRLBXCCGjOh8wLSl5NRgMzjwRW9gjAOsbc0n69fd8iyLZAfmqhhxtqme8saBq4ePHpW2k5/3feEq1AsqYnVBDEFJXT0mSBLBlApBNAPIRQunZjECzqYf/VbvwfrQhf61apt2eKAck/JQZJ/0J7XGS0jU1hXd1OFkwRz2e6UtBDG3DN1Ieiobazksh8UDkzlCITO4N54Qiu6N4dDJn3fsMgJyBZ1i0dwNCNhPWdM7RxI9lzbl1HZhpE0hrGY22jxktpxRaKJhFcn/wn11i1fIL5krK/kIoSSWsYS8RCS8TplkFyEX7m+HN4407Oorl98tLM/PvOQtYRLO7sgMAGgwRErzbv+TvBxaOPAqUsq675zuSkQIK5FIMCgYiJKFMUuAaUPlOS334WktqvCWStqVn9pkT4SimfNSXZudNTRDW4TdQc/iDFEgYqHzVX1hweftAGbNnDyYQ/xqFLEwH+6r0Br4ZmHnBQqX+JZbWtMPjd04osjuK25eVf/d8YBQj0ju2k0BJSygoR+CXpyMx379v88GcDtl5ExOA/2g9gHVk54BgnIak8ksmGm/wB3a+Rny+8MAbpl9kmmfOp1L7LqFUB636SWnoDwuSEKwva64k7z94QlPWjgK6r+2lmbPuHd22jYVORnVDAhMFolE8HJeUODAcZg01T9+BZogu6XlpuQXJxLptAqfNwcxhmzZsLNgYydvMum7ayaBlDRFixFhG9LmUwLkdL3qrGhnJf6VydXUhtffWS36ibsDgedPjzXDWLCAjHiVADMLI6/4ld/2gfT5p1988jNG4z6hMOTB+EIRJ9dr3qxc+fGFvzT+m29icnJzbOOdZ7ZM3DOOPPp+vy1mlOTk553DOfwgAeigUeoFz/onVar1ASnk2AGwvKytbuXbt8RuHjxbAjFl/mE5BeAilkeT39sYImcilrA9T8o9IYj6ElzARXFzVQyI+ng9hmpN9hGgYU3RAA9L4BRc7c0lC7UgInnkH0PiJRNJ4YCAEb764dstH75OSkp7L7RztgtT1h0VgqP0XcSFb0o+A8ysJkMmE0TFUAlZx+QdQuptIyKGE/Jdp2j+rFt3RUWo+fY79XC6GzQWScB5hjU2MNj7csj/rlfi0wAwpdRdAXHZEg2MsmwJE84vbpgMAtYyZi6qX3HvQw54PO/H/lQvs9rjMtCQXCY1ciJVAW6urvFWz9K7IoT7YBrjuGKHbSDmR1khl7c6NEhEEvmeFf9GTzt5aTkzJzuFwvCCE+L/2yW/btq20M3G5XK5UKeVfKaWLAEAyxm4MBAK/tFqtd1BKC6WU+VLK+61W6zBKafquXbvewkOzewuMQ43TOTyF8JZLqEhIQu1MSnYVyHAa5/wvhNAMwhu/gLDxg5qnH9rTfbzMuT/+PTFO/Q2hGmY9HNiolJTufgEYDKLG4ElA8YBmVBlCnxCz+Uc9jRmLtfdnGaihiTiebjHlTwhhPyMEEggJvddmYIr7NiFyPSWsoLrwzuX4jFhZ7TWSWK4nIu70tvtsCkLNTQAahgidQigbQoFpbVVBGKbgd3kH8ZhPIGbBvsJ7C7/2uM+aYkvno+1MDHsKw0oIpe/6C++aElmX3c7Tk0dNZiLhvz27DmQjYbsX+Bcv/KoQwnECEjOymzdvnt7Y2Pi82+0+qAvd5XLhaUHf3bx58wMnnXRSiDF2PwCs1DTt5sbGxhsSExP/2qrx3QcA6L15zOv14nmWfVbdozu2Hbm0UP0cyKzTCGEMKNzGJJ0EhMzA0BSggWYh5Km1T/35gNPjM+fO8lBz+JVANBtlxn7A+v2EYijJPgIyte3PwWYKVAewWCKFOCl51YTQglhlRxzn8/SN7Z4xq+DGttp2dCAh4aqIaw8s2Vg4Ao9ZBGp7VorgXE7FrUDZ0AihtTcAgWdY0uiB5YcECWCdBJi776mCY6rs8T91A26ZZs1sHnolkcO8bWEl5AP/0rvaKlxPnx6fkT1qJjUznujxu0/EfsJ23Vq9eHFRb60pZmR39dVXD7JYLG9RSp+FNtX9RY/H82LnhTidzusBIFReXu5Djc/pdP4EAPZJKQe3ak7xAKAJIao554EvvvjCu3Fjmx0k1i1rzuznwRz+I0KZBkAfByqnMYgcSM0JBRk02KmNT9+JFV+7EHHW7Bv/CzJrMiEal2A8wjX/uQApYSq0f0qmz2GSfQfw7IZow0KcjMrbqpvqP41VdkSssfy6yMvIL3BRxuYTQsYAkQbBDxFQCwXYB5TcbbIvP+UifT6l8ZegBZYQWgGEbKOEjiAETm6rGiyqKAnXAJoxwJLR09qByHeNsHV6ffHvvjZ1/w56D+12S0ZS0g+oHPkCkh0w+Lhmyfzz8PoBs2YN0LntXiLwMKYeGsAeblZeurfoCTwcqFdan5Kd0+mcCwBYP79q//79y1JTU38opSzVdT1OSvlbIcRcn8+3v30lOTk5N2matre0tHR1lOyuo5SahmGUMMYSwuFwus1muwYA1lBKB9lstjeXLFmy+0i0u/Ly8kmmaSb1RrjNDcsW/aRsT9I1AFTXONtmCjmMAGlNwmhbyZVnnPSLed87a12ShUUKgLa3y/6+ZFnIiB+KeftTTx16z9jBllpds5hnDx6xffWmXac/+9GmX4VNmRZV6+G7Y4YuuPXSM9YMTIoP9srdVoMcMwL3vfjht98t33NdUyiMZyx0HLhFKQmNH5S2NC0xuPejivpZobA+PCXOsv3MYZkvnTMye+PanXvGravcdbHGjfDpQwa+PSDOVvt2ec3399bJ87pvYfGYwLQEtvaZedf81mJhsSr/fsyYHK5jUyCgPfL2u5Ne+rT2z+iDS7BoW9b8Ykbk3Nt1e/Ykz1/x0m01DckXHTgOEIvGqtw3TL0uMzn5qHPQNU0L2Wy2z4YNG9bFidenZGe320cRQuJ0XQ/W1NRUjRw5UnvyySfRIUFdLtdjQoh/eb3eTzqRXX5rxDqUl5d7kOwcDsdPAWB3VVXViyUlJcLhcNxDKX0LAKZKKVcxxi7du3fv/SUlJYclg82bN99OKR0BAF8V/jrc3TrI776PPzjl0dd3XmIK0CilAiTwzhGLzm+Nee2670zYkmi1ROyJFf4G2/u7tqYufr18WsCQcYxx8Vfnhc+eOyxrH64XrwmETe03z62Y+sVOc4QpKRuenlxz5xXnvjwuO72u7Uhb1U4kAv9ZXzHk6fc3nbO9piFy+E1HAyBTTxvxUVIcBF78ouLsYJjHnzY4ffvci07/cNLI7Jr9TYH4L2tr0ziXcnhq6n6d6+bfX3377JfXf3mmEFaOLyDjTAghuU2nxjknpW3+49WXHneFjxOJVbvssDDZa6XlA+9b+cUMPMI4M9m2b/lPr/Di71/W1cX9+tkXp+7wa5Hio50bPu6pSVC34mfOomN5WSmldU1NTf+YNGlSl1JsfUp2nRfgcrkulFKO9Xg8/8J/dzgcnlYnxF1er7fjbEmHw/EtSqnDNM3f+3y+gNPpxMOY/+F2u9c7nc5LhBDjdV1/VQjh2Lt379+zs7P/2tLS8vNVq1a1HO7mlpaWjmppaYmzWr9KRDhcn4P9/vxnHyc+/OqOVwEIaooHtCHp8UU/v+iMR849eXDDy+u3D3Z/uOWhxnB42P7GUJJsM0hX3HrJ6ddfPWlMdefOtz27NPuz3XV3SjOFDUnOfPSvOd8rHZwS10U7PNY5q37Hh8ADr3469o2Nu3/aFArjQUNd2qDk+KWaZoa/rA1eJ4FZ0uKtRddfMPax6RNH1/Uk9WbPkks3VcJPQaSMIUD2UUbfEFI26hoLnj08+bk///jSA5xbxzf7E9O7PlDPF5R8fNqr6+uKMTvCqrNt//nFjCtwNi9+viHzkbc/ejwQSBp/4OyEtFqa1v3n57NdxzJzSqkBADsmTJjQxcwVM7KbMWNGltVqvZ8xthsArFJKW0NDw2/XrFkTcjqddxFCntizZ09zdnb2nZxzEEIwxhgwxu4rKipqyMnJOU/X9R27d+9uHDhwIHpstxBCsq1W612FhYWH1eyOBbRD9GGZs++oIhLtLgdCCMR4MUjN65uW/NGPZYIIoY9GPLXRS4HSlaGgmHNAZPgUog0cZR8TlkPp/hayTdnpevmuHcdwyTMLTrFwNp9SMvOAYQCWSNwyMIZHEEoAeV+NtfIPByuimjHv+4OoGHgzgdTvExK/wWjhD5ME6/6vcwDxQaBlA+bcdoYuBnwSSQUDKPM/NT8SQJwx+2eDKbW+QdoIH/03WKIqEqVAQYRB87/qX/RYRwDycdy6jq4xIzuUmJOTM15KGYlT45zv83g8FdF/P62hoaEciW/WrFkjGxsbM/S2Q+1rPB4PVoaFvLy8hGXRskp5eXnjm5qaLHFxcY3FxcU4RsztG1nX/2I7yAEdp5NFjgeIRgoDNUs5KSsAkraLiOxZQKmrrXxUyE9AWytAe3B/iyhRGRC98QjHZozsvIIsofECCnBTd4kUyKv4AFIayYaoZ9S8u2rJHx481McyY/YVAwXLyrC0JDX1WGgzNsvqayk0ce6vx8WZiRujqWBb/EvuGo1C26om0w+JTBiEAceSkW0MyNi2CYkWrlU+tXfhvw7A+ngmHFOyw4na7Xbu8/nw2TiUHQq36vj7Qa+JjnPCtniZc25+n4isczH8BNcF1CilUjs5ku1AZQuV4UrCLAEi2UBCSTqaZkDf9RdqJLj9zXSz0tqO57E9AX3tv4hLTxgwnxH6mwOlwzYgWGYOD6U2t1Fm3l29+P6nTsAs/+dEpuT86mRLXNKWiDOakh3VhXeNjJDd9XcMYwTWUbClRGrdUfIeEBI1Ech6oNvvrlmy9FAfjKNea8zJ7qhn+D/aIXv23KeFHHYtFlnEyFDG5M0S4A4q2dC2GKy2T/1XOnRIhtiu8xsanlp7okq6/49C+XWZFs24vuDOtkOz8ZCbzg1C0dPcbATMDwgN3+0v/NO/vy4L68t5DpjzhxG6ENvxZaCE7KiukKdg+f5I9oSVbSagWwmQRsJgOQHaVrcOZDXjO3OrFi9+tTfnpsjuGNHMmnVrHkD6E5GjGIG+EzbEdRZL4BlC4s8kpOtZtBER3F9rGqEza5968oBg42OcguoWYwQyZ/3+N4RoBYRo0bNKohOIfNja/yyfp3q4oPprWKWkL+AcMOeOEbqwtJEdwM7q5JoxZMGCUPKse0dbCWyOWOso7JOMLWQS2rXmXQHqn9y0ZEGvHmylyO4Y73DynF+kWcWAu7C6sSHkY/X7at/KGESeYyL9MqCsyxGHbWRX8S6lgWuqF7pjXln4GJeounVDIGPWL/8fobb5FCwDDgYOgHy89XCQgqplBV087f0VzDay49sJ0SJkBy0ZE/ykJJCeMGkSI8aHqMZRkDsF44sYkHvbgq+Nrf4l2pjeLoSgyO44nsLu1Y2z5t70OJhZ+XhWavdhQd80n4jmB2sWrzyyg1GOY16qa98gkHH9z39CSXwBgbiBPUsA9FPd57dW3tPXx1n2zQp7f9QI2Um+jYDGCJBdprX59FpS25IWHnYJJ7AmkjPLxDqgehGV8DcMrKa0eUP1kr9O7O3ZKLLrRUQz5tzqYGb6I0BpOlBqUCn1iN2OKntdL8J8wobKuv6mmUAGINmdTIEEgEI5UBpHgUQ8jARCJmFGgX/JX+47YZP8HxPcRnZkGwFrhOyCYTmp0Uqasgm7WhJShEU9BQ29TaR1GWO0kBIZBNr4gn/JA1+Vb++lNSmy6yUgcZiUm36bammO/zWhciwQUk4pw9SYFMqq9xlmeJKy1/Ui2CdgqPTZs2cwyJxPIAHPON0jgTzCKGkCRn6GhEdpYwOhTXdXL3787ydgev+TItvIDrYSsHECsJvqobOrQ+GmTJ4ymxB4OHKoDgk9G9LZXbph+T0l0iJZ6LF9S/74395ekCK7XkY0Y/afB1MaiG+uDTcnDtBuJ6R+mmRVz8hA/YP7i9b8T54C1csQfGOHy5xzy1kgB8ynoF9JAL5orQVwdyBE3rJZ5JWENedSWr+XarX/qHryuV5/Ub+uoA6Yc/sIXVq2EoiLkJ0Efh7VGhqkTLi9tWrGfALQTLXwE9UNZb9OjZs8xGIxeFW9+LIvYlAV2fXhU5SWWzCU2/ZmttDyyuaFr6FnKebBz324vP43tP0XcZnxidOBalcQoJ9JXXr2LyzYnTrvNynUaBkiZHUoKW1n5e4H31dVpKNPB54Lq9v0ciLjdQLkS0Nj3yHCrNcpu5sAuZUANDAW+lPVkvuPq8z9kTyMiuyOBCV1jUIgikB7MU9bSDRXBU/dR3zXnrDA9q/DTYkcgh2nbQaRYCUAldRqXBgIijoLi/8Hw3L3ALUCQr/e/9T9WM24T5siuz6FVw2uEOjfCLRpdmwzkUkRsgPBvhfU+f44MJcRQr5PCPEzGZ5d9dQfVvc1Uors+hphNb5CoB8jkJr/8+GaZi0lMjEOnTqCGJeFKN8XR9hKSsg5BGCvZPSqfUvu6nM7pyK7fvwgqqUrBPoagTay0zcRmRyPZEcFmSZYqIZRy9uE0lGo7RHNcpF/0e+wilGfNkV2fQqvGlwh0L8RaCM7bQORKYmoxYFOfyQFq2ZErqNAsAjArpAmz2xYVNBRsbyvEFNk11fIqnEVAgoB0kZ2bB2RqclIdozRqwJA91splBIgjBJZUd284RTi8/W5o0eRnXogFQIKgT5DAA/C5sz2BREDMJ+4ipjEDpQFKJcftdW4C2/xL7mvLQOlj5siuz4GWA2vEOjPCETIjuqfE5meimQnWXgmSKsWzYsFQhs3+wv/1kNp9t5HTZFd72OqRlQIKASiCCDZadSyFmRaJgGoBqHNJrqZTIEWEyIkZfXrqhc/dGYsAFNkFwuUlQyFQD9FIG3uLUO5IGsJZGYRIH6pyXnMYEMJIwsIMQXl+z+qXvTI+bGAR5FdLFBWMhQC/RSBtLlzh3IZ/xGRGQOR7AjALcDpMArkrwSESfje9/yLn+jh7NjeB0yRXe9jqkZUCCgE2rexuXOHclvc+0RkDiUANVSI/yd0yygG8l5CTINqVSXVC5+YGgvAFNnFAmUlQyHQTxFIz79xCNX1d6nIHIFkRwj5tWTkZAb0DkpEGPjuV/yLFv0oFvAososFykqGQqCfIoBkx3T+NhHZo/BAcJDwO6KTsVTS2ykxQ4TvXl29aPGPYwFPn5Cd3W7P1DTt+4yx7UVFRe+2L8Rut8dpmoYFLTMopXsNw3jS5/N1nNqNv+u6PosQMlhK6RdCLPb5fE14nInL5cLTwYdKKUuEEB/7YhCEGIsboGQoBL7JCGTMnj2Y0rg3icg+hQLZJzRyFzPhVELpTykxg4Ttfq568eIDDx7vA1B6nezsdvu5nPPpAGChlG7xeDz/ap+3w+G4lRASAID3CSFTOec1xcXFHedrOhyOG/GEXMbYR0KICyiljcnJyUVCiMHNzc25hmGs4ZznxMfHF4TD4asope8UFRV9eZgzaPsANjWkQkAhcCQIRMiO2F4ncuBYCrDfBO0exsVpFMhcCmaA6juKqxYunXskYx3vNb1Odi6XK1UIMZBS+i1KaZLb7V7QPkmXy7XKMIzZPp/Pb7fbhzPGZimiCgAAIABJREFUHvR6vde0/56bm+sJBAK/Wb58+U6HwzEUAP7Y0tIyLzk5eaSU8sqKioqHRo4c+ahpmn+mlM4Oh8N/XLFiRd3xgqD6KwQUAn2DQMa8eYOIyV6lcvCpBEgtMHk/SH4mo5BLiNnMeMWSqkVP3dI30ruO2utk10mLm0EpHdqZ7BwOR4nH45kSvYY6nc7X3W73xZ36rBZCONq3rk6nc5WmaTm7du2igwcPvlVKSUzT3MM5H8cYW2Ga5odHup0tLy+fZJpmUqcTPmOBr5KhEOjXCLy3bVv6Patf/nNLIP1kzljj2IHJ3urG4OiaxuBFnMrAiOyGlYXX3fDP3gRJ07SQzWb7bNiwYV0qRvcK2TmdzssA4Ns4YSHEX3w+X8DhcPREdm94PJ4OcnM6nSVut7ud/IjD4Vit63rOsmXLmnEsp9O52jTNCPm5XK4RABAHAGcAwCAA2Mo5j2tubl6zcuXhjyfcvHnz7ZRSHIP1JrBqLIWAQuDgCOysrY2/3fPcj/bUJWXaNB66cNzQzyv8DZllVbWjrJwY3zvd9skd0678uDcxpJTWNTU1/WPSpEldDtnuFbKbMWNGlqZpGThhn89Ximct9ER2TqfzjW6aXHfyW42aXDvZdSc/u92eomlaAQCg02MwIaRCSpkNAEs7Ozp6Aq60tHRUS0tLnNVq7U1c1VgKAYXAIRBYs359xkMl7ywIBTInMkobB6fEF9cGjTOag+HzGBVNwzLrHl963bzC3gSRUmoAwI4JEyZ0OD9x/F4hu54mehDN7gUhxC0+n2+n0+mcCAC3eTwe9L5GmtPpLA6Hw/c899xzm3NyciYwxn7W1NR026pVq1rwd4fD8Qsp5WZKaQZjrNY0zQ845/8nhPgtapO9CZgaSyGgEDh+BLLmzs0GyZ4nciimhNVLIZ9gGv02AfpdAqJOWkt/v+9J7+PHL+nwI/Qp2QHAEK/X+0j7NFwu1w+FED9mjJUTQsa2hpLgIRvZhJBat9v9em5u7lTTNK9hjO0khJwEAMVCiJJ2uxxul5ubmz/QdX2UxWKZjeqqaZo7AeDpw2l2h4dCXaEQUAj0NgJZc53ZAMnPEDHkQiQ7ALmYEIqRFmdTIvYLXnbbvkXupb0tt6fx+ozsnE5nhmmaVp/Ph6EhkTZ9+vT4+Pj4cYQQLqU0mpqaNlkslizGWOj555+vjv6Ota0s+HswGCxr1+qwf15eXgJucadNm2ZNTEwcwznXhBC7fT4fRmZDLABTMhQCCoEjRyAxLy8rzhbnIcbQi/HYRALaUkLNiwmlp1EQNaBvvMm/0PfskY947Ff2GdkdakpTpkzRSkpKzINdc7jfO/VDZ4M6i/XY77/qqRDoUwQSr78+M55pT4MYNpUAaQAm3QT49yiB0QSkX7eun1n55LMv9+kkooOfELKLxcKUDIWAQuDEI5B4vT0zTktdQoyhlxMgjZISHwWYimFphMgqyjbMqF7swySDPm+K7PocYiVAIdB/EUia58yIEwkLQQy/kgA0AZDnKWc/IACZBOQeTtZetnfpqg2xQEiRXSxQVjIUAv0UgSSnM8OWkPg4MYf9GMmOUPIiUPpDCiSJAHwpEt49f/9jL++KBTyK7GKBspKhEOinCCTl56fHWSwLwBzuJECaiYR/A6fTKSEWArDLb5adRoqKGmIBjyK7WKCsZCgE+ikCyXPsaRaS9BAVI/MIQAsh7HVC4XKM8aVE7qiuKDiFlJCDOit7EzZFdr2JphpLIaAQ6IJAyk2uVIsR/1diDp9DgAQIJf8lhEzBSLHImbGFd4+KFWSK7GKFtJKjEOiHCKS4XKnWeNv9YI7E8m0hIPAFJfScNrILb68uvO+kWMGiyC5WSCs5CoF+iMCAWVcNsGppd0tz5K0EiAGMlFMgp2J4LKWhbdVL/nhyrGBRZBcrpJUchUA/RCB1nj2Fm0l3UjnydgLEBEL2UEqGEZCE8pby6sV/GRMrWBTZxQppJUch0A8RSMvNTabxlt8yY9TvCAEJQOspJan4R8Iby/2LH8Ac+Zg0RXYxgVkJUQj0TwTScqclM+uQX1I5/E4CBICQIKUkLkJ2Wn2pf9GDp8YKGUV2sUJayVEI9EMEMmZfkQQs61ZmDv9DpFQHbf9fCZTvX1+9+OGJsYJFkV2skFZyFAL9EIFMuz1RpibezMKj/tx1+UJSuu+L6iWPnBUrWBTZxQppJUch0A8RyM6bmiAtI+YSMeyhrsuXgjD/J/7Fj54bK1gU2cUKaSVHIdAfEZg3PT5dZM1iYsSjXZYPpqC6/7/VCx//TqxgUWQXK6SVHIVAf0TAbo/LTElyEXMkViX/qoEwib7nXf/CJzsO3OpreBTZ9TXCanyFQH9GYNYUW5Y29sdgDlnWFQbToHzvG9WLnvx+rOBRZBcrpJUchUB/RGDaNGvmoEFXEjnS23n5FEQY9C9f9i9cOD1WsCiyixXSSo5CoD8iYLdb0lNSpjFz+IouZEfMEPDdq/2LFv84VrAososV0kqOQqA/IjBvsp4WPvsSToas6UZ2QaLterZ64ZK8WMGiyC5WSCs5CoH+iMCUKdqAk8ZcoMuhr3dZPpgBou8o8i9cekOsYFFkFyuklRyFQH9EwG7naUlZ53KZ/V43B0Uz4xVLqhY9dUusYOkTssvNzU0WQpyhaVr1008/vbl9MbNmzbKFw+Fr2v8upWz0eDwr2/9ut9stuq5fTCkdYJpmQ1VV1RslJSVBTDKZOXPmd6WUaYSQjcXFxVvVEYqxekSUHIXAcSHA4ufcckaCyPykq2Ynmrhly2N7/1X0m+Ma/Sg69zrZ2e32UxhjFzDGTpZSlnm93qfa5+NwOIZRSv8AAP+J/ltTZ7LLzc2dJqUcDwB7CSEjGWMfVlZWlowaNSo1GAzOlVJuAYDhjY2Nj6SlpZ0dDoc3+Xy+WnVA9lHccXWpQiC2CNDEn9w+Pi6U0u0EMbORsm0PVC9++u5YTafXyS4nJweL8Z1BCBnOGBNut3tBJ83tfMbYD7xe7/yeFuh0OhdJKR/1er2f2e32szjnc4UQt1ksllFSyisrKioeGjly5KMAgP3ntbS0PLJy5cqqWIGl5CgEFAJHj0DKdb862UKTtnTbxtZTfcsfqv9V/LejH/HYevQ62XXS4mbgQbidyc7lcl0NAFcTQv4NABbO+ctFRUW7O/VZLYRw+Hy+JrvdzjnnK3RddzQ1NSVYrda5AFAOAFizvplz7i8rK3t+7dq1xpEsvaKiYlRdXV28rutHcrm6RiGgEOglBLyfbBn8+Guf426ug28YlQ2jB9Y+/MTMeZ5eEtMxDGPM0DRtx+jRo0Odx+4VsnM6nROllJEifFLKF3w+X9jhcBxAdjk5OedRSi8CgN2MsUwAGODxeAo6k52u6znLli1rxn9zOp2rTdOMkJ/L5bqQEJIqpUS2mmia5iuapgmbzfZJYWEh2vUO2UpLS+dQSod0BvxwfdTvCgGFwPEjsL7SP+DGpa/9PHKgWLTZdBq4+pwB/775oqmfH7+EA0ZoDIVCSyZOnIgmro7WK2Rnt9tP55xHyK68vPwF1LZ6IrsZM2aka5oWimpuKZzzlzweT0ciMJKbpmkdZOdwOFZ3Jr/p06fHJyUl3Y62QABI0zStPhQK1dbU1LxSUlJyyOPYSktLvwcAqZR+BXgfgKyGVAgoBLoh8N62LzN/88ybjxKidfCNzkjjtDOtj/1q6pUf9zZgjLGAYRhvTpgwoanXya6nyfZEdvhvjLHPi4uLt82bN09vbGwscbvdncnOZ5rm7T6fb1d+fv4wwzDubWpqumnVqlUtKAO3wUKITMZYg5SSEUI+IITcJKW80+fzBXobNDWeQkAhcPwIDJhzxwhd0O2EWL5SrkBWM8unuVX/euHV45dwZCP0imZ3MLJjjA0pLi5+pP13u93+Y0rpRM75J1LKLErpaELIswDQ7PV61zscjhuklKmc860AcCqldHtZWZm33S7ncDjyhBCvAMA4zvk5lNKdUsphjY2NC9asWdNlf35ky1dXKQQUAn2NQITsJN1GwIIKSrTJvYJ8MWN/4XJUWGLS+ozsnE7nONM0k30+34edyC5R07RrhBBhxlicEOJdxlgqIaQJyS4/Pz89FApdrmmaaRiGDgAv+Xw+f3v/vLy8rGXLlvntdnuypmnfRw+GYRifeb1ejOWTMUFMCVEIKASOCoE2soOtBGy8E9lVcuunl+194oWNRzXYcVzcZ2R3qDlNmTLFVlJSgppYW1X6tv/vaNHfD+d0oJMnT9aO1Bt7HBiprgoBhcBxIDBgzu0jdGnZSiDuK7ID2C3MD87fX7SmIxrjOEQcUdcTQnZHNDN1kUJAIfCNQGCA6/YRuk0vJzK+I+6LAuys5i+fRha/2xirRSqyixXSSo5CoJ8igGRnsWllIBMs7RBQAhXVI+efTApiZ35SZNdPH0C1bIVArBBo0+zYZiKTrG0ygVAiKqoL78EEgZg1RXYxg1oJUgj0TwRS838+XNMsSHa2r8gutL268P6TYomIIrtYoq1kKQT6IQIRstMtm4hIim9bviSUBrdVL/kT5tHHrCmyixnUSpBCoH8i0KbZaRuITEls28VKQllLefWSv4yJJSKK7GKJtpKlEOiHCLSRHV9H5IDkKNkB4Y3l/sUPRFJMY9UU2cUKaSVHIdBPEUi7/uZhnNnWETEgpZ3sKKvfVL3kwQmxhESRXSzRVrIUAv0QASQ7jVo/A5mKlcYJIUJSXre+etE/sO5lzJoiu5hBrQQpBPonAhGyY5ZPQKRldJAd2/dZ9eJHJscSEUV2sURbyVII9EME0ubeMpQL+gmBjMy25ZuCsn0fVy9+9LxYwqHILpZoK1kKgX6IQNrcuUM5JHxIRPqgNpudMIlW9Y5/0T8vjiUciuxiibaSpRDohwik5c4dyq3xHxCZgZXCCQURBr3qZf/Cf06PJRyK7GKJtpKlEOiHCKTn3ziEWrT3qJk1PGqzC1Je5ate9M/8WMKhyC6WaCtZCoF+iACSHdP520RkR3NhZTNjexdVLf7nz2MJhyK7WKKtZCkE+iECGbNnD6Y07i0istvSw0A2AK/+W83ix+6NJRyK7GKJtpKlEOiHCLSRne11Iga2ZUwA1ALb/7uaJf94IpZwKLKLJdpKlkKgHyKQMW/eIGbyV0EOOjVKdjWMBOdULf3jyljCocgulmgrWQqBfohAxsyZg6gt6d/EHDQxuvwqDeS1e5YWvBVLOBTZxRJtJUsh0A8RyJw1ayDhtpeIGHxWVLPbC0y7vGbJHZ/EEg5FdrFEW8lSCPRDBJDsQLOtpObgc9qWD5W6afte5dO/wVMBY9Z6newKCgpYWVnZRYSQbClliHP+WlFRUQOuyG63WzjnlzHGkgCgbs+ePa+WlJSY7avF33Vdv5hSOsA0zYaqqqo3SkpK8JQxOnPmzO9KKTGReGNxcfFWdXRizJ4RJUghcFwIZM2dmw3AnydiyPlRze5LocN5+xcWxOxkMZTb62Rnt9sv0jTtW1LKnYyxNCkleL3ex1GY0+nEiOlxUspdlNJTGGPvFhcXv9GOZG5u7jQp5XgA2EsIGckY+7CysrJk1KhRqcFgcK6UcgsADG9sbHwkLS3t7HA4vMnn89V2P4rxuO6M6qwQUAj0KgJZc53ZAMk+IoZc0EZ2ZJdB5cS6woK6XhV0mMF6newcDscv8fBrn8/3vt1uH6hpWpHb7b4kSnZu0zTv9fl8G+12+7mc8594PJ457XN0Op2LpJSPer3ez+x2+1mc87lCiNssFssoKeWVFRUVD40cOfJRAJhPCJnX0tLyyMqVK6tiCZiSpRBQCBwdAol5eVlxVpuXmMOmRHtW+Kv848iaBXh2dMxar5Ody+U6t7Ky8hPcns6cOXOsaZr3eDyeHFyRw+Eo8Xg8kQXb7Xauadorbrf7e+2rdTgcq4UQDp/P14S/c85X6LruaGpqSrBarXMBoBwAMAq7mXPuLysre14dkh2zZ0UJUggcEwJIdvE22zIwhk0lADjGFv/S+aOPabDj6NQrZOd0OidKKSMBg1LKF3w+X9jlcqVKKX9DCHnb4/G8GCW7NzweT0elA6fTWeJ2u9vZHslwta7rOcuWLWuOaoKrTdOMkJ/L5bqQEIJj4kG7E03TfEXTNGGz2T4pLCxEu94hW0VFxai6urp4Xe84p/dwXdTvCgGFQC8g8NrGjWkPvfnmfY1NWRcQIGDT2dZ//2LGVb0wdI9DMMYMTdN2jB49uovm2CtkZ7fbT+ecR8iuvLz8hcGDB+vx8fE3Rih8y5YF7dqX0+l8w+12d5Cdw+HoTn6rNU3rILvu5Dd9+vT4pKSk26WUZQCQpmlafSgUqq2pqXmls6OjJwRKS0vnUEqx6kKvrLmvbpQaVyHwTUNg5759CXetXj19S6VtHCUEBqbEfem7+YqFfbjOxlAotGTixIloz+9ovf7iz5s3T6+vr7+eMZYeCAQeX7FiRYcR0uFwvEQpzXe73TUul2sEAPzV7XZf2z4bp9PpM03zdp/Ptys/P3+YYRj3NjU13bRq1aoWvMblcl0thMhkjDVIKRkh5ANCyE1Syjt9Pl/gUOCVlpZ+DwBSKaW9vuY+vGlqaIXA1x6BUv/epPnPr5pXuT/lPEqIGJBo/WLlz668v68WxhgLGIbx5oQJE5r6lOycTucPAOAeKeXTlNI9KIwx9pbb7a5yOBw/lVImMsbKcCuKiiAhZCsANHu93vUOh+MGKWUq5xz/7VRK6faysjJvu2bocDjyhBCvAMA4zvk5lNKdUsphjY2NC9asWRNTY2df3Sg1rkLgm4ZAUn5+uk3XHyFihIMSEgIgL/mX3nV1rNfZ61qOw+FAzyueGlTZvhhK6dtIdk6nMwMArqSUtgCAVQjxPGNsPCGkCckuPz8/PRQKXa5pmmkYhg4AL/l8Pn/7OHl5eVnLli3z2+32ZE3Tvo8eDMMwPvN6vRicKGMNnpKnEFAIHB6B5Dn2NAtJfoiKEXkEIAiMPluz5K68w/fs3St6neyOZHpTpkyxRYOF8XKcQ8RF0966/X6wIenkyZM15Y09EsTVNQqBE4dAiuvyVGv8wPvAHHETAdJMiFzkX1oQ01p27URz4lBQkhUCCoFvPgL28+OykoZfTeiw+4Ww7dGIfl9V4fxVsV74CdHsYr1IJU8hoBA4oQjQpPxL0nTrwCv1cHYNkYNeq1r2q0h4WSybIrtYoq1kKQQUAicMAUV2Jwx6JVghoBCIJQKK7GKJtpKlEFAInDAEFNmdMOiVYIWAQiCWCCiyiyXaSpZCQCFwwhBQZHfCoFeCFQIKgVgioMgulmgrWQoBhcAJQ0CR3QmDXglWCCgEYomAIrtYoq1kKQQUAicMAUV2Jwx6JVghoBCIJQKK7GKJtpKlEFAInDAEFNmdMOiVYIWAQiCWCCiyiyXaSpZCQCFwwhBQZHfCoFeCFQIKgVgioMgulmgrWQoBhcAJQ0CR3QmDXglWCCgEYomAIrtYoq1kKQQUAicMAUV2Jwx6JVghoBCIJQKK7GKJtpKlEFAInDAEFNmdMOiVYIWAQiCWCPQ62RUUFLCysrKLCCHZUsoQ5/y1oqKiBlzUrFmzbOFw+Jr2BUopGz0ez8r2v9vtdouu6xdTSgeYptlQVVX1RvTIRTpz5szvSinTCCEbi4uLt6pzYmP5mChZCoGvPwK9TnZ2u/0iTdO+JaXcyRhLk1KC1+t9HKFyOBzDKKV/AID/RKFr6kx2ubm506SU4wFgLyFkJGPsw8rKypJRo0alBoPBuVLKLQAwvLGx8ZG0tLSzw+HwJp/PV9v93Nmv/21RK1AIKAR6G4FeJzuHw/FLIcS7Pp/vfbvdPlDTtCK3230JTtxut5/PGPuB1+ud39NCnE7nIinlo16v9zO73X4W53yuEOI2i8UySkp5ZUVFxUMjR458FACw/7yWlpZHVq5cWdXboKjxFAIKgW8eAr1Odi6X69zKyspPSkpKzJkzZ441TfMej8eTg9C5XK6rAeBqQsi/AcDCOX+5qKhodzusDodjtRDC4fP5mux2O+ecr9B13dHU1JRgtVrnAkA5AIwihDRzzv1lZWXPr1271jiS21JRUTGqrq4uXtf1I7lcXaMQUAh8TRFgjBmapu0YPXp0qPMSeoXsnE7nRCnlWBxYSvmCz+cLu1yuVCnlbwghb3s8nhfxt5ycnPMopRcBwG7GWCYADPB4PAWdyU7X9Zxly5ZFDtB1Op2rTdOMkJ/L5bqQEIJjIltNNE3zFU3ThM1m+6SwsDB4uPtSWlo6h1I6hBDSK2s+nDz1u0JAIXDCEGgMhUJLJk6ciCaujtYrL77dbj+dcx4hu/Ly8hcGDx6sx8fH34h/37Jly4J27WvGjBnpmqaFoppbCuf8JY/H85322SC5aZrWQXao6XUmv+nTp8cnJSXdLqUsA4A0TdPqQ6FQbU1NzSuoSR4K2tLS0u8BQCqltFfWfMJuoxKsEFAIHBIBxljAMIw3J0yY0NTrZNd5wHnz5un19fXXM8bSA4HA4ytWrKjrpLnNYIx9XlxcvA2va2xsLHG73Z3Jzmea5u0+n29Xfn7+MMMw7m1qarpp1apVLTgGboOFEJmMsQYpJSOEfEAIuUlKeafP5wuoZ0AhoBBQCBwMgV7XcpxO5w8A4B4p5dOU0j0omDH2ltvtrrLb7T+mlE7knH8ipcyilI4mhDwLAM1er3e9w+G4QUqZyjnfCgCnUkq3l5WVeds1Q4fDkSeEeAUAxnHOz6GU7pRSDmtsbFywZs2aLvtzdcsVAgoBhUCfanYOhwM9rxNavaWV7YIopW9HyS5R07RrhBBhxlgcem0ZY6mEkCYku/z8/PRQKHS5pmmmYRg6ALzk8/n87ePk5eVlLVu2zG+325M1Tfs+ejAMw/jM6/VuVnF36sFWCCgEDoVAr2t2RwL3lClTbCUlJaiJQdRhgP/f0aK/H87pQCdPnqwdqTf2SOalrlEIKAS+uQicELL75sKpVqYQUAj8ryKgyO5/9c6oeSkEFAK9isA3nuycTmeGaZpWn8+3Jzc3N9E0zbEWi6Vp2bJlZYQQcTA0McwlJSVlWCgUSrRYLAwADIvFsrewsBAzNrpsuzuPEfUyp4wdO7auoKCgIxzG6XSOS0pK2vnkk09GPMuHa/n5+WcFAoHdPp+v5kjT4RwOx2DO+XAhhBkfH7958eLF6Hrvca7Tpk2zpqWlZTY2NtavXLmy2eFwDGGMZRmGsdfv91cdIpSHXn/99RnBYDBL07Q4wzAIpTQQFxe381DycL2zZ89OqqmpIVartcXn80Wwj+ZDD21sbNzb7nU/HDYYuI5RTsXFxV3iqA7Wb8qUKdqQIUMGCiGG4FxN09zh8/nqD3Y9YpORkZESDAbN1NTUxtra2izOeRYhpGbcuHF7Ot/XzmNMnjxZHz9+fIZhGOh80xljoOt6nZRyb3vs6KFkpqamxicmJjY9+eSTkUB5xIZzniGECPp8vv2HwwXnnZKSMshms5HCwsKKw12Pv2Of1NTU4QCQIaWsGz9+/NaCgoLwwfra7fY4q9U6AJ2K4XAYg/sHM8YGMcZ2Pf300xGHZE8N78HgwYMxzhXDv3TTNDFGtt5qteI7cajEAGq32xN0Xdc732/EhjE2Bm39R7JOvOYbTXZOpxOLB0xkjIUppfvD4fBAXdfDUsoESun6vXv3vtnTS52fnz88HA7/kFIaMk0TNE2DaKiLjTG2e8+ePWt66me324dwzn+AwOL1lNJ3qqqqyvFap9N5MwCs8Hg8+EB0ISCn0zmdEJKI5EspjfwmpbyWELKeUlpmmiY6ag54OZHcEhISgosWLarLyck5lTF2MT6Erd5wlG0NhUK+559/Hh08XeTZ7XZ0FNkBQEMnDwBUY9wipZQJIeJN03zx9NNPx4dedn+QZs6cOcU0zZMppfgb/ocfAoYfFKvVWlJaWlregx2V5uXlXRwOh0e05kZrjLF9APCu2+2uRmcTY+xHGBe1fPnyjmyadrkul8supUTcO2y4iA1j7D0A2IT4YChT93k6nc5svG/BYHCfxWI5xzTNSXg/o2vebxjGf30+387u/TAYnlJ6nmmaoyilQQAwERfGmAXzvAkhH3s8nk+797Pb7SkWiwVzwkcBQEgIQTjneBkGweM9+djr9eIHtkvDwhlffPHFSF3XL2WMydZA/ICmaZ8WFRVtxLmYpjlZ07Sa4uLizzp3zM3NTRZCnEMIGcYYiwThA0AKAGCUgskYe0FK+Ynb7caPZUeLEmJ6fHx8Y2NjI3DOv0UpPV1Kic8XOgX3xcfHv9hToD6mfwLANM45ErkhhKjRNO0kQkhACGGhlL7g8Xh2dV8jKg7JycnTcX5SygiRYryrEEJDJSIuLm7VU089ta97v+hczweA8XjvcI7Z2dmvLFiwoOGqq64aEBcXN8/tdv9FkV1bBsbDrbm4HxiGUcc5v7X1Y7lBSllECMlofWh/hBkePcXnuVyunwkhaGs+7qcWi6U+HA4LKaXVYrGMAAAkwd93f4gQcIfDMRuzQloLvFRQStPxz4yx903T/FDTtALTNP/l8/nwi9ud7G4mhFwBAOtM09yMDxLnPJ8Q8plpmhsNw3iuc7xi+811OBzfFkLY/H7/ewMHDryNc/5lS0vLWovFwimlSJav19fXv9M9LMfpdJ4vpUSv9wemaWJxhh8CAAZwf2Sa5mVIsi0tLW+tXLmysfODZLfb0xhjNyHhh8PhUtSQpZSIU5Ku62cKIRCnlT6fDws5dDQkAsQfSVXTtDrTNDMJIYZhGBhG1GSxWGYSQl7wer1YzaZLc7lcBfhSM8Y+NQyjoh0bIcRbnPPPW4lvY08kglEB+OEwTfMzzvlVlFKblPItSmmylPL81oSeTc8888xL3eVde+2132GMnQsA+FFKZYxdQAhZJ6V8lRDybcZYtWmaz2GWUOe+UUy/1arAYjjUDk3TguFwmFssFtSYztU0bUscCi3nAAAgAElEQVQ4HEZsuvRDbBhjlwAABuavl1Lis4lkgvd+i6ZpmDlU6Xa73+l+LzjneI9nAMDnjDF8tjGyAecYNgzDRyl9r3M0A/ZHktB1fRJjDN8JvBd5uq6vDQaDKAtTMSdpmvY8km1neai1jhs3brKUEj8+b1BKx7WOP1UIsYQxVkoI+RZjrKW4uPipbvPkre/caF3Xb6KUrgkGg3s0TTMYY7hG1JbPBIDtHo/n2e73Ap83TdPuQtKmlLYAACoTAcbYqlAoZLZ+p+d7PJ6fKbJrIzvfvn37Zr388svNTqdzHSHk72VlZU+j5uF0Oov37dt3A/7WHSyn07k4FArdtXz58i+7E1Nr5ZZF4XD4nuXLl6NW0IW0cnJyHmwl0ke8Xu92u92OGsxUjBfUdX1da5jNZUKIBT2RncvlQhK9DMlR07Q9oVCopHVbMAcAXgsGg1+sXLmyx+1oTk7OeMZYvmmaj7SSwB2GYfxt+fLl23FeLpcrzzCMQDAYfKn79tDlcuUKIQJSyjWcc3xBnmvVYn7rdrvfzMnJwTkP4Jy/3p3Q8/LyRhmGca0QAl/2Ld0e6uGc85mMMV9xcXF559+w2g1mCwLA80ho+HcAuJRzngQAn7TGTn6HUvpsT2SXk5NzGqUUySmFUopVbz4EgJ9zzp+prKzcQAgxe9KyXS7XD6WU+HJ8ZhjGWMbYHo/H81pBQYG2adMmF2o/Ho+nuId7fw1qkjt37lw+fPjw01or8NzIGPvI4/H80+Fw4AcpvqWlZWV3TB0Ox48JIXHNzc3Pdf/t2muvxbJmiVar9dnu29mrr756kMViwTCq8qKioneR/CilF2IMKhIrapOMsR3dyQ63henp6aOsVuvFpmniTmV3KxFt0HV9AgDQjIyMF/bu3Wu2mwva15mXl5cQDAYv4JxjdaE3KaUz9u/f/yd8D3CnEP2Yb/Z4PG93u79xuq6fJ4SY4PV6H3E4HFMIIU8Fg8GJuq43mqY53maz2d1ud5ciH0iSY8aMOZsQcpnb7b6nO4GecsopZ7bG3V5RXFx8Z/d7MWPGjCybzfYnt9s9G3cQdrt9aOsH+XLUCDVN+0gIkevxeG5RZNdGdn/DrzIhpF5KiRrJJimlh1KKX5QpQog7etLsnE7nT1ATQE2r9cWqFUKAxWLRcYsipZzS+gDO7/7FRMBzcnLmoTZhGMbbjLFyn88nnU7nhdGtBb58N3q9XiSCA+xoUVvftznn40zTpK2aFj4gT1RVVX16MPvZLbfcYvX7/T/BrRYhBDWQKs75R1JKtAt+q/XB9Pn9/s+793c4HKiBXI7aA34t8UHEslumaX6K9QQNw8Av6duY1tf5QZo1a9aAQCBwI6UUt8ZlhmE0Wa1W3OIjaZ2B2zfO+UqMqezcb968eSkNDQ23tuY5l+q6/obb7d5nt9tTMVYSAMYAQDIh5LGeyA7HwW231Wo9XwhxUnRbeYFpmg/4fD68tz02NEUYhoFaEb7AY3D7TAhB7SyMaxZCfOTz+bpoSzhQbm4ubmHPY4zV4NYeNSXcEQgh3tB1/RwhxJ6UlJTnutuZ0I4opTyPc16FNkHOebA1A4jruo4240mcczRHrOqu2aGmZbVav8c5HyGEWIkYTJ06NSE9PT1CEFHzxrPdya590YgN5/xsKeWE6BotrSmXm4qKilYfBBrmcrlOllJiQQ7cZyOhl0Y1QzQpZIRCIXd3kwKS68CBAye3av0/ju5WRrd+EPHZ9mF/Qsg5AFDzzDPPuLvJZTk5Oae0EjfuXl5D+6WUEm10XNM01PAnCiG2PvPMM8/1QHbpNpvt/9CMk5CQ8FFhYWH9nDlzUpubm1FTRwVhlMfjwR3QEbVvtM0OCw8gmGhb0nW92jCMoVH7XQKqxkIIVPMPcFLMnDlzUDgc/lHUfhaxo+F/AJBIKd26Z8+eVw+iTYwghHwfH/bq6mq0B0bsTDNnzpxkGEZOa/HRh30+HwZbH9TBEf26YgHTC4UQWAdwXU9zbL+7aJsCgCmMMSyWegZmrUgpKzVNq/b7/Wt60lznzZsXX1dXdzUSevSB34uFGdDOqGka2m3WFBcX43b7AJsd2kGRPKL23nbscKuit2oZb27cuHFLT7GPmFmDhRhCodBb+/bt2474oZbRajubhi90S0vLmsOV63K5XKORUNCm1rrdQw160yGecpqTk3NSqx3pLAxyp5SiLW0XakD4cgEAkt0BdtAooeM29iS0E6JNCQ3qWKUHt9CEkLVut/uL7nKvuOKKpISEhHNwy4Z90P4WvUanlOJ2/8OeyByr++i6fpIQ4lK0P6L2if0w1nTIkCFnmqaJdsB/+3w+DJzvsUUrBKH2fAk+B1F76JuHuB4JEbE8n3M+CACGCSG2t5ooqhhjW4qLi1GrO+AZveKKK7ITExMvlVLGt5pycDuOH7VxUTuxFrXZdSQTtMuP5rT/AFM9KaWIYQQbtJ8iVklJSasWLVp0gAMGMRg0aNAFUkp8r95ox2/atGnJAwYMuBwLBLvd7oeOiOm+6Q4KBAG3XsFgMHHChAkbNmzYkIXGcACo3Lp16yuHCkhGrxOq7VLKkzRNa2lpadmbkpKyfsmSJYf0jqLqnZCQMDYQCITj4+Mbmpub65YvX17ldDozk5KS9h/M8xT9cg4SQmRZLJZwOBw+hRDyzpF4Y9FwTCkdj6SB2zPczvh8PjT2H0BWnTQC/LLilicOAIKU0gR88KSUSHL7D0Wwdrv9FM756WjTij5DqOmh4R5tdT3KjL6QZ6HtE+VwziVus/FLn5aWBp999lnjwe4HGuMBIFsIkcQYS0JCadWwSwgh2w8zzzjGGHoLR2B6IjoswuEwksbmQ+VS473HF4xzno6ebU3T0vDFbHXqbDAMAz25PXrx0dmwYcOGdIvFghV90JNqBoPBhtTU1JpDeeERG9M0ByQmJiYvW7YMzRCRhs/EmDFjEmpra8NHkvuNH4+mpqZRCQkJ+w7lGe08/qBBg9KDwSA6V0hcXFx1YWFhRy57TySC29IJEyYkBwIB9KiHZs6cmY3e59YSbLt7cjJ0lpWenn6KruspaM9sNRPJuLi4+oaGhob4+PjM7qaP9n4o76STThodHx8fWrp0aYdNFwk0ISHh/PaPw5EQ3jdas4tqIaimo3eqVkqZjdsYznlCOBxeX1NT06M31m63Z6JRO+odRdUdKy6XoEcoLi7uxYMRHoa54PYQXwzGGJa9wof+Pfyyx8fHv7x48eIeyeBY+6H7HR0bmqZhKAB+/dAz9gUA1DHG3tmzZ8/mg3iNu/SjlA6XUm6llKL2+3FSUtL6g5XNuvbaay9mjKEc1HYF2ocYYxy9cZqmvXkQbyw51n65ubmnGoaBDgrchraTDHqAkTQ3cM43d98244Ofm5s7tHX7gyEqGVEtBDUJnKtFCFHJOf+wp35RhwFu89FYj2mN7R5n1FxQQ1vbk0PkSF62/noNElNiYuKV0SgIxHNHeXn5W2vXrhVXX331MKvViva8hd3xaffGMsbGG4aB96JW07RX8ZgH5Y3thlZOTs7DnPP/YvxQq0v9Fs75OsMwPBaLJd00zYN6Yx0Oxyx8SdCmJYRA1/4ULDpgmmZd1AX+ZHfbC4p2OBwuKeUgq9W6PhQKDWSMXcgYQxtFLWpPgUBgaXcP53H2wy0a2l4+YYzhPvsMKeXIaKGF1JaWlsdXrlxZ3YOTpUs/3IpIKU9GOxx6AtHW5/P50LbYRUtD75iu62iz+7K1yGop57wFQ3Oi2haOGQl56E4ix9ovis0vcDsppcQwHNx2osc3HjVutG9KKd995pln0BbXpTkcjssxpEII8ammaVVRrdUateGdipgdpN+3KaVof9up63qFEAJDHvDjlY52UNM0y1NTU1/orqFHyfVM/DD2RGqmaa5jjH3RXSvErdrAgQPRWYCa8gENn91W08j73W3Ese6HDgKXy4XbXTxf5oAW1dY39LDFb7cR3oY2O8yJB4B01Ohbt/0vNjY2ouad4/V6uzgvUEDU+4+Oi0+j3tihmqY1BwKB1ag1K29sp9vgdDqfbbUPXdfujZVS/n3Lli0Rb2yr/aeopqZm3kG8sU8GAoH7V6xYsQOJAjVEQsi5rTX73EKIv9fV1f1kzZo1kUOEOjen0/lQK9k90V6YIGrs/lZiYuKK5ubmu8Lh8P8tX778gMDLY+2HXlXTNA28+egBjKr2D6C32Gaz/YxSuqq0tHRt9+1h9364beOc/14I8YymaVMZY+saGhre6e5VRJNAKBS6tifPaTQ2sUdv7LH2Q2ydTucDrcT2lNfr/bwz1ujQaWhouB8/SMXFxRhO1KW5XK58jHXzer0HhEK0hoHMxO1+T/3Qqxr1uD7bff2tHv2IV1XTtAO8qna7Hb2KGC+JGu8BsWa6rn8RCAQOILvoPUN7HY79evd1INm1emvfX7ZsGX60Olqs++EWfdOmTedSStH7+Rpq9Z3nE7Vtru9OdrgVz8zMPKPVe3o5emOjwcWnmaZ5KToOW9eNTqapPZFdJ2/sHDSX5OfnD23deaCSgo6Vj1q98zNV6En0LhyrN9bhcGBMGH453gsEAmC1WvEh3lZeXu4bM2bMTxsaGpa++OKLB0Tv5+Tk/AS3dBgeEQqFDKvVigHGlRiOEB8ff13r1nY5BtL2ELJyTP1yc3O/gyEtreYd3GL7W+PxTrdYLBPq6+v/npKScqZhGOggWdtdC+3ezzTNMZqmnR4KhZ6Oi4vDLAoeDXnpEmd3rN7YY+0XJbtbooHdG/HFx6hbDPHAc0kMw8DwjHd6stvk5OSg4+OMaGD2XrS9EUJwqz1YCDGGMba2p37oqWaMoVMAPds7UCM/Eq/q9OnTMxITEzFwdp/H41nVk/ZzEMcUaj5ntcbKzWhqarp/1apVPdVl7MmhFet+5JprrsF4OQxG93q93gMCuQ+2PvTGIkm2On2eklJ+PmHCBDMaSH0Ven+llMGDkJ3yxh7kQTrgn4/VGztr1qyRgUAAvbEYwoF2nmRKqa+oqOhLLCqK6VQ91c+LhjtMi4aCYJR4EqV05ZgxYyrKy8sHh8PhfT0Zmo+1X9SbaY8GoaJzAWsBvh8Ohz9JSEiID4VCmtvtRi9Xl+1o935CiBRd1z8PhUIfY2ocRshv2LCh4SBe1WP1xh5Tv+g5JqhRoI0OsxnQK44fFJumaZ+Hw+GynsKA0KvNGMNQkeyoFxV5MpJZQgjZJYT4sKd+mNLW2NiINsLRqP11shMe0quKz4nL5ZqED2FxcfHaI31G8TrUYCwWy5lVVVXvlZSUdAn3OdQ4se6HHuekpKRx4XC4tnuc5aHmGQ2PwThEtJevjh6tSh0OB3qCMYwEYyCf7z6G8sYezVPUdlbtwObm5oixWdd1YRgGvti7DhZa0T48Og1ag3ovAACMycNI/Qqfz3fIvFjsizX5gsEgRrFjLuam1kyIbYfyUrbLO9Z+aMRNSkpCOxNqOTtDoVDZjh07dh2u9FW3fhiusnnnzp273n///cNWfD4Wbyyu8zj6obcZt0LorcZwhQZK6WcpKSnbD5VXiUZsm82GRWBPwkDhqN2n3GKxbDxUriqeb4xao2maWJcxEckSAHYIIdDL3VFfsaeXc8iQIRnhcBg/OkjOMhQK1SclJR0uNxYDZpNwfRggzDnHVCosgebvno3STWas++E9jHi4TdPEmpLtTqP6LVu27DzUMzdlypTEgQMHouOnCXGJ2l4bmpqaqgcPHqz1FHoSfWYwTW9iXFwc5rU3Ycwr2u1M00RzUNxh8OkC1zfaGxuNvkeNArUzjIFCO8N/0atTUVHx0sFebOWNVd7Yo/XGohcX7bqUUswbDh2FFxcJawRj7LJo2JBAZ1M0/hG9zrurqqp6OmMl1v2Q6PBIhKmU0kicHb5X+B8GM+PfdV1f3VP4CdoX4+LirtQ0DYPPMT/5iPpFP8hoVkDnTedMJ0yHxDTFdw8Ta9l/yM7hcNyLuYqMse2YTCyl/AFj7N/Rygv/raysfK2n0AzljVXe2KP1xmKeMmbKcM53YSwexpIdiRcXtc+EhIRLTdM8xWq1vhMIBOox5o0Qgtol2rpQK/V23zbGul/0bJnJrRr1VZqmvSaEqLJYLCIYDKKnOktKeSYeo9A9xxUdG+vWrRtjtVoxN/bfpmlWtmZFYPzhIftFtTrMxb4TbeeGYWxDTLEigxBigGmamIaZ6na7/3Skm71vtGbncDiWc85nRW0E6Nn7rRDibc55IwDcIIT49UHSxZQ3Vnljj8obexxeXCytNQ2T6bunhGEmT2sRiR+25j9vKy4ufqPzS40VdmLZD1PYMjIyMGVvHObGdp5LtIQWBoxf6Xa7/6/zb+0FBEzTPMDjeqh+UecUxsU+4Ha787o7PzDUpzVr5z63232dIru2uLd/oLcOADaijaFVw0OP6GNut3u90+n8dV1d3YM9ORqUN1Z5Y4/WG3usubG4/ZVSXmyxWMabpokmlg6PM+ccs2gwtu2ZHgovxLQfktbYsWMjXmNUGLBIQdTDfbgc12POjY1WPfmtYRifW63WreFwGLVlilkY0bJPyR6P58+K7NpitL4rhDgD631FcxuppmlPo3H6uuuuO3np0qWYmnNAepPyxh7aG4tbFowAwaDiKH7oHcVAXwxHwBS3A3JOo7UFj7ofemMNw7iAMZYIAI1o12r3xqLDoTW2bW1RUdEBBQHQGxtN4scSVjhPfFEi3lj06v7/9s4FOq76OvdzHnPOaPS0kfEDx5iSGF87pAl5QUuoISEESkwMV57RCDshD5L0lhty29wkbUKdhAINze3NdS5NmpLcGj1GFpZdO9gxTu2S8jAYcHCNbcl2A04s2ViypLE0j/Ps+an/YY1GZ0ajYS11XXtmrayVhfXNmfM/5+yz/3vv7/tUVX3eD0c3dnR0dLxORH1JYHme4MeG0aVbtmzZc/laf3Qqa2pqEF+AsQM3NltjKorLDuu6rgt3NMyuA/kr8VvD1Ko8iasnfBoj40O+M4jjeUJIlNrifH4XtUkWBl40/GFJkhjneT4/+IiZQIQwFsuyTLd5nDM+FQ6GkKqqDHh/QDSJsqNQzNnRcDrZ0dGxpRLsxAqsXbsW8jljCJnGxsae9evXl2S5KGbDmNKXksnkcT89Ob9FRuFjaGjosmAwiPMZ3E3m8QoS/7PfUS6OIm5NTc3lwWCwxjRNJKlOFeOLZo+Xi0un08yU9fuxQvLPsbm5+QYeaAjk3OyGYTyradqvHccZQzw0nU77inCWi6PJpCjK7zmOs5BxE+EV3CvEDpj5OlZgXg7my+8LYj6cYeShXjJNs1/XdRRaTD8cmZaqquj9vVuWZdgQUPxesCzrhKZpS9HsI7Px06VDoMBTfbnKcRx0DOncT4kTwW6xp8KCCg0TADqzaJqmvWyaNIFdVIQHurq6Joh3/ifgxhsUqqreAquIsSqyO8Mwdjc0NJwdHBxUq6qqrvejfQkhgFWWZS1iTSVJOlUKTqgoc+1p/DQg/Ok4zi7kulCcZqi4It4pntCWlpZbM5nMbKEYO+G5VVX17MmTJ39eQL3kAwzaolDrF9CSyeSkeg5/h7pJJpNZKnick6CZTGarX9AsF9fU1LQoEAhcI8sys2OTPo7jPOtHlp8KB5UqkUgczd/iZ0U44dBC3bJtG0qdaVnWk4wUyLJMbWWSCGe5OFG3uVd00U8hiMq5opySTCYP1dfXfw35JT/hR+hiDBU7joOahy7Lcj2jQIlEYm9dXd1NzOv54ZjN9JpYV8MvJiAGAgHUYH5Lkdx1XdSOPYm10M/yucMMIzuOg0TXWbJPFD5KwYm1uYHxCsQ7OUfLslAh/9XQ0NDx+vr6QuKdCKLOGC4r8YQorNfo2wu/HN3DEmhfFbpYqannW/k7xDS9yW0kwE/mSO5kv/JsIXl1OK5CH+5FMVj65s/gIampqXncT8VCCDj+geu6B3NlxAGD0zRtq5+qRLm4tWvXLjEMY50nhPl0zrYp97eOd7HyM72pcLIsv3z27Nne/GB32223vS0cDke9B7M7V4TTE0VF/fclSZJ8RTjLxYlg96BhGB2bNm06QPY7PDyMfDm6gs95LAiYLaitTFK55Roy4tDZ2dkmJK3eJ7IuOvN4JgwUCHbj0lehUKj7tddes+bOnYs8FJleSlEU1Ff6CwS7Vcx9eWUThmMhrY+Ljk6Fy4p32rZ9DH09MRt4HRmpqqowPzCZnyTeOdM45us86a8Papr2zvb29h8IVaArpqJ9VehibyWCTQMbjUYjPIgjIyMbduzY4Wci4ru9jEQiZHX/fWxs7H9Og76DeOfliBSOjo4+uG3btkma+oW2s+XiuOFUVf0by7L+qqura5zHm7c8vudXLq5cEc5ycSLY/QlGN5Zl/fLMmTO/WbFiBRxNdNsgz+OfsK2jo6PVZ7v9cQKGEIzsXb58udnb2/u7tm1fg0CAMG6fhBMjJFehqIKKMvVHaFKapjGvCQl+XygUetQns0Pkk47kIcMw9pPBl4IrV7xzpnE0KN7xjneQ2X6Cl89FF110eMGCBXYJtK/xBkWFLjaNwFXOn951111z0un01b29vT+filGQ+/3MBvX09KzxnMg6SqljZbECFxGKtCXTfsrFcVykwoeGhvbt3LmT2tKUtcHsby0XV64IZ7m4WCyGtwVB5Eg6nX4Fcr7QxkOZGTVfMju07SZ8otHoYtRLbNseTaVSL2zbtm1AkNlRPPmQJEmH/XB0ADHOMU1z3D8kHo+Pu3QJVRO2xugabvdRKsYc5xpVVeuEmc+4Lt1UuHLFO2cax7mgm8i4C1t1r2n0T0LJekraV4UuVk70KgNDR2c6ASt7iP9fcGwTVqxY4fg5gRVbrnJxWVVcWZZH2tvb6bqOd7PXrVun9fb2Vvf09Iz6vVjKxfHdUP4SiQS+CohgZm33sNhDQjztJ5slcA1jY2PVoVBoOIceJrW0tMB/dQvhhE8Dw75juWUHwQ2VWltb6QpPerFQiJ81axZBD+OZN4UipsKVK9450ziqMStXrkQiv3HevHl9Oc0+rkWorq6uqhDt65prrqm67LLLFmqa9pucrHhKHPfpokWLFpimmcz1RBHb48YKXazAU46ZzOnTp3cX8UT1RZaLQ7DSGw3YW4rKbO6By8U1NTUt0zQtYRgGndWCnrj5JwlnNRgM4vZVUkc254UARWpRJpN5rVDg8FtQQa2aNo7vooHgOA7k/yl9VHOPjaR7JpMJbNq0aYIZ0FTvT7aiuq5D7p8RnAi0lyKr7+dgV+j3zjSOYIPKsWVZ8306xcWWVUa1uwzcOC+XjvfGjRsnDFhPdQ2z/35eMyjyF8Fb5P/rkYn/dLrBp1xcLBZ7OJVKPbR582a/+l3Ba1QurqWlJWbbNooeeKIWNDr2WZePY4N37ty5F6YTtNgqeg5V16uququtrW2S52uhEywXx/fFYrGvmqa5pZgng99xY7HYbULf7h9LfThEcL2Nbn57e/uM4ARr4npc0fLtDIv97pnGiXESKJhXxePxH5e6pmI4GRXvaeH4/lWrVl1UVVX1tfb29q+Uerzcv7tggh3jFp4SxYOY2Aglkklm1X4LyAJrmvZ9z5bvx7qun2xtbWVwtqC3Q07WwzzRQwhd4iN7+vTpfyslo6RmVCaOtx4qwmPBYPDFw4cPo9rJMG3Rj3hbNtOBxJt1eHj41R07djC8WbT+xxYKcQWEF2VZfiGdTr+sqioSVkUzynJxnISoGf0Pr270PHJUpc4GimI+HqsYkf+MGb185zS/ReKBDoVCiJVeFAwGnzQM42QpGWW5OGEXiHoNnd3jDEz39fWdKOG+QRRgJnFZUQDqpshaxYUq0JR1aup3iAmUgcPUCdtGtCbXO47zm2IKNH7X84IIdhTH6cyJoc3XMUpmwLSQu1h2oTzf2eWessKNiqKQduPRwNT2MCKexRoezc3N2CF+RNO0eZZlUeDGFT4xNDS0xU8ZOed4ZeGEfDUKu2i3YRtpqKoqpVKpTZs3b0aSqFBXFqI1OmNY2jHxPz5wrSjKzmISWCJg3SqUQRj0RXE2qKrq04ODgwRL38HtcnH8JmFCjVPcXLZ4TN/btt3riUm+WiyrpLMeCASYnbsEIU5GgoST/XPFcLi2efODSHVdKRg4CZgXjuO8WMzCEY05Xdd/H5n16eDIeBYvXoyIKibssC6wAHAwFq+qqtpeyBNkpnHU7W6//fZLNE27TTBKUBQaYibVdd1t8Xh8krtY9v4WL51mXjpCiagknHghMxuJW1wteoQ8i4qi7G1tbX15qhf6hbSNZajxUU9+Z7tpmvhj4pmwzHN4v9abgfpqsS2tcKNH6+1FitWZTAa7ujtHRka+un379gmu97kLzlbLtu1zApdIJpMLFUWhS/uAn0l2FlsurqWl5Wa8Tj1LxX/WdR3Pi3rLspgX2zkyMvJ0oeCTxUmS9IIkSa8JhzFeDK8kEok9ftLzIsOChP5FhmAF7xgxivch/SMMtGFyTPoI8vq0cYIt8E08WyVJwtM25bru5Z7XLWMkKBU/UeCGl5qbm2FZEPAwhD7ruu480cU9WATHdhnLwPciUW/b9gnWBi8S27Z/m0gkHi+0pqtXr8b8mxGNg9PBQcXyZhVROqYbvAfJJMMw+N3vRAa+0JZ2pnFCwh9WAwpCW4PB4IBpmrPEQPWZjo6Of/C7FmIoGbrgZ2RZbi8Vx3dh4VhdXf2g9wLZJCwfCXTvcl337fnCA8UC33mf2Ymxjvjg4OBd2axK6OC3DgwMfGaKTOsfmLXL9TP11FV/FAgE7o/H49SofDOmaDT6iG3bD+cGNgacdV3/2w0bNhwrtA1+C7jPOY5zMhwO785mAM3NzbxBDY/nuSPfSyF7Q0Sj0XGcZ1b9XLZ7COvENE04mrsLFcibmpquCAaDHzNNc2tXV9f4iMXtt9++UNf1mGVZ3YVUbMvFcQ2PHDnygG3bbdmsSnR3/9JztH+lo6Mj3/TkZZYAABamSURBVJh5/BTJHiKRSAsD5fF4vJ3/xncdOnQopiiKXQgnMsnVOKadO3euKxvYotHoKhyyGhoaugtZI0YikSYYG8PDw9PCsX6apt0qy/K+rNIxg8OhUOgmnN/i8TherpM+M41jG+qZjV8bDAYvaW9vJ4kYt3zEZ0JRlFvj8fi3CrzoNDGU/MH29nbM60vCiZfrPEpQ8Xj8rux3r1y5ckF1dfV3Ojo68Kco6XPeBztWIRKJbBZZSLaGFfJS7vfatv13qqqm+vv79xTQtcPQRYb3KQxFoGXd6Lru91HLxXZw8+bNdAUnBL1oNPpNWZarPQkpjmdAPpckaYXHDfwJ6rOhUOjlxx57DP/ZCbW/cnEiQ7sdPqbjOKPieMynPY0CMW70fjXDLA6fWKG2EVQUZZllWa9izq0oytH+/v7jWbPv7B1FMdzjbf5FIBBIwY8UxPxGRVFU0zSfRZIIN7D8uli5OHEN/5qtEswHCKNwSCVJWoZ6sCRJzymKgrnzJF+EaDQKhW0FtDlMYhCahJCOXl0xXCwWI8hgCoNyM766PCsMMpPp7zFN80R9ff2x/O3l6tWrb/KUdqaNE8rY/9Ubkn4v9ShoeJ4ROHQ8tOJ2m6Z5XNM0eMATtokzjRNS6azn5z1J9V8JsQRKGRdLknTOsiyc3uBnTxBnyGZ2XpUEjcm9peLEiwcD+B8jNJAVDYUsgPG5bds/oblW6GWQGwUviGAXi8W+LKbpkZGGukWQ+Q2FauSh6+vrO/zkvQW/EtMcgty4JCuBD0ckHhyPoP5ka2vrpGFeRlW8egLbQd6CWVxSkiQeTBRd92zYsGGSiXW5ODImVVU/wxZIeCag5Ep9CQs6VHP/taam5kD+OWZxiJkSPTg/IZlNsEP6vEdV1QP5EuYog6RSqc+5rgtDASUR6jXUl45Bz8Mp3itCP5s7a8a6l4sDS6cZQjh1opxreBqjIdu2cXp7Jd+BTDwo10qShCNV1tCbUx1GZHMK3FLhAcxWknuGteHFdYLzc133KL4d+WvDmgqXMdamZBx6cQ0NDdd6douUH1jP8esRCASY1+N68BLbnx/QZxonghb1yM9QNxXBhPuNFzu/k8TgdZ/gI69Zs+ZS0zSxVBxXJ6U8XAKOZgg84HskSUIMYpyvLssySsmwhpCaGt24ceOmqdK7CyLYrVmzBh+J6lQqNV9RFB4QCviYqQQymYxbyFsC5ZN0Ol1rGMa8qqqqMcMwUJHlHhzvOA4ODp71q91AjxoYGMBsZ14oFEqmUqlEVVUVN/44LpPJDPvVCt8CLjw0NFSHEz0eDbIsQ0Ynixk/nuu6Y21tbZM6rHBGBW62bdt6MBhES820bdtRVdXNZDLcwKP5HdZ169apPT09DZIkUauppylCHS2Ls23b7O/vH87PlsvFia0MnrW1tm1fLMsy4qs0VGzxO8ms+Z2TuoFsuzRNQ9kWEQHOaaSmpoYXAf4QxXBQ8erA8XASGGtqalB5wQOB/6XGxsbO5a8N/hWZTIaa6bRwbK9fffXVWkVRZsmy3IBWnKqqBGWX38q1TKfTHG+CR8hM44jfd999d1UikbiIRp+qqlXpdPoNTdPGfyNrWl1dnfbjgLM2Y2NjF2HqPh0c53jgwIG5oVCoxrZtPGdRSTZznierlM7sBRHsotEoooNIZl/6+uuvP7R48eK3UVQVA78FRyWEJhrSOwSDXZlM5t/C4fCNPT09W4p1YxmRoKaFWY83h/aUbdtHVVW9bnBwcFexGmG5OG6iVCr1CSE3f3ZsbGxbOBzmd+/p6Ogg0/KtLWZxqFcoijLCFoRGg6Ioh9rb2/E+LThiI/TpyF7qPa4pheOFdGVHR0ePFyreZzMtkWVPC4eunWEY7/f0CN+eyWTadF1HaoktHmMkZFu+H64h1x4ureM4LzuOc0BRlIW2bb9RDNfS0oK4AU0X+LSv02xSFOViRVEyfjp42YPDlgiHw+ivvWs6uKyunadU81GhFdhrWVZPIBB477x5835RRJpsXNduBnEBbCPD4fD1jOSQ0XsG649Rx0NVpru7u+C8JSM54XD4Y5Ik8VyUjIPNJEnS+yVJeg9qKz09PeuXLFnydmqjbW1t+6bK6LL/fqEEu4dxu8e2DbXiQCBA5+vz3ojGn03Rjf1jMqVAILDQ02p7Kp1OP1tVVfXA6OjofblNi/zFpvBP985xnAXUhSRJQmrp615Q+d9ekdWPsD/+FeXi8IFF9lpRlFOu616SSCS+V1dX9/lMJvO8oijPFBowzuJUVR3gjWkYxgZd12+0LOu3yCgVGjAWHqmfZTvIvJS3ff4/iqKwhV5qmiZCk77d2HJxrE0sFvsSQ8GBQICA9/1UKjUYDAaZD/zVFF1V9Nfew4OJh6xhGDs80+mbqJ0WwyEIEAgEkG1C4Zo64VOMobCbHRoa2lwooDMi47ouLI9p4RjL4EWKViDHo9abyWR2aZp2uxesnyhkLDPTOAKP67rvCwaDdI4pW1w9Ojr6pdraWnjD1e3t7f/PL/jQUPIEBK4Ih8OUP5CyKgmXzeoVRfkGHheO43wwlUp9MRwO4xr38Uo3duJqQ0/Z5M3JrVEU5bve9gCN/JFgMNg2VTc2Fou1ptPprwSDwRsURRnq6+t7ct68eeu9Ld+DXV1dZD6+GVMsFvuRpzr7XZogzFrZtr3bs52737Ksv+vq6oJ25JsxlYvDnBvvTdM0D3s2gasTicQjNTU1uMzLZHmFurFZHPJCiqJ8xDCMnwWDwSvI1hzHgejtaxvIHKGn2HurYRjdmqatsW27S9f1IcMwPsWYRCFqVbk4sp7m5ubvkkFARGeMqLe39/CSJUu+7TWCDxTpquLlyu+jxsOcnGrb9lZZlumYOsW6sS0tLRHsF13XPYI0ujfo+wrWirzEPI/XLYWsGFHaYQasDByqwwSQg47jIGh3pWVZ/yjcvE74iRaIF+SM4shcQ6HQhxRFeRudd2+b/RenTp26Fyks1rVQ8BFB8veCweDVlmU9WiqOc6Qrrev6d0dHR7/slRK+ruv6nycSiVm6rt9f6cbmBDuhdPE9vCi8LtEXLMu6T5ZlFIiX9fX1fSe/05gbJ6PR6JeRApdlmZmuflmWUbtdlU6nv1aMAhaJRL5IPUmWZcQ1BxzH4Q14i6IoD2C0XUTqqSxcc3Mz0kPXWpZF0KIxEvcyuhsDgcCm3t7eFwttubM413XZBn6Q7MUzA1+OUOWZM2eeKbTlpgaayWSYlzoqSRKZRzfZMkO3qVRqW6Gst1ycuIb3Mrzqui7n1c02SFGU5ZZlPbdx40Y6gJM+YvTkVkVRljiOQ62PmuRLZGi2bb9SCJfdbnuB8SpFUUJCPhwR0AVsTevr67cU8qttamq6VlXV96BtN03cbG8o+yO2baPWQg30CkmSfslwcjAYxEpgfMQn/yN8GmYMh3pwQ0MDtqRch5dlWb7baxp8G9ogDS0/s2uRnSGlvkzsrPCwKAknsHO88sHXA4HAfq/Zdodt23+J3YKmaRe1t7dXPChybwq2a96wK54CiD3uYK9vWdY/L1++fH8xtRC8KNLp9B8y4uC6blKWZeoRr/X19T1RjMKzdu3aRZZlUbN7J2wGRVFOQqexbfvnxbbN5eIggRuGcQfsAkYX8Mbl93oBfWN+RzR3XbI4WZZR1X0XN6sQO91ebI6QInUsFvuw4ziXetv0m1zXPeC67mgoFNp18ODB3iL1zHJxqED/rpfpEESgGh3ieGxhkWrq6OhAAt33E4vFLsXP1bZtZJ1ocvLi+S2lhSlws9hqeTLgCJLid8qIzQmP4fBCa2srtbRCx6MWjBk0XeCScYJdstiTcsdNjFELao0veEGhb+nSpdvXrVs33lDzCXbQ9mYMx/EZ8g2Hwx91XRcf2Q97pYyt1Blramq6CqmegMMoe8GCBXCUYfqUjBPy7BjWI/VFeeFJ0bHeXfGNFXcELWu2PZqmveINByc1TYsSuBgfSCaTj27ZssW3fsaNp+v6xwzDIGAwQX8jNQrTNM9IktRKoduPAwpO0zSCADfmq5ZlfQgcnTzXdeOu6+7zq5+Vi+M0o9Eomm54GOwOBAKMPXyWLhWzWclkcmuRgeI3cWQTuq6vdV0Xr4ZnRkdH2fpSN/J7uC7x6GTXpNPp/aiB4AOA8gmjGJIkxePxOFnipG067IkycXApCVRsqflNZBQUq4cty+r0mGQ9fl1Y0fmDS1mdTqdfR2HXy5RuYCbQe2Ce9IQ49/jhRBZ5hSzLBMnXXNelkcL2EpOZfxEvLD/2DNJRzOHhBsYMH3NgpeAYq6nLZDI0USRd1w+k0+mPBIPBP3QcB2rj9nyLxexFmWkc7AmyM0VRLhkZGXmurq4OQ/DPYhAkSdLe4eHhuF8tk3GVuXPnMsrzzuHh4ScbGhoQx50Sx0v1zjvvnGcYxodUVd1vmiZzoFHuN4/meDCVSm3YvHnzG4VePPn//bxuUEQikbvwHggEArv6+/tPzp8//xtkWLIs4xJljoyMPFLASpG3yHVcwFOnTj01f/78PxU+CHArL7cs6xt+DwrFaS/oXKeq6q/6+vrAfYEpfEVRoDcxAEmtb1IdrFwcnUZZlj+F7Pzg4ODjc+bMuR41Cdd1B9kGGYbxI/xI8wNzPq6xsZH5NYrxDAlTA+oeGRl5yceDgmD+acuywsFgcJyiZRhGlPNjyJMA70mz78rPJkUwnzZOBPOVIpjvS6fTR2tqaj7J9pR/+4+xR+fZzs7Ovfk3Ni8BGgUUtZPJ5P6qqir+Pw2GEWp3SNn74Zqami6jcy7qfE9xbFzKyJQlSeJeenHp0qU78ncEKLnYtr2CsRTKAaXiyFrq6upooEAze84wDLrFqNDA5WX0R7Ms6+/z75uZxontJFJgLXS0GVinM87MvjAzmuO67i/8hnuFWsm9ruuyc3jCe/ET+KbECbbGGlVlDtz5hWmalq7rX6bZaNt2LY21LIujlIB3Xge7lpaWds9r8ms0E1paWm6gY1lfX/+toaEhDE1+VKhBEYlE/tpxnI2BQOAlSPKeT+XfjI6O3qvr+oCqqo9S9/NrUESj0e94st87hatUQ1VV1UOmaX4HOfH58+d/PxAIrO/o6Oj1YU6UhWtubkZ6fGEqlWrdunXrWDQa/aEsy3/f19f38ty5cz9N0HNdd3v+1jkfF4lEvq0oyr+YpvlLRVFWEkwMw9iVX5cUJPc/UhRlU1tb28FoNPppslhFUZ4Qc2yodXThT5F785WL4ztisRiUsO1Hjhx5QfiWYuW3Ee097yG4jzqOX6MBupwsy8yDxevr66m1fVSSpOOco/cCiCII4IdjkNxxnLmsWyaTGcNzg7lMspb6+vpP0HygCZPfoFi9ejXbz/nYHjLzpygKneIpcTh2UWcFQ72rqamJgV0aPdxzmGF8XFXVV9ra2p7JXdOZxhFca2trsZi8tq6u7uFEInGJp8yyBmtJmlkYP3kUw+vi8TgMiTc/vOgcx1nuOdB90rKsr0NFDIVC90yF4wu4b0Kh0IPhcPgrsJEymcx4aejUqVMPzZkzZ3EwGETuiQyxpM95Heyi0Wi3bdtrycKi0Sgu5u1C6831OoMT+LK5q+XVeX7qTWj/GeyIaDR6J8wE7wH4W7agfI/3VvmeH6E/Fov9gMCIH200Gm2ihpZMJn/KCAfdxHQ6/VNVVRGenDDb9xZway3LYmJ9u67ri0zT/JLXZbwPTmtzc/MdqGcMDAxsy280xGKxfNynAoHABuof0KQ433Q6/U/5W4Q1a9ZcZhgGKindwsrwfu9G7nIcZ5+qqniKfpqZu87OTgL6m59ycSKze9gjfLfCjsDYnC5nMpncI4L7A3Rjs7zX3GMKmlggHo8/FolEbhNep1vj8Xj/6tWrJ/Bl8649wgG6ruuPp1IpJNypv+0nC0TK3nVd2CNb88dyME0iuGqa1pVOp9nOXl0ijtocgfLI4ODg/sbGxj8QWm/3o7ziui5BGn9UyhRvfsT84IzhhH4dAgBX2Lb9Q+b/FEX543A4/N/OnTuXJKAFg8FIPB7/89zfiSrLsmXLrvJohB+Nx+P3NzU1LfbsSb81FY7vEOf/cDwe/+SqVatmh0Khb3pb2J90dHQcuOWWW+bV1dVN4MtOFfHO92D3vyCKMyxPQTSVSn2loaEhkE6nr/NS7murqqru85POWb169Re8MRVoSUc9BZBVmqY9fOzYsdcWLVoE2fnzpmn+iZ+uGdtmBnsVRTlu2/Ytuq7/8NSpU72zZ8/+L4FA4HOapn17w4YNUNQmjKy8BRxaYoxI7FVV9f0YxJBZiMD3Oa9G8vixY8deym8YRCKRfNxhcKFQqN4bnF7LbGAymXw6v95HjcirP0L3OcFWUJIkuJttbGNN07xF0H9+ll/4LxfHzRuJRNCvw+AaVsgHvMHwnwYCgde9MZn3qaqKcs3ezs5OrBwnfCKRCKR6uq6ULagtHfY8InYqivIOSZIIKIf8cFlLRLT5HMehTkeddqtlWbAbGNymYbApv2Fwxx134Lx1DfQuoaxSEu7mm2+uq62tvUFV1Xebptkrtoa7BgcHDzQ2NjKoi6nQhqwXRvYkZxqXtVLkknhNomclSaI5ZZmm+QNVVRkuJyP+dWdnJ5353I985513/o4nVc+L6glkmhj7KQEHTQwJMrL3fbIsQzFb3t/f/42FCxfOomSA8g0BdKogl/338zrYtbS00CKno0YqfQCZH95Auq5/2DRNtgUv+TUahEnKKjHeMFpbW9uOAUsqlbpDluXBQgwKwbhYyfGYrwsGg12e81eVZ0240rbtsUIzb+Xi7rnnHv2NN96IQfwXlKaNUN+am5vZes0ZHBxs3blz5yT58nycaZo7rrzyyuNHjx7Ftf0y/G27u7tpNEyaI4xGox+2bftyJtllWX6mr6/vwNy5c9+NbJJHnH961qxZrxbgGZeFa2lpoRNOLbTWcRxmFBE3uNiTQcKy8teGYRzq7u5GiHXCh2socJcwg2gYBnU9Q9d1unlQ9p71w2VNsm3bXqIoCg2qfdSkbNumo7tYVdXn/eSWCOiGYaB/x5wi174kHDOEgjN6C8U+BooxbLJtuwHNOO430zRRksln+sw0bnxbqes6mX8DQhiyLO9GG5COPDVG27a5/ybVpOHvzpo1ixIAODi/nN+UODHmgnQZdWjEGHiZ7yerVFWV+21PZ2fnwUqwEyvAbJdpmirbFx5eMd6ht7e3U1cqSIfi5lUUpeHEiRN9jJmIzi5qGYeLSZ5Ddk8mk3AbT/N34iGgs4cv6AReY+5FKhfHDTF79uw5hmHAt4Uvyjm+59y5cyf8FFlyMoNcHIVwh8BiGAbB8UwhxWEhmUUd0zpx4sQIaxOLxX5HcGrHz9nv5isXx3fxhmdfmclkUEI2MOAZGxtDZAHl4IJrSoG7urq65uzZs2NsO+E6G4YxO5VKjRSbk+RlMDAwAPfXWLJkycjzzz8frKmpWQBVbOnSpacKjStxLRobGzHjNqeDo9dy880319bX19fMmTNnEGoY900gELg0kUgcL9RR/0/AjftABAKB2XPmzBl55JFHRu++++7guXPnlliWBf3Odwida8jfnT59et6iRYtG1q9fnygVJ7i/F9P4YceQY9wk+6ncFAt853VmV2rEr/xdZQUqK3D+r0Al2J3/17hyhpUVqKwAaXBlFSorUFmBygpcCCtQCXYXwlWunGNlBSorUMnsKvdAZQUqK3BhrEAls7swrnPlLCsrcMGvQCXYXfC3QGUBKitwYazAvwNrJmaJHtnfFgAAAABJRU5ErkJggg==" width="315" height="293" crossorigin="use-credentials" data-custom="AAMkADUwZDY0NzJkLTY0ZWYtNDY4ZS05YjAwLWMyMGIwN2U3M2ZjYgBGAAAAAABSB2WzuOo2RZ%2BTBbNzf952BwBi9NWbG0ZcR7iz%2FHgxE2sbAAAAAAEMAABi9NWbG0ZcR7iz%2FHgxE2sbAAWW0zMgAAABEgAQAE4JExkz%2BrNJjqZWydqoUZ0%3D" data-imagetype="AttachmentByCid" /></p>
<p class="x_MsoNormal"><i>Source: ABS Cat. 5232.0, Quay Global Investors</i></p>
<p class="x_MsoNormal">Despite the start of the ‘stage three tax cuts’ in fiscal 2024, the forecast federal deficit is expected to remain around 1% of GPD over the next two years. And for those that suggest this is somehow inflationary, they would have to come up with some rationale why the US deficit (7x larger) is resulting in lower inflation.</p>
<p class="x_MsoNormal">The result of an absurdly small deficit in Australia is already resulting in weak economic performance, with real per capita GDP growth posting negative growth for the last five quarters.<sup>5</sup> Given the lack of political will to run deficits necessary to meet the savings desires of the household sector, the structurally low fiscal deficits will inevitably lead to structurally lower interest rates as detailed in our article, Aussie interest rates are heading for zero (again).</p>
<h2 class="x_MsoNormal">Concluding thoughts</h2>
<p class="x_MsoNormal">So, is the US headed for recession? Based on recent fiscal flows, the odds seem low. Using the same framework for Australia, the outlook is far less sanguine. As a caveat, we note that recessions are notoriously hard to predict.</p>
