Problem 50599. Number Puzzle - 098

Created by Doddy Kastanya

Solve Later

{"parts":[{"partUri":"/matlab/document.xml","contentType":"application/vnd.mathworks.matlab.code.document+xml","content":"<?xml version=\"1.0\" encoding=\"UTF-8\"?><w:document xmlns:w=\"http://schemas.openxmlformats.org/wordprocessingml/2006/main\"><w:body><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:r><w:t>Given the following 15-by-15 matrix of numbers, find a 2-by-2 subset matrix whose sum is the smallest. Please provide your answer in the form of [row_start row_end column_start column_end]. For example, if your answer is the higlighted region in the figure, then you will present it as [13 14 3 4].</w:t></w:r></w:p><w:p><w:pPr><w:pStyle w:val=\"text\"/><w:jc w:val=\"left\"/></w:pPr><w:customXml w:element=\"image\"><w:customXmlPr><w:attr w:name=\"height\" w:val=\"330\"/><w:attr w:name=\"width\" w:val=\"483\"/><w:attr w:name=\"verticalAlign\" w:val=\"baseline\"/><w:attr w:name=\"altText\" w:val=\"\"/><w:attr w:name=\"relationshipId\" w:val=\"rId1\"/></w:customXmlPr></w:customXml></w:p></w:body></w:document>","relationship":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/image","target":"/media/image1.jpeg","relationshipId":"rId1"}]},{"partUri":"/media/image1.jpeg","contentType":"image/jpeg","content":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RE6RXhpZgAATU0AKgAAAAgABAE7AAIAAAAlAAAISodpAAQAAAABAAAIcJydAAEAAABKAAAQ6OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEtBU1RBTllBIERvZGR5IC0gKE5TJkwpIC0gS0lORUNUUklDUwAAAAWQAwACAAAAFAAAEL6QBAACAAAAFAAAENKSkQACAAAAAzMxAACSkgACAAAAAzMxAADqHAAHAAAIDAAACLIAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyMDIxOjAyOjI2IDE2OjUzOjI2ADIwMjE6MDI6MjYgMTY6NTM6MjYAAABLAEEAUwBUAEEATgBZAEEAIABEAG8AZABkAHkAIAAtACAAKABOAFMAJgBMACkAIAAtACAASwBJAE4ARQBDAFQAUgBJAEMAUwAAAP/hCztodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0n77u/JyBpZD0nVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkJz8+DQo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIj48cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIi8+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iPjx4bXA6Q3JlYXRlRGF0ZT4yMDIxLTAyLTI2VDE2OjUzOjI2LjMxNDwveG1wOkNyZWF0ZURhdGU+PC9yZGY6RGVzY3JpcHRpb24+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iPjxkYzpjcmVhdG9yPjxyZGY6U2VxIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpsaT5LQVNUQU5ZQSBEb2RkeSAtIChOUyZhbXA7TCkgLSBLSU5FQ1RSSUNTPC9yZGY6bGk+PC9yZGY6U2VxPg0KCQkJPC9kYzpjcmVhdG9yPjwvcmRmOkRlc2NyaXB0aW9uPjwvcmRmOlJERj48L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0ndyc/Pv/bAEMABwUFBgUEBwYFBggHBwgKEQsKCQkKFQ8QDBEYFRoZGBUYFxseJyEbHSUdFxgiLiIlKCkrLCsaIC8zLyoyJyorKv/bAEMBBwgICgkKFAsLFCocGBwqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKv/AABEIAUoB4wMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APpGiiigAooooAKKK8r+LWlJ/wAJZ4H1Zrq6aT+37S3S3Mp8lB87Fgg43ngFjnhQBjnItZJd2l94PZvsm/uPVKKKKACiivKn0mx1z4xWE/hCzSH+wZ5X1zWozzcSOuBaGTrKwyCwJIQBRwcChau39f1/W4dGz1WiiigAoqtqXknS7kXTqkJjYOXmMQwR3ccr9R0rzT4YWq6P8SvGulSafBpUzfZLgafph3WMCGLAKNtT52Odw2L90YzQtXYHornqlFFFABRXF/Ey9uV0iz0eC21FrbVp/Jv7qxspbg29sBmTiJWYM4+QHHG4njFY/wAAJoZPhTbxW8ciLBeXK4eF4xjzmIxuAyMEdM4OQeQRRHW/l/X6g9Ev67/5HplFFFABRXkfxOsbfSfE15431XRNC8RaXp2kxW09jfzATQsZyQ6K0TqSQ2BkqTzXq9rOtzZwzxqyJLGrqrrgqCM4I7Ghaq4PR2/rp/mS0UUUAFFeD+GNWuYvF1rrepWOkald6l4putLZ57Qvf2YUOFMcxc7Y1RQNgQcEnPzV7xQtYqX9bJ/kweknH+t2v0Ciioby1tr2ymtr+CK4tZUKyxTIHR1PUMDwR9aHsBNRXlnwd0rTbrUfEni/SdOtLCx1K8Npp0VpCsSfZoCV37VAGXfcT34r1Ojog6tBRRXm/wAYYnvk8Mabaxx3V3daunk2F2gazuwqMWWfJ4ULlhgMcgfKeoTdrfIZ6RRXnvwRkQ/DOG3xIk1reXMNxCwGyCUSktHFgkGNc4U5/wAK9CqnoSgoorxH4y6TqMNz4g13UNKfUdPTSIo9KvIpolbTLkSZLgO6sGZtnMYJOAKhu39eX9IpK/8AXme3UVT0g3DaJYm93faTbxmbeOd+0bs++c1cq5KzaJi7pMKKzPEWlprWgXVhLdXVrHKo3yWkvlSFQcldw5AbGDjBwTgjrXh3hlPtPw0+FelXiLLo97qs0d7BKMxTYMrRo4PDDcM7TkEgUlq7eaX3uw3or+v4K59CUV5/8G9yeEdRgjdmsLfWr2HTwTlVt1kIVV/2QdwFegUdE+9n94dWu1/wCivLP2gNKS7+HEt/JdXS/YpodlvHKVikZpoxudR94gZxk4G4nGcEM+K+lJ/wlHgXVmurppP7etLdLcynyUHzsWCDjeeAWOeFAGOckdbebt+X+YPRN+Tf3Hq1FFFABRXlfiPSktP2ifB2ofarqeW9ivcpNKWjhVYFAWNeijOSe5JOT0AR9Jsdc+MVhP4Qs0h/sGeV9c1qM83EjrgWhk6ysMgsCSEAUcHAoWtvP/O39fdqD0v5HqtFFIRlSASMjqO1AC0V5F4A0q10bxx8SdPlu554UNmJLm+u2EkhaAks8vUZJ6jGOwGAKs/DC1XR/iV410qTT4NKmb7JcDT9MO6xgQxYBRtqfOxzuGxfujGaa1a9Lg9L+TPVKKKzPEWlprWgXVhLdXVrHKo3yWkvlSFQcldw5AbGDjBwTgjrUSfKmxpXdjTorwnwreXKfs/+FdGtrXUWtdVllgvrqxsprg29qJXMgxErMGcfIDjjcTxiuq+AE0Mnwpt4reORFgvLlcPC8Yx5zEY3AZGCOmcHIPIIrRr3pLsTfRPv/wAH/I9Mooryz9oDSku/hxLfyXV0v2KaHZbxylYpGaaMbnUfeIGcZOBuJxnBE9Uu7RR6nRXkXxLsbfSfEV1431XRNC8RaXp2kQ209jfzATQsZyQ6K0TqSQ2BkqTzXrFrOtzZwzxqyJLGrqrrgqCM4I7Ghaq5PX+vL/MlooooGFFIThSTngdhmuP8FePZPGGt67p8uh3WknSWhCi7cebIsiFgWjA/dnAHBJPPODxQtXYNlc7GiiigArI1Xwl4c126W51vw/peo3CoEWW8so5XCg5xlgTjk8e9azbgp2AFscAnAJ+tcFrHj/W/DV75eveHrAwpZT307adqrzyRRRgclXt4x8zFVHzDuegNLqPU7uGGK3gjht40iijUIkaKFVFAwAAOgA7U+uf0HxFfX2sXWka3p1vYahBbxXara3huY3ikLKDuKIQwZGBG3HTBOeOgqnclW6BWHH4I8KQ6iuoQ+GNGjvVk84XK6fEJA+c7t23O7POetWPEmv2vhjw/carfcxw7VC7gu52YKo3EgDLMOTwOp6Vy118SJLTwvb6u48NzLcX62azW/iDfZx5QsWkuPIG0jGNu09RzzU31uO2h3tFUtHvX1LR7a9l+yFp0D5srn7RCQehSTau4EYOdoq7VNWdgWo10SWNo5FV0YFWVhkEHqCKp6Toek6Dbvb6HpdlpsLtveOzt0hVmxjJCgAnAHNVte1DWbGJW0PSba/IR5JWur77MiBcYAIRyWPb5QODlhwDy7fE6W501tR0jRPtFpa6TDq98bi78mSOGRWYCJQjCRgqP1KLkABuThLr/AF3/AMh2f9f15nf0UyGVJ4EliOUkUMp9QRkU+jYlO6ugqvYadZaXai10yzt7O3DFhDbxLGgJOScAAZJJJrC1jxNqGja7ZQ3GkwnS7y8jso7r7b+/aR1JBWEIQVB4JLhgAx24HNLTvHc97qVm0ukxw6RqF/Np1rdfa90xmj8zO+HYAqkwyAEOx+7kDJwLXb+v6uN6b/1v/kzsqKKRtwU7AC2OATgE/WgChf8Ah/RtVvLa71TSbG9ubU7rea4tkkeE5zlWYEryAePStCuNbxV4mtvEdtpF54b06Wae2muSLDWHldEQYGRJbxqNzlVGW7k9jWjoPiK/v9d1HRta0y3sb6xhhuP9EvDcxPHKXA+YxoQwMbZBX0IJ7C2A6Giisbxbr/8Awi/he71fyYpvs5QbJp/JT5nVMs+1toG7JODwKTdhrXQsxeH9Gg1qTWINJsY9TlG2S9S2QTOMAYMgG48Ad+wrQri7n4hQ2HhK21i8k0R3vLr7NataawJLNmwSWe5aNQoAVy3ynGMDJOK6PQNTfWNEgv5DYN52SradefaoGGSAVl2Ju6f3eDxVW/AX6mjTXRJY2jkVXRgVZWGQQeoIp1YHjLxSPCehPeR2hv7tg3kWiybDLtUu5LYO1VVWYnB6epFTJpK7Gk29DYsrK106zis9PtobS2hXbHBBGERB6BRwBU9cjrnjDVdK8OjXrbQYbjTYbFL26eXUPKdVI3MsSiNt7KOfmKA5AB646xHEkauucMARkYNU003clNWVh1U9U0fTNcs/smtadaajbbg/k3cCypuHQ7WBGeetXK5rWPE2oaNrtlDcaTCdLvLyOyjuvtv79pHUkFYQhBUHgkuGADHbgcrd2HsmzesrK106zis9PtobS2hXbHBBGERB6BRwBU9clqPibxHpmvabYz6FpckWpXv2eFodWkaYRgFmlMZtwAFQZI39cDJyK62jdXDbQKzbvw5ol/qsOp32j6fc6hb48m7mtUeWPByNrkZGCSRg1otuCnYAWxwCcAn61yA8VeJLbxNa6RqHhywkee2muWGnas00iIg4+WSCNfmcqoy45JPQGjqHQ7CisTwr4gm8RWN5NdWAsJbW9mtHhE3m8xnGcgDr6DOPU9a26PMCtqOm2Or2L2WrWVvfWsmN8FzEsiNg5GVYEHkA1mxeC/C0GnT6fB4a0eOyuWVp7ZLCIRyleVLKFwSO2elT+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rJ0zxNq+s6EL3R7LQtTma4MSmw1zzrZVC5JeYQ5BzxtVG6joMkHcOx0lpZ22n2cVpYW8VrbQqEihhQIiKOgCjgD6VNWP4W14+JNBS/e1+ySiaW3mhEnmKkkUjRvtfA3LuU4OBkdh0rYpsDN1fw3ofiAxHXtG0/UzDnyvttqk3l5xnG4HGcDp6VSn8B+ELlIUufCuiTLBH5cKyadCwjTJO1crwMknA7k0eMvFI8J6E95HaG/u2DeRaLJsMu1S7ktg7VVVZicHp6kViaz8RZ9OVGtNLtZtmlR6pOlzqHkOyOcBIF8tvNcHjHyjLxjOW4lWei/rf/gj1/r1X62O3hhit4I4beNIoo1CJGihVRQMAADoAO1Ppsb+ZGr7WXcAdrDBHsadVPfUlWtoYt74M8L6lqLahqPhvSLu9chmuZ7GJ5GIGASxXPGB+VNj8EeFIdRXUIfDGjR3qyecLldPiEgfOd27bndnnPWsw+OHf4gz+GYk0aMwPGpF1q/lXUwaMOWit/KO/AJ/iHQ9KZZePJ7zxNHYLplv9klv59PV0vd11G8Sks8lv5Y2J8owd5OHjJA3Uo62sN+Z2VBAZSGGQeCD3ooPSk9gMSx8FeFdMuvtOm+GtHs7jayebb2EUbbWGCMhc4IOD61d0nQ9J0G3e30PS7LTYXbe8dnbpCrNjGSFABOAOa5Pw18SYta0bUNXvRo8FlYWzXM8dlqpurmELk4li8pdhwp/iPIxWr4Q8Vt4qjuZl/sfyotuF0/VheSRk5O2ZVQLG2B0DNznnjJaB6bnS1W1HTbHV7F7LVrK3vrWTG+C5iWRGwcjKsCDyAas1V1Ga8t7CSTTbRby6GBHC83lKxJAyz4OAM5JAJwOATxQBBpPh7RdAjlTQtIsNMSYgyLZ2yQhyOhO0DPWrNhp1lpdqLXTLO3s7cMWENvEsaAk5JwABkkkmubtPG5fw1qF/eWCpfWN6+nm0trjzluLgMFVIpCq7slgMlRtO7I+WtXwprreJfC1jrElqLRrqMs0Ak8wIQSMbsDPTrgUC8jXrN1fw3ofiAxHXtG0/UzDnyvttqk3l5xnG4HGcDp6VpVk67e6zYxCbSLHTbmBEZ7iS/1F7XywOcjbDJkYzknGMd6TstWUr9Bp8I+G2FkG8PaURp//AB5g2Uf+jc7v3fy/JzzxjnmtivObb4napc6RLfjwzEi2OnLqeoRvqJVkt3LlDCDF+8YpGzYbywMgZznHocMqTwJLEcpIoZT6gjIqmmtydP6/rzH0UUUhgc7Tt5PbJrg/CXh3xPpXj/xDrer2ukpa640LstrqEsskBij2AYaBQ2fqMe9d5RQtHcHqrBRRRQAVzVloN/FqHiHVdQisr291A+RawNIwiW1RSI4nYoSNzM7NhTy+PmwK6WigZx/g3waNB1bUdWk0zSdIkvI44I9P0df3ESJkli2xN7sW5OwYCqOcZPYUUUxGH4w0KbxB4da0tHiS6huIbq387PlmSKRZFVsAkKSuCcHGc4PSsbTtJ8WaXfanq8Nnokt5q1yslxYm+lSKJEiVFKzeSSzHbk5jHUDPy/N2tFLb+vT/ACQGH4Q0Kbw94fFndSRSXEtxNdTCAERI8sjSMiA/wgtgdM4zgZxW5RRQByvjfTPEesQ21joaWEmmylv7SjuL2S2knTjEaukUm1TzuOASOARnNZfifwde+K9Ot7G88N+GrdmthA2oNMbiawUkgi3VrdckLjadyYY5wdvPfUUrId3e4yCFLa3jgiGI40CKM5wAMCn0UVTd3dkpWVkcVr3hfVdX8VW95b2OjWnkXMLprcUjrfrAhDNBtEfIY7lP7wLtc5U9C3/hCmvvHltrd1omh6YtlcSXH2qxPmXV+xUqnmt5SbVAYsV3PlgvPHPb0UlpbyG9QooooA5i10XWLW98Ra1mxm1i9/dacsjv5MMEanykdguRly7tgdWwM4BqPwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6KFoD1CqWrPqsdmH0OGznuVcZivJmiR17jeqsVPfO09Md8i7RQB58fBOsi4/t5Rp39t/2z/agsRO4tQPI+zmPzfL3binzb/L5bjGOa6PwfodzoWjzx6g0H2q8vJ72ZLYkxRNK5bYhIBIGepAycnAzit6ihaf16f5IHrv/W/+bCuS8YeCZvEbXd3Y63fafeSabLYxxxiAwsHyTu3xOy7jtDFCCQq+grraKTSasxptO6PPLzwx4u+z6LpmdO1jSNPt4zPFeX7W0lzcKcrv8u3ZWiXAwuASQC2cYPoEJlaCM3CIkpUF1Ryyq2OQCQMjPfA+gp9FU3e7ZKSWwVxWveF9V1fxVb3lvY6NaeRcwumtxSOt+sCEM0G0R8hjuU/vAu1zlT0Pa0Ulo0x9LGDDol3L46uNb1F4Wt4LVbXTYkJLRhjumdsgAMxCLxnhOvJFb1FFHSwdbhXO6Zo2o2mr69rd59ludRvGEVlGJWVI7eNf3UbPtJXLF2YhTgvxuwK6KigDlfBOl6/pJ1RNdtdNijvL6a9jazvpJiDI2dhDQpwP72efQV1VFFHRLsHVsw/GGhTeIPDrWlo8SXUNxDdW/nZ8syRSLIqtgEhSVwTg4znB6VzVx4d8aJa6veaW2k2ep63eRvcxx3kgW3gSMIfLm8kkyttHzGMAZ6HAJ9BopW/r7v8AJDuZPhmzuNO0GCyudOs9NFuPLit7O7e5QIOh3vGhJPOcj3yc1rUUVTdyVocl4w8EzeI2u7ux1u+0+8k02WxjjjEBhYPkndvidl3HaGKEEhV9BXPaj8PvEMtnFbefY6wU02G2trvULpoZNLnTdmeARRYLfMuCPLbEYBY549OoqbdP66/5sq9/69P8kRW0TwWkMUsrTyRoqtKwwXIGCx+vWpaKKpu7uSlZWOR1/RvEPiK4j067h0uDSor+G6W9juJDcbYpBIqiIx7VYlQpcSdMnHOKy9P8F67D4qtr+4NgrQ30082sR3Uhu723YuUtnj2BQg3IMb2UeWCqg9PQqKS0/r0/yG9f6/ruFMn8028n2YoJtp8syAlQ2OMgc4zT6KAOB1TwbrPjCe6l8TJp2mFtIuNNiXT7h7guZtpZ3Zo48BdgwmD1JyK0/DmhazH4kn1zxCmn21w1hDYJBp8zyq4RmYyMzInJLYCgHAzyc8dXRRt/Xr/mw3Vn/W3+SCs7Xra4vNEuLezs7C+eUBWtdRJEEyEjejEK2Mrnna3PY1o0Ubgef6V8O70Kk9zqsuhyQXktxZWGjNFLbWSvGsexPPhI/hdsqiYMrgDkk7vgPw7e+FfB9ppOp37X08O7L/LtTJJ2rtRcjvyM5J5xiujooAKw/F2kX2v6H/ZVlLFDBdzJHfO7EMbbOZVTA5ZgNnOMBic8AHcooA4nxt4MfxUq2Eeh6CYGgEC6rdDfdWSk/N5MflEZA+6fMXBOccYPZwQpbW8cEQxHGgRRnOABgU+ijoAUUUUAIwDIVOQCMHBx+teW+DtKsdT+KU/iLwfZx2Ph6ztHsZbyHhdYuN+Wf/pqEIIMrZLMTgnBNeouiSxtHIqujAqysMgg9QRWPp3gvwvo98l7pPhvSLG6jBCT21hFG65GDhlUEccULSVwesbG1RRRQBX1C7+wabc3YgmuPs8TS+TAheSTaCdqqOrHGAPWvEP7cuLLWvEuq20eprr954ZluXaTTLmEQzBnKqpkjXCIoCqxwGKnuSK93qE2dsbtro28RuGj8ozbBvKZzt3dcZOcdKVtb+v5Nfr+BSen3fg0zhPAVvFovia80dLTRHaTTbe+N/pdkYJJQzOoE5Z3aRjjcHLZOWOK9BqhpWhaRoMMkOh6XZabFK2+RLO3SFXbpkhQMn3q/VN3ISsZniG2t73Qp7W7t7W6Sbai215MYoZ33DbG7ANwzYBG1s5xg5xXnNnpdpL8M/GmlXdukB025u2aws5GW0t2MAdYo9pHmRgOCQyqN5Y7BgV6jfWFnqllJZ6laQXlrKMSQXEYkRxnOCpyDzVCTwl4cl0ePSZfD+lvpsT+ZHZNZRmFH5+YJjaDyecdzUSjdSXdW/L+v8i07NPs7kvhv/kVdJ/68of/AEAVpVU0zSdO0WzFno2n2un2wYsILWFYkBPU7VAGat1pKXNJsziuWKR5/wCPbS61rxfomi7tOFjJZ3d08eq2jXNtNLGYgoaMOgYhWcjJwOuCQMYV7b6L4w8DaNDa6HYr4l1PTkSwSBMrpcYOPtMf/PGNT8wK4LEIvJxj0/VdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71U1Hwd4Y1i4SfVvDmk30yRiNZLmxikZUHRQWUkAZ6VK0Vv66/wDDehb3v/X9dTXRSkaqzFiAAWPU+9OpkMMVvBHDbxpFFGoRI0UKqKBgAAdAB2p9N7krRHnXjrwr4c13xFpmkf2DpcuqarP9ovbtrOMzraw7S7eZjcCx8uMHOcMcdKNQ8KeGtR+J2m2mm6BpUE2mn+19RuoLONJS5JEClwucs4dzz/yzGetd+LO1F816LaEXbRiI3HljzCgJIXd1xkk46ZNENna29zPcQW0MU9yQ08qRgNKQMAsRy2AABntSWlv69P0fqN63/r1/UmpkskcMLyzOscaKWd3OAoHUk9hT6RlV1KuAysMEEZBFJ7Ajxw6dafD611HSZ/7NKXWg3Vw2saNpot76JEKjMjGRvM3GQENlBlDn1G98O7AaJ4q1PTbnTbDSbxtPtZjaaQgW0dMuvmkdRKzbgQRwqqAz4LV2Wm+GNB0aC4g0jRNNsIrobZ47W0jiWUYIwwUDdwT19TUmk6Bo+gRSRaFpNjpkcrbpEs7ZIQ59SFAyapaf16/5/MHd/wBen+RoVz/jTVrvSfD+dOgu3nupVthNa2ktybUNndMUjVmO0A44wW2g4BzXQUVLVxrQ8I0cx3Og2/hvQ1kt7C48VTwT/wBq6fP5UkflyOiSq3lmTcyLuTcDnAbrg+nfDy4SXwxLbxWOnWS2N9cWm3S4PJtpDHIQXRMnbnuMnnPJraudC0i8sJ7G70uyntLmQyz28tujRyuTksykYJyAcnnNWbSzttPs4rSwt4rW2hUJFDCgREUdAFHAH0prRW8l+CX+T+/yJer/AK7t/r+HmTV5/wCPbS61rxfomi7tOFjJZ3d08eq2jXNtNLGYgoaMOgYhWcjJwOuCQMegVR1XRNK122W21zTLPUoEfesV5bpMqtjGQGBGcE8+9Jr+v6+8pM8y1K00HxN8N9AlPhjQ01vXYYtPsf8AQYnFuuCXeMsuQiRiR17fd9a9S06wt9K0u10+xjEVtaQrDCg/hRQAB+QpTp9mbi3nNpAZrVWSCQxjdCrAAhTjKggDIHXAqxVN7+b/AK/rzJtt5f1/kFeb+M7K1tvFema5HY6enlataxXGqwTeZfq7ERi3CFQFjO9NwD/dZjsJOa9IrNfw7okmtrrMmj6e2qL92+a1QzjjHEmN3Tjr0pLSSfYb2a7nmWiS3Efimz13VLTRr66v/EN3pwM1kTf2gVpQmyYucIqIvyBANrE5yST6/VCPQdHi1qTWItKsU1OVdsl6tsgmcYAwZMbiMAd+wq/QvhSB6yb/AK/rp8hCQFJY4AHJJ6V49eRaf4a1XW2MFvolnfeHLiWGTQZPPa5RHH+kyuwQmXEi7Sdw+ZyZK9irLsPDGgaULoaXoem2QvBtufs9pHH5454faBu6nr6mlbX7/wAhp2/D8Hc434d2A0TxVqem3Om2Gk3jafazG00hAto6ZdfNI6iVm3AgjhVUBnwWr0as/SdA0fQIpItC0mx0yOVt0iWdskIc+pCgZNaFU3clKxyfxLuLuDwTKtjL5DXF1a28sx3YjiknRHJ2kHG1iDgg4JwR1rkLbw1PqJvNDs9H8MzRaFqqPdWVvbGxsdSV7bIEiAS4dGZWwQ4O1enBHq1zbQXtrLbXkEdxbzIUkilQMjqRggg8EH0rLfwf4ak0mPSpPDukvp0Uhljs2sYzCjnOWCbcA8nnHep2v/Xb/L8SjH+FsksvghWdI47f7bdC0SGQvEsAmfYsbEAmMDhTgfKFwAMCuxpscaQxJFCixxooVEUYCgdAB2FOqm7iOL8eeGIPEdxZ3LXGiNJpUM0rWus2AvIWVwPnK+YpXGw/Nz34rndZh0bxn4Q0dbbQ7dfEur6ZEbCLbuOkx9fPU8eUiE5DLtLEKvJwB6JqvhvQ9dkhk1vRtP1J4M+S15apKY84ztLA46Dp6VDqnhDw1rd2LrWvD2lajcBAgmu7KOVwo6DLKTjk8e9StP69R3NZFKRqrMWIABY9T706mQwxW8EcNvGkUUahEjRQqooGAAB0AHan1T3JWiPNPEWk2+i+Lj4wSLQtWF1qVpa+TPp4e7hfKw4huN52sp+fbs7NyOtUV0G/8O+PtBD2mmy317q9zI+qw3Dm9u7YpKxSZDGP3aBox/rGAKR4AyMejr4b0NNcOspo2nrqjdb4WqCc8bf9Zjd0469KdY+H9G0u+ub3TdJsbO7uiTcXFvbJHJMSckswGW555pR9239dtPw/Qctb/wBd/wDM0KZLJHDC8szrHGilndzgKB1JPYU+kZVdSrgMrDBBGQRSewI808KeHoPCfiaLw0YNIuf7S0yaU6lpdkbK7VFdR+9kWRmbd5nDqVIKdO42/htaw2Wm63bWqCOKLXLxUUHOBv8AU9fqa27Dwr4e0u0urXTNB0yzt7xdlzDb2ccaTrgjDgABhgkYPqadpPhfQNAlkl0LQ9N0ySVdsj2dpHCXHoSoGRTWj+Vvxv8Aht+IPVfO/wCFjUrM8Q21ve6FPa3dva3STbUW2vJjFDO+4bY3YBuGbAI2tnOMHOK06r31hZ6pZSWepWkF5ayjEkFxGJEcZzgqcg80mNbnl1npdpL8M/GmlXdukB025u2aws5GW0t2MAdYo9pHmRgOCQyqN5Y7BgV6P4b/AORV0n/ryh/9AFRSeEvDkujx6TL4f0t9NifzI7JrKMwo/PzBMbQeTzjuauaZpOnaLZiz0bT7XT7YMWEFrCsSAnqdqgDNUuvy/D/hyX0+f4luuP8AiHo0Ot6O0A0vR9Uu0t5mjj1WcqsClcNMibGDMp28/LjON6557Cs7VvD2ja+kS67pFhqawkmMXlskwQnqRuBx0qJK6sVF2dzgr2Ky1LRvh3rccl3cySXlksU147bypic7im4oHOeWGSemSAK9OrI1Twl4c1ueObWvD+l6hLGgjSS7so5WVByFBYHA5PHvWrHGkMSRQoscaKFRFGAoHQAdhVt3v5tv8v8AIlK1vJJf1946iiikMCcKSBn2HeuR0jxpfXfxAuPCuraKllOunjUYpYLzzx5Zk2BZBsXY/fALDrhjjJ61txU7CA2OCRkA/SuC8PeCNR0/4iS+IXt9L0W1a0ME1no8jlNQlLlvPmUogVhk4Hzn5j83HIvi12/4H+f9bg/h/ruv0O+ooooARtwU7AC2OATgE/WuC1jx/rfhq98vXvD1gYUsp76dtO1V55IoowOSr28Y+Ziqj5h3PQGu+rmrLQb+LUPEOq6hFZXt7qB8i1gaRhEtqikRxOxQkbmZ2bCnl8fNgUhkug+Ir6+1i60jW9Ot7DUILeK7VbW8NzG8UhZQdxRCGDIwI246YJzx0Fcf4N8GjQdW1HVpNM0nSJLyOOCPT9HX9xEiZJYtsTe7FuTsGAqjnGT2FUyV/X9epl+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rlrr4kSWnhe31dx4bmW4v1s1mt/EG+zjyhYtJceQNpGMbdp6jnmuh8YaFN4g8OtaWjxJdQ3EN1b+dnyzJFIsiq2ASFJXBODjOcHpWNp2k+LNLvtT1eGz0SW81a5WS4sTfSpFEiRKilZvJJZjtycxjqBn5fmnv/AF2/PX0KOo0e9fUtHtr2X7IWnQPmyuftEJB6FJNq7gRg52irtYfhDQpvD3h8Wd1JFJcS3E11MIAREjyyNIyID/CC2B0zjOBnFblU9yUYnifV9T0XTXvNM021vI4IZJ7h7u++ypGiDPUI5LHnHAHByw4zgax8R3skjl0/S4ZkGlR6rKl7e/ZZmic4CRJsbzJAcAjKgF0Gfm41fGWjXmtW0MFtomhaxEodtmryNH5EmAEkRhHJyAW7KeRhhXMap4B8R3FrDbvc2WtyJpkFrDf6jdyxTafcoGDXUQVHJdiynO5G+QAsR0lf1+P/AAP8+1af16r/AIP+R6VG/mRq+1l3AHawwR7GnVFbRPBaQxSytPJGiq0rDBcgYLH69alqna+hKvbU5C88ewp40Ph2xfSPPiljimGoaqLaV2cBtsMQRzKQrAn7oyQATzhln47uLrU7V20hE0W91GXTba++15leVN43NDsACFo3AIcn7p2jPFLWPBGrXepata2Z08aVrV/bX9xcSyuLi3eLywypGEKtnyVwxddpY8HHMun+DtYtrqx02Z7L+xNO1SXUoZ0mc3Eu5pHWJo9gVQrSn5t7ZCD5RnhR6X+f4X/W3ccutv63/wCBfsd1RRSHO07cA44yKAOWsvFeqvrd1pOo6DFDerYfb7aC1vxMzruKhJCURY3JxjBZT82G+XmzoPiK/v8AXdR0bWtMt7G+sYYbj/RLw3MTxylwPmMaEMDG2QV9CCe2HpnhjxFYazeavZ6d4f0m5aylT7NYTyeRqF07BhNOBEu3aVPZ2xI3zeul4K0rXtKF0fEVpp5urs+dc39vqEk8lxLwMbGgjCIBwqgnAGOSSS1/X3v9P+G7D6/12/r/AIY6uqupSX8Vi7aRbW11dAjbFdXDQIRnnLqjkcf7J/CrVQ3huRYzmwWJrry28lZmKoXx8u4gEgZxkgGpew1ucJL8TLrTo9RGuaZplm9tex2EEy6sTbSzmMyOHleFPLVFALNtbk4AJ4rsNA1N9Y0SC/kNg3nZKtp159qgYZIBWXYm7p/d4PFcufBN/Y+HvD/9nyWt3rOkXhv5muXaKO8mkR1nJYKxXJlZgdpxgDHpt+D9DudC0eePUGg+1Xl5PezJbEmKJpXLbEJAJAz1IGTk4GcVXdP+tvz1+4l9Lf1v/wAD7zermPGHjW18KyWVs76el1e72jOpX4s7dETG5nlKtjllAAUkk9gCR09cx4j0TVJfEWna9oEVjc3drbT2klvfztDG0cuxtwdUc5DRrxt5BPIqXf8Ar+u5SsZ+o+Pr2zF01ro9peR6XpsepalJHqOFEThiPs58v998sbnLeWDxzycdpDKk8CSxHKSKGU+oIyK82vvhpPdeFNN8Nvpeg3Qt7IWza3cruubXJJfyIjEcYB+U+YMHBwcc+kwQpbW8cEQxHGgRRnOABgVWmvr/AF+hPb+u3/BH1zWseJtQ0bXbKG40mE6XeXkdlHdfbf37SOpIKwhCCoPBJcMAGO3A56WuK17wvqur+Kre8t7HRrTyLmF01uKR1v1gQhmg2iPkMdyn94F2ucqehS+JDezLGo+JvEema9ptjPoWlyRale/Z4Wh1aRphGAWaUxm3AAVBkjf1wMnIrrawYdEu5fHVxreovC1vBara6bEhJaMMd0ztkABmIReM8J15IreoW39f1/w4PcQkKpLHAAySe1cZ4c8ev4skuToKaHPGsDS28Laz/pR5AQzQrE3lK3XO5iARlckgdjLEs0LxP911KnHoRXDeF/BusaZqOhDUzp6Wnh2xlsrSS1ld5btW2qGkBRRHhUBKgvljnIxyLfX+t/8AgA9jU0TxHrV74tu9E1XR7C2FpapPLcWWpPcBGdsJGQ0EeCQrNwTgAeorqKwfCmiXek2d3cau8Muq6jdPdXckBJQEnCIpIBKpGqKMgdM45reo6IOrKupT3lvYPJplmt7dZAjheYRKSSBlnwcKOpwCcDgE8VyCeP795f7M/sOAa7/abaaLf7efsu5YBOW8/wArdjyz08vO7jGPmrpvEY1xtAuV8KmyXVGAWB75mWJMnljtVjkDOBjGcZ4rmLbw3qieEzpN94U8Pal+/wDNeLUNVkuFuHOS80jNaf6zdjjbjk4KgAUu/wDXYf8AX4HSeG9c/t/SDdPb/ZZ4p5bW4gEnmCOWJyjgNgblypIOASCMgdK1qwfBnhtfCvhmLTd0LSGSSeX7PH5cSu7lisafwoudqj0AreqmIwPGXikeE9Ce8jtDf3bBvItFk2GXapdyWwdqqqsxOD09SKoa14q1rTfDg1600jTJdOWxW6kNzqkkMgJXOxVW3cN1AHIyT0FL4w8EzeI2u7ux1u+0+8k02WxjjjEBhYPkndvidl3HaGKEEhV9BTX8J6lNpPhrR7y+S7sNPdJtReYjzLhohmKMBUVSgk2sScHEajnJNSru9/L9b/o/wG9Gref6f8FHTadPc3Ol2s99ai0uZYVea3Em/wApyASm7Azg8ZwOlWaKKp7krY5A+OHf4gz+GYk0aMwPGpF1q/lXUwaMOWit/KO/AJ/iHQ9KZZ+O7i61O1dtIRNFvdRl022vvteZXlTeNzQ7AAhaNwCHJ+6dozxJr+jeIfEVxHp13DpcGlRX8N0t7HcSG42xSCRVERj2qxKhS4k6ZOOcVT0/wdrFtdWOmzPZf2Jp2qS6lDOkzm4l3NI6xNHsCqFaU/NvbIQfKM8KPS/9LT8d/wCrDl1t/W/62/q53VB6UUyfzTbyfZigm2nyzICVDY4yBzjNJ7AjjfCPjm88X2N1PYW+gtLFDuS1h1syyo5JCrOog/dZwefmPHQ1d0TxHrV74tu9E1XR7C2FpapPLcWWpPcBGdsJGQ0EeCQrNwTgAeopmnaPrl94vtte8QwabYvZWUlrFDYXLz+cZGRmZ3aOPAHljC4bkk5q74U0S70mzu7jV3hl1XUbp7q7kgJKAk4RFJAJVI1RRkDpnHNUvP8Ar+t/wB63t/X9bG9WX4k1+18MeH7jVb7mOHaoXcF3OzBVG4kAZZhyeB1PStSsPxhoU3iDw61paPEl1DcQ3Vv52fLMkUiyKrYBIUlcE4OM5welSxoxIfHt3c2FgbG10TUb3U7xrW0Gn60Z7XKRmRjJOIQVIVW+UIx6epI6Hw3rn9v6Qbp7f7LPFPLa3EAk8wRyxOUcBsDcuVJBwCQRkDpXM/8ACKapNDrF3qugeHdWudXvI5pNNurljawrHEEVt7QMXfjJPlr1x253vBnhtfCvhmLTd0LSGSSeX7PH5cSu7lisafwoudqj0Aql5/1t/wAEnt/Xf/gG9WRr2oazYxK2h6TbX5CPJK11ffZkQLjABCOSx7fKBwcsOAdeuV8b6Z4j1iG2sdDSwk02Ut/aUdxeyW0k6cYjV0ik2qedxwCRwCM5qZXtoUrdSpe+NtVXwfB4p0zR9Pk0mTT0vSb3U5IJhuXdsCLBICeQB83JPSus06e5udLtZ761Fpcywq81uJN/lOQCU3YGcHjOB0rA1HQtT1uHQbS9gsLLT7WcXGoWkEzSq/l8wxISi5TeFY5C/cAwcmuoq3a7t3/r+vIlXsv6/r/ghRRRUjCiobu4+yWM9z5Us3kxtJ5UKbnfAzhR3J6AV4V4HvHm+PNlqOrW+oxatq+jzzXcdxp9xF5DmVdkQ3oPkSNVTf8AdLA85bkjrLl/rZv9AekeY97ooooAKKQkBSWOABySeleX6Vp+m6T46u4JLLTdLsNS0SV0GnXRaO8iWQZuLibCMHIkXDYb7znzCcUbu39bXDpc9RorgfAFouj+LPEelnTrHSJNlrcjTtKIa0hVldQwbahMjFDu+ReAn3uTXfUxBRXJ/Eu4u4PBMq2MvkNcXVrbyzHdiOKSdEcnaQcbWIOCDgnBHWuQtvDU+om80Oz0fwzNFoWqo91ZW9sbGx1JXtsgSIBLh0ZlbBDg7V6cESuv9dv8xnrdFcd8LZJZfBCs6Rx2/wBtuhaJDIXiWATPsWNiATGBwpwPlC4AGBXY1T0AKK4/4h6NDrejtANL0fVLtLeZo49VnKrApXDTImxgzKdvPy4zjeueeb13T/D/AIh+Hvh9xpdnqeta9a29jYX2p2MUlyFZNzysSGwUjEj8EjPrmlq1p5fjcf8AwfwPVKKradYW+laXa6fYxiK2tIVhhQfwooAA/IVZpu19CVe2oUV5v40srW28V6Zrsdjp6CHVrWK41WCbzL9XYiMW4QqAsZ3puAf7rMdhJzWLZa1Hf/FzQdX1Gz1e3vrv7XAlvPpN1GLaEKojTLRgEkku7AlQWwTgAlLX+v6/r5Den9ev+R7FRRTJZI4YXlmdY40Us7ucBQOpJ7ChgPorzPwp4eg8J+JovDRg0i5/tLTJpTqWl2RsrtUV1H72RZGZt3mcOpUgp07jb+G1rDZabrdtaoI4otcvFRQc4G/1PX6mha/df7nYHp99vwudjRRXJ/Eu4u4PBMq2MvkNcXVrbyzHdiOKSdEcnaQcbWIOCDgnBHWgZ1lFeMT2sO8+EYtI8PPcW+uxqttZ6eLbT9R/0UyslxHufaVXJzmQ7ljO0gEDufhmYk8Gi2iUxPa3lzDNCoAigkErbo4sEjylJwvPQDIByA1Z/wBen+Ynpb+u/wDkddRRXm3xb1DztLutFurXUhp39ny3c89tp888czgMI4S8aMqjcN7FiOFUdGOIlLlVyox5nY9JoryrXdO0DXvAGhAaHYXOt6zBBptlPf6avnxDb87/ALxNwCIJHHGOBjqM+madYW+laXa6fYxiK2tIVhhQfwooAA/IVpKNm12dv6/AzTuk+6v/AF+JZooryDXZbgeLtd13UrTRtRTSNWsrS2s9RsjLOkbrDg28hfEbFpGYYRixXBPAxK1lb+ui/Urpc9forz+PRdJvviXa3Xhiyhim0y4ml1jVYhlpndGUWrSdZDlgxUkhAijjIA9Ao6XDrYKKQkBSWOABySeleUW+j2Nr4s1DTVh0zQ7XXNCmjt5NOl8+O6XzAouLh2CFpP3ybfvZ3P8AvCSKWuy/rRsenX+tT1iiuE8BWaeHde1XwylhoqPaW1tcPeaPp/2MSb96hJU3N842Fs7uQ/Qd+7qnboSr9QorM8Q21ve6FPa3dva3STbUW2vJjFDO+4bY3YBuGbAI2tnOMHOK8wsL06douoeFzY3lrBLrE8V+ujWM1zb2EJRJDBB5KFvnEijJVMFpTgYAM33/AK7f5lHsVFcV8IrmC4+F+krbRzRpAjRbZbd4ujH7oYDIwRyMjt2NdrVPRkoKK89+IlkdY8RaTp9tYafq91HZ3dx/Z+rxg2jIPLXzc84kVmUL8p4ZwSmQ1cfbQ6Nrmg6pc6k0t3DpfhS2m0qfUcebb/LNumQ5IWTfGo3q2flXBxgmb+65f11/y/qxdrtL+un+Z7lRVTSXnk0Wye8BFw1vGZQ3UPtGf1q3VSVm0RF8yTCivINdluB4u13XdStNG1FNI1aytLaz1GyMs6RusODbyF8RsWkZhhGLFcE8DBoktxH4ps9d1S00a+ur/wAQ3enAzWRN/aBWlCbJi5wioi/IEA2sTnJJKjrbz/4FvzXoOWib/rr/AJHr9FFRzyLDbySyMVRELMVGSAB2FJuyuNK7sSUV8+qJdE8OSX9rBHY3GoeGrqeyv9PUJcXyfI7T3eCSJlQqQQXG5nO4Eha9I8MaXpmhfEG7sPDVtBaac2jW880FqAsfmGRwjkA43MoOWxkhRknFVbWz/rf/ACE9rr+tv8zuqKKw/GOjReIvDM+jTXVvam8eNUa5iEqOyuH2lNy7wQhBGRxmpY0blFeZWDeHLfw7q2l+JtF0Z7TR9V8hLfTLHy7bUJ2jVlVbbLBpPn27CW+Zd2Rj5es8CaPdaD4OtLG9QQyB5ZRbK25bVHkZ1hB6EIrBeOPl44xVf8D8RHQ0UVxfjzwxB4juLO5a40RpNKhmla11mwF5CyuB85XzFK42H5ue/FTJ2VxpXZ2lFeReKWtNc+Hdj4kj0TTLWS30y3u5ZjNm60mIEOv2WPaF3EBgp3x52rnOMD1uNxJGrjOGAIyMGqatdE32HUUUUhhVc6dZNqS6i1nbm+SIwrdGJfNWMnJQPjO3POOlWCcAmuT8CeKtX8Y6Nbazc6NZafpt3GzwmPUXmmyH24ZDCqgcE5DHtxzwLVgdZRRRQAVlWPhbw/pi3S6boWm2a3i7bkW9nHGJxzw+B8w5PX1Najbgp2AFscAnAJ+tcefFPia38SW2j3nhzTZJZ7aa5IsdXeVkVBxkPbxgbnKqPm7k9jR1sB0ek6HpOg272+h6XZabC7b3js7dIVZsYyQoAJwBzV6uf8O+IrvVdT1TTNVsLezvtMaLzRaXZuYiJE3L85RCG65UrwCpyc10FMRFc20F7ay215BHcW8yFJIpUDI6kYIIPBB9Ky38H+GpNJj0qTw7pL6dFIZY7NrGMwo5zlgm3APJ5x3q/qU95b2DyaZZre3WQI4XmESkkgZZ8HCjqcAnA4BPFcgnj+/eX+zP7DgGu/2m2mi3+3n7LuWATlvP8rdjyz08vO7jGPmpbv8Ar+uo+lzt440hiSKFFjjRQqIowFA6ADsKdWT4b1z+39IN09v9lninltbiASeYI5YnKOA2BuXKkg4BIIyB0rWpsPIztW8PaNr6RLrukWGprCSYxeWyTBCepG4HHSrTWNo91BcvawtPbKyQSmMFolbG4KeoBwM464FY/jLxSPCehPeR2hv7tg3kWiybDLtUu5LYO1VVWYnB6epFY+q/Ei3sbjT7OD+yYb27s4rx11bVhZRIsmQqK+xy7khuAvRckjIBS10X9XB6as7eikXJUbgA2OQDkA0tAGa/h3RJNbXWZNH09tUX7t81qhnHGOJMbunHXpV2S0t5bqG5lt4nngDCKVkBaMN97aeozgZx1rlT44d/iDP4ZiTRozA8akXWr+VdTBow5aK38o78An+IdD0p2o+JvEema9ptjPoWlyRale/Z4Wh1aRphGAWaUxm3AAVBkjf1wMnIoWtrA9NzraRlV1KuAysMEEZBFLQelJ7agZNh4V8PaXaXVrpmg6ZZ294uy5ht7OONJ1wRhwAAwwSMH1NO0nwvoGgSyS6Foem6ZJKu2R7O0jhLj0JUDIrA8HePJvFlndXUVrpUgghMn2TTtXFzdq2ThJI2jRYycHq+M/nWx4V8QTeIrG8murAWEtrezWjwibzeYzjOQB19BnHqetNav5fhsD0+/wDE26iubaC9tZba8gjuLeZCkkUqBkdSMEEHgg+lS1W1HULbStNuL++k8u3t4zJI3oAO3qfbvSdrajW+hSPhTw6dFGjnQNLOmK/mCyNnH5IbOd2zG3Oe+Kv2Vla6dZxWen20NpbQrtjggjCIg9Ao4Ari7X4iXlz4fhu20SK0v7jVm0tLW7vvLijkAJBklEZ2k42gBWy5VRnOa6TwxrjeIdBj1CS1Fs5kkiZEl82NijlNyPgb0O3IbAyCOKrpf+tv8hf1+f8AkzXpk0MVzBJBcRpLFIpR43UMrqRggg9QR2p9cp4z8af8IpeaZbbdKT7f5p8/VtT+wwpsC8b/AC3yTu4GB0qXbqNX6HRf2dZCa2mFnb+baIY7d/KXdCpABVDj5QQBkD0FWa4zWfHN7plxfJa6PBdppGnx6hqb/btmyNgxxAPLPmnEb/e8sHA55OOwhlSeBJYjlJFDKfUEZFVqT/X9fePqhPoOj3WsQ6tc6VYzalbjbDeSWyNNGOeFcjcOp6Huav1y+u+NBpHirS9Ft7A3hu544rmcS7FtPM3eXkYO5m2MdvHC5z0yuqQ+jZdj8F+FodUGpQ+GtHjvxL5wulsIhKJM5379ud2ec5zW3XMS+J9UsvE+n2GqaJDb2Op3Mlta3CX3mTbkRnBeIIAqsqMQQ7EcZAycdPR0DqFZFt4S8OWUN5DZ+H9Lt4r5dl2kVlGq3C88OAPmHJ656mtZtwU7AC2OATgE/WuObxP4qi8SWuizeHdHa5ubaW4Bg1qVxEqAAF82owGcquRk9Tg4NHWwdDpdL0bS9DtDa6Jptpp1uWLmG0gWJCx6nCgDPA59qu1y+ieI9avfFt3omq6PYWwtLVJ5biy1J7gIzthIyGgjwSFZuCcAD1FdRT8w8ivfWFnqllJZ6laQXlrKMSQXEYkRxnOCpyDzTdO0yw0exSy0mxtrG1QkpBbQrGi5OThVAAyeaq+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rK0vxHrWuaH9u0W18N6hJ55jP2TX3lg2gZJ81bY/Nk/d29Oc9qXewdjpLW0t7G1S2soIreCMYSKFAir9AOBUtYHg/xBeeJNJnvb7T4LIJdSwRG3umnjnVDtMisY0OCwYD5ecZ71v0AZ+raBo2vxRx67pNjqaREtGt5bJMEJ6kBgcUl34e0W/ks3v8ASLC5exINo01sjm3xjGwkfL0HTHQVDr2oazYxK2h6TbX5CPJK11ffZkQLjABCOSx7fKBwcsOAcG98baqvg+DxTpmj6fJpMmnpek3upyQTDcu7YEWCQE8gD5uSelLZN9v6/Qduh2tFVtOnubnS7We+tRaXMsKvNbiTf5TkAlN2BnB4zgdKs1TVnYlO6uUJ9B0e61iHVrnSrGbUrcbYbyS2Rpoxzwrkbh1PQ9zRHoOjxa1JrEWlWKanKu2S9W2QTOMAYMmNxGAO/YVz58cO/wAQZ/DMSaNGYHjUi61fyrqYNGHLRW/lHfgE/wAQ6HpRpnj2HWfF8uj6a+kGKCaSBxNqoW8Zo8h2S2CElAwIyWXOCcYxlLXYb038v+AdfRRQThSQM+w70AZmneGtC0e4nuNJ0XTrGa5GJ5La0SNpec/MVAJ555qXStD0nQrd4NE0yz02GR97x2dukSs2MZIUAE4A5rmpfHGo6XfXFv4h0BbYjTJ9St1s7z7TI6QldyOuxQr/ADrjaXXOfm45u+FfFVzr17c2t5ZWcTQ28Fyk+nX/ANsgdJQxUb/LTDYUHGCNrKQeaFtp/W/+TB6b/wBbf5o6aqupaXYaxYvZavY21/auQWguoVlRiDkZVgQcHmrVVdSnvLeweTTLNb26yBHC8wiUkkDLPg4UdTgE4HAJ4oApT+EvDlzpMGl3Ph/S5tPtmLQWkllG0UR55VCMA8noO5q3pej6Zoln9k0XTrTTrbcX8m0gWJNx6naoAzx1rkz8QLxLaW3n0i1h1aPV10oxPqBFoJGiEqt9o8rIBUgAeXkuQuOc10PhjXG8Q6DHqElqLZzJJEyJL5sbFHKbkfA3oduQ2BkEcU9d/wCu/wDkD00/rr/kzXrN1Xw3oeuyQya3o2n6k8GfJa8tUlMecZ2lgcdB09K0q5Txn40/4RS80y226Un2/wA0+fq2p/YYU2BeN/lvkndwMDpU3sPc2b7w5omqX9vfano2n3l3bY8i4uLVJJIsHI2sQSuDzx3rSrl/EninU/DunpqTaRaz6fFHE93MNQ2sC7hdkK+WfNIzxuMe7Kgck46imSFFFFAxGBKEKQGxwSMgfhXnvhv4f3el/Eb/AISIWOi6FaRWDWhs9FBAvWL7vNlHloFxgYX5z/tcc+h0ULR3B6qwUUUUAFczZ6FqcN/4h1e4aym1K/8A3Nir7miit0U+VG/APLM7Nju+BnArpqKAOS8G+Gb3Q9R1G5mstN0ezuUiSDSdJlZ7eJl3bpeY4wHfcAcIOEGSe3W0UU73AzPEY1xtAuV8KmyXVGAWB75mWJMnljtVjkDOBjGcZ4rmLbw3qieEzpN94U8Pal+/814tQ1WS4W4c5LzSM1p/rN2ONuOTgqABXdUVNgMHwZ4bXwr4Zi03dC0hkknl+zx+XEru5YrGn8KLnao9AK3qKKpu4HJeMPBM3iNru7sdbvtPvJNNlsY44xAYWD5J3b4nZdx2hihBIVfQVh3PgHXreynt7C5sdRbU9Ej0m+n1KQoYdm8CRFjixIAJWG07M7Vy2STXpNFTZWt/XX/Nju73/rp/kiCxtRY6fb2iu0ggiWMO3VtoAyfyqeiiqbbd2SkkrI5HX9G8Q+IriPTruHS4NKiv4bpb2O4kNxtikEiqIjHtViVClxJ0ycc4rQh0S7l8dXGt6i8LW8FqtrpsSElowx3TO2QAGYhF4zwnXkit6iktP68rfkN6/wBfMKZP5pt5PsxQTbT5ZkBKhscZA5xmn0UAchbaR4iu/E0XiDV7TSra6sdPmtrW2tL2SRbh5CrEyStCpRQY1AAV/vE9sGXwTpev6SdUTXbXTYo7y+mvY2s76SYgyNnYQ0KcD+9nn0FdVRRs/wCurv8AmHS39dgrI8R+H18R2VvbvqF5YG3uUuUktRESWTJUESI6kA4bkdVU9q16KAPNI/h74gtLCaKTUoddil1ia9m07UpFigu4XVgBI0cH3tzK5UqyEqMAda63wbo17oPh5bPUpo2k86SRIYZGkjtY2YlIUZgGKoMAEgewAwK3qKForfL+vuB6v+v66hWJrx8RkmLQrLSbuCaFkf7fcyQmNjxnCxuHXB+6dvTqc8bdFJpPRjTsecar8NpLzwxpnhtdM0S7itbCOy/ty+G67tgOGMMRiIBx90+aNpIODt59EghS2t44IhiONAijOcADAp9FVd6+YgrgdY+HF7c6nBd6V4m1GFW1kalcRSrbEKdpGUJgLEgbVUOxAUY7Cu+opdU/63v+gdGji7HSvFh8byatrVlpF1ArtDZPHqUqmztieSsJgw0rYG4lx0AGBnPaUUUdLB1uFYOiaJd23iDWdZ1Z4ZLq9lWK2ERJENrGP3aZIHJYu7dstjJwDW9RQHQwfCmiXek2d3cau8Muq6jdPdXckBJQEnCIpIBKpGqKMgdM45reoooAw/GGhTeIPDrWlo8SXUNxDdW/nZ8syRSLIqtgEhSVwTg4znB6VjQ+HfEsem+JryCXTrDXNcdfKWGV5IbQLGsQfeUUu+0FvugZCjoM12tFKys1/XT/ACQ76plTSdMttF0e00ywTy7a0hWGNfRVGPzq3RRVNtu7JSsrHK+N9M8R6xDbWOhpYSabKW/tKO4vZLaSdOMRq6RSbVPO44BI4BGc07UdC1PW4dBtL2CwstPtZxcahaQTNKr+XzDEhKLlN4VjkL9wDBya6iiktB7hRRRQByOv6N4h8RXEenXcOlwaVFfw3S3sdxIbjbFIJFURGParEqFLiTpk45xWdZ+CNWg1SytGOnro2n6zNq0Nysrm5cyGRvKKbAqgNKwL7zlQBgZ47+ihaf16f5IHrp/XX/NhSNuCnYAWxwCcAmlooA86tfDnje4t9ZfVf7KttX1O2khXVrPUpmNqMHy44ojAuxATyQ+7JLZJwBq+D/DOoaLrF9eXFpp2kWlxDGi6bply80TSgktOxaOMB2BAOFyduSTxjsKKFp/X9f1ruD1/r+v602CszxGNcbQLlfCpsl1RgFge+ZliTJ5Y7VY5AzgYxnGeK06KT1A87PhHX38P2di+maS0dvdtPd2Vxqss0erb0cOZ5Dbg53sr7djKcYwMDHTeDdGvdB8PLZ6lNG0nnSSJDDI0kdrGzEpCjMAxVBgAkD2AGBW9RTEFYmvHxGSYtCstJu4JoWR/t9zJCY2PGcLG4dcH7p29Opzxt0Umk9GUnY841PwBqZ8N6ZoOnW2j3JsLCO1tdbuneK8sJBw0sIVG7BSoDpgjBJHI9FRSkaqzFiAAWPU+9Ooqm29ybBRRRSGQXskkOn3EsC7pUiZkX1IHArxX4TajLBq3hiS7s9IvrrxJp11dTalFaFb+N0cF/OmLtvUk4xhcEKMcV7jWfp/h/RtJvLm70rSbGyubo7ria2tkjeY5JyzKAW5JPPrRHSV/66/5r7geqt/XT+vmaFFFFAFfULv7BptzdiCa4+zxNL5MCF5JNoJ2qo6scYA9a8k8M31ncfETUpdZW+S71XQy9+11Y3VpHEfMb935kkalI0QBQ/AJBI+Y4r2Oq02nWVxLLLcWdvLJNCbeR3iVi8Rz8hJHK8njpzSt71/X8mv1/AfS39bpnFeALRdH8WeI9LOnWOkSbLW5GnaUQ1pCrK6hg21CZGKHd8i8BPvcmu+qjpOh6ToNu9voel2Wmwu2947O3SFWbGMkKACcAc1eqmSjD8Y6NF4i8Mz6NNdW9qbx41RrmISo7K4faU3LvBCEEZHGa5LTIvDcXhbxBaeKfD/h19P8N3jtI1ppiJayMIlcusLbtsgD7CMk5HXnA7/UtLsNYsXstXsba/tXILQXUKyoxByMqwIODzUUehaRFpKaVFpdkmnIQUs1t0EKkNuGExgYbnp15qbb+f8AwCr7GJ8OfDieHPCMamxt7C6v5Wvrq3to1SOKSTnYqqAAFUKvH92uqooqm7slaHH/ABD0aHW9HaAaXo+qXaW8zRx6rOVWBSuGmRNjBmU7eflxnG9c88JIuleI9L1bUNZaS7Sx8JWl1pdxqCgSwbklLTrzhZS6JllbOVXn19a1bw9o2vpEuu6RYamsJJjF5bJMEJ6kbgcdKW+0DR9TntZtS0mxvJbJt1rJcWySNAeDlCR8p4HT0FTbRrv/AMH/AD/rpV9U+3+af6f11l0l55NFsnvARcNbxmUN1D7Rn9at0UVUndtkxVkkef8AibRdJ1jxpZwaNZQv4hhvLe8vdUUbpLCBCDsMh5XzFUoIxwQzMRjJMWo+FPDepfE/TrXTtB0qGbTT/a+o3UNnGkpkJIgUuBnLOHc8/wDLMZ611V54L8LahqL6hf8AhrR7q9dgz3M9hE8jEcAliuSRgflWrDZ2tvcz3EFtDFPckNPKkYDSkDALEctgAAZ7Uo6W+/8Ar7l9w3rf+v66k1Iyq6lXAZWGCCMgilooA8X8U+H9HguvEuqeEtH0/Sh4Z0uWIXOm2iQyfapY8uQyAH93CR9DIe4rrvDGl6ZoXxBu7Dw1bQWmnNo1vPNBagLH5hkcI5AONzKDlsZIUZJxXZ29jaWiSpaWsMCTSNLIsUYUO7HLMcdST1PeoNK0PSdCt3g0TTLPTYZH3vHZ26RKzYxkhQATgDmhaW/rv/noEtf69P8AL8S9WZ4htre90Ke1u7e1ukm2otteTGKGd9w2xuwDcM2ARtbOcYOcVp1XvrCz1Syks9StILy1lGJILiMSI4znBU5B5pMa3PJbC9OnaLqHhc2N5awS6xPFfro1jNc29hCUSQwQeShb5xIoyVTBaU4GAD1vwiuYLj4X6SttHNGkCNFtlt3i6MfuhgMjBHIyO3Y11enaZYaPYpZaTY21jaoSUgtoVjRcnJwqgAZPNS2tpb2NqltZQRW8EYwkUKBFX6AcCq/4H4E/8H8WS15/49tLrWvF+iaLu04WMlnd3Tx6raNc200sZiChow6BiFZyMnA64JAx6BVHVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71LX9f195SZ5y32TV/D/wAPNdWwispn1C1jjt7d2FvCuyT/AFUedqg9iBkrgZIAr1SsfUvCPhvWZo5dY8PaVfyRRiKN7qyjlKIOigspwOTx71rRxpDEkUKLHGihURRgKB0AHYVXf1v+X+RPVelvz/zHV5v40srW28V6Zrsdjp6CHVrWK41WCbzL9XYiMW4QqAsZ3puAf7rMdhJzXpFZr+HdEk1tdZk0fT21Rfu3zWqGccY4kxu6cdelJfEmPo13PL7LWo7/AOLmg6vqNnq9vfXf2uBLefSbqMW0IVRGmWjAJJJd2BKgtgnABPsVRSWlvLdQ3MtvE88AYRSsgLRhvvbT1GcDOOtS0LRWDrcZLJHDC8szrHGilndzgKB1JPYV5NYRP8L7xrGw0nS9Zu7jTJLiG50nSWiu22yoo8/Y0jSoxkB3KARsb5T29bZVdSrgMrDBBGQRWfpHh3RNAWUaDo9hpgmIMosrVId+OmdoGcZPX1pW1uPocF8LZbSHxV4ptIDqMs0j29xNcXmnT25lkMQ8xm8xBtJYkhTzt6ZAzXp1RR2lvDcTTw28Uc1wQZpFQBpCBgbj1OBwM1LTJRT1XT9N1PTZbbW7O1vLLG+SK7iWSP5eckMCOMZrx2HQYJNN0+70Ow03SrHxdrQBi+xAWxs0hlNukkSFNwcqHK7hkvg5HFe1XFvDd20ttdwxzwTIUkikUMrqRgqQeCCO1V7zSNN1HTDpuoafa3ViQqm1nhV4sLjA2EY4wMccYpdf6/roV0t/WxhfDy4SXwxLbxWOnWS2N9cWm3S4PJtpDHIQXRMnbnuMnnPJrqahtLO20+zitLC3itbaFQkUMKBERR0AUcAfSpqpko4vx54Yg8R3FnctcaI0mlQzSta6zYC8hZXA+cr5ilcbD83Pfiud1mHRvGfhDR1ttDt18S6vpkRsItu46TH189Tx5SITkMu0sQq8nAHomq+G9D12SGTW9G0/Ungz5LXlqkpjzjO0sDjoOnpUOqeEPDWt3Yuta8PaVqNwECCa7so5XCjoMspOOTx71K0/r1KuayKUjVWYsQACx6n3p1Mhhit4I4beNIoo1CJGihVRQMAADoAO1PqnuStEeO+JIbeTxlqetyWsE9nY6zZQT6k0YF/ZOBF+6tyTzExePd90/PLhZNwIk0e0thJoWuLEn/CR3fie6t7u5xieSMPOrRMc5KKiLheQAinHevTJvDeh3Gspq9xo2ny6nHjZevao0y44GHI3DH1p8WhaTDrMurw6XZR6nMuyS9S3QTOvHBfG4jgcZ7ClHRLy/wCB+Dt/w45a3/rv+V/+GL9Iyq6lXAZWGCCMgilooA8rl8GeF9U8Yasuk6ZpGi2mk2Umnm7trOKL/TLlNpyVA3bI3UYz1lI6itnwFZp4d17VfDKWGio9pbW1w95o+n/YxJv3qElTc3zjYWzu5D9B3686RprWNzZtp1qbW7Z2uIDAuyYv98uuMMW75696TS9G0vQ7Q2uiabaadbli5htIFiQsepwoAzwOfahafd/n+r/QHr/Xp/kXa5P4l3F3B4JlWxl8hri6tbeWY7sRxSTojk7SDjaxBwQcE4I611lRXNtBe2stteQR3FvMhSSKVAyOpGCCDwQfSkxrQ8stfDNtrcWoeExb+FrKbSNVjuALbRh9kvf3AJD23m5LL5gz85/hPGa7P4f3yX3g+DyrGyskt557UJp8fl2z+XKyeZEv8KMVLAc4z1PU3JPB3hiXSotLl8OaS+nwyGSK0axiMSOc5YJtwDyeQO9asEENrbx29rEkMMShI441CqigYAAHAAHaqW39dkrk9v67klcX488MQeI7izuWuNEaTSoZpWtdZsBeQsrgfOV8xSuNh+bnvxXaVm6r4b0PXZIZNb0bT9SeDPkteWqSmPOM7SwOOg6elS1cpOx53rMOjeM/CGjrbaHbr4l1fTIjYRbdx0mPr56njykQnIZdpYhV5OAPVEUpGqsxYgAFj1PvWTqnhDw1rd2LrWvD2lajcBAgmu7KOVwo6DLKTjk8e9asMMVvBHDbxpFFGoRI0UKqKBgAAdAB2qm739SbbD6KKKQxG3BTsALY4BOAT9a43S/GWs3HxC/4RXU9DsYZEsfts9zZam9wsKltqKwaCPljnoegzXZ1yPgzwne6LrHiPWtcmt59T1q+8wNbkkRW6DbDHkgHIGc8dT360L4tf6/rf5A9v6/r/hzrqKKKACuV0jxxHq3i7UdKSz8qxs7czx6g8w2zhXKOQuOFDKw3Z52njGDXRahafb9NubMzzW/2iJovOgbbJHuBG5SQcMM5Bx1rz5/hRcy6o8UninU/7IbSo9PEaJaLJtWTcI9otwnl4wMdTkg5HFLXm/rs/wBbD0t/Xdfpc6Lwh4xPiu61VBpzWcVlJH5DvLua4ikXckhXA2ZGDjJ4I+ldPXJ+F/CWpaF4o1vUr7XbnUoL/wAkRLOsIY7EClnEcSAEYwNpxjqM811lMlX6lXUZry3sJJNNtFvLoYEcLzeUrEkDLPg4AzkkAnA4BPFcnF4/up7OK3g0eGTW5dVl0tbVb0m38yNS7v5/l52BAc/u87vlx3rpdetri80S4t7OzsL55QFa11EkQTISN6MQrYyuedrc9jXGWXgfW9Pitb+0XTILuy1R7y00iO4kFnBC8PktAknl5UHJkyIwNxI28lqFu7/1qv8Ag/1Yb20/rR/qdb4a1xtf0t55rX7Hc29xLa3MAlEgSWNirbWwNy8ZBwDgjIHStesXwro9zo+lzDUXie9vLua8uBCSY0eRs7FLYJCjC5IGcZwM4G1R2/rXqHf+vQ5jxh41tfCsllbO+npdXu9ozqV+LO3RExuZ5SrY5ZQAFJJPYAkQ654u1TRNGg1dtJsbnT1hhlup4tTz/rGC7YB5X748gjd5e7coHJOJvEeiapL4i07XtAisbm7tbae0kt7+doY2jl2NuDqjnIaNeNvIJ5Fc3efD3Vl8LaboVna6HcSWdksEGtTM8V1p0pJ3yQBUY4HylQHQ/Lgk9QR8/wCt/wDgDe56XRTUUpGqsxYgAFj1PvTqCVscl4q8S+IvDqtPbaFpd7avPHb2wOrSRzzu5ChRH9nZQck/x4wCSRUh8ah/iBB4bt7AywukglvvOwqTIocxBcfNhWXJyMbgOecW9Q0S71Pxjpl7cvD/AGVpsTyxQgku903yhyMYAVCwHJOXPAwK5+0+HF9pniXQrux8TajNY6a1w8kVyttvYy4JwVgBbcc7ix3dwc5NC6X/AK/rf7hvy/r+tPxO+oPSimT+abeT7MUE20+WZASobHGQOcZpPYEcj4K8dnxbDPcyDRYIIY97pa6v9png5PE0flKI+Af4j0/GrXhDxifFd1qqDTms4rKSPyHeXc1xFIu5JCuBsyMHGTwR9KydQ8Gav4w1H7T4pa10dY7F7NV0e6M7zCSSN33tLCo2/ugNhVgQzZNaPhfwlqWheKNb1K+1251KC/8AJESzrCGOxApZxHEgBGMDacY6jPNNeYPyOsrL8Sa/a+GPD9xqt9zHDtULuC7nZgqjcSAMsw5PA6npWpWH4w0KbxB4da0tHiS6huIbq387PlmSKRZFVsAkKSuCcHGc4PSkxowpPiPDa+F01W8k0CRri7+yWzWWtia1L7SxMlwY1EYADE/KxwBjJIFdRoGpvrGiQX8hsG87JVtOvPtUDDJAKy7E3dP7vB4rjW8Fa7Jqb+JGTS01oaql8litxJ9m2rbm3Kmby924qxbd5fBCjHGa6XwfodzoWjzx6g0H2q8vJ72ZLYkxRNK5bYhIBIGepAycnAziqX9fh/wfuJfS39b/APA+83q5jxh41tfCsllbO+npdXu9ozqV+LO3RExuZ5SrY5ZQAFJJPYAkdPXMeI9E1SXxFp2vaBFY3N3a209pJb387QxtHLsbcHVHOQ0a8beQTyKl3/r+u5SsQ654u1TRNGg1dtJsbnT1hhlup4tTz/rGC7YB5X748gjd5e7coHJOOtrzS8+HurL4W03QrO10O4ks7JYINamZ4rrTpSTvkgCoxwPlKgOh+XBJ6j0lFKRqrMWIABY9T71Tt+JOug6uQPjh3+IM/hmJNGjMDxqRdav5V1MGjDlorfyjvwCf4h0PSuvrkdf0bxD4iuI9Ou4dLg0qK/hulvY7iQ3G2KQSKoiMe1WJUKXEnTJxzikviQ+jF1HxN4j0zXtNsZ9C0uSLUr37PC0OrSNMIwCzSmM24ACoMkb+uBk5FdbWDDol3L46uNb1F4Wt4LVbXTYkJLRhjumdsgAMxCLxnhOvJFb1C2/r+v8Ahwe4jbgp2AFscAnAJ+tcc3irxNbeI7bSLzw3p0s09tNckWGsPK6IgwMiS3jUbnKqMt3J7GuyrmLXRdYtb3xFrWbGbWL391pyyO/kwwRqfKR2C5GXLu