<?xml version="1.0" encoding="UTF-8"?>
<?xml-stylesheet href="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/rss-style.xsl" type="text/xsl"?>
<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>search engine &#8211; Terence Eden’s Blog</title>
	<atom:link href="https://shkspr.mobi/blog/tag/search-engine/feed/" rel="self" type="application/rss+xml" />
	<link>https://shkspr.mobi/blog</link>
	<description>Regular nonsense about tech and its effects 🙃</description>
	<lastBuildDate>Sun, 16 Feb 2025 00:44:27 +0000</lastBuildDate>
	<language>en-GB</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.9.4</generator>

<image>
	<url>https://shkspr.mobi/blog/wp-content/uploads/2023/07/cropped-avatar-32x32.jpeg</url>
	<title>search engine &#8211; Terence Eden’s Blog</title>
	<link>https://shkspr.mobi/blog</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title><![CDATA[What's the lowest positive integer for which there are no Google search results?]]></title>
		<link>https://shkspr.mobi/blog/2022/02/whats-the-lowest-positive-integer-for-which-there-are-no-google-search-results/</link>
					<comments>https://shkspr.mobi/blog/2022/02/whats-the-lowest-positive-integer-for-which-there-are-no-google-search-results/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Wed, 16 Feb 2022 12:34:46 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[google]]></category>
		<category><![CDATA[search]]></category>
		<category><![CDATA[search engine]]></category>
		<guid isPermaLink="false">https://shkspr.mobi/blog/?p=41948</guid>

					<description><![CDATA[I found this rather humorous Tweet in which a computer issued a cheque for £2,324,252,080,110:  Gareth Hughes@gh230277Thank you for our compensation payment @Northpowergrid for the several days we were without power following #stormarwen Before I bank the cheque however, are you 100% certain you can afford this? #trillionpounds pic.x.com/z5MNc2Nxl1❤️ 48,014💬 2,051🔁 011:52 - Sat 12 February 2022  I…]]></description>
										<content:encoded><![CDATA[<p>I found this rather humorous Tweet in which a computer <a href="https://www.bbc.co.uk/news/uk-england-tyne-60369098">issued a cheque for £2,324,252,080,110</a>:</p>