<p class="x_MsoNormal">At Quay, we are firm believers in the adage that it’s better to build an ark than try to forecast the weather.</p>
<p class="x_MsoNormal">In that vein, we maintain a portfolio tilted toward recession-proof of sectors such as senior housing, affordable accommodation and self-storage with companies supported by great management teams and solid balance sheets while benefiting from structural tailwinds.</p>
<p><em><strong>By Chris Bedingfield, principal and portfolio manager </strong></em></p>
<p class="x_MsoNormal" style="text-align: left;" align="center">&#8212;&#8212;&#8212;-</p>
<h6 class="x_MsoNormal"><b>Sources:<br />
</b>[1] <a href="https://www.wsj.com/finance/investing/federal-reserve-behind-curve-1357e515" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="0">https://www.wsj.com/finance/investing/federal-reserve-behind-curve-1357e515</a><br />
[2] <a href="https://www.federalreserve.gov/newsevents/speech/powell20240823a.htm" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="1">https://www.federalreserve.gov/newsevents/speech/powell20240823a.htm</a><br />
[3] <a href="https://siepr.stanford.edu/news/fiscal-instability-behind-ticking-time-bomb-us-debt" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="2">https://siepr.stanford.edu/news/fiscal-instability-behind-ticking-time-bomb-us-debt</a><br />
[4] Debunked as <span lang="EN-US">US deficits increased in 2022 and into 2024, coinciding with falling inflation<br />
[5] </span><a href="https://www.brokernews.com.au/news/breaking-news/australias-per-capita-recession-continues-for-fifth-quarter-284864.aspx" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="3">https://www.brokernews.com.au/news/breaking-news/australias-per-capita-recession-continues-for-fifth-quarter-284864.aspx</a></h6>
]]></description>
                                            <content:encoded><![CDATA[<div id="attachment_98091" style="width: 660px" class="wp-caption alignnone"><img loading="lazy" decoding="async" aria-describedby="caption-attachment-98091" class="size-full wp-image-98091" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/Bedingfield-Chris650.png" alt="" width="650" height="350" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/Bedingfield-Chris650.png 650w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/Bedingfield-Chris650-300x162.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/Bedingfield-Chris650-400x215.png 400w" sizes="auto, (max-width: 650px) 100vw, 650px" /><p id="caption-attachment-98091" class="wp-caption-text">Chris Bedingfield</p></div>
<h3 class="x_MsoNormal">In financial markets, there’s always something to worry about.</h3>
<p class="x_MsoNormal">For the better part of three years, markets have fretted about a 1970s-style inflation cycle. It seemed every inflation print mattered (sometimes to the nearest rounded second decimal point). Even more than other substantive issues, like how much profits companies were generating.</p>
<p class="x_MsoNormal">As the US inflation rate predictably normalises back to its pre-Covid levels, it seems the latest worry is now the possibility of a recession and fears the US Federal Reserve is now ‘behind the curve’ in terms of reducing interest rates<sup>[1]</sup>.</p>
<h2 class="x_MsoNormal">Focusing on the Sahm Rule</h2>
<p class="x_MsoNormal">The US July employment report undershot expectations, posting a 110k job gain. This was soon followed by a rapid sell-off of the Nikkei Index (-15%), and a fall in the US market the following trading day. For a few days the markets were in turmoil and the fear of a looming US recession was to blame. Even the Federal Reserve has stated that the downside risk to employment has increased<sup>2</sup>.</p>
<p class="x_MsoNormal">Although a positive job gain for any month would seem a pretty benign recession indicator, commentators are now highlighting the trigger of the so-called “Sahm Rule”.</p>
<p class="x_MsoNormal">Named after prominent economist and former section chief at the board of governors of the Federal Reserve, the Sahm Rule states the start of a recession occurs when the three-month moving average of the national unemployment rate (U3) rises by 0.50 percentage points or more relative to the minimum of the three-month averages from the previous 12 months.</p>
<p class="x_MsoNormal">The track record of this indicator has been impressive.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-98176" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1.png" alt="" width="1259" height="805" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1.png 1259w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1-300x192.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1-1024x655.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-1-768x491.png 768w" sizes="auto, (max-width: 1259px) 100vw, 1259px" /></p>
<p class="x_MsoNormal">However, we’ve seen these ‘perfect indicators’ before. In 2022 another perfect indicator, ‘inverted yield curve’, was to be the harbinger of the next recession, which failed to materialise.</p>
<p class="x_MsoNormal">In December 2022, we questioned the predictive power of the inverted yield curve, recognising that the once-in-a-lifetime pandemic, and the fiscal response to it, probably altered the economy in such a way that many of the old economic rules no longer apply.</p>
<p class="x_MsoNormal">So, could the Sahm Rule be another false alarm?</p>
<h2 class="x_MsoNormal">There are other recession indicators that point to ‘no recession’</h2>
<p class="x_MsoNormal">Another recession indicator is the size and direction of the US federal budget balance. Although not ‘perfect’, the historic pattern appears to be that whenever the US deficit is reducing, there appears to be risks that economy will either cool or enter a non-pandemic recession.</p>
<p class="x_MsoNormal">Alternatively, proactive deficit spending (that is, deficit spending not caused by an economic slow-down) is associated with sustained economic growth.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-98180" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2.png" alt="" width="1245" height="918" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2.png 1245w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2-300x221.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2-1024x755.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-2-768x566.png 768w" sizes="auto, (max-width: 1245px) 100vw, 1245px" /></p>
<p class="x_MsoNormal">The reason is that unlike quantitative easing (QE), fiscal deficits actually reflect money printing.</p>
<p class="x_MsoNormal">This significant fiscal expansion in 2022 wrong-footed many commentators that overly relied on the impact of monetary policy (and the inverted yield curve).</p>
<p class="x_MsoNormal">The large reduction in deficit spending in 2021 and 2022 led to a surprise contraction for the US economy in the same period.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-98179" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3.png" alt="" width="1322" height="769" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3.png 1322w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3-300x175.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3-1024x596.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-3-768x447.png 768w" sizes="auto, (max-width: 1322px) 100vw, 1322px" /></p>
<p class="x_MsoNormal">The lesson seems to be if one is worried about the state of the US economy, the fiscal balances of the government should be part of the calculus.</p>
<h2 class="x_MsoNormal">Deficits are important for investors</h2>
<p class="x_MsoNormal">Sadly, there is still a widespread belief a sovereign currency issuer like the US (and Australia) will face a fiscal crisis<sup>3</sup> due to increasing levels of government debt. An idea that we debunked in our Modern Monetary Theory article.</p>
<p class="x_MsoNormal">And for those who have abandoned their fiscal crisis rhetoric, they have simply replaced it with the equally discredited ‘deficits cause inflation<sup>4</sup>’ mantra.</p>
<p class="x_MsoNormal">But federal deficits are important (positive) for investors as the net spending adds to the financial assets of the non-government sector, supporting incomes and company profits.</p>
<p class="x_MsoNormal">The impact of this ‘macro accounting’ is best visualised via the sectoral balances depicted in the chart below. In short, one person’s spending is another’s income. And one entity’s deficit is another’s surplus.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-98178" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4.png" alt="" width="1345" height="761" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4.png 1345w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4-300x170.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4-1024x579.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4-175x100.png 175w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-4-768x435.png 768w" sizes="auto, (max-width: 1345px) 100vw, 1345px" /></p>
<p class="x_MsoNormal">The recent data (Q1 2024) points to a fiscal deficit of -7.5% of GDP resulting in net savings to domestic companies (+2.7%), foreign savers (+3.0%) and households (+1.7%).</p>
<p class="x_MsoNormal">And while household savings are well down from the Covid peak (+21.1% of GDP) the accumulated savings since 2013 (+$35 trillion) have resulted in a household sector that is in ’rude health’. As per our previously published research, these accumulated savings are acting as a buffer against potential recessions, signalled by either the inverted yield curves or the Sahm Rule.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" class="alignnone size-full wp-image-98177" src="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5.png" alt="" width="1221" height="685" srcset="https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5.png 1221w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5-300x168.png 300w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5-1024x574.png 1024w, https://www.adviservoice.com.au/wp-content/uploads/2024/09/quay-5-768x431.png 768w" sizes="auto, (max-width: 1221px) 100vw, 1221px" /></p>
<p class="x_MsoNormal">Meanwhile, company savings (as a % of GDP) has accelerated from 0.9% of GDP (Q4 2022) to +2.7% (Q1 2024). Is it any wonder why the US share market is booming? Thank the deficit.</p>
<p class="x_MsoNormal">More broadly, with a US deficit tracking at 7.5% of GDP – neither accelerating nor decelerating &#8211; it suggests an economy muddling through.  And with US politicians focused on the November vote, it is unlikely this cadence will change any time soon.  Based on this factor, it seems the odds of a US recession are pretty low.</p>
<h2 class="x_MsoNormal">What about Australia?</h2>
<p class="x_MsoNormal">The economic reality of ‘one person’s spending is another’s income’ is universal and applied equally to Australia. But unlike the US, the consolidated fiscal deficit (federal and state) is contracting and, as of March 2024, stood at 1.4% of GDP.</p>
