<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Boisier Arquitectura y Gestión &#187; Forex Trading</title>
	<atom:link href="https://boisier.com/category/forex-trading-2/feed/" rel="self" type="application/rss+xml" />
	<link>https://boisier.com</link>
	<description></description>
	<lastBuildDate>Wed, 06 May 2026 03:15:00 +0000</lastBuildDate>
	<language>es-ES</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.2.38</generator>
	<item>
		<title>Terminal Value TV Definition and Formula</title>
		<link>https://boisier.com/terminal-value-tv-definition-and-formula/</link>
		<comments>https://boisier.com/terminal-value-tv-definition-and-formula/#comments</comments>
		<pubDate>Tue, 25 Jun 2024 13:14:44 +0000</pubDate>
		<dc:creator><![CDATA[boisier]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://boisier.com/?p=1057</guid>
		<description><![CDATA[A company&#8217;s equity value can only realistically fall to zero at a minimum and&#160;any remaining liabilities would be sorted out in a&#160;bankruptcy&#160;proceeding. It&#8217;s probably best for investors to rely on other fundamental tools outside of terminal valuation when they come across a firm with negative net earnings relative to its cost of capital. Terminal value [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAAAAAAAAAAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAMCAgICAgMCAgIDAwMDBAYEBAQEBAgGBgUGCQgKCgkICQkKDA8MCgsOCwkJDRENDg8QEBEQCgwSExIQEw8QEBD/2wBDAQMDAwQDBAgEBAgQCwkLEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBD/wAARCAH9AuMDASIAAhEBAxEB/8QAHQAAAQUBAQEBAAAAAAAAAAAABQECAwQGBwAICf/EAFEQAAIBAwIEAwUFBQUFBgMGBwECAwAEEQUhBhIxQRNRYQcicYGRFDJCobEVI1LB0QhicpLhFiQzgqI0Q1Njc/CTsvEXJTVEg4TC0kVkVJTT/8QAGgEAAwEBAQEAAAAAAAAAAAAAAAECAwQFBv/EADERAAICAgIBAwMCBQUBAQEAAAABAhEhMQMSQQRRYRMicTKxQoGRodEFFCPB8OFS8f/aAAwDAQACEQMRAD8A3sdvwz9oaFY4DH4eVX7SpVWzuQObbtSapb6daWPjBVjZ1BR2uWHwwc/pRdbC++0rN4w5eQqT475658qGaxFOIUN1dtBCgA5o/EPN5glR0zXhW7STOjSAJvbdrOMm6IfAzi9fJJJz2/Wpnv4hdQmO5YZyP+0OfUdB61JBHYXdqYra+upUXb3TKp6+TMP0p62viukji+AzzRMRgMMAZy0wrVSTeUQ0ybSrhX1RxJJKyuvQSy77H0rUR6VbmLwEtY/Dyp5DM4xWLE1k98bVGvmnbC+4q+fTInrUW8XEbHlS5RQVBUmBdhnptIaidLKZXGE5tP0eEqLlYEZRlQ852HmMmvPZcPRSlpRZB2ALFpNz5HNQLp2tTEPcXMTEDGTEvT86cdI1RmPNfAnGD7qDb/JWSt7ZbZ6e24dt2NoIdOQkqTGVG+Tjp61aXRdMkjRZNMsyEk939yv06VVl0bUOQu+ouNgNin//ADpYdJ1Jkx+2bvGd8SRjJ/8AhU6fuTfwEZtA0Q2zE6ZYxcvWQQLlR8xVCfQ9Cl02aFVtgpUjxPBQFfmBVuHS78FgdWvGBGN5U/kle/ZV4Nv2ldk/+v8A0UU23uxqgRYaLo8l7HbwxWcjxAScrJkMMEdCKJtpq6dNNcQwWaLKsaFUiwBud/nn8qEapdjRtYjguftMonRSJPtyJ3IwfEdc9fwg1LxGE0uKJyJ5jKwAAuZMDBHXf1pv7ksi7NB++tkdZi/Jjwgfu9ACT51bFnCygssRGO6f60OsrKG5hUSNMVkj6F26Z6ZJzV5dOgG3NN/8ZtvzqPixrBBa6faPdXYaCFuWRWGYwcHlFWLy1KJGY7iSPMiplcHAJ8myPypiaXZeK7FZCWwSTI3b50lzZaREE8eP7zDl3YnPyNG/IE72UrKY5bkSL3DIMkeuxH5UMOl2c1sU+xFEDkc0QTAIbyx5jyojFZWMyK6Rkq24LZH5GvHSLBYyBbDB36mqUqw2DRRfTIjOjnUp0cKQF8CLcbf+VSPpkMcMniarcKjElj4MQ+O4iokNK03If7KmQNtqQ6fp5BUwJg7EZpuUf/IVMHPaxCSJjqk5OCF92MZGN/8AuqrXWl6bcrILi/uGXcnBUHdQD0j9KNNaWGBmJMoNt+lBdU+yGFFiIJLFZAHzj3RsansnoGn5IH0PRwI2W/ueYKwjy+c7f4PIflTX4em8KVLO6jd5QCyyll7Y7Z9KrTQwzpHCSygsFBDbrkgHGfTNSSxNbNJZrcGRYmwvigMcY9MVdyuicVolhtb610+7jubfMhReTwyZA2O22/5UAku7hBco0ZV92KlXB6eVaGG6mS3eR4UdbdckqfeI6bZ2q1aTW+qhoZ7aE4xhJUBJBG/mPpSun9w6vRlmvbgXEB8Fs8jfhfyHqKucPXksmqBXRwnO4zhhvj1Y0cm0DT3bmksZImHR4nJX6ZP6Cq0GjQWl3HPBIhMZJZXBBfIPkf5UOSrAkmmWRqlyt2qqAf3ZH3fI/wCOo/2rP9mH7sYEvkP4v/Uq1BYaeVAu9PHiDOWHvA7+m/5CpTp+iYI+wjff/ht/Ssy9lNtSma5dWQAMq5OAO/8A6hpLm/nhnjijRWAlIBIB7HzkH6U65TRI0Zbe0jE6kBQEAbORgb0xX0oySm9tI2k8T3S6KTg9OpoVJ5ERPq12YbwGFfvdeVc9B/5tLNqd00vIYgMxHfC5G/8A6pq8ttpBJA0mM56/u49/zqK5s9MaGRY9IjD8p5f3cY3+tVgdAm01aWIJbxR+6sgbJAI3J7lx+lWZdVnIu/u4PXZd/dH/AJlDrG3upLYSRwjAJG5UdCfWriWF4R70Y8scy/1q4pUQ7sdLq0wnQFQwKAEgL0JH9+q8d5KkcCW4BUSbYwd9+/MKty2LC3j5ID44OWPOuD+dLoNw8enpm2bdmwcqPxH1rOSSeC0iut/dEXKsqj94OqgDoP71TzXN0Xdvd+4N8Dbc+tEPtThtrU/5hUv2mR1KiJFAx95j/IVpx/JMkYO6vbq5urbJRZAQnTphfjQudr1oV95ceMCPd781aPX9G1S5vU1TTEjVkkDNHz45sD1wO9C7iW7h0/xDYXDSYU8qRFhnPmBjFbzeFRCLXC1w51aeGd1JKEkDA6Y/rRCe5vPEuBG+I+TAHIdxvt0oXwjn9oTy3DN47oSQ23KMjbFamzvYLgNGDgxHByR/WueTUWWtAo3V8JUw/SPryf6VFbTXhuLBWb3TnmHKRjb4VoHlgBx4ifNhULzQM6qsqE56AilaGSHbttXNuNDze1Xg1R+GK/b/AKF/rXR3ZRk561zfipS3tU4TODhLXUDn/ljqX5GbuI5pzkhckVFET2p9wSgC597rjyrWLqJD2D9Vcm0kA8qpWDTiBjHEpbtlsDP0q1qjYs5KrWNwkdu8hVzyjOAhycCspZdlIlspb90dry2ijk5sYSTII+OKlDTF3/djt+Ko7W9S5RplhmQFujoQfpT1lUO4Abt+E0ikM5pedj4Y7fioZbPKde1AiIDEMC7N/i/rRMSoXdsNj/CfKhllIp1jUnJbbwVxg/w5/nSQGV4rt7674kgFtPLbjlWKeVCmVRwcBSynckDp5VV0jTy11YRXPLMPtlzO/in3pXyNyOVQSP8ADV7jSyvrrUoriw02SZuXlaRIYTjfYEyb9+1T2enXC3lkBaSRQW/Mzfu1V1J5dh4eFGSD8RW38Jn5NI48YsstuHUsDgkYyNwfqKEz3siPcpDEDMtwGAc4XZR3ok06y8waOcYcH3QRnFQWyQzeO00J96ViOdO3b9KzWNlXZFBqqeEDNC4kPUKpIz6GnRam4K8lsxjb7zNkEfAY3qeC2sgMfZ1O+f8Ah5/lT/s1iUz9nX0/d/6VcElsGQHUoTykxy/dP4DVS71OSWwuUltimYyqcp5sk7b7bUHjm1qTU5opdNMdqoZUdbWM58ty2cfKjd/b24sWKW4MvudE3HvDJrVqmRZPdYEYbwn5nZObPoahblS/HLG33Sxz6n/SpZpRlcCU5dWwV2XHlUIcJdM5MpBXAJXcbnaoyMWMILiVQj45QO5P1+dZTWFtbjVfAmuJIByS4K8/Nsw8jg7DvmtSkgVpULzEsMB+Xfp16dazGsrOB41vYtLKJGAJikLcpJPVGX6VcMOmDKGnXMMZtZXnCyNFJKAisnMOb5+Y2PejsF4ftJEEUajwtgjE5LN1Ix12oc1u0L292NPf91beGYo42P3iDjcHGME7n50QtUnhmM7Wyxh1WMKu+QCSWO23Xv5VUn7iQT1KRTaqmGzzp+H1qjqUCSW7DxZh7rDmA3APXtVzUZE8FMknEik4BJwKHXGoSFXjAkKchUSeGebJ78uP5Vjl0V+TJyiKSVLi3v3i8G2d+ZF3kUyE4J5SwzgdCN6Oaewg0uzWP3OW2JwuSFyR0J3oNfWwit7YDTpJm5PBfAkB5fI8oO2T+VaaKOBljtwAqi3C8uem9EnTQLYP+0zHlPiRkZ2BWXb5inrO7MdzsP8AzP8A+arj6TbFxi5Iycn3I/8A+Wm/sq25jm6zgD8EfX6U31egRBYXTGZ0dsdcglsfmTRuKRMD3h/7FCo7e3sLd5Y5A537KB/0ivaLrMmoTyxTWyxLF0bmPvfUCnFNuxPGArJLEA+ZF2FCTLGXzzqRgDOR50UkuLePLORv6E/pVdr2ycBQ4yMZHKdq2TpEsc8kZ5RzLsM9arM0XN2O1TGSGRiysuMUE/bsD6q2neFGFXIL8+T/AJcVnvJeC9JyG+QBF2iJ+pH9K8yxcrEgUxGgkvWZOQhYlG3mSaeyR4+6OtSwPFUD7KuwqBjlvurUzJGCchelReHHzbAYpuxeCGWISvhjgAdhUX2RV6Zx8BVjkUSHAGwGKc3Tc0t+R0UZrXCNiQgY8hSwxcsajPapZx+6Y+lOTCoDSaBkZiB/FXqkK53wK9QTZ227vTa+Hyqh8RuXLsVA2J7An8qoahIzaezeHE4k5lYEsQev93J+gojcWkd0EDsw5DzAqcHP/s1UuLSF7VrdxzorMfe3J2PWsUkaVZhVjutPk+02SciBiWGJQMbHBJGMUQ1PV7uHR7GVBGpceED74IzjfJXB6dqspplmqhk0+NR3/dgfpU/2SGHHIiqpGMBmAA37dK6GkZ2wRo5WwvIZHeEzMdiUdiu/fbf61uWvbi3iiliaMlo98xM2SPmMfOgUUcZkQBiQCAR4m3WtJFbwSeHHJGGVchR5Cs+Sm0XHWC/ZXDXNtFMcZdATjpkipySN/wA8VFEiRRrHEgVFGAo6AVIDn41m0UJMT4Tb7UtqykMC3Q/TakmP7pvh2qgml2c93NdTqJGdVGGAOMUkl5B/AVe5hgIMkyL8WAzUR1TT85N7CPTxBQfV7K2to45IFEW++FH8t6GwS3DghJrtimOYx+LtnG223nVRja2LsLxlq2niRFXUmjMsJUNEZDvnuEO/zoFrlzZ3MFgI9Y8ZVjLPGkHR/dyThWwT646daOyzXaAq13eq6kBlM7qR08/jXmmkkjKSX96wIwwNy5z026+taxioohsu8OWPiCdTeXcfLO45Vk5QBsegHrR4abGf/wA3dn/9w/8AWhuhSIZpwoP3lJB9Y0/pRvP51i5O8GngqrpNuZCTNd9P/wDJf+tObRbF2Vn+0MyZIJuZMj/qqwCBIen3ak598A01JoOqKv7Hsuv7/wCc7n+dI2j6fynMTHY9ZG/rVwNv6UjNkE533oTa0BVGjaaR/wBn6f32/rXv2Lph62i/Nj/WrSsCBv2pcil2fuFLyUjoekHc6fF9M1l9Sk/Z89xDZafblOdG5RMqHJXHTqa2hbbOKyt7ITd3IKjYw7/J/wCgoTt2yWsYBYvtTBBXR02IO9x5H/DT5dR1W5lkuF0iIK5BANx6AeVWTIxQkKvzFMibmhQELzcoGMY7Ct7XsQmxttf6i9vdQvZwRl15MM7tsM75VCMb1FDfazgSpYW6FTkEzHI6/wB2ilgzEXS7bxf1qlJceEoaQ8uSAu3fFTathlJFmTXtclAQ20KMoGSlxjP1Q02LWNY8RoJbFJw4yMy84BHYAhaqteoJCOdg3Lk+4f6Va06dpbiJ0fnUv3Uj9aKilr9xptuhp1XVTIyxWFrHyHALsxI+A3App1XiPH/9OGP/AC2P86dcM/jyrn8bfzpIozcTxwSMeV2CthsHB60uq/8Af/0NukV5bzXOdZCtgWdly625LLjv1pjX/EEziSOWxIKghntDkH/NRHUrGOzaFoXlIYtkM5PcY61T0q3F1LDFMzlOVshWI3HTpST8jzoX9ocT7Y1KzB8hbH/+amS6jxQBzDVLYjI2Fvvj61ZvrNba5SOAuFZAxBYtvk+dVJjKhGI2cE9QQMVSSa0K6ZThk4j8FrePVlWEliea3UnJPp86dBbaxEYwdUQ8hyMW6+dNtpLzk961ZSZGDe+NhzHerYLAjJ8uhppUsB8M88nEWQTrczKW3CRxg49MirnD63MiG2a6n5I1ONxk+8c9utV1n5VUN7wBHU+tWeGZh9onBjXGG+P3zQ1GsMIuwv8AYyc5up/83SkNv4a/9pmyWA3kPnivNcXxkOLa3CnO/Oc/TFNmLSwhZ0VWJBIRj59jWXmy9gHiAavyNHp0NxOqygnEqAFcb/ePn5iskLLWYH8S40yQL5SSR7HJ3yBWuvpbi2vP93lcYwQCxIz6jNLFdahN+8c2ke/KxKsAV9Pe61t9SlojrbM9a22s3rYj0+2UqNmdkzj5Kas/sjXIsMllZAykLs49f7lGwLeJ1aFIud9v3UgBPyyBUkjsngySh0QODlmBGfhmpc7yh9QG2mcRK6RvFaZckD3+n/RVi00/Wba8gluVtfCV/e5GPN0/wiik1/bNcwBHLYLbhTjpXpr2GWWKNOdiWG4Q4z8cYpPk8UCiXGJY+g7Vz3icc3tR4ZJP3bG/Pw/4X+ldAPcEbVz7iFgfapw+O66bfEfNoqzLs29sq+87DZR51FJIXJNNDEDz8/WmsQOvarbxRn5KerHFm+CPjQXR4tTtl8S91CEpGXYsf4cDGd+29GtUJNm3rUdlDE9uUaNCDsRjtU4KWR1rceOjSwXkMiEndRkH86crv737+MHPXH8s0tvbW1upjghjjVWOAigCnRomW9wdfKpGQl3525Z4wNuo9PjQ2x5xqWpEXEY/eRjJH/lr6+tFQq8zHlGQaG2it9vv2WJCv2hQ2diB4aem9NYAyvtG0riPWLe1j0C8VJI5SzlW5NsDbr/7xWm0qO6t9PggnuU8VIlWTIz7wUZ7+dS2tzBqELTQKOQTsmRvkqcGrSKvvbA70OSdYForIXJbNzEN/wCHr+deRzy7TpjJzt1/PapkA5WGBsxpIUUgkgdT2oRWhqF/DyJ4xnPUf60zmcRbXEfTpy/61OOUR5wOnWmEDwjtjatb8EGIi0ziReN5tSkugNMKEKpk2zy9eXPnWukduUD7RH1GRy+vxqRlX3th0A6V6QLkbdSMVUpW7EkRl3HLzTx4zttv+tRyMwcDxkzg9v8AWpn5OYbAU1uXxNuXpUWOiAs/OT48fQdR/rWU42suIr+S0GhXQQxyZlIfkyNtuta8Bedth27VE3KWzgfeP6U1JLNAQxNKIF5po8432/1rzMwUfvkPTt/rUp5fCOAMgUxvDwoPL1pICB5JDnnkjX3zy48vXfrTC8nOczR7Dy/1qaVouZAWXbNMwgY7Dt2qbGZLiK34lm1zTpdMuOWzjkzc8rYBGfLO+1HEZmuX/eRe6iL0+PrU90VWCRxgYRzn5UIii+wXEL3t1JIXTOUVyD06hcgYqnnItBhnbmGZIyQKrz3KxOOa7tUB6hzufhvVVtQh8P8A4mJWchVZXXbPqPKmC4s3upGEfOOUD3omO2/TIpfAyaW+g+zsUu7YkLkYcf1oRwrNr0VtKNY1OzeTnJUs4YBD0AwfQ1Zlm0261C3tITEGQiRk8Mglc43yOmRU1zJp0Vxzy/Z0+zQl5lKjlUeZ28q24/Yl5CCtfFS3jWjId8qp6em9QAyGW5MZi5g6hc9Pujr9as2gh+xRlFUgrkbVBHyfv2Kjd2P0GKrSEt5IXluQSfFs8HpnIzQLTZda/blyl59m+wBQYWDLknv6/WreoCEW7y+JCEVAWZ1yV69D2oXC63JilSztDDMRJHIo+8MAe8cdDmh6APRtz3M7L4ZACDOdun+tPZQAAEjqtpaRBLlhHGgaU4VQMDYdKtsI/dAC4rJ7KWRjDc4SPp51Cq7/AHE+vp8KnYRe8Ry0wCLJOF70wI4wed8hQM9qcQNutJGAebl86cTtsOlFBZBcf8MjPcVJjC7jFRTjAVfNh1qbOwxRfuJjfe7D869TsE9K9SuQrO4Dr1qrICTKMndv5Cqy3WukAjS7Zf8AFdH+SUx/9oJHJFtYoXwTmZ2G3/KKx6s0TsENAoYk4ZiSPujHf+tWBYWv2A3K28KzLcZaUIAxBOOvX8XnUg0PWGHvvY5JzsrU5NF1tENr9rshHK3OcRtkEY9fStm01VkJUV1Yfic7Y/F8PMVp4CviIwPUn86Cf7Oai4w2pqB3/d83l5/CrCaTrisAuvquNxi1X+tTKpeSlaD0xnKj7OyB8/jBI/Koh+0uVMzW+cnxPcbcdsb7UPTTdYxiTX2b4W6j+dSrpd42efXL34LyD/8AhqKV7/cbCrsTG23Y1HbMOckd1FUBo8p+9repHz/eIP8A+GvQ6MFyDqupOFOBm4I28tsUml7gm34Jdew1qjHBw3kT2qnoTD/fI1U4AR9gfMj+VWpNBs5lAnnvXxuOa6k/rTRw1pGSTDIxIwS0zH65NVhRqxU7sqa0q/b58p+BGwR6eXyqsGyQCpJyN9qLHhvRQhIswSB3Y/1qROHNDADfs5M+pP8AWqUoxVf+/cTi2VNAvrX7TIn2iJTyRNguB+DH8q0KXNvIeRJo2J7BgaoLo+novKkLKo6KJGAH51U1DRLG7t/CMbBQwbldiV28/eB/Os20ytBpiEbLbAD5VTubnThJ4k2tJDsPd+0KooD/ALGaLJIjy6VpbEjIaS1L/q5q9Dwrp0Eo8O1sY9v+7s0H65p1FeRZZdi1TQ45TL+3rdic+612pUfAZ2qY67ooU51mx/8A9lP61WGgWeOqD0FvEP8A+Gok0SymEiPGy8mVyYIhn1HuU6j7hlFmXXeH5UEcus2XbZblR+hpq8RcNWsfhprNlyp28dT/ADqKDh/ToERY4gRjqUQdPgtS/sW0G4hQZ8gP6VP2+47ZJ/tDYkAxCeYEAgxxE5B6UCnuLiW7nkTTrzlcJy/uj2LZ/IitPbwwxRqkUSooGMKMCnA/vCcbYoVJ2J2ZIC+7abefJKSGHUmjUjTro4wNwBWwLHG1RwtmMDeqc14QKNeTO2q6rC0nNpMzeIhRffQb/WoTYawRy/stjt18VP61qnPT40uc0fUrwHRNGWGnaweum8u3edf61Pb2GrxOswtovcOcGb/StEGOM01yChHnSfJkaj7GebSdXld5CtsviHmwZDtn5Uq6Rq8cqSoLQMjBt3Y5x8qPqcgb17moc8ULqrsD3llrN5yc72iFCSOXm7//AEqtYaNqlm8cq3FuSmQAVY9fnR/m3601W90Zx1pKbS0OkB7jS9XupVke7tlKqFwsbdPr61H+wr8qVa/i3/8AKz/OjnMAetIxxvmmuRrQuqAUHDNwBhtSUZJP/C9fjT34VvB7w1PIHlCP60XRttznc1NHccnU7GtY8if6hOJnn4bk5cNqLZH/AJQG9NsuHZbeVpodRlhDA5RCCDk5J94edaaUxTrkYDGqahk2PUZxUytfgaKDaZck76td/wDR/wDy1HLoxkKyPqd4WXODzrt+VFAVzvk5pkpXGBvSsKAzaFBIfEkvbp2Pcyf0FM/2dsPEYl5ztn/imi6fdBx2ppU+IW7EYpJsdIGHQbJACrzgrjBEzD+dObR7Q4zJcHlOR+/fb86vuMDcd68Rk7UKUhY8g06JYNuRKcHm3lbY/WkTSrK2nWaJGDA5zzk7/Or7bHlqOSNi6+90pK3gdIRnI2JrnvEDg+1fQhjZdKvTnPm8NdAcZYjOa59rW/tY0sYHu6Pc4P8A+rDU7GbRScb9ulIx7kUi5I2HxpDsMA7VRGSnqm9sc53PWmW9stxaNC7yBWypIcg/Iil1Tm+zHGxJpkUV49myW9yschBCuY88p88Z3oGvcntLKG1hMEbyMoY45nLH5mnrEpLAs2x/iplpDexwBLm6SRwTzMI+UH5ZpVSbf993P4aRQgRDzbt97rzGsvOz/btVMc0i8hBXEjDBwBnY+laYRy4bMx6ntWUmH++aqHmBZ5kUZ6/eA8qa8sTyHrawt7OEQwcwQys2C5JyTk/nU6RoQw3znzNIIztzSNnnOMYpFjbBHituT5UsgkCr13kvFsQzCNuVjysQd2x1B9KWXSLcvDDDJJHzh8kysenTG9R3yNa3iXr87qxVFCYLE5Jx+lBFvpri0k1c6jP7oLIxVcxgc+QNv7oz8K1imyfIUsLKTSLhbX7dPcrIVyZmyQMMcbUbaJPCPu9vOg1g0uoSLcFZY/CVOfxMZOUOCME/xUYdf3f3m2A70PDBEbxqCx5R1Axmo7pUjhdwoBALD6VIyBs+82eYDrUd3AZImjV2BcEbn0pVkAXDY2V3G1zdQK7nqx2x7oqk+h2a+DqSTuGVVPKuOQ5IO4xk/Wo7u4l8aGxBmRTJJ76PgMVwN8dKZayzPcz2eZmQyR4ZpDhSwJ2q6aFsP2GJLZJHALMoJ29KXw48g8g6nG1JbW4hiWLnY8oCk5PlScoJA3OQTnJrO6KEMaiP7oxjY0MgtrTUOeW7gilKnALqNhk0UdFMYGT9azWptJbstivMUMgDOshVvuE9B2+feqWhMdNoWmFIdQjjTniJKBAAPvDqMb9BRWyAe3R2UEsoJoFblm1Ce3Tm5HZAC8pO5LfdG/kPyo9b20cUQjxkLtmpnhjQJ4gRfCT91HjlfPMuR0xSRWcUawsiiMmMAFD1BIpnERjWNI5MKjIQfexk5HnsfnTDcxv4PgeHHyqoAfbofMbdqv2F5JhZTSPA7TMW5SWBIPfzx5VLbwBJAwy4MRJLHcH0FVhqMCKkjRFmKqhHTBYEnJO2BU1kpd3EghZRGo9w5AOTUt2PBA1pG91AxjRDg+8owxHXc9qseDEk8jhFZhBh+bft286iWx0ye9miNlbM0QXmTkU7ncEjHlU11bWdsXit7SGIvHynkjA699h16VrxkMuQGE2qBVUADGMYqsojFvK+3Vzk/GrMUEUUCrgN5k4zVQrE1ocooyv86pgCL6NWMjubdSFVCGA5s48/Leh9itqsMNukiPJC7K6lSy45ttht9Kdq15DGbx4WR5rb3GIUZB8PIz6b/nVezvo4Lpob26VBzIic55feKEkZH6ZpyvYrVh7TfD+xszBSWkY7DHerWIgwwF6elV9N8IadEcqc5P51ZzGHxt07Vi67FLJGxjxvyjJpgMeT92nsY+XPMu5zTCUHXGw607DQ2LHLkAYJNL1HX4jNJHy+Ht8a8c4z9BS7DRBKcyRj+9U5x0xUDYM0YHbJqb50N2Ji7nvXqQluzYr1OmLB20dNu1KThlyO/wDKmDzzivM33ebHUdq5jUsDBxt6012xLGR6ikDbZpQQ253xvQDJgSF2HWm8w8RQT1BHSmh8bUjMOdNjg5oAnBzsOlO5gN8VDnHQZNODE0AiYkk7UkZ95tj170wH1FIrYkbHXY70WBYB8utOBxvnrUQIHenBj02o2BIx90gjtSq37sdMYqLJ+G1eiYiMEnt5UAT5wuM1neKtN1DVYIBpjskqHdlflIHl1H/sUeBzS83UULGQavBUsleG0toZ1POi8rd/zq3NP4TIxHMWPKB5mmSHIDH1pg5bwNFPbDkU4HMMhh50P7nkWi1DOs0YdRjOc/HvTywqJFSNAkahVUYAGwFKWPwoYyprEWp3GlTwaPdJbXrxsIJZF5lR+xI7is3eaNxRJdafI1wspijjF2wChZXGMkAnbvWsTlkQc4BApeSLO8S+fSmpJbE0SRNhAD5Umf3uPSkGFAAGB5Cm837wY292p2yiXm/OkUcgwM4pObz+NRQSFkJbOzEfnQBK7AAb96dzeuahkJCYyOo/Wlz/AO80xEhbB60hbYgCmls7Ht3ppJwR12oGPVvdHnikJB71Gje4OnSl5upoAU4J32pqNt7vzpCc4FMRjy5Pn/OgNEhYehz2pCwOSflTCc52ppJxnIoEKrbHfbNeJJqJDsTnue9eLetF0CVkhkPakWQlfeJO561HzEd6jRvd2Hc0+zCi1nO+TTZiOUnNRByB6UshyNztVKWBNUKpBRTkdKaXGSp7DNNH3Fwe1M/70/AUIQ92yDnfpXtum39aYTttSk46mnoRHITzZJpJDhgAPhSOSG38/OmyN7wyaSKGOd+9c/1Y59rFiM/d0Wbf4zR/0rfOSSa59qJ5va5Bg55dEb851/pUg2bUdAVpG2O4pBt1P0rxwOprQgqaof3AIGfer0Ul2lmWtrdXcbqrPgH51HqZAiGe5HTfvTlvktbLx3jmkC/hjjLMd+woQ1ontpbloQZoFVyTkBsgb15GkKn3B1PemW14k0CzCOVQ4JAKEHr3HavRze4T4cm5PapayUeDSAHCjqds1mobcS3s5cZ8a8k5hzfwucfpWiWVt/3Tbk+Xn8azenXhfVHh+zvkXErZ2wcyTb9fSmvYWGaAPJgLyIcsSNzsaYplKZwg3NN8R+ZMRHBJ6kUqySeEMpj50nkKBGuOyW0DSziIGTPOoORsaz0dvqP7AeQxP4rYIG2+zevTcfWj2vSTiG38O2WQgswUkb4U/p1rLvleGApUGM4PNjJIwN+vXetoWkRLZp+H+ZrWZo52kX3QGcb7KM0VkEgXBkG5HRaGaK9x9mnM0SpJ4nKQDsCABRKQykD7vUd6mWy1oYRISf3n4vKvOHyo8U4Oewpg8YnOF+8TvSyGXmBBUYB7VN5AynhvPq+Fk5MNIW5mxze/ty+e3WksoANaZWcOxkTldDlVAQ5B9c71FH4smrR5ZTiNimBsAZMkH1yM1JookbU2IlwvjsOQjfmCD3vh2+VbS0yUadVOW5nbqfKoyG6c7fdNOCyFT+8HU9qiIfB/eHZR2FY0USOuAF5z186ympos+tIsjGNfEb94cnnwo93A9TmtO6McAyHGfSsrcpJcayBGzy8rOWAH/D3A/Pf6VUdMTPWcMf7ablYyDnQeJuCmxON+uetaMKOVjzNjJ/EazemRyLq7q7tG/iZ5MYyAv3vzrRFP3eedu/epk/uBAfXJ7mPlit5hHspJcEg79CewqN7m/McskcpkEY2CKCx6+uPKo9fSWeYW0LKGZkBLAnY59cbY71Ys7aK208yzyTkYJfDFds+QOBVaoByrctcQxTSl0dQ7gADBxn6ZqUylLh0+xySKAvvqRjPluaHKpadUi+0MMHmdpXXl39dzRG2jCvMnK2BIMMXJLbDzOaTHoAarJF+0AGt5Ld3jdmCgliQBynKBvPvS6NbfabNLho0OX3MgPMp58jH0qxLapqF5PNl1KDwcqykENgEZIPSmaVZXen4t3aM26sIyW68wJJbPfOcfKtotVZEkHJLNEt2R8FWPMR1yO9QtyJZp7oOQoIA3qS9ktlgkIZCwRsYIPaq80tuIVVZIgykZyRtgUbpBoA6vFB4En7iNY5JDz8vvM2WAwQAT02qlCqG6u5BDFA5kDKvhsQMRqNwMb79aualLHbQrMz23I0yvmNeU45hnmP8AOqMpF/G2pI0UfLK7K2OYsCeXAPYHFU9CNRZci2NuAV+4DipS6EsQw2oNpuptLq82mmbKW0SHk5QMZA7/AFov4iktuKx06KVCO0YQZI+NRM6BGOelSSyJgY8qjkdfCbG5+FHkZVkup4QF8JQB0JYDI8+tMa+mbYLEfQuNqqasA0vIF6jB2+FVoYY0u08NcZJ7+v8ApVdcWTYYjMpnUyYGF7dqn5mJAqFMm4fPYAdakIOc96i8gP3PavU3lX416iws7YHBFec8q5B3yOlMDY36fGvMfdODisTaibm6DtSSsQFIJGGFMGcda9KTyE46UCZPnuPrSMd0Jx186bkDbvSMcAdNiDuKSAsA+VLv0Apit6mnKxIC5pNsB4BOcCvKH8U+6d1HavB2H4jXg7+IPePSjIEoV/4TvTmV1HvD61H4jE5LGlLNg5+NFjodhiucHf0pIywUAg7edeV3XGGOKakj8pHMepo0ImVgV65NOH8ROKhBO1O5tthsaayMdIRzJ0604N69KglIHLsfvVISSOtAiTmxvnf1rxbHSmZGMdq9tg79KGgsWNsrjJ2Jp+T271ChAB3/ABGn8xI60gJMjGCd6YWzIvwO9IT2zTGPM6jOwBpgSk9R1NRxAqGBGPeJ/OnZPnmvZJ6Gh6Czzk8h3pckLn9ajlYCM7/nXjIqn7w+tKwRJnvTSxIzTDKv8QFIJFyTzCn+QHq2UG9eLdutQpIOUe99BS+ID0z9KLAexOdj9aYh90j1pDIM4w3+WmI5AOY2G9DXsNEpPrimlstsdjTTIT+A0nO4P3PzpCEQ4B3/ABGlz2pgDg/cXc+dIefP3V2360JAOJBGPSmK4C0n7zJyyj5U3lddudcf4aa9xjy4PQdKcHDIRnpURzjPN+VeUlduY4PwpxdEscGARcDt5V7m26H4V7YqBzE4ppXfYt9ap/AfIrMeX7vl+tLnbp2pjRgjDEkd9zSeGh6jv3ppsGxsjDm+O9QyNl1ANPkjQNgqD8qXwkG4A274pdbYXghZsVgbs83tYLA7roq7fGc/0reMAO3yrAT5PtYuDg7aPCPrM/8ASkryNs2nMMZ3rzP9aaOgGa8x9KvRmUtSOI0LH8VSpdW1vaiWedI0HVmbAzVPWWlFvzQKGkG6qehNQ6RPe3cJN3ZqiBV9x1Iw3xI3HSilVjTC0M8TxB1kUhhkb9aRZI+TPOO+2fWmRmTwlxEmP8X+lIhlCrgJjG++Km0UY86sW4zew8a79xi2BKyxFeTpjpnO9FdDggkiS/d25/FmwBuP+I+P/mNDLdLj/agyr9mKiaQ7xEPnkAxz83Tvjl79aJ8PGT9jW5E0S83M2OXzYnzq5V4JQSEyZjBycA/hNIJQIwMN08jWH1PRuJrrja21KG6xpkYQuolADEdTy588Vsuc+Hg3W/L6UpR6sE2wTxJcIsEJaV4QFkPMOpPIdvnQG5ndeH4FaxgB2ZlEey5CZxv1GT9BRXiiVBbrz80w8GUnphPdHvdO2aD6ktsmk26ftGRn5o1UeC2HJZAB6ZxjPrWkapWS9mj0SRfsMhiMkkbTnlZjuRkDNEZ5yih2XlVTliSAAKEaO4+wnxA6lpmyqKcLv02q1qEIurWS2R5lMqMoO+2Qd6z3LJfgfZ6lbXyl7OaKYK5yUcMB9Klkkk5jgAe6e9Zvg/hv/Zqwaz+0SXBkdn58cvXbGM0auFUI5MDEBD1b/WjToX5M3p1zMl9J4H7tfBywP4m945qTRJpp9SaWT3nEkn7w9CuAAvyqvYmAXNx9otvFdIY/eVgBjlYgfEb/AFp/DhWa7aRIFWMmUiNmyUPNjJOO/WtZ4slM0/isEJ8SPcGg1rxPp99qtxpEE/8AvFuP3g5cAb+dFuX91tCg2oTY8O6fp+pXGqW0RE9y37xmckH4CslVF5CrygEfv0+npWPeRjqxZ3VcLI68vVwX6n6VrpDICCAnQnpWTtpnF9O6GNwsfvF0zyt72w9KqKwJj9BJN9K3iHw/EkYNjfIwCPhWgadEh5vEf4cp/pQDhstLcTTZCyAyBwEwv3tsD4CtAy80YUv1AGMVMtjWjJWGs2/ExuJ/BaJIJ2iZZRzK3Kp3x5jO3xog63P2NwjO0f3AojfIGev3s7Ul9ZWUM0VhbpFAZFlmUKg94jAIAxucE9KlspLi0gS2WOTneQqJOUFBknrjf9KrWhIpyiTw5SzCUjbmbmXLAZGctsc+lSWnPJKFZZlHNghbosCQudsH1pl4s6QyTTPAzMxJPgMT5Y2JJ+FS6fzSXAfdiviYURGMnGAMAmhv2AA/aJ7Oxsja6e9y11dvGwZm91CxOTg9q140yyHLJ9giLHudzUqIpcEg9e59KViGChYQwz1JxVp4sVeCtHDNE7NHZRKD0XnAH6UpEpzz2sAHnz5P6VKxk5jiBP8AP/pUbmUptHCMn+L/AEp3kKA+vrqC6PKdFghN2wymw336nNDryK8mSNZiByLGJGDEZcnccoODWok8OMAFkAUYzQi8ngkkRYp4jzzrkKck/wDsUXYqINKydTvJfFiOPcJVe+T1+QFE3bqfF3PktSs8attjp5VE0q8owDufI1D9xoikJzy+K/bflpkjHkAEjkE9xT5H97GG9dqhuS7xiJQQzdCan8jZUv7JrmXxEnVBsfWobXT5LedZXu+fl7Ek+dekt761t5ne4MmV2UE5zmo9KkkM7iWJ8nPvFiQPTem9EhOBuZ5WB6kYqUsScHvUUDHldgOrGn5Gdh0qG7yPNYH5zvn869TQzY6AV6jIjtgwfPFK59048u/eoizj8CjH96lBk5fw9P8A3tWdGvwTo2VHfanc3eq6CdVALoT5hf8AWnjnxnn/ACoYYJh0pSfd27EVEAw/7w/lXvDyMF2wfWgdlhW3yR0p3P386h5R/E31rwRBsck+ZNAiwHHp86QyKGUkqCQaiEced1H0p4RB0RfTajYMl8aMYHOo+dKZk5clh9aYAB94D5ClzsQMUtAOW4TcZ/LNeSddwVfGf4TSDrtSht6YroXxNyeRiPhXhI2f+Gx+Yr2TuRSg9c4pDQjl2GyDYg7mnhpO6/8AVSZ86Xmo/AHuaTHuqvzNeHi9ygHwr2fWvZO2DTQHgsgJJkU7+VOHN3c+ecU0nHSl5qFnICnO+XY5pCvvAlm+te74r2R570eAo9y+rfWveGO5J+Jr2cCvE4wQegpVQbG+FH0Kg/KnBIxgcgHwFIT2pM5I3p37gPyB0ArwxjemZG+9eAAOc5J86AHFs0hI+dIeleYnG1LQz2T0zSZ286RmHc42phmRTvIvzNO60IeTjp+tIW71E1zBnBmjHxYUw3dv08ZfrS+A0TMcjY0mfKq/26DO0jH/AAox/QU03kecIkzZ6fumH6iigJyenN2pCQRULTscYt5enoP500zy5H+7sPUsKBkzH13pMgHG1QPcSru0SgYzkvj+VRi7aRgsfgFsdPFz/KnoRcznGD+VKWOfeFDXv5IJhFPdW0bMMqpVixH1+NNbVoyvMbtmH/l2cjf1rWKvQmFM5JBFJI6RxtIynCjO1VIZHuEZ455hy7e9FyE/UUNPEenIJRNdXCCJmViVByVBJ6DI6HGcZ7VpFN4IuizLq8LMCttcHufc6DFTLfBwxW2mIVeZTjrtQmfiDTW5DG95J4v3AEI5tids48vrSxa5azsIYra/Y86xkszAb43Bzv17UlD7ngd4LKX80s6xmxmUN1dtgKxjsW9qd+x35dLtVH/xZjTr7iq8i4pudE/ZsUdhbzw27XUruXeSXHKqA7E7knyANRxRontK1HkUADTrMAAYH35jWVUVtGzBwNx07U0k9qarCvMegqqJopX+HManb3uxp0mn295ZrBcc7JscCRh0+BqO/Yl0AbBz1p8ttNPaqkd5LDjB5kxnp03FSNE0NvEkKKFPKqgDLE9PjTUjQRgcg2HlXlR1iVfFb7o8qaR+7GZG6UhlWLSdJhmOoR6fbrcMCWlEY5iPjUXDyoNBsyVUfuQdvhVqVVW2Yl22jJPvelZpbrTbTTbC3uZ75W+yRkLCZOUjG2eX+dUrbyxN4NGeUOMD8BNec4iJ9KBaPPpt1cyi2juyyxbtOsgHy5gKMNHGY8qg6eVElWARn+LW5osJNyFLeRuUf95uPd+eKFao5NvbR4KgyRqSAcoObBb5ACjmrRJJemEqMGFFI5QdjIM/lmqq6XYwOZ4YVDiRcYQDCqx6YGwwO1aQkkkSwjorxjT48yFv3jHmPVveO5q/JLEWX3gR6b1S0hsadB0OSW+pP9asvMnOdx7o86mxjY5U9wAH7v8ACfOoryZRbzsFYERt+E7bVKsqAp767jzqtqU6JY3Ll8Dwz0ye29C2gsyyvHZT3KvFLGriMIgQt73KAenmTVzhmF4XLPCecxsWbP3sucH02FSDVdNbmkJZyhDnEL77jGNt+lTaLdQ3M88kAchVVMlCu+SehA860k7QooKl2EY/d+XU03LljlB97zpzvnA5G6+lRkvjmwR72etZlCTSOFYhR7qk9ayzQXSXDyJbeK0qRxgq3KMY+B333rS3hcwSlFBYoQBnvigcVxqfLtpT5UArzSrudhvnGOlOLYmP0S1lthJGWGFjGFx0yzEjOd/jRZg2B74G++1UNN+1AyyXMCQEkKAXD7D4fE1beUlv+IpwOyk1Et2Ogbd29tdalE91GzG2iLI6g5UucHGPhUTaPp8shidHAGCCVB3BzuSDVwxi4kE63Eqjl5cKuOhpwtxEDiSY83XNVbQUBZtLa2dBbwxN+88Qcq8rZJG4bp0ztir1m8v2kiWKXmVC2C4J3aprzT4bxAlwsrKD05sfpTbXS7TT1c2lsY+Yb4bc/OnaYqosuBht23z+I0moEQWEsqbckZI39K8Iy6lSD93rzmnS2ySwGOSNSrDByTvVQeFYNMDNNIWded85gTr1J3NXNKYPDK5bOZ3xk9ADj+VTLY2w98xRZLBicdx0p0UccScsYRAcnCgDrV4ZNUQ6i6m1mCYJKEDHnQC0dY7u1iYIFDElsDbAxvv6VpAy9RJ3NZniGK5ae2Mlz4kXiM4TlA5fdwB69aaWKCQda+tF5medB261WfUrFQM3KD51mmVB0UfCo8DPQfIVHVBbNBJq9gN/tAPWov2nZXhEYk90DLHptQFs71f0ZWE7t4fiYXGMipcVtDvyy1dC2+yMttIWBIHvczL9MGotOiAZggwi7kqjJn8gDU+puvhKsqeGObIAcDP5GorMSpGfDiIjK5y0hI+Xuil1tAy/bZMCkd96kJO/lmmxgJEoz0ApxxvUJBZ4FfP8q9XiAewr1O2B2oEHanA77