<blockquote class="social-embed" id="social-embed-1492466576649502721" lang="en" itemscope="" itemtype="https://schema.org/SocialMediaPosting"><header class="social-embed-header" itemprop="author" itemscope="" itemtype="https://schema.org/Person"><a href="https://twitter.com/gh230277" class="social-embed-user" itemprop="url"><img class="social-embed-avatar social-embed-avatar-circle" src="data:image/webp;base64,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" alt="" itemprop="image"><div class="social-embed-user-names"><p class="social-embed-user-names-name" itemprop="name">Gareth Hughes</p>@gh230277</div></a><img class="social-embed-logo" alt="Twitter" src="data:image/svg+xml,%3Csvg%20xmlns%3D%22http%3A%2F%2Fwww.w3.org%2F2000%2Fsvg%22%0Aaria-label%3D%22Twitter%22%20role%3D%22img%22%0AviewBox%3D%220%200%20512%20512%22%3E%3Cpath%0Ad%3D%22m0%200H512V512H0%22%0Afill%3D%22%23fff%22%2F%3E%3Cpath%20fill%3D%22%231d9bf0%22%20d%3D%22m458%20140q-23%2010-45%2012%2025-15%2034-43-24%2014-50%2019a79%2079%200%2000-135%2072q-101-7-163-83a80%2080%200%200024%20106q-17%200-36-10s-3%2062%2064%2079q-19%205-36%201s15%2053%2074%2055q-50%2040-117%2033a224%20224%200%2000346-200q23-16%2040-41%22%2F%3E%3C%2Fsvg%3E"></header><section class="social-embed-text" itemprop="articleBody">Thank you for our compensation payment <a href="https://twitter.com/Northpowergrid">@Northpowergrid</a> for the several days we were without power following <a href="https://twitter.com/hashtag/stormarwen">#stormarwen</a> Before I bank the cheque however, are you 100% certain you can afford this? <a href="https://twitter.com/hashtag/trillionpounds">#trillionpounds</a> <a href="https://x.com/gh230277/status/1492466576649502721/photo/1">pic.x.com/z5MNc2Nxl1</a><div class="social-embed-media-grid"><a href="https://pbs.twimg.com/media/FLZOcQuWUAAbDjk.jpg" class="social-embed-media-link"><img class="social-embed-media" alt="" src="data:image/webp;base64,UklGRlyRAABXRUJQVlA4IFCRAABQ8QGdASqoAv4BPrVSoUwnJKOlKHpa6OAWiWluLfJcX8a/JzdrEHpXPsu+8p3mgDRdjCBV2G4W5d8lv/3jMzGy5pk9TT/d2W+3fsZ6Ovof7n/ov8J4s/mn1b+6/wXtifj2LPsG1Ee/P+x/kfbj/P/9n/WeJfyv/5v9D7BH55/VvP8/J7IPav+d+13sC+4v3bzu/vP+n/l/Uj9u/1X/a/z/wA/0f+3/9D/F+4f/b/aDyb/zP/I/8/+g+AL+h/37/z/5v/Xe8h/7f8b83fdP+0/8b/7e4X+yXn/+9H97////8/ih/d8a0j7gE80oVvzG+C4ATPWj8gMC5mi/YPEDzSElZEYRloFDsGyLpKAjwCx1rr0HDH8vm9kdijqvTa6MKsVH0CN4MyKNTBu3zXpT711qD9MxmIuRX6N0y5UZqaEH39Mid9JXxaZC1MauFxhXo6PxVLl/F0T7/sHudV7J/JUQz2M2+Hu+KhvYU8rifaPmMCaSmoiiXZsCtIcp3bnf5h5JdSuUXcsi1+BmXQNRAHN5y0+c4+Y1XLxrSFwt9+YgkSQMKXTiaC8JKVXspeCZMMJXuNf1v/zMYm7zIMa6NKl3mGGNpJcipe8WchC4rcv+ITwDLa6XpSCM5zNbI3IauuMnBabvWjWKyjOdQ0NYR0pO32olQDsUFUHVUWVwr2xQTMOHQaWKxmOqCWIgWf7Om7wHzyj4dX/778reWFRGc7CBQ/f3I0iYDEUj2nHUSGCEvdGrIc5IFUF3t0ye8KHDswAU63HV2PFMD4/Z0qhkjuf53Zqg/H2Mw1uEIW8STAXqkFsaYNERFX71daU+kCah7uTdJvCLm/kBwEC73DQq6bOPEt5CwFhtA2EGOTTr/injRDi/Cxt8Zmg3cAkZSkpif5peNWXEejV6gzJpfU3lQ7vX3xp1lypeNTQaRPt6T2K9adI8PihEzccVP01HCReDslvxCJFse7xzJjtUcn73FYAKcD0HsuL2Ep0QquOBs9pfhKNSwY4cqu++MFDRjrF2p1/fC3Knhm5SIoUdPfnbxJ1YBEp5KSNE+51EC/3Y1xBLKnZxEcknkbLZ11Utg0YgfA+aLtRHu6EKLGlAI6MotUVQmEL7q2UpI8y3rq1HMaCx8tzOiFLHQrJfo+yB6pZi7YVtTfTq04O7/+sLR/zO8VKorBLnRpBMrZ9N7fuGcQhOmj5iTRkit+ysNIiEINIsMbhJryDHTIHUlRGrdYS3vrCBQHTRFHuM2byeFPDnpCixbC5F8hsyE6RWwgwu7tTc1CztI89ACuH2COyBGqwp1pND/DURFKx0HcN47zrxhYQPUi72R0nOR/hhzYj91UpjoqU/SDZs084S2zS5LUV0nJXPcovh3W7qmEYThpaSeTQVWE3AmNRznUh502iUYy0Ip2yYD7J69Lt1hE1g9zG/IiIomdx/8uy6VFM2uH2n6QqSJnzU327E7EVwbS5X3gmKR288Ba6OQfXHOZGFekGl8n6fWx6ytI7EUSUaBDJwvufNEbPa/umV5i5Jkh5l0VFk9lAsy/PXHDiugOQ8rdF1BwFNQIvqf3ujaxrO445qLyrex8Gg/3OxkFWeBpnIR5NhF0XYI0hiON8/rPND/JjYpqXpWWxWdIxeRmKhl1rNtbPDWEcdcCmLE5g93TYyXy15uiqvIWLOMY7HbWp0BLgn1ZU4S7NDzFxYQe6whOevFzV68dnkp6RG9F6UlPaGXjjx/PPsn96dai1HPbf1trQbQdDIASxfUsBxs04eiPj6B08+FdcK7ahhFMLrfsqL6X+K6OdTdnLxifZQSk+XXUjInOjIIeJzBhM8G9gBKEISlP1uA+4tLd88kzHQj8Dg3Ht2IKg6pKdoVXog5Zpy9BeEkspxeyCwgDJ0LjCW0Xch8ovNeP014/TQb6a815yQuKCmB8OLNH62sI2hCDHc6Z4QWL+tHYM2bFA1BPFolarr6Y8rXEvwsS6h6AQod6N4toiYIp6tnaQpGgZdI6x3PoTh3kaukOqjBx4qgjav4ZCQkkj2SrcOylCqCvOqfPM4Zc9KCWrVvDtLJgwIgN3aktO1Yx/6AUnJbGg69p/GJAXy8JBl2AIKguUyKzHHsbP55+rh3aoRhXkCZZO1qd4YkF3buAJdn4pMw5ez+WB+vGabpSjI3p17Wug83NME8QPqV9eJlBR3/+dNdi9lWkXoOlYEp+qI0AxcHIw6BdJwb6vgx0BR0zz7sKwbXqjnmwQPRsZRBvinaBtZbD4rPmsiURj8eeOHXq7bwkQhaj2gL9+ZLyQLxrxh/FUCKpuxQ0LJAAxjS+E2psU4rNATOw7TMUBeMH5HZnBDNsqvERS0rEhuuHxNsP0j3Yd55QG9d0AQ6YPiVxd55biHtj88UvUAXPp4kuuHVR53CdlnYUfKE+/Q7pJ6J2atkou/Nx3QAKEEUncWaIM/4mvylUa2+GhyZaS/VY3nYxrjC72NEv2lMY/fMSJxNITbD5FbxJIBmAJW+IXHyJXFAKl2wN1Z15A7EWHpw6ZQc5ru7+rDME977jMn45R+8f+k1sxaO/eRCydvx6Sui4ezabKzZbT5Q2ZX82nc3BVmi2mwou18761SdW4wJU5m6I8M237hSJtaYI+dOyuJSUzmeAjQm6+9t1FQVOMHVzq36dVpMWwk0GueM71Uo0EjCgyXKT9HT0RK6GbBS+f2Yf+yaiyaxZ/8Ek30WMD7bT+hvPC/1oj7oYU3GEvH6//35Pyc+tC2B+qSIAVQb65PoJPhFCFuVHP864PzEJNYcipBPf1CxCVerpn7ZwRj9+n+CCc4NjS0fzXtO4V4NCaAZZmGxgYDenIIlbzerRDQyg7ckUm414gzAC08XwEptndxSHyLwllrJOC8L0jKEvVGuj8OLPeKE9hmwQp5E89DQeD4TupyGuX4QLFJiNkhae9MV/13MN1pMTZATlgNwgZsq4hCm1FgwFvWitKP2DFYQnX5VbOC9V5e6VfIafxPXuZQvcn/C3lEngGbBjsQhFxY9CKcjk4iNoRYET5XUmMvrI59og2mYSuTdXWzpKsdUlO6JFGhtQMkQWN1Jw+8uWUEBJs1AidE+EmXLu1BfURB84sSmAW8sHJrbuGcUpqLH32NV9VAckuR46j7ASjF/Mq72FB+nKUigPZkwLOsEK/brcW2vwUUV81fL8DJ7zjk6+50ZeH/ajmDDiR4iAn4Jxcj2vENG8jIFqcGWsK6XiNlCMAnjfUBMg8hlepNiRMOW4V+5v3Px3H/XifL5z1l2UjEtK0Ph1i9fHc+NpnbDqJHC+yO3Rn4P6sa406vW+x2yAllBaevl66nNaLDMm9O3ZcPXPIRkDhx6aOVRbvtbdPMc7blfKAkWDhD64e2GtFK5YgXE1p+fCfl/tm1jU1MGpUqXNpnESqk4dsj+DVzBExILHhybi02wm73vqyh5784LhmzSy5ySYO0jc4sJtQoqYbXE+3bpSa8poM/BjROwrYiZcf7ztZk9MhrDMC6hPQZFKQlsLM80PfTrRJIaImfUnYPGDDl7aQpZGwIGYoWBDQ8lvXADHoUGME0v3FQDAb7PAPkO3YH41UxX9qeqifaFo0SFaAInEdjxlYuLo5o7xSy+52/rF68bYEyPqX5hA+ggXM4dBoh5q3flKiniKiR5kwT4QT8vczRBubNS5Rj6bNuebOFiveaqeGiPtzCUza1AuBcQrJbtCWjLWT/sOEEOpAxKOCI39qDqYn/oaW6kTWTiVPVrKug+Ys9CcpCnJ1HvqtZFmEztxrhxXX0XhiEog4ZBTBJCyQTXZ48AhjwyR1hPLTto0guAZVna5nRHtw6D9gvjmc/woNIYLRsQDofmqZOizzTmG02pvcyGj573SevQ2IWGpM8tfQxZUKHHUX4Vqv9hdZisd97k+D2nnlC8eKmVcREig/IRVE5a0mzqMcwltOZKYEea9co5pAUkm/IKGt1hrhBy+cfGDlCAnErSw0S5telIMcrE5kSXsgoA1KdvnWWJKp2G1/vYzVgAWw4Ota+EdecYCv5CdicNscOp3nDVW58XD4FWuzJQkZYSDhPBhmIK5XG9876vB75ESWa0kkbJo4LrtDrJuBIdhrdUnyT9uKSvqtAr5r5skUYVSJjeROVn4Kx4MWhR/sAa6iF4RUYMMxs4ZJzFeUeG7O3ZdX/m/KHaEHnKWzpLvIrK9NPG1rFNMmJ8IO/LGfrUb62EzKhQKuI3qkW7gPMidMPP3YrwEF2grlMU7gGM28oP3LCpBwYsEXCkzGZ35darD/akrvGA+y8HY4G8HVlnO7tNfYApFm+NS8JtCEZmur/8BcjW5egl7x9kPGnZOFhewsZJ+lsBBH9esnGE2plVE8/gcVNA95uTgBq6Jzum+DFnjgzHr5+Ga92pMz+RVf09bgZlYA4v0PBwVrES5ugXtxPBZ2gcY/uRAcg7SV1okAP+jR6qXPLWwwIoBmsyJ+O2VSU44YO4r50hTxzUG3OXEW38YngNZDEgqDBGInCf13MjSVYDLWRjUa7JD8a1VsQLuEIhJNd0FUICMJj7PAfBotsirBIUoDEUC59vTy6nbMeUVSMxprQMrvGzDrP6VK7KqANOCwKabiLsVM1sHJ7xviJ03OXj8s/qmzivio+1ft97lMkOUFLZLGgftCghV7+m7bAqzTD4SU/bOJq8GL2H7mtQ929AlmGqjyRxn/OZL2Mbrp4kiqSmYAEWlX0ox1FM6yqt2V53/LVY9qoOWK/pAk3n8d5ITGGxYc3rMzgRM2zeKx+A4oAOjHBsMQ19N8p4VPCrAclUCDDS6LncrBZ1tsPwsMVuodR3HK5urNK43uDNGp21R9ZZ1mT6lhS7aQJTX5ZgqFZzAmKeLSId2EPi5qd96YzV3NMT/bw5PivD7Oc5veK4hlRaIFkn4bZaWW2tamsnl50Uj87GToL/tDXNIEP4dsIWdoIILpQ1m8VwPN8hGI1fYxBI9bV2Z3kCG9Jdfu5s6za9zRErEQHSv2a9p3MS1RdZ2s43l7rt6NELr+B0LAoa7x1TvTtGRRFMUBjDDvXbv7VyL0n+huccIrGNlhpMEoSGmORxwlCk6ee5J2V+O3ZkbFcW2BwGQPI2VINDxqP81y1R+EmfZ1o6GaBHyv5U0+IOdUBMC5GORDfnuHVUy1v46JDbkL4YCQTL5DmFtmMPzP3uTU/v1yDJDix6eMJjVNqbFx1jsZKtQ5BW8vMRvRkspaFWovVS/sfzgFIcBdKdhML1IFXuGazV5OesRjOQkDrckJVc390vz2PfsrC85JvjoJWS4+DiU+oXVWL+01EGib2FmY1rODA6eJisCJ/FKl80+uOTQQA8hR5lUPibJlQUeBdWbp3hObeogo9bqMQDmVd0Gyxh9mmyX9BX35LrknMfmHK6vgik/hweAD66jL7sWMNDtuNXMY2+VLLxButOP+vD+ESq4w3SZS0/nLwEo3OIIGph5GYoTpJ9bfIndICr768PfPP1Sp2PSHfe/7yLMryWGMc8lkwCCurXw7rabA7246L3hRepkwqzNlV2nA7RE3+nef0ae6ezDJsYeXzO6qu0Cq4pPhcbT9O+fNwupIck4GPcz4J3s6LynjXIicDihDIk5KS4E/ANkypTedM0RRamIfQsMTrXvrw0RY+H0KUJCDX44aobCWJFCkI0P5DXkfFtE+19dZYt6J4MLH2G160RysVFGZ6YWhTzXKYfrjchvymiotAAQpz6n+5R9PI96P5FdjJnewi6TLDE1V4wZj5V/f5JspKYD2PjsIx2zH4BLQdI8zx4FJW2Nv1i2VFV4qVK5MOjDGsKREun0nxVwuKeK0yemck3YlH3WIxGSU4Zs1INo4TOkccfHcd2kqd56RG7RT3HpJ/wWQVs1Cx9baKNPCQ2aPL6PS5YK0RFyMpqrMVlIieVbsKxC5zY6+305YR0HUxcoigPV6HIB10zWXSgh3n6n0bA+oUiZb4Ypcs/r9t3euSAvIzf0+E6NXUerCl81b1mpLh5BGHSkG47cI+nML6DG3Y3Mu2tAvN3SGUycunm6nFDqBRTqdUVE8aYmtJ1YzK7pP6IFqLOdQZUtAn21C4NC30I6MjItYghm7fTSXONstx2tLNFRgL/uvmTfDdWaupoRt6FQP0foUgBqxnTmuSSBMKZAG48tuNHzjrvr53S/SEygoynUJ+4vqRHY4h+qK7IRm3XPAWfBsPJpd0+9v21Bj6LxRsjfiBo5w+1GG4YxomEA62TcqhGf04mIm7aNuTryI8BOGusM7GUx0ov2gs5xmxruQqXCDuSqS9axZh9LdSgIR/Bw2VmyCjlDiznVSudQUP7uZLhSJ5K77erlzzKoykhk/IKgB6lhth7Odzgb1cW3LjmBKThEZ6xtRKFodw6kRuthY0n1hYxEJNXF60epytzkPcAZKs3xa+c+26DK0p9LCYSq0kjK33FOTu+ar018AK5QiY5X1JAGk1Jusi9QbnaAy1a/NipmJT9C31YUUEl2lMbxVDA48XKWDY/qKgX0m6voHxvv7W7xwimMoYPDMfVPDPGLifl1nYGBrAXzLXKWkC35Dtl99eUmUoTBffDjNDBIJetFLaCBkj0d8s24PSSlJHVhBbwqGZ0HYgyArBHkq0454eyN3fkTxc1PDOWzcDPxhWRoYAilhPRJ/ZVieRvpQS0BOzrRWiy72ZN31nv3oj7zranXFBC6aXSedKduftbqbD4HTFVONnqnStIvMooIBc25u6F6A963yKEfqy1gpGkOARYJc+GqKo4d0ljIct+jBxDcEHX+NXvzs6KVrMHCKuSqE5wpisZ0bRKpmUwlSKukkjIrLFHyBUrAtFjbCPIrxdDE4wiLCrOBXZpOi4r/u/eeLpdh2cA2OHgzCnWalQEgymvFQgRuhGyHLh5xCv60lP9/yaQM4xHks00IzK/X3yENuHjLWhzgq0YQBMhzOn2W6wv1QZd82/SLHBR0Hi6NuEDPeN+l8st1S35yceMpslUXwi5/3X2KvbgdYjy1ZpSr5odod3Rf6fvlApapoG+No6D/OunDWy+rzRYC+bUdCaM+qYTKNBy6YaSZia4NJQ1gM2GyfoOYbAWzYaeoINsINvhHxynzabVozD7SJ3h1Ml47u9n82v/UhkabC2W5CRppCRDJCZqJy4xsTN1X9VezGnAWVeVslrV6RqnIYo0OM4ps7qV4kPVfTZ8UXEw1ehmSdyJhhtWvrSms82e+7JJbnRxkSTmktdzCr6RIk8JrdV7ND0ZPRtn6Snm64L/0KHiIqpgTymWnGKXp88BCIi/OcfFS2JLTQCTpdLkOSoYMb/btbB/40JPbK+o6gX+t26hl/wvTM2ubbvArKxtbYBwvfvOLQPgaYhOCD9pK0SQ7RlHgrRKx3WGBipn8oHznAHTAZbTb/L6d562aq5crv88XNsgirULzEctAxAv6totRLa51K1v4GWomhQNYbbToanEARPaTbU8mbB0f5HPDlIjwBOJd+wtV3+lS9uNlgU+PNJHfoYUt/pwtxCm2W7CeHKNzCXrJQLU+iNDRWPy4jYFrmMksqekAvwp8pu2BGlHwdVgxSYKrymoLIiCSPdFzoE7FO6E7hBhXuw0Qz4OOirSs0o3wQWwYdhRWRGYUepDiTtOWqgKPpothBsFn9uHscAT1AeegT36+HyMT6VGcnlEVX4GOFp9ixxKUBQyPU7ouW2yM1URrec4zPkIVH9B9MzuBWJqt+WJ3WM/2k7Ev+rvFBlYp6xecIJSnrVYLezbn8HKbBt/11bQ6ZR3QP7GeqrxcfgAlhc2P9IZCnVvLcawliM0nN2Boo+Kc6hHng3pHvXM+mER1t7KkTJY+wEDHmhIfE+ZWYXXPJKftDrrJREG0ijDAgSC9ICNWXGXov1nwXPy+RbSOKOeOBM9wsEihJUHSHHvON6hgHE1CD6QDuUZD/xZqyqA2kQtnqkfyf5hxBwOqX2c/b6Rs8i7+Fuz792ix1An7aXooOukxms1krMWRZPq38Ij8q131IQe6G+unLRVUweJFahPlah1tozTRiAUFmOyRaPsKG/CNiF0KgmRDgyEwNgj3TR+HXtzMLTWnkp6G7LEMfMj/t+qnb46FKxjbOsS4OcNKhDJGJz+aBlMSG6KdIM0ZLncMBDUIbvO00brp3diNiUmJtgAUSa0HGyx/qa4XEPRGYcDA32o3BNr6DfFEq93ZPT0gAJQoPdYBxVeBt/NmBGwDPPGJBLttmZur3Me6ldeXLpufBGh0gF9kLQ9q6ccx01tTsQqS30xCGY9umqkQYpbJW+u/gL3pMmhrbryb3HPHsv7Fuu1TKZXPC8q3LeBDi7PcdkyaCjolj4d8C2SFepGCHtA2xicJDdplxQ0p1N2LYYCx4wZVZJxEAKXgl92wyJOX6CpuUPMBk748LFZ8WQTRSJ/MC1xZ61Usjzowu98FPGVNWatNQ2HjvbU4eAcg6wk/9riJdCW32YoBwJJaF8xl