<p class="x_MsoNormal"><img loading="lazy" decoding="async" id="x__x0000_i1026" class="Do8Zj" tabindex="0" 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jweeGE1fcaNG6fk5+eD6QYzc5vh3IQQgDe4BbbGm4pOp/OfCCHQGF/p0aNHqK6uDu63Ywkh8OL6JBAIeNPS0nok06DAzymEuEC/LtAywcn+KynlVzF/VhbGOBgOh18AE93Qah0Ox4uc8ydHjhz5bklJSdIXSlcCV7cAFPiXamtrKw3IgOZXWFh4mRDi79XV1T/v2bPnKinlm4QQeMM1TdUrilIeDocX1tXVnW0cCzfPUUcdlQqzNQUFBRclaFD/iUQi92GMPzIA5XA4ihBCY/x+/8z09PS3ampqzjTaAj+PEAKcpF9JKb/DGOdIKW8FrSOmTTUHqEQfFNLV7+cQQmCGvkopvT9mYn0ppWzAGP9TSnl+PKA2bdr08tChQ38HWhhC6DMp5R4woaSUb1RVVd2Xm5sLvof5QgiALTiQR1JK/4IxvlFKCQ/Ws1LK/xo3LkxTl5aW1jscjtU6DD8nhIAJ0DTRQAhZFgqF9iqKMlAIcR4hBLQnGQqF5lNKm9pJvLljALoXfCNgNsH2mKk3JxAIPJKWlnY5aL/BYPCROBPvC8650+PxfG2323vAC0lV1bNgGp4Qsrq2tvZ5GINEQKWnp78eDAbthjO6sLDwZ4wxcM4DsLZgjHvoph74M0+PaRvRWbx4E48QMkyHyjTQxCmlYFamSSmLdXN3utvt/p9xfQBem802KxmgQNYY4+tVVV3KGLMDXKWUYF5tDYVCi0GjNdpxOBx/QgjVB4NBD/xeVFSUp9/XANNJjDEbIWSOoiipSQCFNU0DUzQNITQHIXQZxrg/Yww08+02m6123rx58OLYz7nvdDoXMsaeXrhw4buHeua6M8DWLQClado/QWVetWrVy8YszLRp03qFw2HQEsaB30UI8W0gEPg3aAsAoZycnHyIa8nPz18VCoWKFi1aBH4IEdMkBuzcufM/ubm55+jTtFf5/f4b4DhN0x6Ct7Tf738G/g/O3cbGRvC5bIQ3WXp6+tt+v/9n4AuCwXA4HLMhtkQI8VzMB3Ghbh69yBjr3x5AwewTmFhSyjUY49067K4WQji9Xq8PQiF0s2ujEGK8x+P5OE6DeiU3N3c9IeRicKzb7XbQbubrD9OWHTt23J2Xl/eMrl0tSAYohBA8tDtra2vnwINut9vTde1mSjAYXJySknKHEGKPz+d7Acw/kGXPnj1Bi9hBKT0hEok07t27t6K8vByc6QC7UxBCdzDG6hN9T3Bsbm7uHLgmSukbnPPoLKIQAkzrM0Oh0NUWi2Us+LJCoVAJmHwAymAw+AWl9LKamprdWVlZg7ds2fIJzN4VFhaOFEIsDIVCExYvXrzZ4XDAg385OHxjJt5/OOdTvF7v9tj4PAaOZsbYCyBLTdPgXinDGJ8hhBjcjIkHboLtAN7FixfvAP8ZzNKBX8rlcsFDHf1A8GN9fb0bZtq8Xi+YS1EQwExyr169boeXViQS+V4PHblIUZQyKSX4N8HkdHs8Hpjmj340TbsM4ALO9Z07d66OaVcAn+uFED2gHxkZGfsBKhYXdSyl9E9SytcaGxuXJnOSJwIjZpa6McYPxWuDnQGWQ9VmdwFUgT47Bs7uBXCzCyEgVgRunItUVdUYYyfrju3fYYyfE0JsB/UYNIva2tp/6moz+KcgcG65PqDgeHaAA1z3Qz0PwW+KojwgpbwvEAis1c1BmOH4vf62e05KuYMQ0h/8D4SQm3ft2rUrJyfnf/GA0jStRHe4W0Kh0FJwuhNCQD0vYIzlqqp6uhBiSjNxUBvg5goGg9tUVUVSylx9avoGRVHu1DWJTEVRALiPw+yP7tg+HhzxnHMHaDyqqsJEAcQTLVcUZQXM/oTDYfCN5YCmhTF+mzH2G0VR4KGaH/O9RTUofTr9PoTQTZRSmLa+ER6WmNkEM3a/0CFzm8ViGcQ5vwUc6pTSzYyxHpTS43RZPK9PUBTBjBhMBEDfYqZSrn7tf4lEIjCbucntdkdnAmNm0LGKoswRQlwN/jPjIQbwh0KhFZzze2LT8Pfq5vG/Y7FtoxBCM/UZxwsVRYH7808Qu6PPuG6nlPYhhNxps9muLi0t3aJp2utCiGf08IzVQog6m822PB5QmqaBYz47Eom8qigKB7NSN00LMMbgVxoE4wMaFNwrxt9SymvhGJAbaHyEkMmEEPDLOeIBFQMgaL0v7dix4w0jHGXq1KnHRiKRK8Lh8MsWiyUI/kSYZYxpfz0554sMgEIbEELBGLsPJkzA1JNS1gDMKKUTMcZbGhsbF8ZMPNDsl8FkAGiCMdMOCyH+6fV6v9U07QYpJcw6Ns3iJUKiqKgIZofv4pzPivenHSqYdEY73QJQ4NwDU0E3gcDm9hNC0uAbpnUXLFgAsyPwNrfD2xQCIDHG4OR0V1VVvZqfn58hhIAbtY8QAul2+vd1dXWPgnYQe9uBj0Ooqvrw/PnzNxUWFoLjG9pphPPADAxECcM0taIo//T5fE2BlzGf2N0YY4izArUcbupLtm7dWnj00UcPh/gX3c/6WGKAnsPheAVjLHRzsE6HI8EYgyq+cMeOHe/k5OQQVVVBixlJCJGxmaQUKeVieGhgskB3DK+CQECYueGcTwVzRJ8IgPtjg5QS19XV/SM7Oxsc3mDurYG3sqZpx4BmRikFB3dtYWGhQw8OBY0PTGI4+GljX6fTebkQ4gqMMZNSpmGMFzHGXlVVFQISf4sxzhdCYIxhXkCZ9f3333+Rl5f3AEBTSgmhDFHTUJ+NAycuzIQ+a/jt4kwb0L52+f3+V9PT06dLKUdDgzDbpr9o+kUikd95vd6tTqdTE0KcSyllujmVpe+3jHO+BGLfwD9ICDlLD458E85NKYWHuMTlcsGMHbr66qv7BQKBO2EcMcYQub9Sn8U7u76+/qbMzEwwpWCm9VlKadRshb/T09Mzg8EgBF/2g5ePLgfQao8LBoMPL1myJDrFH6f9XIMx7hUKhVyGWRmLuYOQhrDX6wU/2VW6vw9COjIZY6DhwsqC/SK5YbYNJjMQQiOklDDzmMI5r1BVdd78+fPBJ3k0Ywy0JTBRYUzAz7oatHW32w1hHXCe8XCN4JQ3rj8RGJqmgamaE9/fzoDKoWyzuwDKuGbsdDqzGxoaQs0EmgHIssrKyuBttN+yEYBRfn4+Ly0tjS4fMD6xGcIeO3bsqI1zXhrtwLR3q0tpwAyD6eBDER1t9Av6a7VaZWsBddB/CBwtLS0F/06rfU28dlgGsWDBAjBZE48lxcXFmaWlpTA7t9/yjxkzZlghdmj27NlNSy2gH61Fwbd044KZGQwGBcSiJevLtddem71mzZoGIzDUaAtMwr1794abOS66G+yzdu3apqDStjxAhYWFmdXV1aGWotSdTudAPaobzDn3pk2bPkzsW9w9lr558+ZQc9uN/UpKSiybNm2ybd++PXAo7yVof/z48b0zMjJKpJSvWK3W8sTnoC0y+TH26W6A+jFkZJ7TlECzEtA0DbQomGXzgsbXFUUF/rK6uropUkqYZXZBWEZX7GeyPpmA6i4jZfazS0oAYuXS09OvJYS8tWDBgq+74swYaIPgClBV9W0Ir+mKfWxucE1Adcnb3uxUd5JAR83bw3StpDuByZCJCajDdHeYpzElYEqg/RIwAdV+mZlHmBIwJXCYJGAC6jAJ2jyNKQFTAu2XgAmo9svMPMKUgCmBwyQBE1CHSdDmaUwJmBJovwRMQLVfZuYRpgRMCRwmCZiAOkyCNk9jSsCUQPslYAKq/TIzjzAlYErgMEnABNRhErR5GlMCpgTaLwETUO2XmXmEKQFTAodJAs0CCsrh2Gw2SFkq9QT2lZDtEBKr6dn7IB0ppAipNqpHxPcVwv5VVYVV3pCCNgg1uMaNG0f79u0LKS2wz+fbcjB1zA6TPMzTmBIwJdCFJJAUUJCdMD09HbI6QgJ/WMOzxeVyPX/llVf+AqppQDoMSEWrJ95/OjHPT0FBwXFQaw4KCEJuIsinBEDT06dC6lyoorti0aJFHxUUFAyNL7PThWRidsWUgCmBLiKBpICCBPpQ3QOy78UStf1HT8M6KSUlxaMn1J8GWRMdDscDjLH3vF7v0vhrKSgo+DfGeIHb7S4vKCiA4oI/h/I7eoHFL4UQW61W6/WhUOgxq9UKSej/0N4cRl1EbmY3TAmYEjgMEkgKKChTzTmHtK3cZrNBLuW/6CXHH4OKGG63GzJbQiVZqPZ7RQwyTV3VCwlARj+ouhLN2wz1zyBbI2hiiqLsjEQiY6GAJkLoy4ULF8I282NKwJSAKYGkEmjRSa5pGlQNGRSr8/VXvfzPrzwez29igBqmKApoQTfEt6xp2jtutzsKKPg4HI5yv98/Pi0tDfZTAExQQBEqi2CMw1DfrK1js3r16lRIIA8usLYeY+5nSsCUQPeQACEkXFNTExgzZkzE6HFzGpTF6/Uyh8MBCeUhDzJUFoEE8VPcbjdUBEETJ04cYbFYZng8Hki+3/TRK2eU6+bduDhANWlUV1xxRbZeYBISxC/HGA/AGHNCyOKysrKatohw/fr1p+jHjo3lAG/LIeY+pgRMCXQTCTDGKi0Wy8fDhw+Plm6HT1JATZ48+QRFUfxGeRxN0x6BJP2KokxxuVwF4Dey2+2XKIoy2uVy/TX++p1O5xsNDQ2XQy5tu92epSjKApfL9Us4V6yKLBSihBLWLyCEoNbZ94l+rObkuWHDhrMwxqB9gSZmfkwJmBL4aUlgi6qq5QMHDowWXm0WUFOmTIFSO8dxzr0wAwdllxhjT1JK7+WcP0AIaSCEFCOEXnO5XG9DwnuEUK7X662A2nJQNpoQskEIcSpUc/V4PA9AFd7c3Ny/ZWZm/qG+vh7KKM3FGJ8IFU08Hg9U9DU/pgRMCZgS2E8CSTUoqNqxZ8+eP0OcAEKIQtVaj8fzSKzw4SSEUNQkg3peUMkDQgYopZeWlZU97nQ6B+gloX4PhSEJIb2llH8DP1OsaGBfSNgOFV9jJY9sesnvR9vjhzLHz5SAKYEjRwItOpuhwGJGRoacNWtWyBAJVIvNyMiwJJZDSsjLjCdMmJBuVOBNJk5o2+/3RzpSqujIGSbzSk0JHJkSMGfDjsxxN6/alEC3kIAJqG4xTGYnTQkcmRIwAXVkjrt51aYEuoUETEB1i2EyO2lK4MiUgAmoI3Pczas2JdAtJGACqlsMk9lJUwJHpgRMQB2Z425etSmBbiEBE1DdYpjMTpoSODIlYALqyBx386pNCXQLCZiA6hbDZHbSlMCRKYEjClCwHGf37t1qbKhZeXk5SzbskGhv9uzZTTlpDvWtcemll1obGxtxTk6O8Hq94Q60T+x2O/4pLxcaP358akNDgygvLw92QE7mod1UAj8pQGVML+ktI6EDrsn3wsw9sRQxx1JKT+KcAxQ4pXRnXV3d+oQiDnjKlCkXNTQ0lLenuANkdAgGgyJxjWKy+0LTtMs45xQh1Egpreecb/J6vdXtvYeuuuqqQcFg0OLxeDYghCBLabf4fH/Tqb0oiUCu+6ZPbq/P9uKSH65B07R8yBkmhOgD+e0RQttWr169vqKiomldaLe42LhOFhcXZ69du9b/ySefdNrLr7vJpLX+/qQA1bf4vjslwtbEi96VkfUAmvWbkMPhuAoh9Hsp5X8xxjkIIbj5bysrK/vMbrfDcQCudEVRnguFQjMopbVer7cR2hs9erTap08fYkArlmKGer1e37hx43BeXt4FnPPQrl27VpWXl/uMYwYOHGiFfeL75HA4vkIIrYHCE1LKYzHGrk2bNs0bOHAg7tGjhzS0t6lTp6bNmzfPbxwLxSz0hH/E6/XWA3A1TXNijDMYY5BbC4AXDgaDVpvNxuI0M9CyUr1ebyAOYqSwsDA9HA6DBgftAwAgjTOkzYFrauhM4FXdctItGKGseJmoVvpYz79/Uge/wYPc2Nh4K6TjIYR8L4ToiRDK1jOy3l9VVfVxTPONXkN1dXUIxiQmK7hGuBa4ZpA7aF0ytjAdNM3o/0FDhvNs27YNxpNNnz6d1NTUGM8CXH8UgjNmzFA/+OADMXDgQMhXAJm4AAAgAElEQVQ/FvZ6vWL8+PEplZWVkXjIQPaPqqoqGBc4TpSUlCjr1q0zABxtD8aAUjolEol8sGXLlm9MSLWGpn3bf1KAyim+rxYl3Phwkcxiya6ZfWddDFAX+3y+Xy1btqxR07RlCKFyzvkTiqJAIjx4s6VxznMURVkhpfz56tWrl8Fbe/LkyWOsViuLRCJrFUUZLqUcSgixMsYgrcy3enGJv0kpg5B5VEr5oaIoUBHneM55mhBiR1pa2helpaVRMwUApZfyms4YW5uSknKtlPIUv99/XWpq6nAhBGhCa30+H2SNmJSdnf0iAMtut4+klI4EzYtz/h2ldBVCaCQhxCaE+FRRlPMYY2FVVaH/UBbs06qqqvq8vDzoQ19CyF5VVTfMmzdvr8PhOFVKeZQQAqrtfLFjx46KnJycQYSQUUIIVUq5DWO8uoPmZ7N3YNWtp2zBCA2I38FC5DE9/vFZNFGZw+G4QggBqaVvAu1w3LhxJDc390+c8x02m20BaKqKooAmnA8yF0JstFgsJ4RCoQ8WL15cZbfbQfsaIaV8nxAC+wyGdi0WS9VXX321fuDAgUMIIUdjjFW4znA43FtRlKMopYJznokQ+gZjvJsxdhwhRGCM06DMGmi8oNGpqsrq6+s/XbZs2V673d5PUZTBjDGL1WrdtWvXrg1ZWVl5lFLIGEuEEKlQFQljDKmHHtRl7GWMlSGEtv+UTfO24af1vY44QEkprySElHDOJaX0fsbYkuzs7NL6+noPaCOEkI8YY/BwnEwIeUkIMQXKYzmdzvmc81cqKioWDhky5GkpZSPGGPJiaeFw+EabzQaaGdzMczZs2LBo6NChtwshziaEfC6EOJ1S+oeysrLV8IYFQAkh/g0mpl7p5hpCyIeVlZV/ycvLu0NKyerq6v5htVpTbDbb55TS4xcsWFDvdDrdevEKijEGGA7funVrYf/+/a+DfPE7duy4Pzc3twxjnEIIWcM5PxVj/JKUcjMh5BYhxBqE0BDO+WuKonillK8SQj4WQkBBjKpwOPxQSkrKP6SUmRjj7+CBrq+vv+HVV1+tav0Wav8erQFK07QHhBA+VVWfIITwcDh8lF4JCNJFMyHEl4qiwPX9UUq5SkrZnxACLwbInb/A5/N509LSpula6TDG2N9VVYXkiKBd1mCMhyKEIEX1ZQghpz52X3POH1QU5SIpJWSKXQsyhDxoUsplGOPrEUL1GOPtUsrTCSHbhRCbMMY/02X1CKX0LSnlHznnRyOEqjHG/RFCMxFCcB4os1ZplF+LQc8ppfyflPKprKys9Z3p52z/qLR+xDHFJ2Vvsazxo9nosJmoRxygEEK/k1KWw4MNGiQh5K6ysrKtmqYtopQu/vrrrz1DhgzZ7vf7R+q5sO6RUn6jKMrLkUhkUSAQ+OXSpUt3OByORxhjr8Z8SKUY46lSyl9ijPfW1tY+CSYHQEjXXJ5WFAUyi06SUq4RQjwHWkkMUJ9QSvcCDDDGFYFA4J6UlJTftACopxFCdZzzjwkhJ+7evfuRnJyca+MBZfR/2LBhU6SUZ0opM6CPMSAdCxoXY+x+QggUrPgw9uClBwKBBWlpaSUAA8bYKkLICL/f/8zSpUvbXNCi9dv7hz1aA1RhYeGTnHOQybPp6em5UOoMY3wUZF+NRCJ3K4oCUNgeDAafzc3NJXV1dR9IKZ+llJ4YCoX+z2KxPA7/D4fD31gslqW6pvRXKeVO3WS/RUr5dyHESRjjwfpL6h7w/TkcjhullCPg/5TSNN2cfAwhtFxK+Qtde3rI7Xavcjgc/xFCPL9z586X4EXCOYexAw3tEYTQK1AMBLLMYoxf5Jz3RgiNoJQ+RQjxMcb+iRCapY/FH6AvLpfrvfbIq6vsm3vjkGKM2Ts7nvy2KSVvZ/ftiAOUlNKu5zC+DyG0Z8OGDdsMX4CmaYsppc9v3779P7m5uZUAKJvNNlyvNPFHSum7nHN4UP5YU1Nj6d27N6Qr3qNXufled2VcSwjRpJSXYozramtrHwdAaZr2HdysUsodeoFTMLEAWPMNQDHGrvJ6vaunTZvWIxwOf44x/oUQYjyYHVVVVQ/k5uaCj+w9Q4MqLCw8X9f2IEXyGVLKXrpZ41QUBbSAJg3K6H9+fv4EHWS/IIRkg8UI5h7GWNFNjNRAIPBEamrqGDA/pZRnganBOb9DUZTj4cElhJyuv+H7SCmnezyezZ1Rt7A1QBUUFPyaEAIFMv4aCAT2Wq3WfoQQJ5hrwWDw9zabDfLgf6abVvNj5t4HlNLiSCTyhBDiGUVRrg2FQlepqgoaMWiMULuxWs+DP4Ax9jIh5HiMca/GxsaHoWI2AApSU8P/VVVVwQeJEFoKGjBkfHW73Z9pmvaSfv7ZGzZseGPYsGG3cc6DGGOA+X2cc5ik2EIpzQP/pt6HPIxxHuccfIN1iqLAS+xR/Zg79XG43+12/6+zH+zOaD/v5sHlkqN7qp6ueLcz2k/W5k8NUBUIIfAh7PfhETG4ekFJfYIPChyqTR8AlG4uwBuyCVANDQ21eXl5b0sp03X43AqFSi0WyzAhhDcYDM6w2WxcvxGfiUQiv9K1rJOllMepqjpr3rx5651O52zOOZhWH1FKL4HipZs2bXIDEEGD0tt8GG5s8FUJIeDNPYUxNkZRlAsZY1CNGXwYfyeEDAcTz+FwzIHzCiF2wQ3PGCuglF6MMc42TDyj/wagMMZfw4OngwceLjBDRlFK3Yyxm4QQC+HcuiYwQ4cnmDf/J4R4C5zSur/kn2Dm7t69Gxz+SUMxOnKD7rx19Ce6r65ffBs8HB591FNfboPfioqKhnHO/6HntH8VY7wWHPdgboEm6Pf7F6WlpYGGCABbQikFTfgaxti1ukY6A2N8PiFkWXV19azevXuDRugSQswTQnynKEoRY2yhvn00ISSnJUAJIQBqrQHqZYzxn3RN62MpJZiH44UQ72OMwb91dDygpJQP6S6B3woh3gDXgcvl2t2ZExEdGZ/mjjUB1UGp7pvFk7bEZnYh+QAqLQk6nc6LhRBj6+rqHkoMIdA07T5K6avhcHiVoigvMsaKoay7pmnXEULO9/l810EKY7vdnqIoysMYYyvnHIpHAGD+rigK+Lf/DA7r+vr6J3r16nVMJBKBmSgF/iGEHnC5XPCmlU6ncw448/f5w5EfwJCdnT0vEAj0ZozdDWW+MMabMcYj9+zZU/j666/7nU5nsRDifDDZwNRJSUn5czAYBPBlgGZGKf0/o/+qqkLO99MURYGH8zopZR6AGyo++/3+8tTU1N8CAIUQNkLIqkgk8rzFYpnAGLuQEBIB/5quSfx13rx5uzo4JEkP333bKbeIfbNyTZ+AEI8d+9gamOSIfoqKis5kjDmgGAfG0ffoytra2mdXrFhRf80112Q0NjaCqQ4+H4VSOq+6uvrd3r17H88Y+xOYsTBLCk5oh8NxoZRyIkIoVUpZo6rqgyAbKWVPzvlCmGF1Op2XCyF6wf/T0tIU0NJ0+K8UQhwfDodfXLRo0SaHw3E/+KU456stFkuBECLEGHvHYrGMYIxNBCc4aEu6FvUMY+xoQshRjLEVFoslwDkH0w4c42MQQucSQuZt3779/e4W22UCqjOehk5qE0BlhCC0dIq27hffBuR9T6a5QOGJYDCotCXWKr49mAafNWsWODabYqWgXz6fT8SDGtqPhRlEp+M7SXTtahZCBEpLS2H6/oD+QH/bONOIZ8yYYZk1axaEkXTGdeGSkhK1pKQEtM1uE4/WroFACJmAaq/EzP1NCZgSOGwSMAF12ERtnsiUgCmB9krABFR7JWbub0rAlMBhk0CXApTD4eiLEAKnLdjsEPVaB34LhNCxUGoYImvdbndTDXVDSrAgV1XVgZxzqxAi6PV6vxk3bhzt27fvQCEE9vl8W9qzxu2wSd88kSkBUwItSqDLAMput2dRSmHdGsxMQGXhbz0ez3NXXnnlZYqinAmORlhHpsf3PA3gir+qgoKC4zDGDiOCNhKJwJQ5LKmAyFoeiURWLFq06COoRgwR2uY9YUrAlED3kECXAdSUKVNgicYvOOd/CoVCqampqa/V1dVd0qNHj8UQ1et2u6scDscDEBfk9XohXqTpU1BQ8G+Yzna73eUFBQWXE0J+DjFAnPMv9WUdW61W6/X6soXHrFbrrS6X6w+dNKvSPUbc7KUpgW4kgS4DKLvdfiosLvV4PN/AVK6iKB6Iz6GU3ul2uwtBpna7/QxFUa6IQaZJzA6H4x2Xy3Uu/ACrxuvq6l5DCD0NCycVRdkZiUTGwpo1WBqwcOFC2Nbmz+rVq1MzMjJSwcJs80HmjqYETAkcEgmcP2v8S4N6DXxwtvPxDw5JgwmN6Ks2wjU1NYExY8Y0rfVr7UEnmqYBbCBqeRZj7DqPxwMLaQFQwxRFAS3ohvjzaJr2jtvtjgIKPg6Ho9zv949PS0uD/SBg8UuEEGQOgPVgYZfL1eb1XuvXr4fo4bEYY1j8aX5MCZgSOIwScM699pZJJ1y+/MqTJmzqjNMyxiotFsvHw4cPb/JttwiogoICWPt1K6w3amxsTAXzzO12z4DOTZw4cYTFYpnh8XhgHVPTR9O0ct28GxcHqCaN6oorroAV6ffpkFkOycgwxpwQsrisrAyyArT62bBhw1kYY4AbgM78mBIwJXAYJVA097rigpMnlY8//tItnXTaLaqqlg8cOLBpMXKzgJo8efIQVVVvwxjPdblcK4uKimDx4+MulwvWbUm73X6JoiijXS4XLNxs+jidzjcaGhouh2hncLYrirLA5XL9EjIHOJ3OqZCDSF9DBYnIYCHlWYyx7xP9WJ108WazpgRMCXRAAl3GB+V0OnvADB2sGOecQ1I3xDmvsVgskAbjAUIIrEErRgi95nK53o5lYsz1er0VmqY9JKV8jxACaUZOhcWqHo/ngXHjxtlyc3P/lpmZ+Yf6+nrI0QMZAUBDC3g8nsUdkJt5qCkBUwKHQQIGoGyN6Z8frrxQSTWogoKCsZDUDVZpG9etrxKHRFuQkG0SJP+C3xlj98GCTAgZoJReWlZW9rjT6YRFqL9HCEGmScgi+DfwM4GznVLa1+12byssLITFrBfqC2htkIaiPX6owzAO5ilMCZgSSCIBA1AI42MPV16o1pzkB3QTFrJmZGRYEhesQoBmXApTPGHChHRY/d/cSMfyREfMtKfms2BKoHtIwAAUpujew5UXqt2A6h6iNHtpSsCUwKGWgAmoQy3RhPZAy9u8eTOJr6gB1VoGDhwI1U14Z54+lhoE4jtaTfcBdfOaWw4EGmxOTo7s7P52pixaaxvGCYpGQO1AY9/y8vKkKVdaayt+O4y1WU2lPRLbf18TUAcvuzYdabfbj4XkbRjjj4wHXNO0MYSQurKysm86M5ePw+E4KxQKfQNVR1qBFHE4HBM2bty4PNnDZLfbj7dYLHzBggWQLfMnmXto0qRJA1RVPQnmZmI18VBdXd3/IFldmwY6yU6FhYWZ4XB4lM/n+9RcC3pwUjQBdXByazoqf/rQ3iIiDjBbq16oiBbuTJbyV9O0pzDGGxljT8WSn0FNtWixASMZWnx9OtBudu3aJQx4QOVbPUe2unnz5kDsNzJhwoS0pUuXQi28Jm0JUgojhJ6DBy09PR0WURsVhfc7H7SfnZ39LWNsRPw6x4suuijNarXK9PT0P3DO/Q0NDY/rFUug1FFTnbwOiu+wHZ4x56Nekqv7Fe70bT15LyrBUeA6HA7IpAlVcj6DcYDfCCEPQXELu92eFiuQCr9H5ZtY5664uFj1+/1NdfBgHyjbpShKcTAY/DtjLNpmVlZWv1AoVO3z+erT09ONsTLq4v0k4d+RQTYB1RHpQTzDjYPvFAgdULiziqIH0KyKaOFOPdH9ZY2NjTcrihLNSa4oyiN6ySEoaPAkZKtMT0+HaPVcPU0rVP1dB7OOU6ZMcUgpIT1sGJYB2Wy2AOQdLyoq6ssYG0spTYlEIrXV1dUf5uTkQDGCHM757pSUlK/mzp0L9dSgyCYAqhzKRuk5yGVjY+OqYDDo69WrF+QybzpfVVVVVV5e3uZ4QBUUFIxACB0HfVIUZQKUk2KMvaaq6qD4OnndxezLfm79LQLh/Qp31jPLY+j6QdGF5zFAXRYKhe5sbGzcHXshcLvdfoJe0ABymcMC9u82bdr0JbwUAD5GnTvOeZWiKCB/adTBi+0DRSigKARM3ED6Y/gHOcQXQJ53Qkif+Lp4KSkpG4w6hh28LX8yh5uA6uBQ5t80uFYmKdwZjIjsmtmbo4U7oQ4dpXQ25JSOne46vVLKa1AayGq1nsk5vxtj/LYQAmqb+fRqwXdRSjdxzofEcpQ/ACEUADRVVacLIQBebyKEfk4pfRxCLDDG/5VSQn7sl3v27DkH6p8BoDDG6YSQT6BunV7AwEsp3aynpIFKH03nCwaDf0xJSVlvACqmUXmhL1AMV0p5sZTSSwgZAyWq4uvkvf/++83OmnZQtIf08Ozn122RCYU7QwIfE/zVSKNwJ8h0qp7aZ45e168WquWEw+GdiqJAOaivoT4gFJMQQtzm8XgqHA7HDVJKWCMKBTch1zvkNm+qg+d2u78rKCg4WV8Peh/GuK+UcgVC6AQpJdfrAt6gKIpdSgkVcprq4kG8n9frhRzy5icmARNQHbwV2gKomOkAmkx0QaKUEtYNQlHOJyiljwkhvtY1mn+lpaWlBoNBqChyGiTgTwYoHQ5XEULOJIS8CZV6oe4c5MCilC6FOmu61gWVgG+G3OWxslbRuntQtw5KGkGxWyHEZ/Hn45yfrijKKgNQ4DejlEKp9pNdLteegoKCJzHGW6EwJcZ4V3ydvDfffHO/1DcdFGenHd4WQME4gdxjJt53uhz3UErPYYz9zuv17nE4HFCFZ25VVdWKvLy8a0DeUPwBCkUk1sHbuHHjB4MHD4ZSUwCoEXrxTYBZP11DtoM2bbPZrkxSF+9Bt9v9UacJoRs2bAKqg4PWRkAZpc+jJl68DwrqoUkp38nMzJy3Y8cONT09HcqcXxCJRFb6/f7jli1bVq1p2uMIoc2gQdlstkGhUOg8KDkFFUAwxpV6ZRdYXwhliKBCberOnTvvgeod8XX3YmWhLgeNCgpEJjtfQ0PDiOXLl9eAU1wvte4OBoNnL1myBMqWPyyl3E0IWcs5Hx5fJ8/r9XZKJeAODssBh7cRUJfEYATlmWCcYOXCaVCYc8mSJTWappUihN7gnL+oKMrVYOHr5vZyvYT5vxPr4DU0NPwvMzNzFAAKIQRViaEMFcj+UzDxFEWZlqQu3kxY4nWor707t2cCqoOjl3/T4AqZpC5eiKDB1bMqktbFiwcUIQRu9BMgnxWUDRJCXB8IBCamp6e/xjmHOna7VVWFkttvgcalKArUOWsUQqyEyHtCCJh2R0sp4S0+BOrQ2Wy2EvBlxNfdMwAF1Yahwm38+TjnkxVFWckY+61el+1thFC6oihQOPRvjLGtFovl/zDG78N6Rr0q8fz4Onler3ddd5jZy35+3ScSof3q4oWRGN14zfHRungxH9R+gCoqKjolEon8UQjxrNVq9TPG7gKZV1ZWfpqXlzc9Biio5Px0Yh28zZs3f2RoUDFAgUm+Ukr5SVVVFRx/TSKgGGMzvV6vCai4Z9IEVEcBdfPQKwQSamIzVeGKl6CePGRnIIQM3rhx41JjFq6oqAicseDIhmU9FlVVJ0GNNJje1pPtvQXT+Q6HA8qIQ5oXKCsEpcTXc84/slqtgyORCCzZEZA0VDfxFiKELuScQ0ZSVTdJ3pk/fz6YiULTtAKbzfZpaWnpN4WFheA/GVpbW/t2jx49wFG73/mmTp0KfToKCnGCY97pdJ7NOT8T1i3GTJ6vKaUWxhhkL4U++fUqyO7u4tTtUbr+MiFlavw41YUbl6Prx0S12lhW1iF+v/+1uBULsNj8fCnlUMhmgTH+qra29r8QMlBYWAg5xtIrKytX5uXlge/wVM455A2rJ4S8DNkyNE3LRwjdhDG+gBDyLsAeYzxFURSoowdarxWO79evH41EIpeDWb1gwQKoHG1+TB9U17oHktWlS1jK09ThkpISsm7dOqvX622qJQfT3rNnzwZwtBqUCQ01VwcvXiqxfSCYtKlN+C0lJYUeSXE9MA6jRo2SJSUlLYUB4OnTpyswOREvQ6fTCeACSK2RUtYSQsZhjJ8ELawzKih3rbu6470xNaiOy9BswZRAsxKAeLZQKHSJqqoQhhCWUu4QQpS3pQCrKdYfCneaa/HMu8GUgCmBLicBU4PqckNidsiUgCkBQwImoMx7wZSAKYEuKwETUF12aMyOmRIwJWACyrwHTAmYEuiyEjAB1WWHxuyYKQFTAiagzHvAlIApgS4rARNQXXZozI6ZEjAlYALKvAdMCZgS6LISMAHVZYfG7JgpAVMCXQpQsTp2o4QQqQsXLnwfhsdut/fUF1GeF1usWeF2u1cnDhscp6rqBZzzTEg2xhh7Y/fu3WqfPn0u1NNdkPr6+nc6klvavE1MCZgS+HEksD+gyAuE+7yVsyujC7w765O07BRUCiaE2DHGVkLICH01OKT+QFOmTLkdIQQrxP2QMRKqD3u93q3xnZsyZcp4jPFwSuk2zvkgSEUCK+4