2B1bAzgGl1H0JtB8RX9/ruo6NrWmW9jfWMMNx/ol4bmJ45S4HzGNCGBjbIK+hBPboa5TwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6pkoy/Emv2vhjw/carfcxw7VC7gu52YKo3EgDLMOTwOp6VzUnxHhtfC6areSaBI1xd/ZLZrLWxNal9pYmS4MaiMABiflY4AxkkCt3xhoU3iDw61paPEl1DcQ3Vv52fLMkUiyKrYBIUlcE4OM5welcw3grXZNTfxIyaWmtDVUvksVuJPs21bc25UzeXu3FWLbvL4IUY4zUrz/rb/AIP3Ff8AB/X/AIB2Wgam+saJBfyGwbzslW068+1QMMkArLsTd0/u8HitGsHwfodzoWjzx6g0H2q8vJ72ZLYkxRNK5bYhIBIGepAycnAzit6qZKMjXtQ1mxiVtD0m2vyEeSVrq++zIgXGACEclj2+UDg5YcA4N7421VfB8HinTNH0+TSZNPS9JvdTkgmG5d2wIsEgJ5AHzck9Kt+N9M8R6xDbWOhpYSabKW/tKO4vZLaSdOMRq6RSbVPO44BI4BGc07UdC1PW4dBtL2CwstPtZxcahaQTNKr+XzDEhKLlN4VjkL9wDByalar+vO/9eRXX+v6/4c39OnubnS7We+tRaXMsKvNbiTf5TkAlN2BnB4zgdKs0UVT3JWxzWseJtQ0bXbKG40mE6XeXkdlHdfbf37SOpIKwhCCoPBJcMAGO3A5r6j4m8R6Zr2m2M+haXJFqV79nhaHVpGmEYBZpTGbcABUGSN/XAyciq+veF9V1fxVb3lvY6NaeRcwumtxSOt+sCEM0G0R8hjuU/vAu1zlT0OvDol3L46uNb1F4Wt4LVbXTYkJLRhjumdsgAMxCLxnhOvJFKOyv/S0/XQb627G9QelFMn8028n2YoJtp8syAlQ2OMgc4zSewI5HwV47Pi2Ge5kGiwQQx73S11f7TPByeJo/KUR8A/xHp+NWvCHjE+K7rVUGnNZxWUkfkO8u5riKRdySFcDZkYOMngj6Vk6h4M1fxhqP2nxS1ro6x2L2aro90Z3mEkkbvvaWFRt/dAbCrAhmya0fC/hLUtC8Ua3qV9rtzqUF/wCSIlnWEMdiBSziOJACMYG04x1Geaa8wfkdZWN4t1//AIRfwvd6v5MU32coNk0/kp8zqmWfa20DdknB4FbNUtWfVY7MPocNnPcq4zFeTNEjr3G9VYqe+dp6Y75CY0c0vji7l0vSnsrTSNQvtXu3t7QWOrmazOxGdma48oEEBG4CMcgD1I3PDeuf2/pBunt/ss8U8trcQCTzBHLE5RwGwNy5UkHAJBGQOlc2vhLUDpuqy6joegaxdaxqAvJ9Ou7hhaQBY1jXaxgcu+EBLGNclj6c7ngzw2vhXwzFpu6FpDJJPL9nj8uJXdyxWNP4UXO1R6AVXf8ArXT/AIIn5f1v/wAA3qyddvdZsYhNpFjptzAiM9xJf6i9r5YHORthkyMZyTjGO9a1Yfi7SL7X9D/sqylihgu5kjvndiGNtnMqpgcswGznGAxOeADLv0GrdTlk+KjNZ6Wk9po+m6jfWq3bQarrX2aJIndli2yGIs7uF3bdgwOpBwD6IuSo3ABscgHIBrhvE3g/VbrUdTk0CPTGg1nSl0y6W9kdPsyqX2uiqjb/AJZW+QlPurz6dnY2osdPt7RXaQQRLGHbq20AZP5VWjv/AF3/AOB95Oqf9eX63+4nooopDCiq+oSpBpl1LK8kaRwuzPEMuoAJJX39K8F+EMD6f480GW9gSBNU0SeSxurZFWXUl87cZLwBmxIF2kcsMsfmyMAjrLl/rZv9AlpG/wDW6X6n0FRRRQAUUhICkscADkk9K8lSdfBniy8utJ0O2RrvR2ksrXRN92L/AGzIBcXBVA5b96pyFkO0yHexwKOth20PW6K8x+FstpD4q8U2kB1GWaR7e4muLzTp7cyyGIeYzeYg2ksSQp529MgZr06glO4UVh+MdGi8ReGZ9Gmure1N48ao1zEJUdlcPtKbl3ghCCMjjNcdYN4ct/DuraX4m0XRntNH1XyEt9MsfLttQnaNWVVtssGk+fbsJb5l3ZGPlV9/67f5lHptFc94E0e60HwdaWN6ghkDyyi2Vty2qPIzrCD0IRWC8cfLxxiuhqnoyQorj/iHo0Ot6O0A0vR9Uu0t5mjj1WcqsClcNMibGDMp28/LjON6555vXdP8P+Ifh74fcaXZ6nrWvWtvY2F9qdjFJchWTc8rEhsFIxI/BIz65pataeX43K/4P4HqlFVtOsLfStLtdPsYxFbWkKwwoP4UUAAfkKs03a+hKvbUKK868deFfDmu+ItM0j+wdLl1TVZ/tF7dtZxmdbWHaXbzMbgWPlxg5zhjjpWUmgX/AIc8faArWemyXt7q1zI+qwXDm9u7YpKxSZDGP3aBoh/rGAKR4UZGFHW39f1/wGN6X/rv/XzPWqKKQkBSWOABySelAC0V5fpOm6Zpfjq6t57PTtK07UtElkU6ZdFku4UkG64uJsIwfbIMN833nJkNbPgHSbOHVtX1jw/p8WlaDfJDHZWsMIhSfZu3XIjGAofcADgFggJ4Iprb+u9v6/4APR/15f1/w529FFU9V0/TdT02W21uztbyyxvkiu4lkj+XnJDAjjGaluyAuUV4zp1rYWWiy3mmaLPp2n+Lrlnkk0fSpXEGnRjEa7LeMlXlBzkgYEjHOVArsfhFcwXHwv0lbaOaNIEaLbLbvF0Y/dDAZGCORkduxpgdrRRXJ/EK20JfDkuoazoWm6veRDyNPjvrWOYtPKwWNF3A43OVzjtz2pN2Glc6yivML7wbp/hbT/AttBHmaz1W3h3B2Ee4rK0jLHnYpZmbkAHGB0AFen1Xfydvy/zJ7el/z/yCiivNPEWk2+i+Lj4wSLQtWF1qVpa+TPp4e7hfKw4huN52sp+fbs7NyOtLql3H0bPS6K861Hwp4b1L4n6da6doOlQzaaf7X1G6hs40lMhJEClwM5Zw7nn/AJZjPWvRaFtcHvYKKQkBSWOABySeleSpOvgzxZeXWk6HbI13o7SWVrom+7F/tmQC4uCqBy371TkLIdpkO9jgUdbDtoet0V5j8LZbSHxV4ptIDqMs0j29xNcXmnT25lkMQ8xm8xBtJYkhTzt6ZAzXp1BKdworD8Y6NF4i8Mz6NNdW9qbx41RrmISo7K4faU3LvBCEEZHGa5LTIvDcXhbxBaeKfD/h19P8N3jtI1ppiJayMIlcusLbtsgD7CMk5HXnAV9/L+v1Ktsek0Vyvw58OJ4c8IxqbG3sLq/la+ure2jVI4pJOdiqoAAVQq8f3a6qqas7Ep31CiuP+IejQ63o7QDS9H1S7S3maOPVZyqwKVw0yJsYMynbz8uM43rnnBvYrLUtG+HetxyXdzJJeWSxTXjtvKmJzuKbigc55YZJ6ZIApLX70vvdhvRfJv7j06iiigAorzrx14V8Oa74i0zSP7B0uXVNVn+0Xt21nGZ1tYdpdvMxuBY+XGDnOGOOlGoeFPDWo/E7TbTTdA0qCbTT/a+o3UFnGkpckiBS4XOWcO55/wCWYz1oWtv6/rr80D0v/X9f8E9FoopkskcMLyzOscaKWd3OAoHUk9hQwH0V5j4X8NWXhjxJH4Xu9O8P6pDqemTSyXdtpawzPGrqCtxl3Eqvv4PHKng9r/gXw/oh8Wa14i0LSNP0+zQnS7I2VskIkWNv30h2gZzKNoPpHx1oWtv68vzB6f1/XQ7+iiqeq6fpup6bLba3Z2t5ZY3yRXcSyR/LzkhgRxjNJuyAuUV5X4e8OeDIfB+seLtZ8OaOmk3sjX8Fu2nxeXHaxqVhYR7cB2Us/rmTFdV8OfDieHPCMamxt7C6v5Wvrq3to1SOKSTnYqqAAFUKvH92qt3/AK/rUP6/r8DqqKK82+Leoedpd1ot1a6kNO/s+W7nnttPnnjmcBhHCXjRlUbhvYsRwqjoxxEpcquVGPM7HpNFeKeJNKlufBLeKBZ2V9bf2DDDZvqTTW1zpk6hgHtkMRJd3MeMGMsVX5iCCPZbIzGwtzdDE/lL5g9Gxz+taONm12ZmndJ9/wDgf5k1FFFSUFZml+GtC0S4muNF0XTtPmnGJZLS0SJpOc/MVAJ59avXNxHZ2k1zcNtihRpHb0UDJP5CuI8K/EuTxBrWmWd5o32GDWrF7/TJ0uvNMkaNgrIuxfLfBVsAsOcZoWrst/8Ah/8AJg9Fr/X9XO8ooooAKzdL8O6Jocs8ui6Pp+nSXGPOe0tUiMuM43FQM9T19a0q5Wy8V6q+t3Wk6joMUN6th9vtoLW/EzOu4qEkJRFjcnGMFlPzYb5eTqHQ6WO0t4biaeG3ijmuCDNIqANIQMDcepwOBmpa57QfEV/f67qOja1plvY31jDDcf6JeG5ieOUuB8xjQhgY2yCvoQT26GgCrqWl2GsWL2Wr2Ntf2rkFoLqFZUYg5GVYEHB5qlP4S8OXOkwaXc+H9Lm0+2YtBaSWUbRRHnlUIwDyeg7mn+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rK0zxNq2s6B9u0iz0HUpmuPKX7BrhmtlULks8whyCOm1UbqOgyQu4G7pej6Zoln9k0XTrTTrbcX8m0gWJNx6naoAzx1q5WT4X15fE3hmz1dIPI+0Kcxh94DKxU7WwNy5Bw2BkYOBnFa1U731EjO1bw9o2vpEuu6RYamsJJjF5bJMEJ6kbgcdKtNY2j3UFy9rC09srJBKYwWiVsbgp6gHAzjrgVzfjPxp/wil5pltt0pPt/mnz9W1P7DCmwLxv8ALfJO7gYHSqviPx5daFcvBFptlcSW2nLqFysmomIupYrttx5R85twxzsGXjHVuEvIrX+v67na0U2N/MjV9rLuAO1hgj2NOoEQiztRfNei2hF20YiNx5Y8woCSF3dcZJOOmTVWx8P6Npd9c3um6TY2d3dEm4uLe2SOSYk5JZgMtzzzWAfHDv8AEGfwzEmjRmB41IutX8q6mDRhy0Vv5R34BP8AEOh6VOfGgb4gweG7awMsDpIJL/zcKkyKHMYXHzEKy5ORjcBzzgXSwPzOooopG3BTsALY4BOAT9aAMm28JeHLKG8hs/D+l28V8uy7SKyjVbheeHAHzDk9c9TTtJ8LeH9BnebQtC0zTZZF2PJZ2ccLMuc4JUDIz2rnbvxvrOiawlr4i0XTYLZbOe+uZ7HVJLhreGJclijW6ZyxCgbsk59DWl4Q8Vt4qjuZl/sfyotuF0/VheSRk5O2ZVQLG2B0DNznnjJF5f10B+Z0tR3FvDd20ttdwxzwTIUkikUMrqRgqQeCCO1SVW1HULbStNuL++k8u3t4zJI3oAO3qfbvSdrajV76E8cSQwpFCixxooVUUYCgdAB2FMtbS3sbVLaygit4IxhIoUCKv0A4FcTY/ES+1DTbQReH1h1a81ObT4rO4vdsaNEhdjJKIyVO1TwFbnjpkjpfDeuf2/pBunt/ss8U8trcQCTzBHLE5RwGwNy5UkHAJBGQOlVq9f6/rUnb+vX/ACZrVDcWdrdtC13bQzm3kEsJljDeW4BAZc9DgkZHPJqasjXtQ1mxiVtD0m2vyEeSVrq++zIgXGACEclj2+UDg5YcAy2lqykm9ELqvhTw7r1ytzrmgaXqU6JsWW8s45mVck7QWBOMk8e9akcaQxJFCixxooVEUYCgdAB2FcE3xOludNbUdI0T7RaWukw6vfG4u/JkjhkVmAiUIwkYKj9Si5AAbk47yGVJ4EliOUkUMp9QRkVTTV0Te+v9f1sPrNXw3oaa4dZTRtPXVG63wtUE542/6zG7px16VpVzWseJtQ0bXbKG40mE6XeXkdlHdfbf37SOpIKwhCCoPBJcMAGO3A5S3H0Zvw2drb3M9xBbQxT3JDTypGA0pAwCxHLYAAGe1TVzX/CTahb+MLPR9S0mG3t9QM4s5o73zJm8oZLPFsARSOhDtjKggE8dLR0AKzdL8O6Jocs8ui6Pp+nSXGPOe0tUiMuM43FQM9T19a0j0rjPB3jybxZZ3V1Fa6VIIITJ9k07Vxc3atk4SSNo0WMnB6vjP50dQ6HXR2lvDcTTw28Uc1wQZpFQBpCBgbj1OBwM1LWJ4V8QTeIrG8murAWEtrezWjwibzeYzjOQB19BnHqetbdHQCrqWl2GsWL2Wr2Ntf2rkFoLqFZUYg5GVYEHB5qKPQtIi0lNKi0uyTTkIKWa26CFSG3DCYwMNz0681V8W6//AMIv4Xu9X8mKb7OUGyafyU+Z1TLPtbaBuyTg8CsZfHF3LpelPZWmkahfavdvb2gsdXM1mdiM7M1x5QIICNwEY5AHqQLyDzOyorJ8N65/b+kG6e3+yzxTy2txAJPMEcsTlHAbA3LlSQcAkEZA6VrUAZ2reHtG19Il13SLDU1hJMYvLZJghPUjcDjpUOqeEvDmtzxza14f0vUJY0EaSXdlHKyoOQoLA4HJ496r+MvFI8J6E95HaG/u2DeRaLJsMu1S7ktg7VVVZicHp6kVmeIviANC0TTLyDTTeXN9HFO9uJ9gghYopdm2ngNIqgY5J7c4Ss9v6uD03OwjjSGJIoUWONFCoijAUDoAOwp1FFMCEWdqL5r0W0Iu2jERuPLHmFASQu7rjJJx0yaIbO1t7me4gtoYp7khp5UjAaUgYBYjlsAADPauWvPHsKeND4dsX0jz4pY4phqGqi2ldnAbbDEEcykKwJ+6MkAE84Zp3jue91KzaXSY4dI1C/m061uvte6YzR+ZnfDsAVSYZACHY/dyBk4FrsD03/r+rHZUjKrqVcBlYYIIyCKWigDN0nw7omgLKuhaPp+mCbHmiztUh8zHTO0DOMnr61cs7O20+0jtbC2htbeIbY4YYwiIPQKOBXID4iiTVdegt9ML2mlafJeQ3RnwLvyyyuFG3hdysobJzg8YxnT8G+J38VaZJek6M0YKhTpWq/bQpIyVc+Wmxhkcc9aE+ZXX9br9GD0dv67/AKnRVHcW8N3bS213DHPBMhSSKRQyupGCpB4II7VJVbUdQttK024v76Ty7e3jMkjegA7ep9u9J2tqNXvoE+nWVzYiyubO3mtF24gkiVoxtIK/KRjggEemBVmuEsfiJe3+k2xi8PiLWLzU5dOhsJrzaqmNS7vJIEO0BVOQFbnAGc5rpPDWuNr+lvPNa/Y7m3uJbW5gEokCSxsVba2BuXjIOAcEZA6VW/5/l/midv69f8ma9MmhiuYJILiNJYpFKPG6hldSMEEHqCO1PrlPGfjT/hFLzTLbbpSfb/NPn6tqf2GFNgXjf5b5J3cDA6VLt1KV+hsyeG9Dl1K21CXRtPe9tECW9y1qhkhUdAjYyoGTgD1rSrivEfjy60K5eCLTbK4kttOXULlZNRMRdSxXbbjyj5zbhjnYMvGOrcdnG/mRq+1l3AHawwR7Gq1EOooopANlRZYXR0V1ZSCjdGB7H2rznwl8NZdI8aW+uT21vpdrp9k9rZ6fa6rc3yAyNlmzMqiNQAAERcckk9BXpFFC0dweqsFFFFACHO07cA44yK4PTPDHiKw1m81ez07w/pNy1lKn2awnk8jULp2DCacCJdu0qeztiRvm9e9oo63A5TwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6KKBGH4w0KbxB4da0tHiS6huIbq387PlmSKRZFVsAkKSuCcHGc4PSuf/wCEV1mWHV7vUdH8O6lPrF5HLc6VdTO1qsccQRSJTCSz5VWJMWO3bdXeUUv6/L/JFGJ4Q0i90LwzBY6ncLNcK8jkRuzJCrOWWJC3JRAQgyBwo4HQbdFFU3cRia8fEZJi0Ky0m7gmhZH+33MkJjY8Zwsbh1wfunb06nPHFXvw21iHTbbTbF7DVIbbS4LKzur+5lgk0yaPcDcQKiN8x3KeGRhsC7sdPUKKm39ff/mO/wDX9ehFbRPBaQxSytPJGiq0rDBcgYLH69alooqm7u5KVlY5HX9G8Q+I7iPTbuHS4NKjv4bpb2O4kNzticSKoiMe1WJUKXEh4ycc4rPtPhxfaZ4l0K7sfE2ozWOmtcPJFcrbb2MuCcFYAW3HO4sd3cHOTXfUUloN6hRRRQBx114KuNatvFn9tzwi41yJrK3eHLC2tVQiNeQOdzO7DplsZOAam8OaFrMfiSfXPEKafbXDWENgkGnzPKrhGZjIzMicktgKAcDPJzx1dFC0/r+u7B6/16f5IKyPEfh9fEdlb276heWBt7lLlJLURElkyVBEiOpAOG5HVVPateigDz6x8D6pp2h6nZ38OneLRfapJdrba1JHHCikkh/ktmzIeMjbtH8JHQ9H4M8Nr4V8MxabuhaQySTy/Z4/LiV3csVjT+FFztUegFb1FC0VvT8AeoVyvjfTPEesQ21joaWEmmylv7SjuL2S2knTjEaukUm1TzuOASOARnNdVRStcDgfE/g698V6db2N54b8NW7NbCBtQaY3E1gpJBFurW65IXG07kwxzg7ee7ghS2t44IhiONAijOcADAp9FMArite8L6rq/iq3vLex0a08i5hdNbikdb9YEIZoNoj5DHcp/eBdrnKnoe1ooWjTDpY4qPwvqsvju31hrHRtMSGeWS4vtPkf7TqUZRkjimTy1GBlWOXflBgDt2tFFHSwdbjJ/NNvJ9mKCbafLMgJUNjjIHOM1ydtpHiK78TReINXtNKtrqx0+a2tba0vZJFuHkKsTJK0KlFBjUABX+8T2wevoo63A5XwTpev6SdUTXbXTYo7y+mvY2s76SYgyNnYQ0KcD+9nn0FdVRRR0S7B1bKWrPqsdmH0OGznuVcZivJmiR17jeqsVPfO09Md8jkl8JagdN1WXUdD0DWLrWNQF5Pp13cMLSALGsa7WMDl3wgJYxrksfTnuqKVv6/r0GYPgzw2vhXwzFpu6FpDJJPL9nj8uJXdyxWNP4UXO1R6AVvUUVTdxHJeMPBM3iNru7sdbvtPvJNNlsY44xAYWD5J3b4nZdx2hihBIVfQVgah8KtTn8Ny29r4s1E6hcQ2kUwmW28lhCVIUEW+8KMMQBgZOT1OfTKKlK39ev8AmD1/r0/yRHBG0NvHHJM87ooVpZAoZyB947QBk9eAB7VJRRTA4DWPBGrXepata2Z08aVrV/bX9xcSyuLi3eLywypGEKtnyVwxddpY8HHNj/hCmvvHltrd1omh6YtlcSXH2qxPmXV+xUqnmt5SbVAYsV3PlgvPHPb0ULS3l/X4WB638wqvqFp9v025szPNb/aImi86Btske4EblJBwwzkHHWrFFJpNWY07O6PP7HwHrmgeIxqWja897DbaUllbWt+sEaMVckRt5MC7UA6MvzA9QwGDt6BouqJ4m1LxBrkdla3N5bw2q2tjM0yKkZch2kZELMTIR90YAHJzXS0VV/69b/5i/r7rf5BWR4j8Pr4jsre3fULywNvcpcpJaiIksmSoIkR1IBw3I6qp7Vr0UgPN7D4f6/pEi6hDq66pf22sz38EN86RRyxyo6MGeOEFHIcMSFYZUAAAmuu8K6Pc6Ppcw1F4nvby7mvLgQkmNHkbOxS2CQowuSBnGcDOBtUULT8vy/yQPX8/z/zYVia8fEZJi0Ky0m7gmhZH+33MkJjY8Zwsbh1wfunb06nPG3RSaT0Y07Hl978NtYh02202xew1SG20uCys7q/uZYJNMmj3A3ECojfMdynhkYbAu7HT0u2ieC0hillaeSNFVpWGC5AwWP161LRVXbv5k2CiiikM4r4u6Umq/C7W/OurqFLWzmuClvKYxMVibCvjkpkg7cjJAzkcHhWtrXV77wHpPiKKK40M+E5bgQXGDE06xIN+DwWVCSD1XJIr2HVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71SbwX4WfS001/DWjtYRymZLU2ERiWQjBcJtwGxxnGalxumu/+TX6/gVfVeX+af6fiZHwinvLn4R+HZdSkllna0HzzHLMu47CT3+XbXZUiIscapGoRFACqowAPQUtaSfNJszirRSK+oXf2DTbm7EE1x9niaXyYELySbQTtVR1Y4wB615R4RkstU+Jt6us2d5cXes6MGvor3SblIgfNb91iWMDy1QBATgMQe5Ir1+ofslt9sN39ni+0mPyjNsG8pnO3d1xk5xUL4r/ANbNf16FPWNv63Rw3gXw/oh8Wa14i0LSNP0+zQnS7I2VskIkWNv30h2gZzKNoPpHx1rv6hs7O20+0jtbC2htbeIbY4YYwiIPQKOBU1PokHVsy/Eg0c+H7o+JjCNLQB7gTsRGwBB2sP4gTgbeQ2cYOcV5jPol7baTp9hZ2lvo2leIfELOmm3VsWgt7f7OxSOSFWXiR4w5jDKMvtP8QPrGpaXYaxYvZavY21/auQWguoVlRiDkZVgQcHms+HwZ4Xt9OuNPt/DekRWV0Vae2SxiWOYqcqWULhsds9KS3v8A1un+g+lv62a/UofDy4SXwxLbxWOnWS2N9cWm3S4PJtpDHIQXRMnbnuMnnPJrqahtLO20+zitLC3itbaFQkUMKBERR0AUcAfSpqpko82+Leoedpd1ot1a6kNO/s+W7nnttPnnjmcBhHCXjRlUbhvYsRwqjoxxleJ4rLUfh1Y61Dp9m76fpkEs9/dF477To0Ibfbwugw7bXwxePJC8sABXrc0MVzBJBcRpLFIpR43UMrqRggg9QR2rOuvDGg311a3V7omm3NxZhVtpZrSN3gCnKhCRlcHkY6Uo6fh+F/8AMp2dv67f5GlG4kjVxnDAEZGDTqKKCVseQa7LcDxdruu6laaNqKaRq1laW1nqNkZZ0jdYcG3kL4jYtIzDCMWK4J4GF0e0thJoWuLEn/CR3fie6t7u5xieSMPOrRMc5KKiLheQAinHevT59B0e61iHVrnSrGbUrcbYbyS2Rpoxzwrkbh1PQ9zRFoWkw6zLq8Ol2UepzLskvUt0EzrxwXxuI4HGewojpby/4H5219Ry1v5/8H8r6ehfpkskcMLyzOscaKWd3OAoHUk9hT6RlV1KuAysMEEZBFJ7AjySwif4X3jWNhpOl6zd3GmSXENzpOktFdttlRR5+xpGlRjIDuUAjY3ynte+FstpD4q8U2kB1GWaR7e4muLzTp7cyyGIeYzeYg2ksSQp529MgZrvdI8O6JoCyjQdHsNMExBlFlapDvx0ztAzjJ6+tXI7S3huJp4beKOa4IM0ioA0hAwNx6nA4Gaa0/r+v+CD11Jaw/GOjReIvDM+jTXVvam8eNUa5iEqOyuH2lNy7wQhBGRxmtyqupaXYaxYvZavY21/auQWguoVlRiDkZVgQcHmk1ca0PKYYrW51HTPCl/pekR6VbeIZLa7TTbMW9lfOLQzIGhywBDEAqSwLRjnsO0+HaJDoN/bWvFjbardw2aqcqkSykBV5OFU7lAHAAxxito+HNEbQxozaPp50odLE2qeQOd3+rxt689OvNXbW1t7G0itbKCK2t4VCRQwoERFHQBRwB7Cq/r8tfw/El6/16/5/gS15/49tLrWvF+iaLu04WMlnd3Tx6raNc200sZiChow6BiFZyMnA64JAx6BVHVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71LX9f195SZ5lqVpoPib4b6BKfDGhpreuwxafY/6DE4t1wS7xllyESMSOvb7vrXqWnWFvpWl2un2MYitrSFYYUH8KKAAPyFKdPszcW85tIDNaqyQSGMboVYAEKcZUEAZA64FWKpvfzf8AX9eZNtvL+v8AIK838Z2VrbeK9M1yOx09PK1a1iuNVgm8y/V2IjFuEKgLGd6bgH+6zHYSc16RWa/h3RJNbXWZNH09tUX7t81qhnHGOJMbunHXpSWkk+w3s13OM1Hwp4b1L4n6da6doOlQzaaf7X1G6hs40lMhJEClwM5Zw7nn/lmM9a9FqGGztbe5nuILaGKe5IaeVIwGlIGAWI5bAAAz2qahaK39f10B73EJAUljgAcknpXmugaVZ2HxFls4rGz0y21XR5GgGjXTP9sjWVc3E0wCOJcSLtYbj8znzCcV6XWTZ+FfD2nR3cen6Dplql8pS6WCzjQXCnOQ4A+Ycng56mhb3/rYOlvQxPhtaw2Wm63bWqCOKLXLxUUHOBv9T1+prsay9J8L6BoEskuhaHpumSSrtkeztI4S49CVAyK1KOiXZJfcrB1fq/xOT+JdxdweCZVsZfIa4urW3lmO7EcUk6I5O0g42sQcEHBOCOtcr/Zdm3grxtoNxpukwLpCu5fRLZrK3uGa13DzIldssu7BVmYH5Tjpj1G5toL21ltryCO4t5kKSRSoGR1IwQQeCD6VmP4R8NyaOmkyeHtKbTY5PNSzayjMKvz8wTbtB5POO5qZRvGUe/8AwPy/UpOzT7E3hv8A5FXSf+vKH/0AVpVU0zSdO0WzFno2n2un2wYsILWFYkBPU7VAGat1pKXNJsziuWKRyfxCttCXw5LqGs6Fpur3kQ8jT4761jmLTysFjRdwONzlc47c9q5PWPA2gWHhXTvCVhp1teeJpLMRWkwQFrH5i0l2v/PFQ7M2V2liFUZwMepXFna3bQtd20M5t5BLCZYw3luAQGXPQ4JGRzyazdU8I+G9cvBda14e0rUbkKEE13ZRyuFHQbmUnHJ496laf1/XzLNZFKRqrMWIABY9T706mQwxW8EcNvGkUUahEjRQqooGAAB0AHan03uStEeb+M7K1tvFema5HY6enlataxXGqwTeZfq7ERi3CFQFjO9NwD/dZjsJOaJrK1034qaNqNvY6faw39zdQLfWE3nXN/IY2ZluMqu1EMb8BpMFUHyAV2z+HdEk1tdZk0fT21Rfu3zWqGccY4kxu6cdelFt4d0Sy1abVbPR9Pt9Rnz5t5Faos0mTk7nAyckDqaUdEvn+n9f5jlr/Xr/AJ/8MaVMlkjhheWZ1jjRSzu5wFA6knsKfSMqupVwGVhggjIIpPYEeNS2Vx8ONP1TTtIt9Hur+bw/d3kGpabpwtrpPLIwZm3v5m4uCG45Q8Ht0vgK3i0XxNeaOlpojtJptvfG/wBLsjBJKGZ1AnLO7SMcbg5bJyxxXX6T4c0PQUmTQ9G0/TVnx5q2dqkIkxnG7aBnqevrT9K0LSNBhkh0PS7LTYpW3yJZ26Qq7dMkKBk+9UtP69f8193mD1/r0/y/HyL9YfjHRovEXhmfRprq3tTePGqNcxCVHZXD7Sm5d4IQgjI4zW5VXUtLsNYsXstXsba/tXILQXUKyoxByMqwIODzUtXGtDgNMi8NxeFvEFp4p8P+HX0/w3eO0jWmmIlrIwiVy6wtu2yAPsIyTkdecDf+HPhxPDnhGNTY29hdX8rX11b20apHFJJzsVVAACqFXj+7W3HoWkRaSmlRaXZJpyEFLNbdBCpDbhhMYGG56deav1X/AAP6+ZP9f1+IVyfxCttCXw5LqGs6Fpur3kQ8jT4761jmLTysFjRdwONzlc47c9q6yobiztbtoWu7aGc28glhMsYby3AIDLnocEjI55NS1cpOx5hr3gLw5o3gXSfD0eh6Rda5fBNNtbmaxid1ZtzzSqSvAUGWQAcA4HevTNOsLfStLtdPsYxFbWkKwwoP4UUAAfkKfJZ2s15Ddy20L3NuGWGZowXjDY3BW6jOBnHXAqaqvv5/1/n95NtvL+v8gooopDOd8ceK38G+F7jVodJutWeJWYQW+FChUZizueEQBTzzyQACTisHxR8UX8OeBdJ8RR+Hbq+/tCCKd0jlCxWyvsHzyleuZAAAuWweAASN/wAdaZquueDdR0jQ4bN59Qt5LZnvLl4ViV0I3jbG5YgkfLgZ9a5DxB4M8X618I7LwhHa6JFcRRwQy3DalMUCwmMqwH2fJLbTkcbeOWojvr3X3df0G+nz/wCB+p6epyoPqKWq9g141hEdSgggutv7yO3mMqKfZyqk8f7IqxQyVsB6Vwvhr4kxa1o2oavejR4LKwtmuZ47LVTdXMIXJxLF5S7DhT/EeRiu3n8028n2YoJtp8syAlQ2OMgc4zXCap4N1nxhPdS+Jk07TC2kXGmxLp9w9wXM20s7s0ceAuwYTB6k5FLW5atpc2fCHitvFUdzMv8AY/lRbcLp+rC8kjJydsyqgWNsDoGbnPPGT0tcp4c0LWY/Ek+ueIU0+2uGsIbBINPmeVXCMzGRmZE5JbAUA4GeTnjq6p2IV+pl+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rnV8e3D6FaXkMOg3k19qC2Ns1lrZmtA5Ut+8uPJGw8bQoRiWZR/FxteMNCm8QeHWtLR4kuobiG6t/Oz5ZkikWRVbAJCkrgnBxnOD0rlbrwV4gvJrvUrqHSZpb/UFuLzRGupPsdxEsBiVHl8rLnOHOY9pwBjgNUrrf+tv+CV/X5/8A6/wxrjeIdBj1CS1Fs5kkiZEl82NijlNyPgb0O3IbAyCOK16wfBujXug+Hls9SmjaTzpJEhhkaSO1jZiUhRmAYqgwASB7ADAreqmSZOu3us2MQm0ix025gRGe4kv9Re18sDnI2wyZGM5JxjHeuNPxR1EaTDdv4ftIZf7NGpzW8+qGN2haRlQQAw5lcgKdpCYMka5y3HWeLtIvtf0P+yrKWKGC7mSO+d2IY22cyqmByzAbOcYDE54APO+L/Bmr6xqc76fDptzbyWccFi93dSQvpEql8zwKkbZb5lOQyN8gG7HSf6/r8PuZWn9eq/4J3kb+ZGr7WXcAdrDBHsadUVtE8FpDFLK08kaKrSsMFyBgsfr1qWqdr6Eq9tTkD44d/iDP4ZiTRozA8akXWr+VdTBow5aK38o78An+IdD0rQsvElzdeNbvQbjSntEhtBcxXEk6s0y+YUzsXIUHGQS2cHlVqhr+jeIfEVxHp13DpcGlRX8N0t7HcSG42xSCRVERj2qxKhS4k6ZOOcUkWmeJh8SpNaksdJGnNaCxyuoyGbYJGcSbPIC5Ocbd2B/eNKPS/n+Wn4/1Yctnby/PX8Dr6QkKpLHAAySe1LTJYlmheJ/uupU49CKTvbQatfU4bS/iZFrNjqeoaemkz2dnZS3iQx6uHvWVRlfMgEZEQb1LkjIyM5A2vBvid/FWmSXpOjNGCoU6Vqv20KSMlXPlpsYZHHPWuc0fwd4m0s6RtGj/wDFOWEtnp7CaQm9DbAPN/djyhsQZC+Z8xz2weg0DRdUTxNqXiDXI7K1uby3htVtbGZpkVIy5DtIyIWYmQj7owAOTmq0v/Xn+emnQT/r8Py116nS1V1KS/isXbSLa2uroEbYrq4aBCM85dUcjj/ZP4VaqG8NyLGc2CxNdeW3krMxVC+Pl3EAkDOMkA1L2Gtzk9N8VeJtSm1S2g8Oaa0+n3KW3mJrDm3Zihd8ubcMNo2DhGyzY4wSNzwvry+JvDNnq6QeR9oU5jD7wGVip2tgblyDhsDIwcDOKw18J3Vl4Gs9HGnaP4gmaTztSi1UlYrqViXkkz5b4PmHcMoeOOODWv4Q0i90LwzBY6ncLNcK8jkRuzJCrOWWJC3JRAQgyBwo4HQV3J8zbrE8T6vqei6a95pmm2t5HBDJPcPd332VI0QZ6hHJY844A4OWHGduua8ZaNea1bQwW2iaFrESh22avI0fkSYASRGEcnIBbsp5GGFRK9tCo2vqZWsfEd7JI5dP0uGZBpUeqype3v2WZonOAkSbG8yQHAIyoBdBn5uO4jfzI1fay7gDtYYI9jXmuqeAfEdxaw273NlrciaZBaw3+o3csU2n3KBg11EFRyXYspzuRvkALEdPR7aJ4LSGKWVp5I0VWlYYLkDBY/XrWjtrbv8A5k66f10X/BJa5A+OHf4gz+GYk0aMwPGpF1q/lXUwaMOWit/KO/AJ/iHQ9K6+uR1/RvEPiK4j067h0uDSor+G6W9juJDcbYpBIqiIx7VYlQpcSdMnHOKlfEh9GR2Xjye88TR2C6Zb/ZJb+fT1dL3ddRvEpLPJb+WNifKMHeTh4yQN1dlXnun+C9dh8VW1/cGwVob6aebWI7qQ3d7bsXKWzx7AoQbkGN7KPLBVQenoVC+FA/idtgJwpIGfYd64yXxxqOl31xb+IdAW2I0yfUrdbO8+0yOkJXcjrsUK/wA642l1zn5uOeybcFOwAtjgE4BNed2vhzxvcW+svqv9lW2r6nbSQrq1nqUzG1GD5ccURgXYgJ5Ifdklsk4AWt/67DVuvkb/AIV8VXOvXtza3llZxNDbwXKT6df/AGyB0lDFRv8ALTDYUHGCNrKQea6auP8AB/hnUNF1i+vLi007SLS4hjRdN0y5eaJpQSWnYtHGA7AgHC5O3JJ4x2FU7Eq/UrajqFtpWm3F/fSeXb28Zkkb0AHb1Pt3rjbH4iX2oabaCLw+sOrXmpzafFZ3F7tjRokLsZJRGSp2qeArc8dMkdJ4j8Pr4jsre3fULywNvcpcpJaiIksmSoIkR1IBw3I6qp7Vytj4H1TTtD1Ozv4dO8Wi+1SS7W21qSOOFFJJD/JbNmQ8ZG3aP4SOhlXu7/1qv+D/AFtT2Vv60f8AwDq/Deuf2/pBunt/ss8U8trcQCTzBHLE5RwGwNy5UkHAJBGQOla1YPgzw2vhXwzFpu6FpDJJPL9nj8uJXdyxWNP4UXO1R6AVvVTEcx4w8a2vhWSytnfT0ur3e0Z1K/FnboiY3M8pVscsoACkknsASM/UfH17Zi6a10e0vI9L02PUtSkj1HCiJwxH2c+X+++WNzlvLB455ONDxHomqS+ItO17QIrG5u7W2ntJLe/naGNo5djbg6o5yGjXjbyCeRXNX3w0nuvCmm+G30vQboW9kLZtbuV3XNrkkv5ERiOMA/KfMGDg4OOZV7ef/D/8Ael/L/hv+D+Z6TDKk8CSxHKSKGU+oIyKfTIIUtreOCIYjjQIoznAAwKfVO19CVe2pyB8cO/xBn8MxJo0ZgeNSLrV/Kupg0YctFb+Ud+AT/EOh6U7UfE3iPTNe02xn0LS5ItSvfs8LQ6tI0wjALNKYzbgAKgyRv64GTkUmv6N4h8RXEenXcOlwaVFfw3S3sdxIbjbFIJFURGParEqFLiTpk45xWhDol3L46uNb1F4Wt4LVbXTYkJLRhjumdsgAMxCLxnhOvJFKOyv/X9bfiN9bf1/W5vUUVX1C0+36bc2Znmt/tETRedA22SPcCNykg4YZyDjrSd7aDW+px7/ABNtYtS11ZdPk/s3SbF7tLxJAzXexyjKiY6b1Kg7uSOw5rV0DxHqF9rE+k69pMOm30drHdotvefaUeNyV5YohDBlIIwRyME9uWufhRezXN5Avia8fTpdE/syFZYrcGMgkoCscKDYuQRggkjBOK6fQdJ1k+IZ9b8RpYwXBs47KG3sZ3mQKrM7OWZE5YkDaF4C9Tnhrp8/1t+gn1t/W3/BOlrJ8Ua6vhvw7cao0Sy+UUULJL5aAu4QM74OxAWyzYOACcHpWtWJ4t0vUNY8PvaaTNHHP50UjRyyNGlxGrhniZ1BZVdQVJAPB5BGQUxrcw08fX7qLJdFt5NZk1M6dFDFflrV2WLzXfz/ACgdqrkH92SGG3Heug8Na42v6W881r9jube4ltbmASiQJLGxVtrYG5eMg4BwRkDpXH2XgbXNPeDUrGLS7Sey1E3VnosV1J9jhiaAxSRrJ5eU3FjJ8seARjHJaut8K6Pc6Ppcw1F4nvby7mvLgQkmNHkbOxS2CQowuSBnGcDOBS/T8dP+CS/6/H/gG1WB4y8UjwnoT3kdob+7YN5Fosmwy7VLuS2DtVVVmJwenqRW/XJeMPBM3iNru7sdbvtPvJNNlsY44xAYWD5J3b4nZdx2hihBIVfQVE720Lja+pUv/iFdQR3E1hosdzDp2mRapqJlvfKaOKRWYCJdh8xgI3+8UGQBnk47WGVJ4EliOUkUMp9QRkV57rPw+vdX8PWGh3dho2oPFZLavrt/te7tf7/kxrAF4H3W3rg4JBI59CghS2t44IhiONAijOcADArSVru3fT+vuM1eyv8AP8P+CPoooqSgorivi7pSar8Ltb866uoUtbOa4KW8pjExWJsK+OSmSDtyMkDORwea1j+xH+D/AIatNR0iPXdXv9KitdJ0xxvMszQrlwp4TYOTLgFFzyM4K1s7dLfjf/IdtV53/C3+Z61RWL4P0m80HwZpOlapdm9vLS1SKacsTvYDnk8kdgT2FbVVJWdkTF3VwopCQFJY4AHJJ6V5Rb6PY2vizUNNWHTNDtdc0KaO3k06Xz47pfMCi4uHYIWk/fJt+9nc/wC8JIqddl/WjZWnX+tT1iiuE8BWaeHde1XwylhoqPaW1tcPeaPp/wBjEm/eoSVNzfONhbO7kP0Hfu6p26Eq/UKK5P4l3F3B4JlWxl8hri6tbeWY7sRxSTojk7SDjaxBwQcE4I61yv8AZdm3grxtoNxpukwLpCu5fRLZrK3uGa13DzIldssu7BVmYH5TjpiJStFy7f8AA/zLUbyS7nq1FZvhv/kVdJ/68of/AEAVpVpKPLJozi+aKYUVxfjzwxB4juLO5a40RpNKhmla11mwF5CyuB85XzFK42H5ue/FcLqeoT+I4Tqtxpuhw6fpvhi31O30nWLI3FuN3ml/LG9FQ4RFDlWIBGAMkGL6Xf8AW/8Aky7Pp/WqX6nt1FV9Pn+1abaziEwCWFH8ojmPIB2/h0qxVNWdiU7q4UV5BrstwPF2u67qVpo2oppGrWVpbWeo2RlnSN1hwbeQviNi0jMMIxYrgngY2tR8KeG9S+J+nWunaDpUM2mn+19RuobONJTISRApcDOWcO55/wCWYz1pLW3n/lf8v8hvS/l/w35notFFISApLHAA5JPSgBaK8v0nTdM0vx1dW89np2ladqWiSyKdMuiyXcKSDdcXE2EYPtkGG+b7zkyGtnwDpNnDq2r6x4f0+LStBvkhjsrWGEQpPs3brkRjAUPuABwCwQE8EU1t/Xe39f8AAB6P+vL+v+HO3ooqnqun6bqemy22t2dreWWN8kV3Eskfy85IYEcYzUt2QFyivFNL8OaPcXWiXw0iytNE8Uay0hsorZY4JbeK3lNqroAAdxBlwerEZ6AV3/w7RIdBv7a14sbbVbuGzVTlUiWUgKvJwqncoA4AGOMVXl/XTT11B6f16/5HWUUV5/49tLrWvF+iaLu04WMlnd3Tx6raNc200sZiChow6BiFZyMnA64JAxLdv6+Y0rnoFFeSalaaD4m+G+gSnwxoaa3rsMWn2P8AoMTi3XBLvGWXIRIxI69vu+tepadYW+laXa6fYxiK2tIVhhQfwooAA/IVVrX/AK/roT2/r+upZoorx3xdrSXXjzSL3VLPV4f7N1yO1sof7JumQoA/mTBxGUdnYAKFJOxc/wATALeSj3/zt+o3pFvsexUV5Mmg3/h3x9oIe002S+vtWuZX1WG4c3t3bFJWKTIYx+7QNGP9YwBSPCjIx6zQtVcHo7BRVfULv7BptzdiCa4+zxNL5MCF5JNoJ2qo6scYA9a8Z0xJtd8Ya1bRT6nY69rugHzLmXTruBbeUyNtQM8alY0UBA3GSCR8xxSvd2/rZv8AQfS7/rVL9T26ivOvAVnLpnjvXNOg0jS9HtYLG18600icy26zlpDuOY48SFNuRtztCEk5GPRaokKK5/xpq13pPh/OnQXbz3Uq2wmtbSW5NqGzumKRqzHaAccYLbQcA5rzrQLPSL74TeMdOt4L8WthdX8kaXMNxb7vkbbv3BfMPdlbODgsAcVm5WUn2V/y/wAy1G7S7u35/wCR7LRWb4b/AORV0n/ryh/9AFaVayjyyaM4vmimFFcf8Q9Gh1vR2gGl6Pql2lvM0ceqzlVgUrhpkTYwZlO3n5cZxvXPODexWWpaN8O9bjku7mSS8slimvHbeVMTncU3FA5zywyT0yQBUrX70vvdinovk39x6dRRRQAUV5v4zsrW28V6Zrkdjp6eVq1rFcarBN5l+rsRGLcIVAWM703AP91mOwk5rI0SW4j8U2eu6paaNfXV/wCIbvTgZrIm/tArShNkxc4RURfkCAbWJzkkkjrb+u3+YS0V/wCuv+R6/RRSEgKSxwAOST0oAWivJ7fR7G18Wahpqw6ZodrrmhTR28mnS+fHdL5gUXFw7BC0n75Nv3s7n/eEkVu+ArNPDuvar4ZSw0VHtLa2uHvNH0/7GJN+9Qkqbm+cbC2d3IfoO4tf683/AJA9P69P8/1O7oorn/GmrXek+H86dBdvPdSrbCa1tJbk2obO6YpGrMdoBxxgttBwDmk9BrU6CivFvC2gx674cnsNDslu7LS/EFzLLpmtwz20F5GQyqJGeJtzK2HIKNhh8wBwa7j4WySy+CFZ0jjt/tt0LRIZC8SwCZ9ixsQCYwOFOB8oXAAwKpar5J/fb/Ml/rb8/wDL8TsaKK82+Leoedpd1ot1a6kNO/s+W7nnttPnnjmcBhHCXjRlUbhvYsRwqjoxxEpcquXGPM7HpNFeUaxY6J4o8H6PZ2mnC78S3+mxRWMlxA6y6ei8G5AcBoVU5O4YLkKATxj1VFKRqrMWIABY9T71pKNm12ZnGV0mOoooqSijquiaVrtsttrmmWepQI+9Yry3SZVbGMgMCM4J596zX8A+DpLeOB/CehtDEWMcZ02EqhOMkDbgZwM/Sm+OPFb+DfC9xq0Ok3WrPErMILfChQqMxZ3PCIAp555IABJxVHVfGmoWnw9g8U6fosFxEdO/tG4juL/yViTyw5RWEbFn5wPlAODkjgFXSTfb+v0HZtpdzqLDT7LSrGOy0u0gsrWIERwW8SxomTk4VQAOSTViqOiaout6Bp+qxwyQJfW0dwsUowyB1DYPuM1eqpJp2ZKaaugrItvCXhyyhvIbPw/pdvFfLsu0iso1W4XnhwB8w5PXPU1r1xc3j640i41KPxNpEdkbPTDqaJaXn2l2iDFdjjYoSQnAABZSd2G45krU6fS9G0vQ7Q2uiabaadbli5htIFiQsepwoAzwOfartc5oHiPUL7WJ9J17SYdNvo7WO7Rbe8+0o8bkryxRCGDKQRgjkYJ7dHVEqxFc20F7ay215BHcW8yFJIpUDI6kYIIPBB9KzH8I+G5NHTSZPD2lNpscnmpZtZRmFX5+YJt2g8nnHc1e1KS/isXbSLa2uroEbYrq4aBCM85dUcjj/ZP4VxEvxMutOj1Ea5pmmWb217HYQTLqxNtLOYzI4eV4U8tUUAs21uTgAnip0K1O20zSdO0WzFno2n2un2wYsILWFYkBPU7VAGarXniC1sbt7eWOYumMlVGORn196foGpvrGiQX8hsG87JVtOvPtUDDJAKy7E3dP7vB4rmfEP/IeuP8AgP8A6CK58VUnShdb3OrB0oVptS2sWdVn8K67JDJreg2+pPBnyWvLOKUx5xnaWzjoOnpT9RvPDOrz202raJDfS2jbreS5tI5GhOQcoWztOQOnoK5DVrvU7VFOladDeHazSNcXXkKoHbIRiSfpjg5I4zkXPinUB4ai1+x02zfT3s1umN1fPFIuRnaFWJwewHPJNcCxVZq6sei8HQTs7nq3/CV2P/PK4/75X/Gj/hK7H/nlcf8AfK/41xVlNPcafbzXdv8AZp5I1aSHfu8tiMlc4GcHjOKnpPGVk7DWCotXVzenvfDN1rEOrXOiwzalbjbDeSWkbTRjnhXPzDqeh7mrMOvaPb3M9xBYtFPckNPKkKBpSBgFiDlsAADPavO9X12/0m6jeXS4201rmK3Nx9qxKTIwUMsYUgqGYDlgeDx0zXs/Fktze25fT0j067vJbKC4+0Zl81N+d0e3CqTG4GGJ6ZAycUsTXauiXhcOnZ3PVoPE1nPcRwpHOGkYKCVGMk49a2K8/wBN/wCQraf9dk/9CFegHpXXhq0qkW5HDi6MKUkomRbeEvDllDeQ2fh/S7eK+XZdpFZRqtwvPDgD5hyeuepp2k+FvD+gzvNoWhaZpssi7Hks7OOFmXOcEqBkZ7Vh+CvHZ8Wwz3Mg0WCCGPe6Wur/AGmeDk8TR+Uoj4B/iPT8ateEPGJ8V3WqoNOazispI/Id5dzXEUi7kkK4GzIwcZPBH0rsXkcT7M6eo7i3hu7aW2u4Y54JkKSRSKGV1IwVIPBBHapKrajqFtpWm3F/fSeXb28Zkkb0AHb1Pt3pO1tRq99Bl5pGm6jph03UNPtbqxIVTazwq8WFxgbCMcYGOOMVPa2tvY2kVrZQRW1vCoSKGFAiIo6AKOAPYVy2ieLda8QeH5Luw8ORxX8d9JaSWl1f7EiCdWeQRkg9tqo3J64ya1vC2vHxJoKX72v2SUTS280Ik8xUkikaN9r4G5dynBwMjsOlVqT/AF/X3GxVHVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71ermPGHjW18KyWVs76el1e72jOpX4s7dETG5nlKtjllAAUkk9gCRLsUr9DfOn2ZuLec2kBmtVZIJDGN0KsACFOMqCAMgdcCrFclrni7VNE0aDV20mxudPWGGW6ni1PP8ArGC7YB5X748gjd5e7coHJOOtqnclW6BUU9pb3RiN1bxTGGQSxGRA3luOjDPQ8nketS1y+u+NBpHirS9Ft7A3hu544rmcS7FtPM3eXkYO5m2MdvHC5z0yuqQ+jZsWPh/RtLvrm903SbGzu7ok3Fxb2yRyTEnJLMBlueea0K5c+NA3xBg8N21gZYHSQSX/AJuFSZFDmMLj5iFZcnIxuA55x1FHQOoVVudL0+8aZryxtp2nhNvKZYVYyRHkxtkcryeDxzVkkKpLHAAySe1cFp/xTsr/AE/UtWj/ALMfTLG0e78u31QS35Qfd32wTEe7tl8jK5AJICHqdnpmk6dotmLPRtPtdPtgxYQWsKxICep2qAM1brnNA8R6hfaxPpOvaTDpt9Hax3aLb3n2lHjcleWKIQwZSCMEcjBPbo6olWCsy98N6FqVm1pqOi6fd2zzm4aGe1R0aU5zIVIxuOT83XmofFuv/wDCL+F7vV/Jim+zlBsmn8lPmdUyz7W2gbsk4PArEufiFDYeErbWLyTRHe8uvs1q1prAks2bBJZ7lo1CgBXLfKcYwMk4qdCtTqdM0nTtFsxZ6Np9rp9sGLCC1hWJAT1O1QBmrdZ2gam+saJBfyGwbzslW068+1QMMkArLsTd0/u8HitGqd76kq3QztW8PaNr6RLrukWGprCSYxeWyTBCepG4HHSodU8JeHNbnjm1rw/peoSxoI0ku7KOVlQchQWBwOTx71n+MPGtr4VksrZ309Lq93tGdSvxZ26ImNzPKVbHLKAApJJ7AEiHXPF2qaJo0GrtpNjc6esMMt1PFqef9YwXbAPK/fHkEbvL3blA5JwlrsN6HVxxpDEkUKLHGihURRgKB0AHYU6iigDNfw7okmtrrMmj6e2qL92+a1QzjjHEmN3Tjr0p8eg6PFrUmsRaVYpqcq7ZL1bZBM4wBgyY3EYA79hWNrvjQaR4q0vRbewN4bueOK5nEuxbTzN3l5GDuZtjHbxwuc9M1bPx3cXWp2rtpCJot7qMum2199rzK8qbxuaHYAELRuAQ5P3TtGeCOu3p+X+YPTf+v6sdlRRSNuCnYAWxwCcAn60AZNt4S8OWUN5DZ+H9Lt4r5dl2kVlGq3C88OAPmHJ656mrWl6Npeh2htdE020063LFzDaQLEhY9ThQBngc+1c03irxNbeI7bSLzw3p0s09tNckWGsPK6IgwMiS3jUbnKqMt3J7GtHQfEV/f67qOja1plvY31jDDcf6JeG5ieOUuB8xjQhgY2yCvoQT2F5A/M6GiiqupSX8Vi7aRbW11dAjbFdXDQIRnnLqjkcf7J/CgCte+GdB1O1a21HRNOu7dpjcNFPaRuhlPWTBGNxyeetaMcaQxJFCixxooVEUYCgdAB2FcfpvirxNqU2qW0HhzTWn0+5S28xNYc27MULvlzbhhtGwcI2WbHGCRueF9eXxN4Zs9XSDyPtCnMYfeAysVO1sDcuQcNgZGDgZxR0/r5B1NamTQxXMEkFxGksUilHjdQyupGCCD1BHan1zHjDxra+FZLK2d9PS6vd7RnUr8WduiJjczylWxyygAKSSewBITsNX6F3UPBnhfVpkm1Xw3pF7LHGIke5sYpGVB0UFlOAOw6VrwwxW8EcNvGkUUahEjRQqooGAAB0AHauL1f4iR6Zd2Onh9BS/uLWO6kN7rQt7YK5IURSmItKSVbGEHAycZAPbLkqNwAbHIByAarUnQWiiikM57x1pmq654N1HSNDhs3n1C3ktme8uXhWJXQjeNsbliCR8uBn1rmb7wZrmpfDax8PaloXhrULi1s/sa/arqRlhYRhFnjkMBIbr8oUEcYevR6KVtGu/9fqx3d0+39foZfhrS7nRPDGn6bf6hNqdzawLHLeTEl5mA5Y5JP5kmtSiiqbu7kpWVkIc7TtwDjjIrzd/h7qerNqq3dvo/h+K/wBOmtpl0Z3dby4dgwuJUMcYypU4B3k72G719JopdblXOa0HSdZPiGfW/EaWMFwbOOyht7Gd5kCqzOzlmROWJA2heAvU546WiigmxDeG5FjObBYmuvLbyVmYqhfHy7iASBnGSAa4w+Cb+x8PeH/7PktbvWdIvDfzNcu0Ud5NIjrOSwViuTKzA7TjAGPTuaKB9LGD4P0O50LR549QaD7VeXk97MlsSYomlctsQkAkDPUgZOTgZxWN4h/5D1x/wH/0EV29cR4h/wCQ9cf8B/8AQRXDjv4S9V+R6GX/AMV+j/M47xTY63qUMFppS2jWUhP21Jrp4HlXsissb4B53HGccAjOaW80m+1SDSba5itLWzgmEt5bwytIG2cxRqSi5XcFY5A+6Bg5reorylJpKx7Dgm22FFFFQWcxqFh4hufE6XTWum3WnWpDWcMl9JEVfGGkdRCwZhkhRnA69eQw+F2u/FkGqXGl6VYraztN9otTvuLtsFV8xvLXaBncRlskDnjnqqK0U2tjN0073LOm/wDIVtP+uyf+hCu9n8028n2YoJtp8syAlQ2OMgc4zXBab/yFbT/rsn/oQr0CvRwPwSPLzD44nBah4M1fxhqP2nxS1ro6x2L2aro90Z3mEkkbvvaWFRt/dAbCrAhmya0fC/hLUtC8Ua3qV9rtzqUF/wCSIlnWEMdiBSziOJACMYG04x1Gea6yivR2PMCsjxH4fXxHZW9u+oXlgbe5S5SS1ERJZMlQRIjqQDhuR1VT2rXooA85h8IeM9E0DU7TRdahvLnUdUkneW9mWFo7diSxRo7f5Zm4ySpVeqiuw8M2dxp2gwWVzp1npotx5cVvZ3b3KBB0O940JJ5zke+TmtaihaK3p+Adb/1qFcx4j0TVJfEWna9oEVjc3drbT2klvfztDG0cuxtwdUc5DRrxt5BPIrp6KTVx3PNLz4e6svhbTdCs7XQ7iSzslgg1qZniutOlJO+SAKjHA+UqA6H5cEnqPSUUpGqsxYgAFj1PvTqKq5IVwGs/De9udSgutK8T6jArayNSuIpFtiFO0jKEwFiQNqqHYgKMdhXf0Uut/wCu/wCg+ljgLP4cX2l+JNCu7LxPqM1jprXDSRXS229jLgnBWAFtxzuLHdzkHOTXf0UUB1uMliWaF4n+66lTj0IrzEfDLV9R0e00bVZ9PtbTStJn02yurV3kln3hVR5EKKEChFJUM2T3GOfUaKP6/P8AzY7nNaDpOsnxDPrfiNLGC4NnHZQ29jO8yBVZnZyzInLEgbQvAXqc8dLRRQTYpas+qx2YfQ4bOe5VxmK8maJHXuN6qxU987T0x3yOLPgnWRcf28o07+2/7Z/tQWIncWoHkfZzH5vl7txT5t/l8txjHNeg0ULR3/rp/kPy/r+tTB8H6Hc6Fo88eoNB9qvLye9mS2JMUTSuW2ISASBnqQMnJwM4reoooA5jxHomqS+ItO17QIrG5u7W2ntJLe/naGNo5djbg6o5yGjXjbyCeRXN3nw91ZfC2m6FZ2uh3ElnZLBBrUzPFdadKSd8kAVGOB8pUB0Py4JPUel0ULT+vX/NjuNRSkaqzFiAAWPU+9OoooEtFY4HWPhxe3OpwXeleJtRhVtZGpXEUq2xCnaRlCYCxIG1VDsQFGOwp+neDtYtbqx02eSyOiadqkupQ3CzObiXc0jrE0ewKoVpT829shB8ozx3dFC0/r0/KyB67/1v/mwooooA5i10XWLW98Ra1mxm1i9/dacsjv5MMEanykdguRly7tgdWwM4BqPwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6KFoD1Cobw3IsZzYLE115beSszFUL4+XcQCQM4yQDU1FJq6sC0ONXwndWXgaz0cado/iCZpPO1KLVSViupWJeSTPlvg+Ydwyh4444Na/hDSL3QvDMFjqdws1wryORG7MkKs5ZYkLclEBCDIHCjgdBt0VV9wCuY8R6JqkviLTte0CKxubu1tp7SS3v52hjaOXY24OqOcho1428gnkV09FS1cdzy9fhtrOlaPJp+jyaZdrqGiJpN7JeO8Yh2mQiSNFRt4xM42Er91fm9PSbG1Fjp9vaK7SCCJYw7dW2gDJ/Kp6Kq/wDX3/5sX9fl/kgooopAcV8XdKTVfhdrfnXV1ClrZzXBS3lMYmKxNhXxyUyQduRkgZyODwniu8muvhV4c0OW01L+ym8PreXtzbWM00cjJAPKgLRq23L4di2BtTBOGr2LVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz70lloOkaZpkmm6bpVjaWMu7zLWC2SOJ9ww2UAwcjg8c1LjeMl3t+F/8/wACk7OL7X/G3+X4nPfCa4S4+EnhpoxIAunxIfMjZDlVAOAwGRxwRwRyCRXYVFa2tvY2kVrZQRW1vCoSKGFAiIo6AKOAPYVLWk5c0nLuZxXLFIRlV1KuAysMEEZBFeZ23hPwldePtQuLLRtK0zTPD9o9vcT2kCWu64lTMmZEAICQkc5GDIe449NqmdI01rG5s2061Nrds7XEBgXZMX++XXGGLd89e9R1uX0scp4B0mzh1bV9Y8P6fFpWg3yQx2VrDCIUn2bt1yIxgKH3AA4BYICeCK7esrSfC3h/QZ3m0LQtM02WRdjyWdnHCzLnOCVAyM9q1apko5P4l3F3B4JlWxl8hri6tbeWY7sRxSTojk7SDjaxBwQcE4I61zmlaZZy2es+GX8OeFLybT9RjEVvFD9gs7x2gDnfGBLl0Uk4Ifop4xkelXNtBe2stteQR3FvMhSSKVAyOpGCCDwQfSs1vCXhxtGXSG8P6WdNR/MWyNlH5Kv/AHgmNueTzjvU9/67f5fiV2Mr4ZOp+H9jCsjSG1ea2fKgKrRyuhVME/u1I2rz90L06Cp4h/5D1x/wH/0EV2Vra29jaRWtlBFbW8KhIoYUCIijoAo4A9hXN6zo1/d6tNNbwb4224O9Rn5QO5rlxsZTh7qvqduAlGFR8ztp+p5f4ut7jU/Eek6XushaSW9xOyX9uZ4JHTy9oZAy7iAzEZOB1xkDHNalaSXvg/8A4SM6bpZt20pEto2laM6fKpYB7VQjDLEoVwVOVUZPGPXdQ8FSatAsGq6PbXsStuEdyscig+uGzzyaZJ4EE19Dey6HZvdW6hYZ2jiLxgdArdQBntXnxjUjFLlf3ev9fI9GUqUpN8y+/wBP8vxKtoZTZw/aBiXy13j/AGsc/rUtaX/CPap/z7f+RF/xo/4R7VP+fb/yIv8AjWTpVG78r+42jWpJW5l95514t0DRdW1ix046TYSX+oS+bc3JtkMq28eN534yCTsQH/a9qy9OtoFbS9UWNRrU+vTwTzYxK6BpQYyepRUUYXkDaDjvXqn/AAit4Ls3Q0+P7QUEZmym8pnO3Oc4yc4qFPBLx6m+ox6NapfSLte6VYxKw44L9SOB37VrFVUkuV/109DGbpSbfMvvX3+o7Tf+Qraf9dk/9CFd+SApLHAA5JPSuQstC1GHULeSS3wiSqzHevAB+tdhXZg4SjFqSscOOnGUo8rueZaFo2m2vxDmsJNI0q2sNX0eQx29gwuYtQiWVczXLMq7nIkUDIfO58uc4q94F8P6IfFmteItC0jT9Ps0J0uyNlbJCJFjb99IdoGcyjaD6R8da63S/DmiaJLPJouj6fp0lxjzmtLVIjLjONxUDPU9fWrlnZ22n2kdrYW0NrbxDbHDDGERB6BRwK9BaW/rr/loec9b+f8AX+RNXJ/Eu4u4PBMq2MvkNcXVrbyzHdiOKSdEcnaQcbWIOCDgnBHWusqK5toL21ltryCO4t5kKSRSoGR1IwQQeCD6VLGtDxy4hnjmXwdZ2Xh6xg/t+O2vJrDTDFZ3Ia0aVUlgWTJO4KpXzPm+UHgkV3/w8uEl8MS28Vjp1ktjfXFpt0uDybaQxyEF0TJ257jJ5zya1V8MaAuiHRl0PTRpbHcbEWkfkE5zny8bevPTrV60s7bT7OK0sLeK1toVCRQwoERFHQBRwB9KpPv/AFt/wfv8iX0t/W/+f4eZNXF+PPDEHiO4s7lrjRGk0qGaVrXWbAXkLK4HzlfMUrjYfm578V2lZuq+G9D12SGTW9G0/Ungz5LXlqkpjzjO0sDjoOnpUtXKTseTzSab4q0/WNV13TobQWfhS1vNLgkAxp+5ZmMkJ42tuRAGGDhFHFev6S88mi2T3gIuGt4zKG6h9oz+tR3+haRqtxbXGqaVZXs1m2+2kuLdJGgbIOULAlTkDp6Cr9Vffz/4P+evoTbb+u3+X4hXmniLSbfRfFx8YJFoWrC61K0tfJn08PdwvlYcQ3G87WU/Pt2dm5HWvS6zV8N6GmuHWU0bT11Rut8LVBOeNv8ArMbunHXpSXxJ9h9GjzPR7S2Emha4sSf8JHd+J7q3u7nGJ5Iw86tExzkoqIuF5ACKcd69eqhFoWkw6zLq8Ol2UepzLskvUt0EzrxwXxuI4HGewq/QtI2/rZL9Aesr/wBbt/qIyq6lXAZWGCCMgivKLvwJo+u+KdYi8Iadpuhto9jJZxXtjapA322ZMnLRgNhIyo4PBlPcV6xVT+ydO+x3Np9gtfs12ztcQ+SuyYv98uuMMW75696Q7nC+ArOXTPHeuadBpGl6PawWNr51ppE5lt1nLSHccxx4kKbcjbnaEJJyMei1U0zSdO0WzFno2n2un2wYsILWFYkBPU7VAGat1TdyUjM8Q21ve6FPa3dva3STbUW2vJjFDO+4bY3YBuGbAI2tnOMHOK8pitI30seGlsrFrpPE8irojRhtLP7gzGDd/wA8wjb87MiXnysCvYb6ws9UspLPUrSC8tZRiSC4jEiOM5wVOQeapN4V8PPoq6O+g6Y2mI29bE2cZhVs5yI8bc5JOcd6lbv+uqf6f11rpb+tmv1Mb4ZmJPBotolMT2t5cwzQqAIoJBK26OLBI8pScLz0AyAcgddUFlZWunWcVnp9tDaW0K7Y4IIwiIPQKOAKnqnqScX488MQeI7izuWuNEaTSoZpWtdZsBeQsrgfOV8xSuNh+bnvxXEzSab4q0/WNV13TobQWfhS1vNLgkAxp+5ZmMkJ42tuRAGGDhFHFesar4b0PXZIZNb0bT9SeDPkteWqSmPOM7SwOOg6elPv9C0jVbi2uNU0qyvZrNt9tJcW6SNA2QcoWBKnIHT0FRbRrv8Ahv8A5/1cu+t/63TJNJeeTRbJ7wEXDW8ZlDdQ+0Z/WrdFFXJ3bZEVZJHnXjrwr4c13xFpmkf2DpcuqarP9ovbtrOMzraw7S7eZjcCx8uMHOcMcdKyk0C/8OePtAVrPTZL291a5kfVYLhze3dsUlYpMhjH7tA0Q/1jAFI8KMjHqgs7UXzXotoRdtGIjceWPMKAkhd3XGSTjpk1VsfD+jaXfXN7puk2Nnd3RJuLi3tkjkmJOSWYDLc880o6W/r+lp+Y5ap/13/z/I0KQkBSWOABySelLRQB5loWjaba/EOawk0jSraw1fR5DHb2DC5i1CJZVzNcsyruciRQMh87ny5zir3gXw/oh8Wa14i0LSNP0+zQnS7I2VskIkWNv30h2gZzKNoPpHx1rrdL8OaJoks8mi6Pp+nSXGPOa0tUiMuM43FQM9T19auWdnbafaR2thbQ2tvENscMMYREHoFHAprS39df8tAet/P+v8iaszxDbW97oU9rd29rdJNtRba8mMUM77htjdgG4ZsAja2c4wc4rTqvfWFnqllJZ6laQXlrKMSQXEYkRxnOCpyDzUsa3PHY4Ln+zovC9sljYxS+KZLa8tPJM2nwK1u0yQKqshkjJ2ZU+XlywKgHB9B+HlwkvhiW3isdOslsb64tNulweTbSGOQguiZO3PcZPOeTWsPDOhDQzow0XThpROTY/ZE8jOd3+rxt689OvNXbSzttPs4rSwt4rW2hUJFDCgREUdAFHAH0qr/18l/k/v8AIl6/15v/AD/DzJq4vx54Yg8R3FnctcaI0mlQzSta6zYC8hZXA+cr5ilcbD83Pfiu0rN1Xw3oeuyQya3o2n6k8GfJa8tUlMecZ2lgcdB09Klq5SdjhL82us6T8PvEP2A2U099Z+XbCRjHboYpDtRPujrjcFBIwDwMD02snVfCfh3XblLjW9A0vUp0Ty1lvLOOZlXJO0FgSBknj3rUjjSGJIoUWONFCoijAUDoAOwqr7+bv+X+RNtvS35/5jqKKKQznfHHit/Bvhe41aHSbrVniVmEFvhQoVGYs7nhEAU888kAAk4rKuPHuoSN4Tg0jRba4uvElnJdKt1ftCluEjRypZYnLcPj7o6e9a3jrTNV1zwbqOkaHDZvPqFvJbM95cvCsSuhG8bY3LEEj5cDPrXLX/gjWtS+Hdhomo+H/C2oXtnYtYxPeTvIsB8tUE6OYMg5GSgUdB8/FLXX5fr+tv6uPS6+f6W/U9Ftmne1ia8jjiuCgMscUhkRWxyAxVSwz3IGfQVLWT4V0aXw74S0zR7i9e+lsbZIGuXGDIVGM4549PataqlZN2JjdrUQkKpLHAAySe1cZ4d+IH/CUyXUmjQ6VdwRwNNDbwaurXzj+DzINgWIN6mTjIyAcgdjLEs0LxP911KnHoRXnukeDvE2lrpe0aPv8O6bPZaY/nSH7WzBVRph5Y8tQEUlVL5J6jHM9Xf+t/8AgFdDpNB8RX9/ruo6NrWmW9jfWMMNx/ol4bmJ45S4HzGNCGBjbIK+hBPboa5TwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6pkoq6jNeW9hJJptot5dDAjhebylYkgZZ8HAGckgE4HAJ4rkx4/uTpKt/ZlqmpHV20gxvfkWgmAJz9o8vODjaP3ed52Y710uvW1xeaJcW9nZ2F88oCta6iSIJkJG9GIVsZXPO1uexriE8C65Ho4hEOktbNqTXL+HPtMi2AtzD5YgD+UflD/vdvlBCxPy/xVK3f9dV+lyun9dn+tjsfDGuN4h0GPUJLUWzmSSJkSXzY2KOU3I+BvQ7chsDII4rXrB8G6Ne6D4eWz1KaNpPOkkSGGRpI7WNmJSFGYBiqDABIHsAMCt6qZJieJ9X1PRdNe80zTbW8jghknuHu777KkaIM9QjkseccAcHLDjODffEWdIri50rRftNrYaXFqt+bm6+zyxwyKzARpsbe4VHyGKDIA3cnGp4y0a81q2hgttE0LWIlDts1eRo/IkwAkiMI5OQC3ZTyMMKwdc8A32teH9P0W+stG1OWKxjtJvEWoEyXsRxiR4kaNvmPUMZQQxyc45lX/r5/wDAK0ur/wBbf8E9AhlSeBJYjlJFDKfUEZFPpkEKW1vHBEMRxoEUZzgAYFPqna+hKvbU5rWPE2oaNrtlDcaTCdLvLyOyjuvtv79pHUkFYQhBUHgkuGADHbgc0tO8dz3upWbS6THDpGoX82nWt19r3TGaPzM74dgCqTDIAQ7H7uQMnDNe8L6rq/iq3vLex0a08i5hdNbikdb9YEIZoNoj5DHcp/eBdrnKnoW/8IU1948ttbutE0PTFsriS4+1WJ8y6v2KlU81vKTaoDFiu58sF545Uel/6Wn/AAf61HLrb+nr/wAD/gHb0hIVSWOABkk9qWmSxLNC8T/ddSpx6EUne2g1a+pwVl8VbO903U9XhXTJtNsbR7vyrbVFlvig+6Xt9gEYbrzJxkZAOQOg0HxFfX2sXWka3p1vYahBbxXara3huY3ikLKDuKIQwZGBG3HTBOeOc0XwVrlgdKjvoNImt/D+mz2Fkqzvm/DhVHnZixEu1BkDzMk57YOn4N8GjQdW1HVpNM0nSJLyOOCPT9HX9xEiZJYtsTe7FuTsGAqjnGTWl/L/AIf/AIAnt/Xl/wAE7Cq2o6hbaVptxf30nl29vGZJG9AB29T7d6s1keI/D6+I7K3t31C8sDb3KXKSWoiJLJkqCJEdSAcNyOqqe1Sxo5R/ifPF4UTVrzSbPTp21ZtNeLUdT8mKAgMd0kvlnb93GNp5PU12uj3r6lo9tey/ZC06B82Vz9ohIPQpJtXcCMHO0VyWg+HPFnhOC/8AsV5a6615qM1w0eo3At9qMchw8VufnP8AEu0r02lcYO94Q0Kbw94fFndSRSXEtxNdTCAERI8sjSMiA/wgtgdM4zgZxTW2vl+S0++/5Evf7/zev5fmblcx4w8a2vhWSytnfT0ur3e0Z1K/FnboiY3M8pVscsoACkknsASOnrmPEeiapL4i07XtAisbm7tbae0kt7+doY2jl2NuDqjnIaNeNvIJ5FJ3/r+u5SsZ+r/ESPTLux08PoKX9xax3UhvdaFvbBXJCiKUxFpSSrYwg4GTjIB7ZclRuADY5AOQDXmC/DbWdK0eTT9Hk0y7XUNETSb2S8d4xDtMhEkaKjbxiZxsJX7q/N6ek2NqLHT7e0V2kEESxh26ttAGT+VVpr/Xf/gfeT1X9dF+t/uJ65C88ewp40Ph2xfSPPiljimGoaqLaV2cBtsMQRzKQrAn7oyQATzjr64DWPBGrXepata2Z08aVrV/bX9xcSyuLi3eLywypGEKtnyVwxddpY8HHKXxK/8AX9K43szQ0zx7DrPi+XR9NfSDFBNJA4m1ULeM0eQ7JbBCSgYEZLLnBOMYz19cBZ+CNWg1SytGOnro2n6zNq0Nysrm5cyGRvKKbAqgNKwL7zlQBgZ47+hfCgfxO239foB6VxfhDx3ceLLG7uba10iQwwmRbSx1kXFyr5O1JUMSCInB5LHn867GfzTbyfZigm2nyzICVDY4yBzjNcgui+JNR18a5qlvo9nd2enTWlrBBcyXEc7yFSTKxjjIQGNcKA33ic8YpdR9DS8O+IrvVdT1TTNVsLezvtMaLzRaXZuYiJE3L85RCG65UrwCpyc10Fcl4N8M3uh6jqNzNZabo9ncpEkGk6TKz28TLu3S8xxgO+4A4QcIMk9utqmSirqUl/FYu2kW1tdXQI2xXVw0CEZ5y6o5HH+yfwriJfiZdadHqI1zTNMs3tr2OwgmXVibaWcxmRw8rwp5aooBZtrcnABPFd3eG5FjObBYmuvLbyVmYqhfHy7iASBnGSAa4w+Cb+x8PeH/AOz5LW71nSLw38zXLtFHeTSI6zksFYrkyswO04wBj0nr/X9dyun9dv8AOx1Ggam+saJBfyGwbzslW068+1QMMkArLsTd0/u8HitGsHwfodzoWjzx6g0H2q8vJ72ZLYkxRNK5bYhIBIGepAycnAzit6qZKOU8Z+NP+EUvNMttulJ9v80+fq2p/YYU2BeN/lvkndwMDpT/ABJ4p1Pw7p6ak2kWs+nxRxPdzDUNrAu4XZCvlnzSM8bjHuyoHJOLuvHxGSYtCstJu4JoWR/t9zJCY2PGcLG4dcH7p29Opzxyep+ANTPhvTNB0620e5NhYR2trrd07xXlhIOGlhCo3YKVAdMEYJI5Cj59/wDMpno9FNRSkaqzFiAAWPU+9OoJWxyXirxL4i8Oq09toWl3tq88dvbA6tJHPO7kKFEf2dlByT/HjAJJFRWXjy5u9StXfR0j0W91CXTba+F3mVpU3jcYdgAQtG4BDk/dJUZ41NQ0S71Pxlpl9cvD/ZWmRPLFDkl3um+UORjACoWA5Jy54GBWHp/g7WLa6sdNmey/sTTtUl1KGdJnNxLuaR1iaPYFUK0p+be2Qg+UZ4I9L/0rr8d2hy2dv60f/AO6pCQqkscADJJ7UtMliWaF4n+66lTj0IpO9tBq19ThtL+JkWs2Op6hp6aTPZ2dlLeJDHq4e9ZVGV8yARkRBvUuSMjIzkDa8G+J38VaZJek6M0YKhTpWq/bQpIyVc+Wmxhkcc9a5zR/B3ibSzpG0aP/AMU5YS2ensJpCb0NsA8392PKGxBkL5nzHPbB6DQNF1RPE2peINcjsrW5vLeG1W1sZmmRUjLkO0jIhZiZCPujAA5OarS/9ef56adBP+vw/LXXqdLWX4k1+18MeH7jVb7mOHaoXcF3OzBVG4kAZZhyeB1PStSsPxhoU3iDw61paPEl1DcQ3Vv52fLMkUiyKrYBIUlcE4OM5welSxopaX4j1rXND+3aLa+G9Qk88xn7Jr7ywbQMk+atsfmyfu7enOe1WvB/iC88SaTPe32nwWQS6lgiNvdNPHOqHaZFYxocFgwHy84z3rJh8O+JY9N8TXkEunWGua46+UsMryQ2gWNYg+8opd9oLfdAyFHQZrqtJ0y20XR7TTLBPLtrSFYY19FUY/Oq/wCB/X9dyf6/r+uhbrA8ZeKR4T0J7yO0N/dsG8i0WTYZdql3JbB2qqqzE4PT1IrfrkvGHgmbxG13d2Ot32n3kmmy2MccYgMLB8k7t8Tsu47QxQgkKvoKid7aFxtfUkvfGFzav4eZdGd7fWJIY2uGuFVYWkVmCgYLORt5yFGCMHORXU1wOpeGvFKaV4ZsNPGn6j/Y80NzLc39+0DyuisvlhY7crtwww3B45GeT3kZcxIZlVZCo3qrbgD3AOBke+BWjtd27v7tP+CZq+l+y+/+rDqKKKkoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z","relationship":null}],"relationships":[{"relationshipType":"http://schemas.mathworks.com/matlab/code/2013/relationships/document","target":"/matlab/document.xml","relationshipId":"rId1"}]}

<div style = "text-align: start; line-height: 20.44px; min-height: 0px; white-space: normal; color: rgb(0, 0, 0); font-family: Menlo, Monaco, Consolas, monospace; font-style: normal; font-size: 14px; font-weight: 400; text-decoration: none solid rgb(0, 0, 0); white-space: normal; "><div style="block-size: 407.173px; display: block; min-width: 0px; padding-block-start: 0px; padding-top: 0px; perspective-origin: 406.989px 203.58px; transform-origin: 406.996px 203.587px; vertical-align: baseline; "><div style="block-size: 62.7273px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 383.991px 31.3636px; text-align: left; transform-origin: 383.999px 31.3636px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><span style="block-size: auto; display: inline; margin-block-end: 0px; margin-block-start: 0px; margin-bottom: 0px; margin-inline-end: 0px; margin-inline-start: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; perspective-origin: 0px 0px; transform-origin: 0px 0px; "><span style="">Given the following 15-by-15 matrix of numbers, find a 2-by-2 subset matrix whose sum is the smallest. Please provide your answer in the form of [row_start row_end column_start column_end]. For example, if your answer is the higlighted region in the figure, then you will present it as [13 14 3 4].</span></span></div><div style="block-size: 335.455px; font-family: Helvetica, Arial, sans-serif; line-height: 21px; margin-block-end: 9px; margin-block-start: 2px; margin-bottom: 9px; margin-inline-end: 10px; margin-inline-start: 4px; margin-left: 4px; margin-right: 10px; margin-top: 2px; perspective-origin: 383.991px 167.727px; text-align: left; transform-origin: 383.999px 167.727px; white-space: pre-wrap; margin-left: 4px; margin-top: 2px; margin-bottom: 9px; margin-right: 10px; "><img class="imageNode" style="vertical-align: baseline" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4RE6RXhpZgAATU0AKgAAAAgABAE7AAIAAAAlAAAISodpAAQAAAABAAAIcJydAAEAAABKAAAQ6OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAEtBU1RBTllBIERvZGR5IC0gKE5TJkwpIC0gS0lORUNUUklDUwAAAAWQAwACAAAAFAAAEL6QBAACAAAAFAAAENKSkQACAAAAAzMxAACSkgACAAAAAzMxAADqHAAHAAAIDAAACLIAAAAAHOoAAAAIAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAyMDIxOjAyOjI2IDE2OjUzOjI2ADIwMjE6MDI6MjYgMTY6NTM6MjYAAABLAEEAUwBUAEEATgBZAEEAIABEAG8AZABkAHkAIAAtACAAKABOAFMAJgBMACkAIAAtACAASwBJAE4ARQBDAFQAUgBJAEMAUwAAAP/hCztodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvADw/eHBhY2tldCBiZWdpbj0n77u/JyBpZD0nVzVNME1wQ2VoaUh6cmVTek5UY3prYzlkJz8+DQo8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIj48cmRmOlJERiB4bWxuczpyZGY9Imh0dHA6Ly93d3cudzMub3JnLzE5OTkvMDIvMjItcmRmLXN5bnRheC1ucyMiPjxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSJ1dWlkOmZhZjViZGQ1LWJhM2QtMTFkYS1hZDMxLWQzM2Q3NTE4MmYxYiIgeG1sbnM6ZGM9Imh0dHA6Ly9wdXJsLm9yZy9kYy9lbGVtZW50cy8xLjEvIi8+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczp4bXA9Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8iPjx4bXA6Q3JlYXRlRGF0ZT4yMDIxLTAyLTI2VDE2OjUzOjI2LjMxNDwveG1wOkNyZWF0ZURhdGU+PC9yZGY6RGVzY3JpcHRpb24+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iPjxkYzpjcmVhdG9yPjxyZGY6U2VxIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpsaT5LQVNUQU5ZQSBEb2RkeSAtIChOUyZhbXA7TCkgLSBLSU5FQ1RSSUNTPC9yZGY6bGk+PC9yZGY6U2VxPg0KCQkJPC9kYzpjcmVhdG9yPjwvcmRmOkRlc2NyaXB0aW9uPjwvcmRmOlJERj48L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0ndyc/Pv/bAEMABwUFBgUEBwYFBggHBwgKEQsKCQkKFQ8QDBEYFRoZGBUYFxseJyEbHSUdFxgiLiIlKCkrLCsaIC8zLyoyJyorKv/bAEMBBwgICgkKFAsLFCocGBwqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKv/AABEIAUoB4wMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APpGiiigAooooAKKK8r+LWlJ/wAJZ4H1Zrq6aT+37S3S3Mp8lB87Fgg43ngFjnhQBjnItZJd2l94PZvsm/uPVKKKKACiivKn0mx1z4xWE/hCzSH+wZ5X1zWozzcSOuBaGTrKwyCwJIQBRwcChau39f1/W4dGz1WiiigAoqtqXknS7kXTqkJjYOXmMQwR3ccr9R0rzT4YWq6P8SvGulSafBpUzfZLgafph3WMCGLAKNtT52Odw2L90YzQtXYHornqlFFFABRXF/Ey9uV0iz0eC21FrbVp/Jv7qxspbg29sBmTiJWYM4+QHHG4njFY/wAAJoZPhTbxW8ciLBeXK4eF4xjzmIxuAyMEdM4OQeQRRHW/l/X6g9Ev67/5HplFFFABRXkfxOsbfSfE15431XRNC8RaXp2kxW09jfzATQsZyQ6K0TqSQ2BkqTzXq9rOtzZwzxqyJLGrqrrgqCM4I7Ghaq4PR2/rp/mS0UUUAFFeD+GNWuYvF1rrepWOkald6l4putLZ57Qvf2YUOFMcxc7Y1RQNgQcEnPzV7xQtYqX9bJ/kweknH+t2v0Ciioby1tr2ymtr+CK4tZUKyxTIHR1PUMDwR9aHsBNRXlnwd0rTbrUfEni/SdOtLCx1K8Npp0VpCsSfZoCV37VAGXfcT34r1Ojog6tBRRXm/wAYYnvk8Mabaxx3V3daunk2F2gazuwqMWWfJ4ULlhgMcgfKeoTdrfIZ6RRXnvwRkQ/DOG3xIk1reXMNxCwGyCUSktHFgkGNc4U5/wAK9CqnoSgoorxH4y6TqMNz4g13UNKfUdPTSIo9KvIpolbTLkSZLgO6sGZtnMYJOAKhu39eX9IpK/8AXme3UVT0g3DaJYm93faTbxmbeOd+0bs++c1cq5KzaJi7pMKKzPEWlprWgXVhLdXVrHKo3yWkvlSFQcldw5AbGDjBwTgjrXh3hlPtPw0+FelXiLLo97qs0d7BKMxTYMrRo4PDDcM7TkEgUlq7eaX3uw3or+v4K59CUV5/8G9yeEdRgjdmsLfWr2HTwTlVt1kIVV/2QdwFegUdE+9n94dWu1/wCivLP2gNKS7+HEt/JdXS/YpodlvHKVikZpoxudR94gZxk4G4nGcEM+K+lJ/wlHgXVmurppP7etLdLcynyUHzsWCDjeeAWOeFAGOckdbebt+X+YPRN+Tf3Hq1FFFABRXlfiPSktP2ifB2ofarqeW9ivcpNKWjhVYFAWNeijOSe5JOT0AR9Jsdc+MVhP4Qs0h/sGeV9c1qM83EjrgWhk6ysMgsCSEAUcHAoWtvP/O39fdqD0v5HqtFFIRlSASMjqO1AC0V5F4A0q10bxx8SdPlu554UNmJLm+u2EkhaAks8vUZJ6jGOwGAKs/DC1XR/iV410qTT4NKmb7JcDT9MO6xgQxYBRtqfOxzuGxfujGaa1a9Lg9L+TPVKKKzPEWlprWgXVhLdXVrHKo3yWkvlSFQcldw5AbGDjBwTgjrUSfKmxpXdjTorwnwreXKfs/+FdGtrXUWtdVllgvrqxsprg29qJXMgxErMGcfIDjjcTxiuq+AE0Mnwpt4reORFgvLlcPC8Yx5zEY3AZGCOmcHIPIIrRr3pLsTfRPv/wAH/I9Mooryz9oDSku/hxLfyXV0v2KaHZbxylYpGaaMbnUfeIGcZOBuJxnBE9Uu7RR6nRXkXxLsbfSfEV1431XRNC8RaXp2kQ209jfzATQsZyQ6K0TqSQ2BkqTzXrFrOtzZwzxqyJLGrqrrgqCM4I7Ghaq5PX+vL/MlooooGFFIThSTngdhmuP8FePZPGGt67p8uh3WknSWhCi7cebIsiFgWjA/dnAHBJPPODxQtXYNlc7GiiigArI1Xwl4c126W51vw/peo3CoEWW8so5XCg5xlgTjk8e9azbgp2AFscAnAJ+tcFrHj/W/DV75eveHrAwpZT307adqrzyRRRgclXt4x8zFVHzDuegNLqPU7uGGK3gjht40iijUIkaKFVFAwAAOgA7U+uf0HxFfX2sXWka3p1vYahBbxXara3huY3ikLKDuKIQwZGBG3HTBOeOgqnclW6BWHH4I8KQ6iuoQ+GNGjvVk84XK6fEJA+c7t23O7POetWPEmv2vhjw/carfcxw7VC7gu52YKo3EgDLMOTwOp6Vy118SJLTwvb6u48NzLcX62azW/iDfZx5QsWkuPIG0jGNu09RzzU31uO2h3tFUtHvX1LR7a9l+yFp0D5srn7RCQehSTau4EYOdoq7VNWdgWo10SWNo5FV0YFWVhkEHqCKp6Toek6Dbvb6HpdlpsLtveOzt0hVmxjJCgAnAHNVte1DWbGJW0PSba/IR5JWur77MiBcYAIRyWPb5QODlhwDy7fE6W501tR0jRPtFpa6TDq98bi78mSOGRWYCJQjCRgqP1KLkABuThLr/AF3/AMh2f9f15nf0UyGVJ4EliOUkUMp9QRkU+jYlO6ugqvYadZaXai10yzt7O3DFhDbxLGgJOScAAZJJJrC1jxNqGja7ZQ3GkwnS7y8jso7r7b+/aR1JBWEIQVB4JLhgAx24HNLTvHc97qVm0ukxw6RqF/Np1rdfa90xmj8zO+HYAqkwyAEOx+7kDJwLXb+v6uN6b/1v/kzsqKKRtwU7AC2OATgE/WgChf8Ah/RtVvLa71TSbG9ubU7rea4tkkeE5zlWYEryAePStCuNbxV4mtvEdtpF54b06Wae2muSLDWHldEQYGRJbxqNzlVGW7k9jWjoPiK/v9d1HRta0y3sb6xhhuP9EvDcxPHKXA+YxoQwMbZBX0IJ7C2A6Giisbxbr/8Awi/he71fyYpvs5QbJp/JT5nVMs+1toG7JODwKTdhrXQsxeH9Gg1qTWINJsY9TlG2S9S2QTOMAYMgG48Ad+wrQri7n4hQ2HhK21i8k0R3vLr7NataawJLNmwSWe5aNQoAVy3ynGMDJOK6PQNTfWNEgv5DYN52SradefaoGGSAVl2Ju6f3eDxVW/AX6mjTXRJY2jkVXRgVZWGQQeoIp1YHjLxSPCehPeR2hv7tg3kWiybDLtUu5LYO1VVWYnB6epFTJpK7Gk29DYsrK106zis9PtobS2hXbHBBGERB6BRwBU9cjrnjDVdK8OjXrbQYbjTYbFL26eXUPKdVI3MsSiNt7KOfmKA5AB646xHEkauucMARkYNU003clNWVh1U9U0fTNcs/smtadaajbbg/k3cCypuHQ7WBGeetXK5rWPE2oaNrtlDcaTCdLvLyOyjuvtv79pHUkFYQhBUHgkuGADHbgcrd2HsmzesrK106zis9PtobS2hXbHBBGERB6BRwBU9clqPibxHpmvabYz6FpckWpXv2eFodWkaYRgFmlMZtwAFQZI39cDJyK62jdXDbQKzbvw5ol/qsOp32j6fc6hb48m7mtUeWPByNrkZGCSRg1otuCnYAWxwCcAn61yA8VeJLbxNa6RqHhywkee2muWGnas00iIg4+WSCNfmcqoy45JPQGjqHQ7CisTwr4gm8RWN5NdWAsJbW9mtHhE3m8xnGcgDr6DOPU9a26PMCtqOm2Or2L2WrWVvfWsmN8FzEsiNg5GVYEHkA1mxeC/C0GnT6fB4a0eOyuWVp7ZLCIRyleVLKFwSO2elT+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rJ0zxNq+s6EL3R7LQtTma4MSmw1zzrZVC5JeYQ5BzxtVG6joMkHcOx0lpZ22n2cVpYW8VrbQqEihhQIiKOgCjgD6VNWP4W14+JNBS/e1+ySiaW3mhEnmKkkUjRvtfA3LuU4OBkdh0rYpsDN1fw3ofiAxHXtG0/UzDnyvttqk3l5xnG4HGcDp6VSn8B+ELlIUufCuiTLBH5cKyadCwjTJO1crwMknA7k0eMvFI8J6E95HaG/u2DeRaLJsMu1S7ktg7VVVZicHp6kViaz8RZ9OVGtNLtZtmlR6pOlzqHkOyOcBIF8tvNcHjHyjLxjOW4lWei/rf/gj1/r1X62O3hhit4I4beNIoo1CJGihVRQMAADoAO1Ppsb+ZGr7WXcAdrDBHsadVPfUlWtoYt74M8L6lqLahqPhvSLu9chmuZ7GJ5GIGASxXPGB+VNj8EeFIdRXUIfDGjR3qyecLldPiEgfOd27bndnnPWsw+OHf4gz+GYk0aMwPGpF1q/lXUwaMOWit/KO/AJ/iHQ9KZZePJ7zxNHYLplv9klv59PV0vd11G8Sks8lv5Y2J8owd5OHjJA3Uo62sN+Z2VBAZSGGQeCD3ooPSk9gMSx8FeFdMuvtOm+GtHs7jayebb2EUbbWGCMhc4IOD61d0nQ9J0G3e30PS7LTYXbe8dnbpCrNjGSFABOAOa5Pw18SYta0bUNXvRo8FlYWzXM8dlqpurmELk4li8pdhwp/iPIxWr4Q8Vt4qjuZl/sfyotuF0/VheSRk5O2ZVQLG2B0DNznnjJaB6bnS1W1HTbHV7F7LVrK3vrWTG+C5iWRGwcjKsCDyAas1V1Ga8t7CSTTbRby6GBHC83lKxJAyz4OAM5JAJwOATxQBBpPh7RdAjlTQtIsNMSYgyLZ2yQhyOhO0DPWrNhp1lpdqLXTLO3s7cMWENvEsaAk5JwABkkkmubtPG5fw1qF/eWCpfWN6+nm0trjzluLgMFVIpCq7slgMlRtO7I+WtXwprreJfC1jrElqLRrqMs0Ak8wIQSMbsDPTrgUC8jXrN1fw3ofiAxHXtG0/UzDnyvttqk3l5xnG4HGcDp6VpVk67e6zYxCbSLHTbmBEZ7iS/1F7XywOcjbDJkYzknGMd6TstWUr9Bp8I+G2FkG8PaURp//AB5g2Uf+jc7v3fy/JzzxjnmtivObb4napc6RLfjwzEi2OnLqeoRvqJVkt3LlDCDF+8YpGzYbywMgZznHocMqTwJLEcpIoZT6gjIqmmtydP6/rzH0UUUhgc7Tt5PbJrg/CXh3xPpXj/xDrer2ukpa640LstrqEsskBij2AYaBQ2fqMe9d5RQtHcHqrBRRRQAVzVloN/FqHiHVdQisr291A+RawNIwiW1RSI4nYoSNzM7NhTy+PmwK6WigZx/g3waNB1bUdWk0zSdIkvI44I9P0df3ESJkli2xN7sW5OwYCqOcZPYUUUxGH4w0KbxB4da0tHiS6huIbq387PlmSKRZFVsAkKSuCcHGc4PSsbTtJ8WaXfanq8Nnokt5q1yslxYm+lSKJEiVFKzeSSzHbk5jHUDPy/N2tFLb+vT/ACQGH4Q0Kbw94fFndSRSXEtxNdTCAERI8sjSMiA/wgtgdM4zgZxW5RRQByvjfTPEesQ21joaWEmmylv7SjuL2S2knTjEaukUm1TzuOASOARnNZfifwde+K9Ot7G88N+GrdmthA2oNMbiawUkgi3VrdckLjadyYY5wdvPfUUrId3e4yCFLa3jgiGI40CKM5wAMCn0UVTd3dkpWVkcVr3hfVdX8VW95b2OjWnkXMLprcUjrfrAhDNBtEfIY7lP7wLtc5U9C3/hCmvvHltrd1omh6YtlcSXH2qxPmXV+xUqnmt5SbVAYsV3PlgvPHPb0UlpbyG9QooooA5i10XWLW98Ra1mxm1i9/dacsjv5MMEanykdguRly7tgdWwM4BqPwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6KFoD1CqWrPqsdmH0OGznuVcZivJmiR17jeqsVPfO09Md8i7RQB58fBOsi4/t5Rp39t/2z/agsRO4tQPI+zmPzfL3binzb/L5bjGOa6PwfodzoWjzx6g0H2q8vJ72ZLYkxRNK5bYhIBIGepAycnAzit6ihaf16f5IHrv/W/+bCuS8YeCZvEbXd3Y63fafeSabLYxxxiAwsHyTu3xOy7jtDFCCQq+grraKTSasxptO6PPLzwx4u+z6LpmdO1jSNPt4zPFeX7W0lzcKcrv8u3ZWiXAwuASQC2cYPoEJlaCM3CIkpUF1Ryyq2OQCQMjPfA+gp9FU3e7ZKSWwVxWveF9V1fxVb3lvY6NaeRcwumtxSOt+sCEM0G0R8hjuU/vAu1zlT0Pa0Ulo0x9LGDDol3L46uNb1F4Wt4LVbXTYkJLRhjumdsgAMxCLxnhOvJFb1FFHSwdbhXO6Zo2o2mr69rd59ludRvGEVlGJWVI7eNf3UbPtJXLF2YhTgvxuwK6KigDlfBOl6/pJ1RNdtdNijvL6a9jazvpJiDI2dhDQpwP72efQV1VFFHRLsHVsw/GGhTeIPDrWlo8SXUNxDdW/nZ8syRSLIqtgEhSVwTg4znB6VzVx4d8aJa6veaW2k2ep63eRvcxx3kgW3gSMIfLm8kkyttHzGMAZ6HAJ9BopW/r7v8AJDuZPhmzuNO0GCyudOs9NFuPLit7O7e5QIOh3vGhJPOcj3yc1rUUVTdyVocl4w8EzeI2u7ux1u+0+8k02WxjjjEBhYPkndvidl3HaGKEEhV9BXPaj8PvEMtnFbefY6wU02G2trvULpoZNLnTdmeARRYLfMuCPLbEYBY549OoqbdP66/5sq9/69P8kRW0TwWkMUsrTyRoqtKwwXIGCx+vWpaKKpu7uSlZWOR1/RvEPiK4j067h0uDSor+G6W9juJDcbYpBIqiIx7VYlQpcSdMnHOKy9P8F67D4qtr+4NgrQ30082sR3Uhu723YuUtnj2BQg3IMb2UeWCqg9PQqKS0/r0/yG9f6/ruFMn8028n2YoJtp8syAlQ2OMgc4zT6KAOB1TwbrPjCe6l8TJp2mFtIuNNiXT7h7guZtpZ3Zo48BdgwmD1JyK0/DmhazH4kn1zxCmn21w1hDYJBp8zyq4RmYyMzInJLYCgHAzyc8dXRRt/Xr/mw3Vn/W3+SCs7Xra4vNEuLezs7C+eUBWtdRJEEyEjejEK2Mrnna3PY1o0Ubgef6V8O70Kk9zqsuhyQXktxZWGjNFLbWSvGsexPPhI/hdsqiYMrgDkk7vgPw7e+FfB9ppOp37X08O7L/LtTJJ2rtRcjvyM5J5xiujooAKw/F2kX2v6H/ZVlLFDBdzJHfO7EMbbOZVTA5ZgNnOMBic8AHcooA4nxt4MfxUq2Eeh6CYGgEC6rdDfdWSk/N5MflEZA+6fMXBOccYPZwQpbW8cEQxHGgRRnOABgU+ijoAUUUUAIwDIVOQCMHBx+teW+DtKsdT+KU/iLwfZx2Ph6ztHsZbyHhdYuN+Wf/pqEIIMrZLMTgnBNeouiSxtHIqujAqysMgg9QRWPp3gvwvo98l7pPhvSLG6jBCT21hFG65GDhlUEccULSVwesbG1RRRQBX1C7+wabc3YgmuPs8TS+TAheSTaCdqqOrHGAPWvEP7cuLLWvEuq20eprr954ZluXaTTLmEQzBnKqpkjXCIoCqxwGKnuSK93qE2dsbtro28RuGj8ozbBvKZzt3dcZOcdKVtb+v5Nfr+BSen3fg0zhPAVvFovia80dLTRHaTTbe+N/pdkYJJQzOoE5Z3aRjjcHLZOWOK9BqhpWhaRoMMkOh6XZabFK2+RLO3SFXbpkhQMn3q/VN3ISsZniG2t73Qp7W7t7W6Sbai215MYoZ33DbG7ANwzYBG1s5xg5xXnNnpdpL8M/GmlXdukB025u2aws5GW0t2MAdYo9pHmRgOCQyqN5Y7BgV6jfWFnqllJZ6laQXlrKMSQXEYkRxnOCpyDzVCTwl4cl0ePSZfD+lvpsT+ZHZNZRmFH5+YJjaDyecdzUSjdSXdW/L+v8i07NPs7kvhv/kVdJ/68of/AEAVpVU0zSdO0WzFno2n2un2wYsILWFYkBPU7VAGat1pKXNJsziuWKR5/wCPbS61rxfomi7tOFjJZ3d08eq2jXNtNLGYgoaMOgYhWcjJwOuCQMYV7b6L4w8DaNDa6HYr4l1PTkSwSBMrpcYOPtMf/PGNT8wK4LEIvJxj0/VdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71U1Hwd4Y1i4SfVvDmk30yRiNZLmxikZUHRQWUkAZ6VK0Vv66/wDDehb3v/X9dTXRSkaqzFiAAWPU+9OpkMMVvBHDbxpFFGoRI0UKqKBgAAdAB2p9N7krRHnXjrwr4c13xFpmkf2DpcuqarP9ovbtrOMzraw7S7eZjcCx8uMHOcMcdKNQ8KeGtR+J2m2mm6BpUE2mn+19RuoLONJS5JEClwucs4dzz/yzGetd+LO1F816LaEXbRiI3HljzCgJIXd1xkk46ZNENna29zPcQW0MU9yQ08qRgNKQMAsRy2AABntSWlv69P0fqN63/r1/UmpkskcMLyzOscaKWd3OAoHUk9hT6RlV1KuAysMEEZBFJ7Ajxw6dafD611HSZ/7NKXWg3Vw2saNpot76JEKjMjGRvM3GQENlBlDn1G98O7AaJ4q1PTbnTbDSbxtPtZjaaQgW0dMuvmkdRKzbgQRwqqAz4LV2Wm+GNB0aC4g0jRNNsIrobZ47W0jiWUYIwwUDdwT19TUmk6Bo+gRSRaFpNjpkcrbpEs7ZIQ59SFAyapaf16/5/MHd/wBen+RoVz/jTVrvSfD+dOgu3nupVthNa2ktybUNndMUjVmO0A44wW2g4BzXQUVLVxrQ8I0cx3Og2/hvQ1kt7C48VTwT/wBq6fP5UkflyOiSq3lmTcyLuTcDnAbrg+nfDy4SXwxLbxWOnWS2N9cWm3S4PJtpDHIQXRMnbnuMnnPJraudC0i8sJ7G70uyntLmQyz28tujRyuTksykYJyAcnnNWbSzttPs4rSwt4rW2hUJFDCgREUdAFHAH0prRW8l+CX+T+/yJer/AK7t/r+HmTV5/wCPbS61rxfomi7tOFjJZ3d08eq2jXNtNLGYgoaMOgYhWcjJwOuCQMegVR1XRNK122W21zTLPUoEfesV5bpMqtjGQGBGcE8+9Jr+v6+8pM8y1K00HxN8N9AlPhjQ01vXYYtPsf8AQYnFuuCXeMsuQiRiR17fd9a9S06wt9K0u10+xjEVtaQrDCg/hRQAB+QpTp9mbi3nNpAZrVWSCQxjdCrAAhTjKggDIHXAqxVN7+b/AK/rzJtt5f1/kFeb+M7K1tvFema5HY6enlataxXGqwTeZfq7ERi3CFQFjO9NwD/dZjsJOa9IrNfw7okmtrrMmj6e2qL92+a1QzjjHEmN3Tjr0pLSSfYb2a7nmWiS3Efimz13VLTRr66v/EN3pwM1kTf2gVpQmyYucIqIvyBANrE5yST6/VCPQdHi1qTWItKsU1OVdsl6tsgmcYAwZMbiMAd+wq/QvhSB6yb/AK/rp8hCQFJY4AHJJ6V49eRaf4a1XW2MFvolnfeHLiWGTQZPPa5RHH+kyuwQmXEi7Sdw+ZyZK9irLsPDGgaULoaXoem2QvBtufs9pHH5454faBu6nr6mlbX7/wAhp2/D8Hc434d2A0TxVqem3Om2Gk3