2Q2bT3TcuuIN8nb56i1ptNnfzEKAAgByQJaXoHtEbMVIOIMuNjqICG6Cly3UFO48Kf4GvzFz0fFFZBxGEWLO3wNpEwD6cTjyaSYn0SHA32W+AxQ4IBKmJjg601fqUGRQOVF14jHJJtBJwjASQ7b8dk2GI+je4W5bHhx2uTd1ir8kmeb6E3rNqTb5WIAMe9JKjEhxbtpSuFtOnk3Vkb23zXAsctLLeRt1rFhImQMfB7vHJswNDtsneEG1TBWKOtf47tnJshQTJF0X+QEQLznKQWMqg78GqrKk3IunutWg/BzMnoGrdcHtH7Rbz8NvZY3v8y6anO0vGhEAOgDsBVHYB+0xhgBOpAWuArPhBboywXU2GCb0BDDShk8pHw9lajKSCowsjjlUgZibYlG1CKp0ElFL8/DBKAdIAGgVnIZHRVXBjNh1MDA96SMdw1tdg9PtAa7xGr2oeAin8/cyFZpHwJPqpWAGbRZpTsJmuADi6ITAV/wriNtjn+tsss5s11llUkPFR8ofGO4dDEa9BqKzK03brOiSMG8KU6bzeX3l2UY4Nj8qEX3Jo6sIB7RSLecZ3Gg+jjgco31k1hvskIw4HREglj+5OA/L7XfsmHB5r5G/Acn0WBCW9YBC9Aa6Mfw9res8JkH0H+AmCM6hh/54HI9i1dyniALw1UnZRWY5zOItYz09YANDqeG5pzIJuZKkEb7oesmDBW2dxvmugq3wKqqn2iCMtwaCe7GFzClbhc0CC5eXntBILo5sTG+xhDnuQBCLUDOUAE1E4f4qjjZV2Je+kSmpdb58rYNboAyh5+l8Bob8Ss52IJWz/TJ4p1DBbXx0zZoBIHDnJ6jYALQCW2/LtR4dATdriWZStCDi2IhAtXq8x9f4ByDRimpKUGYAY50gui1bPQpLEUeV0FPwP4yq9u265TTBoVSyJmBlJ08acYNTOSqZz+RWXhZ4naqAKR1TZ2WCWUfTua6c41xScAexAUaVIMX7rtW4pF3RCs5WX7nMoWhvojY6+Glucp7YTsf0Bh/vRI7I2zZ5GGmN/1RmGvTT6CqMA2N/b6dvovQ4dLglgXdaPVIpHfcDG3BB3c55S68BhDtu/Gs7u2eVGtpHsquXsWKnDLC4i9be5NszKNlhagA959uSnLPIA1DCeHH9OXvcRE1IAFX38a7G0dPelqe2EcA8Q0T1//SQfUiPj+DfLSNkANGIAPi1cJNUYpLsHDKWh1agxb/oLgD4wO/fn7nr17fUjJZxCQwwqYmxkgAQPyJ6FUA6DgFIr8APbADmo/qgIs3rnylXoG9GDigbGcDmZ3kZLT46rEmTq7IDZO6fCJM6gQVpHEZrznxlOZOBb6AAcIAYWbCSI1zbCmbVRY9ILLPyPY42KeV1zOi3sHAXJbXK/oOakMkMSAnVPONqefDHya3TtuM0voGYU2Lq0UBPHu4ylyopLp6/+XvEVpvM7tpNCbsRAEwTLZpBKJNLx4BthgAknuCoVlEblQlt/2UGJFYsTP0y+E20fG56W+QIF+Cj9fgFi8I7cd+VCWBtLnQq9bNIOU/RygAkkLgRUJWib83ncBl5Iju1l5kOgLjwrCG3VEn8jA/tyP7lMHWCXqHklf1lDQyvXMuG39C0W8lSp0pyA+t6C/b5A15JRkBZLrkP7Xt65oPI8TRxpY5iEE7VzMQQbezy6YFk24SWwGU1KfTF1GAVf1Z60Q+htYbqNEzTGKCkCQzE5I6Ot79QGpg5ZcQPs+6qk+jSy8DwFOR7OB28U8dtJyQAXxWbtKf2I7mGxbp6HZ9RzWLASgu8HgQajbq3OFSdJ2Kxq21tcRb7Rla9tOaJ96jyV8KBKDNek1DHOxAnS51TTG11RcPMw9W/YujVkhfITQcyHmu+cWi7A6NyyX0EEfXsd3hAAAB/mKx6+BGAkWEJ7WbmCbFhag5NF0HARgRz0BSMhIEVr3yhORYSwDghQb3nUo+S/D+gIfA+xcLtqtqgduQkj5ZWzvNxJTjFO5SNZG0zFdQ1e+NVIptzabalGHXEGUPg5HXpwrr4uVUahN25e4Vg2RLxcxMNidMC+MroDYmbjUZzo9G5rb2vYiIcIUzbMYG1RpeewF9sWMtzBL23SO4gbuSre0zw3LJYMnlS4vn7cCL2hHJgRzf+iIrCKWAvKuwnfazzCPb8Y9nWMJZp65UQcMYTqtTyUdvSirtdynBLeEtxeUtNpvwl0HVEpQKBNqcZMWAS8rq4Q49Lk+FEP4oCb6b83GFWaYbc4BzQZ10dgJZnyuAKt/JHCwAQAaz6kjHfqyvg2KhT1MUwLBe7V0JEzJxCPIMKWi0Plm7ri+uBl3LuBnbCDIJH1rI0yoyUH8km47XGHvs59IA7BwYb7q/FzynTQwRrns0mZpZhMSUjAbE+vhZh82EFKq6wdWSbtwJXDjGhS5Fh/mWE3zmZGFhQoJc3MrSQosA16eWKr00utPLVNQUYqlj23khgjgIrCFGxwRNRu2TiBpi/ax5SZPGY7R5JQ58mhuZPtScxjP2EQ8lNXlyW3KX7SUX2I2DGwk06sODWVMAxwmJZtEJnUyLuUlr71L13GseHouOMH1j2wXoHkzC0gDLiZGbrwFmAIpRCcvLuDReS4RzO+Ur5jQeOeeL51622nkIIR3bhTj01ExzKrpg5PVG8C+BJHxUAJg9eXitu1IGS/aVFd6YtFaTH7gU4NasR7K3AlFiln3itObNJSdIaoTFXixS4YPbAzQeM/b7NQIx1ud2W8o+p/QUKQmzUX020VMK25zY1N6MLBn7t3P/KzsPUylV9GHMfMp4/4ZVb22A7HxJPONLe4YVLCC1Y8Is2ONMOzwQVjruH8eIRNNRpZox0faAApnP1NjBiCgT9Zs0LyaiMcn2f4CwcJ0ibELt6Pi25gDIoxO64C6VKn/7kL33VDRDraHXnM23GO4WIMsDDp4QgLo086WaNmpoqRvCta0WK0D1GebyAik6F7YiHcu2w7Glw1hQt++7+9fjRtOAAMoMc+15fMo8AQ7TGSKbnmIQ+gdtDA6dfxIlmg9fV66YP2wAvs1Yo6f6ZIXIqpuILCFWPEJPDy/0i2eG/EiC6Q5I8RXtQUzB+Kdjs4i/nEusT2y1VCay1CwpSkvA9rTcISLQ+LEzAhHRodkgzsL6Eu+errUCQmIA05bOPMBEp0di7lt297fIETkkKvPszJj3TGcqCWCaD2bdQ7NfkSwy9bgrD6diKo1pTNYXMHeQT9uZHPa4572vBGIAWGslZvJbHZ6O36P8oOSbveEh2ek6z1XpqkmsqMIwDPz5lVCIsacfHOo9aI+iI3ftjFbGbUrIAjSr8S+IBEgi7dobObZwRlkt9Fxgw898B+eI5muy2pp/+Z9WOlp2/lsc1PJNRiSj5EB+ybRijp1NoOvdd64dk/pEfmD+i9pYDZjZ9qPWfOyTRx4VmpGmPettjK10dFdHcWvXk4cLkAuvTWP2eOE3GAXgd7JA3IqUU78L3kxHNQ3kuFi+ilXaIAMFx1fm6k2xVgA2fvSZMzo6rceiwVt+IDeNY7TEGF3XJi8VhVBlgdPv5TRwlnrNkYM65wNVdlSj7lbMktDVKFofAisDntfglhMaiz0O2W0zkHkri7Cg/KO4RhHFWh4RsYXczBYOqPOyMSvriZvBq6hgM9pfuyubkmf76uwcunqNo3Nu7RbAgyBKBTqFgW3WUwmsKBHMVWxIGnQcH8gRt7kqKYHJLpPy8+HavFy2y7ZSZv40BXtTnCiakN45lsS9BdIbS1N8cAiJfNBtIEB1I+WCfEUqLzNgT2gThxYl+odqlk1I+s8cTYPKDzjWSss8eTexPztTiCN6/tvhPXoETVCsHQiDCQX80xzrDGraMjz+CIOPYIMB/TZM9BpdKNecaKNY2KBOg8XdzxM3RHDBxs6djENYMuCMuZ0gdXR4kP0qDfHUY+xyTxfAJOYqFMEwORCq0+Cl0H49B52AhvcDTS4M5ABNqAFHvpWDYQiWzbiNbTiA41KiJ8bta+YOGWO6KgKUMTMB30ymO5/zX/HNV0XyJ201MxOszG9i1uxnze2GNy4CyumEQTLoyVrKNA0l1aibXfXui3etTrg1EpjEjTy1gZNeWktX1ys86xN3YCbNF4DbFppfn3oToiUKFLwGJnOosWP0BLQKj5xeqShFXFJ/3jCNNkl0kTKRQDGMUqW3tJtaoQWW1YgLavnSPWgiO8s1Dw6wV/zzWPZ/7h13nHrYHvimnbZmKwPU4uAITHMOpLo9Yc/eF7viUVZIlLZQAgWA0LxJNMv7rChafVGLpAiUyFL+r+9BVYcFfMyMjHs3CpDMZLGB6EGaKkuXnZKS0YseRFd7325PqVf+9+QBTwweUgS6iY+b4FNCQGHMybo0MJGkUeZrYxQ7iNshElcanTGAafhkXj760KAQgiCkN9Esx/VbpNxAGa9rFBZsO7NbLOCPNwvRMZepVsmhzvRyjJwNAHV/DFKFSnbLsUZ06WrWXDjcZlxY6GGheq1nsTYR2CziXMHrf2px+zoPpzl4XH2AfxFucR0vgkb7SK/aJP2/XAAsBNVbOrnnQDNte0vzpinclTrj0My6eww7hYTibb7diVwgLsDa0GxgT+UrIB0uaYSWjPXuTcHBcMj23SixSojoLdagWek+WZvq5PX/GkXAAM5LxIAw7wNsntX7FVmBzoGm0yv6zKq98MGBTYRyexE+HjYoB7Tq5pYglYVBgABH0mcLjgj0rW3aCgfBmmNDZ+FIsFG+UAnAA0kupacDrMEjvNEsVm1s71f2NKu2uuqUBCgr7TtoglGftCjOzLfxL/MjOZ0J3uXIncy/8lCb6sx7jcL4t1uP7+pBQPvu4pcm3CsPPMVcj7StJYrZfNOGc21iEiSPD8wJlk1Otj2BWST4RD2xC0NNOKMbqdAR9ghBs+3Q5mVlTRQJaKbvNm50xYRsXz+ozA8IRmDQZkXzG5SL5mchiJTDvlygvI/knkWUBXGHAFf04Zd/KS/wl3W08G29GH0yJALIxB9tYIqK/+ogX2yXLzZSD86/JtAvnheMWc5hnxs7+4WX9ndn1pXLDzeuTEbxfu7gsHuUZJBBRpX+uIQM47bsyFTK1NNhJBuojQVPjzIReDNCCdgcZVw9HAXIJjDLPbh81haFmkr11GdJAuv5exArcpmLITu3ksUKMko+eDwcWFYPugT28pDp4wnumIYBKblJEj661uzeqQK9IB6caNdzs1sukZXKHVn3WlwB8PMyUiTZxVV9xDONX/Bfrm3DjJkrkUZHlIwnLAPHFZQc6wj5ZPX2VfQ6CRasQL3tIDXt1fCNNsipSsY6X1KTbRB3rWLaWKh35DiaPaNzx6qtqGAxrRmKzRMkQ0HVl2DGRzd6yljPGzPEG5C4LGO+S7Y0ZdgF3XdN8cPKCjJOCow9o8jr5KSO8A77kszpBPi3WZekIL1zWPYo4c5NEyZsTmzwi6ew6ZBPWSQAvyAhVbzgbM66DLQpTGH/I5dHLPBHOWhpBeE478kptULS8wtpUzijUyttKO8ts9FZOpR3Z8DjrQyhDHVZdI6aWOcZxQ7zqNZNIPtG8MKSIMuDbQ+chzUMPWDcO0lBgX7eHMGB1QGbX4P8tEW20YsUQE8bMimexjw5hbwWDdLCCIkIQTA0nZu22MFox6NtrC03417cG42l824CckqN5OqzMA76DIUY4o0wHahHneCQDqjzXKiDUl6LUlpMggr3buVydgtEuuxsRDjoTwP8MQJ7eyy6gEmq/zBH64dChEKX3fAoTg8tkZH6HAUF4I8hqeo1hHdLb4W2ju5W/tIQ2bwu78dDrkVBagYNVwATpBR0wTiH4VaOXRvI53LFbiMjNox/3JZasku94MW4IRXSxQfXHb/VVX+9wTyGXiE4A8RiuNWp+xYjJtbXAI5KitwcJxJdfuNjoh7b3PxwIy0WEA+6A1QCFVH6FAabEGxGdim2WnGZLdSs/3QaGMKN16jB8T/NJwlrGVbREtu2O74ixDpf1zJ74xPYwY88cUd+wiML69QEuAOeX4EMJOxBWvcDf0JVPo5OzcQIyDDPLuYFfew8t56dmBnh85snVQL4PkMpWU8mGTljMNc4UVH2sDd3REVB12mKLl6GiSxyGKQ6N/qJ+fATTQS0YbjsXwFoib3VfQCoAUePOmzFUaJEL775CIjH+031bFeyI3Xvm53fzqiX6IMABoA9da/8+9pa6DrlPScCUBifxMQOT+dGpjT/DorDExQPwI3yKUMTIlV+64N7vKqTdtuvIduOexY95tYGKzfHL4IXBcESWAQRUMhEiVEFEKgXJHLXClxkL5UrJw4ACDei1uK3FpeRqPjGAGiIwIINxvBHu7PypVLJ+xvComizd2tEIzxZ5cECEYfpjamHKD+XOAJPvVJkKLI89sjrR5lLcwO8HH4NaoGN0k/VhjKXeca3s88IDyeuZPbnYzOFDd7fxndQtAXIeIWL5TSO28T/bSn6C0tLBKIUfdKBWNCSAvWot5Pwaa80EzAFSx/txT0shUgsN32WRfZhH+dnctG3iahSViqFMn60CcAS6kGDstfvzNyulkLIdKnvRLd83mwyUDg7q/Fo6QEDJI7lDXdCMso1i0UkCmCu5Wmsm0URM9+iE7RBgY6rqK5TSjRwy1YABwA5oOddAGkemk5HB68z+AhSOCic1hwDOPgT0J5+KtqQ/luJDff/0EjpjHFGCeLh1y8HChgG/6ThFIUoISf0K8jofgDE0xd5+F886iUCdYNgxgFiXUfgeBm8phRdx2ZuenpDWC89NHbOeNMPnKf0zvLK8yhVrPYMvQRlRP9mfXOZAS4icvZFp+WHxsqCzZenAFlxZdrohh9ce6P6M3zvLL4IBhtzradxx+m1t2tocE5dVkmPistiWElb8g+8z5KrqIunVvWCYcBWvkSjKOV3qhgpBO8lCNR9HkfXKu7JlniN7NHKFwBurUCEDdTrbrRpEpCUvRgMohE5eae/ZN2P4euaTtxZMPfXmOEGQgVbkSnibCtnOg3XUBfhXpJgFI3N9meE6lIsvaA+xRcQOud05VD+z6Bs5w4nh7srZXCdlZsbblVesGL32IxwaXYJgrXLKoYPTVRrTZcqKTBtcGdmqSe4Ky8ZKgbUt/Z4JNC6GMaYiI0/Aof9OfVXESg5/KY5ezE5Bo/o05t9GPai8f6apHKodY6JfOE/iMpHCCI+noO5Iwlc3ZVSHlUaLZ77IvPeiw+1xJZ1n5SwN7KhnWBuuZY65C4FxSLDyEDLfqwe4b7+jkbJCX5KcuSvRewPj0l4TBl0R6P4Fp/0kow6y3m3fH/1cy0Mg4PIvkkGsIL9bi5YhYTPXJVF7R2m0c5wGwpBV2uAEEz3INio9bsIyXDgojVter5jVkLLWZXe+WinleRZBLUq9kJqItlv9LIDIHrqcLuWPKckiVxKMdHKh4cigfW2C4ORrsN4NipMGKcBPJljOVNDSP3YY0WJN94ZIFwRQ95DR12m9+q832a7Xy4yaHJFg9G8iXSgL9rP/K2CsXMxibWmcPIiTkd9et36jDc7SI6sISL6kItyr2ijhZRLEGMYx4sSJjVsjik6Tjg6529BhIxygv5MwO6mCSeibCOkp7oMCgmrcZftTkMUtZdFKA3CRhn7mYqflH1ieQAIn06ymNtsvUgnXSEYt24gHExNLrjjhnfdCvcQWzj/yhO40s8F+V1XNP529elh6Zr2uIedlMiCif0lUZOp7Q0KhmVOrHpDOx8ibfeE5Wl5ed61NxOKgJ26RIj2qUYqPVhpc2dgYXv05zHQjarJTP76ABlFqZNbmeWd7Qo/8QJJj6Szv1fsKYne80Oi85H2bOkmnN32LSsGO2o6tc4kFFx6AMWQnzJ386kxBiSSNj1dVO6niSpgoGLDotWySeFDxsiOEXz5WzjAzhFJfkCP4SV7tAAnPIFaCIExIFWK5U+cdThDpXuW+vrM9wmKSCm0dTQwgyy3Yp0e2eWFuZZ5/nXIu3dM+wBUJjPAmoSBOaAOSUuArPiFM9dsBq0eR9eppBVVlmw+xVDfCLosVAPHJHnZz5rX8Dv4qKM3LpvwknQBs8EFce0A+FC8GpK1ZRn8wED5nrdhS7EV9Caq6zEyKjFc2eGvEVSevpjbV4wulN1NGNo5bXl0oC1g2HCf5Qo4aZyatBY4rX53Vezy0r5orO0tJcIMgJmFLBzyRQolgSjpE+kNR5vYOUKYgmM2Xefa2ZG6W21qq/VTmCnPXkD7QrCYk7T/qpvAMAF8oB53TEltPhv9zlwQZcRGavWfyBzgT0A5yMKLQhKjjUD06nF4HsRwJz2HR1UrMERADo2sgCpAWqF73jv3r8JbByI0A1gQTO/7VqSmCWIs3Uo+MeOnPUs8rEbiZheKMgHmklvSg7zIXa3sCFLyP28p5JS43YsuNLncZXUFZoVnJvvY+BtJ77vYP+AEwUfkMRtiZo26VC9BDZjgXY+DJ3A/S/QKfgJpWFkd54JeNK5qbPd1ZwRGXtYaVvLxkI0UwnvKXYIK+E6hCXBibXWeUJRmTLf12ziDABp5AE896FAa3M9JYCgbABAKfkYfIuXgSCGcOOhWAajZtWVD4blE71qMLTCZQYWj9mlEIhv/3+xg/G3CX11YGubUmSKrbDKTDTBySP5+rx7ZOBQ2xXqt6GD1pTxMaG/HUE65iDMxLZpCg6+N3+PrtrKfMAKdGamw/2MsxDozpUBI3flJYKjsekVeYEZKt4+Wz7zj+2kdFQDnDP+QKACQvYZ4LCAKmKq1qzNGDkOAQtS98bkuIUvf85Q90EP53I47plJnsGSB9hr//i7OFVJRWXWJHcfIa6vec7RrHe3tToF2AOQ/IXWJgkzaAlGw10nCkTBjvcWSPg20Q040CvsbPm+AG1+25w3BJMrxdZc9ak0vfPtThZbECfifQJigs+cuaAkfRUc8ZtVVkzlNlNhS4uPikEFwWh3wTROyUhafigWmsZVb5dAzSxRuqcxboecCkj8Caz/kym1c4njqw4tNL7edlrENGH2fh4NUBrs0azzpV7c/ffYCJ5KUUWVDF6wy0zYLdbWTDL8UX9SPSsr5a75EVYdEqsQJ9iGzElnvugbNf+apYa/ggT1amx+ImxYnnSJROe6vo/NfbsrDuMoS8q0G++7VZla22cVXgx8Wb5HwQPV17dGnh5oKlbaAG4PI2TaraunvzebPFXEViGhMHnLghZd9QLEZ29WYmttVO/BN6aTt/YEBJq6qphmbMcaQid+JVXIQCu6RcSAi4VkpBus6DB0z2uVTt16a0GcksHf+wJB/NzNj+tjfCPdz7G/F9TtdxOF9MNij2dxm+ngHMX9oVouor/QdaOjBF1t5Gy0FTK4GPso4YMJ61CMqVEyLxZ5+yd8QvIedF7W+5PkuK7FZfQTkRjU7Ws9C/3gfl3/MYp32ZvawQucddKwR2mqEsVLcIUuMDPluz05LPyn2n3yS8iOOJy3+mpFFmLLRA7k1dyq//hedombbNt5T4hXw8x2jPs47yzdFTH8SVYaQODwXEpenMTnZ5P7tsR2xSgCQvcpZsFWiVACbCps4vcq24rKZFPO8NzzoUfFm91/NrgAdV7hr2m3l0NtpJmaz1X+jJma/JWMZB+J4awa3fZf+v5XL6KPxYiIHf4hI3pzjh/vd9fooD2S9Fz4R6dcXRAIMnTql8U8uK6TUBSnNazStr6q02t9vuoXYZ9wJC/T2t55mlG3tKCtqdZlMKhEYcupDENYsZLxEmBVp3ORLIX3phlR+jVThVvtuNLdo8Jp+C4zuf29Xsjc91UCFwAxBa85SZS/AH1psyv/QAMv83PLYkVW37Gj7bHRQxH2OZNKBa1AZxgHkHzR4ZIuJRReobPPcKqg30p9/BRQBrAhikhMwz/t/RZcV0opzr2tvu5yt1p0LNKcfZ8NzWK7x4MUVqQvYk/3Q009Z7vrQgP+xMqKPFoWeCFZnIA8Z2vQ3rLW9ZhktioXEkZQuCdx867cUmAjud0l8AmKm2BzVjcNKCWoiI/eMrhvYAcgBpSUPgQ+k8eOCZtarhD7TsF3eR/2Jd46RJR41z6pDiPFauJ7ZoDgPTHAmXjMq4r3ox6HwchdEmKJeow90k4yKRmfA9ejH4OEBaJFX4AgcZ23JWkHF0bHIjrD1JNOevfD0QFRCfU2e/JcBll0IClzN4qUnyZbuq5nNyBRbfI4lf5en6S391I5Rewcl5SUOmWEBepAEYUVJDp8oDEt3r6+gRO0r9chzx4MvdThWLfAmZiJuUBho5mZToOfron3ZMnRBKgyIO2QtI8Af/qJp63l9FEgQ1E+3tlU71j8gSo9mvjanX5zxS1nkt07bqnctd1ogii1cYDLESXVNGXkr+sYnTBqYO+SgzwCQYhDpU8RNMZQrBrDFkgBqfjJKi6vmR51gFJY0td2+hGfjI0lNVw0p3sMaKcwpqU2Ja9rv2eY+9nihSmyFGzZU63DvVpieFAd4i4A3RbJ3MuyM9yciXWeUHP0l/D8of8lw0wSW1GcGJz1lX7hDI+EXGrDi+96cYyDhAG8NMn47KXPWaiECJbCMLdV3wGClqV+Cnb6SJb3bXuQjIsZwYNaeApfRyiN8ajgncJwPzeKr/S9c5r0bPZibeYEVAwJI3BzhUDzR4HpXYi5sNfGUnBAE9xpCiKCbF9YbJoOIZP4xSKEcpKbanKTHF1cS549Yg6mE5/1x+H7Tp68fNsIpO+QE2/GQcYbO058y+Fq84v0XsK5Mr2e6ZmTOB2gbLLGD9QfR6Ykhgj+Wtp3AGh4/Eqb0BO2wsuNT8ervfzboIKVW1YiBabK3mgMmis7yWrubcEyQd/IAFW3rah3P+czUbq+k5250bkbPDa7wqEBHG1mjC9cq5/9ViTi1vntYHy1yogQ+JnFen2Ywt1+ZKo6KYwPbtAus7lns4QUcOv40b2wMDHtQdZL2vfD/B2wZUiZyx44Qn1rl+zIiQSLG3QQCbCmw5ta0scb5JOiEX0/CL6aks0f/x3GcpCAHw9Oo5SFGP3Ib8/v17ZMTWQz5se90pto2Z3AimBC+1nu/YO2SfG6jBpo2m4sU2B9K9dw7nIE4lOJc8ClEDD3FvWuIqMBp+kiPL63e2Sck29vlnMU79PzaME9Qe12m+816oUcFIxfgYY5ILeXHz3c+qPVim3v6M9GvKv71FKzL1NB2FWhzAdsgL6JWBzKiLyyhunNcAMmNdA2efGCU/btO8klSc5Yqr1a220whOBpMTykWBov97Lgh0sT6sOvzDWLUa8Fywi+9OfW9yj+JmyTPUpEFoBh7vrbb+oM6mC96zt4A5OPIlNibo5TyA/isxHFGs0IBSEH8MQd9bU7wUaE97pncB3PFZSlMy1d0/9BSbWpLZTQvxudQcZmIHlEGhZxP4U3WfFlLEfTVakcOmO1o+TvoVrFxK9ZoZz7Rnr8ZHKnFzTVSsiQzGVCLQ9gly6O+4MDPw36Cnj0dmQBxkDzR2M+QQGKHFm7Amfyvx812MD3l3hGk131DqqYepBuZXkjkbJD4dRNNWoHDnHN89BxcRQINEItkSTijbD5Ov7dej0I6uIqusbaCoTibmedFbzVTDbWRWGmCfALGhj5kKP53gYwzRMs4xwkq+Zeb6c/JImU+zDPBG1m3km0S0jHdX5N36ohYuyperoITCY0ZjI3r7hEpYmDlsIPxbsQgF0vizVegA2qvwgHUKWeLQA0EhlqqWYpOxDgg4I+9lWv8W6Z4Vu8xV4wGES3J5YaCyK3Y0uECHFQSsMc3UQ6Ada2COWNl3isX1lHcHMnOuOpvzhuwEonHmZOrTVF1vLLD76UkX+arE3mAZnLjCpop+aWM9dxz+T0V3rd+EHGMi/8IX0TJnUBq67wxXmAsh77EKE8fd0OrmeEGyAi4yHpVoqsmHwlw2+SzBi7qVsyOp55PBVaKIkfbb3e7spW29wKr8e8150PioWBfQ1pE/hObOsi6jniMLC/wPjFbOK8syobwdpR5MNarnp3jeAUK2YDbRHBiWhqU2E3BqMMGRSlcgiez+0CW+3N8Ha49G76/cZYvAgc/w3eJy4knIjN5haxAAfCAIeMY6DjCZ8wNX/Q8n8xiipr4Cyn+3bucoFiwlGZZ5BSBTvqyEW1SulTt/NWxjtB8k4JaaYgcMLJK0nNoYnfvfTPYz9/lGSW1ndwco1vDZGXaCbf5ia8iZAjSsTk8bqwNmhF/AkKaTWPU65JZoJjx9P6qlOYp7MIkA/jt7dDnduYQ9CYfoBunWI0cFfMJ6wC70wMTEfBOP1jZ5S43CwLWPkv0LHya0USc8nSC/yrVc/Lx6kZev7YVqpsXEMngNrjrZ7kgmnV87mqFL5QBi7gGkO/G8Q7PZPFJCDDAeuRuJRsd/NzzMuGY3PSPdbtcXwvkQgmTj+NfFc+p5z2xK8Sh2sbJh2p1BJNQtt40chMpbxXlYduIqjoxIPLlhsDfOrX3P/RpZq8AkBVvyLPe3CU/HdaqErM3CgEAlzbyg1O+BRRw46Vg8dHpv7l1vSZBgZK2bZmZVwAT0vFQgM6j5N8xeEe66jWPXvuQ+6EUrhtflYB3yB1rLrWfj9DMkQ1k945PBpocFpqz9F/6xBfMMJ0bY/IlMCHppTEBSiDsAK3X3N3p5GEnMN46rhc6BNU+q+emnCU5Sw+ve4FfBiUK9S0AnbHmchc8MVxtKB+QM9ia55klfOzKH6kwFHdk7zZPiouiumekJwnENiEqKxYYaMHeG7EZVKJh/Iv71AlmruVH+aj86UOZbbnPdn+w5DaiflLGBNnwkWLxZUSO3K9zooZZNjnTky3VDxn/2Lypc94grGZiRCp8Y4tYVItIrh3urwebmr1SrEzDOwloThFCrjSXzPf9VAvPLdmGMDiOX5nVKWVdkoun37+qxCi2pQKrdHDDKp72dyStUK4IrorVo6/GeJ6bOqXuZ9Qhgkc4nhUf0HCPgNKFEHpYGhctlo4cVqxDZ3aZrdFD2mtk4dCwaiP31N7HXCJ91PUuBIwhxQMR9uej55vfV9tUZ/Uq3S9oExbnLC/ByQzeK5gA+P3Ce1ntKzmDMpSw+DFdbs2ixVLMQdFJwMn9OJKC0Y9kT49PNqyu19zCUzv6XvKJzy0BXvmHNsWLJK5zfHrLnh0vRfqlG/pe4uSZ9ttZt1pIr29xfp5w4wei8SKLCa6T3iACfUbIicJoDvmxY3sxhcO9g5xBKemH5Mu6I0QJS53Ag4HupErgQjtFME7RzRZc11gwZeYl8VGnnBRNCmLf/ZmntHZLVAX2czO08elp9vy4am5OskTxp1C14tGcJ95NYeiJORW4gJskbh/WxUM67VUIZeloc1OH+B2JMPznvt852gNcx9PedM33jpZqshgn4XGn/RScXuo2L3pXgT1t0j8s/+A29TC0yiQh+TRX8+dq+gS0WFY48ROmDEUjtt1tnFWZ1zsQCiwc27M1jj6bUss0L6ojEwIiy+KrXzOGs3u5/MYxaGfQtFPiz3XypvvefOptyJmDCyJpaN1719tw/QoqZswiemNfUAMobbnX8ue63257GOD7ZLN5Te54oyxD+xLxUy9dRJFhaT7XYAl+h+nzmLLxBPgw1S3qUJYv2/nwtx1lyvXKyk8vZvxy34VYPGAh02A+IZ1AfMTBP20gqzbnxaqoVplZvYQ+RUXy2f0Ke4V+haQRiSxEt0a4fJtj6JuJmjtxhv4xk1WUq34/9BOVZl1COpsrVxL58kEgtH3ItC7WXEdteKK5YXQZIB/8lWIJMnXk2ZVfdGzZd631CtwP5M7KFMFyLOA7qw4HuJcbhhdmaoOqR0pQ84RuHqeVnO1X5VrKfcsFSu+L8uB94Q3n2nma406OFegbC9EK7TCTya6XzEwa+LsSjDFECHH6P4ODBqgOaw1MMQoGY70ZEyxd4syNgzx/SWdnaemeJvq408mzavc2HWi8PBcNasxNhIg8/ZOah3tY9P9rFwJdlw2UGCYVG6TP5uBtG0L+vT2G04gD/1wduLAE86auEaXMmwW4+seNKUtoQ3gAp0r0QVoko4kgBQM+X0uPeiVid7PPome2prLHY2GUuVMjw68qk66+3xSLuQtSPnRc9/F/mztMFKMIBTIUiQtkAzwk6VwlG6mDTTi4tMRLe8Va1D+RCo6XRiCsI5B27DyLNAYNNjHA/4jQBtq3O7B2/qYvc4mFqMjC4FvsHVu7PFynwoLRPYtFvKnrsBVyQENjE+f+WBjKUF3kjeuXbzTWm8R/I8SfU4qMTrl1MSWx951w8Ga7RrGFhnOv8iQsj4puzmcjweba1zKu+uPbEhTCoa50JWNO+r+sc/GgWzLDUZJEle5VxVfeHKZpuhh44SQyU3xA4dbrW8X6/I2rVSOvgttbkJoiFI6eHe0yDXEqshFRjqy5FAngNQQMBQicokQQmR3gJYZmCaqw+5tAKhfeXmGqW0Cr03mlXitrpHu2bFvxVx2DALGcZ8gEzidXokYGM0HHuJRob9M1zeEeSff4sH01PzPhjKy3exfrqFCFHRIR11ra9u02wUomHUYSz6qQaUBMpSKlnkg4E/JFvOs9VE6nWDPUoK4d6EgE0ejbKdHr7MMZCY0TBF36UFl0Eh2MZUfsEnitylqHnGBvF/uxblYeY5bwtE3khw8jYwWk2HT+KC73wJD7jz0jwbrKi2a7e5E2xnyjPNKStJMKGxLmA9z0sLftE6Ipi9k+6l1vcTo9wDcOp+CeK7R3YBjLKL17c61mNT4CrPfs8TfsaSCu3v5L7Mx5x82ySrfHLJikIlWSXfuRkBz1klgy2K+y60j5/UuIdes6xBRawo9u/1hHgILVpzg4n0tHX0FPZEPMgpSD0rOpWLEGO2CMCBMWqlf0EMU/BBnlFAGuAIaxRf+kULLldh9RF/VBqyXLptJZ8id/VPrZCLa34gXK7ekYt/IkLyRHyUKwT9tvxoAOcZjtNWWvvxPMSdCmcGwFp7YwUWJvgLJrX1JM1D0z8elVCuvZ3uxp6eNc9SlKk0eYMDk4mSUSTpUyeM0AwUxYS8gPkdq6I83et0Fd0FK/zcWdZ8YexJWddGsvLdD+RxbTVkvxzIocAZ1/S7SvZiN5uoRMMuN7pKyc5aoCWp+qbFAvF97I2sW6LunNS92RUxGP6BVMO6pOz0MSavD0cpK3kFIqnnHTdQm/Sv30T4UsoxHV8WuhyU7Mp0wnWPCTJ+9zJ1n0LJWwNHpuZVwB0XBmr6hCG81yALtczhPcIrlIA7plAKP+rCJOZhvdGRD6fBYDN6iAHBvFIIOw/iYhYn1ofV6cFxpnJrA4t4lRytJGPTkFL4ejA2mL0+0aiWHL/hTwicI/RgzZc7r3oqb4gOhADGKZY6315rSbA4uQvZ4WOlpprih/MWnYf9ltK0CCqcrwBiwdm02iCq95atQHlny5fT17B7my+k3L3gRlzE9kvHm1btXJSIVv6U10jM57LbJ2bCZ1yKPdNPTy4dqEId0D5R1xnNB+fFMpOT/zANSy6EyLqBoA5bsufgqlgJwSZcPVFmRyTxGk5QqHscewdSyBSy+Wq+KhOPombRrbVAJ8i4wAgpXxUK6iTEeDfBCDj0cL0U841LTekKEdRHpH6mU9iQzzJBAs+Yno3WK2kA9fIH4l1TwSRVZgMeXLrB6/LBpmVxdNGBlVYEusex/kGMkuXx9FlkXbMUSAl17nRFXgBBNeuwWhEhmX65Kn4PRzqn8icBk6MP2B46bbGuVlagVOQ8cAjgY9EoWaWQoL8wsGCxYQsJ16oXkgwoa1pIWoWXqdxBjtoJyLzkQV0xQvRmm7oTGEWlF1n0Kfn/6TvHji7zwEk8P4RjSw4aaCE+6vm0wP+//pIBl6S/fT/xSgTaX/UV2uij3NykuKq71nkHohB9R+lC0Y/ONyYxbJIng9QpVy5l/wMlGS+p4shZpXfFkZVBBA9DqlGw4HBixVqkXF0ou6aA4ATRyBY8KOlUWfFY+0Si1KrzAPaMPzp0rEWVdg5iWZgxkGs3MNhfjvqxCoBTVZmz9JWvtEUOYPD7ShjSSavrUsUjh/ll2iGIKHfUXlIo3yQdnpOWtTp+FXYLIyBnWMByLtWsvDp/DpddkDMHg5pQ0qRBSaIMRTc/SVDOxyKvJk8KGekyqb0VdcAolPRZ+so6Du9hBpzCI6MeK/uCg81CAdHfTV969RIv9/A0Hno6d9sqw0pGANzU1kZkZnP9xG1BQpBdqE+MI4jlYqbsHJhgEmmLcOWBAJfkWdgQFg6ZwaGSWbDuUZ6PgZ60FucZGz6/kfW3pDDtuFEU5FTTa7e2HB+Kajg7B9aZx4JSa/TKL2JTN3tKFo+bY7sM2Tphtq5XWWuglYpYkbQOLZMfc2KH4W2MXCviO8afdm1qmsc0N60XH7O4JkMyX8ihbS7Cx1FJi00xNhn4nt/eO+9fcaHmU7GP6gtVKQ6LqZpBmEen7q6Y6SBPSqEoVNgo+cs2Riy8Q5DFsbzsTgWPULIqSmIDUEXkaP8ffUBywxZZSBOYG0Rbz2ZISN52JwH7yzNoRAPWOewLdaGtLyOUuWF1P0+I0GWVhJ2gmdJA+ki68KyOw157nL50pmAkEGCyUKUsDUoOw42hxSM8buOk1Sa75ux7UN/jY0vHkUT2Cz7/UASy2mulhs5oIJCd3TROFNO24H5mH4g3YX7z6MbWvzjkMKF4h0UHQegxD2LMbnNyKCfakC9iX1/mxcWwf1tQIvECjmo3agPZ22O/qj40tbZRngLoczyQEol/Rpwo8eJAOzAMYFJhnNbGhvWh8AzBq0S3+6h2YKwNn/QP5gmkce7v03WKil46xjaT3EhzzdPUg9eBF6TKPeeLzAuugRB4G72N0zYmRrlxHxIQzycu9uizA6l4tYS0L3c8snbmgKZK9TZPu77DVzHHpoYiW3AmhzMcZO/Lq3ApGBeGOkU/iZqRF3hu4CjLBBwEdOzsjRHAvEH9pZzi+EG70m64moUqsuorvs9qeOFEmNO6awHjD1Bh1RIQ8SltwVadaUV1iXpr0xg1tZCT8scrTzPfY3IXS+DRlNIT39/7XNGV6sCfBKOUcg1H/r3S/+/x1svH7Pu/9qFkItHxg/u4r920i6XWU19vZpj99qnbMOl46WMzFmLziKgsJwV2EwY6R4sMu7KDLEGLWs7VjyA7VSCZf/2E8EOV9G8bygFnEJYq0flnSk7TWobmvu951hj5hkgBvAzR6p3Yd/sn/mn/3+Q/R//1czNl+jHwRhKp7H+13HM/V2/yB9Wncwidx1alE0dB03ISOiAER9d03VAV6dCmlZhRXzRd0qYWOdiTVr2wD4QHNpbLbG4enQuBPN5SEk1Fd0331BPQJ3JezU0VgVpbMA9eqpM+E5KLI7hm7xjXd9sE8KZ2oCeyzFzN1C929UXuyS/ISktyQmoVMdsuUpF8z9VlIYR88Gq8lwSzEXwdpyKc6FuusUwduLBWXC0ItBEP3nzSuqb8nkDQzg7nBMB/aUGwAgzAKvOm4DLT4JVi0z2G3EI1WbYFYhJMRICYWE0O4ZLBGM8CgPsPzCnfhUB1sv0X/aWz4XdfliYKrhEwJ+jtPG/+SOcm1Icyc1PutKTlO9/XCVOv/zyeQTrW0/yyjgr3OqXFJZ+IkQ7KK5/0QTPd6Q1XTPLJu3/8H+HCxHx3Y2ME4VBOV6wseUt4QqgjTuNQM4gT9D895F7FRcKrih38/zXhZkMUPa7Z+LG3TcI6JbRGH9fEo0Fo/FJN609vuLFnZ+7kRzzPSEGtz2375tYbqqbVi1YrP3K3AFDXl0HqhMc8HBjiDK1C5ck2c3Wn2KQ/IsXcwoX/CZJkEm4SB8LB3INNRejIpqXHMmYMhEbmZZqlk8KiCa99nufsMTyWtT4KRwOSFojnj8cUxTC6Vnx3aAOxCu03I4/TMm8Xewwa0aEJy+SjyCGkOgviWRbQyTTWWhDAkwtYqZwnDKp9A4vJXtIKVI6d2xAZPbRUIGA0KvHd2UcMX1oVRlBvySqsXuuHl2054RzHK4xj8HLqVITkTQUWD6/AKH+W3b/nPA6tcP2R85KB9SpMDR6k5J8UUNkiUdZQOc/9/LVSTd1/q1CGoetVa8qcQU4ZW9jwuyUokflB+ujNDSp/oFEHYqrhw8BOU7C/E4ABejWCq9g39a2R36zA5hRIy/Uz8rLz340eColCIeSQvbbNQAPucLU2z52KutOZogsfLlNyXVtpagrcDacRsvBcrAG0VQSAD49q9t5dkqwE4B/AigKkMW1b4W3cfDFQ+Lc1ii86Ty2AFufwucbIv1QRbjHsaGrZIDeg4DfMdW7yrXodu/8O1gCulvXfpZqYd+OZwtPvkZZDFxeHNHBOpSLNziLa5cGQPFzH9ckitN5OErPWYX/k79O7/xDwhb72QRDh8ipd4BAf3dEImxHHbXjpSSUOzpH53zpmTWnMikmllJ+LoV+MSEaDSXgVFuxn3rJ7h0lcZQcB2yV2JQQHd/W27CgH+Ve25KnpUn+TTRivRKEvuJjnpUbim0l7FMDMWFR+Edpqx0I+vrseQgwgQv67wDIZaf/pE+xuA+ceJFsxh02/ts/aMMmVcQatnvKX0ak9w/n/XUwlo9zMwx1gGyEt0TYmXmTU0vULn3mzxdB3Fbh5LWOCyOY0AfFeeOhKUMIQVvC/OJgEN8I3ewHeONMUoqjK03bUm1GCkLi9oJto0nEuu6YmMhnl9YcCfUzbnNGhC1IwTKuuvraMpsVT0Z977JQwwhDRUMhVpWyykuptoJrskq92wYI+YO9Uwrb5AnlHxN7qV7psM7KwXSZN/e9nrmzIoeLGT6vuxd3cLi8dEV8zRJTnY3LM0qsG+pC0t9EXedwQguftFfus8G660jbmo2c6zMdoD65DjahbrWCAWMR34HOSGctpoMwfS8dHbVP5CIPcSa0rQzcRTmaC9coR8B+HuzjSM/IM95vKD88sUOunf/d+OtGhUcoOP+z+PowDA1SOR+Oa6z5ooBQzzJLQfsFgm0VVPDSVIcLVf+DnPBV7bUFYPnX2Zhi6lEx8kpMtfiwkG/XOG29J4AilMy3G/WkeEjAGHdsjjtv9SaS2FIm0ocL8w0uiqZYhBjdRpaqh7O5lwXstKVJVgAzAfzkdaIxyKDo+jNb/iwOPc6vEHGNBOlkQ6JzbLyfk8WELtl45DVHCk29wDkayPfjQR3Mtdbo+keEqfyWFs5uI3gW6OUgUjzC0/wQfiR/hDZ7blHmCkpvm0WEpCPb1DjMs9azaYdRaAeMsvNR1qowgQHvC8h6WPJ7xVlp4njWRhcGOYL9KJr0gWVWV/uTPd8ZHxbz/3hIh4m4voigeT6UdjawV8qi1/g64Wc3gGUzuvDJMG3h+PxZ2sfCTACkVeQZv+7wG5EURdSMO4xcbLYPlyrbsgE/rUa1LaL/OswBukRy4uY7tHPxWj01TvdGyuwQVfOhjbJbUbWTCe3kkM82YM5rJtuwQIIzhRv7tgQbBm7MzokCruPFdw0o7aYoXqfmSeB9w1qXztMgcmdf0IJ97RGVVspFwrBCpSGmstCIi3GcLUI7iBa+TEkWzfU35QhU7AoPp1fnH+PK67N9RQntkcxB2OXIBhTXxWwUKwfLbzXuWhdKTJAHUlOWHdbHP7Sr0xDjS07L/mbW6wlVaCppraThBY+P6F1JG305DJ7n8cPgwG/nM6C38QyqWInmwSrg6YPPzIRJ/5OpQEs/3lL0NM0itEFVrx9YoZ0JBHcLGtlmFPc7kc4k2J5rkgW+iBJ9dljiChy/GVadoOdcxoMAiGK7vL9mwPAPyzlVQzbS7ie1qF/A325t0AGdiZOuRDnx005tan4cUraW233TbQau54GKuESWEhstKstQyLcnd7oiDPeMVYH2XpZyQNVDKN0LLZlTG/WNmiC7ipdY0K7xsLvfqO54PkvBmmsmr9iTQ/C6j9gloAFlLfFUrpKASHU5StY0cHhIbKOXMcRSkwQfbVrBxIR3SBlbkFf3w2wX7Pep+htUHjJK4/NlQm+RZHswzj/+9zMZdL5XZrtaJ0uIrBVdtHy9ms2+CLgX9D4LMHmj8I4qJxOwvmUotfZv8X7uCJR/RUoPJ41vuCEomqql8bLo/PebAgaFcL3S2yaQbsIQ6peXisCbyLC6sEFheZ/ubdaSHFpXHbzpU/THG+u0X9NdGc+jg5ful82ymiPbJ3A1fKKZK7VT6Fpn1+wZiX41zJuIoVwMUaek+AKKE5dHoo6O8BXGlT4xuPaCbLfztv0Cg4CMYZXz2ZG4tpYJMMwhKbQO5mNkdsuPZzSDd5Nbj2BpItDMtCT9W/1oiqwU7z9gYxUwRqDK9mGSEB05SoPafNqCY/dn9mFsxtWrKHWuH8m1r1kkOPz3/a5GRd/xhtlEBhhZIPEkx397ptsBeYQvQHaGbsEvZnqoEAsax7nY+2pCZzB9pcIF/FzJ+BygYmskJscbwTBGmZWTu/h9B0m66tb4e3O9NSu5fRg+vHc1U+aio9C88wKjd+XglFjJVwc4BaSU2aVPt8j6TzJL5EVePGnvBMU40G/a0y+W1giomUrF+oU53KWKeghhXQ5hWxcWS3vwqTyhpRB+Z+ikeCB4poNGs9MbW5uLMxefrDL0axO399cC+qxr2BlJiXpVVyaQGuTncxmM/9nrG5tavkkOwGjBOvO4Q96jmQuZsbVFTaysr35qNOtinnT3kNvSoKXTrIKJVaJ+68haAr9wGSxYmn4xkQZBYcjuKVvoYvVhiPUTyiD/rVUaW0V+MCrZMctrDOVNYHpYO14kM1DP1hGnv6R4JXq+iRoVDnCdJnRV4hc8XrMhyVAwbsuyJPqpv3OaitCiTqFylud+RWAZaRNe+hYX8L6bHuahXi0OIiJSNyP