xxifAqnuEUB1UEi4oKPilx+N5pbMuzGzXlIApgUMrgf0AJZFEDN1U9UzF+kN7lv1baxZQqqpeHg6HtyuKMsPtdk+G4gDp6emL9AIDzrKyslpN026BtKputxsShzV9HA6HS0/1fb/L5VqnaRpko7wulvfoS875d4qi/DocDrtUVb3M7Xb/ta0r/jtTCGbbpgRMCbQugXhAIYnOkQKNq3q64t3Wjzz4PVos3HnZZZf1yMjIeBYAFUs9e7ee3xmSuoG5N1rP1V3odrtvSwDUOy6XC9Lowj6UUvqmXiTgHkIIJKyvl/s+w/QUqx6Px/N5e7q+evXq3pmZmTkYY7PgaHsEZ+5rSuAQSOCSpyeVnnr0mCc//n71TYFQ49hxg35efN/4P66Kb3rFV29koghCl55wYbtLhDHGAn6/f9eYMfvygsGnzYDSc0BDkvlr3W531NwrKCgYijG+3e12Xx/fQU3T3nG73VFAwcfhcJQzxi6llEJiN6jGkQPJwSCbIcbY53K5vmir7NatW3cW5KUGH1hbjzH3MyVgSuDQSKBo3vRixymTy12fLhpXWbfjmNvPvbn0slEXb4lv/dkP5w7CEuNrz5hacRBn3SKlLB85cl/xjHYBavLkycNVVf2t2+3+NRw4efLkE1RVbQKW0aCmaeVut3tcHKDiNapjCSGQMOxzKWWEENJTCPGax+OBopmtfjZs2AA5uKEwAWSvND+mBEwJHEYJXPnCtJJfjrxk4Svr/zNlr6965FWnOkuKT3Pu54O6bclddiERemzSTKhE1K4PpXSX7upeP2TIkGge+nYBCmbwFEWZxxibAPXXoFacoih9ysrKoIhA00fPWvhqQ0PDtGXLlu2x2+39FUV52OVyTQFzT69FdwdC6CMhxGSM8UNCiLMwxiGPx9Pui2nXlZs7mxIwJdBhCSTzQSGpfEdE/S5jNi//5sElQiBZ9VTFvR0+YXtMPEht+9VXXz2CEPqSEFKDEDqPMfYvr9e7dtKkSXlQqtrj8axwOBw3QqJ/hNBGSOyPENrkdrvLxo0bZ+vbt++vYOaPUvq7WD03KDz54cKFC985FBdjtmFKwJRA50kgKaAoOhdF0EJjNu+wAsput6coijLe5XJBMQDwJ42SUp4OifshdGDYsGEvQm7ooqKiPMbYKW63e7ndbs+hlE4QQgQopTbG2GIoeAn5s/v37581d+7cvUVFRcPC4fApMZ/UsvgS350n3iO35cwX1g+pDwe2oOvH7Jej+0iViCmPgxv5vJtGeoWQ/yA08oAxi5eY/vewAirZZYCp5vP5lMRE/aBhxSWyx3a73dZSrmcoLJCfn89bSX5/cJI0j9pPAlnPrX+S42CJ75pTmmz7n5KI2gucn7o8Omts+1531UIk8SPE9l7XBVRnXbzZbudJAAplBgU+xygt3nlnar1lAyaZltRjWtLq2gOd9gKnK8mjdYl1nT1yiu8rlxjdo6bNvbfLalBdR1xmT9oqga70QBowodJWIjBf0BAJrUpmerYGHQCYkFL1RRo3ZaspmwDAFoosbTFlE+XRHhgmk3n2C18dUxv27zLq+rV1XNqyX2e23Zbzx+9jAqq9Emth/4wXvhje8N3xG1EJbql+WpvOeCjbatMJD/FOhxtQLT3wRl9sRL4rJP5S4ODVhukZf5yxX3PQAYAhLHM4Ct2kIOsqAJQVozvaYsomysOAIcG27LYALnF4sp9bV8IwWqhgEjBAdajAYrTtu2ZUpy4pacstZwKqLVJqZR8DJtn9v3q+NhK4Mf6tdrCgyX5+fWliW+3p6sGetz3naGlfeCAjCP/KHwm8ezgc5S1pP/GAkggNCAl8jGF6xoOCSFkeFPhMAzoGPAzTELQm43iAHQDK+G5Nk0qEn6GBtRVwhqwNCGWrKa8yRO5RpDgXQAUwOVRgyX5+XTm07btmRKcuKWnLvWYCqi1SamUfAybZakplbcQ2AF0/qK7phjpI0GQ/v642sa32dLWjgGvPuZKaIM+v25KorXS0zWTHGxpQSyZXS4AytgEoMBbFQUFGGtAx4AGmIWhJoDU1B6jWQBN/HqOteMC11VfXpDkh9FQUUEjca8DEAIuC0XcdMf+gHY7ICw0Rv7czTMj23AcmoNojrYR9f9Cc1lcDTLLV4HcHAurgQNNxQB3ceQ9WHFFZhMPfJNM2DO2iNSd1c+duyXwzNKCWTK62AAqg1Bx84rWllvZJ1BiTmY+Jmpfx/2SASmayNUEoBqakgIppVfHm3wEmYgs+LDiHRFhyJG/6sc28lgBlBGwiS+odhy1Q82AfkMN5XKJJZ2hOHQVUvFmWCCjYJiUlvq0jv26Lj6ujgKmocBUAACAASURBVEsmz2RmY7wsGAr+Ppm2kaiJtDf0IJm/JlFzin/wE0GRDFAGNA3N61AAKlFjjDc74/sQrzklA1STGaek3GGYbz9o5PvMLwNM8G1oO01mnwEvKc4VBH9cHw6UJ2pCoIk1uy0KKHQOR2RcR7Wxjj6XTYBKdd+MUGS8FPJiIw4KxQI2iYqmmICKk3SiSWeAqaOAijfLEgED2ySSqXWRxmLjZjPgkDFg7VDDOZ+o1cWbmx29WYz+ZVgs/eF8cF4qlD/WssANAOmgwCe2RdtoqzkT91BGQxbizahEzSn+vAYoDB9SMggZbRma16EAVKJ/K94x3hKgYkD9wBjXeDOuCT6WtD5gth0AISTuNbQdJcHsA3g1bYtzpoNcW9KS9m2LASrOx9XR++dgjjcARZVvbiLqFxOkbGgClAEqQtG5JqBi0gUAUEk/ro3Y+iWCqeOA+sEsOxBQ62olQll1EVu2AZ0fQJn6VBhFnghsPWGN4ahP5g87mBsk/hijT9lq6HFw4GerqU9JJJx1kZQcuPbOBlS8Q9pwaCczmQxQtBdCHTXxDhZQ+4Aq7zDMqXgzrgkwEk2JztolhVAMJglm3z5A7Q8aw+wD0CVqSdlxEGzaFufj6uj9czDHG4DCEt1LU147B6Gd4wwwmYBKItF9mswPD2W87+lQACqE0MWNW0euyu6/z6/1A4x+AFSGxZ8HGoyxD5xXSvxOHQsUJpqbxr5tMQtbu4F+ANQ+X1v0vDFoHk5AJXNot0Vza01L+rEABecFc8qYNdsfUM3DxzD1EmESb/4dsM3wTyH01AHwioPgAcfFHO8GxA6X87zNgJKoNwqge6teqOjwyoVumfgt3nSKfyiTAQqgYPiLEkHT0vQ/ACARNMkA9YMGs2/WMBEU+/dpn7YDN1RHQw+6CqA6ApqWIPRjA8rw98SbcS3B56AAFadlHRTYYhDrbOd57g3Dj4GMBZHwDa9CJHmrGpREVyKB7q16uiKapSR3xuAc5EPoYIDVLQEV73dqDVAAEMNfZGg0P2g9P8RKJQIjCqg4jaQ5DSqZadlan+D8hr/oYN9+hwpQrcUMHTDjFFs209la0o8OqDjtpi3wacs+7YJQG+F1OGKkcm8eXAIZC3ho2lNtAZSU6B4pUQmi6CkAE0pD4xBHyABWa9ZB/PZuCqh9/qGWtZXkps++4wy/TUrlD2bcPlgZTmfQtgzQ9MB7P6gJijMyMlLzDXOuJQi1Bqh90NxnmiaafW2dITxUgGotZuiIBVRLPiRjG6u/WWDlH4TaHvixANWWGKmORrUbaVZ447R72wUogtYDmAhFow7Wcd6tAJUs1ql1GOzvm0k0Aw/0F/0AL6PtnKrZ3t2yYVJ2/5v/uc8hnVLZMUDF9+kHs2/fjM4PM4QGLJP5rA4VoNoafZ04i9ddNKjEEAaYtWxpFs/wQcX7jpqDT8qWx2/ihD0i+t/6owGqLTFSHY1qTw6od0ZKVDUBUq/oQVr3xDvJDQ2KEIQBTMb3wSSx61aAShZS0GFAJZhx8Sab0Xbf1fe9HwmwM8X5f9zaFs3tYPrUkn8r2XKdeKd8R5zkiZHarcVFJXu4D9aXdLDHGbFLbTk+cfYQgEUiPlcIiyusNOO9xDio9gAq49Px98LDGRz7cjSCXGH1N0uaOp5j5eK2AK5FB3obTTzDbGxpKUxHl8skAxRWKkdgFLwcUq+YgIq9vlvTGpI5yVszA9uiCeWsXPAds1gGyNPHJ50xO0ArawF6zQEuOaCSRcPvWxeYOEN4sLN4iaEByeKiWovCbgsoWgpBaO+29gDKaDtF+NxBLOwWknmX+v2/LxKy4VzR/9a2AyoePjHTLu3zgujDaQAKNKpI3uQJzHp0+wB1CMDWFkC1FOiZaAYajnFI5ZsMUAihcyRG4yD1igmoHwFQ4HcSSuqIukhKj0RAxW8zNK4euOGDmmDwjOz0jK0Ho0HFhys055xvLe7rYMIMWgKUAaYsJfUxI0tAd9OgjOvL2Pq4ixM+BaBkXXvdABLecUzj6Ff2W2RszEhGo7YTfFAAH5ZzyRnc1s9u3fbv28C0s+4p3weokxdEfVEArNCQv54Tzjjhh+Pj/FRNTnLjN8luh+OgvYMCW1xsVXOAAvBIyRdyRH9vLGZOlnUhOyFSfp9jnHxMpK9cWlJfheuM90F1FFBtndnrZibeD87xtphabdmnOZj03v7g+2zA9SNrWdYBgIJt/KhrsmpCchQACc7T89v330f+2jPFyecfFKDiHffNzx62HPfVHKB6C5/br6SMbRR0UHPrz+D3xGUp8RHixrajsfivxMLujzOPOkODSmWNFozZqfHnSWaOQTaEtmhgPT6b8C5C/ByAUkuAQqzRIjCe1OT4jtOWePrJI5gt63IDTIbfhedcEPVFwe9NgIodZ8BM5F93u2H+Gb4rKpQm0IWPvWtkJPOkCSQGrfjzt8VsbIrbiq3rawr0VFLukBjdyBGxN0E3bn2gFOJGjlGpEXRqtBPVmmLVg7GKnjoUgPKNWfEUQg0I3Ah5N594MWcM7frXutdamtUzAdWMOZa3dvwHjSfOGVEreh4AKNgWSr01AzU2HiePP3slaE45n76+1TADD0aDSub7Sgw2TRb60Nxx8ZHkj1XOds3KubxfrZJyRksPfOL6tWS5mx7+fu7LYcGn3N3/hibzqDMA9fsqj5oRrjkt/jyHAlDBEz1uy/oZY0lk16BkGhT9fo4qRfVkw/FtwATgk5hFMjGKGv5vACr+uOjDnXNBkwZmmIbxxxvwM6AFQGuPdtUEKCM3VUuBnnHrAxPhFQ+oxOtNqkGlum828pTDdcJSl0QnOcaWBiSlDB3/3HqGGKr/9dmv9Z1+1a0ww7fzuTmPmoCKQcgIFzC0npb8U+AYD53625G14kANCraJ8LEjmdXWA/fMj2pOtKG20wDVkvnXFkBtWVf07ptZp6rVSG3TA9/S4l1oy0rkOWcOfuS1EFEvqlZ7/DcRUKCxGVrWwcLrra9vHTCQ7z7m2FHzDzDDDsYHZWhQrNdFLlrz/qlY+JMCCrQrHNw1zvArGY5wgEl7ABV/nOGjaU4DS9Z2Uq2spdAHI7rcyE3VTic7OPgBiPXXjf4QgAEaVFsABevyjDzlzQFKsp/VA4z4USkIIYH23Df70T7F95YIROSe0j+3WJ7qiNKgwDQTxHem6N/6bBz4nSI/m5BVKzKyE31Q8H+EUBazWLKVcDjqQDe+wZF+qDWolsy/fnjvB/6gOEMk+L7iNSiACkZogIXINj3wLa2bMwB1lvqr/yCpXLx92FkHAAo0NkPL6mqAQohC4rcBCPFjQJsCx7kxmweOdOtXvztaBnfbQyeXRjWYeG2nLYAyTLVkWlJLx7e0rcn8i4u3OiD0IUlgaXtiswyNz1L1XhVEjYPfqS2AgqjyaJ7ymCZFaeSSRA1KBKZigJElfU407ADCDQxAKZg+5QOz74WZSZfFHFGAyv/i4u8aI2KAPH1ZdDYu3tmdqF1FoXTaBb6aCBlpmG9ozHnRgE34f3sAFe9A74hfLJnG96+ds94PC37m3f1v2M/31Rygjh/2TFS7wZJ44Tsgbd4gxnYrVd5rC0wMQA3bO/HdMCXnoJ9NPCB3k7EPnCvR99WSdhW/rTUNKt6vFn9cc9qVoUHFAwq0KcNxDseBI53sCh2NGJoi8m37OcLbqkG1R0uKN/FaApTRZny8VVvg05Z9JA+OlAhNMIBqpE0Bv1N7AGVoUtT2XrsAhRFejxBHu0vvSVq8t92A0jTtTCllf4RQWAjxVmJNu+a22+324wkhA4UQO7xe78ftCXePCxJsiiBv7UGPB46h0SQCap+zuyirJqSOyqlZ8iIEY/bIL/7IgJDsV9UgaN0oumVY1HxTjqqJBmzmbMn9vjlAAcSM2T/D/Ip3oLfW7/aGRez82v6dasEDBg6b+10aa/Q1BtlI0KaaA5Qn65yodmMhdCF8lwTHLkQiNEUMP/MAQKWIsDsRXskAZTi0Deh9sv7G98AMhHP9Lc9x6i6c0eScj9euEh3hxrYH86d6l2+6a2x/UT0oEajGOf68w73QaDu+zfYAah+s+DmGJpW9pug9Hpg0QKD0A6bP2wqog9WS2nJcU7xVXCR7Sw70tgCK7nx5hAxtPsDxn9TsjIskN2bxDA3K+LakzT3AB9WSBkWQiGpXzZl67QLU5MmTh1ssliKE0DqMcTbnHHk8nqcNgLS03el0/gUhtFoIcSrnHOzOowghaR6P58u2wqotcVAGmHrveeEDw5xLBBQa445qQvkbiraGe57TIGhwlLpd+QCCMcmg9OhxACUlzZ0VjASzlXBx1IyzyK+iAZtUHdasBgUQCx+tnVfHMnsZgGpvHBVijb7aIBvZw0ZWQj+T+cwM0+6rb2/cagDq7u1zGxQeGPVQ/tSVAouLDYd4vIkXEjjqQzK+W9KEUitWuxLhlQxQhkPbgN6UuvejgIJznD/80QHf0JymmTbjePAtJTrCjW0AtotrPzo1GwcHJQI1/hwTB99v2WrpeaoBxHh/VaI2mEyDMgBlaFLW3eVdG1CxcAZjpg9mCI3Qh/jlNolJ9AwtKdk+lo1/OofUfXlA2pTDDajg2VrTDN9Br8VzOp23cs5rPR7PCw6Ho6+Uci7n/Bder5dDoy1t1zTN63a77ZqmvRAMBm9NSUn5NcZ4RVlZ2ZpDCSjDz2Tb/dFWMOcARhKhzNqgGAVAgt9o7oVRXxTsA/AKRkQThFLUZ6NmIEApEVDx/qbmNCiAmOFcP1hA0a2zGyTaM4qIfbBM5jMzTLuCuvebALVq3fVZvZTG7IVpPwez7xLQRMCMgwfY8EG1BCjEIpYQxqeCuQeaSOZ7L0bNOHzaL91CUceGBB6UCKj00y5yG9pOYtvw/4sHP2DZaOnb1Ga8+ZeoJRmggeOa62/8OQzHvwHEeG0LIXS0xKJp1rIlQBmggu+urEEZjvP48IQm8y8263dAmAIS9xpakjEzGB/CYK24dzxu2HhA4rlDAShj9o4HtKzmfFCGBhU5Z1J03V7dr0btZ+q1S4NyOBxzMMZ3l5WVgZMYSqEvZYxNNcy8lrY7HI77hRCrCCGnc87/hzE+QQjxkAG3tkDqmLnrameOVC9+uIK9cddg5cKZFewNIVHGn4Yop8Pf8NujS3/9xq3jZlz4aPms6Pcj6ze+IKRM/8PoM658+D/3vhm/DfYRUmbcfu5vTn94xZY3fnfpaRc+/t/7PLedd+OUvy/75k2a8mbkdxdcfyn8DdseXvFRdB/4hvPe8YvTTo//zdgWOvG8jD8Nt53+4MaQ564hlil/X7gievzMXVnRPsLvEUz7/2mIcoaxz8yKwMK7BlumzKwIL6Qb/tj/9rOvP8O4hpm7hh5wvWeu+P0boXFXX2gtfyH6Pe37AZ4Xvvlbf3pO4RnwW+Tkyya9si0wc9iQ4XeMWPmv+Vjy/Mgp4y9UPnt1Djv5F1exNW88Jk+59DfTyhvm2U8bdZU71OcxtOf7rGlDe057oTZzfuFRylXeZSvmwLYXtwVmhnoefcxVg1ILJr195zw43vHfxug2y64vZ16y972TlZMuusRoO/77xtQr0UWjBhd5a6yzJvdP+Y1xPPTNOC6+n9A2HJ/Y32RtJ+5jtLNh09cPSiH6Dh828qo79/SPXsuiN2+aM+XkiVct/GzJHC54vmP0lRfC38ZvxnckcG7+mGMHFW+qdhWNzBte+sX2L357XP6IJ7+s/Oqmxkhw7NgBJxfD38Zvid8t7dOZ29axo+wn9Oo7/4u9O4vge7U87tqT0kXpGh8pjlQ8Me7UPtm/MvYxtq3f+o4jsOu9C8bmH3t9smsy+vt11TdRWXxWcfRvj+uX8+SX23bf1BhhY8cOzCuGv43f4Hu7f/GpO+t339gno8+TVjy8XgiEQqH8LIyxJLY3cZixjGljnE8tWLl3KvwmpcTwzY77GW6IIP+jAwMlY8aMCRg8aBegNE1b3NDQcO3y5ctroAFN08rC4fDtixcv3hH7f7PbCwoKTiSEHMt1+w5jfI6UcikcEw6Hv3jppZdq2wKo/3tzbc0Vucq/FlfJ6ZNy5ezFVXg6l9Jmz0NPwN/w2ytfvDz9lyMvmv3K+tebvnumZGefPeTMB1/64tUDtnHObZcff+kTb32+ZfqFJw6d/cHGlVf+bNip3tfXfHN9Tu+IGN1/5L//8+mm62HbG59vjO4D31xI2yUnD3si/jdjm/WY4dln96YPvvfd3ivP6pflfePTDdHjX9yjRPv4wdaaK7er2Xn2PDwL/oZ9VmyrtP/ymH6r/5+9Kw9sosr/772ZSdKDHkCRS0CRowXkFBY8KLrioutRME3SFq2ouKKu5+7PdXcV3XVlvRV1XVwEBZqUyCHI4m29QF0OuQ8FQRRaSkubNs0x89775VsyNU0naRogUpn8kzYz35n3vu/NZ773963vDozx1mzocvWgS2erc3AeFu4wdzfMDp1v5tbV0/05F88xbP9wujLk0vc2fF8xekTN5i5s0MWz4Td/v3GvGfZ8afX3HeOAb0T96f7+F/5b/e2H/TsvO+Osc7e/t+1A7tgBvRZsOOK5zFVZ0Ss3u88rq+uSrJd2RI6vtuy0jhvY27Fm534rSc9kY3t1dHTZ/WGB0v/8taVbf7god0DvBRl7ywqTqNJBGXDhy6H3U+/7VkPX9PMG9f/3gaqjl/Xv3mV7h50f5sp9Ry/QGlOk8cL9hN1rLlLpIs0pnF7JnvB2SXXqRZd0RAs+3rHSOuGc8x0fffu51a/40y8bOOHf8Lf6m/pNvD3TR559lqPWXz6iW+YZ//viu/9dmNO1/5rt5bvH1Xnreo3pM9IBf6u/hX9LgnDOkO45Czcc2PKr8GPR6E803TcNxsEDO6Zt3FntGl59dPOAMT0GLFHHDceGdM44vGnfmiE1DTVZoXPaUb7zwpwzBny2reKbsep4y48cHnz2Gb03bt3vGp/Tq+v+XT8eHljr9maNOLuHY/fBynH9u2etUb8P1O868/vqH87v3fHMzw20G0IIIIYjURA7ymI5qnBVpmaf0X/N0Rqhp3oMvt0de6J6hvZd0Rk9mpOT0ygAwadNAFVQUODgnN9pt9srgoC0hBByU0lJSSNgtXYczrFYLLcKglDPGDuDMfYtISTL4XC8EgtAbdq2vdokCnc//M6mJ2eMG3DfS2t2PUk5Sr7j/AEz4G/47V8fr3ny1vHn3fevj//X9H3PpWM7phqTpj3y1octjlHGkm+fMGZGxpeOJ4UxU+6jXy5p+iYXFHYUTMnT5PdfaXGMM5osjs2fEXq+Ss8vvK6jwWhsQfe3NQcax5jx5YInn1CGJ998/uAZ8DfQ/f3jr5/842UXpj77wRrm8csIxqTO4cU1u5+/bdyg34fOd9nHa5+8dvyY+974+Msnr7/swtSSD9Ywr19Blgm/mgG/TRw55MEPvt52/yXDBs2Cb79MO08679z71N8cW5z333JhQZfUdasY6T/uPrbtw/u54u8sDP3NfbM2190/5dxes/puW3I/GXTxrNBj8zfsv9980Zgu8//nYBOzL7zvoy1vPcA9/TtdPuq8e0PvB/f9cuea6/vQ6sz+517y1NL1e/8MdCu/2MDOz+nfOI7wMUUabzhdpDmF0xdeMo7MXfcdmzSw+31LN2y8f/Kw7FlLv95xv09WOtvOG3If/A2/fbfrq+uH55z36qvrd/75ZrKnc8Y5Q2cJfYbnI4zfeOaDNVeNPLPb8vUHDl3j8ngHTuh/1iz4W/0t/Dtv2MBze3XK+PtzH3zRRBcL/cmgi3bfKcNzcsp272PfHalGMCf5yLfn9+7R+8OuBz63Cd1ylr28j16tzveCijXX8J7Zy/EPO64hQy7JYXvWMXb0IMJ9R82C39Rj8L2u1t+9sqr84qxOXT48j9Wkcc4QxgThjK55e8U01wc7vuGm9DM+vCDT4IKOume7v288Z52pn6vB6z186ZiRL/Tr168p5KBNAGWz2R6jlH6wePHi9ydNmmTMyMhYfejQoYllZWVKUOWLenzKlCnDJUm6Vpbl+ZIk/Z4Q8iBj7EWHw1EQC0Dt3LmzRpKk3r/627HkXbAJRbIFhdqLVt+dl56ZmpwRSqfS9xNd9dTjy1nR5ZgtR/bzRq8YfNfe8J90ISU9I/WFY56y0GNwX8mAM0J/U8+pueE/6aIG3dVHctf4vf6xcK+xNVekH5VSMnamLG68NhybfWfxwLwX3yL1PhlpxVhFmu/b90xOu/bFlTiUThbIUANljTYk+AajsSyQPupvSab5HzuKX+3Vf+Wj2OQ+3AdsO/s4M3goG22pu/YzoNuZtrTJoK7ahAbUXOR445apo+5cdqdY7jrYR7Xb+Ela07XVe5ikd+znClU9BeIft77uus8Wz/htr98v+gh/X+9pPDd8TJHGG04XaU7h9M4Zv+Wh9wO6c9FRxze0w3keQeyrnr8w6VM7wb78WQ0jnf9KXXNeF+K9pGp6ycOCKD407bGXb2eEP7VbyZgVyXMV6sl6viB3/KizuuWOe9TeVDtJraEUjf546ULHCffLxrVRxz27cMJFr366DW/8/jCCpN/5KZ/fRjB9eoRYPUtA/KHJtRffvp+nXNmAxMu2Zix/GH6jCD/svuqvF5nWLcHiwe2IIJ4Lv6nH4PsrOWsEQujuwPPxzCjDkXTEEEcEYe/Iax88hNNcL5dtxm/5z3x6xMhBLoYYWvTdPxrPednf+QcwZD/y0rtz4zaSm83mCwghUxBCnyKEzhAEoWdJSclfbDZbsd1unxfh+J/VG9pstt9AmAEh5MeA9PYwxngVY+xyhwPa2LT+eXTRyhpBMvV+6r9rmwBKBZi9UtaxUICwwEn4/9YJ56YnJ6VkqHSDaWUjUBhMhrV3mbZ3SCLVg0eKcguA8vyqID0Nd8iQ1/67TQC1bty9Xuzj/Ueuf7rZNde4O39OcM04uFc4QMGxvjf9/bNLZ79zg48yQ1sA6s07rynNf2FFcShdRIBClQ7Fy8zGjNWfvWJ7vmzkW7Mmm+S6IZsV5phD/T2qsTzukOeSlQr1X/V+xqZPVW+cClDZ7lT7q1Mf2nH30j+aXd6jQ6IBFICgGhRJ3Td8PHfaZWV3l3w0+YisDGkLQIXTxQpQr0677DX1fgBMPuw3/9W0e/G97pGjK0hyE0CpQPy5r4t9qFg12oTpJfXjbnhYFNBDmz5c1fjgXl93URNAhT78Kvio39eO6jf+zI4puc+8+3WbAOp46c5d82LjOB9zD70XAPVPpm33hI87FEj/cuWY6oVrdozeV+XqAQAVCkIANF/KXW6z+/qM3cdTzEs6lDWCFoCR5+Jbq40bV4wWjv7YQwugGMYTEEcPIaioSRBWAcrf76JJEEX+n01HRr/ozZ6pXDgZM4L4N1umNp5zk+JxQTzUyhd2N0t9aZMENX36dKmurs7CQSZDKIlzXlZaWrrXarVOczgccyMc3xMCUGcE1UNstVrzOecyIaTGbrd/2Do8IXTOrf+sYZT3rguCEACNCjDX112hCVBwTrmUlU0ZylTpFhg+agQKxjPWjBArc0xGnKklCTFTh3Qjq9eUkqJJUDsMZ3oaGvwDRooVLUBPlbKK6y+sr25gzSQ37wVTR5y3sm4jeB1DASoUUHcradl+ozEzFIhvu3TEiJfe29CMLhJAgVTjV/z5RmPVZ5cOGJ/3+L5NbxoxvfA6n8e+iSujZUT7duWdl8sIXfW+kTYBlCpdFbCGRroPdn/6JuPyhY0A5ZtgUDym0aKJOAH81G8AwVCAunhI77yyrd+/6SX4wrYAVDhdrAB1yZDeI9T7qVLSCNH12W9qJ/beh1ObJL5wSREePMWU/jBC9CHsdTdKCDlH8yA0prHEiCptAGiFA1SKURovEiG31uNtE0AdL91nJkfjOAFYQiWh0HGHAmv/bplPf1dR+38yY+O0AArA6BslPbsOCVerUhX8hrL6PI2qfvg/zJRxbQEoZOyQxDjDL9ec+QctgBquuJqizOOWoFTC3NxcU1lZma/R+vWTLUv9G2kc18QfUBNXr14N14npk1X8SE2olLTA+NGaEUJlNgDMgIqrm6WcqA8wnPOcJ7uDy0MHq1KWqlYBKEUDmpNxTAWoDbRTPeeunHDJDeahqq2DWeXnfo9/3N0d987z18jXdczAX82oG51dZ0hpBlDh6q5EKz5XvMpvRCmrUVULBYNjUg0dr7rWNxoyG9W4HG9dk7QTfgzUvz8rHsNBJI/+mqHPQunhXM46GfwyGm2QRKdfVszqN4BgE0B5r7ErXiVfa0yhqlks4BPLOeHqYygIxQJQ4aoLPOhnEnd2EpGvViWKKa5LbqOYPQ3qXyxqXDQV73iPqRIQx6SYUvoSJuQJACwY4z6WfBWoavNSP7tdQOypUGBV76vSb0vqcxtX8NPZ8r5ZGKHxWiAEvIl0LJIEpUpSy7y971rkO/vhTRfc6AOJ6pst13WBY0MVVyViCJW/9O1Lxw1QMaHJSTipy413b1W8ECh5TJ0DoFFBJBJAwTkqGDzmuWANPPCh9qaTAULRrqkCVKRzrq7K/Xy3nJYDUhKAK0E1Y0cKvosPNAirzkzhlapqqKXKIqG2jnr9gwxpG9b6ZeUyUbnihAHUFXJ974NcbrQ5hQOUCkLRjnHW3QHg1TQmVGXnSvpoWfzJFhTNZtZWEFMB6lxUY/dhX/6bHX4KHo0XoO5N3ppzrlB9lSpRfKFkRXzgwyOs4f/jBaFo19ye+WYjMCGMUhDF27CInQBQMMbHGs69cjdLa7IlAdiqgKqC7rK0j28B+uv7/vmPDJGnFn736EkBqE24+7RPcJ+HX+p/6xd+EfG53/zptwBMd9ZvX4UUxMv//e32dgtQXW89f5vfpYwVpGPqXDSAUqUPACMVDNY0dD72wIfYm35ugNrmo5/X0fpxI8W0RnUQxqhKSaqk1/Gf62th0T69a9jWwprf5tQZUltIUCA16iasewAAIABJREFUEWl9ur/ON8iUUfU9R3Qo2H2OR4IqldLtlLL8bFH87HgBSgUvGpSkDGkbnNRz0XmykNJkCzKgqmNSlklcHA282iJBLUj+xCEgvxlUO9We9vv6sdJ+TsZ8pxyTMLVUvHAJCiSRv6WsvypHqLlMS7r6uSQoFWDeSP3QBMDUbfbGRg9Y+d0jylS70d8bhmZvpJlNkp8KUDnEdZvFtGfsWaTOPFw40kg/YMTCxxHiL+3efN0TJ0qC2pHc2wUglO3fn74ybdzdizvlznz3jmsbbU2jniv5I2MMbbi76HEtmaZNNqiTIBS16ZLdbzunRo3yBoBakez4vC/COSYjaaHiNUkfotwEUFp2pp8boGY0NLxaXVN93YLOPX5UpatwA7oKUNY7spccbJg4wudlQ78ziWtAmhSD3yA1YXw426vQzCSJ7I8ToHwy9k2QuGm+jL3FY1HKEgUr5j8JqYtnyO7RVUjpG68EpdKpkhSofxC1Her9MxlWN0pZoCI2gZcKWiHqalsAKhR8VIDaQjsaZK6MLq67OGaAAkkkR6i5Mg3LpxRAqVLd5bPfbyyTon4O3zNynqrq7aZpOfVcvGqUdLRRSjq3dvITAKig8qlzynpmI6j4KOOVHbmK4Nn27ZabnG0BKFU1zFH2/UY1kqvA9Gi3Qog04Av2Pub7Z1frzP90ufxF1w2DGsuspM3bPgNUPdcNg5upduo82iVADWZ5jbaZLpnvrZ0tJmWnGUkmqEbw26lgZ2qLijfYVTfhIN29qiJlRGVrANX91v7XvCj2ftyIXKOmKeJakCYNace+j0lNx9J24gUoztHjRGmYz4SUCYS6P+JSMmSaj88lpkfWUGWYm3gnSdy4Jh4VTwvYwgEq1D6mHlNBK1RdbQtArejwRpMUGO6RVPMQY5GgotldQiUS1d4Ti4oHEoxqw4pH/QN6VapTAUZ9sA/dNSwXJCJBIo8zxvMFzC9XOMfw27l1eU4AKLA7qSAUTl/2QN7i3t6Kq1K557JQu5QqlYWDV+FZD9wOquGifY82AVTRWQ/UATB9lZydDh67XZsL3ri5z/23fpI2ZLsKSB3nbBsEql6k5qPtEqAWGPs1qmrTePU7rwlJ3SlrGMJQ37Xwm+rN+zkN4W0BKFU6qrh7RE0LgEp1vk1q6idmvbqrTt14oOaBSngTQ415hQBG6ndUgBJcEvX6xhzzrP1kJFfVuALmeRWkpiMvHDio3qvbbf3ehd9EahqOEE8mtGGVClrNAedYfaW2SlfUd7GkeIxjVMN5M4AKHlPH26SuhkhUscRRXZi00AFS4DwxrUnFU0Mmrq65pIV9Co611TCsGsvvT9p6r8N39ph9LDlfNZyHgpCqjqnHQo3W8QCUlgQUrpIAUGFMXhQQn6GC0EU33rcYgBHsTip4hQPUxOedzsLqD8b0ajic/1hP272qXSoSQPUbsrCxs82erYVNYQb9hi6sBOmIMNwFAAqkptYAKXz87RKgdqZkNMYlgfQxXMCPM0xHzQ/acFRJ6mQbwvdwVldD6weptqNYgzjDjeRNAHXPyLUARiw95UBx/YV11Q1s0IqsTxuN46PmrJfVhbvy9oHbFKyM3dRGgMKmTw2y4hp9zLP2E0CNwsbGB3ijgoeC1ARdPNR7db213xXhv3W77Zx9J0qCUr1/Ih+3GGxPoeCpHlPHG2q7ajS283FR7VQqeCWZXnsFQHarlLUmXIL6zJ/Vwj4VD0CpxnIwnqvqlOopCwUhVR2b1TDsHgAI1RsYGgoQCmiR7FrqOUAfSQIKfdBVe5QKQivvmOgEbx7YnQQs3EcZfbjbc1//L5QGWlUNadiblKlU3/xJ2qjnAXy+3VLYFJQZLkFpAVR2zoI3QDoSOcpXAapNNp22prq09eIn+vyut/dbqzQcnbgsredakCIun/2tS7VLrUhOazQ2q5LUyTaE/15uqHdhJUcFxrYAFBjGVdtZE0DdNewa1VOneh0vn/2lK5yH6nxDJaeIElSIa58kL+2NcW0EKYeOP/Tid035T9HW7UQClOr9C7VL/QR+zaWy8HPg/4hGdimrsbYVRM6bDK8NBpDdkNJ1ezhAaVVfiAegQo3m6oOrqn2q+x7+n9fhs/FjxMrcUEBTQwE44r9imOeDFAbgoYJYaAS7CkzqOQCIsQCUao9SQSgUsFRVUDWuq2sPAMU4+Yhhz0sEG5sM522RoM54dkOjnQkah54WAAU2GLDXXGkY+DVIEatnf+tSQWtscucv4LcWgCGjtxFHHUht/ViQTtqSshJNVbtIrj9Y1VA9Zlt6r8ZrhnrjItGp5/yLi2t/Lxo7yNQ9GEA2FBAq7hm5FjE2WjKSjip4hR5vC0CFuvZPZYBqq2qoglgkIzvYq3hQpa1eNBuKC4JXax8AlJ+TVxDjuQaB90skQEXzAgJgYYR+RRAzh4cwAFCFxzGFBk7GAlDhIBQOWFovpLR52+aBN891w+D/hRrO4wGo1gzh0V6I7UrFUyeiPqRH5+ytVUGru3ROJUgSqvrXJNH46ATGkfSjR1h+Zir6RFWjIsYjyajR7gNgFg2gJvsb7vxc3lmiGrebvHFZPd9XAUYFpA5C6hqQ7gCYAEQ3cvzOcI57IMIGA8g2A6i7hl3DEVlkMOLuxwtQTa599w0f/yIBKoINC+xVqkpb/Z8vmwGUl/LBGJF5RoFDfatmxfvUOlRggwoPeIxmJNeSoFS7lKrGRfMCRrs20Kl2rdCUk3CgCLchRXvoI0lNzVS8oDcvtNN0aOhCNBWvSki/67CQ8XDurGWNoQRttTuFjqNdApQqNR159UiT8VgFrXCACn3IK0LUqIgA5aMTVFWrNWM3XLvJaK2Qixu9ccnDrlAB5nq3ew0AkhgEpia7kSBOYIT9RfHUTAidg7owqsFcC6DUuRuSMg60ZiQPjT0ihvdHY1KvESYgNtpoQo3jiVbx4pWgmmxYwYBU1cgO9ip1vqrqqkpQmU9t3K/+rQVQBGMfpbQoPOCxrQAVrsa1Rh/Npa/atUIlJxWgCMa9KKWWcBvSiTavBKXQptgqdbyqhy9v4N9mqUby8Fin4xlLuwQoVWpCc1CT8bgFQAUloVAPWDgAyKD+BdUpVeIK9arFAlCq0TpUElIBJsftehtsZmJy5rvwrYJKqOQXOoem8QUN5lpjD5cYo3nxQmOPEK48D2O5BUBxJjbaaEKN4+0FoMLTaFQjO6i26nxVgKq4Z+S7xM+Ks17YeDAaQGHEHmcKdqo2mdB4omggEkn10ZKuwgM9jwe8MGcfMYpfCrchHQ8oRKLVkqDU8IJ1qQObAGp21uSHnu+aN1ONdTqesbRLgNKacAuACkpCoR6wcABgaUmXqNJOTAClqn8Zqe+q7v9QdTMcANUYp+5C/ytAulLVUACoaIumSnpaY1fpVElKBT/4xpyN9sq8oxoHpR0KcExiUuOZYjWOq/f9yUgeep34wgxiSZHRlq5UL+Sx+0YzsqvzO3TXsCt4g/BR9znrG6IBFNipQMpS56uqQ5A6ogKUlvrXGkABjerSP5EABfdti3p3PGChBVCq907tWgxhBnM7X3HrrG6WhyMFX7ZlDL9YgNJSj5oAJKjqAQA0xR+FSVzwO8b4IK6pH9NkXFfVv2R6her+11I3I6loWue2ZbGaGcuDDoMm8BP6X8EJXeSVefdoAKVKTGo8U7wA9dN1UpZzxHMxov2iq2rNgTG0/VO8Kl4rANcYFa+lurYFoFSew8OpApQa8Kjmu8UiJQGNGo8UC0CFgmAkYFTPSYR6F0nF0wKor5Jycmx9/zQzUvBlW/b8aQlQzYzSaoBkmMTVCFCI3fm9WyiBJF2wWWkarYNAEaqqqXapcA+dlmralsVq7dxQDx+kumhJUCogqUGYsdqefpKgjgVvqnQQK4UJn4cQPS96svAxVbJ5oGe8kldzCUrrvmpUvJbqerwApUosoRJFaxIU0ISfrwKMIAgzVOlK/U21gUEkOOfoPMboDaG/hSYGJ0K9aw2gCGbF4PX7Zst1V0B1AjXEoLU929rxXwxAqdKJ6vaPJkFpAVT4+eDuV9W4aEZrLQZr2aVaW4gTcbyZ2oe8U5qnpRwDAxWgtIIwYxlD9ODNyFLST8AYGuh58gAKQhEiSYfxAlS4QbqtAKXaswCQQgEGCXyQGjCpgpAKOo0qJkdZiOGyZr+FJAbHsm4n4pyoKh5FGHL49my96TYdoDS4rUonFakjG0MJtAzMWosUCXxC7UChYBXLQmvZpWKhO95zmgzoQv8rEK1/l0spy3+yNzUHqOO9Vyh9aErMMSlJva9pPke8u4J9E1WJK9SG1VI1jMWuFcs5x0rCxApQEBsFBnQq4cZo81AbVDMVL8wgrQVQKoip9ZhUdQ4kKNWeBYAUWnkA7hGL6/9Erlk814oGUPXTshuTjSvuGTFTB6go3I3FwNxMgoriMVPPa+s1fy6ACmeLKu0cU6tOHkCFS1Xq/5B0rObwqaqWClBgw8KE/0nGvnxV0otu1zoGTJAX+JOqGE0Cix2gIDYKDOgkhTdGm0cCqHCDdKiHr0nFC4KYap9KtJ0oHuCJlSYWgCp7IO9uKK2ixkDFeu1I5/1iVLx4GdFW8InlPifSGB7L/Vo75xgooIhG49boT+RxFaBAumkOoD8BipZdKzwcIjinCEnK0WO7wlU8FZBCQxHC56wVfR1aMSC0imWovUk1qCfKTnQi1yr8WrEA1KXPvXEPVDBQ6z0d73hOe4A6XgZq0Z9sY3hbxwwPczSjcVuvdzznhwKUeh0tg736m1qbKtyYD8dV9fEnW1tzKStSbFckgAoNRQifYzQVLDQUQZWyYkknOR4+/hy0sQDU8eTdac1JB6ifY6UTfE8tUEjwEJpupwVGWob3UDVRK5AUjoeXgIk16DQ0L08N3jwR/AgFpfZgU2rrnHWAaivH9PNj4sCpBFDxeg+jTbSt81MBSrU9QfBmTIxs5aRfIiiFTlkHqBOxS/RrtOBAWx/g9sbCtsZ0hebltbe5/pzjDQWoHwxdsut48tVXZ//tFrXqAYwtYSpeUVFRN1mWhwmC8IXa2hwGkJeX18loNE7AGEvQury0tLRZoatIx4uLi00+n+9ShJBACPlw0aJFLWod/ZzM/yXf+5cOUG2VyqIZw3/J++B45xYKUI93teZsTup71bqkHBPEP6lVDxICUDab7QLGWD+M8QRK6aNOp3OXOjmbzXYv59zFGKsXBGGIoigvO51OaEzQ+Il0PD8//yKM8VCMcR1jrG7x4sVLbTbbb+12+1sh/fWOl4c6vQYH2iph/NKZGM0Y/kuf+/HMLxSgrjv7gfFrUgblqvFP6nUTAlD5+fnnC4LQgXNeQCl9wul0boEBTJ06NUWWZWddXV3hqlWraiwWy90Y42qHwzG/teMWi+V2xhhc53tCyO8wxg7O+eWlpaWPHg/TdNrWOdBWCaP1K+pnnI4cOGUASmW+1Wp9jlL6HxWgzGbzWYIgPOhwOG6Ac8xm80hJkgpLSkruCf4f8bjZbB4vCMJQznkdIYRxzvtzzheXlpZuinWxd+3a1VlRlC7trVRxrPPTz9M5cCpzoNPr0+f5ewx5yfDjlhnX9bz7vOSe2Tc82h81M/FYNuEZHDG0eCjWbCMVbX6EEHd6evrh7t27NzktmsIMrFbrJZzzjoSQGrvd/h5cKBygpkyZcq4kSTc6HI474XheXl5/o9F4r8PhuAX+j3Yc2qF37dp1IqR0I4TO4JwbEULrMMb1drt9cywLs23btgskSRrPORdjOV8/R+eAzoETx4E0+93F3qFXlJk2rcq9vtO0PhOGDJo/uRuBIOCmzwO7WC5DHM0aIJTFced9lNKynJycpnI3TQBls9kuBoDCGNdGAiibzTYQIXSX3W7/XVBiGiIIwk0qYLV2PKgGniXL8gyE0GaMsQL35Jy/XVpauqe1CW3evHmg0WjM5pwLrZ2rH9c5oHPgxHIg7fUZD9PBvy4Vtr5vKe42I2dI9pCHbu7Jm7Uqv3ULzUcC5v/KIc623p1zXunxeLaPGDGisTsyfKIGamqoeCBhLaioqLi6rKxMsVqtBZzzrNLS0ueCgBX1eG5urti1a9c/Ukq/EARhMkLoSULI+ZRSf2lpaZsn1FYG6OfrHNA5ED8HYrFBHU+DBK2RtQpQnPNXSktLt6qAZrPZoBD6Vs55DUIoVxCEf1NKB1BK33M6nS6t44sWLWo0sk+aNMmYnp5+E6X0ZUEQ7uOc7+Wcn4MQ+mLx4sUfxc86nVLngM6Bk82BUIC6+aw/9Pq4wxALdH0Jve/xNEhoM0DZbLbfeL3eDcuWLTusEpvN5hxBEMYihDygotnt9jcKCgqmyLL8rtPprNU6jqC9KKBZbq6YmZmZvmzZsiqz2TxAFMUREBelKMpKoD3ZDNavr3NA50D8HAgFqBe6TPno2TMmvRTa9SX+K0emjDcXj5jNZtHpdPpDVEUecpvw45ojGDlypLR+/XqqAtjJmKB+TZ0DOgdODAfC618lohZ6vAB1YmasX0XngM6BdsMBHaDazVLpA9U5cPpxQAeo02/N9RnrHGg3HNABqt0slT5QnQOnHwd0gDr91lyfsc6BdsMBHaDazVLpA9U5cPpxQAeo02/N9RnrHGg3HNABqt0slT5QnQOnHwd0gDr91lyfsc6BdsMBHaDazVLpA9U5cPpxQAeo02/N9RnrHGg3HNABqt0slT5QnQOnHwd0gDr91lyfsc6BdsMBHaDazVLpA9U5cPpxQAeo02/N9RnrHGg3HNABqt0slT5QnQOnHwd0gDr91lyfsc6BdsMBHaDazVLpA9U5cPpxQAeo02/N9RnrHGg3HFABaltSn9u4gp+e8PjSL0724PWSvyebw/r1dQ78QjigAlThWQ/czhB56v3fT9EB6heytvo0dA60ew6oANVvyMKHFUQeqp+W/fHJnpQuQZ1sDuvX1znwC+HAKQNQBQUFmYyxGxFCmQihA2lpaXPnzJkjA58nT57c02g0TuOcGznnX5WWlr4Zyv9Ix81mc6ogCL/DGIuKosx1Op1N7Y1/IeunT0PnwC+aA6cMQFkslic55x9jjL8jhFzOGPuxtLR0EXDfZrPNoZQuppQeNhgMtyiK8rLT6WzsHBztuMViMXPOQWKrJIQMcTgcs2022z12u/1phFBoT71f9CLrk9M50F45cMoAVH5+/qMBCekxp9NZb7PZLkAI5dvt9t8XFxdneL3e18rLyy1lZWXe/Px8W6D1ebcgyKBoxy0Wy+2EkC2c8/2c8xkIIWh1fk5paens9rpg+rh1DpxOHAgBqDyZi/PcNw7YdLLnr2mDslqtZzocjgNwc4vF8gdCyGG73f4atCsXBOEeh8NxCxwzm81DBEGY7nA47gj+H/H4lClTBkqSNJVzroii+AVj7OqA5PSQ3W6viHWSe/bs6eXz+fpgjEmsNPp5Ogd0DpwYDqS/9rtn6YDz5y3rW1g7OEM83E1iDSfmyseuIghCjdvt3jd8+PAa9bpNAGWz2W7inPdACFU4HI6Xg+oaSE/XK4ryf06nszovL2+oyWS6wW633wXHp0yZ0k+SpD84HI7p8H+047m5uWJWVlZfURQx59zKOd+IMTZhjKvtdvt7sUx09+7dlyKELuecS7Gcr5+jc0DnwInjQKrjvjx55DVf+vpdcPDEXfWnK3HOvxFFcdU555zzbQuAMpvNZyGEkiRJ8paUlOwtLCzMURTlPkVRnl2yZMlmICgqKjpHUZT7HQ7HTUHpagQhpMBut98Xy/HgOSMURZkCwBQAqp0Y4wGMsU9LS0v/19qk161b19loNGYRQnTvY2vM0o/rHDjBHOg4/+b5tPfQF2sn3N7qsxrPrf1+fwPYtkeNGtUkmWk+6GazuYcoio/Isjz3jTfeWKsasSdOnJjSsWPHVZTSiU6n02+1Wm9DCHkdDsdcGFBrx81ms4EQ8gxj7BlBEP5IKb0fY3y+IAjpdrt9YTyT0ml0DugcSAwHHA/dOE9h9KWiv80/KQClNYtINqh5CKH+CKEPEUIKxpgrivKo0+mkFovlHkJIH4TQEc752QAyoiiCivdvsCdpHXc6neVw80mTJhnT0tIuLi0tfdtqtU7DGPfgnHellM5xOp1fJ4bN+l10DugciIcDOS9/skrB9LHdt0z4LB76eGgiAdRwuBil1Kde1Ol07gBJymw2ZzHGehNCuCiKXrvdvt1isQxyuVzfrF692qd1PCSMgJjNZqPT6fTk5eV1MhgMvRljrL6+fgfQxjMBnUbngM6BxHAg49VtZYmKIFdnFK8tB5vNZgISVQTWtHZcJQNvHMRA6XFQidlj+l10DsTNgfYEUHFPUifUOaBzoH1yQAeo9rlu+qh1DpwWHNAB6rRYZn2SOgfaJwd0gGqf66aPWufAacEBHaBOi2XWJ6lzoH1yQAeo9rlu+qh1DpwWHNAB6rRYZn2SOgfaJwcyXt32bKKqGKgcijcOqn1yWB+1zgGdA3FzIGPejj41fvdhdMtPuXJxXyxGQh2gYmSUfprOAZ0DieeADlCJ57l+R50DOgdi5IAOUDEySj9N54DOgcRzQAeoxPNcv6POAZ0DMXJAB6gYGaWfpnNA50DiOaADVOJ5rt9R54DOgRg5oANUjIzST9M5oHMg8RzQASrxPNfvqHNA50CMHNABKkZG6afpHNA5kHgO6ACVeJ7rd9Q5oHMgRg7oABUjo/TTdA7oHEg8B3SASjzP9TvqHNA5ECMHdICKkVH6aToHdA4kngM6QCWe5/oddQ7oHIiRA5E6C6cLgnAzxjgDIXRQUZT/QCdhuObkyZN7Go3GaZxzI+f8q9LS0jdD7xXpuNlsThUE4XcYY1FRlLlOp7MyxjHqp+kc0DlwmnJAE6AsFsvjhJBPGWPfYYzHM8Y8ixcvfhV4ZLPZ5lBKF0MPdYPBcIuiKC87nc4tKv8iHbdYLGbOOdyvkhAyxOFwzLbZbPfY7fan9b54p+nu06etc6AVDkQCqOkej8e+YsWKOovFMgJjPMPhcNxUXFyc4fV6XysvL7eUlZV58/PzbYIgdAuCDIp23GKx3E4I2cI53885n4EQ+gghdE5paelsfZV0Dugc0DmgxQFNgAq2Jc/AGI9CCF3AGFuzePFiu9lsHiAIwj0Oh+MWuJjZbB4iCMJ0h8NxR/D/iMenTJkyUJKkqZxzRRTFLxhjVwckp4fsdntFrEuzZ8+eXj6frw/GGDoS6x+dAzoHfkEcEAShxu127xs+fHiNOq0mgLLZbDdxznsghCocDsfLhYWFExlj13HO+zDGZi5evPj9vLy8oSaT6Qa73X4XXGDKlCn9JEn6g8PhmA7/Rzuem5srZmVl9RVFEXPOrZzzjRhjE8a42m63vxcLn3fv3n0pQuhyzrkUy/n6OToHdA60Hw5wzr8RRXHVOeec820LgDKbzWchhJIQQn6j0eh2u91+URS7c84zJEmabrfbpxYVFZ2jKMr9oO7BBUD9I4QU2O32++D/1o4HzxmhKMoUAKYAUO3EGA9gjH1aWlr6v9ZYuW7dus5GozGLEKJ7H1tjln5c50A744Df728A2/aoUT/VPI9kg1qYlJR00/z5871ms7mrIAivOxyOiRMnTkzp2LHjKkrpRPDqWa3W2xBCXofDMRd40dpxs9lsIIQ8wxh7RhCEP1JK78cYny8IQrrdbl/YzvipD1fngM6Bk8wBTYCy2Wx3Mcb6EUIOIITA5vNBSUmJMyg13UMI6YMQOsI5PxtARhRFUPH+DfYki8XS4rjT6SwH2kmTJhnT0tIuLi0tfdtqtU7DGPfgnHellM5xOp1fn+S56pfXOaBzoJ1xQBOgrrzyys7Jycm9FEUhhBDF5/PtAY8ezM1sNmcxxnoTQrgoil673b7dYrEMcrlc36xevdqndTwkjICYzWaj0+n0BA3xvRljrL6+fgfQtjPe6cPVOaBz4CRzIKotBwzbZWVlisYYsNlsJk6nk0YYX2vHVTLwxnE9Duokr7J+eZ0D7ZQDurG5nS6cPmydA6cDB3SAOh1WWZ+jzoF2yoFTHqDMZrOQkpLSz+Vy1S9duvTHoqKivoqiDBMEYdeiRYu2IYRYJDWzuLh4gMfj6SUIQhKlFBFCqkRR3LhgwQJ3tPWaPn16+pEjRzrA/ULVz4KCgssOHjz4QQS1t8UlrVbrzZTS19Q8xtb2CHhBO3fufAHnvKPf7985ZMiQTTNnzow0P7AHdmSM9SSEfAPXFkXxAoyx1NDQsGb58uW1kVTnwsLCNEppNuc8SxAEgVIKoSV7vv/++73R5nbHHXcYa2trz6isrKwItRkWFhaen5KSsnXOnDlwz1Y/1113XX+/339GbW3tV7HaHouKigYoijIEwmAwxmvsdntVpPmZzeYkURTPhpg+OK+oqGi4oii9EUIbKaUHopkmiouLz/F6vRAPmAbhLIyx2rS0NJhbdZS9BilgnWHihw4dqlF5COMghGT7fL69y5cvbwo+jMYgq9WaF/AnfRmILTzYKiOP2YSTMMYjBEHooSjKAZPJtDna/i4uLu7q8XjSjh49+mP37t1hr4wSBIG5XK6Nq1atOhrpnsFcWnCcdaOUSoIgyJAVAvsGvP2R6GbOnClu27YtMy0tjc6dOxeuDyYdVFBQcLbBYBDcbvfeKOuBTnWAwhaL5W8YYy/EYwmCsI9zfhbnfAshZDhjrIRSuk5rgoWFhfdTSk3ARFEUfYqiiJD8zDnPkSTpmYULF8JD3eLhLygomKwoynhBEOoYY4bU1NQX586d+z0w1mq1Pk0p/TMY+cMXpKCgYB5C6AeEUJNdjnM+FSFUyjn/nlL6qhZQFRUV5f7www+f9enTR/T7/f9UFGW3KIqHOedDOee7vvnmG8f69etljfsNY4xNJ4TsVxQlSxRFD6X0EIyTEHIWxvixkpKSFhvOYrFkB7yzN8JYOefwkFNI/MYYn40xrqmpqXll9erVrvD72Wy2gYyx33FnWGbjAAAgAElEQVTOXcBHjLGTUvolzMlms91fX19fsnLlSvD6Nm5A9VNUVHSFLMsTAmElDSq/GWNjEULdBUFY7ff7SysrKzeFAyOAmMfjgRdJuSiK4xFCl3HOtzLGJFh7SunTTqdzX/j9CgoKMjnnf2aMHRUEIQvmSSmF+QFvRkiS9NSCBQv2a619YWHhXZRSmNshjHE9YwxspGmc836CICw9ePDgV5DiFcYbXFBQME1RlLMFQYAA4qNJSUmlr7766r6CgoJ0WZbNgiC863A4YKzNPgUFBQ8xxlIJIU0vTM75FQih9QHs2SYIwhsLFy6EcYfTjUQI7e3fv797165dd3HOwdf0YyAc6OxAGtlhn8/35rJlyw5rrOFvgPeCIPDAPoY91RFjvBchlIoQqsUYL9PK7LBYLH0xxkUYY9j3FQH+Aq2Bc96LEOL1+XwlS5cuhb3f7GOz2c6glF4FIA0ZJBjjXZTSVeDVt9lslyqKYqivr38/2kvqlAao6667rpff778XYzwHPIqiKC6WZfl2SZK2UkoHEEIuKi8vfzJ80wA6K4oyQ5Kk1/x+P1RNoIqiYFEUTYSQcwMP16Da2tpntRhjs9nm+v3+OcnJyS6v19tbEITfGgyGua+//vomq9U61+1237Zy5Up42Jp9LBbLYxjj8xBCcM+98FYSRfFxRVEeAsmttLQUEqpbAKLVan0OQjUgLxGCXg0Gwxyv1wuSCEg3f3C73b/Xul9+fv4/EEIfiqK4N/DgXosQugJjfBNjzB3YsA8KgvB4SUkJPBTN7mmz2R4MRON/5fF4diYlJXkURWFut1vo2LEjPEy3p6SkPAMPlwbdnxhjW+B+iqKkYYyvCiQPbKKUrhBF8a+KoryiBRhms3mYKIqPMMZ+IIQsUxSlnhBygSAIZ8myvMxkMm1asGDBkfD7mc1meEl0dLvd76SkpDxMKX0zNTV1V1VVFUlJSZkCDyRj7N3wl4XVaoUHvA+l9COM8RmEkGcZYzMCL4s9hJA8jPH35eXlIAU3Axqr1QoZEzfDGAHoU1NT/TU1NRhjbDAYDAM454MZY8ucTie8rJo+4LUOhtl8BZU/KKUDCSHDAi+YZR6P58ekpKRChNCbpaWlezT2zO0Y48sYYx8SQkC684mi+HvG2OpAMPOWurq63e+++24Lad9qtd7HOV8BqBSc0ycY4z0+ny/NYDDcyDlfWFpauiMCIK6TZXm3wWCAfXnA7/eXyLJcZzQabyKELLTb7Ts16G6nlB5kjG1GCNXD8wR7JiMjowOl9HqDwbD8wIEDX4e/ZACEGGMgKa1vaGiggSjx80CbkWX5bVEU+8OLsba2dmW7BaiCgoJ+lNKbkpKSHpo/fz68qasVRRkOD4LVau2JEPo9pfTB8E1aXFw80Ov13qh1DN7MPp/vVsbYA1qSkM1ms1dVVd0EGwPEZ4QQqJPWwKZbzjkvrq+vv1ULMAoLC3syxrIRQvCWgje9UxTFl2tqamZ4PJ6GSKpTQUHBXzHGu/1+/y5CiCUpKenhYIBsqiiKc6uqqqZpbVKoGuHz+R4BNdRqtUJk/00NDQ2/hnCQgoKCF3w+33NLliyBh6IZQFksltmSJL2gJUFardbZnPOXSktLd2nQPSPL8uylS5d+Bx5cQkhfAEZBEEAKG6QoyjNaAAWxbxkZGedwzscFJN