VEG86cCfyrJGmyUMe/SnBuw2/lUJdQckgfE177VAu3jRj/mFGRaZPnanggnAqqby2Xf7RFj/EKQX9qBlXdgf4Imb9AaQy5zDuKUHffcVSW/jY4jguG8v3DKD8yBTxcyZ/7NL8cqB+tFMMFxWx8KcDkZA6VS+1v2h/zOBSLqLMzL4cPunBzNjtnyp/kQQB9K9nfbrQ439ycFPAGcdCz4+QApWuLsnaVN/K1f9SaOoWEA43FKGIzv+VD1a5yS0k3X+FRTg0nUzSfMoP5UU6Cy+Gx0pcjpneh/MTs1w3/xgv6CkZo2GBITjbad2/SmkF3sJZwcnvSeKoPvMoHxoX4cOB+7QnzNu7H6mpUiVRlIOX/DEq/rS6hbL32qDvOg/wCYUhvbZetxH/mFVR8GHoeSvc/9/b/1QP0FFATPqdmhHPMdx2jY/oKcuoQuo8OOdsjb9ywz9QKrqFe4RX5XBB2Mhf8AWpVt5RzqbluVvuAKByegoqtASi5foLSYDzyv9aXxpSP+zMPiwqBbQrkNeTtkEbt5/Col0qDlw808mNvekJow9BZZFxP/AOCnzkx/Kka6kUdIF77y9vpUaWFos3jrGefl5M8x6Yx06UrWFi6qslrG/J93mXOPrSHoabqUKXN7aBRnflJH/wA1PglmuF8RL6J16Zjj7/HJpRbWyryJBGFznAUVIioi8iLyr5U8ISyN8KXr9qfPoF/pTvCbGDcyfl/SnZPY0hYihsENeEFWPjTA4/8AEI/Q1W+w8wJa6mPfBbIq0x90gdcGkB90fCi6CiBdPtlxlQ2M9VGD+VSiK1iB5Y41yM4Cincw+VUbpEe6Dm2gf92Rzs2GHpjHT1osKJLtsBfAkjjAJ5s43GCB+eKrWkpt8/ar5Zeg+7jfJ/0+lQaiZTAFhktYl25+Y5yN/wCeKp2MZSUi41CzuOcAryRA4x13z6iqWdh5Ln7lTOW1Bj4xxt+AAk7b/Kr8N5DNjwixB6HlOKCixJaUNfysJmOOSE4UZJwP0q9ZyZIGZiAW6pgdfhSaQ1aYRLE96bkYx0zSE43pnMc+dSMivYjcxNCr8pYbNkjvQ9tE5sE3AyNzlOYH6mr06+L7gdkLL1BwetQpZvGuFvp+uSSwP6g1SdaF5K2oW8olijh5ygjxheYLn1wcU6yNyefk8JHP3gcZPrgZqpqqn7XEBZeOwQ/vDBz4G+2cY+VNsoJYcyiOGHK4ACpETv3wMgVaboTyzQGYCIs5wAMtj4Vn5LvlLiG0vXWTJJVSAD5+6mf9KITp4NlP+8dsoxPM2e1VP2dpYQPI2QAGJaU7A9+u1VCajsTiU3v7qKaKW20+4c8vvePcSKqnpjDAA/Grxvtdlt0aCxhViDzkkFc9se9TZm0QiOKb7KwB5UD4PXyzRCDwbePwYoljQdFUYAp943oVPRlr3RtU1C+hubuy01kgmFyivbBnSUbcwctjmxtnGaF2kjye0DVXkUKRa2qEZzjeU/zrcOfeJwM1iLVccb6sx7rB+Qes7vwU1SNaHFIzYBGajB86RiDTsgHavfxWJimlBKk42BJqjccUOIVWyiAbm97xI2IK+mMb03imQFIBn8f8jQfPr6da0jFSWRXWg5NxOGTlS1ft1Hb61G/E0oHKtodum4xQZ2HTyNNJ86agtB2d4LmpcU3UGn3UgtxhIXbGR5GiEaakbSzFt4XJ4MYy43zy/DesxqAjktZY5t45F5W7e6eu/wAM1srMOtlbrHcLIoUcr55sj453qZRUaoad7I7SPUEmc3civ7oAEacuPnnerCAlFOH3Gd3p3NIWfDjbyFMQSFAfEOPlWYwdqOiRajcLI8k6e5ykJLgMM53Heq8vDNiUXnRW5F5FLJGSF8t1oucl1Bduh6GmyKCm5c5Pma0UnWBURW1otrBHbxLGqRgKPd6ClIkBfDJnHZf9af4cYzkH5moX8FA2AoJ6belIBSSGUGUZx5Dekk8J0ZXl5lIwRtvTBPakq3MoByu4xk/OmSX9jGhHjKN+X50VQzy21oiAKkYAG2AKSIwrnlLdTnGd/pUUmq2MKBnl2DBDgZ3P/wBaqycRaRAGWS7jDg/d3JPyGaWWGEECyFx7khGD50wMnKAsRILdxQmTi/SUdvembGAOWCTf5lcU+416G1SJ3gkIkcIuB94kU6aDAVYjB5Yh+VNBOPuAUNvNaa1hMzW5I5go33OarHXpzatdLbfu1cKPMjbP55pdWx2gwvOASFUZPY1G3OCxwuwrOtxVqYysWko4zszzcu3wwaqvxHxE/NyWVjGD5szbU+shOUTUhGT3Uwox0ApXDZALnr5VkTrfE0hyZbKPbtEx/U1F+0tclbw7jUI3zhf3acpGT6HrQ1QdjYOOmXO5pkpGMGQ5+NZnVbi8gvEgjunKkoGHnmm6lcMklp7zxK9wniHm7d6XVg2acNGA+XzgfxV5prVV5iyjAzk9qzHEFvbWkP2t2mdQQojTmOfXABrP/brSWRI4tPmRmcDncEf/ADRj9RW8IXFNEOVYOgm+slU/vUBB5fnioX1Owii8QzLyAZz2oBOsA0u3j5CTJIzZx161YsHsJtMeyuSgaMkMrPykgnIOetKldgmXJOJNHjG92Dgbcqlv0FANY1uyvbuF7edjFHG3NzoVHNtjqKsy2PDEWQ8GnscDPiS8+/zphuuGrfIjbS49tuRFJp4QNsGPf2Q/7+PJ7FhUZv7fA5SXB/g979KKNxDo6ALE7H/0rJ8fXFI3EkBH7u3vW2/8NU/XFL+QWDkkmmz4NpdPj/yHAP1FF9EWaEyG4tpIi2MKxGSKgGvI+/2e569C4H6GqV54epyeK0c64UpgZYj5hxSasaYdv4IrooZJOUIDtkVUtrixSSaxgu0mnjAEiCQFkz0yB0ofHp+nkMr6TcTsp5lJ5gD28zUlhp6wapPffs+S3e7IDEuCGPXOOvYD4Ck1gdmg5tgoHalzjpUZyGyetOG4zWehIkHLjc16mda9TsZ1g8h2aUnPneMufkKQrAeqxMT/ABF5qGHWXEyxR3BB5cMghyebz6dKlW/uYr0W1xNO6EAe7EVXJ/vjpU9XQeQiiQhjyQRg/wB2zI/M1ZCk45Y3/wAiChP7Rfn5E06V9yMmfI274zUz3d6Cwh05GAOQWVhzfDah9ryFqgkGdRjLjPXdBSczYyZNj5zkfpVQS6mYQY7ZBIT90gAAd6WRtVMaCCSKOQ55+bGPlUZ0Wtlr3T/Ac+bvJ+VKFHRUj8trVqr2zXSowvbqOQk7csvJj6VMZU5t5EPoJnk/IU/cXsWAr+TAeiqKYrskrjnce8NsoO1Rhhn7qn4WrH8zTCzeOxCPuEP3FHc+dKqwF+Sbn7mQnZdjNy9/QVKRzHcg/wD6juPpVUyNyn3nGAfxIOhqcycw96VdvO5wfyp0w+R4jVmwI4yR/wCQR+ZNTAFRkKQP8KiqfOuegOPMSSCnI3Mdos58rcqfqxpbAsiQr1cj5riveIp2aRdv/PwfyqIGTIHK479EFeMjhfvkH1dR/Kh4C7HGRD905/8AiSD/AFp6EN0iGPIQEfrUBfI6g5//ALhj+gpARjoGz/FDI/6mivIy3kjbkYY26IKXxSBgv9XUVWVCACsQX4RKv6mpASOpYbd+QUfgB6yA3EY8QHc/95nt5Yq7zdiKGhyZ4ve5hkj74Pb0FXeb4mlfsMlLete5uufhUeT2xXsk96QfA/PlSc2Rmmcxz1r3Mc0UA/JJyT0r3MT32qPm2z3r3N3zR+QHlzmvZOKYX6Gk8Ty3p6yBIzZUj0piNsoB7U0sMYzsBTQwCgeYpASE77+fSqN5kXAbwbY/u2HM598eg26Va58H/WqtwGMni4h5QhHMy5YH+lAFO/W6aJVhntlIZeb3c+7g7dfPFVbC3ura7BubyJ8rgCGEADceXyqbUJ5jEVguEDKgduVDsu+COud8VTtrfUGnZ9Ru5pGXkUGIMOvXpgHt8KpaEyyLK4kM6nUboiVyAAhHLuTsT6VdtBgj/ikKW6kedBl0i9le58S7uSHkYR87sQgBJDYJ+A2opaRNCYoxDIicpJJk+6c+QNN0CCBO4pBjtTC3rTC+CN6zKGzq8pKpIUJH3h23qt+ziWDTXty4z0EpUfkalkPOxUOVJHUHeoXtVZcNc3GRv/xWX/5cU0IpatHmdUFkZwYipJHNsDnGCMHemW1vysZprC15CMqHiWMhu5ORtmoNXSFbqNJVR1ERH7x23+pwfmM1DZrZpEVi0izVubBK25bm9dlx+daeCQ5d3ls1pMizRljG2wcdhvQ6KGwhtRFLqdqq8uGHMijl64wT51bmW0t7WR1t4wAhJVVC526UIspZlsmSGwtXAbdjOo5j16ImKIjeS1Nc6KqQs2pKREesWG5jnvyg0yDVdNhdHjuL+csOVeaKUg79srio7u61C1gWTFkg5t4xEz/oR+lUtRkmlSNLu8gfmP3YhyqvqcsKaqsiDL6uolWH7Hc879MqoH1zgfOs5Zb8VajMyFGfkyGOT0NPa50m3ljS44gsVjgx4WTCeXsACcnPrUGmTLPrV5cxzeMkjAK+3vADrttSdILbNNz5ABzmmmTJK46VCZNhvXmfv/OmSBOJ3UG3yQBzZ3oR4sagHmB+dEOJGBlgDEHcnfttQvn93tit4K1YmxxuI853PwUmkM6noGPxBFN51A3GKYzjOM7/AAxTwxXRS1e6t57OeyE8CTSoUCvMoOfhnP5Uabi/UAEWDSIiqgYxM7f/ACpUGk6tYWdrcRXGqWVu5uH9yUqHA2A6sP0q3PxdoUPKza7E4XOfCAfHyUGodNjRUbiTiWViYdOjQnr/ALrO3b/lpU1DjSUDlt41HbFrynH/ADPUQ480CSRoYr3UJpG3UR2cm+PXkxUp4pt3AK6dqrjz5lT8iwpJJ5oEKTxlK5PiMm38EQx+Zrz2nFcgxJqDgHt4iL+iVAeIiXJGjXbDGMSXCn/+M1E+v3ZIEXD9tsdjJcAfojU69kK0Tvo+vSHMmtOP/wB2/wCigVA3DUzjNxriNynGGlkf9Xpja/rxOI7HTIMnuzSfyWhd7xNxRFdfZIrvT1IUOxFo56nYD3zVJN6QrQcs+FLBbuJ3u0lZDz/u4+XcHPXJpeII7SS6ito4wRCGZ8Y6noPpn8qEaZrOtajarcT6myscqRGgUbHG22RU6jwwV52JPUk5yfWmrvI7wWQbddCyUPvT8g8sc+KzP2h47mcrhlEjKF+0KOh/hLZHT+Hf1o40ga0S3KBWUKrOrbMFORtjqT1NUW02yZ2dkZuY5KmRiue55c4/KqWFTFrRLw7c21zfyC8tlRY0zmQcy/HJjA+jVc1vVLG6mswsi/ZYJgTIOjNg7g+np51ntT0+EPD9m0yNl5iX5I1BzjbOasaXbvDBIk0HIGkLIhwcD5VLj5HYS1DUNMuUihtp0dy67BgSB+tStM40hI9sNIsmcD8RO2fOqw5R+EU1mIRU5iVTdVJ2HwqGvYpOzxCoSV/Eck1SvNThtJVhKO7EcxCDoPWrLPvmh1zpqXdyZxPJGSnIQAN/qKErFovRTrPEsqbhhkU4OFlQyAlOcFsHtUEKJBGkC7cgwATuRSlsbEjypdQPalJJPcGa3lRHVlIcpzKxAwTy5GKpX012IGuLu4WYRKSEWPlB2+Jq0Ec5wCw9ATXvs87kgWs3XHvIQPzp3WBbBun3F3qGLa5vfHhRQ45kRuU+WSDV4WkSlffYhTsBgDPwAAqzDYXSJhLbl7j3lH86d9gu9sooP+L/AErRTSVBREZOdY1KqPD7jbPbeoJ44pVxJGr/AOIZ/Wrp024JwzxD4MTSPpbnAM/f8MR/rS7JaCmjL2mmyxXKTy20SFObLAgliflRJ3/hXHmKLJpCt955jkkdh/KvHRYQAGMh3xu1KU1IEqAhkYDPU0niY++SPWjh0e1VgDDnvu5NL+zrZGBEMQx5IM1HaiqAIkRdgfWidi8PgIzafLM4JIYbD9aurbwgAgDp2FCTIrEgyQgO5Uh5GO3mBkY+VDnYJBiKd4doNOCq+7EsBTxNLJLCZYwrAk4DZoINSe2REiuUkj392OJth8Tnerml3Ely/iyGUlQcc68u2fLANQ26GF3kbqKQO2Bk4FRk5Hwr3N+VQmBJzH+IfMivVFzP+FlA9RXqdsVo6Etrqk8TosUysTsc8pPzAGKmudM1KcxyBcOEAfmlwM+QI/XrV9Wiz1D/AP6jyflT1MZPuxL8rUg/U1bllsVJjdPjvLZGFzKMtgkJIAObG/WrBdT1kQ+f++Nv9KReYHKxP/lQU/xGAxzN82UfpUXmx1SPZjPvYQnufAd/z71NGG68hP8AhhA/U1XMyBt2j697pv0Apwdcb8jAn/wHf8+9L2GWRzDtIu39wUoLnPM7euZgv/yiok5iowpH+GMD9TTldl7uM/4BSqxrDHHlJzsd/wDxHkH0qGSP9+W8OLdB0tznZvU09pFyS0wO3Q3HL+S1XleMsOYZ9xu8kgPSnXkRZ5Smchh978KCrPOQBiRh/wAyih6cpPMkHUnpBynp/eOatJJ7q5Vl28kFD9hjmkTO8uf/ANy2foKRWj/gLE+cTt+tRvcYJBkAHkZwv6Co/FVjgNnHcPJIPypBsuIu20X0jC/qaf4hXsR8eUVSUhxtECP/AECP1NSc7dWVh5bIKQ7RYMxHVgPjMBj6CozIM74+RkkH8hUZmPQTY/xSov6A0wyK23Pn/DNI/wClMNltTzbiMbDr4PL+tLzkdeZR8EFVQQ2wRTjzgP8A/EaUkJ0Uj/lQUgJ/FzLEC/4unMvkewq9zEDc0Iacc8WZM++BjmUfkKv+KMZzSY0Wcjbek5/Wq5mA70xrqIbtIo+JFFsMFoP6E14ybbGqD6rYJkNfQr8ZFFVJOJtFi2bU4PXDZ/SjIWGHc+de8Tr6VmpONuH0P/bg3lgGqze0LQ1yqmd/8MRNKmHZbNcX9aTn8jWMb2h2hYrDpt2/qUx/Wojx3fSNywaFMPVt/wClX1k1onsjblxjAxUaSe4oz2rDvxXxRLnwtIhQHoWao11jjF8BEtk2x0zQov2H3RvTIAfKmmVcb9Kwj3HGE4PNqUUY/uR1E1jxHPgza7OP8ORn86f02LuvBuLmaQBPAdB73v57rg/zxVWzuLmEs2oX0LgrsBgYPxrHnh67lOZ9Uunz/fxS/wCycDH97NcP/ikNCh8h3NDLPaqLoXGuxhZ88uJceHvnbf5VNLxXocIy+oxbfE1m14S08bmDmPqxNTpw3p6bi0j+a5qlFLyLuwjJx1w/HnF5zY/hXJqrL7RNHXeOO5f4RGkTRLSP7tvGPgoqVNNhXoi+m1LrEXZlGTj9Wfmh0e6f3dtsfyqN+N9XlyIdBkGenMT+tFBZRjoB9KU2sY32p9YrwK37gCbiPiSch/2FbhwCAzkE4qNdY41wFigtIl8sCtF9mT/2K8sKDfHSqxoMmWnl41uQySX0Sg9l2/Sqb6TxRN/xtZfB7Fiw+hrbeEgO61G0KjtTwvAtmHbhfVJDmXWJc+Y2pn+xTnHjalM/lkk/rW2eNewFMKDpgU+1BSezJ2nCFrbSh2lkdgepNH9Pt1tpmCg4xVpkHNsKjXCyMcZ6CpbsaLpkGM96b4oxuelV2kyOtRPKOuaEgAXF93cxNbNaJ4jcxyvfGKpxSShP3rAsDgkDAO+21WtbYtcx9SQpxjeqPh3Dj3bW5by/cP8A0rWOEQSNKM9em9NL535jS/Y7wtj7LIM/xFV/InNO/Zt7uTCB8XB/SnY17kLFOYvyjPnjeq+oxS3dlLbQsAzjbO3er40u9292IAnuxH8qcNJnMgVriBO5weY/yp92hJGet7G9N1BNcmJFgBwAxYttjvRXnPTBFXxpK8pY3bEA492Ej+ZqaPQYtyr3LZOeo/mtS2kx0Cg7HvXiT160ZTQ4jzBlmI6bsB+hFPGh23Mo+zcwH8Uzb/rR2QVgCEnH/wBKpXOn2F3L41zArPjHNzEZHyNa8aVbrsLO2X4oD/KnLZIgQe4ATvyrj+dNTQdbyZONIoFWKFFCDYKgzj6VYEUxHuQSsPSJv1xWpS3UE4fHyB/WvSQLlRzHr22/Sk+RAomXFlduMrav3+9hf1Ip37LvSBmEAerA/pWkkgjCnvtjdiaXwoQB7i/MUnMtIzX7Lud2PhjB7uR/KnfsiZzg3MSYxnC8x/UUdkMYTICj38dPWl8aMMfeXy2NT2ex9aAg0bGxnds+UWPzOaVtFQDIaYnPmB/KjD3EYK+9t8KhlvIFwSwAz+IgfrScmNRB/wCwrcAlkkP/AD4/Q0xNHtgy4tUOcn3nLfkanuNd02LmEl3Au3eQUPm4u0SFuY38Puqdtz/KlbYqSCKadbKOYQW4I7iMUiWyK5AYfIVnpvaHoca4+0Mx/uxE/wA6oSe0jTgSYoLhwfQCipbHg2IiXmIJ6bdBTGhj58ktsM/eNYd/aI5Y+Dpshz/E+P0FQNxtrMzfudNUZ23LNR1kTaN8scKkZVem+abJJCGXdB18qwP7e4snJ8K3jT4Rf1pjHjC5bJuHT4YWq6sTfsb17iEMAGGwztUU17ApAZ8b9yB+tYT9icRTb3GoSkd8yGozwrckE3F+x+JJpdF5Ydvg2MuuadBvJeQr1/7xaoXHF+jIf+2wkr5Nn+VZL/ZvTw58e5k2O+V2q7Fw9oUcfiGUMOh96nUVthbCcvHGkhsrM7/CM1Wk45tXP7u2nc48gK8mnaDBuUjAPdjsaIRWFiqB4oI8EZG1T9jdodsDycX3cpIg0xyCMDmY/wAqqpqvEHKFgskXGcHkyfzrTCKBNgi/SnZTfAFNVWhWzIztxWY8wyBCgPIeRcj5nej/AAvHqcdn4mp3DTTSbknsPIVYnkj8Jtu2Ks27RxqqZxnYAmlLOkBfG/ftTlB6edMQnHSnZx1GBU17gKGXHT8q9SZU9RXqgdv3OsSSkD33YY/ilCf/AC70wSR9CyHttO8p+gFRifl6CRfgqA/nUct/GuPGuMb/AI51j/Squk6FZbDAkARqT6WrfqdqlUuozyuB/gUfrQZtYs1Yg3MLY64uHmx8QKibiPSomw1zCCvUGAr+bGhpgmH2lkAz4jAD+J0UfkKj8Vc+9Im/ldu35CgDcW6YhwJnbHTkjWo34xib3YYbyTtg+5n5gUZsdo0waMn7qHP/APbOc/MmpAw7Rn/ljUfrWRHEl1ITyaXcDbYtI7fkcUp1vWG3h0mL05lAI/M03FgpI2BmwMeI4HxQVUuZ050LOp5gRn7W3l5Cs0dS4mlbKW9vF8gf5VHJ/tPckGW8RcdAoK4+mKFFi7I04uY+YYVWyw6wOx3HmasQzr4K8q4GO0ar+tY4aZrTkF9UkGAARuw+hJp37BvJBl9QmHb3AF/Sn0H2NhJqCouWm5QOpLRqKqzaxZIDz3kWfIXZJ+i1mxwrGcGSa4c98yGpU4Usu8Bb4sTU9Eg7Nhh+ItJi2a8hBI/EjH8zUL8X6JF/+aUg/wDhxA/zqrHw3Yp920jH/LVpNEtVIIgj/wAop9UFsibjjTRtCLlu20YH8qiPGTPvHpt5J6+I2PpgURTTIUI9xQMVKthEB2oSiJtgY8Uam/8AwdFz/wCp/qTSHXOI3OIdMtos9yQf5UdFpFnHKPSnrbRKcYp41QZM7Le8WzqFDW0QBDAqgGMfKmvHxTcZ8TV2QHshYfzrTCKMHOBThEmOgpKvYDLHRtYm2n1i4IPXG1KOF2fImvbp+28hrUhEG2235UoK079grJmE4RsvxI7f4nNTx8LaeuT9lQ/EZo/keVeBXNK2OgSmgWaDCW0YP+EVOmkW6jaNB8AKvc+1eZvrRbFgqjT4gMco+VPWzjBxgeVTFubr0FJz5Ox2obYDRaoPwjFOSKLyFeL+vXrSc++QTRsBTHGGxjFe5U7D500t3NJz79aAH5A3ApOdetNL477fCmM/kKToCQsNt6QMCTUTP0yKaXz6GjsBIXxk9vhTefp6CoWlUZywHfrUMmoWcYxLdwKBv7zgUrAuc4Az0phb0FDxrWmNsl9FIfKM85+gzSjU1km+z29rdyynfkWBs/PPT50WHguc2RShhk+tVpv2pEA37CvmU75AUY+rUOXVtUkm+z22gymTykk5R9VDU+1BQbLA7Amo3Yb4avW2kcUXIHPBYW2e7SNIR8gBU8/CXEfuvHqlq4J98JAVIHpljn8qr6iDqykxwTUZK1ZThnU55DFJPqiDP3vAhVfruaoXPAOt3E/KlzeCMNu0l0wyPPCEVPdD6Nji/LsarvcQIzc08a4Gd2Ao5Z+z/SYFAvIJJ27mRi2fmST+dEjwbw28Ri/ZVuqnuq8p+o3qXyofQxEmq6euc3sJz0w4P6VSbX9P5iitPI39y3kI+uMfnXSI+FooGBhvXjjUe7GIYsD5lcn50244U0i7lWW7QyFQBjIA+goXIvCDq/Jzq1upLqQtDYXT8wwMRj+dWZhq0UXMuhXLADuyjP0yfyroY0m0t0/cMIwOg7VQuruzsAXup4wo78wP5dahzZSijAibUnlEZgsI2GTyvqDcwPw5BU8VnrlxdfYjFbxcw/4nguyY/wAXQ1ppuMuF7YkSXo5u+InJ/Sqk3tG4cjUyBp5AvXlj6fXGKT5G8WOl5J7bgy+dAZdVQ+kUK/qc16fgVnG2o3XmfeCg/wCXFBLv2r6TbSskNlceKE58MQm3n3qCT2sa5HIRb6eQoj8XkkIk93z6A/nTUpsWEEG9nyFmW5jikBJ94yuzH/Nn9aij4Du7SYz2etTQMR9xSfDPxUkjPrjNV9O9qkcoQ6tauPE3DxAb/wDKen1rUWHE/D+pgJb30fiH8Eh5G+h6/KjtnIseDOy2fEWnsTLFBex9S0bcjj5b5/Kov2zb+IEmjkgO+BIMD69K2Uui2d25k5THIy48SM8rfUVWj4YQI8T3dxOrgqfEIJ+uM1oneBUZG44i0y3BWS8hB9WzVJ+MtEQKft8XujooJNam+9nOhXS8s0Lhh0bxDn6dD8xWXvvZvZW8jDTLq0nZRkwTEq3+Zen0rZdSGpeCo/HukR5CyyuScjljqnN7QrXmHh2lwwGd9h/KrX7CtrRS13oMsXL1aNfFUY+G/wCVS29tosw/3cW7EdRtkfEdatdRfcgLNx5dS7QaY5+Ln+VQNxdxBLvBpaAHpkFq1YsbZTkQINuwqQW0QGAo+lPGqHlmM/bHGEw5UiWMHfaIVBInGkwJa6kQE/hbFbvwV6gDp5VGyAZyPSlfwGTCnROJrgATX8nX/wAQ/wAqb/sfqEozPfMSP7xNbhuUHGdhULsMYLdKhtjSMevBEY2kuWpk3Cmn26FpZHOPKtVLKm+4rPa5evGo8JgDnc0u3hCqwONA03nzEUcHfD5H51dWx0i1QPc6dhc9VIYU6G+sBEPtMkfmTkZqlrGtaVa2hmtybhgwBiB7edR2k8IqkgzE+hLGJI4kx/gOf0ojaR2c8QmgiXlP93FY3S9b0u7UmEy27Z3DUWstZmjYorK0a7bjFJSfkHjJpfDVRjlH0prADuKopqYkjy3Mp7Eb1FK87jMd+v8AzR4/Sq7KxbLkjgDGaA67erBbMxJNWHt75MS/bcjP4WoZe6bJIrSPDKV89yKFKssKKEEltNi4F4YnOD9/bb0qnq11a2tsqzawvvSZ5+XmI9Nu1E7ThJNR5gvhxkHB5sqenoKZf+yvUZI+azniY9wWzn6iqik8NhdAeGU3UANvcwXQzg8r4IFGYuILm3iSKWBlPKNmx+XnWfuuAeKbDmCWjAdjGMj8qjtodahuOXU1ZlAxjwyOU+fWiXHWgTNMNTkvHPhytFysM985qc3EoUq105PnyD+tZKC+vIpZbb7BMsKkhJVJLN61Fa6zrkVw0c9o88LPs/RlX1FJQUX2Q7bwzUSSMuHa5kON9wKfFqcsb/vJiwA2wmD+tADqRkmb3ZQAn3SOpofqGr3y2sot7GUycpC7YNXFITZt7PimwuXaORZlMRxzKSP0NH7LWtNkTBuA3+M71g+DuHPFt49Uv457cMOZomfPMcbnftR+S2kEiSJp8UkOd9uVivnjvVdU3glM1QvLBhkSLv616hKcN6PMolW1YB98K7AfTNepXEo3v+z8znMl7OT35Tj9KkXheHq7ytnrlzvWk8MdB1p2Bjcb1DZmZ+Phmy6tCGx3Yk/rVmLQLOMe7bxj/loxgdKTboRv1oTYFFNKtl6RoPlUq2ESnZRt6Vaz8a9kGlfgdEIs4wPujepFt4gM8tOLDcUgffbpSH+B3hJ0wKURxjsMU0yHavc53xSH8EgVR2/KlATpTA+2NxXg3rQBJn514EZpnMR9aQH3qARITilDbZFRhj0pC2T1obGTc+DuNxXufByDsRUJYDqeteDDsM/OlfgNE3MM4z1p3MzdB0qt4qoSWYD5019QtgcyXcSn1kAppoLLe53Jr2VA+9Q46tp42W8jY+SNzH6Cmz6rFAEeSC6VXIVSbaQBj5AkYpdkg+An4ig4xSGY42H0qOK11aYB4tGuiDv73Kp/Ns1Vu/2xbyrCNOiiduguLlU5vgBzUnyUCjZcMgI37mveJ5YrOX2q6/p06Q3mnxQhyFD5LLk+Z2ArT6boGqXsQkub+3h5gCBGnMfrnFT9RPCK6vyQlxSgnB3z86M/7GCSMgatcByNjyrgfLFQR8H6tDII5LC0uoxsZJL+RC48+UIQPz+NLuFAzxFH3jtUcl5bREiS5iX4uBij95wIk/I0NvaQHHv8/NLv5DOPrQfUfZXG8kd1aXCiRDloiCI39MZyPrR2YKJR/a1gzcq3UbHyU5P5U+S7dIjcGxvjEu5cWr4A8846etHtNuLXRPDtdT0ldNcnkEgXmhY+kg6f82K08LpMAqkEHvR2b0HU5/Auo3SLJb6TcsrDKluVc/InNVtQk1ewx4mlLGW+741wq5+ma6Q3D+hyS/aJNMtXkY5LtCpJPzFPmstKQBpY7dQgwCyqMCm7Y6RxWXifWBe/YU0WTxz91Ejd8+udhj16UdstI4t1DDSm3s1O/vDmYfIZ/Wt3f3nBnL4d9qWmKV6BriMMPhvkUBuuIuG7AE6fxPBLy9IpeaQH051BI+JzUNteQil5KknB2qNGCutsXz7y+GFHy60+34BiunxeWmpMp/Eb3APyDDar1jxzoHhm5umlCr1CIWDH0x/PFPm9rvDcKE29ley478iqPzP8qz+ot2aKHwDLn2TRTzsILS1hi7O8haQ/EFSPzqfSPZ5HoU/iXej2+poPuyo2GX4xt7p+OflVW69toVC1poIxjIaS4z+QX+dCr72y8QhOeGxs4wSPwsx3+JqHyQ3YdTp2nnR5P93t0SCVRvC8fhuP+U9R6jan6npGmXMRju7aOQMO43HwPUfKuE6l7W+J7q4FpqBhjSRuWNhBGVbbsxBKn8/Kq68cX+oStZ3mp39rPEMALcuyOnZutNcyYdTtMGhaHp8bRw2oCsCGDuzgj15ic00nQbBSFisoFPkqJXBdVm4mkikls7uS5RgFR1lLYJOMkelUbea4d5fGnJKMASw9BVfXrwLp8ndrriPh22JK6pbgjssgY/QZqvacb6NLKy+I5VBksEOD9cGuFC8lmhdYPEkYFsuWIUfTrVuC2mjjWeFZpJiFAdQSQM9sVL5b8D615O13HtE4ftzys8p7DCY3+Zobde1XRo25YraZz5EqP0zXPvC1WdoxJpbzqTuWQgjbzqY8MNcEzKslu4GOWTBH1qe0vA0kaO99sMUUckkelErGcNhyxHyAHnQm69rF1cW4vbRFRAOb90Mlh5YYkUD/ANk9SiaWSWa3WMnPNz5HTr0oUvD2lRIZBxAEQ5MgihZ1bfr6H1qV3lsMI1j+0nVtThjks9XjgMmAscyLHn0zgjPzoXc8Q8bM7G9muVj5jytHIeUr23BxWH1Tij2caNcy6fe3usTTRTMGiitgCj9/vEVpOGdf0S4CLw3bX9xHDGoLS3XIgXtlcHJrb6U0rZKkmRXHEGpyCXx76TY4ALFidqFPc39xAryzuucDY7nfrtWqh4g0PUryRbnRrEmIkOySAyYHfpvVq/lDWaycNS6ZBI6hoo7mFUDegfcflUrjK7WZ2LUdSHh2xR7hMYIkQufTfrRG1077XbXMbaXdW4lwGKoSD8AelZvWuJPaNpAL65pV5DB08SzCumPPK/1FZHUuLb67UzPq9wD0EcrshPy6ZreHC1lmTkjq17w1JdfbWHgyC4t1jjVtirLzb7+rVFHp82nSvPqN7F4YgWFHc+9174279a5jp97JLot3qVxOwdpYreJiTux5mOD8FH1o3o+v8ZpBb/ZbS4voZJCrq0RlATbBBxt1rSpLROGjUaVDpMU0MB1uCaSxLADGdmGQuT1IDflRWFtNvWjt1EkoJ5TKIwo5gDtnPX4UE0WwuNQMsmpcBT2jySkc8YGG22co+MfLJrUjT5rcW6Jc2+IWwA7hWJxjHxqZNLY6e0IuoajoNtJLpN7cu0T+GI3m90kkDocjvR/QfaZeqvJqGmQzrGeWQhjHIp75zkZ+lZy4jNvEUvJVTmmEvMEJxhgceXao5zp9xcSXa3EokRBuo5cjB26kEUKMfAOVbOq2nG/C19hJpZLRiP8Av48D6jI/OiT2Wl6jAZIXt7iMjOVYOCK4edT95IEsG58e6GfAYY6ggYNQXnENzplncz21t4TxoWxlsHHXcGmoy0hd0diTQtKjyIrCD3+oEYwadJw3pNypjl0m1dT0zCv9K5boHtM1iIGKCRpYoyAFnQN28wc/nW00z2o2TgDU7F4j/HCwcfMHBH50XJeClTGajwjZWUxFk2oWatuWJEsA/wAxPKPhigi2lx4vhwalpt4OmI51VyfLlyc10XTeKNC1QhbXUoS5/wC7Y8r/AEO5pJ0tbi4YwWkUjfxBASa0jOyXE5dcXU8TPGbaRihIYKMgY9RQ6bVJs+7AR8TXY10i7b7tqAD2NDtV4WWWMvJo8dw39wqGHzJFV2TYUzkT31445SAPgKgae5Yjmc48ulbPV+F9KtjyvdvZSEZ5Jo2I+uN/rQK64fvIESWJ4rtJCQrW5LfUY2qHQZM/Mkj5958eXMdqoz2fi/e3z3o7c2c9qeW6gkhLdBIhXm+GetVmgJ7UhKwDJpEEi4ZOtD73hyNQHgcqwPQ75rWfZwfL51HLag55loToV2YsaReR7hB8VFTSqyQrHPGxwynf0NaoWYH+leNuT7uM48xVdvcPgDRalGFCFGUdu1Wo9QhYYEmD6mrrWMLD3o/51A+kWrn3VX9DSaiNPyRvdCRWRJFzTV1FTCG5+UYIxnfypG0JFy6eJkqQDk7HzoeNAuIo+VLpj1+8KSj5se1RPdaxPb6Y7R3IklRciNum1VNF9oN0kSzG2n8Ntgw5uX5Z2qvccONKhV3bmI6qal0niR+CdN/ZxsJZIVLNnkyTk5OTWijFr5JcqNnoHE9/rj/7tbMVQe80sfun05gcUda4jI5NQ0tCB1wQwP1xXI7r21Xi+7a28cGeoZOnwP8ApQt/a5xU00l1DM09rGmHj8FCucefLtVrhn4YOS9jss2k8KXhIksxCwGSQGQfUbGh83BujzZexvPhuGFcVi9tWpvKn2yAFi2OaGPk+oG1bTTuOpbyASi28QHfLJRKE4Ykg7JmvT2feI3/AGtd/KP/AFqC74FezZXCyXGN8BNqo2vGt9GvLHZSgA5GDV2PjbVn3Fm4I33YYqbp5QUXlspYoTJdp4YVclcYG1c51rjPXbKaVUghmg8TIQk/d8ulb0cYa5MeWWws2XoQ4JyPgaoX+r6nIrCytLS1J/EkKsc/OiGJdpDeqRy2T2ga4HIhW9iTOyLIcD4bV6thJPxY7sx4hmXJ6DCgfIDFerp7x9jPJ9KbHqKXO2PKmD7tKMCuOxIdk9qQnqfKm5pC++M0WMcW2wNqTmx1pjNgEZ+NMLkbGpbGiUv2x8aQsOnT41CXyK8GouiqHtcRRnDyop9WxSrdQHpIp8sb1idYZtP4hF3qNsrWczDldSRk9MHyNdT0GfTJbWOSwhiCsBuo3qXJ1ZUVYDkmWAIZeZPEOEypHOfIedX4tM1CYAraSbjuMVr34ft9XtTBfQko423ww9Qe1P0vgPRNOk8a1juvE82u5T+XNj8qE35BIwt2k1lIsNyiRO33fEkVcn65ofqsuv6fGZV0mJ18xKWwPktdZ/2W0OOUzyaZaeI25keNSx9STvTdSj4Zji5b69sYV6e9Kq0m3Q0jjuk32va0niWsECLnl5nUgA9++fyrQ23D2pSAfadWAbH/AHUA2+ZP8qI6rwlb20ravwtqtt4hHM8EkoEco+PQH1r2icS6BeIDeapbWTIcOk0yqQR1xv7w9RWLlJYLST0CZeEtaFwDDLd30L9AsiRFfieXf5Yolb8FtJbM0mkXSXAHuLJqDFW/5gTj6Vpf9ueArBAh16BsD8Cs36CqkvtY4Eh+5dXM/wD6UBP6kUOVYbDqBbL2d3Eysmqafp3I2SAjs7g/4iozQTU/ZpdaNdjULO0a7gU5e35sbehH860137buGIiUstKv52HaTkjH5FqD3Xt6Bcx2/DiLtsHuC2fooqHNLTK6hDQL7SbqMrZRJE8RxJEy8rofUVprbTo9TjMc0KvE3XIzXE+Ivaxa3t5FczaNHaToc+PZKRLjyOWww9CDRD/7WOLpbNJdA1aGS1IxmK2i519CCuc01NPLCvY7TZcF6JaMHh05OYfiZmb9SaunhzTOczNp1vznq3hjJ+dfN997UOMSwN9xDqUaHqUdlH/TgUK1jijiWWKNF1O9lmuG5FEk7YBPc77460/qpaQkvc+nNU0bh+aBo9TNpGhGCZHVAPma53qlvpvC0rXHDfGGnyRZy9lLchwf8JXOK5JPLJEI5Lq4C/xszE9vM1SlM2qSILcyRWxOPGb3S/8AhXy9TWb5O2UiqO6af7R9HigWfUUuIDjHKI+YZ9D0qSb2v8NRbRW2oSsen7pAPzauQ20j2CxWsAZ488pDEsTtREaVJqLK9vbzRuu/vRnlPz6U/qtKkT1TN3de2uFTyW/DztzdDJcBT9Ap/Wh8/to1MsIoNGtY2YHHO7N0+lY6Th3WpZ4xHYsQhOTzADpTpOFNW8WOSZ7SBVznxZgvUfOpc+R6K6oNal7WuLHhfw7CyYEbosXMSP8AmODQC19o8kky2qaldWjXZOPAPgxo46pyDAU+mN6sfsS0jb/eOILJSB0Q85/lQvVOFuF9Ql5Zdbn8ZlO8MByw/PpQnJvLFosXup8QKzzz39/cwBSxdJ3c/NSf0zQO8vru5MVvA8jTXJUqZPwpnLH6fmafqXGXBPA1xHZ6rqOvSXKRqQY7dP3gJ6nmIFXuHuPuBOMr7NnpV2twikeJIq8yrn8XhsQB071XSbXZIVr3IY0ETSeK0aKgBOSTj5mqUNxNeySJpwLR8/8Ax2GFAwPugbnv6Vt5NOhkaQLounyQnGGkJcnyyCMUIbiy2tLm4tGe2haB/D5YLXJ6evrUONZbGn4KujwXFmH8Bp5JGYgsxJz8ulFYbe4vI8XenSqTtzIuD9DQz/a+Rww+0Xz5Y8oREjGO3Sok1i/lj5DbXUpwfeedv5VFwW2UlL2Ct1w1em1MdtysOXADnlNV7rRXjiWO61GztyOUkNJk/QVDPHqCWtulvYZnMXvS+KQ0fkRsck48x1q/bPrV5ytqWnW5TOyAHmXfrzEnP0FU4wQ7fsDrrR9DmRYbrV/FBce7HAx5jjpQjXRwlwtBDqGqXGtSIhKoyRLkg/hPMRkVvJ9KuLoQNaxAGKQPysMZ2Ix+dBeLvZ5f8V20VlqUotoonWU8jDfHYk9qqPSOCKmYzh/2h8JX2qL+ztB1yF2PLC08gRZmOwHKhIPzrb2l8mpeN9v4YtFjilMchD88gIA6jGD1rNaf7OuAuFrpbq94l05LlGDL4l1GzqwIIIA3zkAfCjg1zgSyleQ8RPJIzM7eFG+CxxntjsK3l0/hTFUvcLGGYwM2i/Y48qTGn2ZQc9utRagNUgtQ0uozo/MgPKFTGWAPQeWaZoev+z++lNtFq/gO2yLcjw1c9dmOw+ZFab9tcC2Fgl1f8S2iQs5jCyP4gLDqAVzn5Vm+RLFD6N7MpcwGSa3H2u5lTmPP+9bpjbpUUemk6lOxt2eExII+bLe9vzdflRe39oXAUsqM09rGXLDIR/DIDY5uYjbO3XpmiuucVWOjWDaja6FdXlvGVbmtwrB1OckFSTjzOKFN3oPpJZbM/penajaxyiC1cc8hcYGBg1PZ6LrM1ksOsWkTykYkeEcgJz2BrPar/aChgYxaZwjGTjPPPOf0AqrH7YuL3tf2hfWmnaXA5yiiAvJIv91SfzO3xpffJldYoTV/YPpWsavc6xPqU6S3cplaMsoGT2Bo/wAN+yaz0GLwLKQjBJ5ixdjn1xXNNa9qXG+v6nDLbym1jiYBeSFMkZ65xsfgKZoXG/tNsbxpl1S5vDIx54bnMqkfPcfLFW48jWXgScV4OzQ+z/SLBSZGjiXuWIUHz6mq1wOA9OHLdcSaXHydUF2jfkuaylvodp7QVE2v8Eatp9y3u/bdPD+G2/4kbb57/Gqmo/2fdagydH1eG7gkX7s6eFKnQ7jJB+o+FZqFbdFX7GzteK+BYrFrlNUd40YxusaM4HxHkexPWs3ecQ+za6vWmHCS3Se6ol+xIHLb5yCcEdKpaZ7Gte0FkvbrXrCzB2fxZCQy99sYb4VZfh3gewBvDxcXT7zLa2zOhP8AdOT9N60jBbTJbZenVbmzSHg3VNLsJCWeO3mtEh5h0ADcpAIwe2+az2paZ7S4mhOoDUOVHBL29weRvj4WBj0O1HYZOAZ7tI7e61C4mSMqqYVMjOd1O4pG4903heaazsNGueSEBueW6YhnfOF5enY1quydIjHkxay6rBBK2qah+0ZRce7FDJyhAMZ53G2R5Dr5ihmovDrgmhu2liBICqg5VGCSCuNvnXS9P4+07V7wi84ZslXwI5ecKCxL523G+MUSnuobyQpo+vw6czDCW01sqAn0cD+Rp/UzlC6o59p9px5p8hfR7i7ubdbcKltNGXQsBgHJB/LFaDS34qufBGu8GiMygiWWGdYim+x5WO+2/Wk1LQ+Pogz3Ut7c+7jxbaXmjPvdeVTtjzIrPyx6zBNHb3EjSMg5pOcnOD3qlKxNLybi80vR5UQTazaxFfdVJ5kVlbtuDsdqju9DZdHnivrgTQyZ/eW6GVip9AN6w9hY2LrdXVxbiEW0MsrMFx7xXkVtuu7VSsrzW7DU5xo99dsRBlY4gzYIAA2Gdz8K0jBtXZm4x9jRWd/wtEFNv9vmllcqAYhHuPTt0q8s9uY2B0Y+82AJJicjPpio9K1PjO9itTrHCLXwZjzyywCJl32Odt60y6NbXkeZI5dPcb4eRGHy3z9at4ywr2AiajcInJHp8EIXGyjOPqal0X2hcR6NO7JKYYmPMMYaNvQqwwD8KIDh2V52W21W1kC4DhW5mG3cDpVe50HTEtxbXt1PIT7vKkAGfmTUuMZbHbRstM9s845V1HTopQepjYo30OQfyrV2HtE4U1TAN6bZjtideXHzGR+dcLlj0jS8QxabfTqvd5B7o+AFei1m0jy0GmICMkFpGP8ASp+k1+lld7PoS/a1ubMSWskcytjDIwYH5ihQ0+6kPuwt9K4Tf8d6hp/hNBCkZaUIGjYqQe5z1rYaX7XNfs+WGW5Fwq74uEDn/MMH65qWpQ2gtSOiS6HPMpjliUqRuGGQazGp8D2r3A5dHkiByTNA2FHxUHf6GiGke2LSrkeHq+nSQN/HAwkQ/EHDD6GtbpPEfDOvYTTtVt3kO/hMeST/ACtg1P1PA68nHZ9C0qKbwBr9skn3eSc8hz8wMfSqdxoN9FdG1jgM7BQQYQWUg77HGK7lqdhCJVPIvN/FiqZhiTGXA8t60SvRLRwmaEwy+DcRSQSjbkkUqfz