7SPRuM6u4YK+W2Vg6/ZFN11d6E5CKFl88a0y727FgcWpIfdHXHYLHjO5oSZX9sbWLL9TFapnKbJAYVph5k02w1zriEbZcHRu97P2rkZm87572L2rCD/EQtaAGpRHsn2mMfYluSBjiocL0a474a7PoYSzVvQ6OHyMCv88fEK7PdvHMzxDBZcBNWG7NNFn+X25rIp0i8xOT8xAtZxhLo88Lm8CLobih8e2WA0rjt7d0QRtM0xxH8suPRth07hCdzYMW/qx9oNVWBaiznKhmaPU1Qo9Rrhrfh40HTCmJVVicuVZwWYOEDaDNAreWp4RcPbPiHpRmYeP7FaQOcVPzJzxdscw3eVLPcrnlNWiN5lT2P5MQJ8LLt3PL84MyyjzmEZ5Xqj4btOLTSDrg8mvNEam2kK0efi8whD/wBYJf95z4r1K78W5wVW73d4D+EecrkvNm54BNQguR2km+hDpBa1EjygKKWWB7YMwnBnhhAbHaGB+Ltykje5SnpFWNnytm/sz/5X6qOOwSwrJ5B811V7VqQ5LQyBu3SN0rGLhppiLluKDNSbp0Z5Loh3TogBevQ1IxYt9gJlsL21pPJ3cBAdTYRdk319CqDsUu6mX++98auhk2gX0sK25FLZQwMMMk8q2q97JcmC8CQ5hi/Qabk/rGhFBDUgKdZK+ApqfvSFtHxM4looTl5B9kpwr4VKJLdmbv2zzPrc3vNR7QUi9v82jxayaPDGPJoOIG8YuVlGz/i9rRpPq+YUiy9NyJj8eGtIq1DovytViNhI/p1+28dhwUKoBGgjScr+ai42yccYrWK8O8weHuLkpYxsVVr+LtzhKBE4mHNzoq3O6rdlwvkTxczt9sZxqXskTnEWR9uuzjBsdR5if2xSY52t1MEgggm1MymXME8wxjfqcuZg33ADGFhLGjfDBkLA0UAmgIiaO5mgpxsu2M6llTiUsRhWUmx5O0mpo02xvpW56AU+pi13TEhq2T52Bht6HSNyxk909/vvIr+MZn0Wvt/zbG4ML6nD8PwTrxoREQz67IAqMQC7Zzx4owGiCC2RkU0kJiyVQpxvgCzgAyX4cK/MQCYpWgYtrcMmZQLFDJ4f4dsJ98+U75+LBqms2pw0VLURas2WG7Fh6l3wfwbskawwaLNXEyYt3APZ9Hii/gWhOv9CIH9bD8QZfwOrc2YUxvj+dV3d8f997xu9KPoHoN1GHLnD4YIoBUHJ0BQt7czKfhqMyFqLSCxCANM9l+ETXamkEwlePCK5aaeEBEp6NPdeW2pWP6vqDsp0bkF2HozclOFmIuq+CaLEidXwyTFtzrxdJXoTn3hZhJNgSUHeKV31q0OErAmvLRK48nfidqec5tMix3q3W745VWKn4kPcmsfkbE/lON00z0ghOHrgiFnUTSCimHN9ct4ZkeSu032l5ClkUT9nRaxsR/cn9Tpjv37NJLkYIdyAvfHMZto1C9B9lA2yFTaW++FYaIG+VSPf2ULAM+y4EV/jC0SgfTJ9QI0emN9lGIh7ikd8qGqFn/QE4PMxpVMcwbKPP91+jv8QJeMYmP5dfxbY3rl+bwHrUwcNKwJWUOTmBNtSLWDsyFRROHYhv+i8IUqbXT71FzkbepAvYKZyusqMA8TMtmCb4+NWkLhiYD+TmN8r2yeP9Ue+lop1I8x/vn+K++NOFlm94CRyv9tIrI5gXIxbf/NnprmzfgLbCnhnemUE/CTE4xaRtHU2zupzkM/aTFk+Mn9R6Qo2GaojQULn9aioF66KHkhlWtp8RA3Pmxb+/ExpbA9T+jE4q9bt38FD0Eh+ZwC+VNKFyKVg2HHGp1oF8y3c5OgLkY/kkZThsm9/0jxNcalKtZfXCqLa3rMkTCIKnzSwBTvpvulC4jyJvbzLVbETNDF0IZsAOrjT4xu3sgpDLIeDwmsLDFiS8pBVQ3UiCn8rkMfJwFeLCC0OJj1gEPwd6nfZsilIqd6DJpQDy/WLUePes4OSIlw7RnhgwIjpx1CRCrngp0ECvJssw9a9IWhiLGW0vUyuEpbGoY+wQFfrBJOdvmitXA0J5igbxzKxtZtMBftfmXHVfmk2gCX88YYpoylfwDGjuhXw25Mht8lq85nMJcSjQ+NH7v2p0RktQSb03W1ojUEPdPkx6+VCZOS5J8qBcm5sxYwtnzWdWrng+e+1gTXaoWcVL8fqP80V/Hq8DF4fwn0KWJ1AJC/Wagy/0MWIbvw/bJWOxXr60e3PD2/F3J2/qazpkLo+2ldHxJWfUtG7MiSov/n5zvDXmVicrOlPiXReX5TWLRhSQ17F5rKqjR+Jsjq1Z8OKgO/bE+09tvvzFIyMS5QGMgFD+wVdrIVDgImtNhzSczYxDrSAfFjuFq7aztzfcG8CNrBSFor5pSvovx/XKxMw5RMs8F974OrELWaE8uW90xzImAOxSs3Q4+ivSEKjD5XjOWHzU4EQI2leBOlt47wHks4uP6Xqw0xXDUL64EoaH3aiR3/WuzrMQXIBgoWxt+DHxqwVsQlP7qLa4P34BQb3uLHZUR2A6hNU421BDtiHLUVBTnoOf/i5Iisf7N6TS4Wt/L8JwuG5rOTk29Oad+li9xUGZ8X1sSWjr6hRpjVscefbqS6Fg8tWasqI67jVQ8qOOza5eYlphTZK8OYgAbjazc95O4T/JtiAr2Td6yW5rIUPvccpZXyb/s+mW5KemZuGYWv0wNv6Lx1fyQQqJNQHsqUOgLS48cdUFU89R+shVRmyn29fr2vQtGtKdUqAmK7ePBoY5a80T81QxURHoG9ua/vKppUKlVJNtPf6Mn/EN4jAAFYOJRG5iGc9wGdZIOuSuAkKBHMP2Y6psn60tABtj468JmnQj5/5Fo7f4Bvpa/Ln3U5uxyqmfPy0QyOjIL5Ico1CU3VqDtZP7D7tKY60gkK5x2Tr3ye3ab7wNXWDp2STA/qK4vtcmfe6Smqx3kahOZSfEcsMSRmosJkpuPMOMZyKNWdZVNUnONS2+IsvNL6NmznSMGueKDOdwmVYPyvF2tOL60WL66to5GYzneaYnmp7b7n6cZsMGqekWuWlCiPSR18Fk3K6ellQRuZHodY6GKgg7R/BpbOYmTon70zVvSBi8380BP68zjidK0CUuIOzXOJGTqye0DUR1V9wHrVC8re7Sq8kmOP8kTw4CoDwQ1V48AEfXomr0NnOTuN1Pqz8OXqTD71TD4oYP4sey/kTkchizZzgI65CqOyDzO1kCfigXVD/QZbVjDewt8UCWNfcbRke0QB5nTA6wqt+Qg2Nvq8VALNIxPxfIcLFiFciuPBGP7W8Ve0t30gVbGuuA420xc6uYk5uAltfIAShzg/+8a1ToT3mOLWWHNKCY4Ggu/dTDDucORXZKeYgnmYUXigwtK3cFrecITbsoWVeS9jCPBsUPDO2KDl8Pw+OqICZI2ce6tejjWLBS/hN/KRGzjU/fOIJGBVF9LCoW4eUwcA0+oMNjfGV2ow8LfDB+E6VFnw+Z7GdRMfiQoKO+SDjFv6BnrrM0IaATvyvNp3/lHy6y7aWqBpYlqp85Yx8Ny7w/9kyzOdYho8i2z9NEi9ZuAnK7wcfICQ0K3l/FYepGyHj+oVylBvvUxXf3E2ZVkGaIQmQ2M/OvtTwQ2CK+XjlaVywuTsuMTr02i2w1fUVjSrd5U9e9UwoXv2dSNvwFqx/yUKoE+tXVDo2yZDGaWDE/BW3CasWKdaiWdnEysRaVuKxNZkVKkrzI4SmJWDBdzkstTJV9uRxiqMSecapdk9T4r2aXPKdSDfe1FXTWItNn0QzDswodkAZvhXprXVHO3Rsq+e0UMobu27B9EgYW2U0V/eynAtJMndM5RWPKSOrj9/J5CzdsuW2o9o73WxwHUS64+acKgoecZZLxj6Li8IJqP3ik0jlHPdWzHKOLF5AhqaIWDNK/yj3NQ3kx3Gvih07q2SanxvTI5aBfOe5+zjnhLW3zfWAD4YiKSHJOwkkVIc3i0tCdR04tfGxRz146UvgR2Ro658s4kzeeXdu9ahsUbdVZXApg6HNsHfLsTa0+osl4uxaflsMzqoNuX4HnqqMfEbfSc+c9XvEF4Ar2gJLPUT9FyR2kkM9cQJKZDAIo364yrGDwmzA9sk1zn7F1XZswDDbdCr3mX1c+j88n5C3aCJ9Qh+RfepXX4tquq3gatyHsqb/kI31vVHWj250A0u6egNZiILzt7Gjmp/XsCKpF/HGMJbd76bXpTWz4rV4xVNTK99hPBhp4oOq2GK/KYEMq5YrDG5xQIxfTE7jPq+Uom0hqXM5vDMlHiWCtt5Sr332ezfM97AwHXR04y5WQQrq1nAiVL76gdIL4uAgNhDplXtUrrlqlYa3UUe1jeptUnq1f43p7fcThxPOY/O2t+yPhNuO05H/qMdw67TZlUPOZoQrdfKvvlmVmO1xK3TmJjQqhJ5PuFkpCmbhhyP9myxTyc7jLjz/8Qrj0/6AMWIm43qAkIxs5ZRoDp4FUrYmyO6Rm4rx36yZknEszTa2fHb+8kH/2ExD4Od2ih5p3IoW8uk1hKcFrBe63uXK+T6aLYSfVolAcYxQJSUZDRCVrtOVMv6MIUHtRneBxSuM8gGfknAfLZRwL47fCrfj2bAJSjTcsjqSWxz+DrBK9t72pOuLzZPCf+Z8c0zlHGii4DF78tyCASQI4R2qpAwQkrpt8YWXBz9qpZ4+ah5/m9nrkBhGrBfEdRkW1/8lPaKgHruAAPgWDtG26qFRBa6AKu/397ioJgn0bx6cuE/O07JJzwWirgqd7Eqz31dV0NWCgsXTaDoAa5LC1Dgp1G58L1Re+uQMKRAsfuG9/cTgtxLRdgOotuO9YqfJQ2yq6RPoCyx5DBbzEnm93dUKCiQH/E0VWcJeteRrL1Q32YrBlbaDvg/ip6oX8QkfWWKy/mQK/y8gycLY59ptFZhjZDxJBc3o779Xlfl8QOR9RAm8qGF/p5kw3Zu5uMWNG3LFdZ/sOReCVysj5hMMn2WPUENxgiS7rXThfjSuLldKXjx4hrmDF/4Ba9mLZGZGt5woYWrMYa9DLtb83z1t4vMQwRFqLEcS8MRMI4cbv/K/ijKtZyi891cQkWysvU8ISnDLzLZqanAXzszJMV4J2nVuOIi6Emk7ilJhef4+d9lYGK1+KeN6sCW2BBL9Yc2tN8vt518tbOVv76g5jNd3rF1yykeekHrNtkfjpFptLffTGEZ8XpvKPVNAHQzSTiPjjem1scJ0fiHz7lugnpIrfT3cNFKphyEH8OOr2x1Nu5GJnRiXe8zuMlu/fL6P949WD4bygCV6HG7gRdAJVI307m/D3e8NWwsX1y+RRU3Iu2CY2n6sL22Rrule81AgPX2ArGLPmRcLxychVGum9MiA1nq+l+kKqHWjOe3D5dHDYEJityj/4mYrgfIqn2+MY9Yf2yKZfkExl4VpahPu6O44glciK/0EGM6w5/3ZkcVoGd5pn6uSCOYDIcBoQZ7IpxaAGJc6k3OhJ2XAFBhItnpHrHvJmE3w4vxOnNXR74Rd+5smfWdMon9Fo4JA5ey3Wqh0r/aAXCRPQ4P5O2dFJt/4HGxumOam7ZCgV4T0ReifQ1Mgl2Gy3enqp+DrYb5+6imdHOw1692ZI+EH6ndjUiSfWiCUxlTDWVpzLhBQITXhQNlYwWx1iQUrYjyHDgYoTwD4eRL03eYqkLdDGrhu6JLkmTcCCSOVlTzz0PxIAEHYZwJJipk0aCYj/eQfn9KsoKNbDcQoMGEqN/RBmX0Hw4wUeuh2LD4G80EMlVGwERPoZXxRzpwVadxbenwl5SG9MmSJRVhG6P+/nJbiNRPn1IHqxfRbH0AqV48KFLZnjxsTz06H/XfYBZSh51zPyzYwNiLNzVsQg7zvpmRlYIFtD4zLoaZT8/fJSD3ixR9JtxeQIUENKHMc0HxU5ahY/ZuZoza8ElmTJvmvObpT8Qs9ryZ14zQlMvapuUKez81kHYfjAv2bSaaqgfq7xHLz+xJ0V/JO6MVeNcjdbxZnMV2ZmsxFxeNIbJ68EXZl00tkCuZQ98k8J4gTXJ8IrO59MMa7LjQ/T5oZ/4qNdZ2MTo23y1ZQT6k3wUjIvvEiVLhRLIE3T/46Usaz9VEeU4aJhS7UeijHNIK3WsDPGQAdS09kEB6MOOKHiqE5RM/MyvckyEd53FsITQ6x8g+9r6n2/TpXzqRBJ8SuJNeItJ2YcCkjRGf0LCmFpr52bft8SgUYvLoQQPTPua8hqfRqz982Uj4TWeyTtIIuL/7Yx2kUgxWwvk8jPCMhozpK7Yc2z0AsXb06d+GfR9fX/YWFKu3yZtjKX8LVu0MWO5PKz0Gu1jF/WzFE3p/Y9DK/ACsca0sKtXhK4L6QBt/PaYG0XHql/HakNbC0e7/nmy+GhZWZeZspOsY/Sdaawv0Zn7dDIURlr5XIcGyUqxPFZ51mCzkuB1KsH9+D1L4dMoSKWc1rexkSuD5nJNnhp3Va3grVzymtSSV/zYr4Og9v+k+gT71OkWhPJbLib9aA/9Ytg+4xdPDWSKpusk7yc2tIWllIv3NqRQyhbvx7+NbsXctLrxazSUZFfgKaHF42nG31N0Xmi6KqjOycZfYCJPgKJ+ioqAwnEYLW1GPhLjdFceDbotwAb6E6I+leBmOqZCGbxK1m3tntUd++h4qlUWRSUclhq9K3+7UhyZWuqeZsbFGM9+TQ1ugyJ9zKKnnMeHJwihwVWOQ0n3JrunDG0lWnlzTv+FScVqH4C3f99XYo7nrtZ5DLW/gES/pVDn0/cbTjuwDpcc/qCgIt1fqgYNIn4OCyTcdruO0ac7sV6+KXaWESurk/8uP61LOBEc1I/jFeAwuq2WaQP56UUv52Yk+Sp+CEMWhT1ZixliHJPG2ELdwE/WR4n6gIHnpsH3BXspBn+c595R0+fwsIW/8JLtaRiXRzS6SXqjtg8XwUEoiNmlorbc2ru+TmYzYTAK69n08KCa3n5OjwqgjaYElB4CVnsNsGYRo4gQFrOIRvQgTvaylpmfNW4aIXrNacfgGwin6NCzXZ7TGhW4qKiFSem4RG4ZUBJwTDoCAcBFiIhXvr2d2Dxn0WI3gj123oXsSkuRvagEQkfaAP1EPAzQgFZ/JX1wlpgP/tNSUFq0lTj3ebeXepW9+BGgR/4x3koG1RhUmAjA2jxyats48+bfUrmWDrgPhS70NK8lxDX3oMuDUdzS/ziLdCxTE0FwFQu3h/dYA5hBZjgBDwLzOodKWYn4ACbqJo+rQOr/lb1aXAv8mac8GzeQUbvXx8bgmEHuyjmJzzOoOmxB60YaNr5rXGXPYNF9hwwcIYgSrh4zXamF8EfR+IsmbUGmgVXQaKxoIwmsE9cQNWXsVWpQhFkskWRe+hwgtXGD/r+uogC8Ks3Ay3lXpnqa4huZDQDDou0fVTms3uSpQPgUAOWOQnEK7M4Dy9Ovmk6FAPH/+D1WXS/K78mCPJfldCnnQUKG0SzXbLi7D2vbePSPw3oKhhN5Vlnm9wmEPC7BWQZROTRSDhFNm4SACj3NiVeqpVRepMgIwLMz6hNOo/iCB5A5CIjFXvJGR7Z5PWNwjAka5lTI/oR4sFoNdCMg0z1PIYXIuRiCsvHS1JPKs+NX6o2XKfAGBx/t4O+eWyVnXgzZx/A5NW5Aa8Y1dXlE3mPgJrxb8QXFDBgt7SOQMc5w8DLQNtmyp6d499gftCmVUS2UAP6jQrNKAdZj2tMQHtkl+Fc500QjION+ayPtkakgwiO3M/dKbNKwHrwErBfCQTUzI4grd7ECqksA9tXFABZn8K54tHrmFRFGea3ip3A+/8Bt18mh+PyJ/tk0+yaxk9iPBG4QBIRMXZFHGGd0Fdk+FaQYp3bKjhnQXEPOo0ta3qvKg0BC5ZQYyiWBJKed6xXLQA5QxoFp2wFmvM1CuNaWO0csRyCiARUmODCPtdHTA7ccG3DIfEyJQt7da8UuGNhsLtOjNOudP//ldm/kCRvGpdBCgL08ES9lqK2xv7D1kGMMHFJaN3h7FKTf1wz0LAaicgG3K60rWXCdD0Q+zE1evBeI0UPdaWDYBti167h9jTaWY4VgytBHCAEyok17+WRPLHiKaLp4Ik33LhO7PYCmf+wgBy8jvMXc5KgrddRXFVYRpTd8drbihXLieEsmn03zU96tR7yQA0h4qQtDE7FyfCUbnc57HzqiF5FA0m1fR+cb4UjMWljre5Artzuvd9InTB0SNvMDwXuUCa9jU7fCJe6Eqpk8eeZpyzWALYBxlr7QKO133EpoKygUK2vPlJKIaXmrrJzvE0LU1N783gPtCcTbZ9gSUFfzklXXBsYZYYG/CmBkUKO8fV0dnFKGh2/k6Uaau3eAIJk/tFmd5G77KmdCqUTk0uhSHZgz2m7YbSENcQRmGkUQS1HKgLvpeOzC50ocn7PsRW0uDKgqTUVIx9N+EgEZMjYoDBPhIiKlhHXuIwBLWKonr8R67Icd69zeT9sWEzZOZQf+ci2obKV6F7dr+DBK3HRbRHJY6kQKklvGx96sKYmPtkc5wjnLgUtS8S0Z2WGOn9BEnDnFfUgCnGb42wWdt2EFFL8v2kfZMyEswToFmlA1cU+LBMXrumOPfgYr+dbQZyESEHRnOajE/IbtemJkq0P2ymqI/qBVf6fgowvIPcCBLWTs4eywLimyK6/4stE2h+YTF1YLMJg8jZWpmNOfr4/2Iu4hXt+UWutir+a6+WSnugPHUzkALefyJmYdgl49Qh3E7SGOZAEiMHnZNtqNF8X1RLXZffliAxKAlEEvdBAHgfjsRavu0n61+hETe9Tn36P72VEGBfRrhmeyPWssZlxAhk2pBLuwClXhglmmtszxTLtQ9ijkggu8Om22PzxFsg4tpmfWPa5qtF+BLX88GEjjqdweNvkk9r/cu96wLoznSAlKxFB+3WwoFsef3WNxzZjWdbUep+ahqkraHUqMMnU/YPwvvLfL3nAmvG6XvczVTW1ohsf8cwfElwu7JyKFdpqJ0lhkiT1eoFRSgGnb+Ijdm2R9g7euro/X7H996yeviB5zvSHKGjLohfiCN4Hk5o+7CPtKaP3djOKXy+c0LPUQX2pV6b5pcHgLlywcON9PaDKzV1wQEbSFFl4R3LC543mZdYxo9o8me5YPYx7+9gVAwkfeYvqIKAqrkyv1pCzcO24wfb3U5pdsAsVvIOOSVh9u3lnQLAB1vyBvghp4vIyW8tTctvbjzQyTQDrlFnO381MgQRggHaeeYzRsEp0EJuchSA4GI8sWkU6/wthMa5w04n3UEZaHneFKYISaQIOnwyDSDrXvry6PrPbwQQQUh8zQB8bQW+A/BqIg5QNac6ZsWdIjGjwwucm7kUQvJYcaoADnLHxUup+r3UaAXRoqg8+CrYsKInVe8WA1okBSur+2OVhPop4n95QfCjd5eb+d8oM3/8RBUtGTAe7wsMjS6cHHI79iY2JHFdE6R9x8tOpm6j7uXK/G5h1/zV4931//l9ccqnk3+M2NN1ix4BpvKBA4wAKAgwegZLh5fXyQhRwbFOifK9M9h6/i2nrherGjaSU2BxauLVEx1SL8gMbQDc2Qsyup/0/hby5ldLR8DTSQwOqTtWCcZzN1bOLqn1SixhIrtzz/gdgu1IbGgZuBk+0FhyLTS2GH8LJbW8P6D3z8UWCFTeSWhpTS00VyGG3bj0i4Ld/OuXbVVbxt2I1LMq53cot9ySaHlxX8/4SKl93432LgsCLgyM+M2VDQwEAOgnbluGhnyppxaTIj2ta/t3N0mbu5kYUP+MzTP1mbi8xARhFyuKBOCo1nVOLd7TGdXqjWWenndOKCMFLAkbgGR43X2sfHGF4vO1ERio2+d5y38f9ENaHjXSCdR+yI6CBqyfu6+jTyZHxuB6f4rpDUVavm32adjrIu96p0IqG01YHq9ifuRMLPdYNCY3NmJN5ZIuG7gTsgqUFroL/i8MViQad/QhpPUNjyMS0BSADQGGwHw5HIa+WgEJm1qWKabDjHPsXgcjQD9+yXi7QR5276htL36har1IWrsavFjoCBNi17b5VwBiNk7f+Hm5XRZNljJ+poYCFZfomcfFPyfFh0PdW3Anm9A+qk5txhPuQevYtilwqUSWfVH0KwKMAIZc3BxWLMl0sWgLUpthboAbbllSt4IzCQG6i3VymR51ZqM0t6TAiS8+eeDnkMVQ0S6RWzI2N0Q6mW5TuN+pH4PeQqrPEjmYpvFa1LWQL/qV96tIya1sfrlIO0q74yF8F09wRYiTrHB3dDk9Kt0/914Xn6v+CqC7czJRLvYg/MXo07IsN2r0kVUEAiHtJuxr4oS1H+klipU3OxILXJtzUe+ylwF/ALu5cuWMwWYuESoAZ3QvaZJXYsrdr98DpSdPL1sBCXPP6sbMRpbf6hcqYVZatTFrGK/NpmknQVf8N1CocTY+DqSussjPieKL/zkginjPWtf8O92ZWZplcowizYlBwEwB+IxodjPS3vW/b7kktaqHgXM4wF4P/3CvaRgNcXFGgZYKVkr9EjtbFPgtOpM1V+obSf9VlL5mPhHDP575X3dyCBs2LZZMBlhVzmCZL0tZXWb/kvuSbMtPhxh9zmfKxuG6/Q/6FrEudVjsw+wBB9MhNb0ExrVqMoc0AoKsMiiD3Pth5qqaa62BXG9rI5s9QQte+4Bqa9gdkZAaeYcm0NG3RHvSuVjDJ+YWjen/33XB1t5w0HjtRiKJoym5UP/IVzyCauDQGT85HaQLLBsGSnUQ2R9LRnNRrhM5pdZcunzopi4THOXoriOAajuAGDxUTRCd/Q4M2TK+Xp/GUra3iXp3e7voXQPNGMmGxCAhzVC9GTxLhpKA/LbPqPybZ+ixYGOeXvSwmD3LhL9Qwlk6B++9wRSniRiV8IV7a+b+3vydGNldUofWbnkuV1BrQxrcAzvMaCgQSQbaAhjZlIn8M4n8QnT1+mEzf05d3uMX+0HNgiUO6wYfS34C+Q0+OBpZT4gHpY0how+SoUOJqyTV1i59t7bxS63oTGSU3zlIOyvz3+x+NHZCazuZeiam2ICdoYRplWP+w7AaSrkrnAEOdsy6WOeA6Bz6WDc+VK8ewO7UK5LZfJH6dlxsbgChYoKE50kG5BmaUaZeSuaEomOvJflEOp5NTvLXY5Tnyn/NTzU9BeGzFzpWE9Ahyc+F7g24QxBA++GKFF1R8iB4sYE4P6l+pgLpmNA6VIKppXc3SqgoBkm39Xk2b4EqVONJtIbnyCsZhpmovnqNXZOQNi5dzM+GxpWvtVRB2fajJEnfam2BZi326E8ZECngrVXHC87gPLt4eMdpcxIpuZnalDBITO5z89GpT9FxZjVwbdrKB99UY7jMz3ac964ZJAs59XRoKxleLOi1Lk8HxOMVBXxyqi5L4VpkdFyLXgLu/z7JYwimWRgJ+nDhDLr3W8K5eRPpViMtqpLTi/GlXOoaypp9DKMgtwZ5rgxz1Pj9sz3WG1y8QAhShYeEieEAhJg7W/+IaIX3h9ZwmypRuynwrl3/KqYv8WcVF4xOTDM/8l+k7ljDpHyXxvHh3ifRLYgiRSOJ/YXwUxji3DVAn9dvEekXNNCM6hlw9B5SmvEE0gOp+maIbHwL7RwqR6oGlFFP8DZ+TdkqSGYuq2T+upjA/HTvCZ3414OeoH/nz2NJsLPqMrAFHW9TleKSOv2gBPsFiEulyQVqiAlYaRhOWmWyHg57JmgIHmU3D+SMYe1t2GCsXm1ij3PQy4PeIejFcEzZOvKj0euY0nxrxYSVwm6HeElcFZbZ4fKcyIg7M9l41wsS0o0UHj9JO5qqn+oMYgLsG1R8YLXE1FFOQL9Y3T40+t/66njJeK234YnFuX8oFDegm+2fe/wv1zhErxWd8VoOiD2a2uLcIz0zX2kBv8f4ikY7y0bFKlgyWBuUWchqg8k1Fr9F+1X/LmHG+GZRpw3q2N9AQd1LTD2H+z4cKLaIEkTODG8LlOlVW9K8M2IYiJvlrXOa8GxbsqV+0Hdyk/o8NWV4VezGDPB+wSGxVc/B49o2Msq/46AsBHOV40ivV7NO0BS4fR90be7do/2FCRZcYeQrXvd77+yjD4knezRd2L9+nSTUPJzvU6GqiKs0wgYvMFNnwBJ+pEghAk4a2yiOCtxTNtQPZSXUwoQOWddJ6hFgojJ5vcHoClRtFCSLOdNDjJCEw+ecoyq2REyz9/sTRERW3aC+grMuYY2H1NAshhQ8ovJaKOY0qKvzhA8rM8L4KbSY6/dvBgeRXAyYl+KJMOAfczURbc4JkRJlZoTSrH1wH4J35IGBIyXx2lXtFROeEk/mA56twyfa/ydWAR1mY+4mhAyLsNgryZzP0UsGRZDxAYvyqPgo/ObPgEojVZ6zzBb5ZSfbPXM23HfXu8NFawIal4OJ78OlYFF+L/Ea7giSV9qoQH7hTGWIbKABaPahBommkPC+ALPUpk5CeEzUUtxKIxbedDKyXXvw4SE3v8rFloT1zt4JiA+wEzXnnUYRcdDZbfF/G16y918BI+at94qrvmfz1cSPOqy4dQ26DYEcydUhT5qi+xcT3myK31bpBLL+kgmFMx8nqNrkF482wXgwhmL550zErPJlGkgUO3MeEcq6Fr6cFB/MyOwwYyQXYITN/kBZq2EtnFx0YqbjYCdqM9I7XqpTd0q+1aAtoBnCM/eVJFGwBU8x/38m/7vFp0fuZQ0gXZaqtZAl3QfmDV00q3IhmtIrBW+4b02TpSBGbjW8a2pIijMAsA+MQ2pPon+plO+5mxmo9MAD9YkT2Gr1KAEBJGkCht/BoplX81G0mOrhznHAoHrPsWGTb2bgsgg6t/3Sy0QyDCzF0H4jDr28sxjrvvq3rT9rDS5ujbh0v+S92+mYGAkLIp6/I+BJipkbTlo1Q/ChCJHOThj55g3io1DHcedvnNO3GeThOVNTmwSTFrT1z97ON4+aCrLka448sXppYKPYE5kicrFosFHjZ4oeoIUgf7M1FfX1qRMZxx4ac0l0byFiwoJTVm1zYYrDr6fR2HkZhNwaAIPFf0Jdw6qRgnhuMT2OM0Bt5+HCwe3zXXtzFVMbBX0AfJc03u9U5rdBJbgudm0FK8rEn3krlVV11+FBE6/f5TOz9R1dpABeOniSjCQem+mdrL7uKAR99uZJ8+G7LDjTonTRzbwt6vgGnFCUc+vgC7Bt0e/2ByPuAql1ccxRbBxT2tpsdjs1ETZy1ijpadDHAn8Ge3WvdatT0xfy2U+dKZdEs//+NlznX/jj8e6YNLopXm92MIctgr9+jSkHUNvUVoXtNXN7c9GCHfxAtDs5x7WImZXINN65bJJgDAnmrldftvkiVgTOZtt4vOxwXUkpisexMe2a+pJzeoOY2BKiMpmnI6sUjc5q8+Fhpan8/uuyqJKsV57pLrib3HbmeB1f9jDEBohyRYQpq8H7aWwFNbbkrWbyC85yiKO3wMropoQNfZ+KpmrC1ODRvIGrRim1BltqY0Cs6Bg83rvWeq5DdpC/+3s4SaMk5Ykv6AozG/matyYRnGTcVIs8eJP6VxXb0s/HXhJu+dRPntWqfXFhVZNjSJedsbfd2pS01FANYcVQsfIxEj6IWNdd5kq69POeo8AnDTuC1sYsbIU2zamJ2YUS6OH+ohQ7T/6Fus1e+Y8Cb+y8hK7cogKx2NinZuScdZxMUG3wqwSvjUpq8ynjIPVzXMc3SsuugAZJ4SbatIcFO9n/FM3NZKXELZ/U8v6uHNNCT7DXOajcbCIo6SGIndr2Vk1SnlKSpr2dQ7UkO5iMkomHI1fWTdXtQX/QacPFjue3hcfJQycVE97PfZYXWb54Aa/fS3HQK3ezzOkSlBOnZj5rAS00I6Pwa6zmO5DAQX37Q8Tv6If7SahVXrk+FLv4UFCe1qTflEc79eztYUiktz6TXBNP3v8y0P5OyhjogkbJfhJGJ1L3ECJboUA45enbizZ+T1aXlVHrP6jhsSeq3507emSP+iKtmBS11KvK+3U1KxZfzpgRNYHDfr8eZ62FMTMHkOWmyp5CMDhK77gSB1FhK4DtSgMGiuQrdM7wsdoosxO7itWl7/gYIoF0faDl8ywXaLRDkZQQgaNYPRhCwJuSyF8v7QOQvGYGoh/nIRgEbr4+jVZpyDmYDgCg5jVJ7xeAzxRRVtouHYYdBf2AzWJC0/s+SZy7NxpEXV46CLVfbpJ0S5LL6V8JxU87spkcrUZdoA6uVr10Lt1vGNWAD45a7qbIqzWglY2zyvlSJEJn5JdRNpaVXeoO4O4t+3jhK5uA0khirsZIYdVkYUuzbat39knz6oELrjZM4aMnntL2SrU8sdDq3k7NZo+zPnp1DizdJQz4SEwcGJsRv9LtWtaRb57Dx10HDcsOvdWPp3EHsTwwpKST2FEUDzcnSWTFMjEx7fnQa23HFyiAvK7DTq6fVlU1F2j72JoVzTQdhkC7QK9r3dM9ABvpA5FpnyWHxwlt2Q4Y3mR7pNUVr/9fRttkLEIsXCVdQHtsdGAyu6DrPx8GW3ineM3cxo1EsPTEJHamry7SVelAQhX87u8D0BTUZ1hEn4FXO8z6rqDNAj4nul+JRrzODPljWTsOzoOm//R1vv6meIYv5El8ouyLoQkjJ0StbmNRGYkUCCBjsL3LHhs2rNNbbv7BX8Xdp7ZVeQGwlcMud2UUKOoZb6FZIRaTU6iARnDFvZCxY1r2ICS3nZO7KxPXala6lZCz8ieCk0iailiXZk87LJPy9W/EF5DYZnY5mMHakVrTyqBbtYm5pn/Xej+LkEI7TYLLx0mb2Ots8CWlvKzx3bUwKlnnTA3fff25a+KSgaqY8OTH72uiKqOyDfJNqUNxA0eIyq/zGqtyVhET5ft7Jggp7X0lr7A4PaZklJlbXvrWFqHGz/kkIecNUOyqPwZK4PIDpg7DBe3TTAGEKsj93Mrb688iL4uDX3qeERWCxfrb94cCDimr3C/4wXCvHrpUy+YliTwAxgi8qtMqhGR1O8DylzFgOUXsINJ+OOeayqy7H1k8DJw5g1CqWMyQKcMA/N8KPteExxAAxyFVUPItLV93x2/I84lSofmAO3HXecVncSiO8+Eg0Is0qzLcFC2nxNhBuXIpw2AMDm2driYY2Nuayiyrfp10X58D190/TX9QqiultJ7ueMMVrEFOk/iWRd0J8An4pybcZMiVimwbDDXucq08L/vpozkNqIOL0RY614dw7boLDL1AfdahB54TfsJ3nqVSG6IY7Iz6UWOG5Mf3bwdaxXRCYovXb/kP63FQVO4uQ6N3UOczUfACxaPLAltEc21ga/FthWiQwS08W6/pBxy1BDJnuY/8dExQ4gbe6RLSJvIe3I6ONZRGfRj3QPrDsdbRHmr5xBRNszO1YJxWc0sMre4dMM5fHHCyDTyLBvgqfmkj8WFH1Xa+EJGko9zJikBku7IksBRaW/Ac0DJ8dkpikkR1Q9gbzKpKpgursMuEzp8MVBMvBMgr5lRWwRM3AT4NMYfYwWASfSopEomaKz4FBvX7hB6FZIvM2wB8qBc+hs4Gs0GCSq0lhVo+nh7FAipnC/GzxOuNSavlY82NtJ7fMAIQC0X0watj2IZA1QbppV5Dev5BC4W+fsKAkYACkBOD5tFLciR1i0xNaP8TnVvCRSQ8QVDQMu5SWB7AjAU802VUbKEoSP0sqLGB4Kf7SCJqxQ9KHR1LTZ0+h1oxREVbZn1ifYnO5gaaFW6Dsw3JRQK4Nxswt3IVuOX1OszKoOEr4vl7M3Oeibj13ONP3sa40kMN+Zt8lCYhG/g/fvEqf9Q+3QlTnhIhSLyhX8fI8dDiPgR2ajREYGJEQtDpDwkY/+riNjchca48i2pTPtHwgOARYZG0iyZOJFxRL6fKY4+YQzWCCiIj0X2rBSMCU6f6nC96BN6xGvcBl6iPbutdsehAoJgL+m6fXOMwd8muVF3xmz8r32mji7ORMtOoloOctQ+hxOh6a2GoZWtXQXg7ln/QOZdZMbzWFwNcmKduUAJT1951trP5WQfG7//XfqY1tbuj3IP3gcagSbztdglzIdU2djfT8BT4aqwdM/KBj6wXekeEzXCzEXuKAn3TlZF27Po7/ejhSbjaBO9VxDXeDMLSDhxbwlqnZTEDRuJK8Mo39+fwR7ORQNgI4kpPhMCwpGDsSdnt8UP7vsEmdPPMQozLYNC0drBBriiceNYyHo9JekA6MCSMVFaLY9+sacM5FECxrefSV2aOK2EpppeDcAAliZmAyJkbZ6sJt8CSNra+4ckASD5qqWUhMj2jbEb0uQBnCKiC/WEFmLbkRDDrVOmakbnXLDREBSr01HQXksqU5xVbit4LZDG8IzP75EulOnBjBxxPX5bIvjcEA9nHN0/pKdhd2ocsdTYXYFo+D7R1Lfs7tWbWJKVMI+naaq+AM0Qul6dqdKygAGuQ19Mxx3v8DYc7WeJE4g9KJjhmkPNyIOwk2XcnJhJBNX1d/U4V9cGkIyn0LNoAWZBO9frVJgqSbQXdYKrwUh+7vJJnDDwDGPRipZ0a07pkiHD2CqBp+eNT7/ITCFGCqZW6rkOlxI9bdlviDhxhArCDNCs1KapA7Y1rTqd7v2iW3Qn6riGtXqjFdN0SkDn2V7IRdi9DQU9w3qhHOZCRGpGYdGEd5b2ybga33fsqzwcwWBknuZ24gTs9GKOAka4lnWeZol3JSFOpUSEAl/hnWpYZ4NTzqu5qFKk/VcQljypco/7fpbpwzTPxGF3/tiRPw39v6B/UEhmwEwzZp8cg4GI89ZtFYm6bpa296fiw10IRmbZDOekHY568+FXsI8kucAnuIO5o/206JnPRDVlUIUkD8h0mDHwm5RdT567JyElk2o9dKPM1qnkZjhIuYtiyftK+TAfE5vcRDjZ8qTs3ZbAQ+dgOBZgpv631Eql4MspQFBPOjeaDqso+rWYIGdWry1NFCAnmxtE+1VnyjqAVQMmYOtDsC5oI3KC2uvpPPNVwO0bLMNrVf2P9spmSgAaag6wQ0saK0frQhs++lIAV9f94gRW0qO9kA1VOnS9V+1e/rw9fCOVn3WUWnlNYjTaLCFqHbqQcldUCF60Pod24gtacvR/UXeIH+ImHyHU5Xljc8wyggJTunGDH3nIP403gXtAlugBhIxVUmWYVvPdFpnvExWykDB7AjqgKsZF4wtGZStRBeZ1nLuDsEfL7YgE9pqXwZYRNKE8LLpjAK/4SWR/tSX5/0eytbgDNOUq8oC2aYMrHgF3X60z704J2YsL2gKIVeVBxFLpwuem/9J2EeajgUR6j8Osk6oautd0XHBcixv54nVQaRMRQ33wv5Kqz4clCIe3Wdw3usVitaWdjsTebWvchpfHUlY5lfTSG+E72j0cOoU0Zh94DNzCEFOB5qwPzdUVHhsO2ArNwZGSImK0gwjzy5m1xn+kCCZH4KDulB/2ag88BlDI68Aje4wOfDZnnqI2nGZPQVtfLIvT4KiQSpsL3RZdgIMHHLU/CCpMyPe+876s7F6MoMJSEUrpq49X3hNLku14OXOX1iH5nGJtrGwmfEhR57okkz5/vpy4UJLwQC5P9kwP7gtpvhkN0l7lrZ+fEfU4XQM3CHZMDP/aKLtH3KhITVkyPkZgDMHY+VwoAsdjtkkMx2334Dw1YEkZumB48FvERTi92CS+rRuO9AbE9IX12gO5nIgfwh66KKd/P+hMO2xABTNhjoKHXtq75W14usXCXmmrGDylBk+6VvccJAxuArHuxI+88/h9SoXD2HsTgSKN4kdMO6WLtowpHHP1IFkho4Nib8ZaPZ+Qo8IqEHPCfxuENGtmvnwyN/R40l6zuxbLCv4vxzKcl/T0f61Z+gpCZa0pNk026kzzN1wGXoRGA/H+FERpOuhmIPKr1KWoyuDN1xD22NPQBJGd6GBPE++chfGsncT3gTU0wFergOX3Hr6s3SvbKhvKEBDewlCWaObYi2eL2iDhbEmeieuh2Lx5ekq132GkwmJblyZQkAeWBUASCNwT2L+7Nd5kBWntVL2Yh7ssDfg0u3RM+E0qkmvdiH6jLbaF9rt+e7bLHwtTV/eOCaUcXXVKtbrTE+H/E6u16x4JNj9KrUC+3WfunanYqw4SSshmWqebq3PRk3UKM4Z0dQLfxLCNFB3GF4XxSn7OuTvqCSSkBCXWQtZ2kpbZW4Ag4Io9EGICRIicepgJHNLgTa4zJG+DaGnI70uRV0VmvyqiOMmvM3LsTC/4HpQRl9SY3bV+ZQj2PZN/Z8L+6jshK6rHMRY9GH1LUfxsFAZv+qlnW45UokvwdTJM+xukDC3La+wrNIn90oZt5eTaB8AJcbmBVNtaib+JnDljGu+iE2RYC47tqTjRLOapnYxZdXpFoFYkp4FDzcJjm9n4009UbvDxaa652OYsxGpiXFS7EKVrjNmGQh4zRtRkvHW7CdbtLNMnn/1/i7DIbtqcbvmzwjDdDkpXtRyqjWo3B8SUE1eUi9n50xd1YTOMK+4gwCrg48ot8FNCUAFKyb3U0/ZB36EJeRF5RbESpa4K+ZZGCVJYsEcH2afE5m15jnJoDHR/gSpCqhGcv8yK5SikCsuzslj/W7awtkkJq5n8CRYJWkWuDiTOT+/dxYrkrl+6w1c6cvProOZZSTUvejv+RR36fmwnxpKxFluqs55Q685o6DYpbz1IrhuM9RJVXBVM6MCNtJguYTPJHwVNCwg8UcWU09+5wWsQL4v0BeLfmet2xXIOMrHVc1QYjxxZm5zb1t1woP9adZnx9Tn6wuMPSCZBACOtSNmj6yAUj/K57t18uLD+QtV+Axf3AbO5utfFGrEA1ydlApua2itbeI9C29ZSBhh/vT+XJ/mq/mnn70yfyAdvXCmmN7X7nXpdBTbu/4zg4NyGT/GQ2UW0k4vkpx9i24V9oeM6t7bUI2FjFNAWMxjOd71BiF+FB+MOUSrHC1fEUbxRBxYPq08v2qVVA/i4YlcCtvoIygb8pKgZeiog8BBqLvFQnfUPLaQy82iZsoWVIJlZHNIpP15igkW8M0HYA9AwL4JqkR57nMOhjLcH3/MCvydyF2hBeAomeU/g1n3Hk6kGonn4Ia0/ZD2AB31NlTwFvlBXF2pAdIHkMVWjoH6zBUWh+iVReO3b0h9d9kzDpiDx4tf9nRRmK/ly96soodeLdAPbTmYwjSVXQWegNK/fKaeuOrNMJyhmu+iN9e4KYv/q2XnT9UGA31s8Sp9y/IK2lUSU8Wfsty5J1UUsO6bC7bZjksE/xafkzYmWno4uyc2RRxtBUSxBwAnnZlM3P//zzlB9A9Vrz0MMP2DCVryOBrSLqOVeUuP294A9FDknjPmPrvW7NmT5quMYQw646Uc0cHuJ7kZQq/+vXGIA0bpm2ADMS0+0gYKUmfFE0xpySErNWeqLic2/mdRS91IjY4v+Ha6D7k7e35Z22v97kicMj2d7AWvrC+GsnSvHL2XXgUIMCb65JbPn9thp9sNdHE+1TrK/5mkXkMwUiDIXxsZaENP4XA56rb45LpKsDfAvbtpdpAvJWWFxVY+0C6q+FRJ8wapEsEovwompM9wtU015WO6kARo2S2ZK56aG2fI+KlAvKkI7QOZMPclXr9E+JpnSP/fmHEEn4RIbl3rDgUqODU5+xEKXBqwNoT99lpP0k5htu6QwaZS2NIlJneSEK9JPqVuPshZgXYtBEzWKV+E2IbtGlbiqiBeIkzhlRgMggYxKt22C6Jt3FthkKIfgb+oJ82Cr+LvntDNtrofBuB6Wuxq8Ybtt2L+CPVDmblo0+2m5qgaATmV5M6LlTo7/uFfVk0ewLLNiipfrAtFGybehPGOW7udOol9pceRLsv/I/p00QrSAtOzSer6+RU7BhA1kbc9/VkE+gCKNuI3206ZwwvGMYelOXGUZFLYC9Pax+pxsrdYy8lgO4BR8fOFOhKDkvGBoUuAx2iDY8DwehAHoczeA9XVH5kz2A4X9eEuTmMpT/35kQpp+210TEYXB+IbdJxQmkiS1MVrM0NbJOLvatILCGaTcaEkUBdMinsUv1/SyLy4sd9Tz/nWgHdh1g4zwthI5om3m2o8hP3Pc2yp3sNhekxVXvor/sirX6W0WBCEZNcdbcUIPPbypGHvbzc4l/2gP5outrmG0Jl6qY0N/dkxulLxfjtpjuYp30iMClzpgBwjQBZmLMbNJYUuLzjee7eXODdH9Ze8EWJLES79pXn6tH7bnDJmEgvAT/pzZ9ReTRmZhW2QEKxjLB9Jb99xIO1ufNoUCcF2bDI1XRjgH42RtTVAXuULyBD7rwLlaYEeGOG1fpfle1rRqThf01WxgY5BDV++0ev5MYtZa3XawPRrbiRxP1niRTyDJoQBufJETYQoemYRcGRONs5IFFMY2CWj3kAAA="></a></div></section><hr class="social-embed-hr"><footer class="social-embed-footer"><a href="https://twitter.com/gh230277/status/1492466576649502721"><span aria-label="48014 likes" class="social-embed-meta">❤️ 48,014</span><span aria-label="2051 replies" class="social-embed-meta">💬 2,051</span><span aria-label="0 reposts" class="social-embed-meta">🔁 0</span><time datetime="2022-02-12T11:52:15.000Z" itemprop="datePublished">11:52 - Sat 12 February 2022</time></a></footer></blockquote>