7+oiguYox1Avra2lrnqlWrQPVpJnXBAwJlewwGw4Oc839yzu8WRfG5kpKSxvkEVWcAtbfD17CgoKCQUuqBhzwpKamjLMtfYIwvKCkp2Z+fnz8F1Da32/3f8DUsLi7u5/V6iymlTzmdTlDnmj7wogyE2kwVBGFxSUlJozqtfsxmM0gR8IJoBCGz2ZweVLku5ZxDzukgjPFiLYCaOnVqF1mW4UV7CURQY4xXcs5vIYQsPnTo0PaysjKQxlvwBtLSMMYKY2wH5/wihNDS4L1BtX1YUZQFoRVG1LHabDaQ0BfCMZvN5sQYb/R4PP8BactqtT7KObeXlpZu1QDSBwkh7+3evXtduDQPLzxK6Qd79uz5KvyYxWKZDCBUV1e3dMyYMfKGDRuykpKSJmCMe2KMkznn29s1QF155ZXJqampLyCEvglu6s6U0lqDwfCBLMsXY4w/Ky8vXx7+8ANdSkrKPxFCsOjbGWMNkGAcePi6YIwvCqh5iysqKt7TAg2LxfJ3SFqUZXkJPHC5ublCVlbWYJBuCCGjFEW5yul0wlukxQcexs6dO58ty/I4hNBAhNBQSZLyotkEAlLZmQihYrAHEUJAKtnJGFuKMR4eCM5fE0XFm0wpvYwQsotzPgxj3DHwln8DxG9CyBU+n+/epUuXtlAPIMeSUnolqEtBVcZPCElijA2hlHYSBOEfWmI+2EYwxqMppW8F1JD/gWoXUGt7w7UIITczxqylpaXw9m3xQAGj8vLyuiQlJQ2UZXkiZA7APIP2OU1eQojLmWeeOcnv919ICAFeZiKEPoOwOQjwDap4oJ40A+DgS+2PgiB8SyntHeQLmARgbFcyxp6vqKjYHL72QbsVSGrugDrzrSAIRxljoGEAX0cLgvBFQ0PDqnBbEtjlKisr/0IIOQISodPp/AFi/RBCQwJrYwNVKKAmPq0FUMAXyK6QJKknpRTuMSiw9ueCBFxaWrpJa4/Bb6A6BaRZAFuQQnIxxiBxr2KMdUEI7fH7/Uu0VDyLxQIvMlBXQX0FGx3YyN7jnANYdApInvO1VFGbzXZBkHcHQQINqnqQRzuAUtqNEPKy3W6Hl1qztbfZbOeCas4YqwhKu+VgNzUYDPCygjzf9ZE0GXXup7SKB4MsLCzM8fv9PcAoRwgBW04OxhgW4ujRo0c/fuedd5q97dSJBTcq2Ku6gCEY9PRAYrM7ID2BDr0pEsjA29Lr9Z4nSdLuECM8DkhWkDM47Ntvv12iZRMK3UywgTjn2YE31NWKomhKaqHnFxcX93G5XF0NBgNUh+iGENru8XgOC4KwNfxtHvLmTuecD5IkKc3v91cEA2cHY4zBIAG6/mYtm1fQ2AlqSC9KaSoAN8YYbHQuURT3HDp06Fst4AbHQW1t7RiDwaAcOHBgjaoiTZ48uZskSReDxBJprOqYAcCzsrJ6+3y+X1NKf8QYt1DRwqSTVAgKFgQB3rgwZtBqvhNFcf/OnTt3aq3DyJEjpbPPPntQQHrtSgipUxSlMmDLGSzLcpokSYcOHjz4eVlZmSYoBm0tfYIvCyjICCoU2D8Pm0ym7fPmzQNpsYWaHqzykcM531xRUbEf+AfAgxDKEQQBShR93ZqRHB5cURRBlZwYAJ6ScEktHKysVmt3MFgripItimIvhNABRVHArrgb7HZadlmQ2LxeL9iTUgRBADtnKth04dqEkK9ramq+1VK34IWfnJwMhQF6ByRleLkI4KxgjNUFtIp9KSkp32gZygH0jUZjf8ZYV9iTKviBk8bn84Fh380Y29CejeTwhgF8OVeSpBowbprN5kGEEDCarmOMwZs8UrAoeAr6ybJ8HudcNBqN1S6Xa/PKlSvBMxeRBhYLJANZlkEdASN7Fej3drv98FVXXZWqRtRrvd3AQAtqHthOKKX1lFKwVa2PNsbg/YAOpDTwxMADsWPv3r17WwPC6dOnJ9fV1UG9rk5+v79WEASvwWDYu2DBgkbjd6Q3MKghCCEwlnYHrx/nvMFkMm3ZsmXLtmj3BClIkqThhBAjqEqq98/j8VQ4nU7INND0OAZzMME43y1gvIcHH/hz4MCBA5+vXbu2hcMhBIQhdxPo4CGCMRNFUfZWVlZ+qWGsbppuUK0cEVBJO4GnCICYc35UkqTPFi1a1MIBEAaKSYqiJFNKYc9gSZJ8X3/9tXv79u2NFWUjfMj06dM77N6921dWVgYZEY2SRNADLYF5IpoHUL3m9OnTJZfLlVVeXl4dbX4h/BG8Xq8xNTU12eVyUdAUWvOKwj38fr8AY8rNzSWZmZnpoijyyspKVzQPbnFxscnj8YDzBZwx3szMTOXo0aNeWJ/MzMz9L7/8Mth6W0jPAFKSJHVjjEHObqMTJygFDoS12b9//65o9z3VJai4vXgFBQW3cs5BfYKH5jegJsKbkBCyfteuXfZID2JBQcEEhNA1iqKUY4wvIYTAA7wWjIMB4Hk+0gZPNN2NN97Yu66u7g+CIHzHOf8VxhjE/RUIoRRCyAuyLO/XAsZ4vXjx0t1xxx1phw8f/hN4CIH/4FH1+/0APKDSduWcPxW6cdWHL9F0UcDntD8UdDoVE0LEgE0wiXMOauEnoIXYbLZbIKzFYDBsD99vuhcvghevqKgIRN8/I4TmUkpBDO0miuK9CKHHEELXUkoh8VlTsgkan19LSUk56PV6wUMDevt/oVYWlD4GD4mW6vQz0P0ZPD3g0QT1RRTFS0D0BlEajMKEkH9ohRkchxcvLu+f1WoFuxqU7fkYXP8g2QWM+yQ9PT1ZluVroORORUXFRxpetYTSASBWVFTcHai2AZJaiw+oQB6PZ9WyZctAOm36zJgxI7WqqupGjDHEWcVMBydarVYo4AhqeYv6ZhjjSp/Pt0DLff8z0EF4CcQQ7gyEwoAhHuqy/eD1et8ymUzFjLGPGGNgNmkmtetevAhePIjZoZTekJycDN6/RneyzWYrcblct6Wnp48G+1BNTc2/tMRhq9W6BFynqo0qPz8fgG0DqF2SJP2jrq7udi0v3s9A9x+/3z9TDSa1Wq1jMMYXezyefyUnJ7/o9Xr/T2tzH4cXLy7vHzxMoLb6fL5V4XyzWCyFYFeqr69/M/xYounAdtWvX7/5AZvMa2C3ApteKNqA4wRc7eEvJzDmd+3a9XEIrgT3fax0wT0JlWj9sixvwRg3C10hhPgYY/sieJoTSmexWOBl+A6EQgR50gtjfKUoimAT7A3ePy2A0r14Ebx4559/fofevXs/Tyn9PBhlPQghNKqqquqOzp07Q4DZBbt3735bS82zWq1/QwjB5vhcFMXOAWCy+Hy+P4J73WKxTGWMObQkqETTWSwWqyAIYwkhqyFKHl7IAa+KHSLdu3fvnldXV/fRypUrW0Rbx+vFi5cODM+EkHsgsBAM3ISQBs45qHhgpIe4sSfAXR7+9k00XRAwoMzQLp/Pt7Y1o3YoeFmt1mIIdPR6vR+1ha6goAACLi/wer3Lly5dCsGjMX0STQeSEIwzUAduDef8c3h5m83mHqIoTuScQ9DvQ5TSMg0JSvfiRfLiQb10URQHByOB6yilXzudzsYgNLPZ3MHpdIKxVMuo18toNA6TZRkK9UFaxTc7d+5sjPEAI3hJSYlm3A7EwySYLj0ATmM455DqAobgA/X19WsgChyM4JWVlW4t42O8Xrx46UDC6NSp0wBRFM9ijGUGgjbBa6goiuIOxLj9UFVVtVXLIJxouuC+gBQX+FTGmp4UBLYzfD4fpH8cbgsdGJAhVSk5Oflga+lXociVaLpp06Z18Hq9EPZiaGhoWKeCMASpEkIuZIxBNkeLLILTwosHCwPeOEVR+gWD00C6OVhVVXUokrtYXUwAKYTQSEmSvLIs762vr9+plcYR/toCsBEEYTRjLC1QyRhiYnaBF6+1sjA/A106xJTIsgyu+D1gMF+4cGGL2CCN+cXlxYvX+wdePIPBcF4ggBCkKTCyypTSfZWVlU3hClqiQ6LpEEK4qKgI8gTBhd+hDbl4eOrUqX2goUcb6RpjmjjnfcHzqyiKABKmz+fbXV1d/WM071ai6aB+m9FohOcJUn+wmouHMT548ODBukhjveqqqzpAqAGUD4fA90DWAWR1VBgMhv1Hjhypbc3reKp78QCc4vXGxUune/E0cvFOBy9enLl4sEfBUAyVZ9uSwwc1/HMppRMYYxDLB7mDECqQjBDqH0gl2oAxflvL0ZFouuPJxYMAT8jZQwiBCgtOJhEhdEYw3OT90tLSL6Lptac0QMXrjYuXLiiuQwqJ7sU7QTl87cWLdxy5eD0IIeCN+xKCJGPN4Qt68R6CaOqGhobNGRkQz+nloCoajcZOoihaAvmZmrlxVqs1oXQFBQXx5uL9BmPcS5bltZRSKBFOKaXYaDQmC4Lwa0jINhqNy6JVQzilASpeb1y8dMFNo3vxtHPxftFevHhz8SALwOfzWRVFecPpdDa1S4K9FC2HL/gyfCqYN9esHn8wYPMfsiwvWLJkCSToNvvYbLaE0lkslrhy8axW67WQRtPQ0PCGhpf2Wohor6qqekMr11Sd8CkNUPF64+KlCwKU7sXTaKb6S/fixZuLBxHWXq/3zkDAaYdAJ7YdsebwBW2rUymlEAcFwHYwmFrTAXIrwStIKYWYO8h8aPYpKChIKN1x5OJBDiXEs5kopTslSYISRhDs2SuYYlOWnZ3932g1z05pgAp6VuL1xsVLl2hvXLz3Ox4vHpScgeRgyG9kai6eJEldRVFc/vrrrzcLRgyuQyqkHLWVLtiwFfLFRkH6CCEE7imDFw8CFP1+/46jR4/uDDeyJpoO5gi2Fs75yGC9K6jFD2OFODqXoigomCTdIvczWNEAvFxgW4mZDgzPJpMJ6n71hYwH0H/AoQM9IxVFgWKE4Lpv7IgU+kk0XTD5HnJghzDGhOAcG3PxwLifnJxcptZMCx0npBylpqb2EUVxKCR7c87BwQWdWKCEDCRJ7/N6vZr13NqFBBXijYPcrWSTyeSO5OaP4AWKi27SpElp6enpqT6fTwlGDkfN3VPvnWi63NxcU8+ePTMbGhqQx+Opbs0jElQrBnLOb6WUckEQuiKE3jAYDGsh8zo1NfXO+vr6RVqF50BtjocOkoxdLtefoBs05OJBBD/nfEltbW11ZmbmWEopSUpK+ijcDpFoOvDgFRQU3CvLMmQdpEFdLUmSFrvdbsjSh3zQPFEU39HI9lcL1kEOZnob6MCDB0nWUJECkqIhQntpoMDbBsjF69Kly22iKK7QShpONB2kujDGbgj0s0wHQGKMfWAwGMq8Xi8EtE71er2fRUp1YYxdzTmH/E2Ilt+LMX5LUZT9hBCoaEDadcG6YAY9NPeE8hUtPoSQzw4ePLgi/O0bL11QxYNiYJDU2kK6xBj/WFNT80KECPSE0gUrf0KgJmSWN/tARQOj0fjE/PnzKzRKYMRVeM5ms8VFB2WSKaX9FUWBUinMZDJNgBpBhJA5EEPj8/lg/Fp1nRJKB1UZkpKS7qaULgHjbayF546nYF2wltJGSZKgRArE3V0iCMLHLpfrs5SUlD9ASpbT6dwevr6JprNarXqqixYABdMP3giUJH0ScurCzzEYDEcWLVrUrG44nBMvXRCgZhFCtnm9Xii52iw732g0eiKVCrZarQmlKyoqgoTm0X6/fxnEpITzprKyEtSmFrWiLRZLXIXnjoMOKkpC/aHG0ipQiM5oNF4SyGmEInYQ3HckWKqlWVUDSINJMB2od0WiKD4Prv1YC88dT8E6q9X6D855CRSJg7pSP/zwA2T4Tw5Ia5ugwJ+iKFAmugVAJZpOT3XRQqfgb1DvWlGU9ZWVlZBQqtWjT5M6XjqIMVEUZVxtbe1TsahM6s0TTRd8cz9dX19/i1ZuYCSWxlt4Ll66oEf1zkCL+/eSkpL+C6ocNBgIlOQdTwiZHqj3DRU2QVJoBlCJpgNjt8/nexbK+ATWH8A0psJzx1OwzmKx3IoxhkJ8kK4EDUAgDqqfKIrXgHQJCe9aHbcTTaenukQBKKg4GSjdCzsYulxoVmvUIo+XDjqrZGZmnpWdnb09mnch/J6JpgObicViGdVawa/wccZbeC5eupBo8O5QkVIFUyhaBjmRsixDRPlujQqXavR5QuiAT8H0qGzG2Pq2FJ6Lt2AddFgJJEoPNxqNR1wu17Ygb7DVaoUE3KF+v3+tVmXMRNPpqS5RACp4CLprRGy/FIU8LjooNNZakbkIRvn2Qge11g3hReamTp2asmDBApBkIhWei4sO4nq8Xm/a66+/DuVWmq4NXp79+/fzSMXgEk0HBfFuvPHGjD179kAN+bYUnou7YB3kOMJecjqdTV1v4H/wnJlMJl+kfZhoOpAwKyoqDOH19SE8o7KyUo6k3cAalpeXm1wuF5zTZHKAF1d9fT1uTUs55cMMQoEApCKM8bBIlQiiqDVx0cH1INVGluW5bUkCbU90hYWF0+rq6pzRKoVq8TVeOpvNNl4UxaoDBw60CC2I9p76GeigZRKUYP7abrdDg4aYPsEibW2mg4sXFhZeC1KTVuxTtJu3I7pfgffY4XB8GRMzQU2I9cRT4bypU6dCE8TL6+rqND1pkcYYLx1cL1D7eY7b7b6rLXae9kRnsVieDVRK/HtbHkKYX7x0hYWFRT6f7we32722tbdn6Hommm7q1Kln+f3+S4LG/WatpqI9C/HSBXkKRRahQ0uLllHR7glG7HZCNxnmUVpaujRWPGk3AAUioSAIVzHGJoii+C609ImxwkBcdCE2ib8EOnQsURQFKgZqNvsMZ3bQlpEwumBnmFmBYMi3PB7P3qqqqvWxOBSgpo8gCA8H3Nuf+v3+3fX19RtiAY146cDuBP0KgV+SJH0NdZcilb0JA6eE0oFaUlNTA3XvLxVFEby5n27fvv2HGGrEx0UX3GvnBFp4QSE6aCW1ljG2W6tYncZeSyhdsKPMvaIo7qOUbqmtrd0UY4UQCCy2QN196M6jKAqUCG4RJR8+v3YBUEFPyWPBBgZQ9gTsGNCd9mWHw7Ehks0kXrqginY757y7LMuHRFGsgW62EGS4a9euxdE2KiRWJpgOsuHzod0QpEtA00ooadLQ0PBUtOJpVqsV2jldC6VrOOfQFfZMQRBSThZdENT+CP3fJEmCjZkK7dcDnXWf1Oqnp27URNPBnqmoqLg9WDalIhhtD0073zl69OgnkfLGZs6cadi+ffsdbaULStvw4A6SZbkG1F+oLx+oCLs/2CgUmhFofqxWa6LpRmGModcdVCWAYMssznl6oL3XPKfT+V2kcQaLD14JkfaUUmhqC3X+oQXcJ3a7/cNo0lS7AKi8vLyhJpOpUBCEubW1tVXSsQ/o+WMPHjz4z0gdMOKlAyO5KIoLAt09oJRrI8oTQiCN4d5InYWDb8GE0sE9bTbbi4qi2I1G457a2lq5Q4cOEAX9gCiKT0SK2QoC8BN+v/9tjPHOYGv4DoF27/BmnH0y6IJ1tI2QvgGA7/P5TNAzEGKhOOfvRJIWEk2Xl5c32GQy/Rbe8m63u7FJZ3JyMpQ/+VWgzZdTq28cnJOXl9ffZDKBCtMmumDXIui8/HlycvIGt9sNWQsdAy3WpkGfukjqXqLpgnvm/xRF2aUoykaj0ej2eDypycnJ0Mn4v1pNPVXgKSgouJpSCjX9Pwg0262GVvQmkwn65fndbveSaOaTdgFQgS6o0NAwv6Ki4jEVjIqKigb4/f7rk5OTH4lUriFeumDag/3IkSM3qm9MEPvr6+vnHzlyZHqU7GtIe0gkHQDUKz6f78GlS5dCzlZjGAbYzQghs7Ran6ubBlquE0KgW29Tm3OwK0HnmpNBV1hYeL2iKFWwSVUwAruSLMv10QAq0XTB+KtJgYTd5apUAG3IFEWB7PvlkRpwBjufQFpHm+hgr9lstn8E4p8WqV19Z86cKe7cufPhSJ1+g2uYaDrYV3+BtaqoqNiomhCC9q93Q38Ll4hsNtsUyB4oLy9fqj6/UK8cY2wK/U1LkmoXAAVtxQP5PG9yzqGrLEQlmxBCkD2+JfDy2gTdTg8dOvRWuN0lXrrgQ74SYwwuYB/nHB78JIwxvN1WMsYg6VHTs2e1WhNKB63TGWOXYIwhsdVHKU3BGEMXlQVQBA1qlmu1oLLZbH8I2Doug7QYjLEf2gkhhLpB4OTJoMvPz58gCMJMeCBhDTnnsIZQZfFNQgg0nFxPKYXE0Wb95xJNBw0xA8nCz0J77kDLdejYC9n3sNegUukmQshej8fzYXh3F2iKqSjKC22lC0rBzyCEhkGlUQjWDKZ2wbb7NJD/WBHoMv2mw+EA9b3Zx2azJZruJs75NRhjeBagfyP0jQTNAroaHwjm50Gjh2aNUa1WK+zPGxBCYH+CUANopNsJYwzOgC8xxtCZCHpctmio2i4ACgLFPB7P1VBtEFCXMUYFQfBBax7IkPb5fFUBA3qLDqXx0gUBCspEQM1lKFELfIL4IBdkcMMmqqio+FDLEB0s0JYwOrPZPFoUxUGQTA15eZB9D6Iz1NUGQFUUBWqxq3a7pg1usVhGEEIgOx0ATYSKBsDLk0UXDBGB6HGwPUHTBBky28FuBuP0+/37qqqqWnQ1TjQdtJEKdKyGfEHo2QcqKTIYDPBCqobGmIwxUE+3hodlBJuoQgpPm+iCpoHxBoOhD6wFPLzB6hJ1gWYTsN8UURS/0qqsaTabE0oHGknAW3iuLMuZkiQByMjBfQN2M7/P59tRXV1dodFCDPpTDmeMAfhDRYvGChqMsVp4WSmK8mNlZeU3WqaadgFQYAIym80QuJbldrszBUHYJ0kSr6+vV4xGI09JSVEiqHnx0iEIWuScp0G974aGhm87dOhA1fvBporUOj3RdFDRoG/fvtBZ9iyoWujxeI6eccYZpLq6mgJvgupUi2oMECTZvXv3lJqamt6UUui6ezQlJQWfLDrIj+zRo4cpKSkJmjzw6urqw506dWpaQ2i/pBVrlmi64F6D5HR4yUDH5wroLqyufc+ePekzzzwDQB4ezAp7LR46iGBPMplMHfx+f09ZlqHNujt0r8HLUStg82eggxIpKWBP8vl8HlmWq7OysmAtG/fa3r17fevXr4eXTrOMDyid06NHj2S/398Fqhq4XK4jUHnUYDBwv98Pbcfk1atXw0u1RaZIewEosO3cRSmF8iAdAlLMvVDmAVISBg0atDFKSkq8dBCgeTnnHNrqnBlQQW6SZXmQIAi90tLSnHPmzGmRnBtiEEwoXXFx8UCPx3NbwOYERcFKkpOTd/h8vukej+f5aF48qD/iLDIAAA14SURBVCDp8XhugUaVgaJpb3DOt0qSVNTQ0PDvk0EH0mxDQ8MfgqpyudvtnmMyme40mUyvv/766y06gqj8TDQdqKCFhYU2KCQHTTNEUXwO2tJTSqsDxvN1UbqvxEsHAZrnU0qh+3U/g8HwT7fbjURRPMdgMHy8YMECkH41P4mmg+qhgTCW6wghkH72tiiK6xBCl8uyDNUoInrxbrjhhiyPx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" 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<p class="x_MsoNormal"><i>Source: ABS Cat. 5232.0, Quay Global Investors</i></p>
<p class="x_MsoNormal">Despite the start of the ‘stage three tax cuts’ in fiscal 2024, the forecast federal deficit is expected to remain around 1% of GPD over the next two years. And for those that suggest this is somehow inflationary, they would have to come up with some rationale why the US deficit (7x larger) is resulting in lower inflation.</p>
<p class="x_MsoNormal">The result of an absurdly small deficit in Australia is already resulting in weak economic performance, with real per capita GDP growth posting negative growth for the last five quarters.<sup>5</sup> Given the lack of political will to run deficits necessary to meet the savings desires of the household sector, the structurally low fiscal deficits will inevitably lead to structurally lower interest rates as detailed in our article, Aussie interest rates are heading for zero (again).</p>
<h2 class="x_MsoNormal">Concluding thoughts</h2>
<p class="x_MsoNormal">So, is the US headed for recession? Based on recent fiscal flows, the odds seem low. Using the same framework for Australia, the outlook is far less sanguine. As a caveat, we note that recessions are notoriously hard to predict.</p>
<p class="x_MsoNormal">At Quay, we are firm believers in the adage that it’s better to build an ark than try to forecast the weather.</p>
<p class="x_MsoNormal">In that vein, we maintain a portfolio tilted toward recession-proof of sectors such as senior housing, affordable accommodation and self-storage with companies supported by great management teams and solid balance sheets while benefiting from structural tailwinds.</p>
<p><em><strong>By Chris Bedingfield, principal and portfolio manager </strong></em></p>
<p class="x_MsoNormal" style="text-align: left;" align="center">&#8212;&#8212;&#8212;-</p>
<h6 class="x_MsoNormal"><b>Sources:<br />
</b>[1] <a href="https://www.wsj.com/finance/investing/federal-reserve-behind-curve-1357e515" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="0">https://www.wsj.com/finance/investing/federal-reserve-behind-curve-1357e515</a><br />
[2] <a href="https://www.federalreserve.gov/newsevents/speech/powell20240823a.htm" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="1">https://www.federalreserve.gov/newsevents/speech/powell20240823a.htm</a><br />
[3] <a href="https://siepr.stanford.edu/news/fiscal-instability-behind-ticking-time-bomb-us-debt" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="2">https://siepr.stanford.edu/news/fiscal-instability-behind-ticking-time-bomb-us-debt</a><br />
[4] Debunked as <span lang="EN-US">US deficits increased in 2022 and into 2024, coinciding with falling inflation<br />
[5] </span><a href="https://www.brokernews.com.au/news/breaking-news/australias-per-capita-recession-continues-for-fifth-quarter-284864.aspx" target="_blank" rel="noopener noreferrer" data-auth="NotApplicable" data-linkindex="3">https://www.brokernews.com.au/news/breaking-news/australias-per-capita-recession-continues-for-fifth-quarter-284864.aspx</a></h6>
<p>The post <a href="https://www.adviservoice.com.au/2024/09/is-the-us-headed-for-recession/">Is the US headed for recession?</a> appeared first on <a href="https://www.adviservoice.com.au">AdviserVoice</a>.</p>
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