60hgXOx+tduurXT7pDHcwJMp7OoYfnWJ1fhrQ5Lkrb2F7YsQT4uywjG+5yQPmKKSygowpgx07dKY0HfHbpWjPDpdvDtdV0+4PZRcLzH6f0oZdWs9nctaXELCReqghjj0xuaFkTT8AxomHQnamNE3L0yDRAeDLnlZTjYjO4+NI0IzkGgXnIKe2yMKMH60IveHJ77IluFC+VakwEDf5UF1PUbiwucNbq0LbKc4OR1FNNrKCrMtPwJZgnMfOfM0624LsI1I+xx79cL1rRQ63YOff54ifMUTt5rS4UGOWOQfHetPqSomjFS8D6RJubKNT6LivR8JRW6AW8zx+XxrctbwnYqR8N6Y1oh+7y49dqXdvY/wZBNNv7bH71XUefWpFvvB9yQ798DNaY6eG2MRPwqMaPaq3MYkBPQk5NLA7AsepjOQjN8ENSC8Lg/upAf8ADijqWMCg4K/IZpWtoOylvjtSQWZ73juUb869Rw28IOOQfWvVf8gwdhHTr2pN/WlyNs9q8RgVgZiY89sUw5JOKcTuM9/KmkgGpb8gIc71EzdTT2KjJBqrNOi7kihtFq7H8/rShgTkVTN0ij7wqNtQhjGTIPrSbNEi7d2dvqNu9rcoHRxgj+lB+H9Yv+A9WW2u8TWUxxFJJkgfEDG4qwnEFmTyRSCRh94Kc4qvqV5b6patazWhdW6McAqfMUlKgo7Bb8SXd9AklrLEkbAENGuc/M16SO71OJreW4mYOMHDkH/SuS8FcUzaFdrpGrOfs7HCORnl9a7Xp+raVFbK9qDMWGeY7Ck15vBSdgey4S1qJhniA8i9I/scfTyJone8JHUESKa9uY0Ue8sHKnOfU4J+Wautrc7A+DFGnrjJoFJrvGUdzJF9kmvI8+48IjiXHbtnPzqey0MJWfB1lYW/2e3WULnPvOW3+dA+KPZodUgaS2VfGGcHGM+hop4uv3dqzCxulnOyxzXChPqpO3yqvpOgcTrcNNfXNvHG3WOKWR9/PLdKHG8UCwcS1TQNS0C7lt9Qt3jbm93I7UMQkXEi774O1fQmt8Jz6lFy3UAn5QeVupWuZ6xp2r6HdGNIreKLormAZJ/9+lYuFMrtRiYrK+mvGMNnM4ZBuqEjvUh4c12a4DR6c4BXGWwN/nRea91OS/WC41mREMRbCAIM5x2+NBr6/sYNVWK8193gNszlmutucHpsevpT+mkT3sgu+AtflcTSfY4EHUzXAUD6ZptrwadNvory04z0qznJ/exo/ipMPIrkZ+PWuVX1/rl1cTO1wwUuRGSQNs7ep2ro1hxpwnpllpcdzzGeFFWZvByWbkwd+/vVooRisMns3mjUXi8D6lexaVJr8Q1AHeFBy+Icdg3X5VFewcJaVf26XEWs3t2AY4IEVR4mBuw6beZzXI+LV1zjDiw6hoWg6hyqqxxTw27kcoJ3yBscV0/2ftxyVi07ibQrqSNBiK7lj5WX0bmOT8aXWKr9i021kNXC6QRbtLwgrkuAgubgtyn1HQmrs2oXUPhCHSNOhDOEHuZxt/pVbXtH4smliXS5LBIlcODLnmBHmM9KC3Vvqj//AIp7Q9FtBGQzJA0bsp9QMkUJJk1JGln1PWomhVbmGJZG5SI4R5E9/hUc8+qySxINWlGSS2CFGApJO3wrJuvCkrD7f7RdSvGXfEMTqB9BirUd9wJZaUb+D9tX8d8JLUZ+8ygqWI5mGATgZ+I86fVDsMS63Z6VEiahq8ZR2IkaecAgYJ6k0y1bQdZmEulXVtdG3J8VFfnIBFZFo+GLlWNn7LJrlSdzd3kmD645SKsWuuNotyq6dwPothOQWG4DAerZH8qbglrYJhG/414Y0y/WCaGdZYuZXjFqQ2TjGxxXl4rvL2+huNI4P1q5RI3QE2xRTkjBzuO1F9E4n1bUYXlvrW1jZxypcWKeKyH4YYEj/wBiqep6DxxO5d+M9TkhY+6sEYiYD1C8oqVNLYvpmD424H9oXG+tR6pbcJm2RIFj5ZLhObYk5ySMdfKpOGeBuMeDLyTUb7VOG9LMsJiP2y/H3c56Yx2p/FHBOt2V6lxPrd9cIV5g7XLc4x1BQk9Nt6jg4KuL6Zby4DTScuA8jE7fDpWkZxrAuvg0tlr9nbRyLd+0/RzMHVlayiEoT+6wAIZfp8aI6tPwDcGH9sak0V5JGJUvba2Mayg/iB3DD646bVi5+DtEt7opfLbieOIzEcmTyAjJHwyK1VjwcPsb2UifabSQZ8Fhsp81OMqfUfMGs31kaLGg3ONN0ywiu7LTLrVo2UfvoDEBjzJyPyWs/Y8eyXeq2+mwcKx2/jTCMvcTseRM+85AUbAZPXtV3S+GNY4cvF/Y8d3JaTZypXHI/k4OxB8xR1uE4tQM076QtleyRPELhAPxjDHHnjI386SjFPRXZvJg7z2uao9zLHpNlpyxeMUiYwM7lM4BO+M4xSf7a8d3sYk+1TwW7EgSLaRwpsexC5PyNat/Z+9ms0T/ALMWFghMrEqygA8x2G3Xz7dRUB0PQtQuBo+n8WsZZh4TQ20PjO64yQD0GxHT0pqngnOzM3Oo8b3i4tJ9TkVhkSNI4X5Cr+iXnHNrA1jqcEWo2j7NFeNzZHxOT9c/CtjPqnBugCztboXTeKoRBzrgBdveyRy0YkGnx2cd7Bolq8cnLyl5i5BPQEEmm62FOjnd/wACcJaqVaKRtBunbHgnDRFuu3TA79vhQ7U/ZZf2ERup5JriFse/bIXGCcZwN8VutZ4su9NijMuj6eeTMnII+YBB9/B233H1ooNX4gviH0SdIzgeHbmEHmbGeXzxsTtiptopVRyy39lOvvKJrbS75kQKf3sfKDv2J2/+tX9P9lPHFtIP3Fr9mZPDmgmmUxyLv94Z9eo3Hauqx2nEPEcH7P1nQdUsJSBi6tJGEefqP5/Gszf+z/jaK4/ZdvqkdzaSBg080hSdARgZUjt5jOacZoTXsZKT2SW1grG64m0mwt3BeSKe55mhPQ4OPeHTckevnWh0DStAsYLe30L2htKYJHll+xxeKspcgAEAkEYAAHmTRCP2OcU6np8MOr6nYwzwhlSWAtJlT0JBCjOKu6X7A7iGa2u7njm9jltWDxtbxqhUjpjJbFS+WDbTBRZcn4O0HWPCvLrhO6nuSNrtNPMTZ/iOQB9aqjgHhsPJJDoaX1yjcsgvJnVlb1Haujw8PXMcCJdcV6nccgALcyRk/Eoq1Wu+HdFbMwvJluMD99JK0nNjoGDE5FZKbLcTHpwbcxMki6dwpYW6MD4kiB3UY3xlQM/Or1tpcBUxHjWEvnIXTrJdgO2xejiCwuI+W7RIp4jjK++jeq53x+dWraa4RgkVv4iD8fhkbU3OWgSWwMnD2mYzcXWv3hbYjJjz+S4qDU9A0ySO3s7ThydZmkUxyXd0zNsckZ5mxkA71oo9c8Uj7OsbKwysnOAp+Hb86jU3F7ehudFkiXmGCWxnbt86Ld5EV5NI1S7TE9rYQxnYpgygr8+UflWP4l9j/DurTeKqzWBKlXWyZUVx/hIIB9RiujfYbxiA1258wseP1qObS1VC93eSKijJJlAwPkP50k/FjaOe6H7J+CdHnS4+xTy3Ea8qtNK5OD6ZA/Kn8ReyDg3WyJ4VmsZw/iFoiGVmxjdT5ehFasQx3xEWikpH+K7mLMuP7ik+98dh8aIppXhQqI7madx+NkG/yAApqTg7TE0peDj0vsw4qjmmt7a5024h8NRDJ76HmBJ3UKcbY7npUFr7LYtLtWs9c4iQcjeJEFjKvEcdix3+ldmE99bkrLallHdR/Ko5Zre+zHNFbPy9pBlh9dxV/WkhdEcfhXSdAYOmt63diPb9zyBSc4wc4p1zx3w/czPbXGhePKg5S1wyIzYOOoHXfNb3UvZ/p2oXH2qLU54vdYeExMkW/wDdJz28zXNuOOAUsL2HUbyBxyv+7NqAiSnoGO2c4Ocddu9aQlCbJaaDFjdcO39pMmk2UFhMsixuZ7dZUPfYq2CDjqfpQ3XNL468Nn0vUWuIHUhUsI415duuR7x+VJpVtr95bi0PDmoKCGDzTRtGrbADBJGehq/b8PcTWEpvIpLe3WXkPhyTrEEwMEsy5J6dMVvFuLIqzm2oadxRIbcX9zexCF+aSS7uJPd3zgqSAx9N6Gy3stqt5Dp5mknIx9pmUKzZPRVA938z69q7Wk0crJDxLqmk30LuESJLVrhySM4De6M4BPSgt1pnst1G7ZLe4mt2kb3gMqMgkdwcbg9a3jyP+JEOPscbs7/VbOew8K6uEZ2HOTlicuc5Ox/KtPpHtF1eGO5+2hLuKA/i944zj410KbgXQLeOK80bhyHVhGRylr1jtnqFAwT8vnWfvdfm0PxjFwXpmnyAjeS1y3XvkjNbJwn4IacSXSuKNC1jkZrGeOSddvDjLjY43Hark/BTTp9q0guWI96ORDGH9dxsfWs1dcacZXjxQWOqxWobBZIrdEBGe2xI29az11rvFz6lcxXOrXylldog0pIOTgYGfhTfC2nTFcUzTcQcA6tMYJIzBbpDJ4kpmkxyrjr3FCX4Kt765ivDxQo+zIFY20ZcEA+eaXVOMuJOG7y5ijnaSK2umiWIjmDqowc5B753orae0bRrporbU9P8GW7VSPC6nI/WoanBZQWmDnPDGmStNPd6teMqlkUQhVHwyaWHjnQI4muTpl0qpII8zSb5xnsK0ixcL63CsdlqMGAQCrEA/DNU9Q9n63P7qCD9ywLEqe/b+dYSUW8lKTXgrRe1Ume3S0vZoYyp8ORJeZRv0IY/yrXad7Srs4S4S3ufPDeG/wAe4/KsBLwdKsr2w07m8PHL7nzz0qe34W4jhJMdsPAJPuykLyeoJ/SsnFaiWnZ1yz460S5C+NJJbHv4qbD/AJhkUahvYLmISwSxyowyHRgwPzFcUt9MntogLjWrKMqBzDxQ4z8BVldV0nSB4j65ysvUwIw3+O1NKWgwdak03SbmQyyabavJ3ZolJ/SrC6fCo9yFF7DCiuWQe0e1WRbeHWp3bmUYkCqHz25sZz862Ok+0TTnjWO9t5Y8bcyN4g/PcfnVPkUdh1YbveH9O1FeW7sYZc9yu/1rI6xwroulkiHWZLUncQzNzr8ubJ+hxW6sOINJ1IhbK+hkc78nNhvod6uyRQ3EZSeJHU9Q65FD5Ewqjktzw5xBCMxWaXEZGQUblb5Kdj9RWc4hsblLBra6064hYe8ryJyqG9T0/Ou0alwzpuoHnMl1BIOjQTun5A4/Kqa8LWPgG2uJ7u5jJG007NuP0pxfsJo+dzZTKitJCcEfh3H9KaYjGRysQTX0Hc8C8OXKcjaVEP7y5Df5gc1ntR9k9k+WsLqRe/JL74+v3vzqlLwxdUcjh1LULfPh3LgDzPMKuWvE90QBcQI+Njy7Gi+s8EX2lsyzooXPukHBb0wdvzoDPoeoWpE7xMitt7wxk/HpTTjJ0hNMMRcQafLtJzxn1G35VcjmtrneGZGPoaykkFxCeWWIg43yMU08vYFD5in09gNmsQ884pxjAJAFZBNR1G2U+BdN7vQH3hmrttxXdEAT26PtuV2NLrIVmgMeT0r1DhxNYke9FMD3AXNeoCzrniufIfnXi8pOzbGkCtjBFeA6kttWGTgfqJ2RO02dmNRTzmGJpGDbDOwyaskbdO2Kgk3HLjqKWyHzT9zPy8UwsSIbW8f4Iq/qQaDftae4u5LaVJbeG5wUdpMlX+XY1pZtHthM0oRvfOSM7Cop9Ks5IyhhU7dc7ipasv60FnNmZxcozw3E8nvHlbmJOPUVWaIxs4BYhhg+o+dFLq3kAZJDmeEZJ/jTz+IoZ9q5/cAZ26KM7YpZeGd3Fyrkj2Q2xtbqC6Mtm/JGdwHBOfTCg0T/AGvGCwaYAqcMp7GslxCbmbTzPZyESA4XDFRkHpn5VktIl4hmupmu7bwxnBCuWz65rRca6uSLtnRb3iTSpbhbGa9AnLEJ8QM/oa3vs/465Amm384KjZHJ6elcHngkFyk5ZuZGLfMjB/lUGmcSajZa8ZI0Y2wIjceo3yPr+VUoeBJ1k+5dCsn1ECbcx9cjvWg5bG3HI8sYx2zv+VcM9nXtGkvLSPTLm/YxkfujznB9DXTLa4DgHI33qOiia9rDOocSaTpbxRyW95cPMcItvBz5PxJAHzNTwa29wmYNO5R5SSDmHxAyB9TVNNCi1q3e3vIFkt5Bghh1+FSab7MeF7J1kttGTnU/eYs5/MmhR9wdlLiLiy80SJJpLnTLfnOAk4cs3w5Tn8qFyazbcV6czta21xGfdYchBU/HOa6LBwtalxL+z4i6gAMYwSB8avroDupQwKR5EUUvII+S+MfZZphu31GS4vo4CCzpb4JPphs71zx5/Z/p7MkXDGuahMh5T9tuRCNvRCf0r7l1P2a22oxMGg8InuvT5iuA+1P2PWmizNeyXVngkDlEyiQ5/uE5NZ10/AX7nEzxhpsfJHpfs50kMWAjWZjKWJOBuQN80Wfifji1YpFpeg6OV2IFuodSf8RYflWk4d0DTdPuWguuGxdxt92VoecxHzGdvrWz5pLOULBw3FdtyjEvOFGPgdxWT5uuEjWME8tnJkn9qmoz/aRxjdvACB4VvYDl69jGq/qavHg7jbVbgXFxrmtyjGGjjJiU/IvtXVX1XW4YzPLpuk2MSLzNJK5wo8zkAD61Rl468GdrO44z0u3lHKWSLlJUHoeu1P63I8KILjivJnuH+EuO9MiNvFZ3E0JOeW8nBI8+XCn6E4+HWh8/DOhapqMttcaemn6lEwM8UkZB37gAgY9RWuseItP1q5S0HGs8kkviFQD4Ywhwxzy9AcD50I4ouuEtFkXVby3uNTuYHCJKLth1PnzdPTFR25G/uVB1jWCG14Bs4rlI5dTtI4pDypyooYt1HXJok2h8GQxRRXetcvhIEEULlGOOpPJjcnc486Cab7T+Hr+5RL2xtrIo58Mu/iFSOhLFQB8iau6hxXxLpN/lNPsF0l0Zhd26YKbZ9/JwNu/Sm1N4bBOKzRNHpWlXkzW+n6Nqcen9WneF3lmP93n2QepOfStFZ2Wl6fGkOm8EuQu/NPMoJPmdyc1h+KOMOJLvheRdIdDOWEizwSMJSM/dGMDFc40/i3ih9XlmGq3FwQywhJ5WZQe+Bn1+O1EeGU7Vh3UXR9Fi/wBSiXC6fo9oM/icyMPlgfrVS7vp7nC3GqWagY2itR//ADE1gNH1TW5LOLUddSS2iFnLLKojORKG91T3AK9/OpETWpdftbFWMFpdgy+MMyqrDlwjY6Zyeh7VK4XdFOaRqLu+4avLtdLupOe5KF1z7vug4JB+dMmfTLCdIINCkkQqSJXbKDGNu9D20SBtZh1GW0E6A+EWQkOkPKc4yeUkthtxVnTbG40t5LaCaWaz5iYln3fB3IJ+OflVderoluyRr2FpPGXTbGN8coYxgtj402fiMx3MFo9yqPcc3hhV290ZIq6dIju2HgRMjN+FhgZ+NUL3hOWW6gmnhUS2rFom59lyMHp6VUaeGS7MZrXEOsWlhPLLxDeTf728BKZHJsTjA7YxuPKgA1zWLm1Ef2ucrylWJDPkZ3JZ84+IIroN9wmZ5ISur2kCJOZpkCGQvlCpHUY2Neh4P0hLMWb6lPIuCpMcfKxz16gitEn4df0JYFtNcvdInytvztPMV8MNhSniLH1898+ozWkGi6PrFwLhLNob1OYiSFDz5YYyyjr6Hfp1q9HZ6ZGABYSS8v4n5Rv57VKNSt9OmW6iSK3ljzyvz7j50NpIMmcThHVrDUoIL/S4NVsyeRzOxEijmZgeVhge8Qd89KNf7H8SxTXuoYgthKENpGZUDIVU7nIVQCTsVz0NEeHPaPwff6nLpnEl9Mbu3wS0Mpccp3B5cc2MbnGceWN6MQPHe628Wl39hfQXEf2nTJklEiXcI+8o7c6HqvXBB+GUnbyWmzNX3DV5qhZr/UNOSNo8e4C7hicsThSDnp97pRTT+EUktYLKG41GT7IwKS2trlnbHUkt7u1ae01yCCSRLu0gtZIo8KBFjMm+R9MY+daHTlaKyhSR5mJXmYLhVJO5II379zSc6VMOtu0DdHk4m06zFu1peXSL92W8kQMB6kAE/Mmpbj9s6mn721swq/i5i3L81yBVjUNfstNmS2+zrcXkwJitovflf1x2HqcCqx0nVeISkvE1zHb23UadAx5D/wCqw3f4Db41njZeWBdPn1PUL77LokLX0MbFZ7tDywRkdVVz98+gG3er8kcsVyseqzXcGTheXAB+eN/lWphtre0hWG3l8OKMcqpEoVVHkAOlJNbW80RW5iaSM7nnOx+tKxga207RHUuJZJvPxJ2OflmrkUGiwjkitYv8uaGahpukxyc9hqsFs4O6GYMPoN6rQ63LbuYZ2hdV/wC8j7+vah9vAYQdurfT7u3Nu9mWQ4wVHKwPYgjcGhy6nqOh+5qqGaz2CXbDdPISADb/ABdPPFUtS4x0XSLY3uqamtvAD9+Rgi58snvWV1b26cD2cfhPdPOsgIA8Jyrjvg4wRTimw/BookW01C74ddbdLeZWvrKTYgIx99B/hY5Ho1P0m1maBp7S7wxOy9QV7HPxzXGNV9oXAeuwS3i8L3V7DasAsdzIVij5skKq8xAGe2KN8Ie0vW3ubbTofZ3q6aMsfhhtLtnm8IdhnlC8vzrTpSwybt0dSXUi6zRJiaaH3WHOQobyJGadbafHMwutVZJm6rGSREh9B3PqaqR6i7ACy4O1OQE/euZ0gA+IBJ/Kh+p2PFt3OL2wSys/DQj7KLh5Vkx06oOU+oPxrPDxY9Gsa/sU9xZY9h91Bk0v2qVlHg2l02enuco/Os5aX2oalatZ2t9dWN1Bjx0WNFljPlhwwwexHWlj0eGWQpf6xq9y56rNeugH/KnKKf2rwCTDVzJexJzS2MUKDcyXE4UUEuNa0J3KXOv6OJBt4cEhncf5d6IxcK8O5DHS7JmyDzyJ4jfVsmicWn2VsubYJGB2jQL+lJS9kFGSi1tv2hPawWF9PbRQoyyR2rhi5LZBD4wMAYJO+T5VX1u24j1azWTStYuNDlDZIlt45gw8jueX4itTpMQknvbpoS5lm5Qf7oGwojI1nGSJ44Yhjq7Ab1abTwhPRw0ezj2gavO7637QWjjLHlW15327ZBKAH5Vo09kJaK4eDXLqW4mTCtPCjRg9jy9foe9dAu59DKky3kOR3UH9RQ06naxZ/Z15PKR+Hw+YfXtWyc5PDIwkc+1H2caxpNqrvYy3SxcjfuHMpyuRlUwDnc9qzt3penme30/7Otu5YysURUdCN/eyM79MV2S24wtmuTZIIZbpELNGGyVHmQOgps9mvEzq1zZaUGA5Q7qGkA9DjP0NbQm0/vIccYOOGN9OlFvYXMsP7xWZoyc4zk9O3rR2LW9Vkj8O4tINVjIwoeMBsfHoa6LJ7P7eKBjbXNqsoG3NDkfmSaymvabxhpUeLaHmQHDNbAMMefTI+YrojOEsE0wQ/BWga4BKNHu9MmPTkB5QfrQlvZZqUOowym8t7i1WZHYPs/KGBIxv5UkOtaja6bcXup6hNLyMXZTkFQTgLjY1PFOi6pFHFcSRzNHJKQJMnPKcZ+YrROWrIpMBcR8DaGksk+t8TC3dpWlYRW5fBYnrnp+VUJNA9ntpLBdSwapqMsQUK2UjUYH3vwn6ZrfRapcNEEv4Y7tMfjUc31FCb7hXg7UJhOxlsLhiSQWyAT+fyNJzbX3MOq8GQtNY4Vs7iSDh/gu3FyRkCZpHlPyYYx8Gp+oe0rU9EsmZ7CzFxzlUgtBzco82OwB9BmiuscE6vZWjJw6sE0DD3/CGXl/xHqc+QGK51eaPJpTGHULSW1OWJXlACnruN8bD06VFRlsMo1Nj7ZR4kcGuW4DyqGBxjAPb/wBijy63wrr1pLax6mLeQqVYSNkofrXKruzhuZIwyLIPcwc4OO9T6ZwRxBqV/Je6fomqDdiWa2dI2JB3DMOU/I1i4RWU6Hbe0dD1LgTxIFudEdXkIAPK/uP6n+orI6vw1PdKbWVJ4LhmBaOQdx5HuDV7h/hL2oaWzl7yC3UY5Bc3QAG/flyelbKLXINOt1j4w4l4ekAOHRGLn4A7b/KmrTpAkcX/ANm9UjuhaC4aCW2dpC497lGBjy86NWlzxBYSJBJdJeOBlv3WCRn0O1bu7T2T6khure8e2Q5LS2/MiMO4zj9K0FloGgxWyvo9rb3UeAOYy85Px/1q3Lt4CqMPo91q11K0lxyosbcvJjv33rWaVxHxJaAfZ57nGSORgWXb0b+VN59USN82UVoQzAKsQUkA7H6UIjutTksDczXLsGDMMnGBWfSMmHfxZ0Sz421EKPt+nwtn8Sv4f9at2vG+nXN0Y7hoLIA4Bkdnz8wAB9a5HLcTLowMjsf3BZjk5Pu561Xhkv8ATrRZJJ5LiEpnmJBZNu+eoq1DFxKuz6Ktpba6iE1tcRyxkbPGQVPzpzxDGBk/A1wO01OWKL7dZzyxqwDGWGTB+eDWl07j7iOyUI9yl0g7Tp731GD+tSu3kNm/n4dtJLpbrxJgVO8bSFkPxBoZqGk60JMWlrpU8THBEiNGcfmDVWx9pVo+E1TTprcnq8Z51P6Gj+l8Q6Jq0scdlqMLu52Rjyv/AJTvTTyDMxecBDUBG729paEZ51hBYH4dKHXvsnheEi1njdwCQXUqfqpx9Qa6Mb6wWUw/aomkBwUVgSPlUhmhxtk+oFaVWSThmpezXVLVOaS3kTH4h+8j+PMvvD/L86zEmgX8Fw0capKx35EcM+f8P3vyr6WlugEISEH0J61itcsptTu0in4dSKNmwZ4nD4HmRj+VHfAUcWMUwJBQ5HpXq6tPpujCVhLrKBxsQzEH6V6n2n7B9vuaoJgdMimeG+TtUsLMRg4qUqenptXMeRsplW6AZ9aj8KXHSrxXA97bFJy7Zx12pbEl7lPlJ90r0qCeFVGCpB+FETyj4Z702WEOmRQyWrMzq1k0sfjQDE0XvLt18x86xms2aq4vbYFY5ycrj/hv3WumzW2B1z8qzWr6fHAZHkUm2uMCUD8DdmFS8Oy+DkfFL4OVXegQzXw1MzSIEIyviHlB88VBrV/FaW5WCaKQDZyjb4z5j60d121ksXltpFDMBsexB6Gue3rcStfQR3UwktQMgK22PIjzro43e2eo3eg1drZWhjeyvmuY5DuF35Se+3aohbqsjFQRzHJoYk8+nTCIvEILmb95lPuZHUdsE1ZS/sYrkWMV8kz5OMOCR6U5xb+5FJ1g0Wg61caRcr77eESM4O6nzFfRvsz4403VDBbazdmMKM84Qtzj0A3zXzACrKCCAan4e45n0PVmtZlYQRyIquG+6WBOfhtUR9h6yfoRDxlwzaQKtlZ3M5AwOZAg/UkfSmSe0CfBNppdsh7c5LY+hFcR4F43t9dtUgkmUzqoOc7MPOug2KPdSLFCpZj2rGXZOjVU8i3/ALR+OLW9MNyJ5I5CfCXTrJMEerHLA1as+Jdf1YYuYtct89fG90fk38q1Fhw1cBAWhy3maKQ8NynGcD5UlaDZyq80ziq+vjPZ6WkADYEtzclmYeoUkb/Orl5wldXNupubSFpOX3wm4z6EgGulzaXp9jhr/Ube3/8AUlVP1NQSXvCtsMyarHJj/wAMF/0BpVgDguu8O6hpwf7M0sanqo2I9RWF1Z9Vg0+4FtdTyTBGMecnJx0r6cveJOA7mQWM8F7Kz7KTbFVJ9GbFc94u4P0e7LXXDi3EUpOTFMFCsO+4J/Ss5wbRSlR8xXWi8QDSmvE5pLm8fkukUMQSzdMeQO+/SrE3Ar63dTX1+jpPDbRCLIOzcuT075yPKutz6CkAktLiRbdmByAu4z37ZrLvFw1wKJrzUtXv7trxlXaMdQCcAnA8+9awn5WyH8gTh+x03RdKTXpGcvDG0RUx5KMXJdR5+8foBV3W7y3k4MnGszqLo2hd1xy4bHl8a0WjWHD1/Dc3Njo143igTFbgyFZM+97oLFAcnoN6vwCe5cvZcHyPKAAHliRCR8WIqZSTvsV1wcZ0rRXu/FfSYWu4gwKSeHzuw7dBXRuDbHiKytuS7spzaHmCxzKVkHvHcc22OXl2ra6PZ8ZXjBbnQUtE5gBmVWwO593atA3CmrsoCTeGT3xjH1rJfR45OUVljUZNGKPC/gM1zYrDApLMY3PKrscb5AODtVLVeCrHVhC1zdJE8DiTmiTm6dj029K1Grey+K5X7be8VPbXkWWhlZ40CehAUEj51j4NUtrbUv2PxR9jkuoGIhnR+aG4HmrDofQ4qociemKUL8F+GG0skl+1avd3QkBAwiR8v+Hmx+ppEvdBZ1vxEsj27pHEz3DO5kIIHuJkE45vOiF5LwfpVpBew6ZJEbf95IFjDKxB+7kn7pBNTT8e8O6ZqLCy0BrmR1jEaR7lWYdCFBy3QfI0PmjEuPE2h+mve3rnksjycvMpNu0YI6fefr8hXtROpWFq88iukxl8OC29zmuCeycoYn6Zpj+1LWZoZv2JwsvNASJHaNisRHXmPbHlWbXi/iHTtQa6uNSsf2rMjP4ssiPKqZAKoqhig3GwA9awfO7wjRcXuzaWHBXEmuXEN5q0UljbKmVt0mfxHbzk/CB6Cjk/Bl2kRaS5gUAYAkwAPzrHLLxlqeftfFN8SOq21nLg/BpDGPpUL8J3962bu81WXP4pLiOP6jD1D5OWTtRH0gv4gwYrdZJLeflZkOCAylfqKGT2dxbTEOnhqd17gjzB71PY8N2elv46x26yqPvzXUrn6KyL+VR3fFHC0EZ02+4iiMhLA+CCQjDrnGeX5mt+NTatrJnPqsJkQtg496Qg1Q1DSLaWJxMw5QpJLHoPOik9zpek2AvIre+1SJkaTnjKuMKud8Edcdgdz2FUrfiHSdYtBc2Gm23jtACFuE5uUNvytj4edadb2Z5RyFOCNU1C9vr+z54buzuTEvhnLNygEMMbj735US0TR/aTFfQahY6XeWOrWEwnFx4RSC4YfiYHYPg4yBhuhrrf7alMYVUjRgOiLt+dY3ivUeK4lQ2WozsZXSNBzcgLljtsRgYxj4b09eLKt+DaaZxJxrrUlpDxPwlaW0EbE3FzDc5dvdwAI8HG4GTzdztU+q8YcP8ADzvF/thb6ZbupXFzdxBgfRST0rgjy6vqt1IupXVwZQ4UozByD6E7d/Ks7qPB+p34SMTRJAhK7v74PQ5HyqE4yfWmqEs+T6q0vizQrCwOp6FEt9HLHzvdIWnknx1OVOW37Ue0/X5NWtRcpxBp9khALKyhJF9CHGQa+WeCtJ4s4GxcWuqrNauQHhCkq2TgYB711Kz4i0bWrRHulMLk8hbB91hkHOOgyMZ6USgv4S06dM6pPqugRAm6475x3EDFvyUmqkWuez24uVt/tl7fSscAu3hqf+Zitc2vNHulj8eydbmIjIKnfH86zc2oNFdPaFWSRFDsWB90dM1hJzWi0os+jodPhGDacP6ekfXM90zt9ApH51Hq4vYNOkhjjsIWuUMKiK0PMOYYOGLevXFcM072l8V8F8pj5rmzzgJJl4m+B6r+VdP4Z9pFhxetvc6hDLpzxTYdJVPKSFyOU43GSNyBuMUoPu8hKPVBuLgaJbZLf7bcScsaxgOkYQgDG4C5J+JoNe8DWdmXOpcOWeoQk82XTxAPgp6fStVLxToEK7X0spHUJGxz9QBUa8UxTj/ctDvLgDuVwPjtmtVGRGANpNhwrCoi0+ws7Ek/cht0TJHwFaKK1iQcqq7jHftQLU7h9QSSY6DFblAWaYS4KY7sc/rQzh7WNb1OF5NGS6e0XpOUxG/+AtjPyFKUXELTNyix5wLbGPOkkaKEZmngiPkWANZeGZrqRotW1W6t2/hxgfzx9KJwaToKoHLtck92cn9KaUfIWyprr8P3QW5bVjBdw/8ACuYBl19Dthl8wdqGxcT2TQCDUrEz3HieHE8PupNnpgMcqT/Dv8a1EMelwjlg0+LI6fuxn60t1Db6nA9nPZJJA4wUcbfH0p3EWTNLDrzShrPSLmBPKR8/riq17xBqrS3Npbv4TWbrDc4jBKsVDAb+YOdqJNc65woAs8k17pO/70AyT2o/vd3QfxfeGN89ax/E+uaHpGtScSXmtW8Wl65phXxi4C+LbuCr/wDMrsB58lXFJu0hN4NBpMDajGQ2uOrFiTErYb44NE4+HdIQ5muZZG7kt1oRYWXDWvacmpadqcMsMkYniuoJQyFTudxtscj6VQXX5dOWVoNStri1AISe5wqk/wB0kgtj0yKpuUtMWEsmonPDWkR+PcRRKoOAW3JbsAO5zUDy63rSmKzsf2XaHbxTGPHcegOyD1OT6UJ0fVdFhj/al/JPdXgGfGkXxOvaMKMKPkPUmjA4l1S7QS6XwvfTRnpJPLFbx/HJYn8qltodIIadpEGmRGKwto4efd3yWdz5sx3JqK60BLktI7gMepjGDVI6nxAwLXF1odjj8PiSXTD/AChB+dCb/WQhzd8Z33J15LO3hgX/ADMGatIxk8oTrQWl0/WLJh9kuDdL/wCHIOtLBxNDFL9lvbMQTLuR978uorIXPFXByDF1FNfsB1u7+abPxUEL+VDX9o2i2BK6XodpDzDGYbVEz8zvV9LxIV1oO8eatwbd6Zdm9gIu442eKWO3OeYDIy2MEZ69a5G8097fWuowW2qjwziVbaNHJU7jlO+cnrkDY106DiXh/VbeBYbuITTTRxzQ3EPII0Y4ZskkED4itC+jLE45YRdQEe74bFdvgDW/HyLjVESi2zDcP6bLqUUk17NNpcXN7izwgykfANgfrRKLh3hd3KC71C9kB+7EoH1wCR9a1kLaTCSg0uJXGx8RckfHNFYxJLGPCjiVRsOXcflWPLzN+CowRk7DQrSzYNp3DEwYZw08zZPyZsflUlzw7JegtqFjYKFBKhyXYH022+tag2chbL3JGOoFMa0tADzlpCd8E5rkfI7NeqOYRNGt5NplrZwaZqKgsIzCmZVH40YffHw3HcCsvr+lcfZkaPWpZQAcLGgGPoM/lXa9X4a0fW7YW89u6sh5opojySQv2ZWG4NZ9xNps66XxfHG0LlY7bVVHIrk7BZcfcf8A6T6dK2hy14IcD5p1XTtaks5mvpr0ySYJLOdu+4OQPyNBfsizWUMMkqTAlmHbJ6YOSc4PlX1rqPAaTRFgUnGOkq4OPQiuc6z7G7CFVSK1e3RQVVc5UZ365z+ZrphzpmTgzjF/brb8AnncQEagiKQds8rnGapW+s8WaNJA+k3rsvhr+LZj8eldS1D2d3h4ek0izdJM3CzbkcpAUjB+vlQAezG/YrM9za6eRgSMjscgduX7tbxnGUar3M5J2Lpvtd1i2ujp2r2S3MZYKrv1OflWjs+N+ENYs3tZHaxdkKME3A7bf/Ss/JwrwhaypLf8SzSMsnNywAYJHY9f5VW/aPs50y48XTuHpLqX3j4smcZHxOKrqpZSE17m4u9Ktb7SJLXSLmGZmh5E97Gdqh1PRLj9ntDFGzEqE2HbvWXXja8gt1ntdHs9MtzGXUTKQ5/wqOo9elUrX2oa8ly3jKVt0Us3MilZB9P0pfRk8oWFpmmm4YcQ/wC6zrAGwJA5wrfH1qe8GnKHhutRUFeUMEGSCTtVew9oHDWuxhbuNoWVlY8pwAQdiR5ZohqWl6fr8KSaZqFuZlYMkg++MenerUKwwcnZTbVNHjtrmaKOaYW+Ays2AScdPrVI8ViOyS4g0+CIyyCONXyxPmflg1JqVte29q1re6RNzhwZJoEykqgjceRx2NZSPVba55jKjwrZtyqJF6kuC3wIGKuPEmraBTOkWevavpK+Nb3fJGPeZWClfof5UftvaY0TpHqNjE/ONjA+GI8wp6/WuXajqGp3EEjQW7Q27Ly877FskdB/Wq3iixST900kvI7GZz7wwNqx+it2UpHd7LjXhu/5QL8QOfwzjkI+fT86MqscyCRHVlYZDKcgj0rgdrcEWSTOoGYwzA/DNENFvtWMUcumNcRs4DYiYjr6dKycZLJaaZ2z7NH3jGfhXq57Fr3HSRqnig4H/eRJzfOvVHdjpGqgIDkEVcHnVXCjGBuOtWonJXtUHjUIynOcZ3pOQ53OPnUpXsTimcpB3PypZoBGUDypv93se1PbodulRn3eo6UvAnRFLDkkg5odfWqvG0cq5VgRg+VFdnXFQy24budqNktexzbW9KM6fs18eLEC1q5/Gv8AAT+lYCeEI0kEkS87Hly2xQg12zWNKjvLcgErIhDRt3BrnfEWkvcxyagkfLcRHluUA+j/AANSn1dHX6Xmp9JHP9RtJI3aJuXmXKkjBB/qKzEGmaHw3IbpmJnlA5SOoOfugVu5IxIqxJbhpAxfIO7DH3d+vT86paxq/CtzZQiCW2S9GGWJohkMpzgj4iuzjTadHbJ0U4n1Awh73Tbu05s8njwmMuPMA0JtI7iSBxcxgzMx95huPKtNrntAtdb046cNEunu4lXmuVcGNH8wSeh8sUPsnW4jD8y8xG4HY1l90LtFJ3gIcCcR61oFysFxIVjQjw35vyPpX1T7N/azJHFGiW1k077GW4DEg/w4BA+fevk2a08RSm/vDBFaHgriC40R4rO4nJCkBXbuM9D/ACpuXfexp9T7ck9oGvXa8ouY4B38JAPzOT+dUrjWb+/jaK6v7h1kGGHiGua8H8Vw6tbLG02XX3cnqa6Dw5ptzrd2Le3XIG7N2ArBxemaXegFb6TxLYXTR6FplveI+W+0zuecehJYfkK1GlabxOw/+9LXTUJH/cyuSPkV/nXQ7Thizs4lR5BsBnFWxY6XAOZiuB3JxSSrCCzk91wBquqTmXUNefwicrDDDyqvl33+NHYOFJY7ZIRcSysgwHcbn44rVz8V8EWEv2eXWLDxc48NZld8/wCFcmm3HHOhW0fNb2tzcnssUGCf85UU+oX7nOeIuBrq7gPiWpJXdZFGSK5HxBw5c2d0n2qJvFgfxIW3A5h3B86+hLr2q3cUyRLwXfiFzymVmRuUefKhb9aGcRz6bxJaPHcaNahnHuyjmBU+exFS+NyygujkGlcUrqdxFFrM/g30CGOOeQnlZf4XHxH3qXVeNuKtJkeD7BYRJF/3izxcpGPvAsw2+VT61wVb2c6zXvivEOssew+dC5rXh6BWWPS0nGMYmOc1xy4JN7o3XKktAV/azql0xafi2wsouXmLFyceQ9xTv6UWsRxLxLph1O34nklRgCI2V4mYHyyd6xuvcYa5wtIw0ThPR4YiCRLHAxKjfqRyitNw/wAT6pquj2t7eP8Av5Yw0gVcAN3x6VT9HDpdv+olzyvSLNvwjLdXLm6m1TkMbEc0sYBcDYYxnc7ZzUNvwPG+mG31+w0iC6mQhpWu53dT25QWVRjbtVDi7iXVdItYdRhZzawuZLsDcmMKdvrihd7wbpM95LrFuy2txOiCVwSCVDq5HpnlxV8fBx8eSZcsp4DekroPD3Naanx/Z3cPKQIWCll/5uY570Wtr3g3iOwa2sX+1wW8pdvAkCyc3lnYj6iuFpb2k1zFdW9yLsymUujsCI28Rhyj5AH51oOH0mXXYUt78WUqIebl7+9suO+RVNTc0nHHv/8ACU8bOmaTxbpGg3UemWPC91p4mVsGVs5CqWPMcnP1PWrMfGF7qFjDeaEtrbpcL4h5osvg9PTPxBoZY3mncQxrHrVgYbm3kkjhkcY5jupZD6jO3X9ail05OGr6XVGmKab4Cq4AyqkEBfUbVpS87E7/AJFK44k4907UJbu/1KW4sgjEIkKIqnlON1APXHU1DKeLdUtJJF1O4S5t7LwjH7xFyzI3vKfughivXG3faruraz9pvrHTLSyjubW7Ia4lYFlEe/QDvkDfpvWjtI0hhEdpbNyqMDlU4ApttJC0V2tbq+Wy1GUXFpexQqkyQhWin93fmBOQQT1BNCbbgmJLbWYb4m4XXJmdmDFWRSPeIO++SN++DVy61LjP7Xc2lhwtLPErqsMvOqqVI3J5iOho3e6DxBqMFrCDADbm3cNzsCzIQz5AHRmLjr0IpRVeQ2AuFeGrjha2S0i1GSaJeiN90j4f0oyNO0W5lkeFEt7pseJygDm8sirZ4W1KTTHsrzU3hvJTL+9QAFQzEqFU91BA9cVZTguyeeO/aGZrtYliklRmQShR1Zc8ue+al03bZSTRnb6CWxuooHhlKygnxVTKLjzPbNAuI9DfWbNbddSmtnR1lSSL7wYdOtdIsoftV2NP0jT5dSVDyzOpzDEfJn7n0Gau32myaZIPtOmJbq33WVNiaTn1dA42cLg4I4mlabwr6FjKc+Itq2QfMe9gUd07gK9jsItP1CKS7+9mZwFIzvnY+fl510XV554LcPadzguqAr/pWXmTWJoSP2jcvLyOqt4hUe95gbEjbBq/qd1kVdXQHtfZjJaRuv7QmwQcCSQFVJBwcYHnTrH2exaXpsFmutmOSAlvFROZmJ65yaGahYcQ6FpFnqy3PjXemWwjmZiWaVOcO4z64PbO9ajRLq51G61BbkciRSoIQf4TGrH8yfzqmqVpkly2Ol6UUU3shL7bIQhPl5A1Rm17g7Utak0RrSI3sYCvIw2JIzynB64opc2UMsTJMoII97vmucNp03j6vqLaf4MsMxSGdJDzSFQOR2HcD7uevnUqCnsdvwbjVRLo1q02naLFPEoz+7XJA/w96D8SXt7O8FnZatNp08dtHLIsaqFYuCwDbEjAwNiOhoDae0+bS5buHVbG9N1HKFS3gt2fHujPNt7u+evnWwh1zhrUys1yIo5p8Rh16nHQHvt60ShOMSotXZgbPjD2lcCaiLoTC5tJHBk8RmnikX4scp8sV1nS/b9pF1YoNa0T7BeyOFhSeZfBkydm5mOVXzJHwJrMa9oGqWdq11osRu4iyBooN5OUnDHBOMAb7b7UDuvZdNxXK72lk9tdR7vIJQF/5g5BrmfaOW7NLjLCVHebXh6fXxHqWvanb30LgNDa2zZtF+H/AInxO3pWhEAjTweflRQAAmwA8q+e+EOBParwrqBnteONHsbUOC0DTSXKsPWNUIHyYH1rf3mo8RSr/vntCnt135xp+lwQj5NKXYfShOUvA3S8nQZ9N068XlubcSZ6Hv8AKs3qulQ6Jm7t9agsgdwl1MqAj4t1rIftbhy1bm1DWdZ1aRTubzVX5Sf8EPIv1FV5ONNCtW59P0OwibsyWis3+Z8mtIxkLBqLDjaK5DRmWCfkPK0kDhh+W30qtrHtHi04+HBpGpTtnCt4YVG+ByT+VZW89o2p3SGFnkaM/gL4X6AYqh/thfrys8CNESQUUnm6Z+GKf01dE2aCT2l8ZXLf/d/CkYz0+0yEj9V/WsBe8A65q1kh1a60+z5ZjMPFkLBfeJKgp+Eg4wSfQitHdcnEVsTpmrz2E5GAh2Gfh1+hrCa/p2v6Fw/GNfSSTwLku9wrmVCm+GLdR1HWtuFKLpNkTbaD8Gm2NhCNPuOMIBAzMzWtkHEchwB73M7E4+npVuG04YRhk3E2FzknAx8sVz3SNRi1LVYIorS65FVyZTGRG2cYw3yNbO7ubTTLFrm6RguOQcvU7E/yrSacpUyU0lsP3HFcdhbR2lmnPBH90O5930GaFxe066S8FnfW0a2rHCyQv7w+IPX45oXYQz68JLZbNiy30ltGI8lioX72OvnRhPZZdwoZ5NDvJPxHmQk4+H+lQmoumO7WCa4dtfR/2LxHzSgZ8CR+Vl+m4+lZrUYdftJfDudMuWboH+8p+Y2qxaLYwXcx0rlna1fw5oRjnjcDfB6g79DWnsNammj91RNGDhlcHIPkfKtXFMSl4ME8OryGSRo44fCQu/Owyq+ZFTjh3UHhFzNfKEKiQFenL1zk1sZE4UvLq5n1GB7d2RbeduflV0booPQdcdBXTNI1ThYW0dmujW8KonIv7sMpGMfP5ionJQ0gVtnD4dOa30jULtg0qkRRqcghuYk5GPRfzqlp/HfEvDcqHSLyaFe8TZePr/C2RXY9bteGJLlrfwkityAX+xxiP3lyBlccv4j0xWXbgSHVJHWws57lOY8rrb4OPXBI/Oto1KKwJumM0n27W19ywcW8PKyquWuLTqOn4Sf0NbLRtW4V4jYf7LcVxicjmFtI3K/+U4P61zqbgnRtOeRL6xvC+CrRSAxn6bHFBLqez0qVV0rg+MyK2UaQczA+fepnx1p1/calZ26W/wBW0ct+07aOVFO8iuMn/wB/CrUfE2kPb+NJzx+hXf5Y618/ah7RdTsZBJMttMwG0KKSFOPxPn8h8zRvg/2q8LvaNa8RWVxHOSDJdO5dATsAAuCo9AD8TXLyQjCmy12Z15+KYp35dM0ue4bseXb8smq93NxFq0EtnLpFssEylJEuACpHkQTuPlQnR5I9Tt2uOEeJbe5iXcxpKDj0I6g/EVLJrV1p7ka1DMi5wXQ5H9Ki1uKHl7KeoWeu8P2FujajNJYRtySrbO0skCeYU7so8gcgdAaIWWh6BqEEd6NUu9SjkHMrB/dI/X86sycQ8NW9o13dX0McS7s0rhcfWuca37SuENF1MXHA+tpLJdMUu7KGMtESR/xVzgBgcZwd89CauDnLCwKqywvxBBHb8X6DZafamO0kNw00RYnxUWM5Y79FOKN3vAsF4pflRM7gHcfWuG6l7ROKtO4ysddfWRfR20TpFHdqiQxo/wB5Ryxo+4/iBOemaIal7edfvLVtPsJraFB7gmjRs49Obv610Pi5E04vBClHTNVrns7sEuxZmKE3MoLKsXvOR3O2/wBayF5wJNpiyy6baoZgcCZl53A+AGB8wTVfT+Ipp1bm1Sfmn3kJlPvn133oxBfSW1szw3kqkb5T3j9K2hJrBEkmc91bQ9Shmm+1lpZXXqd2x/78xQaCxkSOcopjLJygk7dfPp+VdwtbwarGryaa05IxzGPlY1LPwNZakhkaxMLN1DbH6jeuj63V5M+nlHDNDsFuI52nuokDYTn2BG/mNqJrpOpaZzSWN+XLY8PJ2B88113RvZHw/cSvDqmoNErNnl5Mc3pzAfrXQNF9kfA2lIGt9NW4780jlwfzrV+pi1hCUD540TiPjWJ3RY7q4KKAECGRWOcYH1rZWNjqmr2Yl4g4MjjZyPEkblhBGevvHPyrvtroulWUYjtNPgiC/hRAK9faPpt/H4V5ZxSqDkKyg4qHy/FD6HH5uE7bW7cpbzh/DZSyxrznY5xn5Vcs/Z/o95mPWY7uJHyOXkGCPUgk1vbfg+y0mW4uNGzbyTqAysS6bHrjP86FX0XG1vMBDbaddRHbIDIR8ct/WsJRbWxqKjpEum8FcKWsKra2MUoUAAueb9aMxaXZ26hILWJB/dUCs/daPq+pxRNcSx2M0bcwe3ck47jeimmQahYReHcanLeHsZVG30FZPjl4NLSLbadaMSTDHv5jevU77U/8A+teo6z9h0jNDJO5zUkUgXJP4d6rSTRQo0ksioFGWZjgCsrrftG0bSlYW8hu5emI/uj4t/TNZU9I8bq28G9UhsYJx6UyTKnGMetZT2c8cW/GmlTXBjENzaTvDLHnpg+63wI/nWtID4AOTSknF0wlFrBESzdGO/pUbRnz+HrVrAG360hGRSIyytH7h3GPjSXlxHbQvPIDyqMnlXJx8O9SSK+fu1G6868jEb0qDWDJ3HF1rIxW1029l3+8Qiqfq2fyoDqN/czXaXqaaETdZgZOYuh7EY/nWul4XZp3lWVURjkDGSKZLw9GE96Q7eQFDpo6Yr06VvZyfiTRBZyi6syzWdx70TD8J/hJ9Kxeo8LWNxIt5BbSeKozMSMjOeoP9a7XqmkQ2fPYyAtZ3eys3/dydiKxGo2cunSywZ5GAKt6g04cjjg6eDljyqjM3vCzQ6E17ok7y3bYJRowEPmM/wDvpVnhXQdHGhDVNfu5YtRPMsgZ8ImCcYCgZ+eaE62uvWp+z6TrMi2sg52QHGCeoPlQi5v9Us7KSG0hNxK5A5HJK588DvXRJvkj1izSK6vszSLdWjuwhlWQA4DA5zUc1xbrzl2X90RzemelZfQLq7Ny8t7GEaQbhAeXIo7cWa3EUic4HilSWwOxH9PzrKknTNPBu+D+KZtNuowzksvr98f1FfSnA/tF1Q6csOlPp8UZ3Z1iZpicdyW5f+mvjsS+CMmTcb7bVrfZh7Sil2bYz8s8blShyBIo7j1xVqPZMV9fwfYP+1mtXQ/fajIQf4cL+mKjluWvUaO6cyhwVYOc5B+NY/RNcttTt0nt5gQRuB2NaHTfGu7hLa3Qu8hAAFR8F7BK6LrXD99zcJaJZXiXDEnxQ3PFnsDzABa1mi2/G0hB1XTdKhXuBO4cfIBwfrXQNE4Ut7G2U3UqmUjLf0oulppMPVASPSiqwh/k5jrfCGqa84iXWms7UDeKGEkufMtkHHpU2g8AfsKF4be+vZ433EcoXkU+a4GR9TXS/tOnxbJCpzVa74h0uy2uZbeHG+JHCn86KewMLfcJ3csTKLXxEYHK8vb4VzDiXg2bTJHuYLdzDuWQjdPh5iu3X3tO4XsUaSXUYwq9SkbuP+kGhUvtA4c4gtjJbWS30R2LMoX/AFFRJWGT5/e1tnGWRSPUU3ltok5VRdhtgVsuJOHLe5vpLzTbYW0LbmHn5t/Q4GKzrW2mW+9y7cw+8mNwf0rLWx1k57Gk9roepxa0ZZ3nu5mt0dOckFsxqAOvbarPDD61qj3Vnq2lToY+URv4bIrrygE+90Oc7V0DSI9C1hZUs0i+2QNzQwygfvCO6tvv+dHbWHT5cNNqUNoFHvo+Fbm8jn+VQ+aGmWuNnJbr2P2uoSPNDam0ZzkkSMFO/UqDjNLYew25W4S8vNUEskM6zROY2fCqzHByR2Kj/lrsB1DguyVjda8jHqQhLE/SqkntI9n2nsVhjnuCCN8BQT8zn8qn/dKGmUuBvaAkHCen3ga1kupJx3CHABHqOh+dEZtHTRNP57iG7uoRnmk5ecqvm+MbDzx8fOpP/tgsHYxaLws07Z90KCx+iimX3tD9obwsbThWW2TlyCbZgcefvdfpWEvVxfmzT/btFSyttFgdPD0q2g9wGN1QfdO4II6g+laG60m8t9NbUbWWwlYjEKlTh27Anm6efzrk91rF9aGTUdT1TS7ESOXhtRN+9djg/u0RSq82+VYqO+x3q9p3EulcSQfs+5vDDMCOQhiuSfxKD/SuldpQ7RRm6i+sjobW+nm0XUZ+IAJFVWaKOQKkZOFy2N8AmpZte9ntmqPd6mbt4R7uOZj/AErBy6Pa6Tpt3ZX17OtnJJFO08uX8blLARExgFPvZ+IG9Yi4430GG9SzOlWCKzmFUt1eZ9+hZpHOD8+/SsZLl5KUS19OOZHam9q3B1orfs7RZJAO7AKD9M0D1HjXi3ill/Z3DFz+zFzzQwQuEm/xyDBI9ARXGE4n4qg1i4n4be8gsY7gqvKAGChMFWZQPxA/PFaXSr3U+K7e08FIIZZLcStCHYuw5ipdlPckHpTlxTrDBTheUb8cV8ewwrZW82kaLboMJGbmGMIP8Kln/Kht9qOoTqTq3tJEhJyYrOCab83CLVSD2da/cQmR3dFGNlQKflzGi9j7LFeNmu7xvEx7od8gn15en0rNcDe2/wCv+BvmXhEVjxvpdlyQS3FzMv3XmniRAw9UVmBoxLFbatD+0NEMMkTLkrE2d+5Hl8KbY+zXSbZU+2KJ5DsRFETk+hOTRjReCJNHVmsLHVJg8rMBKVTAJzjoNhW6Sj5Mn93gyF0VcPbXFtnPuujp+RBp1s0oAit7cnAwqqv6AVuLm2Z9WGlXWkBp47YXTMArhELFQCcnfOdvKiNlpqXKMo1NLdf4EhA+hzj8qvtWyephk0vVpVHNasuf4/d/Wo73hKS8sbiG5uraLxEZTzHmxkddv610E8P6XBvPdXU5/vOFGf8AlApJLDSuQqukRSgjGJU5wfjzZqHy1gf0zgl1wLwlHeB7n2iRxXEcfhMkKxSOqfwjxC5HzBNFdB0b2c2E6Kl9qGs3EaeLG10/3ASy5UIqKN+YV1nWODdI4miEGp6LatyArHIFCPH/AIWG4+HSuca97DdesXe50XUpJ4PB8JRG3JNH7zNkjow97tg+laR5lJdXYnGshSLWNMssnTtMWMMeYkbb/nvTJeJraVh9rIt0HRwoKj47f6VzpLPjbRJ1sxaNf8p5WZnCED15iMGjbSyAwx3kPhySxyMQCDgrjAyNt803G9CUvcLazZcRhDcWl811Aw5v3JAIHwHUVkZrqaQnxpnZgfxHfNP4M4h163s/tjhhA8pKW+NvCIBBHzzt6VubOx03i+zOozaWYpFcoZEIySNtx3+YqJxcXllxlejACRmOxJz6VLHBcyYKws1a659nt/PA8ml8S2dvcI7NFHNbFUIxjlZ8n64FUtZivOHo7dtat3t/tM0dujKOZGdzgYYbEZpxjF6ZLbWWZ9ra5E0Fsy8rXHNyfIZNF5NNkihs7csByRNLLj8TOx2+Sqv1qxLoj3U9vMbgq0LHlA7ltqvahP8AZL1ri1hMxilEMSgZHKmEBPxC5rRJrRN2TaZ7P+JtUe1udMsLaO3JJklnlCHlxsQBluvpRTUOGeL9AXmms0vYPxNAxfHxBAP5VFwdxlrdnpEVtr0EjXcbPmUMvve+cYx2xjGd60qe0G8ZOVNNjckhQ0kmMnsNuv1rNPkbyi6itHP5BoN9cpaZS0vZFLrHsCwHU4oVf8IXM1sYLy4MiI8jgxDAKsGHKf8AlYit7qug6hxDeLrl3o+nWktvGR9owIiqHrlickUHktOKLiN5uEtLfVbeFMtcxNyRMe4jL4Mh+Ax61onXkirI+CtXt+H47QLpTyy3OFadFyUGM5Y+W2K30nFFpMhWVZfMFcKwOOoNYVmnUeFem4tp8Dm5xysD8DVLU7W+k064e1upGmMT+E0bHrj3dvpUfRjJ3ZS5GlVGukgTWJjK+jfbyV5UuJI+WYfF0wD86oH2a6mZW1CHT2EoXHL4qoXHlgHB+dYrS+N+IeFtElW5tlvBpEsca+9hiDy5JB9G9d63tr7atLTRI9YlieMGXwngfPOrc/JjHffJ27Ci58WEsf1HUZ+TMXhOnXh0/VtLazmJPhpcDaUA9VPQ/wAqh1O41uG3c6TLHDcbCPEYON98526ZrqWoX2icW2j6ZfRRXMP3sHOVYfiB6qR5iuM8WqNFu7/S4NXmuZoYxFFOCqHwnXOTzYQupON2XI6DNdfp+VczpUZckHAvaBxVqE1vp9/e2TNLcCVjPEoKryvyrlT1zgn5V0zQ/aRExEF8qtyYBaLquemVO4r5y4U4rm0i2W11K757YuXjZlVDDgnYZfLAnyU9a11w2o6okOoaciwc5R+fGZGj77593IJ+tdHL6dJ/cRHkfg7ZrvFukahEthb6Suq3EgykZUBEB2yzn7vy3rHal7Mzf/75d6xb2wbmzaIv7gZ6DmJ5j89vSsxa3+tabBNLcE3oXmdEUYfHUKD38smit3xLNexwQC+jhuJFLJHOuSwA3GxHTIrncJLEXgpST2co9ovCN5pl1JcwgxQRFAXiYFfDBPOfn7uPnQa74XvDGXtELJKAem4FdNvtL1vVA0WtXcE9qww0cabMvkT1qtqVjcyRQW2mWssrieMSCNCxEefeOO9ZyuVKXgpOtHIo7bWtFm+02k9xbSKdmjYqw37GrXFXHXGVyFtm4kvTH4Kh1WcgE8vfHX512HSPZlxHqekwxanp5ScIVd5gB8D59MUun/2d7KGCNdY1F7h1+8VHU/Os41fYru6OH6L7TOK9LIhuJDqFvjlMU45v+rrWo0ibgvjC6iW64cuNMv2YMrwKeRyDnfG2PiPnXaLP2Q8KabHiHTImfs8i835Uq8O6rpt7CbeG3ezDe/4KBGA9RinbrArvZyzif2X6hf3K3OmxRvCUxysCrZ896j4R/s/6hfRMl5qCcyMeYKdwM+R3/Kut3OscLwzm3u2CSg9JYGz+Yqa3u9EmcLY3SCUboASCPgK3uVJWQ6AukewjQdNANy8srDrvWssuBuHtPULBYKSP4qg0XiHiQuEutMlki6Zkx+pOa08Wo20mEuYHgY98cy/Ub/lUr2HQHvOHdOuITDEj2/k0J5SP60Os9EvdDgmFq41AyPzgSNyMBjGM4wfyrWmKOVee3kWQdypzVd4ijbrWnySY1uIL6KbwLjhu7DdguGz8NsVZdteuFhn0e2msmyfESfC/oTmtXbQGeXkA3ogNOiA9/atYu8IKoC6bPqyQgah4EjjvGCP1ogs6ke+rAjzFT3Uul6dEZry4ihRRnmdgBj51jdf9sns34fVhPr1tLIBtHE3OT9K14vT8nJ+hNkuaW2azmVhtvTVQPIqMRhiBXCde/tQaQVZdB4dup5CNnc8g/rWB1n28+0zUoilrJb6eCPd5BmQ/D1rrj/p3K/1NL/3srM3zR8H1Tqb2OmPIt1cRRchO7MBWI132s8BaEjG84gteYZ91G5mPwAr5inl424lia51PWdUuwSecvIVGe+Sarz8C3FlA11NAhAHNkZcmtv8AacEf1Sv+3+SPqyekdnuP7T/BkczpDY6hKgOziPANerhbcPwg/wDbwPTlUY+WK9WfX0/t+4+8zsF9cXepADUb+WdTthjhc/AVTThoakxgtLJpOfYnBwPiTtW30/hELK0+o3jyhhgQqAqr9Bk1pIbaCBBFFCEVegA2rxVKjKXqIxVRRj/Z7wL/ALHXt1qJuWZr4KskaN7i4Ox6Zz2z5V0hMFfU0MKqAykbEdKvWch8NVYbqMEmk5OWzmlJydsWVDGwJY1EZG3HNnHU1dZQ4KnBB9arvbpkrn86X5M38FV5HyCASv8AF2p6DHvMPoan5Y1A5gNvOmSTIuQmPrQwr3PDcAEYxUc0JYYJp5WSVVZXKb9gKdnb+dQkwqwLqWnpdQtbyp7rDr5fCuf8QaPPdQSRtk3tmOuMeLH5/Gun3KO24G1ZnXLOSRPtMCjx4d1x3HcUmryKM3xytHGpVVRKksAkDrjfYqexFCb2xmtJsPGUdQGB/MEVuuI9MimjGr2a8sUu0seMGN+9ZiWFZ1dbi4ZTGh8MtuDj8PpWkJdlZ6/HNckU0Ze/mjhV7q4kA5m98KAp+I7VNZpcwqjPhYWGRzvlvQ7f1p19aRS5WSMOAc4PQ0WhXT7XTATPFzsCwjeQMyDsvnXVxrvHrQTfXJWGHXA3HpUKadBFdrewqUmRudWBI3r2n2OsWlu817p08UJkPK8mBgE7Drmrq4Iwc/WuZOtF7OlcB8cTW7oryYYbSxn8Q8xXfuB/aFYWcjyRaFe3ExA5LppIlh5cfh94vnsfdr4ztNSaO7uDCkkZsyPfPRjjO35V1L2dcfpcxpLHJzRnZ1PY9yKqnVj/AEs+sP8A7R7iVcRWKqT3aQsPyAqI8WatcH/tKxg9kUfzrn2kapDeRLLFKGU77UetpcEY+tYOTTyaV5KnFlxrqSjUZta1WTTwczw275ZR6AsBjz8qq6ZxlwjDhEs7u1RusjwA5PqVYk1vNA0STV2PiACHGHLDY+laaw4P4Z0vBt9Pto3H4ljAP160J0DyYSTUbRtOa80uC5vmGAkUMLhnJ+I2HrWdseH/AGhX+qDUY9KFiCej+GEK+RCkufia7eP2dCMJEpx6Uh1GFdkjX6UXYJUYWXh7UxEDLaktgc3LkjNZDiLhX7UrMI/DmA7jr6GuyNqrEEoKqXckN4OW4t0kz3Zal08MrR8u3+kz2FwZrYNBPG2SucZPmKl1HinS9V0wW/ENhM95HhVurdxHJjybIIPxxXZ+K+DNG1GJpFnW2mAPKSQcfzrj+ocLt9rmivLcSqjYDBdiB3z3FYT4VPDRUZuIE07UuA/tiQanZXUdvgs00l20smQNgFUAbmsVxpxPBw7qK3PCmnePaBH55LywjLseZSM8wYe6Oh2NdRtuG7aM/uLeNPMhelEl9nC8QWhjltlubaT3TgAqfTJpcfBx8T7UVLklNUcGT2h8Q6lb6UtjeMt8upyTCZJFVvDkCoIzygEKCf8AqNdF4S1HjBzd3mmaj9jl8V7SWRx4jPyNg4J9c710DQ/YTw1pMiXMWlW0UsZYqZZC+ObGdtx+EVq9P4PsdMUpBJDbrzFykEKp7xOSdupJrec+N4SIj29z534v9nnGWq3w1OHxNQnkHUwsAGGSP0xnNO0z2S8eXaRwfs62tYo25lF7dDGwwP8AhlmwfLYnvX0qml6RBgytLL5BpP6VKlhprHI0/mB/CcsPzqI8jWIg49ss5zwtw/xdaGWDivXtM1JJRhYba1YcvYrk45h8Rmk1X2f8F6jeG11PTbmLw8OEX918xjfHwrrVuHhj5LW0WJR2A5R9B0qtqmiDWUXx38OZPuSAbp6eopPkbfYfXwZLRfZzo2nWUdtpWh2UVvzGQGeZpSxJyWyS2TnzNG7fh37Eot4bm2tov/Dt4AuPhggflQ9bu+0K7/Z2oKIy5xE3NiKf/Cex9Ov60esrqyuUZpFZHH3gxLD6j+eKMjxRUh0PTYzI11qN9dc5yFkkVAnoPDCn6k1eisNDWMQpo8cozn96pkx/mzVkJA4D24VlPR03H1pS8ifdiI/9/lU58gqLaTzKgSC1WNMYwAAB8hTZBdMpkeUKo3PL5VAk074HMAO/mKqa7eNa6bcTtKcRRFyB3PQD60lGxt0ihw3bvfXWp69cyEGeXwIzn/u4/wDUn6UQu9LtmHiW8nhSdc591vjVnQ9MFppNtazn94sYL+rndvzJog0USg7KcDsKG3Y17GdgvZbJvBvLcZ7Hz+B71dQ/aRz2/KR5A9Kt3j6ekRj1B4FV/wAMjAY+GazF9fafpj+Pp+sIxzkRZLMPgQMEfE0Uw0HBDMpwDyk9sVNHGAvI5by60BTjW18HMkfiSeanGfj5VE3EGt3a507SjyONnbJ/PYUdH5FaCurcKaJrsTJdwEOBgTIcOPn3+dc54h9mM2nMLxXW8t48kP0dPiD/ACrWKvE8+1zqcVsOhUN7w/y/1pn+z8FxJzX+q3E578uxPzOaqLUFsTVnL4tNdbya3jtWWBYkdHC4BYluYfkPrVLh7SuK9G1i5vf2lF9mkYMIXbPN7zZyFA7FcHJ3zmuwXXC2l3VsYbeGaJ+0vib/ADHQisVd8Ha/o8tzcXf+9W0shdJE5jyLjABGdunwq1OEsMinAlj1sXQMJ+zNcAe+Ufp8qZe332aC202QhRqPN4ScwaOUqOY8q7jIxnz2yKwdw8Q1aS301vsbWtwkJlBPvtKrEA7dOcY+JqHW9T1Kz0dLDwit5pEiXdiFbJDI2Sw/iUgkH55FNwr9I1K9m2s7GC7kZI7gArEWUyNgNIDjk+NBNfi4o4X0y6vuJbMWi28uEa2AeORCQAeY52JPofQUGuPbNwjd31tbGw1RZLmNWluFtcxRkjqxBz1yNh+lbm14slt7a1X9owX9lfxh4oZGDF0Iztnf+VaduSKVojqnoyB1O3RNNuYtWa7gvrwrliMlSj+6AoGcEAYqs9y9vZwWIuLhr1dQWZYlxkhZC6Bj0A5QOpz8aMalpFvqc6rpkNppVvBMZookUlizZ5zz59wnmP3R3qlYPZzvcWNtbRYs5vDcjDfvAASc+e/Wn2UsMGmnaL3DHEia1qVzbcX/AGmZbCQYtZCfAHNkgn+M/wCL3cAYFdQ/+0OzsYbdJpFjjnmjtYFJGHZtlAx22r594uvZtMt7rUNHUPLewrHO3PjYSLGp38jIfLbftRy20O+1CQpd3lzH9mlhnt8YwJFTDHbYgksD8etYz4P4k/5DXJWDvd7pthxJbGLUERwykYYYIB8jXOLXgmz0O4ubXRNRvLNVwsdnqaMoJHUxybhgduvlUU/Gmo6G+nxueRZrpY5WUkqV5G2I69QOlavQ+M7DXLBftrxuCWDRSRHlOCQCBv8AlWUZT49mv2yRg72WZbmbTOJeH5rZDKsUUsihknJUnKkbEbGher8HWmpRQwwykRRTeNgHBJ37/E5+VdWvNR0G1iKW/jrGRg28iBoW+UhBHyrNahoFpr1zb6pohuLU2rN4kVtMGilJHQq2Bt1+9gV1w5HJ5VGUl1ymZ2I65p1k9lZaiQGQpzMPeAx2Pzrnl7BxNB48zTLcm2RLZ8th9kGCGHpjrXaP2Rdxr+/0e7mXG5Lxg/HAJq5o2lWOnSSXNtpEUxlbnaO5iKSBumzHY/8AvetONRjjqRJuXk+ddJ4L4l155G0/Tbpw3O2QjBTjJ6gYNdu0bhXW1021hnsjC0cKI3ORsQoHrXSLPXNLm5IGX7HOfdENwApz5A/dPyNXpbd/xJtWjk5S7NmdVg5rPwrqUac/iI2P+7TqfmcCg/7Bs72+jstQ0yR2csMznouNwMAdq6tNbHJGKoXNmkilJIwVPUGl2aVDRmE4btraFILeSSGKMAKqcuw+YJp0OnXdjL41jqUinpuBn6jH55pdS4UimYva3U0BzuOYsKdY8Myw4Y393IR2DkL9KzpPwVfkv2ftRjs7l9M1uOOUxNyeLgIW/kT8hWrsta4c1iNGt7xEd+iSHlOfIHofkTWRThaxV3l+xIzyMWYuObJPxohFo8TDw5YF5OmANsU69h2aS60cDdRQqexkQ/dyKW30jU7aNToutSQcnSGYeJER5cp6D4EUlxr2paewTXNBd4zsbmw/eqPUofeHy5qOoWCdQ0iyvlC3llFNykFedQcfCrdnoUcShba1SMeSriodb4u4N0y3F3fcQWVvGRzfvpORseqncfSsjqn9qX2aaXFy6Qt5q8qjYW8RCn5muni9HzctNRx7+P7kPkivJ0iDQZGGWTGfOiEWhQRj96QBXzXq39rXi69549B4WtbFc4R7iTmYDscDNYDWfbR7TuJZmt7vi+WFX90wWS8vy2yfyruh/p//AOpL+Wf2x/czfMl4Pr7Wb3gbSCW1XWrK0kAzkzhHx8jmubcS+2v2fcPSiO14pXVBnBjSIu6/Bh/MGvmOTSNW1R5JZrW8u2jOZZbmQKq/HnIP5VBBpF7dzrY6TDG7nOXSMtGMdcN369hXRH0vpofrz/Ov2szfLOWjtOqf2ohbT8vDHDkksje6r3Tcq/TrWR1n28+1HXi1vDe2+nCTotumX+XegT8F2+l6Ulzq00lxeXEoiVc8qxkg9tvTrWze2stGskNtaxWubtASqgApz7bj+7WkOXg488UF/wC/NicZy2zAagONdbkQazqmp3DXDcg8ZzGpJ9Dj9Kp3PDUOkXEMV4icsq8xKgsU3I36Dsa1fEusafcagqrdpm3lSRSB2229cYJ+dS3+q6JdwcsDmd3copxsDzZP/wAx+tXL1HK1lC6R9wTrPCmn2GnxXtldPcRMpYvzgKRtvtjbrVDTItMu5rJrVEcWdu80rp2kY8qAn6/UVR1ZbiWeVoUlWzM0piRHPKoBP4elZvTjd2d25guHjUKwOBgEYzv86nrKcacg+2OkdUm1GxtdEkzMvjTtIQmRzbse1VNU1C9u7JsoLaHAXBOXbp9KGWVlFDpkJkQPNKq87ncknc/Cvak5WAR4YAsB1rOPGo5G3Y8WWjAYa1RyOrNuT869Q0yNnY7fGvVnXyX/ACPplem9SLscjp1qvGy4CKuAKm5+u5rwzzn7kx6nJqe2cDrgdj/KqYbm2x7tSwsObpgUqJvIUyCMgbVHJjm5Sp+NMUsB7xr07MsZKLkjpSoYjJzZAzTUiVTuBVbxmC8z7MfWvLNLzgtzADvnY01YrovNygbKR38qgDAHc/nUYveYHnzg9KcjpISVIz2zUpUN5EkIO4NDrqJSpGAM+lEDlyQwxUFwvMoXbPwoWyHkxGqaeNPmefwee0uRyXCAbKf4qwXEGitpdxgHmhkHPE+Oq12G5thIGRhlWByKxuqaYCH0S5+42WtZD2b+Gppxdo19PzfSlnRzG/ha7HPBakNFH+85BsQPxY7ds1i9S0rUrm854r+SNSQMc5AFdEuILvTrp1yYpo8qfmMEfAigmraW4sluUZWWbmXK/gYdj+Rro4uRxyj1WlJWgrDrf/3HHBqNsmp3aJykpzDnx02Pes/pV+12jpLE0MiORyP94DPQ+tZxYtftZWt49TlS3l90t3QfLtRThfS3YPdXFy5kUkeGhyX/AL2D2quWKrsmLtWw6IFw4ViObOd/Ol0ZDoSxCykYeGdsnOd6iFyizNCylZFwSrdQO1Tq5O461kUqlk6vwRxy1pInikG3cAOvdD5/Cu8cLcmuSxC3kDIwDFs7AV8Y29zdWN8l3FKFRUKuoP3uldf9mXtKNlEBb6g0dpc4HPzYMbeR9KcodkmOMuuD68t7mO0hS2tiFRBsO59abJqUS58W6QefvVyqx12W/jSf7e84YbNzk5FFbafYYas3GtmilZrtT4nsNMtJbtxPcLGMlYU5mPwzis3p3tLn1y4NvofDs5C/ekupVQJ8eXm+lPR8jB6Y6Gs9q/DmuxYn4RuJ4jJJmS3hblyT3Hap08hZt5NQ1m4i5BMtu57xIDj4c2f0oJqmkaxcwO03FmqxAe8zc6qoHfIRV2qpo3BXtcmxK2sx2eWHuzMJjj4cpH/VWqu/Zlr2u2UdnxHxNyRK3NILGAQmXyDFi23wAqml4C2YvSuK7B7gaRdaiLlh7qXZj5EkPYZJ3Pr0NFdQ02K6jaOWMMGGMY61pbX2WcF2AAmt2ufPxJWfOO+M4/KjM2kaAYxGsDpyjAKtjFUvknbOE61oFxZuZVLSQ5+JX/SoNP4ik4XSS9S+EVsvvzK59wqOpPl8a7BqPC1tKp+yXQOR92UfzFce9qHstvNT0i8trXmhM8TJkbruPSs5xxY06Oj8P6vpfElqLmzvxI6geJDzDmQ+fqPWiT2loCBzFm7YNfEVrr/Hvs6urdTdy2t3YKE5zusiDY58wQK+nfZD7aOHPaTbJazGKw1oKOe2c+7Pjq0Z/kd/jWDglfU3TvJvQlup2QfJetTJOyj3IiT/AO+tWXjQ5XlBx1z2qnc6jp1lj7Tdwx9vekAP59aigLqPMwBwob1pximb8eCOw60Cl4v0a1UiK5aUj8MMbH6HAH51XHHTS/u7TRrhz253Ck/TmqusvAuy8sNXmiWWp2rWeoQrNHIdw22/YgjcH1rDavbaxwJILmaSW/0cE4vFGZbQdhLj7y/3x88daNtr/GN6p+x6TDApOzMpc4+JIH5UxLHi6eIi71hIFYfdDKNj/gH86aXXbB/Bb0fiHTb5FM8vhNJgrcQthX22LDofiRV271zTrLmS41K0mCjcLIviEf4R1P0rD6vwte6BpDz8NJFdSQbtboCpK9+QHYnvg4zWW4d4r0/UbhlmkkeSNsXNq58OUEbdxt/7ziqjGMiW6eDp11xvpcJH2OG5uf8ABFyBfm5X8gaCX/FNzqYS0gs1L+KszIWLlgpBAKgdOmd6bd2Gl8Qaa1vocRQgK7DxG8QPkcqjJ9CflRDRmuNY1Ge9EoH2OJbYuowA5wzY8tuQ/BqE1HKQ8vDGS6vxvfD9yphUjOI4VTb4yn9DTBpPEt4mb3XTECMGP7QxPwwu350dlt44Ymnu7sLGu7M7YUDzPTFZluLH1a4NhwTp4vzuH1C4JW0h+B+9IfRfmRUqbekOh9xonD+kQNqGua34UMe7uAsYHxLZ/ShsJv8AiXMPB/D4tLNh/wDimoqSGHnFEd2+JwPLNWYbbgzRbgarx/xTZ6nqETc6fbZkjhtyP/DhJwvxOT61Nde3vgCNjb6PeXOtTjpDpdnJOfrgL9DTcpLIKNl7RvZ3DpdsyPdXN3cykGS5mky7H0X7qj0AFPu9P1rQV8SD99b9zHnA/wAS9vj0oKvtI9oGsNnhv2Q6xIpHuyalPFZqPiG3PyqWXSfbprX7y51nhfQIz+G2hlu5R6EyYUn4Vk3byykq0HNN1jSNRIimIguNgFc7H4HvV3UdU0LQ1B1G9tbZeoM0qx/qRWb032V6hYWlxd67xzNfzy+/zPaRwwIe+y7j649KxCaRwPpXE051LRdB1qdzlx4iTZ/vAAkZ88iqUVLKE3Rtbr2u8D27G3tNYW9mBGILGKSd29ByjH1NeHGnEeqDGj8E6mVI2N26wfrn9apan7VuEODrER6ZwpeIpXmK2ttHFCp8iQf5VkL3+0Rqt6fD0ThmCJiMK0ztKfkF5f1NHR/gLDl17ONe165kvL220vSvEdJnFszvIzq3MC34evkB1rD+0jhnivStRs0e257F7eYTzCPngfdcK+QRv5Gjel8R+17iVn/3W/SNieTwrcQr/mwD+dW29kfHeu3ovtUvxGvhlQtxcNKwJ79SPzrTjbXkiVI+a9Rkt7PUrqOz0a2Vi3XmlIT+4BzgcoOSM5O/WtNwpqeovo9xM9ykDpdW0AAjx1f92Bg7AEZx6V26z/sw6Us8l7q2qy3MkjFyie4vXp3P51Be+z2ThlntrPhPT4reWVG8bla45mB90+9sCCdsrtWz5OSbqX6TNdY62ZnQJ9ZudQvIZ9Sa5azlEMkYg2LFQevXbPatTa6K7uQtj4Dy+82QF5jjqR3roFhwzFDp8VvduXk5f3hU8mT1IwuBUJ4Q0FWLR6fGjn8akhvr1qlF7Dt7nLJvZ9c2dv8AYLm9hjgZoQJnhLKnI/McgZ2bp866Xons9t7uCOd9Y8WIjINvjlPwNU9fv4+GliRRJd+MTmOVgcKOu+M/WmaBqen3chfhy/k028PvPblfcb4p0I9RQ4vyLCNjbcBcPQgF7LxiN8yksaJR6HY2yhYLOKMDpyqBQ2x4vktWEXENl4AAx9qhy8JPr3X5jHrWltri1vYkuLaWOaJxlXRgQR6U6V6HRktb4Q0nVOd5LVY52GPGjUBwfPON/nQWSHWeFdPjtrLSV1KKMEvIknI5PmVx+hrpbWok6Cqlzp5CM3L0Bqk1Ymno5VZe0KW6do5OG70si5Kw/vDnyxgb0V1aHUdf0yKLT7Wa2LuGcXACEDGe2e9ayCxLMzhQOY74HWrsOmN+IbHzq1ZNGI03h3Vki+z6pfQ3cBGGjaMt9CaIRafrWmYbSLx/DH/5eYGSIj07r8jWyTT4UHvFRUV1c6Tp8ZluriKJQMlnYKB9apcd4QX7mZXie3ik8DX7CXT36CcAvC3/ADDdfmPnRA28N1EtxaSpNEwyro3MCPiKDcRe132W6NERq3EOnkYyI1bxC3wAzXGdd/tDcA6dfPNwXo+v+JzBmNqywwy+fMrgj8q1XoeeSvrS+cfuQ+WC8ncbi05ZUjIHvtRWK3sok3K4UZYnoK+TeJP7UHtA1m4hh0nS9M0ZSSVknPiHYdz036eW9c+1n2m8f8Sqy6xx1dOj9YbMkL8MRj9TXRxf6elmc1/LP/z+5L5fg+2tY414G0BDLrHEum2qqMnnnXP0G9c217+1P7MtMaWDSlu9WlQ4U28WEb/mNfJ+m6DNrN/HbJbSySSHlEl3LgfHbmNa0+z02y27PrdvIsl9HYPDYwESI7gcu8uT36gVTXouF032f5/x/kEuWekdB1r+1TxjqRxw1w7a6ZDg5kuG8R/TONhWA1n2pe0Lit2t9S4zvJVYjNvYLyj4YTJq3q/CfCVxFHBZWl2ssVvMWWeZ5WkmVlTBBwExnqBiotYuJOGYLTTdRezuIsRmO9sAFnt1BBMTqo5WPrg5xTj6+EV/wxp/Cr/L/uH0pN/czFavb3LsRd6fctLI4RZLt8ksfiSfyFGeG+G73Wja25vlhknkKBIowMRqSC5ZjgZwcbVU4r470/WNYsILPSblLW1ZzzysvNKWUjJAO2Cc0b4X4rsLPTohBcS3V2QcW6KCQvMSFORsASafLz800pVn+v7iUYrBobP2f2cOnT311Zy3cUiNHA8shOHViCcbKRtUK/YbRptH4ctWu5vt6Tw+HGI0jHKpIZxsBzcwxQfQ7iTXoTNf3k0drbySRLbISoPvEnJzvux6Ud0C/tbSC5FhGscLzEoqjAwAB/KphGcn9zv9gbSwi3a6Auoa9cycUXEc7tFHKYYSVi6kAMPxYA71NxLrVpoFxHNp9sFW0s5PDQLhcsygDbtQlNcH7WuFMoEjqqgdzjP9ao3xOpX0kdxllEYUgnbrWy4s3PJLlSLvFWvSTaTp900CGcSRyyp67ZFR8UatPcR2oeVjbzEfuge/KT/Kgk91BJcW1q7ERGYKS3QAH/Si9/DA99ZRFgVQO/Ln0wP1rr4uJUjOUnZn9X0+C08OZn5ndeYKN8fE1XthPZSo00qKi5fAbJ3+FXtYRxqeYzzRmPCr61RlhTmjDhucgBsnr/7xWrtKmHgmhvY5LJMSgt7xOexJzQCO4Tw7rmYM4QsfTJ/1ohKqSXLQ7RR4/CMUGvLE2UV0/jhxIoRR1wOYd/lUqla8hTWjTHieKfT0FqcSIQoU46DG9RahrMU7eGJVLLuQO1Y6zLRQygHByB7vxp1ikkAeUvkswzzDO3lUclRwghdF6XXr6KVoxFzhTgN516vCWEjJK5+FerHuvY0yfXURIxy4qYdTnOBVbDxuR3qVSSOXuK8Dwedsl5xnlGdqeAR61AuRsT03xUucpyht+tKiAhDJzYY9TsfjVkBm70NgkAYA9TtV9HZlGDg0mikyreWjhg6YIY7jFV2haQg+GRjopHSix9cVQuoXlYv43KB64oXsJrJGcxx8pQ5+NNzjBXYdCPWnJA2cMy486RrZQTlzue3agY1ruNGIfPTrTjiVQ6E4IyDUMjhZMiAv2qaGZnUc8fJ6Gk1YmivMOYY8qC6xpYvrZkBw8fvxt3BrROOUEsM7dqpToWXbNHwQ0tnNNesDqtq12seLy19y4QdSP4qxUltD4yi4DeHzYfk6geldW1y0ltJ/2taKWx7s0Y/GnesVxBpUcRF5Z+9bTjKkdFPcVKfV9T0PSc/ZdJGJ1CzSKZ4o5VlUE4dejULunubWAPp4Md2hxHIpIyp6q2OtaxorYW00M0R5zgxuoyQR2Pof5UHntgRkdq2i6Z2uNmX0241iLUfH1N2lP3SMEkf+/KtbJFNGoMiMgbcEgjI7VDDfSxagL6WAuypl2iGHwOr+pHX1q7e39vqMLXEF5qV85XMbMIo4Vx23OT5bCiSbfa8BFXhIoTAyKyEtggjINUeG7i+0m+ZbaVZ7TJSZGckkZ8uxqwbt1jLBQzKCcDffyqnpUdzAJHY5aZzI22ME9hWsZUmS1k79wHxn9nEVrPNzWzYEbk7qf4TXYdN1FJowwcEEZFfImj6jLYy+8eaJ/vqenx+Ndi4D42FsYLC5mDQSHEUh7ehNRJWUnR3WzdpmVEySdgK6FollbaRCsl0A9ywzg9E/1rGcCQJNGdVlVcdIzn3QP4ia1b6jpkZPPdxsfMMDUKNFhiXW5m2TYeQFVnvLqXucd80LfX9PB5Ykkk/wjA/OqOqcU31tZSzaXpMdxMi5WOSXHN8wKTwM0BSaTfnPyrzWuF5pWwB+JjiuUafxz7QuJ7x7W0mtdMhjOJXihLOnpzMcZ+VaB7G5uEVbvUbmeTG8hkIZv8uKfZUDwau81Xh/S08TUdWtYFH8T5/ShV3xZoc8B+y2kt7G4918qI2Hock/lWZk4G0Ri0x0yEyP95znmPxOc1jrniHSuHdSa00KJ5oFbE48ceFnvyA7lvUHHxoTTw0LJT9pHCOm8YI8cuiR2kbA+/FKWkHqPdAFcwg4D9n3AEUF9quqamJ4HzGwaQPzA5yvhKAN/OvoGyvNP1y0F5ZOHjOx23VvIjsaA8ScKWOs2sltc26urrjBG1ZzgtxQ4ycTGcOe3LhfizWU0W917UrKJv3SXN23KjNnHKeVts+Z+ddXtOG9Ggw688zMAecADnHx6mvkT2i+y2/4XuHvbGOSazMhduVeYp9O3rWv9j/9oW74P8Lh/jLxb3RhhIpWBaW1+Hmvp27eVZyuWI4ZsuryfTYsrWIgwaZGf8Yzn61LEbpl5YY1iHTCrgj+tZq99tnsxtIVebjDTyrLzhYS0rkY7qgJFZDUf7UPARZo9ITUb3l6MkSxr/1HP1WsesnsfWtHXY0uG2mmIHYA1MsNpks0mFzvnua+fbr+0jfX3NHo+gQw7ffuJmk/6U5cfWs5f+2Djy9J5dXFsD0FvCiY+eOb86IwtA8M+p/H0qFWcsPd6nuPj6etcd9smn+z/U4JuJNM4gstL4jsUMsctvOha6IH3GVTliRgA9dgOlcO1jiHW9ZIOsatd3oxsLidpAPgCcCgV3OVt3K4+6cDtTilGWBvKOs8Me08JqNvaTSPBqIIEdxCrMkv9/GMqPMHp3rXW/Gur8KaXKdL01dQMrmWUtKeZyTs2B1wMDqNgPKvlfUtakuLZJ7lJLdgyo7Y+8MEjBG56Y+FaPgD2g6vpk8OmQwXd7ZO3J4bITyA5OVO5Hwrqa7RTr/BgpfJvOKPaFxRxXdFtTuljt1bK2kY/dD/ABA55vnQDiTi3iS60qaGfXb5oo1AWITMsajyCg4A+VdBuOE14qshf22n3VtM4+88DISfJgRv8fzoBZexnjHiOWbT4PsyqDh258kA9DvisJN+DRNJZJfZHxH7M7S2tbTjbhCyuJGHMt/JCZ+Un+ONs5+Kj5V1659vXs70aD7JoVjczwwjCrbW4giz8GwR/lrOcPf2X5II4RqmvKOQDaFM9PjW60r+z3wLYYa4glvGzk+I2xPwqFx9nfUbmjBah/ab1a5zHw9wrAjHvcSNL/0qF/Wg7cfe3HiZ1e1F3BGd8W1ssQH/ADEZ/OvoGw4C4V0lOSw0a3iC9wg2rN8Yezy7vg1zo+oTHbLWk0rGMn+7vgfA1a42vj8C7nFn9nnH/FsrycQcSLMyEFknumuHQf4RnFWrb2S2+nSCW4m1y6aM83Na2hiGf8T7/QV1vRL7hjhjT1026kkS7QZn/wBzlXL9/wAPSrScYcK3h5bfV4euP3itHv8A8wFarivLdkObMbpthoUtsthcLdRz/cxfH3n+BwAavaTpsnCk7T6do1nc25+9EsarKvqrd/hRfiXWrSx0lp7KaKaac+FDyMGBbv08hk/Sszol7xerKradPewH/wAT3WHwZv503BLYk7Ol6HxNpesDw7Sbw50Hv28o5ZE+K/zG1HBIMbmsDeaJBqAjnubZ47hAGSaNuWWJvRh5U+31/iDQBy6hG2q2anaWMBZ0H95ejfkfjVoRvQMiopbcSKVKgg7EEbEVR0jiDTdXgE+nXaSrtzL0ZfRlO4PxFGYsOBnoKL9xGD1/2b6behp9NVbOcb4Vf3Z+Xb5UL0zga6ssNJrt0m+6wMVH5/0rqGpILex8UneRsD4UCPKO29VGKlkmVoCtwzpk8qTXdubmVF5Q8zFtvh0ohBpcFugSC3jiXyVQB+VTyXNvbrzzSogHUsQBWf1f2ocBaAHbU+J7CExj3gZQT9BWseKUn9qsVqg+NMjfZlwMdqonhaeydrnQL57CVm52VRmJz/eTofiMH1rlHEH9rj2f6b4iaPBdapIn3REuAT6HesZq/wDa74kvgY+HeDjBn7r3Um/xwK6V6Hkl+rH5df8A0h8iSxk+l7Xim706VYeJNOa2HT7XCDJAx9fxJ88j1opxBxXw3pWmPPf61Zwcy4UvKoznpXwjrntm9r+szOdQ4xGlwS9IYMJj0BO9Za8+3ajJBFqV3q2qyXjEQ8/PySsMZAL8qnGR0861j/p/HF3Of9F/26E+Z+EfZOs/2ivZdw6vgjW1vJ1GDHbKZDn5VznXf7YN9MHi4X4Pl2Y8s12/IpHY8vWuG2miaol6ujW+m21pdujskcknMzFVDcoCbcxHT3qP6LwvbLZ3mp8QXWoE2RZZYYVFsAwGcZALnr2IrRv0vCrq/wAu3/akJOcn/wCQR1/+0F7YNZxIddttHiGT/uycpwf7zGsvLqPFXEpabUNd1fVmfc+G0jj6gcv510H/AGM4L