<p>I wondered whether 2324252080110 was a common sort of mistake - like a 32 bit overflow - so I Googled the number:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/02/Screenshot-2022-02-13-at-10-10-22-2324252080110-Google-Search.png" alt="Google search page showing no results." width="1103" height="397" class="aligncenter size-full wp-image-41950">

<p>Huh!  It is rare that a search doesn't provide any results.  A search for a similar number gives one result - albeit a spam page
<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/02/Screenshot-2022-02-13-at-11-25-04-232425208011-Google-Search.png" alt="On result on Google - for a page which just appears to be a list of numbers." width="1087" height="545" class="aligncenter size-full wp-image-41953"></p>

<p>Type in any random number and there's usually <em>something</em> - even if it's just a glitch result.</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/02/Screenshot-2022-02-13-at-11-23-19-132486424-Google-Search.png" alt="Results for a random number." width="1130" height="683" class="aligncenter size-full wp-image-41951">

<p>Every integer under a billion seems to be there (I didn't check exhaustively) - but once you get into the trillions, they become a lot less likely to appear. See:</p>

<img src="https://shkspr.mobi/blog/wp-content/uploads/2022/02/Screenshot-2022-02-13-at-11-52-25-2230101000000-Google-Search.png" alt="No results for 2230101000000." width="1091" height="408" class="aligncenter size-full wp-image-41955">