jafazG00hAto6ZdfNI6iVm3AgjhVUBnwWr0as/SdA0fQIpItC0mx0yOVt0iWdskIc+pCgZNaFU3clKxyfxLuLuDwTKtjL5DXF1a28sx3YjiknRHJ2kHG1iDgg4JwR1rkLbw1PqJvNDs9H8MzRaFqqPdWVvbGxsdSV7bIEiAS4dGZWwQ4O1enBHq1zbQXtrLbXkEdxbzIUkilQMjqRggg8EH0rLfwf4ak0mPSpPDukvp0Uhljs2sYzCjnOWCbcA8nnHep2v/Xb/L8SjH+FsksvghWdI47f7bdC0SGQvEsAmfYsbEAmMDhTgfKFwAMCuxpscaQxJFCixxooVEUYCgdAB2FOqm7iOL8eeGIPEdxZ3LXGiNJpUM0rWus2AvIWVwPnK+YpXGw/Nz34rndZh0bxn4Q0dbbQ7dfEur6ZEbCLbuOkx9fPU8eUiE5DLtLEKvJwB6JqvhvQ9dkhk1vRtP1J4M+S15apKY84ztLA46Dp6VDqnhDw1rd2LrWvD2lajcBAgmu7KOVwo6DLKTjk8e9StP69R3NZFKRqrMWIABY9T706mQwxW8EcNvGkUUahEjRQqooGAAB0AHan1T3JWiPNPEWk2+i+Lj4wSLQtWF1qVpa+TPp4e7hfKw4huN52sp+fbs7NyOtUV0G/8O+PtBD2mmy317q9zI+qw3Dm9u7YpKxSZDGP3aBox/rGAKR4AyMejr4b0NNcOspo2nrqjdb4WqCc8bf9Zjd0469KdY+H9G0u+ub3TdJsbO7uiTcXFvbJHJMSckswGW555pR9239dtPw/Qctb/wBd/wDM0KZLJHDC8szrHGilndzgKB1JPYU+kZVdSrgMrDBBGQRSewI808KeHoPCfiaLw0YNIuf7S0yaU6lpdkbK7VFdR+9kWRmbd5nDqVIKdO42/htaw2Wm63bWqCOKLXLxUUHOBv8AU9fqa27Dwr4e0u0urXTNB0yzt7xdlzDb2ccaTrgjDgABhgkYPqadpPhfQNAlkl0LQ9N0ySVdsj2dpHCXHoSoGRTWj+Vvxv8Aht+IPVfO/wCFjUrM8Q21ve6FPa3dva3STbUW2vJjFDO+4bY3YBuGbAI2tnOMHOK06r31hZ6pZSWepWkF5ayjEkFxGJEcZzgqcg80mNbnl1npdpL8M/GmlXdukB025u2aws5GW0t2MAdYo9pHmRgOCQyqN5Y7BgV6P4b/AORV0n/ryh/9AFRSeEvDkujx6TL4f0t9NifzI7JrKMwo/PzBMbQeTzjuauaZpOnaLZiz0bT7XT7YMWEFrCsSAnqdqgDNUuvy/D/hyX0+f4luuP8AiHo0Ot6O0A0vR9Uu0t5mjj1WcqsClcNMibGDMp28/LjON6557Cs7VvD2ja+kS67pFhqawkmMXlskwQnqRuBx0qJK6sVF2dzgr2Ky1LRvh3rccl3cySXlksU147bypic7im4oHOeWGSemSAK9OrI1Twl4c1ueObWvD+l6hLGgjSS7so5WVByFBYHA5PHvWrHGkMSRQoscaKFRFGAoHQAdhVt3v5tv8v8AIlK1vJJf1946iiikMCcKSBn2HeuR0jxpfXfxAuPCuraKllOunjUYpYLzzx5Zk2BZBsXY/fALDrhjjJ61txU7CA2OCRkA/SuC8PeCNR0/4iS+IXt9L0W1a0ME1no8jlNQlLlvPmUogVhk4Hzn5j83HIvi12/4H+f9bg/h/ruv0O+ooooARtwU7AC2OATgE/WuC1jx/rfhq98vXvD1gYUsp76dtO1V55IoowOSr28Y+Ziqj5h3PQGu+rmrLQb+LUPEOq6hFZXt7qB8i1gaRhEtqikRxOxQkbmZ2bCnl8fNgUhkug+Ir6+1i60jW9Ot7DUILeK7VbW8NzG8UhZQdxRCGDIwI246YJzx0Fcf4N8GjQdW1HVpNM0nSJLyOOCPT9HX9xEiZJYtsTe7FuTsGAqjnGT2FUyV/X9epl+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rlrr4kSWnhe31dx4bmW4v1s1mt/EG+zjyhYtJceQNpGMbdp6jnmuh8YaFN4g8OtaWjxJdQ3EN1b+dnyzJFIsiq2ASFJXBODjOcHpWNp2k+LNLvtT1eGz0SW81a5WS4sTfSpFEiRKilZvJJZjtycxjqBn5fmnv/AF2/PX0KOo0e9fUtHtr2X7IWnQPmyuftEJB6FJNq7gRg52irtYfhDQpvD3h8Wd1JFJcS3E11MIAREjyyNIyID/CC2B0zjOBnFblU9yUYnifV9T0XTXvNM021vI4IZJ7h7u++ypGiDPUI5LHnHAHByw4zgax8R3skjl0/S4ZkGlR6rKl7e/ZZmic4CRJsbzJAcAjKgF0Gfm41fGWjXmtW0MFtomhaxEodtmryNH5EmAEkRhHJyAW7KeRhhXMap4B8R3FrDbvc2WtyJpkFrDf6jdyxTafcoGDXUQVHJdiynO5G+QAsR0lf1+P/AAP8+1af16r/AIP+R6VG/mRq+1l3AHawwR7GnVFbRPBaQxSytPJGiq0rDBcgYLH69alqna+hKvbU5C88ewp40Ph2xfSPPiljimGoaqLaV2cBtsMQRzKQrAn7oyQATzhln47uLrU7V20hE0W91GXTba++15leVN43NDsACFo3AIcn7p2jPFLWPBGrXepata2Z08aVrV/bX9xcSyuLi3eLywypGEKtnyVwxddpY8HHMun+DtYtrqx02Z7L+xNO1SXUoZ0mc3Eu5pHWJo9gVQrSn5t7ZCD5RnhR6X+f4X/W3ccutv63/wCBfsd1RRSHO07cA44yKAOWsvFeqvrd1pOo6DFDerYfb7aC1vxMzruKhJCURY3JxjBZT82G+XmzoPiK/v8AXdR0bWtMt7G+sYYbj/RLw3MTxylwPmMaEMDG2QV9CCe2HpnhjxFYazeavZ6d4f0m5aylT7NYTyeRqF07BhNOBEu3aVPZ2xI3zeul4K0rXtKF0fEVpp5urs+dc39vqEk8lxLwMbGgjCIBwqgnAGOSSS1/X3v9P+G7D6/12/r/AIY6uqupSX8Vi7aRbW11dAjbFdXDQIRnnLqjkcf7J/CrVQ3huRYzmwWJrry28lZmKoXx8u4gEgZxkgGpew1ucJL8TLrTo9RGuaZplm9tex2EEy6sTbSzmMyOHleFPLVFALNtbk4AJ4rsNA1N9Y0SC/kNg3nZKtp159qgYZIBWXYm7p/d4PFcufBN/Y+HvD/9nyWt3rOkXhv5muXaKO8mkR1nJYKxXJlZgdpxgDHpt+D9DudC0eePUGg+1Xl5PezJbEmKJpXLbEJAJAz1IGTk4GcVXdP+tvz1+4l9Lf1v/wAD7zermPGHjW18KyWVs76el1e72jOpX4s7dETG5nlKtjllAAUkk9gCR09cx4j0TVJfEWna9oEVjc3drbT2klvfztDG0cuxtwdUc5DRrxt5BPIqXf8Ar+u5SsZ+o+Pr2zF01ro9peR6XpsepalJHqOFEThiPs58v998sbnLeWDxzycdpDKk8CSxHKSKGU+oIyK82vvhpPdeFNN8Nvpeg3Qt7IWza3cruubXJJfyIjEcYB+U+YMHBwcc+kwQpbW8cEQxHGgRRnOABgVWmvr/AF+hPb+u3/BH1zWseJtQ0bXbKG40mE6XeXkdlHdfbf37SOpIKwhCCoPBJcMAGO3A56WuK17wvqur+Kre8t7HRrTyLmF01uKR1v1gQhmg2iPkMdyn94F2ucqehS+JDezLGo+JvEema9ptjPoWlyRale/Z4Wh1aRphGAWaUxm3AAVBkjf1wMnIrrawYdEu5fHVxreovC1vBara6bEhJaMMd0ztkABmIReM8J15IreoW39f1/w4PcQkKpLHAAySe1cZ4c8ev4skuToKaHPGsDS28Laz/pR5AQzQrE3lK3XO5iARlckgdjLEs0LxP911KnHoRXDeF/BusaZqOhDUzp6Wnh2xlsrSS1ld5btW2qGkBRRHhUBKgvljnIxyLfX+t/8AgA9jU0TxHrV74tu9E1XR7C2FpapPLcWWpPcBGdsJGQ0EeCQrNwTgAeorqKwfCmiXek2d3cau8Muq6jdPdXckBJQEnCIpIBKpGqKMgdM45reo6IOrKupT3lvYPJplmt7dZAjheYRKSSBlnwcKOpwCcDgE8VyCeP795f7M/sOAa7/abaaLf7efsu5YBOW8/wArdjyz08vO7jGPmrpvEY1xtAuV8KmyXVGAWB75mWJMnljtVjkDOBjGcZ4rmLbw3qieEzpN94U8Pal+/wDNeLUNVkuFuHOS80jNaf6zdjjbjk4KgAUu/wDXYf8AX4HSeG9c/t/SDdPb/ZZ4p5bW4gEnmCOWJyjgNgblypIOASCMgdK1qwfBnhtfCvhmLTd0LSGSSeX7PH5cSu7lisafwoudqj0AreqmIwPGXikeE9Ce8jtDf3bBvItFk2GXapdyWwdqqqsxOD09SKoa14q1rTfDg1600jTJdOWxW6kNzqkkMgJXOxVW3cN1AHIyT0FL4w8EzeI2u7ux1u+0+8k02WxjjjEBhYPkndvidl3HaGKEEhV9BTX8J6lNpPhrR7y+S7sNPdJtReYjzLhohmKMBUVSgk2sScHEajnJNSru9/L9b/o/wG9Gref6f8FHTadPc3Ol2s99ai0uZYVea3Em/wApyASm7Azg8ZwOlWaKKp7krY5A+OHf4gz+GYk0aMwPGpF1q/lXUwaMOWit/KO/AJ/iHQ9KZZ+O7i61O1dtIRNFvdRl022vvteZXlTeNzQ7AAhaNwCHJ+6dozxJr+jeIfEVxHp13DpcGlRX8N0t7HcSG42xSCRVERj2qxKhS4k6ZOOcVT0/wdrFtdWOmzPZf2Jp2qS6lDOkzm4l3NI6xNHsCqFaU/NvbIQfKM8KPS/9LT8d/wCrDl1t/W/62/q53VB6UUyfzTbyfZigm2nyzICVDY4yBzjNJ7AjjfCPjm88X2N1PYW+gtLFDuS1h1syyo5JCrOog/dZwefmPHQ1d0TxHrV74tu9E1XR7C2FpapPLcWWpPcBGdsJGQ0EeCQrNwTgAeopmnaPrl94vtte8QwabYvZWUlrFDYXLz+cZGRmZ3aOPAHljC4bkk5q74U0S70mzu7jV3hl1XUbp7q7kgJKAk4RFJAJVI1RRkDpnHNUvP8Ar+t/wB63t/X9bG9WX4k1+18MeH7jVb7mOHaoXcF3OzBVG4kAZZhyeB1PStSsPxhoU3iDw61paPEl1DcQ3Vv52fLMkUiyKrYBIUlcE4OM5welSxoxIfHt3c2FgbG10TUb3U7xrW0Gn60Z7XKRmRjJOIQVIVW+UIx6epI6Hw3rn9v6Qbp7f7LPFPLa3EAk8wRyxOUcBsDcuVJBwCQRkDpXM/8ACKapNDrF3qugeHdWudXvI5pNNurljawrHEEVt7QMXfjJPlr1x253vBnhtfCvhmLTd0LSGSSeX7PH5cSu7lisafwoudqj0Aql5/1t/wAEnt/Xf/gG9WRr2oazYxK2h6TbX5CPJK11ffZkQLjABCOSx7fKBwcsOAdeuV8b6Z4j1iG2sdDSwk02Ut/aUdxeyW0k6cYjV0ik2qedxwCRwCM5qZXtoUrdSpe+NtVXwfB4p0zR9Pk0mTT0vSb3U5IJhuXdsCLBICeQB83JPSus06e5udLtZ761Fpcywq81uJN/lOQCU3YGcHjOB0rA1HQtT1uHQbS9gsLLT7WcXGoWkEzSq/l8wxISi5TeFY5C/cAwcmuoq3a7t3/r+vIlXsv6/r/ghRRRUjCiobu4+yWM9z5Us3kxtJ5UKbnfAzhR3J6AV4V4HvHm+PNlqOrW+oxatq+jzzXcdxp9xF5DmVdkQ3oPkSNVTf8AdLA85bkjrLl/rZv9AekeY97ooooAKKQkBSWOABySeleX6Vp+m6T46u4JLLTdLsNS0SV0GnXRaO8iWQZuLibCMHIkXDYb7znzCcUbu39bXDpc9RorgfAFouj+LPEelnTrHSJNlrcjTtKIa0hVldQwbahMjFDu+ReAn3uTXfUxBRXJ/Eu4u4PBMq2MvkNcXVrbyzHdiOKSdEcnaQcbWIOCDgnBHWuQtvDU+om80Oz0fwzNFoWqo91ZW9sbGx1JXtsgSIBLh0ZlbBDg7V6cESuv9dv8xnrdFcd8LZJZfBCs6Rx2/wBtuhaJDIXiWATPsWNiATGBwpwPlC4AGBXY1T0AKK4/4h6NDrejtANL0fVLtLeZo49VnKrApXDTImxgzKdvPy4zjeueeb13T/D/AIh+Hvh9xpdnqeta9a29jYX2p2MUlyFZNzysSGwUjEj8EjPrmlq1p5fjcf8AwfwPVKKradYW+laXa6fYxiK2tIVhhQfwooAA/IVZpu19CVe2oUV5v40srW28V6Zrsdjp6CHVrWK41WCbzL9XYiMW4QqAsZ3puAf7rMdhJzWLZa1Hf/FzQdX1Gz1e3vrv7XAlvPpN1GLaEKojTLRgEkku7AlQWwTgAlLX+v6/r5Den9ev+R7FRRTJZI4YXlmdY40Us7ucBQOpJ7ChgPorzPwp4eg8J+JovDRg0i5/tLTJpTqWl2RsrtUV1H72RZGZt3mcOpUgp07jb+G1rDZabrdtaoI4otcvFRQc4G/1PX6mha/df7nYHp99vwudjRRXJ/Eu4u4PBMq2MvkNcXVrbyzHdiOKSdEcnaQcbWIOCDgnBHWgZ1lFeMT2sO8+EYtI8PPcW+uxqttZ6eLbT9R/0UyslxHufaVXJzmQ7ljO0gEDufhmYk8Gi2iUxPa3lzDNCoAigkErbo4sEjylJwvPQDIByA1Z/wBen+Ynpb+u/wDkddRRXm3xb1DztLutFurXUhp39ny3c89tp888czgMI4S8aMqjcN7FiOFUdGOIlLlVyox5nY9JoryrXdO0DXvAGhAaHYXOt6zBBptlPf6avnxDb87/ALxNwCIJHHGOBjqM+madYW+laXa6fYxiK2tIVhhQfwooAA/IVpKNm12dv6/AzTuk+6v/AF+JZooryDXZbgeLtd13UrTRtRTSNWsrS2s9RsjLOkbrDg28hfEbFpGYYRixXBPAxK1lb+ui/Urpc9forz+PRdJvviXa3Xhiyhim0y4ml1jVYhlpndGUWrSdZDlgxUkhAijjIA9Ao6XDrYKKQkBSWOABySeleUW+j2Nr4s1DTVh0zQ7XXNCmjt5NOl8+O6XzAouLh2CFpP3ybfvZ3P8AvCSKWuy/rRsenX+tT1iiuE8BWaeHde1XwylhoqPaW1tcPeaPp/2MSb96hJU3N842Fs7uQ/Qd+7qnboSr9QorM8Q21ve6FPa3dva3STbUW2vJjFDO+4bY3YBuGbAI2tnOMHOK8wsL06douoeFzY3lrBLrE8V+ujWM1zb2EJRJDBB5KFvnEijJVMFpTgYAM33/AK7f5lHsVFcV8IrmC4+F+krbRzRpAjRbZbd4ujH7oYDIwRyMjt2NdrVPRkoKK89+IlkdY8RaTp9tYafq91HZ3dx/Z+rxg2jIPLXzc84kVmUL8p4ZwSmQ1cfbQ6Nrmg6pc6k0t3DpfhS2m0qfUcebb/LNumQ5IWTfGo3q2flXBxgmb+65f11/y/qxdrtL+un+Z7lRVTSXnk0Wye8BFw1vGZQ3UPtGf1q3VSVm0RF8yTCivINdluB4u13XdStNG1FNI1aytLaz1GyMs6RusODbyF8RsWkZhhGLFcE8DBoktxH4ps9d1S00a+ur/wAQ3enAzWRN/aBWlCbJi5wioi/IEA2sTnJJKjrbz/4FvzXoOWib/rr/AJHr9FFRzyLDbySyMVRELMVGSAB2FJuyuNK7sSUV8+qJdE8OSX9rBHY3GoeGrqeyv9PUJcXyfI7T3eCSJlQqQQXG5nO4Eha9I8MaXpmhfEG7sPDVtBaac2jW880FqAsfmGRwjkA43MoOWxkhRknFVbWz/rf/ACE9rr+tv8zuqKKw/GOjReIvDM+jTXVvam8eNUa5iEqOyuH2lNy7wQhBGRxmpY0blFeZWDeHLfw7q2l+JtF0Z7TR9V8hLfTLHy7bUJ2jVlVbbLBpPn27CW+Zd2Rj5es8CaPdaD4OtLG9QQyB5ZRbK25bVHkZ1hB6EIrBeOPl44xVf8D8RHQ0UVxfjzwxB4juLO5a40RpNKhmla11mwF5CyuB85XzFK42H5ue/FTJ2VxpXZ2lFeReKWtNc+Hdj4kj0TTLWS30y3u5ZjNm60mIEOv2WPaF3EBgp3x52rnOMD1uNxJGrjOGAIyMGqatdE32HUUUUhhVc6dZNqS6i1nbm+SIwrdGJfNWMnJQPjO3POOlWCcAmuT8CeKtX8Y6Nbazc6NZafpt3GzwmPUXmmyH24ZDCqgcE5DHtxzwLVgdZRRRQAVlWPhbw/pi3S6boWm2a3i7bkW9nHGJxzw+B8w5PX1Najbgp2AFscAnAJ+tcefFPia38SW2j3nhzTZJZ7aa5IsdXeVkVBxkPbxgbnKqPm7k9jR1sB0ek6HpOg272+h6XZabC7b3js7dIVZsYyQoAJwBzV6uf8O+IrvVdT1TTNVsLezvtMaLzRaXZuYiJE3L85RCG65UrwCpyc10FMRFc20F7ay215BHcW8yFJIpUDI6kYIIPBB9Ky38H+GpNJj0qTw7pL6dFIZY7NrGMwo5zlgm3APJ5x3q/qU95b2DyaZZre3WQI4XmESkkgZZ8HCjqcAnA4BPFcgnj+/eX+zP7DgGu/2m2mi3+3n7LuWATlvP8rdjyz08vO7jGPmpbv8Ar+uo+lzt440hiSKFFjjRQqIowFA6ADsKdWT4b1z+39IN09v9lninltbiASeYI5YnKOA2BuXKkg4BIIyB0rWpsPIztW8PaNr6RLrukWGprCSYxeWyTBCepG4HHSrTWNo91BcvawtPbKyQSmMFolbG4KeoBwM464FY/jLxSPCehPeR2hv7tg3kWiybDLtUu5LYO1VVWYnB6epFY+q/Ei3sbjT7OD+yYb27s4rx11bVhZRIsmQqK+xy7khuAvRckjIBS10X9XB6as7eikXJUbgA2OQDkA0tAGa/h3RJNbXWZNH09tUX7t81qhnHGOJMbunHXpV2S0t5bqG5lt4nngDCKVkBaMN97aeozgZx1rlT44d/iDP4ZiTRozA8akXWr+VdTBow5aK38o78An+IdD0p2o+JvEema9ptjPoWlyRale/Z4Wh1aRphGAWaUxm3AAVBkjf1wMnIoWtrA9NzraRlV1KuAysMEEZBFLQelJ7agZNh4V8PaXaXVrpmg6ZZ294uy5ht7OONJ1wRhwAAwwSMH1NO0nwvoGgSyS6Foem6ZJKu2R7O0jhLj0JUDIrA8HePJvFlndXUVrpUgghMn2TTtXFzdq2ThJI2jRYycHq+M/nWx4V8QTeIrG8murAWEtrezWjwibzeYzjOQB19BnHqetNav5fhsD0+/wDE26iubaC9tZba8gjuLeZCkkUqBkdSMEEHgg+lS1W1HULbStNuL++k8u3t4zJI3oAO3qfbvSdrajW+hSPhTw6dFGjnQNLOmK/mCyNnH5IbOd2zG3Oe+Kv2Vla6dZxWen20NpbQrtjggjCIg9Ao4Ari7X4iXlz4fhu20SK0v7jVm0tLW7vvLijkAJBklEZ2k42gBWy5VRnOa6TwxrjeIdBj1CS1Fs5kkiZEl82NijlNyPgb0O3IbAyCOKrpf+tv8hf1+f8AkzXpk0MVzBJBcRpLFIpR43UMrqRggg9QR2p9cp4z8af8IpeaZbbdKT7f5p8/VtT+wwpsC8b/AC3yTu4GB0qXbqNX6HRf2dZCa2mFnb+baIY7d/KXdCpABVDj5QQBkD0FWa4zWfHN7plxfJa6PBdppGnx6hqb/btmyNgxxAPLPmnEb/e8sHA55OOwhlSeBJYjlJFDKfUEZFVqT/X9fePqhPoOj3WsQ6tc6VYzalbjbDeSWyNNGOeFcjcOp6Huav1y+u+NBpHirS9Ft7A3hu544rmcS7FtPM3eXkYO5m2MdvHC5z0yuqQ+jZdj8F+FodUGpQ+GtHjvxL5wulsIhKJM5379ud2ec5zW3XMS+J9UsvE+n2GqaJDb2Op3Mlta3CX3mTbkRnBeIIAqsqMQQ7EcZAycdPR0DqFZFt4S8OWUN5DZ+H9Lt4r5dl2kVlGq3C88OAPmHJ656mtZtwU7AC2OATgE/WuObxP4qi8SWuizeHdHa5ubaW4Bg1qVxEqAAF82owGcquRk9Tg4NHWwdDpdL0bS9DtDa6Jptpp1uWLmG0gWJCx6nCgDPA59qu1y+ieI9avfFt3omq6PYWwtLVJ5biy1J7gIzthIyGgjwSFZuCcAD1FdRT8w8ivfWFnqllJZ6laQXlrKMSQXEYkRxnOCpyDzTdO0yw0exSy0mxtrG1QkpBbQrGi5OThVAAyeaq+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rK0vxHrWuaH9u0W18N6hJ55jP2TX3lg2gZJ81bY/Nk/d29Oc9qXewdjpLW0t7G1S2soIreCMYSKFAir9AOBUtYHg/xBeeJNJnvb7T4LIJdSwRG3umnjnVDtMisY0OCwYD5ecZ71v0AZ+raBo2vxRx67pNjqaREtGt5bJMEJ6kBgcUl34e0W/ks3v8ASLC5exINo01sjm3xjGwkfL0HTHQVDr2oazYxK2h6TbX5CPJK11ffZkQLjABCOSx7fKBwcsOAcG98baqvg+DxTpmj6fJpMmnpek3upyQTDcu7YEWCQE8gD5uSelLZN9v6/Qduh2tFVtOnubnS7We+tRaXMsKvNbiTf5TkAlN2BnB4zgdKs1TVnYlO6uUJ9B0e61iHVrnSrGbUrcbYbyS2Rpoxzwrkbh1PQ9zRHoOjxa1JrEWlWKanKu2S9W2QTOMAYMmNxGAO/YVz58cO/wAQZ/DMSaNGYHjUi61fyrqYNGHLRW/lHfgE/wAQ6HpRpnj2HWfF8uj6a+kGKCaSBxNqoW8Zo8h2S2CElAwIyWXOCcYxlLXYb038v+AdfRRQThSQM+w70AZmneGtC0e4nuNJ0XTrGa5GJ5La0SNpec/MVAJ555qXStD0nQrd4NE0yz02GR97x2dukSs2MZIUAE4A5rmpfHGo6XfXFv4h0BbYjTJ9St1s7z7TI6QldyOuxQr/ADrjaXXOfm45u+FfFVzr17c2t5ZWcTQ28Fyk+nX/ANsgdJQxUb/LTDYUHGCNrKQeaFtp/W/+TB6b/wBbf5o6aqupaXYaxYvZavY21/auQWguoVlRiDkZVgQcHmrVVdSnvLeweTTLNb26yBHC8wiUkkDLPg4UdTgE4HAJ4oApT+EvDlzpMGl3Ph/S5tPtmLQWkllG0UR55VCMA8noO5q3pej6Zoln9k0XTrTTrbcX8m0gWJNx6naoAzx1rkz8QLxLaW3n0i1h1aPV10oxPqBFoJGiEqt9o8rIBUgAeXkuQuOc10PhjXG8Q6DHqElqLZzJJEyJL5sbFHKbkfA3oduQ2BkEcU9d/wCu/wDkD00/rr/kzXrN1Xw3oeuyQya3o2n6k8GfJa8tUlMecZ2lgcdB09K0q5Txn40/4RS80y226Un2/wA0+fq2p/YYU2BeN/lvkndwMDpU3sPc2b7w5omqX9vfano2n3l3bY8i4uLVJJIsHI2sQSuDzx3rSrl/EninU/DunpqTaRaz6fFHE93MNQ2sC7hdkK+WfNIzxuMe7Kgck46imSFFFFAxGBKEKQGxwSMgfhXnvhv4f3el/Eb/AISIWOi6FaRWDWhs9FBAvWL7vNlHloFxgYX5z/tcc+h0ULR3B6qwUUUUAFczZ6FqcN/4h1e4aym1K/8A3Nir7miit0U+VG/APLM7Nju+BnArpqKAOS8G+Gb3Q9R1G5mstN0ezuUiSDSdJlZ7eJl3bpeY4wHfcAcIOEGSe3W0UU73AzPEY1xtAuV8KmyXVGAWB75mWJMnljtVjkDOBjGcZ4rmLbw3qieEzpN94U8Pal+/814tQ1WS4W4c5LzSM1p/rN2ONuOTgqABXdUVNgMHwZ4bXwr4Zi03dC0hkknl+zx+XEru5YrGn8KLnao9AK3qKKpu4HJeMPBM3iNru7sdbvtPvJNNlsY44xAYWD5J3b4nZdx2hihBIVfQVh3PgHXreynt7C5sdRbU9Ej0m+n1KQoYdm8CRFjixIAJWG07M7Vy2STXpNFTZWt/XX/Nju73/rp/kiCxtRY6fb2iu0ggiWMO3VtoAyfyqeiiqbbd2SkkrI5HX9G8Q+IriPTruHS4NKiv4bpb2O4kNxtikEiqIjHtViVClxJ0ycc4rQh0S7l8dXGt6i8LW8FqtrpsSElowx3TO2QAGYhF4zwnXkit6iktP68rfkN6/wBfMKZP5pt5PsxQTbT5ZkBKhscZA5xmn0UAchbaR4iu/E0XiDV7TSra6sdPmtrW2tL2SRbh5CrEyStCpRQY1AAV/vE9sGXwTpev6SdUTXbXTYo7y+mvY2s76SYgyNnYQ0KcD+9nn0FdVRRs/wCurv8AmHS39dgrI8R+H18R2VvbvqF5YG3uUuUktRESWTJUESI6kA4bkdVU9q16KAPNI/h74gtLCaKTUoddil1ia9m07UpFigu4XVgBI0cH3tzK5UqyEqMAda63wbo17oPh5bPUpo2k86SRIYZGkjtY2YlIUZgGKoMAEgewAwK3qKForfL+vuB6v+v66hWJrx8RkmLQrLSbuCaFkf7fcyQmNjxnCxuHXB+6dvTqc8bdFJpPRjTsecar8NpLzwxpnhtdM0S7itbCOy/ty+G67tgOGMMRiIBx90+aNpIODt59EghS2t44IhiONAijOcADAp9FVd6+YgrgdY+HF7c6nBd6V4m1GFW1kalcRSrbEKdpGUJgLEgbVUOxAUY7Cu+opdU/63v+gdGji7HSvFh8byatrVlpF1ArtDZPHqUqmztieSsJgw0rYG4lx0AGBnPaUUUdLB1uFYOiaJd23iDWdZ1Z4ZLq9lWK2ERJENrGP3aZIHJYu7dstjJwDW9RQHQwfCmiXek2d3cau8Muq6jdPdXckBJQEnCIpIBKpGqKMgdM45reoooAw/GGhTeIPDrWlo8SXUNxDdW/nZ8syRSLIqtgEhSVwTg4znB6VjQ+HfEsem+JryCXTrDXNcdfKWGV5IbQLGsQfeUUu+0FvugZCjoM12tFKys1/XT/ACQ76plTSdMttF0e00ywTy7a0hWGNfRVGPzq3RRVNtu7JSsrHK+N9M8R6xDbWOhpYSabKW/tKO4vZLaSdOMRq6RSbVPO44BI4BGc07UdC1PW4dBtL2CwstPtZxcahaQTNKr+XzDEhKLlN4VjkL9wDBya6iiktB7hRRRQByOv6N4h8RXEenXcOlwaVFfw3S3sdxIbjbFIJFURGParEqFLiTpk45xWdZ+CNWg1SytGOnro2n6zNq0Nysrm5cyGRvKKbAqgNKwL7zlQBgZ47+ihaf16f5IHrp/XX/NhSNuCnYAWxwCcAmlooA86tfDnje4t9ZfVf7KttX1O2khXVrPUpmNqMHy44ojAuxATyQ+7JLZJwBq+D/DOoaLrF9eXFpp2kWlxDGi6bply80TSgktOxaOMB2BAOFyduSTxjsKKFp/X9f1ruD1/r+v602CszxGNcbQLlfCpsl1RgFge+ZliTJ5Y7VY5AzgYxnGeK06KT1A87PhHX38P2di+maS0dvdtPd2Vxqss0erb0cOZ5Dbg53sr7djKcYwMDHTeDdGvdB8PLZ6lNG0nnSSJDDI0kdrGzEpCjMAxVBgAkD2AGBW9RTEFYmvHxGSYtCstJu4JoWR/t9zJCY2PGcLG4dcH7p29Opzxt0Umk9GUnY841PwBqZ8N6ZoOnW2j3JsLCO1tdbuneK8sJBw0sIVG7BSoDpgjBJHI9FRSkaqzFiAAWPU+9Ooqm29ybBRRRSGQXskkOn3EsC7pUiZkX1IHArxX4TajLBq3hiS7s9IvrrxJp11dTalFaFb+N0cF/OmLtvUk4xhcEKMcV7jWfp/h/RtJvLm70rSbGyubo7ria2tkjeY5JyzKAW5JPPrRHSV/66/5r7geqt/XT+vmaFFFFAFfULv7BptzdiCa4+zxNL5MCF5JNoJ2qo6scYA9a8k8M31ncfETUpdZW+S71XQy9+11Y3VpHEfMb935kkalI0QBQ/AJBI+Y4r2Oq02nWVxLLLcWdvLJNCbeR3iVi8Rz8hJHK8njpzSt71/X8mv1/AfS39bpnFeALRdH8WeI9LOnWOkSbLW5GnaUQ1pCrK6hg21CZGKHd8i8BPvcmu+qjpOh6ToNu9voel2Wmwu2947O3SFWbGMkKACcAc1eqmSjD8Y6NF4i8Mz6NNdW9qbx41RrmISo7K4faU3LvBCEEZHGa5LTIvDcXhbxBaeKfD/h19P8N3jtI1ppiJayMIlcusLbtsgD7CMk5HXnA7/UtLsNYsXstXsba/tXILQXUKyoxByMqwIODzUUehaRFpKaVFpdkmnIQUs1t0EKkNuGExgYbnp15qbb+f8AwCr7GJ8OfDieHPCMamxt7C6v5Wvrq3to1SOKSTnYqqAAFUKvH92uqooqm7slaHH/ABD0aHW9HaAaXo+qXaW8zRx6rOVWBSuGmRNjBmU7eflxnG9c88JIuleI9L1bUNZaS7Sx8JWl1pdxqCgSwbklLTrzhZS6JllbOVXn19a1bw9o2vpEuu6RYamsJJjF5bJMEJ6kbgcdKW+0DR9TntZtS0mxvJbJt1rJcWySNAeDlCR8p4HT0FTbRrv/AMH/AD/rpV9U+3+af6f11l0l55NFsnvARcNbxmUN1D7Rn9at0UVUndtkxVkkef8AibRdJ1jxpZwaNZQv4hhvLe8vdUUbpLCBCDsMh5XzFUoIxwQzMRjJMWo+FPDepfE/TrXTtB0qGbTT/a+o3UNnGkpkJIgUuBnLOHc8/wDLMZ611V54L8LahqL6hf8AhrR7q9dgz3M9hE8jEcAliuSRgflWrDZ2tvcz3EFtDFPckNPKkYDSkDALEctgAAZ7Uo6W+/8Ar7l9w3rf+v66k1Iyq6lXAZWGCCMgilooA8X8U+H9HguvEuqeEtH0/Sh4Z0uWIXOm2iQyfapY8uQyAH93CR9DIe4rrvDGl6ZoXxBu7Dw1bQWmnNo1vPNBagLH5hkcI5AONzKDlsZIUZJxXZ29jaWiSpaWsMCTSNLIsUYUO7HLMcdST1PeoNK0PSdCt3g0TTLPTYZH3vHZ26RKzYxkhQATgDmhaW/rv/noEtf69P8AL8S9WZ4htre90Ke1u7e1ukm2otteTGKGd9w2xuwDcM2ARtbOcYOcVp1XvrCz1Syks9StILy1lGJILiMSI4znBU5B5pMa3PJbC9OnaLqHhc2N5awS6xPFfro1jNc29hCUSQwQeShb5xIoyVTBaU4GAD1vwiuYLj4X6SttHNGkCNFtlt3i6MfuhgMjBHIyO3Y11enaZYaPYpZaTY21jaoSUgtoVjRcnJwqgAZPNS2tpb2NqltZQRW8EYwkUKBFX6AcCq/4H4E/8H8WS15/49tLrWvF+iaLu04WMlnd3Tx6raNc200sZiChow6BiFZyMnA64JAx6BVHVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71LX9f195SZ5y32TV/D/wAPNdWwispn1C1jjt7d2FvCuyT/AFUedqg9iBkrgZIAr1SsfUvCPhvWZo5dY8PaVfyRRiKN7qyjlKIOigspwOTx71rRxpDEkUKLHGihURRgKB0AHYVXf1v+X+RPVelvz/zHV5v40srW28V6Zrsdjp6CHVrWK41WCbzL9XYiMW4QqAsZ3puAf7rMdhJzXpFZr+HdEk1tdZk0fT21Rfu3zWqGccY4kxu6cdelJfEmPo13PL7LWo7/AOLmg6vqNnq9vfXf2uBLefSbqMW0IVRGmWjAJJJd2BKgtgnABPsVRSWlvLdQ3MtvE88AYRSsgLRhvvbT1GcDOOtS0LRWDrcZLJHDC8szrHGilndzgKB1JPYV5NYRP8L7xrGw0nS9Zu7jTJLiG50nSWiu22yoo8/Y0jSoxkB3KARsb5T29bZVdSrgMrDBBGQRWfpHh3RNAWUaDo9hpgmIMosrVId+OmdoGcZPX1pW1uPocF8LZbSHxV4ptIDqMs0j29xNcXmnT25lkMQ8xm8xBtJYkhTzt6ZAzXp1