0/U7C901bcNOz8327DtGQmR70nrU+s8c6cbSew0vTzqF3GjBpLQ8sMYxuX/AAjHpWL9fJuuFY/p+3+SvpPcjAWvB2pxwi8n06K0jUZLXMy8xX4LzH6kUs/tD4D0ZzBa8GT3dxDsXubkcvMO42NHY9K/aelLqvEOrNeIsAkt7aI+HCmF90kdWb1NcP1OXnvp2O+XNbelf+4dzI5PsWDY6pxevGpuWvtA0u1itYWMHgwe8jEEA8xJJ/IUwyRJHheVfd7dqAaCoe3uIixUSyQxkjsCT/WtLqGi2tujypNI/KCQWNYeshfJ1WkXwzSVsu8LaraWuq280sgITOcH0rVWuo2N/PfPMTym9E0RGBgqigHPyrDwWYjA8MHO33RVzTLLUZYnmijKIXb33OAN/WuL6UVbZr3beDUHVxHxAbgXcshFsVzJIXO7DYZ6dKzntF1hLmyiUk4DlyQPlnaoJLvT7O8la/1OPIQACEGQt5gY8qE6pxHp7uph0y5aJVMbPNgA834gB5VrxwqVpEP5Mq0jTXcLGUyhMkMTkjajvs9tpmuLycSxryW+SXcDAJ9aFXUdqlw80ABQRM2VO3SrmhwRIJJfsxVTCijm88b16Li1CrMfJ0LSLBmsU+wXttMeXmaNHw4J8/Wo7ENFAUbnX3jgfOs5JrNjYy20ay+IHyHMQ95dtvz/AEq5Z8VPc6d9kjtOYKzL4kjZ79RRx9lsboeqsdYN/jmEeVAzj51chv3NzNICFxgfSh9tcOFYnJ5mJqPxWHiuD1JroTszap2RO4uruODnOPEblI7EKT/Oid5qDxTLJn3kQKMnzNAFfkv4+QkYV2/SvXV3Hv8AaHGBg7mtI8i0T1t2E9QvJlmEuxIXGf1qNpwziTOfjQKfX41YhG5+1D59fuJMiPA370mpT8DbUTTyzx5ZyVzjG9CNQvbLw+VpBkyLkDy3rPy6hczE88zHf5VQad3dQTnLE5+VVHj8yZLn7B2bU7YBhFFkA96H3GpyOh5Ty79BVbcgn1zUUo/d43PXer6xRPZs940ze8HODXqSOL3BvXqztFH3RzNJHFM0fLzqCQexp6HI3zvtnFD9CurW6snht555hAd3lDAtn1bc0QXcbfGvmWc/JHrJoegy2xxipVAUjPb6UxVA3B386XPMTjBxSM2qPBgjHBPWiNvNkAgAcw3ocVBUkjbeprZ8Hkz186aEsMKBsZ3BqvcQpIQWBOPWnI2V5h3/ACp+7DHbt61JWyn4YQEImM14lgMFRnvUroUbq3L5U3nRRgjJ9aexDAT94jFMkydsYHninuxJ5QnSmO21TdCq0KWwo749KjkUMu46eVMN1GH5Qw37Zp5GBgdM0DqwbdwqQUIyDsdqxOoWkelXL2FwC1henbI2jeugvGWGxO3rQnWNOivLZ7e4UMjjB9DSatZIpxdo5Rq+lyWFy1u6gjqrdiPOhl+WvFjQWxM0a8pdRu6gbbDuPPyrb3Nk9wr6LfEC5gBa3kP418s96yM8c1rPzLzRyRNkdsEUQfhnren5vrRzszNxG6kSRkq6HKkdqBG/udEtbi5axjvrdW5jEQcxsfxY8jWwvIJbky3awBV5ve5AeVSf0oBqFlzo3KSCRytg4yD1FbQfhm+VoD6Fr93ruo4TTlhjZceHFGcfHvvWqWLw8jyqDQNVsOEbcpdB1tLwF/HiH3XUbofX+tNfV4NRu/tdlBdJZyrnnnXGW8x5g05JqWFgP1Z8l0KvT07UQ0zVHsZAj5MLHceXrQ5GUgZ+NOyp7ZzUvDDZ3LgDjO3dkstXdJlXBtpZNwg8hnofWuw2V4kqK6uGBG2K+OtM1IWTCKQkxN/0nzrtHs84+bxYtIv5A4YZjkLYBHanJd8oE6O4QThvxHFXo5RjrWetLlHUMrZzRGG4+767YrKLKYP4j4d1K/U3WgX13b3JOWiguGiWU7b7EDm260ulezD2pTeFcXPF0mnp1ZJLp5m6d1+7+db7h+0FtCt/NFmRx+7U9h5mi7SXUxz51VNaYGes+BbkafJp/EfGFzfiYcrG3t0t2x3UMMn59a9bezj2bWIUDhm2uSgAH2jMo+jZFaFbSSTdyfUVYj0zmG65+NDSexlNYtIihFvBpVukQGFVIwAPgBQ274c0i+BC2jQMe8Z7/A1po9NVeuBTngtLZTLLIioo3ZjgD5069hUco4g9nEtxA/hos6HsVw1fMftW9it/pxn1DRLJgwyzQYxn/D5fCvti9464J08skmuWski5zHATO+f8MYJ/KsRxJxvo2sRvBa8GX96hyOe4CWyH/MS//TUy428jytH52Ot7ZX8pmtpVwvLykbg75/WqgF2jc8KOrHI29a+o+JeAtGvdQOpa3pAto5Jfe8E8/KpOwJ2zjzracOeyj2dQQpcW+lR3SkZDyNkH5DFR290X2Z8tcKXF7cMI2sbjPIAMRMeY7dMCt1YcF8bawQLDhe+YN0eRPDX6tivqrR9F0LS4+TTdJtLcf+VEq/pRuEIAAqgfKpS8IHJnyunsQ4wESz61e2GmRsce9zSt8MKMfnRLTvYxolxMLS71TVNQkk25YIlhT6tk19OSW1vdwtBPGskbjDA9Kzcujy8MzS6hpenLeRyDfml5WhHoMHI9anpTFZg7X2G8JW9rDENFtpWiUAfbA9xj5cyj8qLwcE3ulAJos2n2qA7pFaLEP+kUZt+M7y7nMMPDzSqPvvHPnB8gOXf60esbn7ceWTSr6JiPxRZU/MGtlGPuTbRmUunszHa64tvBJJ7scqyDkkPlg7g/LFOn0SMz/bLW4ktLpR+7uIjuPQ9mHoaZqns+4g17UxqF5c29tDzY8J25iqdgMZ3+dH9J4Rl0iEwNq8lzHjCIyfc+B64o81Q17lfTOM7rTpI9P4qiWAt7sd9Ep8CU+v8AAfjt61tILiORVdWBVtwQdjWXudHkaF4JIUnhccroVyCPhQWC31jhhubQpHmslzzadO+Av/pMfu/DpTqgs6TkcuARVeVMH3aC6FxXYa0pWF2iuY/+LbSjlljPqPL1G1G1mRsZO9AAvVOHrHXoWhvYM8oOJBsyfA1lYOAeHrY4Ns0/L0Lt/IYFdFu+W3sCAMNLvn+7QB5Yo15ndVAGSScU1BSyyWwZaaDptjlrKxt4CepSMAn51aFsBnPwoLrftE4N0KNn1TiKxgCbkGdSw+Q3rlnEP9rDgSwllg0lJ9QkQ4BjQ8prph6bkllLBDkjtZRUO5qKcW5B8QL8TXy3rX9qTi3U4ZV0HRUtMjCSS4GCe+5rHXntK9qWv2yw6lxZNGCMFbVCOb57CrXFFOpSX8s/sK/KR9RcRXHCWlXH7Rk4gg0q9AwsyTBXI8j/ABD0IrPw/wBqPg7hsSWmuaza6jJGcRy2mQz/AOJcYB9R9BXALb2Q8V6+xutQtLghveMt/chR8cCodW9n3DvDNhPIeKeHjfRqWWzhk9+RgPuggE5+VOHHwydRTf8AZf8AYnKS3/k67xZ/bSt79RBw7wjdyeHsjvkBvXfFc51r+0j7WNbV49LhtdMU9xlmH0rM8M8IalxIhluL+OxWPl/cwweLIFIyMs5wPoa0eqez7RdN0iW4uoru9KBQPtN0cZJA+6vKvfyrb/c8PE+sYq/xf7k9ZyyzGarxnxzr0nLrvHNyxbfwon5T/lGTVOx4LvNYuue20C/v5AffmuByKO4yZSD+Vdg4NstFttDtbjT7G2tvEiBYxRquT0OcVW0W/FpxbrNncSSSCZ1mi58YVQoGB6f0qZ/6jySTS/u/+lQfSSdMxV3wHrmk2aXV0dPs4TKsZKc07KD3/Cv61s7D2W6TGnNqOpaheMw95fFEMZ/5YwD9SaucXT2suhXgYB2CZjB35Wz1FEE1yKOMIUxgbEnauWXqeaWU6/GC1xxsxOt8M2PDct7rXC9lBb3OnmJDHyc4lVx35snmzjBFDOIOMdJ1a2trxueG702aK4itXTcyqzeICenKOVfr3otqevc/EkunSwrJbX28jHflMaKR+ZrldxcTXF7qQRWeJZZWGdxkk7jyPwrXjXbPIJ2v0hm/45tOMOIb+7FtJp0l1Fy2rY91H5QMehJUYPQVtoOM7hrWfTJ5rq8nnnd5bRACHY4GWY9Pma4PHbTyB5Wg50Qli7k4wPTNb3StRvIIbKK0lVPEm8SYnq6BQMV08vDF1RClRsdWkur6eB+ILhRbokkgt4SRygDoW6nNMv8AiqCLSbfTtKtxbpdQM6jlwoUYyNu+D+VD7q5M92iswIMTAj0OKoXkMcdikZbKwDEfbHaues5/+Fomv9avrSDT7a2cLbLC8Mq+eVyD9R+dc1uJS9xKxJ3ckGt7qdwgs36khK5y7EliD+I5rv8ARGHKaHQCxiQZJ5rqPt5b1rtRZmtnwRk4H51i9FlMMUGNv3/N9BR2e9eRQvN3H61l6lOXIVx4Rp9N1oaTk+AkoYb5G/yNA5otPv4hLJqbB2JJhnchRk9u1UnnnYHOSAPOnWy6YYi2oXEgwNo1X73zrkUFF2jVO1RasNPglleGO5t15MYVCDkelRXSLFceDDptxMw2KuMAnz+FRRXthaysbTShIwP7t5DuoplzquqTP4n2nwyRj3Ntq0jGTeRNpFfVbe8is5Xmtbe1QocIuM59aqpbojgJqKTMB3z/AEqvfuPs0ni3JdmIB5m9aY2qWdvhI1znyrrhF1gzbQsdlqK3QkZ4mRTtj+VF7X/dI2AYYyW39aByazM2PCCqcjruarXF1cyxtzu2PjXRHik9kOaRqG1e1t0IaYE+QobPxIFRhCgYk53oIWIGds/Co5h7g945xW0OKKyzN8jZck1W7nnDluX3Pw7d6hLs5LM5Yk96hhVnc7j3VAqeNTy7itYpJKkTKTZAj8ztkdGIpQvXt8acidTsMk0oUEFjv1qe2RYGhR4ecedVoImaVcjYAn8/9Ks7lObPXoKW3ALZyBhRvU3YPB4Q4XOKYYg2NhiriKZF/dqzH0FTR6RdyjDBUBHfc0pTSEwWVC7Z6V6jo4bQjLO5PnnFerDtEdn1XpcupW96n7QvbKON/d8GNeUknpuSSaOAFHK5+FY6xfS4HD6fw/cSuu4d0WPf4k5/KtgztJFFcOMeIoJGeh8q+f8ABfqY5Uh+RthsY60qsG90HpUBbGSAN+mKRXO/bNI428lvYY3J3p3MMc6rjB3qBW2x1p5bOw2Gc0ZDeS/BMCMYO/rVsNkbNjtQqE4PLnpV5GG31o+Bo9co5XmT3iPWq0KTZJlUD0FXdiMnFRNnmPMcZpfI6GMpK45sY8hUDQjBBJII3qyzLnGetROGU55cg0NAVltoQRypjyNSlgDjrttTWlAQk+6KrPMrEKZVYUthTLDuO4FVpyrL93NSspdchc/zpvLyjGMY7UEPRmte0p7yDxoRy3EJ5o2HX4VkNWtRqto1/EnLdQe7cR9/jXTZQGGMYyetZLiCwm066Gr2i+7jlmTH3l86iSex8fI+GSkjnHiTWvP4WMSKUZWGQR8KE3VpPGiyyIQsgyjY2O9bDXdNiQJf2i81tPuP7p8qz00k/wBnNnkGJn58MOjYxkeVVGXZfJ7MZqcVKJktR06KUfvl9xiAxAzj5UH17Wzo7RWc1t47Ig8GVWPKyfhOAf18q2V/ZzW8rQTxMrDqDQe44VN04lu42SDG0xTIBPTPpnvXRCa1LJS7bRFw3qcl7b5lPvr2z0z/ACo4HwBnJrLG0n0i5YxLyyQkggdCPL4GjlnepcxCVcgnYqeoPlWbpSrwxMvlAdyO3lRHStVazkWB5GCZyrDqh86GCUcoydxUE1yqISd/h51VtaE0fRHs249knA0rVZ+aYbxux2de29dj4cQ6neoMZij95sd/SvgrhDjCWCc6ZqJkgxO3gSu28ZzkKfSvpngf2m63f2Q0aw1S30+/6TPJbCVnQd0yQAfjmq5OL+IqEqwz6zs7KIwqxYbgfKoL/XuGdF21PWLK1I/DLOqH6E5riMV1qd/AINV4l1i8TGGRrwxIfikXICPjmiOlWGlacD+z9Otrdj95oowrN8T1PzrO0iux0Kf2ocOIfD0iz1LVH87azZY//iScqfnQPW/a9daepjaxsNOkK5AvLsySAf8Apwqc/JqqQurbnrnyqrr3D1lr1thwI51H7uUDcHyPmKXatILBlt7R+KNfujDBql/IO/2K0S0iUerSGR/0p+qaFPqrrLPMLhx+LUfEvCD6B3Cj/LQiHimPgoDR5+GZuZd2m8df3p/iG3T07UZ0fj+DU3IPDepxoejqiuD+eaE3LyD+AZe8O8Um3MFrxH4UYHuxQwCBB/kpYb640zwrLiS5tUeT3YphKBznyKnf54xW5ju7O+sZJ9OEtxcKMJbPA8blj294Yx5nesVdex3XNfm+36zeIkshJcs+yDP3VUdBSvrhhvZJe2EMykSosikbg7giszLaapwpMb7Rg9xYMczW2clR5iuk6T7PrnSbZ7WfiNLtBjwVNuQUGOnNzHI+VV73hm/tsvGiyr35e/yoaTyhJtAvQuIbLWLYXFlNzdmU7Mp8iKPwXIIxXPtU4Zu7K8OrcPH7LdjeSFtkl9CKJ8PcUx6kTa3MZtr2LZ4ZNj8R5iooveTdRTZxV+yja6lEY6Hck9hQC2uARgHpWv0a0b7KCdmlHM5/u9hTywK8dpYWZZNMsIoVLFiUQDmY9TUghuJT7x74ooYraFckjNCdV4r4f0RGk1LVbO0CjJ8aZU2+Zq48bb+1CtLLJF09m+9mn/Yo1yHwK5RxT/aq9knDLvA/EaXkgBPLaJz/ACzsK5NxH/bo09jJFwrwnc3TdFluX5V+gx+tdcfQ888tV+cfuQ+WC8n1Yy20e5IIqjqM+kLCXvWhRAM87sFH1NfCGsf2n/blxFNMdLuodNhcggW8OWTbGx6j61htW1/jniOYycR8Y3c0sgwVe6Jc/wDKuWrePoI7nL+ib/wRLm9kfZXG3tB9kmlFb2742tLa6gz4T2zl5kIPQFQfoTisJdf2zOGtGsnttPs7rXL9Mqs6w+BG38ORk59cY+VfLMOjWonaF7a7nkU5YtCY+pxkmTB6+laDVOD9V0Zo5bi1tLO2dSRcjmuVDdlbHKFz8DTfF6Xi2r/L/wCkJS5JI6dxD/bD9qnETGLTNMs9Mj+6o8PmcfXNYLXvaD7ReJ2STX+KbrlU5VTNyKNvInH0FT8Gabo/EkFzHrWoXkuqWrmOW3ScRRyDm5VK8gBYbDO9D9c0W34VuJ4I1tiq3JRpPDBk5CgIJY+8BuR1qX6jq+sFX4Vf32Ci9yE0vQtB1JnuOLOLjptvtiWS3ln8Q9wMYGenn1ozHqXsK4bUpZJr+vP3LBbeIn0HusB8jVP2vanp91p2lrp16Z4/BEgGfuqfujHb4VzDOcd9604OJepj25b/AKkT5HB0js1gvDfHUjanouiTaFbW0i2vgwXPiGUlWbmZ3BIOB0Xard6OCtD+xLLp/wBvubq1Myq5a6lRvd5cgnA6k9NuWsp7ObfUrvR7uO21T7FbJN40hSMtKzBCAFPRRgnf1o3NPYcN2ehajYWUYkuoZlvGLnml54cjfsAwz9K4+ZdeVwi8e3g0i7jbOa61xJrmoXEtpd61fz20bERwy3LuijyCk4r3ChS54k02CUKVe6jUq33SObofQ0HuHZ7uZs49+inCcix8Q2EvKfcmDfTevYz9F/g5r+7J3XhhrXQjfxyXK8sdwsJIOQcKoG/z/OqXEGvXM37Ts5sNAZLbwAWwQMjmH1H5msndvLefb0gV0aa9juOYnshU4x9frUEmvzapez2bRFRE0YUgYy3Pg7/TFeCoU7R2eDZ6LcvoenLYxSKsaM7KV8mYnGfTOKCNq0p4oub1ZgzCFF33LA52227VOtpLJu4J26scn86oWmks+sXV4XbKARcuPQHP51KcaY6fkI61rE8+nSIx+9ygj4kVK2pSPhST0qjrEAitkDAHmmiXPxcVYdUVsZPTfFO8DqgeR4880xb94khCkHGMgZ/QUMk077Np6WZYsTMxJHfmJNXba9tIlnaaaNB4zYDHHSh2p8RWAMZiDSiNwxwMA1vBSloh9UUm4akt0CwOXTOSpOCBQxdNvvHW4tp0K5PuHYoM42q/c8U3cuVggSIHqSeY1DC9zPAJS7NyggY7CuvjfLFfeRLq9HrnVrrTffuRlwCoZTt86WDWnv7FWc+8QObNQ3Fq06kTxnlGASdtzTY4YbeNEToCBUTp5EsEmoXJa0lJJ+6d6xoJOOgrT6zOqWMoB3IrLIx5d/r0rt9IsGPKw5pu0doCfxO23wNFXkB5Rnvms7DqkcLwIq5MStn47UlxrNy0wjQqowT071PJwynLA1JJGnkuFSMksAMY61Sm1W0ijwZAWA6LvWZurq4m++5JyO9MdjyNnyqo+kV/cxPkfgOtxAuOaKPc9yaHSaxdzhgZCoyRgVUQe6Ac9BTYgQhbvk1rDihCqRDm3ZG0jyPuxyWUdfWp8kyoCMjB6VWUc0gAHVx+lXY4iZwMdFrRaZLY8D3lPU5qwAGjHx70ghJkQAZGDmp3j5eVQOrCtV7kXWCtKCATSOoMecVYmBK4YDJIqO45VGCR0/KleQsbAgXxDjv/ACqePaP3t9qS3tri5U+AhYEnftROHQ5nQLK+O2FqfqKGyXLIHAULnbeliSaVeWOFjn5Vo7Xh6GM7RAnzO9E4NGIOyVyz9RWg7GSi0a7kADELkdu1X7HhzkctI/Op7EdK0c37L09ea6u40I/DnLfShlzxfp1urCytGkbpzOcD6URfLyL7EOmy1DpWFAVQMdNqlkWxsV5ru4jjA6gtvWTveLdVuQVWYRIfwx7UGmuJJCWdyxPXJrWPpZS/WwSVG1bifQkYoDKwHcL1/OvVg+Y/+zXq1/2nF8gfY08GvRSN9v1a2tB1PhRqg3HYtmi+h3VtcWklnDqgvZIjzs3iByM+ZG1YxH4UVI3igudQmXZ28Fnyf8T4rQaFqc32lI7fQzbwNs8jyAEDH8Iz+tfMR1R2c0e0Wg0JRHhQM/pTlIf7w69abOmZW2O+4ryvy7Eig82y0mAN8YFSZz07+dVA2ep261IH5fntk0q8iZMzkEENgj0q1az8wG/XbHrVPqpPlT7V0R8Y+8OYb96WhhRQehGKbOrFCUGT0GTXkkyowd/Kng57dd6ECB6/agxMgVQPI5qZZcY5+/pTpA24Azmq7FzsNvPaiwPTrDOpWTt5bYqusESsDGuc7jJqZgCMEb9M4pPAUx7gbHpSVIPB7mOxJ6dqQjBGOtNkQdOcCkUhDy8xz0BpUDGyKCcA7dxVW4hSWMow5lbberZGCBjr1JNRy8qjJ6Y22prRDTMDfWQ0q4fT7oZsLo+7/caslqmnNZzvDIvQ5B8x2NdV1rT4dSs3t5V3IJBzgg+dYiW1OoW76XckC/tdkJ/GtRfV2dPpeX6UustMx101xdiG3KGR4xyR4GWIzsPWgs/GFrpVm9hqenz3E4chQpwMetaC6haKUqMq6H6GgetWB1e4a5kt18QD3yinfzY/HvW0H5Z6sZdcoE2YTVSXjTwDICY42Oc/3c+eKggiuYZyYIXcjZ0A3xV1bEQx+EgxjofKls7q40xnvIR4hix4sQGWaPoxHw61XVTdMlt7LAMqKvOjLkZ3FU79zJJBH4gUM+TtnYAml13WNFjibGohZHUSREEHBxkAiobKdLy2S4UAHvmtHD6eyFKyrqqWMDQXMyMS0qoMHGCehNbTh7XZLe4iiS6KXEGPBlJ6f3SfKsxcwR3KhJWPLkHYeRzVSxhaC9u5Gkdg7ryg9himmmg+T6x4G42XiCHwZwI7yEYePu3rXQLK7Bwc/wCtfIHDPFVxb38ccF2Yr+3AMT52df4TX0NwXxlaa9YowkEd3CMTRMdyf4hWc4eUXF+50+2uA3xopbzdNutZSxvC2DzVpNJja+uUhU4BOSfIedZlhRuEtJ4lt1fW4iYImBQocMSOwPl50ftLLT7FEhsLBUVByqcdBV+005ljjDDlRBhRVsizt/vsMikopsNA/wAO6kAUe6D2A2qVNOkfd2Pzp9/runadbtdXM0cMKDmaWRgqqPMk7VguKvb/AOzLhaNzqnGumK4GRHDN47f9GQPmRWsOGfI6imwbS2dATTY13dxSNHYxg87qSO1fLfFv9uXgqzhmj4a07UNUuVUiMlfDj5u2epIrlfEH9sz2la1mPQdFsdMVhszgyN+Zrqj6Dkf6qX5ZD5Y+Mn3Bq1voNxGzXMSBVGS+ccvzrk/tAsOB7Efbbji/TtOmhBaOSW6RJE+hyfhivjLiL2oe2HjGJ4uIOL79bZwR4Yl8CED5kLWOvLWPAm1TVpbk9iFefJ+Oy/Q1qvQca/VJv8L/ALZD5fZH1w39pbgDhe2KalrS6zcwsFH7PjbEqjzLAYOPQig3Ev8Abs1WaP7PwZwYluo2Et25ckfAYA/OvmjR7OPVL2Gw0vS5n8V1T7RcMEjXJxnlXc79ga2ltwPexaLNrEWpxr9nEgKW9sEcMjEMuW5mzt6VTXpPT+L/ADn9sE9uSQT4j/tC+3fi0f8A4/LptvzFgLRTCMYwQWGM9e9YG9OsawzXGucT3V2zEF1SV5jk+iZGc+ZrXScJ2EGrrPPBLeQx3FuHe4cyKY3XDY5tshsdK0eqQWk2na/wpott4EtqYgqI4AkZ1V8Abb4B+lN/6goquNY+KX7C+m3+o5zbcGtDdR2kukSxyylFQ3kiwZ5yQNvebsewNG7jg6TQ5HfWLy0gtYLV7mRbODxJRyso5eaTIyecb8uw3rZcT26SXfD7RoUMNz4nT3m8NC3KcefL9apgw8XwapI8XhQ6nbQhC6cxjdQVkUHvuoGa45es5JZWv/e9mi4l5ZTsOGtCSW+vNYgvL/To7VLy3+1TE4j5STlF5VO4OxFDNCCaPoN/xtZ2cFulzbPHDDDhPCYuQMqAABgj16edERxAmpXOu6Lq0sdnElq1qjKOXES45j8fez86BXep3OjW19AgFxFqF/bQxKVPJ4YCYYdse7jpUXOWJOx0loI8PX8Wp2djHeXPj6hqF0IHbmyYo8iRTj1Zcf5q6jqE1nPodyfFhljaBwCMENgH+dcW0e4sI+ONTklcpLH78KxjlXfIPw2P61oNEvptP4YbTJcl1SUE+eST/OsuWCspP7aOepLqFtLG+l3/AIM0Lu8DFirqGLAqrDcDvg9z1oPJcTXd5dXcs91LJ4fK5mlLHORkFmOfrT5JbpnMscDSRxpmRh+HLNj4/Cvadp094JXaJj4wCgKuc967FLq8kb0WtV1U6pZpcPFGkihI3EbZBKjHNt3Ixn1zQtWJOaKa7pf7ItIEKMrS4YqT0PSg6sc5ORXf6VpxuOjn5VTOi8AXbwaFeJzYDOc4/wANFrt1l0FA683JbjlJ7HloJwVG/wDs5dzhsYd9z3woo3e8qcPyEndbbp0/DXk+pf8Azv8AJ08cV0s5KWzJIxP4zRXhiL7RrEERdlBJPMh3GBQbI5mPU8xzRThu7W01NblkLKgJwOpzXtyX/C0vY5FmeTqGmyZSU8wyZ3x9afqXhBbZI8Lm4jJx8c1jDxZc2reFDHGgd2Ys4yRk+VVrniK5vF5Zbp3VTzBQMCvDXppyds7e6So6bLrFnZr++nRcDOGYA/SgKcW2FrLdMvPMZZAwKDbHKB1PzrAy6mW2UAZHc5NQNOzFQrHGOx61pD0sUqYnyvZr9V4vmvFCJGkao6uMnmOQdqE3XEd/cOee5lZCOgPKD9KCgP2ByaR1YNlpABjpXTGEY6M+ze2WJNRkJPrv0yaryXUjBuYlsYqNprZcczcx9KgfUF5yqJjlGc1tHjk9IhyV5LkUsm4AIFErHWptPAa3uAhxhsjIPyNZm4u5iuzEAkdPjUbzMQQWJHrWn0G/1C7+xoL7iYzzeNNctIxAGwx0qhJxC8zhY1Cgb5O+TQGRzspOeuah+1CJskkdF93rvUviisjUmzQ317LNbNzv12GaHhsb1NdvaG1h+yyOxb74frmoAflXRwpPKMuTLyMiYtcsfIH9f9Kdj/ecknAX6b0lmhLsxAOR/M1PFGGnfp2qtIi6YjjLIM96fLHmEnbPSkleOOZOZx3JFemv4cqiqTzEDPaqFlkgjPLv2piYSHLEAEdTVO41CXkYhlUY6DrUSQXt4oEEEsgxgHBxSuqsZctuWWdeQ5HMx29BV+JQblzkDAFQ6RoWprIkMqeHgMxbGcb9PjWosuGokYu6mQnrznI+lZ/ViiJSoDK5aYCONnIGPdGatrpl9Pg8qxgHv1/KtPa6UFHux4AGwFEU0rC8xHKo6k7Cpl6qk0jK22ZOLh8PjxXdsdR0onBw/b8vuwgeRxvV+41HQNLOJr1ZX7rH73+lCrvjmNPc06xVf78hz+QqIrm5dL+pp1b2FbXQTCMqiqM5Ip9zc6Lpi/71exc2PuKeZvyrE33Eer6hlZ76Tl/gU8q/QUJkmYnJPXrmt4+kbzN/0EkjbXPGVlGCunWhYno8nb5CgV9xPqt4CHuyqfwp7ooL4mO+1NZiOgFdEPT8cMpFX7E7zM3vM2QageTqQaaZMDY0xm8uvpW2EK3dnskjJXc9qYx2GaUv7pH8qjBPfemAp675r1IWAOD+leoA+uNP1PUZ4JLPTNBjA/4nPPJkjHkB/WrVtBxJMQ9xqcVtF1YQxAfm2TQqz/2jd1L6mLZW2JgjCYHfc5P51JPYcPW0p/bGsC7dfwvOZif+UE/pXxVJSpHpPKs3AkimtlmjlWQDA5lOc1GwB7Z+dD+Hr3T7y2e10+2mhhiHul4jGD8Aauoh6dMda0r3PK5I9JNEisBv5dalBORjOKrxtnYDeplfmzjYEDFLwQSDmH8xSqCDzA5GNqYH5VyD/WnB+bbB37CkxJUEIJuzN18/OrStnO/woRBKEY5BBHbrRKJufLgbUP5K0LcTLGhdmAHqcUP/AGpa+63ifeHx/Or8ttFcL4cw5gO1Vf2XawZ8OLC9BQvkB8bpJ72cqelK+w5gf50iKoAQCvFTg79KTXsJsjcZBCk5/Sq4gMbczSSNncZNWdyu2DTWAG560gbIwynO242NNY5XlCmlPu7DNIfMUVgWytKGz0Gc9e9ZziHRnu8Xtovh3MPvIRtzDuDWnl5CTnDZqB9wQenQZHajrYjm+tWkd/bnUbePEyDE6d9tiazCyTWcy3EB95eoIyGHcEeRro2tWB02dtSt0zC4xMvp51j9b00IwurYBoJdweoU+VTB9XTPR9Nzdl1Zlb1Y3ldoIjGjEkKTnA8s0Ku4WP7yFmSVejKcGtJBLHazMLmDxIZAUlHfHmD2Ixmg94iiRvCJKg4UkYyO21aJ0zresme0zhLSr26e61IZiU4Ch8e8enN5A0ZvLWG2IsdI0qVVjx72TykfE0O1DxoecwNyl0KMMZBBrN6lrfFcFjHbpNcCFSy+KC3vehI8q6o/8iVmUk08GqilEgONipKsO4PcVKqknIG/nWW4Vvp0kaG7Y80pJyx+9/rWtBUKCpz5Vk0k3EpaII7Fo7xrpCAWUA49K2PD2v3MFzFNHN4d3AQVOcCQDsfWsubhERnYDCgk15LlXWOYNyc+Ch/OhN0Oj6G4f9sXD8l1b2OqzrYzyDHNK3uswGT8O9bG2/tM+yDglpH1DiEX84/7uzjMmPTJwD8jXyTrkum32mm71GdLe4tthK2cEHY9B1rLWyaLFG0sNvc3KD8UMIRT/wAzf0rp4eHjmu0l/ekS5uOD614r/t72sttPDwVwbeSzFSIp7psID2yg/rXMdb/tbe3HiAGLT7qy0lG6i3hDOPgTkj5GuTWxmvRz2tla2sYOAZ2aZvoOVTVgkiVYLzUrnwpX8PkgxCmceSAeldC5OLiwor9/3J+6RNxBxVx3xS5finjXUbkv97x7oqD6e8aEWuhQ3LL9ns7q9bIAdImdSf8AG2FH1o7oVtpUWuWhSyiBgX32A5i7nYEk756/StdqWqw2FixbqshKAeYrPk9ZPSv/AN8DjC8sz9nwBrE00NiNNtbJpVY89zOZCMY/DHgd/wCLtWh0b2f2kd1eW2qavLi2CEm0RbZSGBPvEZY9OvNVjU+NdPsXs3hBurwqQsEILM2R02rN6hb8V6/qgbU3FpazzR/aLSFyCY9+pB7Db51yvm5nt0v7/wCS1CKxsiup+F7DS7uw0jQxqOq5lWS5aPxfBTnOGMjZx7uNxUupaJqFwnD15xFqguo7mRI47VFxFFHgbbdSR1oXYWsWnXOpyWrrHFJKbUxc+5Rg2Dv1IKr9aOa5qCvpmgtzn91LGcf8v+lNybar+4UqDnF0FtYalw8Lcxwg3sUfhxgKAi5IIx6n9K21slhYxyRxsZPFkaVs75ZuprkfFepG54j0ebnPLCQcE9Dzf6UT4s4zvbK0SGwfFxcECMk7feAOB571g+O4pItNWbLiu+iXSnCRqCZIvLtIprFcVXyXPFumX+n6kyFb3kuuQkKjJEwUkd9mx8Cak1jVZZNLb7QwEnIGK57gjOKxdwf2XDr11GSZHk8SMnyKjf65rTihSJlI1uucSTzcW28cV2OS3h8RVbdQWyM/E70vDHEEsumyrCxQRyyryEjY8xJwR2yTtWP0iQXH2S8jbmlihWCVX6hvvbnvgGr2gyzxTX8byryLcMAuMbnBP605xSVewLINT9oX5uZplWS4ufHjXBwwHOATv6AgehFH7x57ltOsUspvB5uZmGxjKjKnNXrCCwkv/EtraNHWMkgjJDE7kGiUgwuRg9gOlYcnNbwjSHHa2Y+10S+biRtXimVYcmOXLbtj0xWlnfltpv8AAf0qpbXdtapO1zcxxHxn+84H5VSvuJ9O8CSKDnkZlI2XA+ppS+pyPAJRirF4UsYG0WCfwk8SdSHJXdgGOPpRW5SCK4sVHKP3xyf+Q9qwuncXXtjpNrb28cQCJy5b3j1O9V73iW/vVJlu3ym4CjGPpVv005StvAlyRisBf2lSRme0WIAAJ2+NY7m+J286feTvPCpbc8/c1EvQbV7XoodOPqcfM+0rNToGtzWWjSWa+GFlLFgdzuMdKdecQXNxatbG5coEwFGwrPQs3hDAOMdafIsiRs5yAB51z8vHH6rbRcG1FIoRt7u46kmrNo5DORtkdjVKDaMDOc1atrj7MHmKhuUbZr0et8eDD+KyyxkaQBVJDd6lWF1A5yFyPjiqqX8jIpAwSM7VXa4le4AZjjlNcq4XWTVzXgJk20S/vGJx5VEt9CqBoV7ZUnyqhM5KtzE4IpsOTEi5/COtax4Ip0yHNtFmXUZWlCAgZBO1QXErMjFnbp3qPf7Tj+FaW7KpCxZwq47mtowUbpE3Y5CSq4PYU1f+K2+egofc8R6PZrytdKzAfdT3j+VA7njlRI32O2znozmnaSVhTbNVMMBT25u9Rz3EEKEyzIuBtkisTNxDqd6cPcFR5IMVYtYnljQuxJY75NQ55wUomjeRWVZFJKkZFVZU8SMg9GavPdRxIsIQkqAPSovtEjR5AVcP/Koq2PQVsucwqrb4OM5q4RgfnVPTQzQIckksaKLbvLmMYBcHHoa246VmcmDlvDEhCKMnuTUEd3PIWw5ZmPRRR7T+FpJ/+1hzy7YBwD/OtNp3DcFqAIbdE23IG9YS5orRm5mItdH1e6k8RLbwwV6yHH5daM2nBzMyyXVy7Y35UXlH1Oa3NvpGDjkNX/sEFuniXM0cQAzmRgox86wl6lt1ElylLRkbHhWxhYFbVS38RGT+dHbbRF2CxAY6bUt1xRw5YkiOR7px2iXC/U0GveP9QkJWwt4rVexA5m+ppw4eblzVfkOvuaiPSo7cB52SNR1LEAfU1Uu9f4d0/wB37T47g/dhGR9elYC91a/vXMl1cyysc/eYnFUmlJBroh6Jbmx0kjZ3vH0xyunWMcC/xP7zf0oBf69qV/vd3krjsvNgfShXOxO7HNeJzgAfnXXDhhD9KHdEjTEg74+NM8XPUGmMBjod/Omgg7nv2rSqAkMhJJHWmtlulJkE7Hak6742+NAjxOw3pA+5NewTgkZ+NNyQelPQDmYYIxsaYWAGc4x0rxJ89qaSQOlNZEeZjg+dNBHLuPWkJyajZu4x6Uw8D+df4c16mhXYA8h38lr1FIdn1K9npER59V1fxmH4WlMh/wAoz+lFYtS0RI4/2XolxIVHKSIgisfi2KEw3WgW+Et4pJyO8cRx9Tijmn6lqd3ZyWumaJEFj/e8877r26D+tfEzt0z1EsUX9Jv9Znu4w2mW9ra59/MhdyPoBRydeWTmB+9vms3b2nEl2f32piFT1EEYXb4nJrRsM24ywLR4z61UXg4fUx1IYW39enlTgxHaoi+fe7D1pQxzzYBBOD2qvk4/wTq2dwQcetKpIbqcE9ulRqBy74374pchRjmI880sAWOfkbIQ1ct7gqwyAQaHc4b3yTv2xUsEvLkM+wG229MEGAwO5z8Ka+6YzvntUEMyyYkDYDAYHl8amzvtuDUsNFZ2w3N8tqXIO+M5qC7a5DNyR7dsUy2kuyD4qqQKfiwuyy2y9KgZznLfCpWZiOxB9aikBIwAfhUj8ZILi7ii3YZ69BTIbz7QcLGR8alESs2HC+Y26Up5FGFwD06UXQGf1rXNSsJhDZ6bG4YbSO+B9AM0KbUOJLkZkuYYQ3/hR9PmSa1V7Al1EQygMNwaCrFzAg+7/Kkmzr9NHjmqayAL3R7nUI2TUL64mDDHK0p5f8o2/KhdtE2nI2i3pLQP/wAJj2ram2XGMZqhf6UL+Ep4e4+6w6g1Mm3s6ZccUvYwOo6XJbytG4z3U9iPOqUNhayGS3ul5TIAI5N8I3bPoe9bD7M8iNp+oIUuIvuE/iFBLi0YO6svLjqMUlJvY+Ka5FTMZf2OHaNgMqSPOhxhEMUsM0QlglGGQnv2YeRFbNtHF48iK4EirzIh/HjqAfPHagt1ZAKQRuK0U/Br1MTPY8pyi4xuCKKadqLOvgzn3l6nz9aJiG2Eb290iiNt1kAyyN5+o9KAXduU/eRthlOQR3rV3PK2S6QXumD28sSoWLowGCBnI86C22qSnVYrBYZBDaYUnqPukb/UfSrdnei4Qo+zr94fz+FJFbrDdSzK3/ExzDbtV8ctpol7CMssdxG0UkQZGG6sOtBptFe3ZpNLuTbk/g6ofl2q69z4e7MACQBk96Y8hZd2oh2j5B5AzapfaST9ptwufxDJjPzHSqmuau19BbG01M24BIOcAqR3yN981f19/wD7smyO2aHNYWragjRxogMXP9wHfz36V1Q6v7pIl+xLwtxHLpGoRs8s16mSZJRGWx656fWtbfalq/EMHjwhYbbPMrNgs48wOg+dY5oke7vYAWdI7cMgc5x54opw9rD21oiytmIgDGem3WjkSf3rYRvRttMtbXSre3lgjAmd1LyHdmPqT+nSjsN5FcX7pIAGeIEEHGKyn2v7dEEhct7yFGB2GCKs2t47X8R5sOI2Hl0xXHNXk1Tomm0dfDubtQC0cr99j60Mvpc6bp2T91k28vdNaXTriOdb23muI1UNnr5qDWe1qKFNOs/s7gujDmXr0BohdoT9x2tBTJZS4Bbx1GTVLjFpEs0vVAP2Q82ObHUjB+tQ6lqZa5trZkwQ4fPTGO1CrjUTdaheQXM55ZQscaZzkAZO3at4cemS5exb1q9murzToTdOJFjLyIT0VlYZ+oFWrHVYNctLy0uICqxN4eWGBIPOgek3U97f3NxLG2SPDBI2AFWdDtri2kuoNvel5iepJNXJLrTErLFg4026u0kzyPMrox9VAx9f1q29zGJWkjXBbcnNV7qxDzAyglGXBHrkEVDHGftU45yQOXG3pWdKWR37Fp9SkgKzI5VgdiDVa/4g1G7jdWvJen4W5f0qO6j5lCouMEmhlzBccrKG5c96qMFug7Mme7KKvMTkqCTnviqz3bEk52psiABed+gAOfSqd5e29uGHXINaKFvCI7URW0kotE5UzsNqkVJGVuq5xihyaoUt0jSMDCgZNRLqM0rHL4wPhWr43YJhaUlYURip97sK9zAbb9Kpxys0cYbc8xyatlttzmuzgjSoxnljLrUprYJDH0PU/OvC9lljbmc9OlDNWm5bhN9sCpLK7tZ9PldnZZhsFPQjNZzSUmyou0XYGzGB171I5AtpDnrUMBzErDrjrUsp/wB0k2J/+ldS/SZVkfCD4akj8Ipig/aCT2X+dTRL7ikjsOlRxrzXTHsEGNvjUaSEmLMP3bZ8qC33FNnpbfZvCkllQDboKPTqRGxx1HnXPOIE5tVlK7dP0ocvJUFeye74w1KeQvbqkAxjYZNC7i9v70lri5kkJ7FqYsTMR7u9X9MUW9yrXEWB2yNqns2aUkCjA2T2PlXvszbYGa6dBw7pnEdiZEtxFcqMBk2z5Z8xQocL/ZJTDcQMHXqCKnAlLJkLa0uduRCwrVWem3ngxg27YAzRa10UpgpFy/KjNhp0sJXIBGd1Y7H4eVQ5UVsA2ehXGoSNzyLFyndeXLYoxb8JW8KqWiaVhvlj/KtVp+n2dw3hrHyTLuFY4PxB7j4UbW2tbGPnvniiRRnLMAT8j1+VZPkk9GU4yWUc7jtY4LjwSvKU/CBv8hR3S9Iu7qWN1s5FQHPM68v5Heil1xfpUBI06w8Vx+OTZR8u9BLzizV7sFBcCBP4YRy/n1rohx8so6ozdvZslisdOj5ru5hiAGffIBPwHWqFxxjo1op+zRS3LdvwL9TvWEeZ3bmeVmJ6kkmmlz26VcfRx3J2KkjSXnHmtTZFr4Vqp/gXJ+poDcX11duZLmeSVj3Zsk1VY7HcUnMMbjaumHFCGIqh22TB8HNIX8j6moySem3ypxztmtK9hCF+bbJyaQHbY0nrzflXj6Ul7ghx8x0zmvMeXBwKTlPXt+teIOMHp500Co8XJ3znHWkUb5wD5UgOd+tKMA7dKaTFaHA5HTr1zSZyK8PX/wCtIzKCCOtVVZFeTxwB/rTMgnNOWOWQ/u42bPkKmj0yTbxnC57Dc0vwFe5VZgDtsKVYZptkjJ3+X1oilhbxnIQsfNt6fk8xUbDNUoMl8i0UVsDkGV8ei71KkEEeyxj4nc1O5wfWoicMevWr6pEuTZ4HAxyrXqYSSdjtXqvAsn0+t3YRj/ddNuJj/eAQfzP5UT0y91551isYLW18T3Mspc7/AEH5VROpSEYstIPo0z4/IZ/WnpLxBIQUnjt//TjGR8zmvgdqme2lTCc2j6vOzLqOq3AAOGWNhGv/AE4q9pSabZD9n2l5G8hy7IJQzepO5oZPw6jiK81XUpLgSrzEzykgfInFOtr7hnSnEVrNG8rHGIF5/wA12og7yjLn4+0Gg105oxjY/lSq2dtyPXelnjJKMi822MivJHIvRRse5rWzy4xb8D0YruCcY6GkchjgH13NVL2/tbJc3FwqnsoO5rLapxbNPG6WOUQfiPUihZZpHgnL4NNqfEOl6JA09/dxx4/CWyx9AOpNcv4p9sGqyq0PD1q1vEMjx5U94/AHYU+8uXuJFeUBs7EkZIofPpunTc6TwqQy7dt+1aKKjtWbw9MlmQW9hHtBv7zU9S4X1+7aaeVzdWssj8zNke8uT67/AFrt/OyjbJ7V8nXwPDWqW3EGkIyT2Miy7Z3AO4+n619O8N63b8R6Naa3ZMGhu4g/X7p7j5Haq5Y9l2MuaHV2gqriQEAd+tQv7jEEgVIBynPNUVwxIyFXY9TWCOcR3IOOnT4CvFVcE5Bx8qrtJHIwZmRsVKrlcBiKdDGSKFbGN+1RZHMTnNOmlXIIBI86TJKg7Y6DFLWwGvjG4x5b1TexUyF0zg7kVbdfQ7VGsjZ5W2HXpSqwTccpjBaxqdh09f607CKSAoXepeo9/GCfLpUbqMluUGgG3LbAnEGk/a4hcWwAni95CO/pWVuWF5CZ+TlniHLImN9q6Ewdh0+eO1ZDiTTXsp/2paKWU7TKO486zkqHx8j45