<p>Of course, by writing <code>2230101000000</code> on this page, it will eventually find its way into Google all-seeing index - the original number I searched for now leads to page full of results linking to news stories. It's a little like the <a href="https://en.wikipedia.org/wiki/Interesting_number_paradox">interesting number paradox</a>.</p>

<p>If you find a lower positive integer, with no results, please let me know!</p>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=41948&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
					<wfw:commentRss>https://shkspr.mobi/blog/2022/02/whats-the-lowest-positive-integer-for-which-there-are-no-google-search-results/feed/</wfw:commentRss>
			<slash:comments>5</slash:comments>
		
		
			</item>
		<item>
		<title><![CDATA[Get Paid For Searching?]]></title>
		<link>https://shkspr.mobi/blog/2010/09/get-paid-for-searching/</link>
					<comments>https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#comments</comments>
				<dc:creator><![CDATA[@edent]]></dc:creator>
		<pubDate>Mon, 27 Sep 2010 11:42:04 +0000</pubDate>
				<category><![CDATA[/etc/]]></category>
		<category><![CDATA[alladvantage]]></category>
		<category><![CDATA[google]]></category>
		<category><![CDATA[lotto]]></category>
		<category><![CDATA[search engine]]></category>
		<category><![CDATA[searchlotto]]></category>
		<guid isPermaLink="false">http://shkspr.mobi/blog/?p=2581</guid>

					<description><![CDATA[When the Web was young, and I was even younger, there existed a number of schemes which offered to pay you to surf.  Usually this involved installing a permanent advert bar on your PC which tracked your usage and displayed adverts to you.  I knew a few people who got cheques from these services - most prominently, AllAdvantage. The schemes always had the faint whiff of a scam.  The unrealistic…]]></description>
										<content:encoded><![CDATA[<p>When the Web was young, and I was even younger, there existed a number of schemes which offered to pay you to surf.  Usually this involved installing a permanent advert bar on your PC which tracked your usage and displayed adverts to you.</p>

<p>I knew a few people who got cheques from these services - most prominently, <a href="http://en.wikipedia.org/wiki/AllAdvantage">AllAdvantage</a>. The schemes always had the faint whiff of a scam.  The unrealistic targets, the easy to bypass monitoring software, the shady companies who popped up and then disappeared within the space of a few weeks.</p>

<p>The web, so it would seem, rejected being paid for being an advertiser's target.</p>

<h2 id="searchlotto"><a href="https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#searchlotto">SearchLotto</a></h2>

<p><a href="http://www.searchlotto.co.uk/index.php?rid=11067"><img class="aligncenter size-full wp-image-2584" title="searchlotto" src="https://shkspr.mobi/blog/wp-content/uploads/2010/09/searchlotto_header_main.jpg" alt="searchlotto logo" width="293" height="125"></a>
So, along comes <a href="http://www.searchlotto.co.uk/index.php?rid=11067">SearchLotto</a>, with a slightly different proposition.  Get paid for Googleing!  Not only that, get paid MILLIONS for Googleing.
<span id="more-2581"></span></p>

<h2 id="the-headline"><a href="https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#the-headline">The Headline</a></h2>

<p><a href="http://www.searchlotto.co.uk/index.php?rid=11067">SearchLotto</a> will buy you National Lottery tickets for doing searches through them! Become a millionaire just for switching search provider.</p>

<p>All searches are provided by Google - so you're still getting the quality search results you know and love.</p>

<h2 id="the-reality"><a href="https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#the-reality">The Reality</a></h2>

<p>Based on their <a href="https://www.searchlotto.co.uk/faq.php">FAQ</a>.</p>

<ul>
    <li>Perform 25 searches per week, to get a ticket.</li>
    <li>No more than 10 searches per day will count.</li>
    <li>Your ticket enters you into a syndicate with 9 other people.  So you'll have to split your winnings 10 ways.</li>
    <li>Max of two tickets per week.</li>
</ul>

<h2 id="the-analysis"><a href="https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#the-analysis">The Analysis</a></h2>

<p>If you did 10 "verified" searches every week day, you'd end up with 2 tickets for different syndicates.  Net value to you £0.20p.  That's right, 50 searches will earn you 20 pence.  So, about 0.4p for every search you do.</p>

<p><a href="http://www.searchlotto.co.uk/index.php?rid=11067">SearchLotto</a> are probably relying on people "over searching".  That is, if you perform 100 searches a week through them, their cost is 0.2p per search.</p>

<p>Based on this, they can <em>probably</em> afford to stay in business.  Participants are likely to switch to them as their permanent search provider in order to get the maximum of two tickets.</p>

<h2 id="the-statistics"><a href="https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#the-statistics">The Statistics</a></h2>

<p>The jackpot for the Saturday Lotto draw usually ranges between £4 million and £8 million.  Even at the lower end, sharing the £4m with 9 other people nets you a healthy £400,000.</p>

<p>But, of course, other people can hold winning tickets.</p>

<p>Let's take a look at how much you could gain. Based on the <a href="http://www.lottery.co.uk/results/result.asp?LotteryID=2&amp;ResultID=42008">18/09/2010 draw</a>.</p>

<table>
<thead>
<tr>
<th>Matching Balls</th>
<th>Odds</th>
<th>Prize</th>
<th>Winners</th>
<th>Your Share</th>
</tr>
</thead>
<tbody>
<tr>
<td>3</td>
<td>1 : 55</td>
<td>£10</td>
<td>600,310</td>
<td>£1</td>
</tr>
<tr>
<td>4</td>
<td>1 : 1,031</td>
<td>£60</td>
<td>30,958</td>
<td>£6</td>
</tr>
<tr>
<td>5</td>
<td>1 : 55,490.33</td>
<td>£1,593</td>
<td>537</td>
<td>£159.30</td>
</tr>
<tr>
<td>5 + Bonus</td>
<td>1 : 2,330,365</td>
<td>£97,817</td>
<td>14</td>
<td>£9,781.70</td>
</tr>
<tr>
<td>6</td>
<td>1 : 13,983,815</td>
<td>£2,433,943</td>
<td>3</td>
<td>£81,131.43</td>
</tr>
</tbody>
<tfoot>
<tr>
<td colspan="5">Based on the assumption that only one of your tickets wins.</td>
</tr>
</tfoot>
</table>

<p>Because your syndicate shares the jackpot with all the other winning ticket holders, you would get £2.4m / 3 / 10.</p>

<p>So, £81k is certainly nothing to sneeze at - but it won't make you a millionaire over night.</p>

<h2 id="conclusion"><a href="https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#conclusion">Conclusion</a></h2>

<p>You're not losing anything by switching to <a href="http://www.searchlotto.co.uk/index.php?rid=11067">SearchLotto</a> because the search results are returned by Google. You do have to give them your name, address, and date-of-birth (to ensure you're legally able to buy tickets).  You can get paid by PayPal or bank transfer.  You can read their (fairly easy to digest) <a href="http://www.searchlotto.co.uk/privacy.php">Privacy Policy</a>.</p>

<p>I don't <em>think</em> it's a scam.  The odds are so long that they may never have to pay out anything to anyone.  I suspect that if they ever do get a jackpot ticket, they'll plaster the UK with press releases bringing further legitimacy.</p>

<p>I'm game.  I'll give it a few weeks, see if I actually get any tickets and - hopefully - winnings.</p>

<h2 id="the-disclaimer"><a href="https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#the-disclaimer">The Disclaimer</a></h2>

<p>All links to <a href="http://www.searchlotto.co.uk/index.php?rid=11067">SearchLotto</a> are affiliate links.  If you sign up, I get credits towards a Lottery ticket.</p>

<h2 id="tickets-update"><a href="https://shkspr.mobi/blog/2010/09/get-paid-for-searching/#tickets-update">Tickets Update</a></h2>

<p>After completing 50 searches and referring 1 more user, I've got the following numbers for the Lotto draw on 2nd October.</p>

<pre>2 7 9 11 12 32</pre>

<pre>9 18 20 21 32 33</pre>

<pre>2 17 25 26 30 47</pre>

<p>I think this is the first time I've had a Lottery ticket in around 10 years.  Strangely, I feel quite excited... But, I guess that's why they call it the <a href="https://web.archive.org/web/20101104134323/https://depletedcranium.com/lottery-a-tax-for-people-who-are-bad-at-math/">stupidity tax</a>!</p>
<img src="https://shkspr.mobi/blog/wp-content/themes/edent-wordpress-theme/info/okgo.php?ID=2581&HTTP_REFERER=RSS" alt="" width="1" height="1" loading="eager">]]></content:encoded>
					
					<wfw:commentRss>https://shkspr.mobi/blog/2010/09/get-paid-for-searching/feed/</wfw:commentRss>
			<slash:comments>5</slash:comments>
		
		
			</item>
	</channel>
</rss>