RR2lvDcTTw28Uc1wQZpFQBpCBgbj1OBwM1LTJRT1XT9N1PTZbbW7O1vLLG+SK7iWSP5eckMCOMZrx2HQYJNN0+70Ow03SrHxdrQBi+xAWxs0hlNukkSFNwcqHK7hkvg5HFe1XFvDd20ttdwxzwTIUkikUMrqRgqQeCCO1V7zSNN1HTDpuoafa3ViQqm1nhV4sLjA2EY4wMccYpdf6/roV0t/WxhfDy4SXwxLbxWOnWS2N9cWm3S4PJtpDHIQXRMnbnuMnnPJrqahtLO20+zitLC3itbaFQkUMKBERR0AUcAfSpqpko4vx54Yg8R3FnctcaI0mlQzSta6zYC8hZXA+cr5ilcbD83Pfiud1mHRvGfhDR1ttDt18S6vpkRsItu46TH189Tx5SITkMu0sQq8nAHomq+G9D12SGTW9G0/Ungz5LXlqkpjzjO0sDjoOnpUOqeEPDWt3Yuta8PaVqNwECCa7so5XCjoMspOOTx71K0/r1KuayKUjVWYsQACx6n3p1Mhhit4I4beNIoo1CJGihVRQMAADoAO1PqnuStEeO+JIbeTxlqetyWsE9nY6zZQT6k0YF/ZOBF+6tyTzExePd90/PLhZNwIk0e0thJoWuLEn/CR3fie6t7u5xieSMPOrRMc5KKiLheQAinHevTJvDeh3Gspq9xo2ny6nHjZevao0y44GHI3DH1p8WhaTDrMurw6XZR6nMuyS9S3QTOvHBfG4jgcZ7ClHRLy/wCB+Dt/w45a3/rv+V/+GL9Iyq6lXAZWGCCMgilooA8rl8GeF9U8Yasuk6ZpGi2mk2Umnm7trOKL/TLlNpyVA3bI3UYz1lI6itnwFZp4d17VfDKWGio9pbW1w95o+n/YxJv3qElTc3zjYWzu5D9B3686RprWNzZtp1qbW7Z2uIDAuyYv98uuMMW75696TS9G0vQ7Q2uiabaadbli5htIFiQsepwoAzwOfahafd/n+r/QHr/Xp/kXa5P4l3F3B4JlWxl8hri6tbeWY7sRxSTojk7SDjaxBwQcE4I611lRXNtBe2stteQR3FvMhSSKVAyOpGCCDwQfSkxrQ8stfDNtrcWoeExb+FrKbSNVjuALbRh9kvf3AJD23m5LL5gz85/hPGa7P4f3yX3g+DyrGyskt557UJp8fl2z+XKyeZEv8KMVLAc4z1PU3JPB3hiXSotLl8OaS+nwyGSK0axiMSOc5YJtwDyeQO9asEENrbx29rEkMMShI441CqigYAAHAAHaqW39dkrk9v67klcX488MQeI7izuWuNEaTSoZpWtdZsBeQsrgfOV8xSuNh+bnvxXaVm6r4b0PXZIZNb0bT9SeDPkteWqSmPOM7SwOOg6elS1cpOx53rMOjeM/CGjrbaHbr4l1fTIjYRbdx0mPr56njykQnIZdpYhV5OAPVEUpGqsxYgAFj1PvWTqnhDw1rd2LrWvD2lajcBAgmu7KOVwo6DLKTjk8e9asMMVvBHDbxpFFGoRI0UKqKBgAAdAB2qm739SbbD6KKKQxG3BTsALY4BOAT9a43S/GWs3HxC/4RXU9DsYZEsfts9zZam9wsKltqKwaCPljnoegzXZ1yPgzwne6LrHiPWtcmt59T1q+8wNbkkRW6DbDHkgHIGc8dT360L4tf6/rf5A9v6/r/hzrqKKKACuV0jxxHq3i7UdKSz8qxs7czx6g8w2zhXKOQuOFDKw3Z52njGDXRahafb9NubMzzW/2iJovOgbbJHuBG5SQcMM5Bx1rz5/hRcy6o8UninU/7IbSo9PEaJaLJtWTcI9otwnl4wMdTkg5HFLXm/rs/wBbD0t/Xdfpc6Lwh4xPiu61VBpzWcVlJH5DvLua4ikXckhXA2ZGDjJ4I+ldPXJ+F/CWpaF4o1vUr7XbnUoL/wAkRLOsIY7EClnEcSAEYwNpxjqM811lMlX6lXUZry3sJJNNtFvLoYEcLzeUrEkDLPg4AzkkAnA4BPFcnF4/up7OK3g0eGTW5dVl0tbVb0m38yNS7v5/l52BAc/u87vlx3rpdetri80S4t7OzsL55QFa11EkQTISN6MQrYyuedrc9jXGWXgfW9Pitb+0XTILuy1R7y00iO4kFnBC8PktAknl5UHJkyIwNxI28lqFu7/1qv8Ag/1Yb20/rR/qdb4a1xtf0t55rX7Hc29xLa3MAlEgSWNirbWwNy8ZBwDgjIHStesXwro9zo+lzDUXie9vLua8uBCSY0eRs7FLYJCjC5IGcZwM4G1R2/rXqHf+vQ5jxh41tfCsllbO+npdXu9ozqV+LO3RExuZ5SrY5ZQAFJJPYAkQ654u1TRNGg1dtJsbnT1hhlup4tTz/rGC7YB5X748gjd5e7coHJOJvEeiapL4i07XtAisbm7tbae0kt7+doY2jl2NuDqjnIaNeNvIJ5Fc3efD3Vl8LaboVna6HcSWdksEGtTM8V1p0pJ3yQBUY4HylQHQ/Lgk9QR8/wCt/wDgDe56XRTUUpGqsxYgAFj1PvTqCVscl4q8S+IvDqtPbaFpd7avPHb2wOrSRzzu5ChRH9nZQck/x4wCSRUh8ah/iBB4bt7AywukglvvOwqTIocxBcfNhWXJyMbgOecW9Q0S71Pxjpl7cvD/AGVpsTyxQgku903yhyMYAVCwHJOXPAwK5+0+HF9pniXQrux8TajNY6a1w8kVyttvYy4JwVgBbcc7ix3dwc5NC6X/AK/rf7hvy/r+tPxO+oPSimT+abeT7MUE20+WZASobHGQOcZpPYEcj4K8dnxbDPcyDRYIIY97pa6v9png5PE0flKI+Af4j0/GrXhDxifFd1qqDTms4rKSPyHeXc1xFIu5JCuBsyMHGTwR9KydQ8Gav4w1H7T4pa10dY7F7NV0e6M7zCSSN33tLCo2/ugNhVgQzZNaPhfwlqWheKNb1K+1251KC/8AJESzrCGOxApZxHEgBGMDacY6jPNNeYPyOsrL8Sa/a+GPD9xqt9zHDtULuC7nZgqjcSAMsw5PA6npWpWH4w0KbxB4da0tHiS6huIbq387PlmSKRZFVsAkKSuCcHGc4PSkxowpPiPDa+F01W8k0CRri7+yWzWWtia1L7SxMlwY1EYADE/KxwBjJIFdRoGpvrGiQX8hsG87JVtOvPtUDDJAKy7E3dP7vB4rjW8Fa7Jqb+JGTS01oaql8litxJ9m2rbm3Kmby924qxbd5fBCjHGa6XwfodzoWjzx6g0H2q8vJ72ZLYkxRNK5bYhIBIGepAycnAziqX9fh/wfuJfS39b/APA+83q5jxh41tfCsllbO+npdXu9ozqV+LO3RExuZ5SrY5ZQAFJJPYAkdPXMeI9E1SXxFp2vaBFY3N3a209pJb387QxtHLsbcHVHOQ0a8beQTyKl3/r+u5SsQ654u1TRNGg1dtJsbnT1hhlup4tTz/rGC7YB5X748gjd5e7coHJOOtrzS8+HurL4W03QrO10O4ks7JYINamZ4rrTpSTvkgCoxwPlKgOh+XBJ6j0lFKRqrMWIABY9T71Tt+JOug6uQPjh3+IM/hmJNGjMDxqRdav5V1MGjDlorfyjvwCf4h0PSuvrkdf0bxD4iuI9Ou4dLg0qK/hulvY7iQ3G2KQSKoiMe1WJUKXEnTJxzikviQ+jF1HxN4j0zXtNsZ9C0uSLUr37PC0OrSNMIwCzSmM24ACoMkb+uBk5FdbWDDol3L46uNb1F4Wt4LVbXTYkJLRhjumdsgAMxCLxnhOvJFb1C2/r+v8Ahwe4jbgp2AFscAnAJ+tcc3irxNbeI7bSLzw3p0s09tNckWGsPK6IgwMiS3jUbnKqMt3J7GuyrmLXRdYtb3xFrWbGbWL391pyyO/kwwRqfKR2C5GXLu2B1bAzgGl1H0JtB8RX9/ruo6NrWmW9jfWMMNx/ol4bmJ45S4HzGNCGBjbIK+hBPboa5TwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6pkoy/Emv2vhjw/carfcxw7VC7gu52YKo3EgDLMOTwOp6VzUnxHhtfC6areSaBI1xd/ZLZrLWxNal9pYmS4MaiMABiflY4AxkkCt3xhoU3iDw61paPEl1DcQ3Vv52fLMkUiyKrYBIUlcE4OM5welcw3grXZNTfxIyaWmtDVUvksVuJPs21bc25UzeXu3FWLbvL4IUY4zUrz/rb/AIP3Ff8AB/X/AIB2Wgam+saJBfyGwbzslW068+1QMMkArLsTd0/u8HitGsHwfodzoWjzx6g0H2q8vJ72ZLYkxRNK5bYhIBIGepAycnAzit6qZKMjXtQ1mxiVtD0m2vyEeSVrq++zIgXGACEclj2+UDg5YcA4N7421VfB8HinTNH0+TSZNPS9JvdTkgmG5d2wIsEgJ5AHzck9Kt+N9M8R6xDbWOhpYSabKW/tKO4vZLaSdOMRq6RSbVPO44BI4BGc07UdC1PW4dBtL2CwstPtZxcahaQTNKr+XzDEhKLlN4VjkL9wDByalar+vO/9eRXX+v6/4c39OnubnS7We+tRaXMsKvNbiTf5TkAlN2BnB4zgdKs0UVT3JWxzWseJtQ0bXbKG40mE6XeXkdlHdfbf37SOpIKwhCCoPBJcMAGO3A5r6j4m8R6Zr2m2M+haXJFqV79nhaHVpGmEYBZpTGbcABUGSN/XAyciq+veF9V1fxVb3lvY6NaeRcwumtxSOt+sCEM0G0R8hjuU/vAu1zlT0OvDol3L46uNb1F4Wt4LVbXTYkJLRhjumdsgAMxCLxnhOvJFKOyv/S0/XQb627G9QelFMn8028n2YoJtp8syAlQ2OMgc4zSewI5HwV47Pi2Ge5kGiwQQx73S11f7TPByeJo/KUR8A/xHp+NWvCHjE+K7rVUGnNZxWUkfkO8u5riKRdySFcDZkYOMngj6Vk6h4M1fxhqP2nxS1ro6x2L2aro90Z3mEkkbvvaWFRt/dAbCrAhmya0fC/hLUtC8Ua3qV9rtzqUF/wCSIlnWEMdiBSziOJACMYG04x1Geaa8wfkdZWN4t1//AIRfwvd6v5MU32coNk0/kp8zqmWfa20DdknB4FbNUtWfVY7MPocNnPcq4zFeTNEjr3G9VYqe+dp6Y75CY0c0vji7l0vSnsrTSNQvtXu3t7QWOrmazOxGdma48oEEBG4CMcgD1I3PDeuf2/pBunt/ss8U8trcQCTzBHLE5RwGwNy5UkHAJBGQOlc2vhLUDpuqy6joegaxdaxqAvJ9Ou7hhaQBY1jXaxgcu+EBLGNclj6c7ngzw2vhXwzFpu6FpDJJPL9nj8uJXdyxWNP4UXO1R6AVXf8ArXT/AIIn5f1v/wAA3qyddvdZsYhNpFjptzAiM9xJf6i9r5YHORthkyMZyTjGO9a1Yfi7SL7X9D/sqylihgu5kjvndiGNtnMqpgcswGznGAxOeADLv0GrdTlk+KjNZ6Wk9po+m6jfWq3bQarrX2aJIndli2yGIs7uF3bdgwOpBwD6IuSo3ABscgHIBrhvE3g/VbrUdTk0CPTGg1nSl0y6W9kdPsyqX2uiqjb/AJZW+QlPurz6dnY2osdPt7RXaQQRLGHbq20AZP5VWjv/AF3/AOB95Oqf9eX63+4nooopDCiq+oSpBpl1LK8kaRwuzPEMuoAJJX39K8F+EMD6f480GW9gSBNU0SeSxurZFWXUl87cZLwBmxIF2kcsMsfmyMAjrLl/rZv9AlpG/wDW6X6n0FRRRQAUUhICkscADkk9K8lSdfBniy8utJ0O2RrvR2ksrXRN92L/AGzIBcXBVA5b96pyFkO0yHexwKOth20PW6K8x+FstpD4q8U2kB1GWaR7e4muLzTp7cyyGIeYzeYg2ksSQp529MgZr06glO4UVh+MdGi8ReGZ9Gmure1N48ao1zEJUdlcPtKbl3ghCCMjjNcdYN4ct/DuraX4m0XRntNH1XyEt9MsfLttQnaNWVVtssGk+fbsJb5l3ZGPlV9/67f5lHptFc94E0e60HwdaWN6ghkDyyi2Vty2qPIzrCD0IRWC8cfLxxiuhqnoyQorj/iHo0Ot6O0A0vR9Uu0t5mjj1WcqsClcNMibGDMp28/LjON6555vXdP8P+Ifh74fcaXZ6nrWvWtvY2F9qdjFJchWTc8rEhsFIxI/BIz65pataeX43K/4P4HqlFVtOsLfStLtdPsYxFbWkKwwoP4UUAAfkKs03a+hKvbUKK868deFfDmu+ItM0j+wdLl1TVZ/tF7dtZxmdbWHaXbzMbgWPlxg5zhjjpWUmgX/AIc8faArWemyXt7q1zI+qwXDm9u7YpKxSZDGP3aBoh/rGAKR4UZGFHW39f1/wGN6X/rv/XzPWqKKQkBSWOABySelAC0V5fpOm6Zpfjq6t57PTtK07UtElkU6ZdFku4UkG64uJsIwfbIMN833nJkNbPgHSbOHVtX1jw/p8WlaDfJDHZWsMIhSfZu3XIjGAofcADgFggJ4Iprb+u9v6/4APR/15f1/w529FFU9V0/TdT02W21uztbyyxvkiu4lkj+XnJDAjjGaluyAuUV4zp1rYWWiy3mmaLPp2n+Lrlnkk0fSpXEGnRjEa7LeMlXlBzkgYEjHOVArsfhFcwXHwv0lbaOaNIEaLbLbvF0Y/dDAZGCORkduxpgdrRRXJ/EK20JfDkuoazoWm6veRDyNPjvrWOYtPKwWNF3A43OVzjtz2pN2Glc6yivML7wbp/hbT/AttBHmaz1W3h3B2Ee4rK0jLHnYpZmbkAHGB0AFen1Xfydvy/zJ7el/z/yCiivNPEWk2+i+Lj4wSLQtWF1qVpa+TPp4e7hfKw4huN52sp+fbs7NyOtLql3H0bPS6K861Hwp4b1L4n6da6doOlQzaaf7X1G6hs40lMhJEClwM5Zw7nn/AJZjPWvRaFtcHvYKKQkBSWOABySeleSpOvgzxZeXWk6HbI13o7SWVrom+7F/tmQC4uCqBy371TkLIdpkO9jgUdbDtoet0V5j8LZbSHxV4ptIDqMs0j29xNcXmnT25lkMQ8xm8xBtJYkhTzt6ZAzXp1BKdworD8Y6NF4i8Mz6NNdW9qbx41RrmISo7K4faU3LvBCEEZHGa5LTIvDcXhbxBaeKfD/h19P8N3jtI1ppiJayMIlcusLbtsgD7CMk5HXnAV9/L+v1Ktsek0Vyvw58OJ4c8IxqbG3sLq/la+ure2jVI4pJOdiqoAAVQq8f3a6qqas7Ep31CiuP+IejQ63o7QDS9H1S7S3maOPVZyqwKVw0yJsYMynbz8uM43rnnBvYrLUtG+HetxyXdzJJeWSxTXjtvKmJzuKbigc55YZJ6ZIApLX70vvdhvRfJv7j06iiigAorzrx14V8Oa74i0zSP7B0uXVNVn+0Xt21nGZ1tYdpdvMxuBY+XGDnOGOOlGoeFPDWo/E7TbTTdA0qCbTT/a+o3UFnGkpckiBS4XOWcO55/wCWYz1oWtv6/rr80D0v/X9f8E9FoopkskcMLyzOscaKWd3OAoHUk9hQwH0V5j4X8NWXhjxJH4Xu9O8P6pDqemTSyXdtpawzPGrqCtxl3Eqvv4PHKng9r/gXw/oh8Wa14i0LSNP0+zQnS7I2VskIkWNv30h2gZzKNoPpHx1oWtv68vzB6f1/XQ7+iiqeq6fpup6bLba3Z2t5ZY3yRXcSyR/LzkhgRxjNJuyAuUV5X4e8OeDIfB+seLtZ8OaOmk3sjX8Fu2nxeXHaxqVhYR7cB2Us/rmTFdV8OfDieHPCMamxt7C6v5Wvrq3to1SOKSTnYqqAAFUKvH92qt3/AK/rUP6/r8DqqKK82+Leoedpd1ot1a6kNO/s+W7nnttPnnjmcBhHCXjRlUbhvYsRwqjoxxEpcquVGPM7HpNFeKeJNKlufBLeKBZ2V9bf2DDDZvqTTW1zpk6hgHtkMRJd3MeMGMsVX5iCCPZbIzGwtzdDE/lL5g9Gxz+taONm12ZmndJ9/wDgf5k1FFFSUFZml+GtC0S4muNF0XTtPmnGJZLS0SJpOc/MVAJ59avXNxHZ2k1zcNtihRpHb0UDJP5CuI8K/EuTxBrWmWd5o32GDWrF7/TJ0uvNMkaNgrIuxfLfBVsAsOcZoWrst/8Ah/8AJg9Fr/X9XO8ooooAKzdL8O6Jocs8ui6Pp+nSXGPOe0tUiMuM43FQM9T19a0q5Wy8V6q+t3Wk6joMUN6th9vtoLW/EzOu4qEkJRFjcnGMFlPzYb5eTqHQ6WO0t4biaeG3ijmuCDNIqANIQMDcepwOBmpa57QfEV/f67qOja1plvY31jDDcf6JeG5ieOUuB8xjQhgY2yCvoQT26GgCrqWl2GsWL2Wr2Ntf2rkFoLqFZUYg5GVYEHB5qlP4S8OXOkwaXc+H9Lm0+2YtBaSWUbRRHnlUIwDyeg7mn+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rK0zxNq2s6B9u0iz0HUpmuPKX7BrhmtlULks8whyCOm1UbqOgyQu4G7pej6Zoln9k0XTrTTrbcX8m0gWJNx6naoAzx1q5WT4X15fE3hmz1dIPI+0Kcxh94DKxU7WwNy5Bw2BkYOBnFa1U731EjO1bw9o2vpEuu6RYamsJJjF5bJMEJ6kbgcdKtNY2j3UFy9rC09srJBKYwWiVsbgp6gHAzjrgVzfjPxp/wil5pltt0pPt/mnz9W1P7DCmwLxv8ALfJO7gYHSqviPx5daFcvBFptlcSW2nLqFysmomIupYrttx5R85twxzsGXjHVuEvIrX+v67na0U2N/MjV9rLuAO1hgj2NOoEQiztRfNei2hF20YiNx5Y8woCSF3dcZJOOmTVWx8P6Npd9c3um6TY2d3dEm4uLe2SOSYk5JZgMtzzzWAfHDv8AEGfwzEmjRmB41IutX8q6mDRhy0Vv5R34BP8AEOh6VOfGgb4gweG7awMsDpIJL/zcKkyKHMYXHzEKy5ORjcBzzgXSwPzOooopG3BTsALY4BOAT9aAMm28JeHLKG8hs/D+l28V8uy7SKyjVbheeHAHzDk9c9TTtJ8LeH9BnebQtC0zTZZF2PJZ2ccLMuc4JUDIz2rnbvxvrOiawlr4i0XTYLZbOe+uZ7HVJLhreGJclijW6ZyxCgbsk59DWl4Q8Vt4qjuZl/sfyotuF0/VheSRk5O2ZVQLG2B0DNznnjJF5f10B+Z0tR3FvDd20ttdwxzwTIUkikUMrqRgqQeCCO1SVW1HULbStNuL++k8u3t4zJI3oAO3qfbvSdrajV76E8cSQwpFCixxooVUUYCgdAB2FMtbS3sbVLaygit4IxhIoUCKv0A4FcTY/ES+1DTbQReH1h1a81ObT4rO4vdsaNEhdjJKIyVO1TwFbnjpkjpfDeuf2/pBunt/ss8U8trcQCTzBHLE5RwGwNy5UkHAJBGQOlVq9f6/rUnb+vX/ACZrVDcWdrdtC13bQzm3kEsJljDeW4BAZc9DgkZHPJqasjXtQ1mxiVtD0m2vyEeSVrq++zIgXGACEclj2+UDg5YcAy2lqykm9ELqvhTw7r1ytzrmgaXqU6JsWW8s45mVck7QWBOMk8e9akcaQxJFCixxooVEUYCgdAB2FcE3xOludNbUdI0T7RaWukw6vfG4u/JkjhkVmAiUIwkYKj9Si5AAbk47yGVJ4EliOUkUMp9QRkVTTV0Te+v9f1sPrNXw3oaa4dZTRtPXVG63wtUE542/6zG7px16VpVzWseJtQ0bXbKG40mE6XeXkdlHdfbf37SOpIKwhCCoPBJcMAGO3A5S3H0Zvw2drb3M9xBbQxT3JDTypGA0pAwCxHLYAAGe1TVzX/CTahb+MLPR9S0mG3t9QM4s5o73zJm8oZLPFsARSOhDtjKggE8dLR0AKzdL8O6Jocs8ui6Pp+nSXGPOe0tUiMuM43FQM9T19a0j0rjPB3jybxZZ3V1Fa6VIIITJ9k07Vxc3atk4SSNo0WMnB6vjP50dQ6HXR2lvDcTTw28Uc1wQZpFQBpCBgbj1OBwM1LWJ4V8QTeIrG8murAWEtrezWjwibzeYzjOQB19BnHqetbdHQCrqWl2GsWL2Wr2Ntf2rkFoLqFZUYg5GVYEHB5qKPQtIi0lNKi0uyTTkIKWa26CFSG3DCYwMNz0681V8W6//AMIv4Xu9X8mKb7OUGyafyU+Z1TLPtbaBuyTg8CsZfHF3LpelPZWmkahfavdvb2gsdXM1mdiM7M1x5QIICNwEY5AHqQLyDzOyorJ8N65/b+kG6e3+yzxTy2txAJPMEcsTlHAbA3LlSQcAkEZA6VrUAZ2reHtG19Il13SLDU1hJMYvLZJghPUjcDjpUOqeEvDmtzxza14f0vUJY0EaSXdlHKyoOQoLA4HJ496r+MvFI8J6E95HaG/u2DeRaLJsMu1S7ktg7VVVZicHp6kVmeIviANC0TTLyDTTeXN9HFO9uJ9gghYopdm2ngNIqgY5J7c4Ss9v6uD03OwjjSGJIoUWONFCoijAUDoAOwp1FFMCEWdqL5r0W0Iu2jERuPLHmFASQu7rjJJx0yaIbO1t7me4gtoYp7khp5UjAaUgYBYjlsAADPauWvPHsKeND4dsX0jz4pY4phqGqi2ldnAbbDEEcykKwJ+6MkAE84Zp3jue91KzaXSY4dI1C/m061uvte6YzR+ZnfDsAVSYZACHY/dyBk4FrsD03/r+rHZUjKrqVcBlYYIIyCKWigDN0nw7omgLKuhaPp+mCbHmiztUh8zHTO0DOMnr61cs7O20+0jtbC2htbeIbY4YYwiIPQKOBXID4iiTVdegt9ML2mlafJeQ3RnwLvyyyuFG3hdysobJzg8YxnT8G+J38VaZJek6M0YKhTpWq/bQpIyVc+Wmxhkcc9aE+ZXX9br9GD0dv67/AKnRVHcW8N3bS213DHPBMhSSKRQyupGCpB4II7VJVbUdQttK024v76Ty7e3jMkjegA7ep9u9J2tqNXvoE+nWVzYiyubO3mtF24gkiVoxtIK/KRjggEemBVmuEsfiJe3+k2xi8PiLWLzU5dOhsJrzaqmNS7vJIEO0BVOQFbnAGc5rpPDWuNr+lvPNa/Y7m3uJbW5gEokCSxsVba2BuXjIOAcEZA6VW/5/l/midv69f8ma9MmhiuYJILiNJYpFKPG6hldSMEEHqCO1PrlPGfjT/hFLzTLbbpSfb/NPn6tqf2GFNgXjf5b5J3cDA6VLt1KV+hsyeG9Dl1K21CXRtPe9tECW9y1qhkhUdAjYyoGTgD1rSrivEfjy60K5eCLTbK4kttOXULlZNRMRdSxXbbjyj5zbhjnYMvGOrcdnG/mRq+1l3AHawwR7Gq1EOooopANlRZYXR0V1ZSCjdGB7H2rznwl8NZdI8aW+uT21vpdrp9k9rZ6fa6rc3yAyNlmzMqiNQAAERcckk9BXpFFC0dweqsFFFFACHO07cA44yK4PTPDHiKw1m81ez07w/pNy1lKn2awnk8jULp2DCacCJdu0qeztiRvm9e9oo63A5TwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6KKBGH4w0KbxB4da0tHiS6huIbq387PlmSKRZFVsAkKSuCcHGc4PSuf/wCEV1mWHV7vUdH8O6lPrF5HLc6VdTO1qsccQRSJTCSz5VWJMWO3bdXeUUv6/L/JFGJ4Q0i90LwzBY6ncLNcK8jkRuzJCrOWWJC3JRAQgyBwo4HQbdFFU3cRia8fEZJi0Ky0m7gmhZH+33MkJjY8Zwsbh1wfunb06nPHFXvw21iHTbbTbF7DVIbbS4LKzur+5lgk0yaPcDcQKiN8x3KeGRhsC7sdPUKKm39ff/mO/wDX9ehFbRPBaQxSytPJGiq0rDBcgYLH69alooqm7u5KVlY5HX9G8Q+I7iPTbuHS4NKjv4bpb2O4kNzticSKoiMe1WJUKXEh4ycc4rPtPhxfaZ4l0K7sfE2ozWOmtcPJFcrbb2MuCcFYAW3HO4sd3cHOTXfUUloN6hRRRQBx114KuNatvFn9tzwi41yJrK3eHLC2tVQiNeQOdzO7DplsZOAam8OaFrMfiSfXPEKafbXDWENgkGnzPKrhGZjIzMicktgKAcDPJzx1dFC0/r+u7B6/16f5IKyPEfh9fEdlb276heWBt7lLlJLURElkyVBEiOpAOG5HVVPateigDz6x8D6pp2h6nZ38OneLRfapJdrba1JHHCikkh/ktmzIeMjbtH8JHQ9H4M8Nr4V8MxabuhaQySTy/Z4/LiV3csVjT+FFztUegFb1FC0VvT8AeoVyvjfTPEesQ21joaWEmmylv7SjuL2S2knTjEaukUm1TzuOASOARnNdVRStcDgfE/g698V6db2N54b8NW7NbCBtQaY3E1gpJBFurW65IXG07kwxzg7ee7ghS2t44IhiONAijOcADAp9FMArite8L6rq/iq3vLex0a08i5hdNbikdb9YEIZoNoj5DHcp/eBdrnKnoe1ooWjTDpY4qPwvqsvju31hrHRtMSGeWS4vtPkf7TqUZRkjimTy1GBlWOXflBgDt2tFFHSwdbjJ/NNvJ9mKCbafLMgJUNjjIHOM1ydtpHiK78TReINXtNKtrqx0+a2tba0vZJFuHkKsTJK0KlFBjUABX+8T2wevoo63A5XwTpev6SdUTXbXTYo7y+mvY2s76SYgyNnYQ0KcD+9nn0FdVRRR0S7B1bKWrPqsdmH0OGznuVcZivJmiR17jeqsVPfO09Md8jkl8JagdN1WXUdD0DWLrWNQF5Pp13cMLSALGsa7WMDl3wgJYxrksfTnuqKVv6/r0GYPgzw2vhXwzFpu6FpDJJPL9nj8uJXdyxWNP4UXO1R6AVvUUVTdxHJeMPBM3iNru7sdbvtPvJNNlsY44xAYWD5J3b4nZdx2hihBIVfQVgah8KtTn8Ny29r4s1E6hcQ2kUwmW28lhCVIUEW+8KMMQBgZOT1OfTKKlK39ev8AmD1/r0/yRHBG0NvHHJM87ooVpZAoZyB947QBk9eAB7VJRRTA4DWPBGrXepata2Z08aVrV/bX9xcSyuLi3eLywypGEKtnyVwxddpY8HHNj/hCmvvHltrd1omh6YtlcSXH2qxPmXV+xUqnmt5SbVAYsV3PlgvPHPb0ULS3l/X4WB638wqvqFp9v025szPNb/aImi86Btske4EblJBwwzkHHWrFFJpNWY07O6PP7HwHrmgeIxqWja897DbaUllbWt+sEaMVckRt5MC7UA6MvzA9QwGDt6BouqJ4m1LxBrkdla3N5bw2q2tjM0yKkZch2kZELMTIR90YAHJzXS0VV/69b/5i/r7rf5BWR4j8Pr4jsre3fULywNvcpcpJaiIksmSoIkR1IBw3I6qp7Vr0UgPN7D4f6/pEi6hDq66pf22sz38EN86RRyxyo6MGeOEFHIcMSFYZUAAAmuu8K6Pc6Ppcw1F4nvby7mvLgQkmNHkbOxS2CQowuSBnGcDOBtUULT8vy/yQPX8/z/zYVia8fEZJi0Ky0m7gmhZH+33MkJjY8Zwsbh1wfunb06nPG3RSaT0Y07Hl978NtYh02202xew1SG20uCys7q/uZYJNMmj3A3ECojfMdynhkYbAu7HT0u2ieC0hillaeSNFVpWGC5AwWP161LRVXbv5k2CiiikM4r4u6Umq/C7W/OurqFLWzmuClvKYxMVibCvjkpkg7cjJAzkcHhWtrXV77wHpPiKKK40M+E5bgQXGDE06xIN+DwWVCSD1XJIr2HVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71SbwX4WfS001/DWjtYRymZLU2ERiWQjBcJtwGxxnGalxumu/+TX6/gVfVeX+af6fiZHwinvLn4R+HZdSkllna0HzzHLMu47CT3+XbXZUiIscapGoRFACqowAPQUtaSfNJszirRSK+oXf2DTbm7EE1x9niaXyYELySbQTtVR1Y4wB615R4RkstU+Jt6us2d5cXes6MGvor3SblIgfNb91iWMDy1QBATgMQe5Ir1+ofslt9sN39ni+0mPyjNsG8pnO3d1xk5xUL4r/ANbNf16FPWNv63Rw3gXw/oh8Wa14i0LSNP0+zQnS7I2VskIkWNv30h2gZzKNoPpHx1rv6hs7O20+0jtbC2htbeIbY4YYwiIPQKOBU1PokHVsy/Eg0c+H7o+JjCNLQB7gTsRGwBB2sP4gTgbeQ2cYOcV5jPol7baTp9hZ2lvo2leIfELOmm3VsWgt7f7OxSOSFWXiR4w5jDKMvtP8QPrGpaXYaxYvZavY21/auQWguoVlRiDkZVgQcHms+HwZ4Xt9OuNPt/DekRWV0Vae2SxiWOYqcqWULhsds9KS3v8A1un+g+lv62a/UofDy4SXwxLbxWOnWS2N9cWm3S4PJtpDHIQXRMnbnuMnnPJrqahtLO20+zitLC3itbaFQkUMKBERR0AUcAfSpqpko82+Leoedpd1ot1a6kNO/s+W7nnttPnnjmcBhHCXjRlUbhvYsRwqjoxxleJ4rLUfh1Y61Dp9m76fpkEs9/dF477To0Ibfbwugw7bXwxePJC8sABXrc0MVzBJBcRpLFIpR43UMrqRggg9QR2rOuvDGg311a3V7omm3NxZhVtpZrSN3gCnKhCRlcHkY6Uo6fh+F/8AMp2dv67f5GlG4kjVxnDAEZGDTqKKCVseQa7LcDxdruu6laaNqKaRq1laW1nqNkZZ0jdYcG3kL4jYtIzDCMWK4J4GF0e0thJoWuLEn/CR3fie6t7u5xieSMPOrRMc5KKiLheQAinHevT59B0e61iHVrnSrGbUrcbYbyS2Rpoxzwrkbh1PQ9zRFoWkw6zLq8Ol2UepzLskvUt0EzrxwXxuI4HGewojpby/4H5219Ry1v5/8H8r6ehfpkskcMLyzOscaKWd3OAoHUk9hT6RlV1KuAysMEEZBFJ7AjySwif4X3jWNhpOl6zd3GmSXENzpOktFdttlRR5+xpGlRjIDuUAjY3ynte+FstpD4q8U2kB1GWaR7e4muLzTp7cyyGIeYzeYg2ksSQp529MgZrvdI8O6JoCyjQdHsNMExBlFlapDvx0ztAzjJ6+tXI7S3huJp4beKOa4IM0ioA0hAwNx6nA4Gaa0/r+v+CD11Jaw/GOjReIvDM+jTXVvam8eNUa5iEqOyuH2lNy7wQhBGRxmtyqupaXYaxYvZavY21/auQWguoVlRiDkZVgQcHmk1ca0PKYYrW51HTPCl/pekR6VbeIZLa7TTbMW9lfOLQzIGhywBDEAqSwLRjnsO0+HaJDoN/bWvFjbardw2aqcqkSykBV5OFU7lAHAAxxito+HNEbQxozaPp50odLE2qeQOd3+rxt689OvNXbW1t7G0itbKCK2t4VCRQwoERFHQBRwB7Cq/r8tfw/El6/16/5/gS15/49tLrWvF+iaLu04WMlnd3Tx6raNc200sZiChow6BiFZyMnA64JAx6BVHVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71LX9f195SZ5lqVpoPib4b6BKfDGhpreuwxafY/6DE4t1wS7xllyESMSOvb7vrXqWnWFvpWl2un2MYitrSFYYUH8KKAAPyFKdPszcW85tIDNaqyQSGMboVYAEKcZUEAZA64FWKpvfzf8AX9eZNtvL+v8AIK838Z2VrbeK9M1yOx09PK1a1iuNVgm8y/V2IjFuEKgLGd6bgH+6zHYSc16RWa/h3RJNbXWZNH09tUX7t81qhnHGOJMbunHXpSWkk+w3s13OM1Hwp4b1L4n6da6doOlQzaaf7X1G6hs40lMhJEClwM5Zw7nn/lmM9a9FqGGztbe5nuILaGKe5IaeVIwGlIGAWI5bAAAz2qahaK39f10B73EJAUljgAcknpXmugaVZ2HxFls4rGz0y21XR5GgGjXTP9sjWVc3E0wCOJcSLtYbj8znzCcV6XWTZ+FfD2nR3cen6Dplql8pS6WCzjQXCnOQ4A+Ycng56mhb3/rYOlvQxPhtaw2Wm63bWqCOKLXLxUUHOBv9T1+prsay9J8L6BoEskuhaHpumSSrtkeztI4S49CVAyK1KOiXZJfcrB1fq/xOT+JdxdweCZVsZfIa4urW