JxMbdTcjcykqy7gg7g0GuTLciWURtJyDnkIGcDuTWg1uxAH2y0GYJN+vQ96zvjT2U4uYcZU7g7hh3BHcGnBWetDkU12QFuXDDGTVAW8dwXtncpMwzCSfdY/wnyz2olqBjlneWGHwo2OVTOeX0zQ2eISJynbB2PlW6wNsCTePbThkBSVDggjrvuDRC0vEuo+YDB6Ed1NQx6fc3Vw0cY8SQKWwTu2PLzNDuZ7K48aMejKT1FaSjf3R2Is8Rc5tokV2UtcR7r2GafdXqRCLlfAdwvTzq3G8N5Cr7EHp/Q+tR3OnQShcjABB223q4NNIl4BfENzGmlzbE8wx7ozQhdWkkkgmt4sHw+TDn4b7Vop7SIAoQGU9QaBTaRMl2GtyoiAOxG9b8fVKmS3ZWW7vl1F5fEU88XI4AwCKlilaLSvGRwSCRjPTepLiweAeMSOYkIOY7bmrNtp0cURjEQ5X6471TkqBFrS7po4olui/gsOZgrEFTnqP6UV1M3Np4d9BcF4cHkfqRQV4Xg5Y44T4eCS5bOT5GrlnfvCDBcDnt5AAyn8PqKyq8l29Fq11T7VuJW8QjPXY/Krsd7zokcmcq3TzFBb/TE0hxqFoHmtpcE8p+560S06b7cqvBEC/UEDOR50nHyhJlzV2j1G5tryG28OSI8shH4h2NDJ7K3bU7eTlOQGORvRcypG6NJPHHID93mzn5CnTWsM0iz24O4z07+lNXFCeypZW0drG6AZ5mLdPOrUEYhlZlDHxMdelS/Yp/DIjAyR+KiMGnF1985z2AxUbY/ANkUvImcbnFKunlnLYC56mjcekhmDCPcbjber8WkSEAFfyqbFdmF1aC4sz4qwGSLGC/kf6UFn1B3UjlVR6LXYI9BV1KSRhlIwQawHG3ByaLm/tZ4/Ac4aNnAZSfLPUfCun0/Jxt9Wsmc06swclw8gyzE7mhepPhSR5VdHTJ7E/rQ7USAg2zXf4wZp5IC37sH0FRGfwgSOuQBmpHA8MeW1VpELIe+4+NQ8lph2KWJhEYgwB3OT3q8cY3NBtKJWJVzn3ts0X64xWvDFURLOQNrJ/wB7XH8AqrYqysR2ParOrjmvVz/CMUy2XDdMYqJLLGngNQgiJPhU8hP2SQEdxUdvHmNfh3q0baeW3KQRlyW7dq2v7cmbZKigIud9qhiA+1TDOMKuPzonbaRc3CAs4Uem5/0olZ8LQK5kdXkLDfmO30rGXJFUjLusmfnPPGY1XnfGwXc0Lm4PN5IbmQnxG9Nq6fb6GiYCwhR5AVYHDxJDxR5/u4rN+oTdFQ5UnTOSx8MrA/I9uQRvuOtXI9ASSPw3hVkI+7iuprw6lyhEkGF822x/ShF7Y6RYTeEdXtTjOQjc/L81yKFJy0jpMdpvDms6VL9p0S5DpjeKRiCB8s0Yg0+/uGEmoussp/hXoPKr8ms6PaDNrDPcyDfmP7tR9Mk/lVK74s1OckQGK2DdfBQKx/5uv51rHi5HvBHaJfTR/Cj8S5aO3T+KVgoPwzuflUT6hoVqT+9kuWHQRLyg/Nv6VnZZ5J5C8sjyMerMc1Ce3lWsfTL+JkvkvQcuOJXZDHaWkUIzsSOdh8Ceh9RQiSeWZy0srOTvljk1Dz5ORSM2B6VtDjhx/pRLk3sez7dR1qMsRuD69aaG75zTHBzlT8KvBI8v0yQDTfEyQOo+FMEb55j3NOWM5z5GkkGBx7Fh8q8Nz0+VO6jYdRTTv1H8qpIGKOfp8qflu5poAz1pcjIHTFNE6yIM5xnfpTuUdcbUgznPQ/HtTgVxsacUPSFxgdOtNYAnH1pfeJCohYnsN6tR6RfSAPMEgTsZDg4+HU037CWSjkL060qiSQgRoWJHRRRSPT9Ng++ZLh/P7q5/WrHjssfhxIkKDsi4+p600m/Am0gfDpd1yg3BWEYx727fSpBZWke/K0pA6tsPpUxPmTmmE571fT3Ic/YcSccqnA64GwppyDkmm9M4O+cV7P8A7HxqibHlsd85qItuTt9K87Ht9ajLEkb4NUiTzt3OcVGXBzgdR0xSvkknJxTDgdDk0tjQhAyc9fSvV7GepOfQV6lSKwfUx1HVZwBaaXDCp7yuWP0AFN8DXbg8s194QPaFAu3x6086nq821rp0UK9jIxY/QYqKS2167P7/AFBolPUQqE/PrXwZ7ei7DoWmrCZNQnZpFOeaeTIx/wAxqWPWOGNPIjgk8dxty28Rf9Bj86q2GgaNDMs+tXKMhBBeeTp67mkTV+HLFzHbu1yVOB4ERYY+PSpjHLBu6D0PE9nJalyskTgEhJVwcdvrQy/4lupY2SygdTy/e5c5qJr+TUeYDSJIYuQgM7LlvkKnswI7aPxyiOq4OcZrXxkxUFZmri11O5f7Q0R9SzUsOi3Vx+8OEVycqO3nR6/vLKG2lZ5GIVSfcXJ28qq2etWklnFcWkbGORRIGkIXGRnJ8qOzZdUC7nhxYYjLMWYAg4qNdFhuLRZ4winJHMfQ9KOxrqOrqVVlhgcf8QLuR6Zo3YaVZ2aBkHM3dm3Py8qak/Jz8nPGOFky9twHZaiudTUlHGPD+7nPnWw0CyXRYRpFvEsdvGuIeRQgUeWBtUwiBAwenbFPEYl97ncMm+xppt7OKc5S2wnFzt95hjsM06dPFj67kdKgtiGwwYZ6HPY1ZBBXrg9zQ0RHINjsmjcMQDjz7VKsGDu+3l2qeXIzgE4qBmbODkDG1CdhT0KyIV+4DjpnfanRovJkAZ70wAj8Q3NJzYzgEHcbUOh0Ok2xjr07VXlDqObG1SpIQvvd+5pjoCAxJ88E0mDyNicMCMEH1609mB3G3fFVim4bmK4Pn2qQlc7HqKYtjZH5lOFwarzxLIjLIAQwIII2xUkjjGCuDnzpoPMfeBBxvkbVMsiwYXUNP/Zd29pcKWs7j7pz90ntWR1jTZLKcxn3kb3kIHUV1XV9PW+t3t3Tr0OMb1jntDdLJpF9tcR/8Nj3HnWauLs24ObpLr4MJF4NvcBrm2WaE5V0PXB7g9iO1UdTsY7ScrBMk0TjnjdSPunpkdj5ijuoafJBK0UiYZSQQaENac0qxFgnMcczdB6mt07yeonYFmikBWSM8skZ5lYdQaGanJ9ruGleBY2Ye+FGAW7n0z6Vpr3TprOZoLhcMh+RHmPOhlxblHFwqIzIc4ZcqceYPWrjKmFMztvcvYy5wTE2zKO3qPWjsTCdAVYEEZBHcVW1W0tHVLuzZQkueaIn3o27j1HkapadeNYyeDOT4LHIOM8h8/hTlcX3SJ3hhZrUHrTVs8kZonb8kqbgBu4z+dS+AmcEd6tSvKIeHQINhFJ7rx82+dxmnLZKAeVRRVYWA2XenLbO2dtvKn2GB3s1IIZAQeooHrlrJYwmWLdGwA3lW2GnyNtyn6Ur6J9pieGeEOrDBUjNOM0nbCjIRX13babeiArkRc6hkDAHI3AO1YNOI9b0/UHl1DUZ5YchkyxwvoB0Hyrquo6BNYWt27R/uXhbBx06bH6VzfWNMS5ieMqBnofKujimmxM2+hXVpr8CPEy+KBkgfi9RW007TS8CryEkbGvnLhzXtQ4Y1Vbd2YKr4U+X+ldYufbvFpMX2ey0BZ7nlHNJJLyx5x1AAyfqKJ8MpOois6bDojEDK5q8dOtbKEy3k8UEY6tI4UAfE1896t7cuO9TRore/gsEYYItogGA/wARyfpWHvtf1PVXMuoajdXUhO5nlZt/maF6R/xyH2SPprVPaj7OdDJjfWlu5V/BaoZP+oe7+dY/Vf7QytIYOGOGixJ2kun3/wAi/wBa4aCTFzjY+tWeGmLa2QxJ9w1tH03FHxZLk6N7qPtM9o/ENydPOrfYFYc3JbqIiB/iHvfnUFnphjf7Vf3Ut3cn/vJHLY+GapRLniA5OMwDp86O5wp23xW6io4RlKTYLQERjvuf1qjqgwqjHU0ShA8MNzZ6/rVHVCAikDJyNhReBXkpuAVxjHpVZwATv5UQW0vJwPCtmI65IxSHRbw5MjKB3CjNZ9kmO1WRdNGyL3zmjSrnA2z6UPsLRoZ0jbOQaMciKwDEDPQHzrXjkkrJkwHqFlcXF4HjUcqgDJNeisJId2bJPpW60zQVuoVmeIjPZlwaINwZbXuAyOCN8ocYrCfMlJkfU8GUt4B4SsQNgOtaDh2zW45wgyFI3xtV4aTwzpR/3y7jkkG/KW8U/QbCvS8X2VoPD0ux5sD78pwPoP61d8nKqjEmSckH7bSFGMJnNWpRpunrz395DB/dZhzf5Rv+VYK+4r1m9BR7sxJ/DEOQflufnQsyvISzkk9yaqPom/1sUYJbN7ecZ6JagrZQS3T+be4n9f0oHecd63cZS3aO1Uj/ALpfe/zHf6VnefOBtTC643OT6V0w9NxwzQ18Fie/u58me7lctjJZySaqszdjt6ivA74puM9a6KSCxSx7/rTC5HSlOxOx+tRsCT12ooVns9d/60qk8nWmZ5TuNulO2K43zStoYmB1zSb9d6U9cAEedJuMDGKKGKAOw6V7b0pBv/8ASvbg56ihIDxwd6UYJzj5009CBjFKCCuSBnpmmkTrQuBjNI2B0PpXi2c4JJ6VPBYXt3tFC3L1522UfM7U2ktheLK+QceleJPYGiUOkWkWWu7tnI/BCNvqauRyw23/AGS3SP8Avn3n+p6fLFPq3onuvIMt9Kvph4hi8OPrzyHlH51cj0+whA+0TNO2eie6B8zvUkszye9I7Nkbk1HlgcbYqox92Lv7E6XPgIY7SJIR5qPe/wAx3qJ2Le87HPck00k4xjvTSSehq1FLRNvyKW39OtLzDHWo+Yn+dLnbIwaZP5PEknrTWP8AWkY75xgHrTGf3qNjwhSexOKTnx170xm3G3wpe23/ANKPyI8zHBII9KaSMdfnivEjGBTc4HUnIxtVV5Bnt843pDy5ya9zY9cio2fc4pgKeViTk7+n+teqFmOT0r1K0HY+pm1PX59orG2tV7F2Ln8sUN1O51QN4d3qMxyoOIv3akfLejsr5zhcgUG1sHwUncbISrH0NfAXTPdM9Y6hLcSXSxW8LvE/KjMOZgMdycmpeHJ579Z49RkMstvMVyxzQLSJ/s/Ed4Vb9zMNgOgIxv8ArRDQbpV17UbeN8hisgwdq6KWURLao2rXEvuKZn5McuA2wpQCPxdBvQifUY0vINM5yJrhGZGC5wRWp0jTbae1ieU/aA45iZAN/iOlZ15M+TlUAR4I1SMraR/aFJwWJ/d/Xv8AKi+ncN21uEM3vtGMKmMIvwA/U0XS1itlEccaKoGAAMVImcZ8u1Prg4p8spvOEPjQAKCuABipPuDl22Gc5pgGR/rTgM4O3zNFGfgUMHXGMnzJqWIch+9t0696aQuNsV4HBB33oAuwsVkHN91+3kaucikelUbdgUxuSN8Z3q3G4dOYE+opvRNDmAK4JFVnTDcoIAG9WM4OTsKhuMchK77d6BZIQDzEg4wN69yMRnlBPXrVVJJTKVUEfLarWSuCenXrVMY4hVXGdgKhkkVQcnbtTi4znON6TAJ94571L+Q0D3kmZjyv8NtqdAJRJmTHKR+dWnVVBLY+AqAsUA2wT2o2JvyTtEpU7AeoFRhCNuU7U6OUFeUtinsQew5s7U6pg0VnQndlB3JrPcQaULuMXlsvLcw7r6+laWVSrAtuCN/Kq8qAbYzkVLXlE0c8vraLWLRp0XluY9mXHXFZC6tGUlWG42NdD1+wl0y5GrWS+4f+Kgzj40B1yyhnhGqWoAVv+Io7HzqYunR2+m5v4WZG6llngit5lDGHIVz97lJ+6fQdqHOmQdh50UuIDk7nFT3ENvqNj48axw3VooEiABRKgwAw/vDv59fOtt5R3Ixt7ZgfvE6HrVa50uWCGO59145gcMvQHup8jR6SIYwdwdjmq3NNYxzW/KssE6kFG6A9mHkRVxd4JA2l3j20y28r4XOEYn7vofStlYW63ic8Q95dmB6g1jpLQOSzoOncVatuMW4dtZJZFElxEuIsj3HH8L9OnnU9JRl9umKlRuYtGZtyvWrQ0u3t0Ml1LHEijJZ2AAHqTXDtb9tPGd4GitL23sYzti3iHN/mbJ+mKwuq69q2oOW1HUru5ZtyZJS36muyPpH/ABS/oT2Xg+j9S9oHs+0MslxrkM8i78lt+9P1G351j9X9vemREx8P8PSS+Ut04Uf5Rn9a4qGJiBwAT571XjlJnwScVvH03FHNWJybOlaj7QvaDxDCQXjtbKXZ0hiA5l8snJokNOM1upKnPLnpWW4L1kQ6mdMvyBBct+5ZiBhj2+FdRli0zT4+bUL+GEdcM3vfTrWfKqpJDVtHMeIeGWnAniQ+LGcggdfSsdqnPHPysCDyjIrrGtcZcJ2hKQM9zIOwHKv9fyrmvFF/a6rfC7tLUQhkAYDuc9a24u1ZRAIjPvde3Wo4Jec8r4BqWNPeUEdqp8jBi65yN60Ggtj9wu/nVrhjA1xjsf3ZoR9pmEQVk2HU+dHtBtLG4bxI5HWTlwwDYNO8kt0jQCTl1vnjUkiADp6mjUMV7cnCoEXHU9T8qB2FsLLVMktJGIgdzkgE1vdMtopI0liwwYZB7VM59Tnm6Bdnw8pQCQtIR2+6KKJw+rKFEK8p7cuKO2tqAFAUDmO3qavSyadYjN7ewxH+EnLfQb1zOcp4RDcpAKHh5OUZTHY7VZ/2egx/wiflTrrjHSLf3LK2luZOnM+EX6bk/lQe9411acGO38O2X/yl3/zHetI+m5p+K/IKL8ss/wCymmyXRnmheBFHvStKUU1Mk3CmlsRCPGdenhJkn/masrcXtxcuHuLiSQ9yzEmojJ65rph6NfxOxtJbNRPxlKoK2VlFDvsznnP9PyoPea1qV8Sbm8kcH8OcL9KHFidiMmkJyBvXTDhhx6Q1glaQkkDekycYPT4VGcA7jtilJI65+ta0BJ4hPQHf1pCx23qMkg5zvXic9Rt50ITVknN3/wBaQkhsgU3LeVLv+VUH5F5ubJB60pPTc+VN2OxHT868QTTSvZDeRxOd8CoiCTjHTpvTztsP0qMtuBn60ngpHiOoJpAuCKU53xvXtvUUUM9g7H0xSZ3AJ7UpO2TmpILK5uGCW8Lux8lzQ8CRFvgg/rSEnHTfzxRSLRBGw+3XaxjG6p77flt+dWY47C2bmt7QMw6NMebP/L0/Wmk5LArS2CLexvLs/uIWYDYsRgD4mr0OkQx5N9djb8EPvE/PpVmW4mmPvyMQewGAPgOlRAgE57Vag/LI7+xNGbS2H+62iBuzSe+w+u35U2WeeY/vZGY+pqPPXBxSc2+D+lUopaQnJvyL2ydvlXuYgHyx50hO2+PrTSar4J8ils7YA9aTr2pGbzNIHwd9qQ7FLdgd6TmH/sUjEdj0pCcZJIz2oBnskbdRSc5xjP0ppY5yD1pCwHXYimArsGHXYelN5t/hSErjJ89qZnrkYB2FAPIrHOMY2NeLZBINNJIA9KTOOnemqQMUkmmnIGDtTeYg+eaa75O/X608oMHmZumdhUbMdh13r2Nuppp7EH40h0KSM9K9UZdQdzvXqKHSPrZ5MqeUUPv7d7m1lix95f0okuW+6nXp6Ugt5mxnavg5Lwj2MGEj0uNG5hsW65FXYI7LS42upwkajHM2Kh4zhv8ASLSaew+/Cwc+7n3fhUt/DFqmheHLC4kmhyABurEeVaxSkkyHjRejtVvdWstRhQMkCMOcNsQR2rV6FlJZrRvwHxE/wn/XNZHh7UTYR6bol5A6zyw558e7zAbitNFK1nfW9yFyrN4T4PQHp+eKcopV7GPMlKJpHCtHnG46UwkAZUYPcYp77xnlfA7nypicyAqx5gcnO2KnaOLQm6jLHbsafkbdf61CzgEgNsOlKGbCt0z386VB4LAk2ydj60hJGB+EeXWo1bAAXJx514AkAK/TfPWhjomhnKPsc58+1EUlziToG2PxoSuEYZGQat2jBkKc2AeopkhLY45sgnpTMYO+O9Ikh5eUjf470p32OfP0NSLyRyqDuvlUKxnlORk4qyyEjc1DlgccuKY0IV2BK7V7ChcEYxtv3px97oabyt+PHypDpkRjDKWU486geLlBOSxBzvVsgBSN989aruDsc75+tUs6EMQEMW5evapWBkTJ/wBahZwWKg5bAOKc0y28Pj3cscEC/eklcKq/EnFLYKLej0kjYCHIJ7jtUHK2STt86B6v7TuAtM5ll16CYjtaqZfoR7p+tYrV/b9pMDtHoWgzzgdJbuUJ/wBC5/8AmrePByz1Ef0Z7eDpFzarPGyMAyOMEGsk2nx6NcyRvIZoWy3hRo0hX4gDYepwK5nq3tv401ANHaz22noe1vEOb/O2WHyIrG6jxHrWqsX1HU7q6J3/AHsrN+tbR/06cv1ujSHHGDuzqOqvo6XHJZ6jbuXBbwVkDsnoSuR+dA7ueBffJ6fSudG8vIkd7KdopuXCsKgTU7nUVLzTyGRDiRSeh8xRL0i4qVndHk7I2V3runQA806HHZfe/Sg1/wAWRCzkltYTIEAyG260EkXII3zVW5hC2N1jO6A/mKcYRE2U7vjHVJimPDiVyfujf6ms5fXV1dSMZ7iRwf4mJqZoZpUhlVxhM7H41UmDszHqK7IpJYJbKcsfubDoc1FNGSxHcDFXOXbBzjvUciHmY8pINWIi5QIFCnocVUQMJsk43q8yjwSADnNVhCVlB329aYEdwGSbnR2BU5BHWpZr+/un5ri6kfbu1JcRkvkZ7fKmLGScYpAhwyxB71MyBo1OMnH86YsT7cq5OaIQWrOg5lwQKaEynHBuCRTVgXOw/Ki62akdR5damh0nmOSCaYWBzaBxjamRW9zZTi4t8jl3xWtttDkkYCOEk+gzRFdAhA/3h0Q56Fsn6Cp3oLrZ7g19N1BZLi4k8OZAA/OdvlWlGpWWkgLpcofJ3VlyoPmPWs5Dp9pYyO1q7ESAc2Vxn5VNzgd/pWsPTqX3TMJVeAnda9qd0T4124HTlT3Vx8BVPnZvvEk+tQZyfKlyR26V0xio6QrH856etIzEnByPhTWI6d6Rjtkb+tVQhck7AelKegI7Cm57Up/IfpToKFwBvv0pRsN8mm5HbcYrw2B3o3gBd858t68G6kUm5JxS+m1AhcjP657Uox1H/wBKTfyNe5d9+lVWQHFiBgCk6g7V7Az69etITt5VTVE3Y4HIwCNq8DgZPWkBAA77YqW3tbi6cR28EkjHoFGTTwsk3ZERv1O9NYYOeoztRtOHJ131C5htR3Unmf8Ayjp88VMsOkWbYgtWuGUbPOcA/wDKv9anL/Si9ZYEt7K5vZBFbQSSMTsFXJogmgeAy/tK6igHdFPO4+Q7/Grkuo3Uo5PEEadOSNQi4+AquTk9KpcbeWyHP2JFi0q2YmC1aYjo05//AIR/U0kt3NJ7rHlU9UUcq/QbVGzEAn603cb9d6pQSE5Ni5yc5xikO3U703mPUUhIPeqyTaFOcjArxbb/AEppJyM9KRsHGKYUOz8MUmcdTTdvlSnpigEeGTuD1717I6kZpMnOSRtTMnuNqexWkOJA9KaST160pbGxIwKbkedL5BvFC74wO9MJIHQee9eYDOcHHxphYY33Ap4FkU5OxP0pvOAcD86TJznc0hwN870vgfyeJOD0zSE+VeOO46HoKZsuyHJxR8jWBSxHf4mmlhjPQ14nbb45xmmls77b09bDIq4Ayd/KmMcZApQ3cHt51G7HmznFPNAeZt+tMJGTvmk77UxthtSH4FLkHGD8hXqYevU16lYqZ9lBGzgLipViduxqVMDtT84G4r4Y9ozfEulPdhMsVWQFHx3FUboxaLpb3BjLpbx5x1JArW6jCJ7KQAe8mHX5f6ZrMalIr2rwGEyCRSpHmDRB1gmayRQWMWqPaaoJH5ABLEPLIo1LCtxEYmPUbHPQ+dDtAhltdLtraQYMSBOvlRMAjvWrJeQzp9yLq1UnHNjDejDY1K0P2eMbkjO5NC9HdkeWMsME849POizOrKQx2aouzz5RplZ922xnO4z2pyvGoxk59aiUYJ5/PrTkCl/TGcdqVkLJKpOOpzvnanqxPbrUeQOm2etKZHBAUjz+VDKSxgecsckEYO2KWOVo8NzAb5qLnOQC2/lT8jIYDv33osK9wxDIDhwCc1M++PKh1rcqFZWYEDyqS41bTrCHxb+7htYwPvzSBB9SRRWMB1zgt8w7dKZMmdw3rtWN1f2wcBaTnOs/a2GfdtYy/wCZwPzrD6x/aMTLJovDwK9nuZcn/KuMfWtoem5p/wAJa45ecHZOYqMlc1DfXcNjbi7upoYI+pkmkWNR82xXzVq/tq441TMUWp/YojuEtUEf/V94/M1jr3W9S1GXxb/ULi4c9Wkcsfzrqj/p8mvudD6RW2fTmq+1ngXS0xNrS3Mg/BaKZPz2X86xGrf2g7Us0ek8Psy4wHuZ+vryqB/81cPMrMepzTfE6nr8K6oeh4o7yP7VpHQNY9tHG2pDwYNQjsIuy2qBTj/GcsfrWRv9d1TU38S+v7i5cnrLIW/U0KL57k17n2rojxQhiKofZt4J/GZjjOaaZQexzUAc575zSlhn73r0rRJCJC43yB0prOfw74pnMDuFFISOtFewUTQZaQZ71X1C2ktpRf2oyV2df4hU1uf3y46VfeMNlSuxri9Qqkmb8axQPjaO4jE8Ryj7eo9PjTZ4S9rOig5aM4zUDq2lXJYgm2mI5x/CfOr8YDJIBggxkgjuK5tM0MekMsMRSVMEZ71UETMvNk5PatFPEXjYFaE2sYZOU7EV0xdolgh1eN2JUlWIqKXxPEQAbE71oTp7OhYR5HcnYVEdOtecPI6egU5q0yWBOXxEYAZII/SkNnKzDlGaOJar4hS3tixBG+M1ettC1O7OEgYD4f0q6FZmDp0rY58L6VNHp8a7MxJPlWsj4ctoiDd3kanuoOT+VWUg0q2/4EDSkDZm2/L/AFpqLlpCbM1a6RPJtFanHmRRWDhm5YB5yI1x1Jxn60Va/lGBEqRjtyj+fWq7SySZZ3LH1NaR4m9kuSPR6VpdsMySeIw7KM/mamWS3iH7m0TI7sc1Bk4wa9kdt60jxRWyHJsmkuZnUAuQMfdXYfSoid8nNJ8TuDSb9cVqopYRJ7mpd2I/KmjOPOvA+8fQUAkOBzkAdetO7d8dxTF3wdthvT12I+FCAU5OxFJnmI2G9L6nbFJtjIyM0xHuo67dq8O4r2STnHSlyAASKde4bFwR26/nSEb/ABrxyBjG1JuBgn60JZDwLuMnJpwIJyD0pmfMnHwp0aSSMEjUljsABnNNL3Cxxc+ppASd/Kr6aHeH3ropbL/5hw3+Ub1bisdKtSCRJdMOvN7i5+A3P5U45eMk+ARHHLMwWOMux6ADJJojHw5dnBv5Y7QHqJG94f8AKN/rV430wXltwtun8MI5dvj1NQFix65J6571fVvZDklonjtdFsyOSCW9YdXlPIuf8I3P1qaTU7kqUjKQpj7kShBj5fzqlt1zv5UuT2xWkYRWasnu3o8ZGbJJ/OmHud8n1rxPbse9ISB1xinbEke6daUnypvMD03pCTikN7PFhSFs9AxprEgHB60mRgZpiFOfSvZ2yen60mx70mW+NCVho9zE9qTfGRSjH3e9JjzPXsadCPAehpCcADBpep3phI606rQZY73gNvlTWyN8n6UgbI3FNZsg752oaoMHiQR6CvE79KZzDYdPltXsgjGKl2gwOLYzg58x0phJ5cg7UnNnbGRTCQRjPSgpIcCfxYprEfKmnp8RSFjvj4U/lCFLg7g9aQkZzkYpCexpASFwevalQzxPQZNMJ6jBpC2x86TPmd6fkK8jifd+NMZhsM714saYxxkkUeAo8S24HSmMdsk4rxbr60xj2xSHoQkMc4z869UTPv1x8q9UUiqPtlTtt/8AWpATmqyvg5BPwqVWJO9fEeT2CwvvbN0O1Z+W3EUrwN+Byo27UeUjY770N1aPkullHSVd/iKcV1kKWUV48KAo6VISDgdSKhUkdTj408uMbnArXyZseJGimimQ4Cthh2I70bjOw6EdjWfcMV5SfdYUS0i6E1tyMTzRnkOeuRUSaOXnjm0XJiFbPL16CmZKncYIqZ1DRnI6HrUBBXZt8enaps53ex5blIyNqcMMvXrUY6dBv39Khur600+2e7vrmOCBPvSOwAFH4KWXSLTYGDjpsaG69xPofC8BuNavki2ykYHNI/wX+fSua8Y+22OHxLDhaLnf7pu5B+ar/M1yLUtXv9VuGudQu5J5XO7u3MTXbweinyZnhf3NFBLZv+LvbRresMbbRAdOtRn3kY+K49WHT4CsBd6tf30pkvLuaVz1aRyxP1qhz5yQaaWOeY9elepx8MOJVFDt6J2mbO7HfzppkqLxN8HavE9eorUCVmJ6HNM5iNzvTGPbNeDA9Bt0pgh5cbZFeLgdvSmc2NiK97vTt23oQh+w+NJzDp9ajz723lSk46fCnVBVjg3mdj2rwO2+c4qMNnr0869znG1Ax/NtSZ9R86YWyOg+FeJPrgUComgk/eoNt2HWjLLnOBgCgcbYkT/EO1axbXnVfhXJ6paNuMD3Vss0RjdBg0Kt7s6S0lre8zRcp8NgMnftW0TSZJIjI0ZEY6ufdUfEnYUPvrLhsoyX96jkdBCC7fUYH51yxTk8KzS6RkJdYjGVt7YnPQtUP2XVb1+aK2Khu6ritALrRrM/7lpnP6yt/If1qObW7+X3VdYU/hiUJ+ldceKXhUZOS8lKLhm6WFP2jKIgNwHbGfrVlbDRLUDmczMN8Iu31P8ASqrytIxZnLN3zvTC+/rW64f/ANMhyL37QhgHLaWMSnzb3j+e35VDNe3MwIknYqfw52+nSq3MCehrxx8j0q4wUdCbvYpz1r2QTk03O1KNhnPStFgQ/cd9vjSdth1NNyMda9zAAE5+lH5Af3xvgb0mRuKbznv2r2STuKdCoccDbavYzv8AnSFd+9OG9ACbdSa9g570vmB8KT133oELkA9CPSnqdjk/PyqMEg9d6XnBzTAfntttXiQO/WmFz0x8q9HFNM4SKNnYnACjJp1Qh4OT0NN26Z6UQj0C+B/3uSO3PcSN73+Ub1ZWy0y3Iz4lyR3b3F+g3/OhZ0DpbA4VnIRASx2AAq/Hol7zZuWSDzEh97/KN6vi6dV5YESBcbCJeX8+p+ZqIsT1q+rZHYRLPSrcjn8S5br73uKfkN8fMVa+2yKOSFY4E/hiXl2+PU/OqucE+vWvcwPYGrUEiHJseSzHJOc+tJn19aZzD40nPn+tWhEob69etezvkbjz6UwHbYfQ0oY987U0hEgbO+MYpCdtjkU0HvjakZsdun51VewtDiRnrnAyKaTvmvNvgr0pv93O/Xep8DFzkZwKTmzvjIrwBPQ9KQ+XrTSvQfAme5B+FKdjuT9K9zdx86QsCc4p0Kxcd+tI2PjTSduteJANPCDYjbD4+leydgDv2prsRvtmm82xJ2PlmkgHk5HWmc2Dnm9aQkHqKbkjb3frTsCTmIzg0xsHctTST08utNzkZI3paBnieua9kYJ6ZpmSSNsAnrXi3b8u9LeCkez25c9817Pc5Gabk96aTy4JOMfnRQfArEgeh86aD2GBXmODjGPI0hPKcUaQmJkgHc47V4nbG+fOmsfeO+/pXicdTQh4Qhb09KTYHB9OlJkE5zXs4x+VFUB44K+tRs22/wAKcTsTnbzqMkZ3OKGCxs9zHFNbO+29eLDBIxUTNseU7GpZQ1nTmOSAa9ULMOY7n6V6ptF18n2wjHy3qUMB3qojYO1TKTnHzr4v8nqlpSQM5qvqaeLZmQf9y3N8u9PB71LyB1eNhkMpBqZYQLICGGGG3FS8qMAHAOOlV1yDy+W1SISMb9a2SVGbwTbA4x1p1jOLbUAhAAnGM5/EP9KiL4YjHc1DeErGtwuzxEOtRIy5I9omjQHxxJk8hGMZNJICrnOcDfOdgKHavq50nS31FYPEKrnl5sdvPFcL4z9qXEmuu9iJBaWwyDHEfvfE9TWnF6efO6icy43ts6Xxb7V9D4cDwWBW+vBkcqn92h9T3+VcX4m411zii4aXUrxmUE8sa7IvwArPySuxyxySeppjsQQPOvV4fTcfDlbLTrQ9pCTk9KYxz+L500nO1MMhYkYrqoKJAd9+tNJzsB600Nk4x1rx233p0GB3Ng7HNeyd8mmBvOlOxAGwJpBQ4kA/CkG/SmkkEbmlHTpVVWAHEsSAK8TjrtTWGFJ8u1NBzkmnVBdkmc7UnOOmd6aDtkeoxXieXfrkZpUCFJyMV4N2Ham75JB7UjHBO1MPyKTtXgTg46U1Tk4pCcAkCgLJFbkYMN8HIo23Ft+sYitIYLYAY5lTmY/Ns4+WKAnYfOmsxxipcIzzJDutF261O/vmDXd3LL/icnAqsX3wTnIpvbbypvMebFUopaFbex5YcoOabk9/jSfi+Ir2c4Hn3qmFoXmPUCkyM9fWk69T0FeHXIOKarQC8wG4rwJBO1ez2xSYB370UIXbzpM75x1pW6jekbYH4UXWBo9zb9K91pCOXIFe6bHyopiTHDfrUi4wQe1MG3N3xSq57+WapIWSTYDfpTc5HWvZyCfP1r2dj6UIR4t5dqQk1f0nSl1O7jt2mMfOwGQucUWm03TdJuDCbX7S6nrK5C/5Rj9aV26QfLM/b2txcuI4IXkkb8KqST9Kvx8P3Ct/vs8VsB1DHmb4YHf41dbULnm8JGWJD+GNQgx8uvzqHJP1rTpJvJDmvA+K00m3O0MlyR3kPKpP+Ef1qc3033IgkIP4Yl5QB5bdfnVZiVGB2pGY9fU1Sgk7Ic/cXOeleOAMcxGfSmc2B0rwY9OwrQX5Fz6nNezvgdaawC4FND47Z3xSF+R467dPWl2OKaBnfNJk5I7Zo2Oh4AJwR614eRApud817nwucds1Yk/DH7YycADzr2fXakOcIwP3jSdG5aaT2SyTB6ZpGyD06edKD7/LjY0h2OBWnXFiEyBnPT400nPQ7Y60oHNn40yRiOu+TipSod2PDdt6TzPWmKxJ5a9zHp5UJCsUnb400EY696TqNqbnC5PY0N3gY7m7AZ37V7Pc/SmZLelKm4/KhAxHffbfHXFMznv38qWRjnGaiGMA+ZpNhZLzAfiz6elMY9u1I2360mMk57YIpoMDuYYx9aZzEsQO1IzHJX517OD8RRLAI9uQRvmvHz603mI6HoKTOSfSmsYQCk7ZANNBAGetePUj1phODy/LNJr2GKcMdutISRXjscDqo600jzPpUoaTTPA5OR3pDjpnFNDk/IUnMc775NOqBWzzEg+8Nv1pC23l5UjNnJx92kyd/SgfyKwBGc7+lRNjJyaee2KhLEZb50tBoUkbY61C7YpZHNQPISCcdqzlKy4qxjSgMRXqoyXLB227+derE3SP/9k=" width="702px" alt="what is terminal value"/></p>
<p>
<p>A company&#8217;s equity value can only realistically fall to zero at a minimum and&nbsp;any remaining liabilities would be sorted out in a&nbsp;bankruptcy&nbsp;proceeding. It&#8217;s probably best for investors to rely on other fundamental tools outside of terminal valuation when they come across a firm with negative net earnings relative to its cost of capital. Terminal value is an attempt to anticipate a company&#8217;s&nbsp;future value&nbsp;and apply it to present prices through discounting. Terminal value is the future value of a company at the end of the projection period. The forecasted free cash flow comes at the end of the forecast period and is typically the free cash flow at the last year of the forecast period. At the end of a traditional forecast period, it is difficult to predict the performance of a company or project because, at that point, the variables get too complex.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='316' src='https://www.youtube.com/embed/DZF8h4x7SmM' frameborder='0' alt='what is terminal value' allowfullscreen></iframe></div>
</p>
<p>
<p>The two common methods to estimate the terminal value (TV) are the exit multiple method and the perpetuity growth method. The Terminal Value represents the value of the company’s cash flows beyond the forecast period, and the Discount Rate is the rate used to discount future cash flows back to their present value. The exit multiple approach is more common among industry professionals, as they prefer to compare the value of a business to something they can observe in the market. You  will hear more talk about the perpetual growth model among academics since it has more theory behind it. Some industry practitioners will take a hybrid approach and use an average of both. Considering the implied multiple from our perpetuity approach calculation based on a 2.5% long-term growth rate was 8.2x, the exit multiple assumption should be around that range.</p>
</p>
<p>
<h2>What are the differences between percentage of completion and the completed contract method?</h2>
</p>
<p>
<div style='text-align:center'><iframe width='561' height='318' src='https://www.youtube.com/embed/l-Lnlwf27Dk' frameborder='0' alt='what is terminal value' allowfullscreen></iframe></div>
</p>
<p>
<p>Backfan Group wants to estimate the value of one of its subsidiaries, a paper manufacturing company. The Group’s financial team have decided to use the perpetuity growth method to estimate the future value of the subsidiary. The financial team has put the growth rate of the subsidiary at 2.5% in perpetuity per annum, and the free cash flow is estimated to be $32,800,000 at the end of the fifth year, which is the forecast period.</p>
</p>
<p>
<p>If an investor or analyst is trying to predict the future value of free cash flows to a business (see methods of calculating free cash flow), he is more likely to refer to terminal value. Starting with the growth in perpetuity approach, we can back out the implied exit multiple by dividing the TV in Year 5 ($492mm) by the final year EBITDA ($60mm), which comes out to an implied exit multiple of 8.2x. Now that we’ve finished projecting the stage 1 FCFs, we can move on to calculating the terminal value under the growth in perpetuity approach. The growth rate in the perpetuity approach can be seen as a less rigorous, “quick and dirty” approximation – even if the values under both methods differ marginally.</p>
</p>
<p>
<p>In fact, it represents approximately four times as much cash flow as the forecast period. For this reason, DCF models are very sensitive to assumptions that are made about terminal value. You can swap out terminal value and residual value under any circumstances, but there are some contexts in which it is more common to use one than the  other.</p>
</p>
<p><img src="data:image/png;base64,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" width="702px" alt="what is terminal value"/></p>
<p>
<p>The liquidation value model requires figuring out the earning power of a business&#8217;s asset(s) with an appropriate discount rate. Both methods estimate the future value of the company beyond the forecast period, contributing significantly to the overall enterprise value in a DCF analysis. Moving onto the other calculation method, we’ll now walk through the exit multiple approach. To be conservative, we’ll be using 2.5% as the long-term growth rate assumption. Since the discount rate assumption is hardcoded as 10.0%, we can divide each free cash flow amount by (1 + the discount rate), raised to the power of the period number.</p>
</p>
<p>
<h2>Implied Terminal Growth Rate Formula</h2>
</p>
<p>
<ol>
<li>The assumption of a Terminal Growth Rate is predicated on the company maintaining its competitive advantage over time.</li>
<li>Because the terminal value can comprise around three-quarters of a company’s total estimated intrinsic value, the terminal growth rate assumption is a key variable to sensitize to ensure the model output is reasonable.</li>
<li>The $127mm in PV of stage 1 FCFs was previously calculated and can just be linked to the matching cell on the left.</li>
<li>A negative terminal value would be estimated if the cost of future capital exceeded the assumed growth rate.</li>
<li>The formula for the TV using the exit multiple approach multiplies the value of a certain financial metric (e.g., EBITDA) in the final year of the explicit forecast period by an exit multiple assumption.</li>
</ol>
<p>
<p>The articles and research support materials available on this site are educational and are not intended to be investment or tax advice. All such information is provided solely for convenience purposes only and all users thereof should be guided accordingly. Advisory services provided by Carbon Collective Investment LLC (“Carbon Collective»), an SEC-registered investment adviser. You can use the terminal value calculator below to quickly calculate the terminal value of a company by entering the required numbers. But if the percent variance is substantial, the assumptions underpinning the terminal value estimation most likely require adjusting.</p>
</p>
<p>
<p>The sum of the Stage 1 FCFs is $285 million and we’ll assume the terminal growth rate is 2.5% as an explicit assumption. For that reason, the exit multiple method is often viewed more favorably, especially from an academic perspective, because the specific underlying assumptions can be more specifically justified. Different industries may have varying Terminal Growth Rates due to their growth potential, market maturity, and risk profiles.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is terminal or residual value?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>For the purposes of business accounting or financial management, the terms residual value and terminal value refer to the same concept. The only major difference between the two is context; residual value tends to be used in some circumstances and terminal value in other circumstances.</p>
</div></div>
</div>
<p>
<h2>Terminal Growth Rate Calculator — Excel Template</h2>
</p>
<p>
<ol>
<li>The perpetuity growth rate is usually equivalent to the inflation rate and almost always less than the economy’s growth rate.</li>
<li>Discounting is performed because the terminal value is used to link the money value between two different points in time.</li>
<li>There&#8217;s no need to use the perpetuity growth model if investors assume a finite window of operations.</li>
<li>The operating assumption is an asset could be sold in the market for the value of its future returns after accounting for future uncertainty and inflation.</li>
</ol>
<p>
<p>The liquidation value model or exit method requires figuring out the asset&#8217;s earning power with an appropriate discount rate and then adjusting for the estimated value of outstanding debt. Forecasting becomes murkier as the time horizon grows longer, especially when it comes to estimating a company&#8217;s cash flows well into the future. At Valentiam, our valuation specialists are experienced in all valuation methods acceptable in accounting practice. We bring collective decades of expertise in valuation and transfer pricing to every project. Give us a call to see how we can help you with your business valuation and transfer pricing needs. The sum of the two present values (PV) of Stage 1 free cash flows (FCFs) and terminal value (TV) equals the implied enterprise value of $1.22 billion.</p>
</p>
<p><img src="data:image/jpg;base64,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" width="706px" alt="what is terminal value"/></p>
<p>
<p>The terminal value calculation estimates the company&#8217;s value after the forecast period. Terminal value (TV) is the value of an asset, business, or project beyond the forecasted period when future cash flows can be estimated. It assumes that a business will grow at a set growth rate forever after the forecast period. This approach assumes the company’s terminal value is a multiple of a metric (such as EBITDA) derived from publicly-available information on trading multiples for similar businesses. The EBITDA value or other metric used in the formula should be from the final year of the forecast period.</p>
</p>
<p>
<div style='text-align:center'><iframe width='560' height='311' src='https://www.youtube.com/embed/WFz9-K4MO8U' frameborder='0' alt='what is terminal value' allowfullscreen></iframe></div>
</p>
<p>
<h2>How Is Terminal Value Calculated?</h2>
</p>
<p>
<p>For example, if the implied perpetuity growth rate based on the exit multiple approach seems excessively low or high, it may be an indication that the assumptions might require adjusting. If the cash flows being projected are unlevered free cash flows, then the proper discount rate to use would be the weighted average cost of capital (WACC) and the ending output is going to be the enterprise value. When looking beyond that time frame, however, assumptions become increasingly nebulous and hypothetical, which is where the terminal value comes into play. Because the terminal value can comprise <a href="https://www.1investing.in/terminal-value/">what is terminal value</a> around three-quarters of a company’s total estimated intrinsic value, the terminal growth rate assumption is a key variable to sensitize to ensure the model output is reasonable. The&nbsp;Terminal Growth Rate is the implied rate at which a company’s free cash flow (FCF) is expected to grow perpetually, after the initial forecast period of a two-stage DCF model.</p>
</p>
<p>
<h2>Find out how Valutico will make a difference to your valuations.</h2>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What are terminal values in Organisational Behaviour?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Terminal values represent the desirable outcomes. These represent the ultimate goals that a person would strive to achieve in his lifetime. Instrumental values refer to the preferred modes of behaviour or means to achieve desirable ends. These are the medium for attaining terminal values.</p>
</div></div>
</div>
<p>
<p>But for both methods, using a range of applicable rates and multiples is important in order to get an acceptable valuation result. By multiplying the $60mm in terminal year EBITDA by the comps-derived exit multiple assumption of 8.0x, we get $480mm as the TV in Year 5. For purposes of simplicity, the mid-year convention is not used, so the cash flows are being discounted as if they are being received at the end of each period. From Year 1 to Year 5 – the forecasted range of stage 1 cash flows – EBITDA grows by $2mm each year and the 60% FCF to EBITDA ratio is assumed to remain fixed. The long-term growth rate should theoretically be the growth rate that the company can sustain into perpetuity. Often, GDP growth or the risk-free rate can serve as proxies for the growth rate.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What are terminal values?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Terminal values are the ultimate goals we strive to achieve. These values reflect our long-term aspirations and represent what truly matters to us at the core of our being. For leaders, terminal values serve as the North Star, guiding their vision and purpose.</p>
</div></div>
</div>
<p>
<div style='text-align:center'><iframe width='564' height='318' src='https://www.youtube.com/embed/-a0Moh1sanI' frameborder='0' alt='what is terminal value' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>https://boisier.com/terminal-value-tv-definition-and-formula/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Industrial Production and Capacity Utilization G 17</title>
		<link>https://boisier.com/industrial-production-and-capacity-utilization-g-2/</link>
		<comments>https://boisier.com/industrial-production-and-capacity-utilization-g-2/#comments</comments>
		<pubDate>Mon, 29 Jan 2024 15:57:02 +0000</pubDate>
		<dc:creator><![CDATA[boisier]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://boisier.com/?p=1489</guid>
		<description><![CDATA[This report is one of the deciding factors about when an economic recession begins and when it ends, so the revised numbers matter, because even a slight change can make a difference in an economy’s history. An emerging literature provides empirical evidence for some of these criteria in the context of production subsidies. For example, [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' width="804px" alt="what is industrial production" src="/Users/dimatretak/Library/Application Support/scm-next-plus/content_cache/678a66f04097d5a561fa0ca3/cache/what is industrial production/images/what_is_industrial_production_(8).jpg"/></p>
<p>This report is one of the deciding factors about when an economic recession begins and when it ends, so the revised numbers matter, because even a slight change can make a difference in an economy’s history. An emerging literature provides empirical evidence for some of these criteria in the context of production subsidies. For example, case studies based on firm-level data, such as those for the shipbuilding and semiconductor industries, estimate learning-by-doing effects (Goldberg et al. 2024, Barwick et al. 2024). An uptick in industrial output, both for domestic consumption and exports, is a sign of a strengthening economy and the sectors that are placing orders for durable goods.</p>
<ul>
<li>The industrial production index (IPI) measures levels of production in the manufacturing, mining—including oil and gas field drilling services—and electrical and gas utilities sectors.</li>
<li>Make the best decisions about the future of your business with the most reliable economic intelligence.</li>
<li>Government capabilities and institutional quality are crucial in this context.</li>
<li>Although industrial production and capacity utilization are metrics for economic growth, they differ slightly.</li>
<li>Industrial production refers to the total production of the entire industries in the country&#8217;s economy.</li>
</ul>
<p>This is because folded within this economic report is a measure of capacity utilization, which illustrates at what capacity an economy is operating. If economic sectors are operating at 85 percent of capacity or more, this could lead to rising inflation, which in turn influences interest rates. Economists use industrial production as a component to determine when an economy is in a recession. Other signs of a recession include faltering gross domestic product and rising unemployment as well as falling compensation trends, retail sales and personal income.</p>
<h2>What is industrial production?</h2>
<p>Moreover, as industries grow, they often require a range of skills, from technical to managerial, offering diverse job prospects. This not only supports individual livelihoods but also stimulates consumer spending, further driving economic growth. In essence, industrial production acts as a catalyst for job creation, contributing to a healthier, more robust economy.</p>
<p>Investors, meanwhile, could interpret it as a sign of a coming downturn, or—depending on the signals from Washington—as a sign of coming stimulus. Industrial production and capacity levels are expressed as an index level relative to a base year—currently 2012. In other words, they do not express absolute production volumes or values, but the percentage change in production relative to <a href="https://www.topforexnews.org/news/one-stop-korean-grocery-store-since-1996/">one stop korean grocery store since 1996</a> 2012. Production engineering is a section that focuses on creating and applying technologies in different parts of production and delivery. It includes management science, manufacturing technology, engineering, and others. The manufacturing sector is closely connected with the engineering and industrial design industries.</p>
<p>It launched the “Make in India” campaign to provide a boost to the sector. Also, nations like China and Taiwan are globally known manufacturing hubs. Emerging technologies have offered new growth methods in advanced manufacturing employment opportunities, for example in the Manufacturing Belt in the United States. Manufacturing provides important material support for national infrastructure and also for national defense. The introduction of new technologies or improvements to existing technologies that enhance productivity and efficiency in industrial processes.</p>
<p>This note revisits the factors behind this divergence and provides a novel quantification of their role. Central banks closely monitor changes in industrial production in order to look for signs of inflation as it appears in the industry with the supplies of materials narrowing. An economic system characterized by private ownership of the means of production and the pursuit of profit, which spurred investment in industrial production. High capacity utilization, on the other hand, can act as a warning that the economy is overheating, suggesting the risk of price rises&nbsp;and asset bubbles.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="802px" alt="what is industrial production" src="/Users/dimatretak/Library/Application Support/scm-next-plus/content_cache/678a66f04097d5a561fa0ca3/cache/what is industrial production/images/what_is_industrial_production_(14).jpg"/></p>
<p>Please review the copyright information in the series notes before sharing. Each stage, however, allows the next one to take place, in the manner of a productive chain or circuit. The published percent changes are calculated from unroundedindexes, and may not be the same as percent changes calculated from therounded indexes shown in the release. Make the best decisions about the future of your business with the most reliable economic intelligence. The periodic fluctuations in economic activity, including periods of expansion, peak, contraction, and trough.</p>
<h2>What Is Industrial Production?</h2>
<p>The Federal Reserve&#8217;s monthly index of industrial production and the related capacity indexes and capacity utilization rates cover manufacturing, mining, and electric and gas utilities. The industrial sector, together with construction, accounts for the bulk of the variation in national output over the course of the business cycle. The industrial detail provided by these measures helps illuminate structural developments in the economy. The industrial production (IP) index measures the real output of all relevant establishments located in the United States, regardless of their ownership, but not those located in U.S. territories. For more information, see the explanatory notes issued by the Board of Governors. For recent updates, see the announcements issued by the Board of Governors.</p>
<h2>Why is Industrial Production Essential for Developing Economies?</h2>
<p>Industrial production refers to the process of manufacturing goods on a large scale using machinery and advanced technology, which became a cornerstone of economic growth and development from the late 18th century onward. In practice, their success depends on various factors, including demand growth, comparative advantage, and policy coordination. Alternatives like investment subsidies and industrial development banks offer different advantages and challenges. As we look to the future, the effective implementation of production subsidies as industrial policy requires careful consideration of market dynamics, government capabilities, and institutional quality. Industrial production—or in some cases, manufacturing production—provides important input about a nation’s economic output, irrespective of its business cycle. Along with agriculture and services, industrial production forms the three major sectors of an economy.</p>
<ul>
<li>As a result, a change in the industrial output caused the index&#8217;s value to fall.</li>
<li>This output not only supports domestic needs but also fuels exports, making it a vital component of GDP and overall economic performance.</li>
<li>Among the major factors, consumer patterns and demand affect industrial output.</li>
<li>Along with agriculture and services, industrial production forms the three major sectors of an economy.</li>
<li>Ideally, smaller or nascent firms with good business plans should be able to secure credit from financial markets to finance the necessary investments.</li>
</ul>
]]></content:encoded>
			<wfw:commentRss>https://boisier.com/industrial-production-and-capacity-utilization-g-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>How To Calculate Annual Income: A Guide</title>
		<link>https://boisier.com/how-to-calculate-annual-income-a-guide-2/</link>
		<comments>https://boisier.com/how-to-calculate-annual-income-a-guide-2/#comments</comments>
		<pubDate>Thu, 16 Mar 2023 16:29:23 +0000</pubDate>
		<dc:creator><![CDATA[boisier]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://boisier.com/?p=1031</guid>
		<description><![CDATA[You should include overtime pay in your annual income calculation to get a fully accurate picture of your annual income as it&#8217;s part of your total earnings. However, if it&#8217;s irregular, it can be hard to estimate over the course of a year, so you might prefer to leave it out and treat that extra [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpg;base64,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" width="708px" alt="annual income of a person is"/></p>
<p>
<p>You should include overtime pay in your annual income calculation to get a fully accurate picture of your annual income as it&#8217;s part of your total earnings. However, if it&#8217;s irregular, it can be hard to estimate over the course of a year, so you might prefer to leave it out and treat that extra income as a bonus. To calculate annual income if you have multiple jobs, calculate annual income for each and add them up to get your total annual income — just be sure you&#8217;re adding gross + gross or net + net.</p>
</p>
<p>
<div style='text-align:center'><iframe width='562' height='315' src='https://www.youtube.com/embed/5a4_kZf5R4o' frameborder='0' alt='annual income of a person is' allowfullscreen></iframe></div>
</p>
<p>
<h2>Annualized Salary</h2>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How do you mention annual salary?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<ol>
<li>Research the average salary for your position and skill level. You can conduct research to discover fair wages for your industry and position.</li>
<li>State your salary is negotiable.</li>
<li>Emphasize your flexibility.</li>
<li>Personalize your expectations for each job.</li>
<li>Keep it short.</li>
</ol>
</div></div>
</div>
<p>
<p>Whether you’re a salaried employee with a fixed monthly salary or an hourly worker clocking in and out, the math behind your earnings is pivotal. An annual salary is your total yearly earnings, including base pay, bonuses, and commissions. In this article, we’ll explain “what is annual salary”, how to calculate it, and why it matters. In that case, take the average daily, weekly or monthly income and follow the above formulas. For example, if your business brings in $10,000 per month, you can expect it to accumulate about $120,000 annually.</p>
</p>
<p>
<h2>Everything You Need To Master Financial Modeling</h2>
</p>
<p>
<p>Niger, Thailand and Cambodia, for example, have had unemployment rates well below 1% for decades. This is not because these countries have full employment, but because there are no benefits to register as employed or unemployed. Those who are not registered do exist – but do not appear in the official statistics.</p>
</p>
<p>
<h2>How do you calculate your annual income?</h2>
</p>
<p>
<p>Compensation is a major factor in where employees choose to work, with our research finding that 75% of employees would consider leaving their current job for a salary increase. You can calculate your annual income—gross or net—by knowing just a few numbers. But if you want to make the math easier, consider exploring online annual income calculators. While you may know on paper how much money you make annually, breaking down how much you actually take home can help you fully understand where all that money goes. That can make it easier to effectively budget and decide whether it’s worth pursuing additional income to help you reach your financial goals.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>How to calculate monthly income?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Multiply the number of hours you work per week by your hourly pay, then multiply that by 52. Lastly, divide that number by 12 for your gross monthly income.</p>
</div></div>
</div>
<p>
<p>For personal advice regarding your financial situation, please consult with a financial advisor. Your annual income is useful when you’re filling out a credit application, but you can also use it in daily life too. <a href="https://www.1investing.in/what-is-annual-income-how-to-calculate-your-salary/">annual income of a person is</a> Only include what you’re actually paid (individually), not the total amount your business brings in.</p>
</p>
<p>
<div style='text-align:center'><iframe width='561' height='312' src='https://www.youtube.com/embed/r1jOpyvt9Es' frameborder='0' alt='annual income of a person is' allowfullscreen></iframe></div>
</p>
<p>
<p>This method ensures a regularly distributed paycheck and helps to facilitate  the paying of taxes, insurance premiums, and employment benefits. If you’re paid an hourly wage, you can calculate your annual income by multiplying your weekly pay by the number of weeks you work in a year. You can work out your weekly pay by multiplying your hourly wage by the number of hours you work per week. If you only receive income as a 1099 contractor, you might calculate your gross annual income by adding these up after you receive them over the first few months of the year before tax filing season.</p>
</p>
<p>
<ol>
<li>While you may know on paper how much money you make annually, breaking down how much you actually take home can help you fully understand where all that money goes.</li>
<li>The approach to determining gross income for an individual is slightly different than the approach for a business.</li>
<li>It’s the measure that informs budgeting, shapes retirement planning, and influences tax outcomes.</li>
<li>You can calculate your annual income—gross or net—by knowing just a few numbers.</li>
<li>It’s a simple yet elegant arithmetic dance that assures a consistent financial rhythm throughout the year.</li>
<li>For example, if you want to max out your 401(k) for the year, you need to know your annual income if you want to calculate the right percentage to take out of each paycheck to hit that number.</li>
<li>And if your employer pays you once every week, then you’ll multiply by 52 pay periods.</li>
</ol>
<p>
<h2>What&#8217;s the Difference Between Average Household Income and Median Household Income?</h2>
</p>
<p><img src="data:image/jpg;base64,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" width="708px" alt="annual income of a person is"/></p>
<p>
<p>Look at the most recent one — toward the top, you&#8217;ll see how much you earned for that pay period before anything was taken out. That is your gross pay for that period, and you simply multiply your gross pay by the number of times you get paid per year, assuming there aren&#8217;t any one-off additions like a bonus. If so, you might leave that bonus or commission off to calculate your gross base salary. Income is any money that a person earns through work or by selling products and services. Household income is the total income of all members of a household aged 15 and older, whether they are related or not. To determine the average household income, all household incomes are added up and divided by the total number of households.</p>
</p>
<p>
<p>For example, if a job pays $25 an hour, the gross annual income would be $50,000 ($25 x 2,000). If you don&#8217;t have your offer letter that states your gross annual salary, you can calculate your gross annual income using your pay stubs. Nowadays, many employees get paid by direct deposit, so you might have to log in to your company&#8217;s HR portal to view your pay stubs. Now, you must determine whether  you will calculate annual income by hour, day, week or month.</p>
</p>
<p>
<ol>
<li>As mentioned, bonuses and commissions can complicate your annual income calculation, so you might leave those off when calculating your base pay, as that is the salary you can most rely on.</li>
<li>By using gross income and limiting what expenses are included in the analysis, a company can better analyze what is driving success or failure.</li>
<li>The company spent $42.59 billion to generate those products and spent an additional $6.49 billion on services also as part of its cost of goods sold.</li>
<li>Knowledge of annual income, specially in computing such, is very important when it comes to filing taxes or applying for a loan.</li>
<li>The OECD and the UNECE calculate gross wages annually in the respective national currency.</li>
<li>Related to financial planning, knowing your annual income is key for managing your taxes too.</li>
<li>Much of our research comes from leading organizations in the climate space, such as Project Drawdown and the International Energy Agency (IEA).</li>
</ol>
<p>
<p>After subtracting above-the-line tax deductions, the result is adjusted gross income (AGI). Note that if you work 50 weeks a year, you can just multiply the hourly wage by 2,000 hours to determine your gross annual income. That can be a quick calculation if you&#8217;re comparing hourly jobs and want to see what you might earn in a year.</p>
</p>
<p>
<p>Of course, there is quite a bit of room for the actual figures to differ, but the annual income — especially for hourly compensation — is more so meant to be a rough approximation. Before the net annual income can be estimated, calculating the gross annual income is the necessary first step. To get a more comprehensive idea of how much money you may bring home in a year, it might help to use an online annual income calculator. That’s because these calculators may take other factors into account when calculating your annual income. For example, if you own a rental property and receive monthly payments, then you’ll add your annual rental revenue to the equation.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>What is annual money income?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Annual income consists of the total earnings an individual receives over the course of a year from various sources. Understanding the components of annual income is crucial for precise budgeting, strategic tax planning, and informed financial decisions.</p>
</div></div>
</div>
<p>
<div style='text-align:center'><iframe width='568' height='315' src='https://www.youtube.com/embed/hmVe8OQCzPA' frameborder='0' alt='annual income of a person is' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>https://boisier.com/how-to-calculate-annual-income-a-guide-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Best Laptop Brands in India 2024</title>
		<link>https://boisier.com/best-laptop-brands-in-india-2024-2/</link>
		<comments>https://boisier.com/best-laptop-brands-in-india-2024-2/#comments</comments>
		<pubDate>Fri, 05 Jun 2020 12:30:14 +0000</pubDate>
		<dc:creator><![CDATA[boisier]]></dc:creator>
				<category><![CDATA[Forex Trading]]></category>

		<guid isPermaLink="false">https://boisier.com/?p=1055</guid>
		<description><![CDATA[Industry-specific and extensively researched technical data (partially from exclusive partnerships). Whether you are a business professional or a student, a laptop is a basic necessity for carrying out daily tasks. Unlike desktops, laptops give their owner and operator a much-needed company. Stay On the Cutting Edge: Get the Tom&#8217;s Hardware Newsletter Which is the No [&#8230;]]]></description>
				<content:encoded><![CDATA[<p><img src="data:image/jpg;base64,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" width="703px" alt="laptop manufacturers in india"/></p>
<p>
<p>Industry-specific and extensively researched technical data (partially from exclusive partnerships). Whether you are a business professional or a student, a laptop is a basic necessity for carrying out daily tasks. Unlike desktops, laptops give their owner and operator a much-needed company.</p>
</p>
<p>
<h2>Stay On the Cutting Edge: Get the Tom&#8217;s Hardware Newsletter</h2>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Which is the No 1 laptop in world?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>So, if you need the best laptop of 2025 right now, the 13-inch MacBook Air M3 remains the best choice for most people. For an affordable price, this laptop delivers enough computing power for most users, and it has a durable build and a long-lasting battery.</p>
</div></div>
</div>
<p>
<p>This list includes options from the latest laptops available today, offering budget laptops, mainstream laptops, ultrabooks, and business laptops. Another brand that offers budget-friendly laptops, including convertible models, is Lava. While the company initially made a name for itself by providing budget-friendly smartphones, it also offers excellent laptops, including Lava Helium and Lava Twinpad models, priced under Rs. 15,000. The Lava Twinpad model has a dual-display feature and can be used as a tablet or a laptop. One of the eye-catching brands to make the most of the Indian government’s push to make local brands relevant again is Micromax. Micromax offers pocket-friendly laptop models powered by&nbsp;either an Intel Atom&nbsp;Quad-Core processor or an Intel Pentium&nbsp;Quad-Core processor.</p>
</p>
<p>
<div style='text-align:center'><iframe width='569' height='313' src='https://www.youtube.com/embed/JwPIXDfiwG0' frameborder='0' alt='laptop manufacturers in india' allowfullscreen></iframe></div>
</p>
<p>
<p>All of them are driven to gear up manufacturing and bring in supply chains. Mr Vaishnaw noted that companies like HP, Dell, Lenovo, Thompson, Acer, and Asus will be manufacturing laptops under the scheme. There is a discrepancy between the 2009 numbers due to the various sources cited; i.e. the units sold by all ODMs add up to 144.3 million laptops, which is much more than the given total of 125 million laptops. The market share percentages currently refer to those 144.3 million total. Sources may indicate hard drive deliveries to the ODM instead of actual laptop sales, though the two numbers may be closely correlated.</p>
</p>
<p>
<h2>Original design manufacturers (ODMs)</h2>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='317' src='https://www.youtube.com/embed/6kf14nS5vqs' frameborder='0' alt='laptop manufacturers in india' allowfullscreen></iframe></div>
</p>
<p>
<p>That&#8217;s why, despite being the most expensive laptop brand in the market, Apple has sold the most number of laptops in the world. MSI announced its first facility will be built in Chennai, where the India-exclusive Modern 14 and Thin 15 will be built. Lenovo Yoga 3 Pro and Lenovo X51-70 are two bestselling laptop models by the company.</p>
</p>
<p>
<p>The Acer Aspire series is ideal for everyday users, offering reliable performance at a more affordable price. With loan services, purchasing an Acer laptop becomes a more feasible option. Arguably the best Indian laptop brand, Smartron India has made a name for itself by using cutting-edge technology and offering excellent laptop models.</p>
</p>
<p>
<ol>
<li>One of the newer entrants in the Indian laptop industry is RDP, which offers thin and lightweight laptops with impressive battery backup.</li>
<li>As a result, we can expect MSI to have a massive presence in the Indian laptop market from here on out.</li>
<li>The Acer Aspire series is ideal for everyday users, offering reliable performance at a more affordable price.</li>
<li>Consider key features like the processor, RAM, and high-quality display for a smooth multitasking experience.</li>
</ol>
<p>
<p>The ‘Made in India’ initiative has provided some much-needed perspective to local manufacturers. Even Indian laptop brands, such as Micromax, Lava, and HCL, have benefited from the renewed interest in locally manufactured or assembled products. Some of the best Indian laptop brands offer laptops at pocket-friendly prices, making them ideal for students and working professionals. Razer is a premium brand that has made a name for itself in the gaming laptop market.</p>
</p>
<p>
<h2>Toshiba-Durable and User-Friendly</h2>
</p>
<p>
<p>There are  several advantages of purchasing a laptop from an Indian brand. These laptops are affordable, but you do not have to worry about making the entire payment in one go. By using the Bajaj Finserv Insta EMI Card, you can divide the cost of the laptop into convenient monthly&nbsp;instalments, which you can pay in flexible tenures ranging from 1 month to 60 months months.</p>
</p>
<p><img src="data:image/png;base64,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" width="703px" alt="laptop manufacturers in india"/></p>
<p>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/wBWrovQokx4' frameborder='0' alt='laptop manufacturers in india' allowfullscreen></iframe></div>
</p>
<p>
<p>HCL laptops are affordable, ranging from Rs. 25,000 to Rs. 50,000, depending upon the specifications and features. The laptops offered by HCL are perfect for students who want a reasonably powerful&nbsp;laptop at an attractive price. One of the newer brands trying to stake its claim as India’s best <a href="https://www.1investing.in/top-10-best-computer-brands-and-laptop/">laptop manufacturers in india</a> laptop company is AGB, which offers premium gaming and business laptops. The company’s Tiara and Orion laptop models have been a massive hit with Indian consumers, as the brand continues to unveil impressive laptop models with excellent specifications. AGB offers high-end laptops with prices on the higher end of the spectrum, but they are excellent laptops to own, whether you are a gamer, a student, or an executive.</p>
</p>
<p>
<ol>
<li>India is experiencing a rapid surge in high-performance laptop demand, which is the sole reason for MSI&#8217;s big push into the Indian market.</li>
<li>Some of the best Indian laptop brands offer laptops at pocket-friendly prices, making them ideal for students and working professionals.</li>
<li>Samsung&#8217;s Chromebook series is known as one of the best-selling laptops in India and helps it to enter the top laptop brands in India list.</li>
<li>The top laptop brands in India offer a multitude of options to cater to different user requirements.</li>
<li>If you are looking for a laptop with the ultimate user experience and good build quality, Dell can be an affordable option.</li>
<li>There is a discrepancy between the 2009 numbers due to the various sources cited; i.e. the units sold by all ODMs add up to 144.3 million laptops, which is much more than the given total of 125 million laptops.</li>
<li>Whether you are a business professional or a student, a laptop is a basic necessity for carrying out daily tasks.</li>
</ol>
<p>
<p>It’s important to note that while selecting a laptop, you should consider your specific needs and budget. The best laptop for a student may differ from the best laptop for a professional or a gamer. Therefore, keep in mind your usage requirements while choosing a laptop from the best laptop brands in India. No doubt, Apple laptops are unbeatable when it comes to class and design while Samsung has its significance in the Indian market. Samsung&#8217;s Chromebook series is known as one of the best-selling laptops in India and helps it to enter the top laptop brands  in India list.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Is 256GB enough for a laptop?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>How much storage do I need on my laptop? Most laptops start with 256 GB of storage space. For most people, this is plenty, especially if you mostly use your computer for browsing the web and watching TV online.</p>
</div></div>
</div>
<p>
<p>Explore which brand is renowned for its exceptional performance and speed. Consider key features like the processor, RAM, and high-quality display for a smooth multitasking experience. When it comes to choosing the best laptop brand, the task can be overwhelming, especially with the wide range of choices available in the Indian market. The official emphasized that a significant challenge for companies lies in setting up printed circuit board (PCB) manufacturing facilities in India, along with surface mount technology (SMT) lines. Once these facilities are established, the percentage of domestic value addition to devices is expected to increase significantly.</p>
</p>
<p>
<p>You can also opt for No Cost EMIs while buying the laptop, implying no extra interest on the EMIs. Use the&nbsp;Bajaj Finserv Insta EMI Card to buy your favourite laptop model and walk out with your new purchase. In the world that we inhabit today, technology plays an indispensable role. Laptops, being portable and powerful, have become our constant companions, whether we are working from home, attending virtual classrooms, gaming, or streaming our favourite shows. Aaron Klotz is a contributing writer for Tom’s Hardware, covering news related to computer hardware such as CPUs, and graphics cards. Following discussions between electronics company executives and senior officials from the IT ministry and the Directorate General of Foreign Trade, the government extended the deadline until October 31.</p>
</p>
<p>
<p>IBall has been offering computer accessories and peripheral devices for nearly two decades, and its CompBook series is arguably the most popular Indian-made laptop model. The brand provides convertible laptops for less than Rs. 15,000, while its CompBook Excelance is regarded by many as the best laptop under Rs. 10,000 price point. One of the newer entrants in the Indian laptop industry is RDP, which offers thin and lightweight laptops with impressive battery backup. RDP’s ThinBook has received excellent reviews from consumers and critics, as it packs&nbsp;4GB RAM and&nbsp;32GB eMMC storage and offers a battery backup of more than 10 hours while costing less than Rs. 13,000.</p>
</p>
<p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Which laptop is no 2 in world?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>(2) Lenovo: Lenovo is a Chinese multinational technology company that offers a wide range of laptops for different needs and budgets. They are known for their business-oriented ThinkPad laptops, which are known for their durability and security features.</p>
</div></div>
</div>
<p>
<div style='text-align:center'><iframe width='561' height='319' src='https://www.youtube.com/embed/h6pNZ6wW1QI' frameborder='0' alt='laptop manufacturers in india' allowfullscreen></iframe></div></p>
]]></content:encoded>
			<wfw:commentRss>https://boisier.com/best-laptop-brands-in-india-2024-2/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