3lmO7EcUk6I5O0g42sQcEHBOCOtcr/Zdm3grxtoNxpukwLpCu5fRLZrK3uGa13DzIldssu7BVmYH5Tjpj1G5toL21ltryCO4t5kKSRSoGR1IwQQeCD6VmP4R8NyaOmkyeHtKbTY5PNSzayjMKvz8wTbtB5POO5qZRvGUe/8AwPy/UpOzT7E3hv8A5FXSf+vKH/0AVpVU0zSdO0WzFno2n2un2wYsILWFYkBPU7VAGat1pKXNJsziuWKRyfxCttCXw5LqGs6Fpur3kQ8jT4761jmLTysFjRdwONzlc47c9q5PWPA2gWHhXTvCVhp1teeJpLMRWkwQFrH5i0l2v/PFQ7M2V2liFUZwMepXFna3bQtd20M5t5BLCZYw3luAQGXPQ4JGRzyazdU8I+G9cvBda14e0rUbkKEE13ZRyuFHQbmUnHJ496laf1/XzLNZFKRqrMWIABY9T706mQwxW8EcNvGkUUahEjRQqooGAAB0AHan03uStEeb+M7K1tvFema5HY6enlataxXGqwTeZfq7ERi3CFQFjO9NwD/dZjsJOaJrK1034qaNqNvY6faw39zdQLfWE3nXN/IY2ZluMqu1EMb8BpMFUHyAV2z+HdEk1tdZk0fT21Rfu3zWqGccY4kxu6cdelFt4d0Sy1abVbPR9Pt9Rnz5t5Faos0mTk7nAyckDqaUdEvn+n9f5jlr/Xr/AJ/8MaVMlkjhheWZ1jjRSzu5wFA6knsKfSMqupVwGVhggjIIpPYEeNS2Vx8ONP1TTtIt9Hur+bw/d3kGpabpwtrpPLIwZm3v5m4uCG45Q8Ht0vgK3i0XxNeaOlpojtJptvfG/wBLsjBJKGZ1AnLO7SMcbg5bJyxxXX6T4c0PQUmTQ9G0/TVnx5q2dqkIkxnG7aBnqevrT9K0LSNBhkh0PS7LTYpW3yJZ26Qq7dMkKBk+9UtP69f8193mD1/r0/y/HyL9YfjHRovEXhmfRprq3tTePGqNcxCVHZXD7Sm5d4IQgjI4zW5VXUtLsNYsXstXsba/tXILQXUKyoxByMqwIODzUtXGtDgNMi8NxeFvEFp4p8P+HX0/w3eO0jWmmIlrIwiVy6wtu2yAPsIyTkdecDf+HPhxPDnhGNTY29hdX8rX11b20apHFJJzsVVAACqFXj+7W3HoWkRaSmlRaXZJpyEFLNbdBCpDbhhMYGG56deav1X/AAP6+ZP9f1+IVyfxCttCXw5LqGs6Fpur3kQ8jT4761jmLTysFjRdwONzlc47c9q6yobiztbtoWu7aGc28glhMsYby3AIDLnocEjI55NS1cpOx5hr3gLw5o3gXSfD0eh6Rda5fBNNtbmaxid1ZtzzSqSvAUGWQAcA4HevTNOsLfStLtdPsYxFbWkKwwoP4UUAAfkKfJZ2s15Ddy20L3NuGWGZowXjDY3BW6jOBnHXAqaqvv5/1/n95NtvL+v8gooopDOd8ceK38G+F7jVodJutWeJWYQW+FChUZizueEQBTzzyQACTisHxR8UX8OeBdJ8RR+Hbq+/tCCKd0jlCxWyvsHzyleuZAAAuWweAASN/wAdaZquueDdR0jQ4bN59Qt5LZnvLl4ViV0I3jbG5YgkfLgZ9a5DxB4M8X618I7LwhHa6JFcRRwQy3DalMUCwmMqwH2fJLbTkcbeOWojvr3X3df0G+nz/wCB+p6epyoPqKWq9g141hEdSgggutv7yO3mMqKfZyqk8f7IqxQyVsB6Vwvhr4kxa1o2oavejR4LKwtmuZ47LVTdXMIXJxLF5S7DhT/EeRiu3n8028n2YoJtp8syAlQ2OMgc4zXCap4N1nxhPdS+Jk07TC2kXGmxLp9w9wXM20s7s0ceAuwYTB6k5FLW5atpc2fCHitvFUdzMv8AY/lRbcLp+rC8kjJydsyqgWNsDoGbnPPGT0tcp4c0LWY/Ek+ueIU0+2uGsIbBINPmeVXCMzGRmZE5JbAUA4GeTnjq6p2IV+pl+JNftfDHh+41W+5jh2qF3BdzswVRuJAGWYcngdT0rnV8e3D6FaXkMOg3k19qC2Ns1lrZmtA5Ut+8uPJGw8bQoRiWZR/FxteMNCm8QeHWtLR4kuobiG6t/Oz5ZkikWRVbAJCkrgnBxnOD0rlbrwV4gvJrvUrqHSZpb/UFuLzRGupPsdxEsBiVHl8rLnOHOY9pwBjgNUrrf+tv+CV/X5/8A6/wxrjeIdBj1CS1Fs5kkiZEl82NijlNyPgb0O3IbAyCOK16wfBujXug+Hls9SmjaTzpJEhhkaSO1jZiUhRmAYqgwASB7ADAreqmSZOu3us2MQm0ix025gRGe4kv9Re18sDnI2wyZGM5JxjHeuNPxR1EaTDdv4ftIZf7NGpzW8+qGN2haRlQQAw5lcgKdpCYMka5y3HWeLtIvtf0P+yrKWKGC7mSO+d2IY22cyqmByzAbOcYDE54APO+L/Bmr6xqc76fDptzbyWccFi93dSQvpEql8zwKkbZb5lOQyN8gG7HSf6/r8PuZWn9eq/4J3kb+ZGr7WXcAdrDBHsadUVtE8FpDFLK08kaKrSsMFyBgsfr1qWqdr6Eq9tTkD44d/iDP4ZiTRozA8akXWr+VdTBow5aK38o78An+IdD0rQsvElzdeNbvQbjSntEhtBcxXEk6s0y+YUzsXIUHGQS2cHlVqhr+jeIfEVxHp13DpcGlRX8N0t7HcSG42xSCRVERj2qxKhS4k6ZOOcUkWmeJh8SpNaksdJGnNaCxyuoyGbYJGcSbPIC5Ocbd2B/eNKPS/n+Wn4/1Yctnby/PX8Dr6QkKpLHAAySe1LTJYlmheJ/uupU49CKTvbQatfU4bS/iZFrNjqeoaemkz2dnZS3iQx6uHvWVRlfMgEZEQb1LkjIyM5A2vBvid/FWmSXpOjNGCoU6Vqv20KSMlXPlpsYZHHPWuc0fwd4m0s6RtGj/wDFOWEtnp7CaQm9DbAPN/djyhsQZC+Z8xz2weg0DRdUTxNqXiDXI7K1uby3htVtbGZpkVIy5DtIyIWYmQj7owAOTmq0v/Xn+emnQT/r8Py116nS1V1KS/isXbSLa2uroEbYrq4aBCM85dUcjj/ZP4VaqG8NyLGc2CxNdeW3krMxVC+Pl3EAkDOMkA1L2Gtzk9N8VeJtSm1S2g8Oaa0+n3KW3mJrDm3Zihd8ubcMNo2DhGyzY4wSNzwvry+JvDNnq6QeR9oU5jD7wGVip2tgblyDhsDIwcDOKw18J3Vl4Gs9HGnaP4gmaTztSi1UlYrqViXkkz5b4PmHcMoeOOODWv4Q0i90LwzBY6ncLNcK8jkRuzJCrOWWJC3JRAQgyBwo4HQV3J8zbrE8T6vqei6a95pmm2t5HBDJPcPd332VI0QZ6hHJY844A4OWHGduua8ZaNea1bQwW2iaFrESh22avI0fkSYASRGEcnIBbsp5GGFRK9tCo2vqZWsfEd7JI5dP0uGZBpUeqype3v2WZonOAkSbG8yQHAIyoBdBn5uO4jfzI1fay7gDtYYI9jXmuqeAfEdxaw273NlrciaZBaw3+o3csU2n3KBg11EFRyXYspzuRvkALEdPR7aJ4LSGKWVp5I0VWlYYLkDBY/XrWjtrbv8A5k66f10X/BJa5A+OHf4gz+GYk0aMwPGpF1q/lXUwaMOWit/KO/AJ/iHQ9K6+uR1/RvEPiK4j067h0uDSor+G6W9juJDcbYpBIqiIx7VYlQpcSdMnHOKlfEh9GR2Xjye88TR2C6Zb/ZJb+fT1dL3ddRvEpLPJb+WNifKMHeTh4yQN1dlXnun+C9dh8VW1/cGwVob6aebWI7qQ3d7bsXKWzx7AoQbkGN7KPLBVQenoVC+FA/idtgJwpIGfYd64yXxxqOl31xb+IdAW2I0yfUrdbO8+0yOkJXcjrsUK/wA642l1zn5uOeybcFOwAtjgE4BNed2vhzxvcW+svqv9lW2r6nbSQrq1nqUzG1GD5ccURgXYgJ5Ifdklsk4AWt/67DVuvkb/AIV8VXOvXtza3llZxNDbwXKT6df/AGyB0lDFRv8ALTDYUHGCNrKQea6auP8AB/hnUNF1i+vLi007SLS4hjRdN0y5eaJpQSWnYtHGA7AgHC5O3JJ4x2FU7Eq/UrajqFtpWm3F/fSeXb28Zkkb0AHb1Pt3rjbH4iX2oabaCLw+sOrXmpzafFZ3F7tjRokLsZJRGSp2qeArc8dMkdJ4j8Pr4jsre3fULywNvcpcpJaiIksmSoIkR1IBw3I6qp7Vytj4H1TTtD1Ozv4dO8Wi+1SS7W21qSOOFFJJD/JbNmQ8ZG3aP4SOhlXu7/1qv+D/AFtT2Vv60f8AwDq/Deuf2/pBunt/ss8U8trcQCTzBHLE5RwGwNy5UkHAJBGQOla1YPgzw2vhXwzFpu6FpDJJPL9nj8uJXdyxWNP4UXO1R6AVvVTEcx4w8a2vhWSytnfT0ur3e0Z1K/FnboiY3M8pVscsoACkknsASM/UfH17Zi6a10e0vI9L02PUtSkj1HCiJwxH2c+X+++WNzlvLB455ONDxHomqS+ItO17QIrG5u7W2ntJLe/naGNo5djbg6o5yGjXjbyCeRXNX3w0nuvCmm+G30vQboW9kLZtbuV3XNrkkv5ERiOMA/KfMGDg4OOZV7ef/D/8Ael/L/hv+D+Z6TDKk8CSxHKSKGU+oIyKfTIIUtreOCIYjjQIoznAAwKfVO19CVe2pyB8cO/xBn8MxJo0ZgeNSLrV/Kupg0YctFb+Ud+AT/EOh6U7UfE3iPTNe02xn0LS5ItSvfs8LQ6tI0wjALNKYzbgAKgyRv64GTkUmv6N4h8RXEenXcOlwaVFfw3S3sdxIbjbFIJFURGParEqFLiTpk45xWhDol3L46uNb1F4Wt4LVbXTYkJLRhjumdsgAMxCLxnhOvJFKOyv/X9bfiN9bf1/W5vUUVX1C0+36bc2Znmt/tETRedA22SPcCNykg4YZyDjrSd7aDW+px7/ABNtYtS11ZdPk/s3SbF7tLxJAzXexyjKiY6b1Kg7uSOw5rV0DxHqF9rE+k69pMOm30drHdotvefaUeNyV5YohDBlIIwRyME9uWufhRezXN5Avia8fTpdE/syFZYrcGMgkoCscKDYuQRggkjBOK6fQdJ1k+IZ9b8RpYwXBs47KG3sZ3mQKrM7OWZE5YkDaF4C9Tnhrp8/1t+gn1t/W3/BOlrJ8Ua6vhvw7cao0Sy+UUULJL5aAu4QM74OxAWyzYOACcHpWtWJ4t0vUNY8PvaaTNHHP50UjRyyNGlxGrhniZ1BZVdQVJAPB5BGQUxrcw08fX7qLJdFt5NZk1M6dFDFflrV2WLzXfz/ACgdqrkH92SGG3Heug8Na42v6W881r9jube4ltbmASiQJLGxVtrYG5eMg4BwRkDpXH2XgbXNPeDUrGLS7Sey1E3VnosV1J9jhiaAxSRrJ5eU3FjJ8seARjHJaut8K6Pc6Ppcw1F4nvby7mvLgQkmNHkbOxS2CQowuSBnGcDOBS/T8dP+CS/6/H/gG1WB4y8UjwnoT3kdob+7YN5Fosmwy7VLuS2DtVVVmJwenqRW/XJeMPBM3iNru7sdbvtPvJNNlsY44xAYWD5J3b4nZdx2hihBIVfQVE720Lja+pUv/iFdQR3E1hosdzDp2mRapqJlvfKaOKRWYCJdh8xgI3+8UGQBnk47WGVJ4EliOUkUMp9QRkV57rPw+vdX8PWGh3dho2oPFZLavrt/te7tf7/kxrAF4H3W3rg4JBI59CghS2t44IhiONAijOcADArSVru3fT+vuM1eyv8AP8P+CPoooqSgorivi7pSar8Ltb866uoUtbOa4KW8pjExWJsK+OSmSDtyMkDORwea1j+xH+D/AIatNR0iPXdXv9KitdJ0xxvMszQrlwp4TYOTLgFFzyM4K1s7dLfjf/IdtV53/C3+Z61RWL4P0m80HwZpOlapdm9vLS1SKacsTvYDnk8kdgT2FbVVJWdkTF3VwopCQFJY4AHJJ6V5Rb6PY2vizUNNWHTNDtdc0KaO3k06Xz47pfMCi4uHYIWk/fJt+9nc/wC8JIqddl/WjZWnX+tT1iiuE8BWaeHde1XwylhoqPaW1tcPeaPp/wBjEm/eoSVNzfONhbO7kP0Hfu6p26Eq/UKK5P4l3F3B4JlWxl8hri6tbeWY7sRxSTojk7SDjaxBwQcE4I61yv8AZdm3grxtoNxpukwLpCu5fRLZrK3uGa13DzIldssu7BVmYH5TjpiJStFy7f8AA/zLUbyS7nq1FZvhv/kVdJ/68of/AEAVpVpKPLJozi+aKYUVxfjzwxB4juLO5a40RpNKhmla11mwF5CyuB85XzFK42H5ue/FcLqeoT+I4Tqtxpuhw6fpvhi31O30nWLI3FuN3ml/LG9FQ4RFDlWIBGAMkGL6Xf8AW/8Aky7Pp/WqX6nt1FV9Pn+1abaziEwCWFH8ojmPIB2/h0qxVNWdiU7q4UV5BrstwPF2u67qVpo2oppGrWVpbWeo2RlnSN1hwbeQviNi0jMMIxYrgngY2tR8KeG9S+J+nWunaDpUM2mn+19RuobONJTISRApcDOWcO55/wCWYz1pLW3n/lf8v8hvS/l/w35notFFISApLHAA5JPSgBaK8v0nTdM0vx1dW89np2ladqWiSyKdMuiyXcKSDdcXE2EYPtkGG+b7zkyGtnwDpNnDq2r6x4f0+LStBvkhjsrWGEQpPs3brkRjAUPuABwCwQE8EU1t/Xe39f8AAB6P+vL+v+HO3ooqnqun6bqemy22t2dreWWN8kV3Eskfy85IYEcYzUt2QFyivFNL8OaPcXWiXw0iytNE8Uay0hsorZY4JbeK3lNqroAAdxBlwerEZ6AV3/w7RIdBv7a14sbbVbuGzVTlUiWUgKvJwqncoA4AGOMVXl/XTT11B6f16/5HWUUV5/49tLrWvF+iaLu04WMlnd3Tx6raNc200sZiChow6BiFZyMnA64JAxLdv6+Y0rnoFFeSalaaD4m+G+gSnwxoaa3rsMWn2P8AoMTi3XBLvGWXIRIxI69vu+tepadYW+laXa6fYxiK2tIVhhQfwooAA/IVVrX/AK/roT2/r+upZoorx3xdrSXXjzSL3VLPV4f7N1yO1sof7JumQoA/mTBxGUdnYAKFJOxc/wATALeSj3/zt+o3pFvsexUV5Mmg3/h3x9oIe002S+vtWuZX1WG4c3t3bFJWKTIYx+7QNGP9YwBSPCjIx6zQtVcHo7BRVfULv7BptzdiCa4+zxNL5MCF5JNoJ2qo6scYA9a8Z0xJtd8Ya1bRT6nY69rugHzLmXTruBbeUyNtQM8alY0UBA3GSCR8xxSvd2/rZv8AQfS7/rVL9T26ivOvAVnLpnjvXNOg0jS9HtYLG18600icy26zlpDuOY48SFNuRtztCEk5GPRaokKK5/xpq13pPh/OnQXbz3Uq2wmtbSW5NqGzumKRqzHaAccYLbQcA5rzrQLPSL74TeMdOt4L8WthdX8kaXMNxb7vkbbv3BfMPdlbODgsAcVm5WUn2V/y/wAy1G7S7u35/wCR7LRWb4b/AORV0n/ryh/9AFaVayjyyaM4vmimFFcf8Q9Gh1vR2gGl6Pql2lvM0ceqzlVgUrhpkTYwZlO3n5cZxvXPODexWWpaN8O9bjku7mSS8slimvHbeVMTncU3FA5zywyT0yQBUrX70vvdinovk39x6dRRRQAUV5v4zsrW28V6Zrkdjp6eVq1rFcarBN5l+rsRGLcIVAWM703AP91mOwk5rI0SW4j8U2eu6paaNfXV/wCIbvTgZrIm/tArShNkxc4RURfkCAbWJzkkkjrb+u3+YS0V/wCuv+R6/RRSEgKSxwAOST0oAWivJ7fR7G18Wahpqw6ZodrrmhTR28mnS+fHdL5gUXFw7BC0n75Nv3s7n/eEkVu+ArNPDuvar4ZSw0VHtLa2uHvNH0/7GJN+9Qkqbm+cbC2d3IfoO4tf683/AJA9P69P8/1O7oorn/GmrXek+H86dBdvPdSrbCa1tJbk2obO6YpGrMdoBxxgttBwDmk9BrU6CivFvC2gx674cnsNDslu7LS/EFzLLpmtwz20F5GQyqJGeJtzK2HIKNhh8wBwa7j4WySy+CFZ0jjt/tt0LRIZC8SwCZ9ixsQCYwOFOB8oXAAwKpar5J/fb/Ml/rb8/wDL8TsaKK82+Leoedpd1ot1a6kNO/s+W7nnttPnnjmcBhHCXjRlUbhvYsRwqjoxxEpcquXGPM7HpNFeUaxY6J4o8H6PZ2mnC78S3+mxRWMlxA6y6ei8G5AcBoVU5O4YLkKATxj1VFKRqrMWIABY9T71pKNm12ZnGV0mOoooqSijquiaVrtsttrmmWepQI+9Yry3SZVbGMgMCM4J596zX8A+DpLeOB/CehtDEWMcZ02EqhOMkDbgZwM/Sm+OPFb+DfC9xq0Ok3WrPErMILfChQqMxZ3PCIAp555IABJxVHVfGmoWnw9g8U6fosFxEdO/tG4juL/yViTyw5RWEbFn5wPlAODkjgFXSTfb+v0HZtpdzqLDT7LSrGOy0u0gsrWIERwW8SxomTk4VQAOSTViqOiaout6Bp+qxwyQJfW0dwsUowyB1DYPuM1eqpJp2ZKaaugrItvCXhyyhvIbPw/pdvFfLsu0iso1W4XnhwB8w5PXPU1r1xc3j640i41KPxNpEdkbPTDqaJaXn2l2iDFdjjYoSQnAABZSd2G45krU6fS9G0vQ7Q2uiabaadbli5htIFiQsepwoAzwOfartc5oHiPUL7WJ9J17SYdNvo7WO7Rbe8+0o8bkryxRCGDKQRgjkYJ7dHVEqxFc20F7ay215BHcW8yFJIpUDI6kYIIPBB9KzH8I+G5NHTSZPD2lNpscnmpZtZRmFX5+YJt2g8nnHc1e1KS/isXbSLa2uroEbYrq4aBCM85dUcjj/ZP4VxEvxMutOj1Ea5pmmWb217HYQTLqxNtLOYzI4eV4U8tUUAs21uTgAnip0K1O20zSdO0WzFno2n2un2wYsILWFYkBPU7VAGarXniC1sbt7eWOYumMlVGORn196foGpvrGiQX8hsG87JVtOvPtUDDJAKy7E3dP7vB4rmfEP/IeuP8AgP8A6CK58VUnShdb3OrB0oVptS2sWdVn8K67JDJreg2+pPBnyWvLOKUx5xnaWzjoOnpT9RvPDOrz202raJDfS2jbreS5tI5GhOQcoWztOQOnoK5DVrvU7VFOladDeHazSNcXXkKoHbIRiSfpjg5I4zkXPinUB4ai1+x02zfT3s1umN1fPFIuRnaFWJwewHPJNcCxVZq6sei8HQTs7nq3/CV2P/PK4/75X/Gj/hK7H/nlcf8AfK/41xVlNPcafbzXdv8AZp5I1aSHfu8tiMlc4GcHjOKnpPGVk7DWCotXVzenvfDN1rEOrXOiwzalbjbDeSWkbTRjnhXPzDqeh7mrMOvaPb3M9xBYtFPckNPKkKBpSBgFiDlsAADPavO9X12/0m6jeXS4201rmK3Nx9qxKTIwUMsYUgqGYDlgeDx0zXs/Fktze25fT0j067vJbKC4+0Zl81N+d0e3CqTG4GGJ6ZAycUsTXauiXhcOnZ3PVoPE1nPcRwpHOGkYKCVGMk49a2K8/wBN/wCQraf9dk/9CFegHpXXhq0qkW5HDi6MKUkomRbeEvDllDeQ2fh/S7eK+XZdpFZRqtwvPDgD5hyeuepp2k+FvD+gzvNoWhaZpssi7Hks7OOFmXOcEqBkZ7Vh+CvHZ8Wwz3Mg0WCCGPe6Wur/AGmeDk8TR+Uoj4B/iPT8ateEPGJ8V3WqoNOazispI/Id5dzXEUi7kkK4GzIwcZPBH0rsXkcT7M6eo7i3hu7aW2u4Y54JkKSRSKGV1IwVIPBBHapKrajqFtpWm3F/fSeXb28Zkkb0AHb1Pt3pO1tRq99Bl5pGm6jph03UNPtbqxIVTazwq8WFxgbCMcYGOOMVPa2tvY2kVrZQRW1vCoSKGFAiIo6AKOAPYVy2ieLda8QeH5Luw8ORxX8d9JaSWl1f7EiCdWeQRkg9tqo3J64ya1vC2vHxJoKX72v2SUTS280Ik8xUkikaN9r4G5dynBwMjsOlVqT/AF/X3GxVHVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz71ermPGHjW18KyWVs76el1e72jOpX4s7dETG5nlKtjllAAUkk9gCRLsUr9DfOn2ZuLec2kBmtVZIJDGN0KsACFOMqCAMgdcCrFclrni7VNE0aDV20mxudPWGGW6ni1PP8ArGC7YB5X748gjd5e7coHJOOtqnclW6BUU9pb3RiN1bxTGGQSxGRA3luOjDPQ8nketS1y+u+NBpHirS9Ft7A3hu544rmcS7FtPM3eXkYO5m2MdvHC5z0yuqQ+jZsWPh/RtLvrm903SbGzu7ok3Fxb2yRyTEnJLMBlueea0K5c+NA3xBg8N21gZYHSQSX/AJuFSZFDmMLj5iFZcnIxuA55x1FHQOoVVudL0+8aZryxtp2nhNvKZYVYyRHkxtkcryeDxzVkkKpLHAAySe1cFp/xTsr/AE/UtWj/ALMfTLG0e78u31QS35Qfd32wTEe7tl8jK5AJICHqdnpmk6dotmLPRtPtdPtgxYQWsKxICep2qAM1brnNA8R6hfaxPpOvaTDpt9Hax3aLb3n2lHjcleWKIQwZSCMEcjBPbo6olWCsy98N6FqVm1pqOi6fd2zzm4aGe1R0aU5zIVIxuOT83XmofFuv/wDCL+F7vV/Jim+zlBsmn8lPmdUyz7W2gbsk4PArEufiFDYeErbWLyTRHe8uvs1q1prAks2bBJZ7lo1CgBXLfKcYwMk4qdCtTqdM0nTtFsxZ6Np9rp9sGLCC1hWJAT1O1QBmrdZ2gam+saJBfyGwbzslW068+1QMMkArLsTd0/u8HitGqd76kq3QztW8PaNr6RLrukWGprCSYxeWyTBCepG4HHSodU8JeHNbnjm1rw/peoSxoI0ku7KOVlQchQWBwOTx71n+MPGtr4VksrZ309Lq93tGdSvxZ26ImNzPKVbHLKAApJJ7AEiHXPF2qaJo0GrtpNjc6esMMt1PFqef9YwXbAPK/fHkEbvL3blA5JwlrsN6HVxxpDEkUKLHGihURRgKB0AHYU6iigDNfw7okmtrrMmj6e2qL92+a1QzjjHEmN3Tjr0p8eg6PFrUmsRaVYpqcq7ZL1bZBM4wBgyY3EYA79hWNrvjQaR4q0vRbewN4bueOK5nEuxbTzN3l5GDuZtjHbxwuc9M1bPx3cXWp2rtpCJot7qMum2199rzK8qbxuaHYAELRuAQ5P3TtGeCOu3p+X+YPTf+v6sdlRRSNuCnYAWxwCcAn60AZNt4S8OWUN5DZ+H9Lt4r5dl2kVlGq3C88OAPmHJ656mrWl6Npeh2htdE020063LFzDaQLEhY9ThQBngc+1c03irxNbeI7bSLzw3p0s09tNckWGsPK6IgwMiS3jUbnKqMt3J7GtHQfEV/f67qOja1plvY31jDDcf6JeG5ieOUuB8xjQhgY2yCvoQT2F5A/M6GiiqupSX8Vi7aRbW11dAjbFdXDQIRnnLqjkcf7J/CgCte+GdB1O1a21HRNOu7dpjcNFPaRuhlPWTBGNxyeetaMcaQxJFCixxooVEUYCgdAB2FcfpvirxNqU2qW0HhzTWn0+5S28xNYc27MULvlzbhhtGwcI2WbHGCRueF9eXxN4Zs9XSDyPtCnMYfeAysVO1sDcuQcNgZGDgZxR0/r5B1NamTQxXMEkFxGksUilHjdQyupGCCD1BHan1zHjDxra+FZLK2d9PS6vd7RnUr8WduiJjczylWxyygAKSSewBITsNX6F3UPBnhfVpkm1Xw3pF7LHGIke5sYpGVB0UFlOAOw6VrwwxW8EcNvGkUUahEjRQqooGAAB0AHauL1f4iR6Zd2Onh9BS/uLWO6kN7rQt7YK5IURSmItKSVbGEHAycZAPbLkqNwAbHIByAarUnQWiiikM57x1pmq654N1HSNDhs3n1C3ktme8uXhWJXQjeNsbliCR8uBn1rmb7wZrmpfDax8PaloXhrULi1s/sa/arqRlhYRhFnjkMBIbr8oUEcYevR6KVtGu/9fqx3d0+39foZfhrS7nRPDGn6bf6hNqdzawLHLeTEl5mA5Y5JP5kmtSiiqbu7kpWVkIc7TtwDjjIrzd/h7qerNqq3dvo/h+K/wBOmtpl0Z3dby4dgwuJUMcYypU4B3k72G719JopdblXOa0HSdZPiGfW/EaWMFwbOOyht7Gd5kCqzOzlmROWJA2heAvU546WiigmxDeG5FjObBYmuvLbyVmYqhfHy7iASBnGSAa4w+Cb+x8PeH/7PktbvWdIvDfzNcu0Ud5NIjrOSwViuTKzA7TjAGPTuaKB9LGD4P0O50LR549QaD7VeXk97MlsSYomlctsQkAkDPUgZOTgZxWN4h/5D1x/wH/0EV29cR4h/wCQ9cf8B/8AQRXDjv4S9V+R6GX/AMV+j/M47xTY63qUMFppS2jWUhP21Jrp4HlXsissb4B53HGccAjOaW80m+1SDSba5itLWzgmEt5bwytIG2cxRqSi5XcFY5A+6Bg5reorylJpKx7Dgm22FFFFQWcxqFh4hufE6XTWum3WnWpDWcMl9JEVfGGkdRCwZhkhRnA69eQw+F2u/FkGqXGl6VYraztN9otTvuLtsFV8xvLXaBncRlskDnjnqqK0U2tjN0073LOm/wDIVtP+uyf+hCu9n8028n2YoJtp8syAlQ2OMgc4zXBab/yFbT/rsn/oQr0CvRwPwSPLzD44nBah4M1fxhqP2nxS1ro6x2L2aro90Z3mEkkbvvaWFRt/dAbCrAhmya0fC/hLUtC8Ua3qV9rtzqUF/wCSIlnWEMdiBSziOJACMYG04x1Gea6yivR2PMCsjxH4fXxHZW9u+oXlgbe5S5SS1ERJZMlQRIjqQDhuR1VT2rXooA85h8IeM9E0DU7TRdahvLnUdUkneW9mWFo7diSxRo7f5Zm4ySpVeqiuw8M2dxp2gwWVzp1npotx5cVvZ3b3KBB0O940JJ5zke+TmtaihaK3p+Adb/1qFcx4j0TVJfEWna9oEVjc3drbT2klvfztDG0cuxtwdUc5DRrxt5BPIrp6KTVx3PNLz4e6svhbTdCs7XQ7iSzslgg1qZniutOlJO+SAKjHA+UqA6H5cEnqPSUUpGqsxYgAFj1PvTqKq5IVwGs/De9udSgutK8T6jArayNSuIpFtiFO0jKEwFiQNqqHYgKMdhXf0Uut/wCu/wCg+ljgLP4cX2l+JNCu7LxPqM1jprXDSRXS229jLgnBWAFtxzuLHdzkHOTXf0UUB1uMliWaF4n+66lTj0IrzEfDLV9R0e00bVZ9PtbTStJn02yurV3kln3hVR5EKKEChFJUM2T3GOfUaKP6/P8AzY7nNaDpOsnxDPrfiNLGC4NnHZQ29jO8yBVZnZyzInLEgbQvAXqc8dLRRQTYpas+qx2YfQ4bOe5VxmK8maJHXuN6qxU987T0x3yOLPgnWRcf28o07+2/7Z/tQWIncWoHkfZzH5vl7txT5t/l8txjHNeg0ULR3/rp/kPy/r+tTB8H6Hc6Fo88eoNB9qvLye9mS2JMUTSuW2ISASBnqQMnJwM4reoooA5jxHomqS+ItO17QIrG5u7W2ntJLe/naGNo5djbg6o5yGjXjbyCeRXN3nw91ZfC2m6FZ2uh3ElnZLBBrUzPFdadKSd8kAVGOB8pUB0Py4JPUel0ULT+vX/NjuNRSkaqzFiAAWPU+9OoooEtFY4HWPhxe3OpwXeleJtRhVtZGpXEUq2xCnaRlCYCxIG1VDsQFGOwp+neDtYtbqx02eSyOiadqkupQ3CzObiXc0jrE0ewKoVpT829shB8ozx3dFC0/r0/KyB67/1v/mwooooA5i10XWLW98Ra1mxm1i9/dacsjv5MMEanykdguRly7tgdWwM4BqPwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6KFoD1Cobw3IsZzYLE115beSszFUL4+XcQCQM4yQDU1FJq6sC0ONXwndWXgaz0cado/iCZpPO1KLVSViupWJeSTPlvg+Ydwyh4444Na/hDSL3QvDMFjqdws1wryORG7MkKs5ZYkLclEBCDIHCjgdBt0VV9wCuY8R6JqkviLTte0CKxubu1tp7SS3v52hjaOXY24OqOcho1428gnkV09FS1cdzy9fhtrOlaPJp+jyaZdrqGiJpN7JeO8Yh2mQiSNFRt4xM42Er91fm9PSbG1Fjp9vaK7SCCJYw7dW2gDJ/Kp6Kq/wDX3/5sX9fl/kgooopAcV8XdKTVfhdrfnXV1ClrZzXBS3lMYmKxNhXxyUyQduRkgZyODwniu8muvhV4c0OW01L+ym8PreXtzbWM00cjJAPKgLRq23L4di2BtTBOGr2LVdE0rXbZbbXNMs9SgR96xXlukyq2MZAYEZwTz70lloOkaZpkmm6bpVjaWMu7zLWC2SOJ9ww2UAwcjg8c1LjeMl3t+F/8/wACk7OL7X/G3+X4nPfCa4S4+EnhpoxIAunxIfMjZDlVAOAwGRxwRwRyCRXYVFa2tvY2kVrZQRW1vCoSKGFAiIo6AKOAPYVLWk5c0nLuZxXLFIRlV1KuAysMEEZBFeZ23hPwldePtQuLLRtK0zTPD9o9vcT2kCWu64lTMmZEAICQkc5GDIe449NqmdI01rG5s2061Nrds7XEBgXZMX++XXGGLd89e9R1uX0scp4B0mzh1bV9Y8P6fFpWg3yQx2VrDCIUn2bt1yIxgKH3AA4BYICeCK7esrSfC3h/QZ3m0LQtM02WRdjyWdnHCzLnOCVAyM9q1apko5P4l3F3B4JlWxl8hri6tbeWY7sRxSTojk7SDjaxBwQcE4I61zmlaZZy2es+GX8OeFLybT9RjEVvFD9gs7x2gDnfGBLl0Uk4Ifop4xkelXNtBe2stteQR3FvMhSSKVAyOpGCCDwQfSs1vCXhxtGXSG8P6WdNR/MWyNlH5Kv/AHgmNueTzjvU9/67f5fiV2Mr4ZOp+H9jCsjSG1ea2fKgKrRyuhVME/u1I2rz90L06Cp4h/5D1x/wH/0EV2Vra29jaRWtlBFbW8KhIoYUCIijoAo4A9hXN6zo1/d6tNNbwb4224O9Rn5QO5rlxsZTh7qvqduAlGFR8ztp+p5f4ut7jU/Eek6XushaSW9xOyX9uZ4JHTy9oZAy7iAzEZOB1xkDHNalaSXvg/8A4SM6bpZt20pEto2laM6fKpYB7VQjDLEoVwVOVUZPGPXdQ8FSatAsGq6PbXsStuEdyscig+uGzzyaZJ4EE19Dey6HZvdW6hYZ2jiLxgdArdQBntXnxjUjFLlf3ev9fI9GUqUpN8y+/wBP8vxKtoZTZw/aBiXy13j/AGsc/rUtaX/CPap/z7f+RF/xo/4R7VP+fb/yIv8AjWTpVG78r+42jWpJW5l95514t0DRdW1ix046TYSX+oS+bc3JtkMq28eN534yCTsQH/a9qy9OtoFbS9UWNRrU+vTwTzYxK6BpQYyepRUUYXkDaDjvXqn/AAit4Ls3Q0+P7QUEZmym8pnO3Oc4yc4qFPBLx6m+ox6NapfSLte6VYxKw44L9SOB37VrFVUkuV/109DGbpSbfMvvX3+o7Tf+Qraf9dk/9CFd+SApLHAA5JPSuQstC1GHULeSS3wiSqzHevAB+tdhXZg4SjFqSscOOnGUo8rueZaFo2m2vxDmsJNI0q2sNX0eQx29gwuYtQiWVczXLMq7nIkUDIfO58uc4q94F8P6IfFmteItC0jT9Ps0J0uyNlbJCJFjb99IdoGcyjaD6R8da63S/DmiaJLPJouj6fp0lxjzmtLVIjLjONxUDPU9fWrlnZ22n2kdrYW0NrbxDbHDDGERB6BRwK9BaW/rr/loec9b+f8AX+RNXJ/Eu4u4PBMq2MvkNcXVrbyzHdiOKSdEcnaQcbWIOCDgnBHWusqK5toL21ltryCO4t5kKSRSoGR1IwQQeCD6VLGtDxy4hnjmXwdZ2Xh6xg/t+O2vJrDTDFZ3Ia0aVUlgWTJO4KpXzPm+UHgkV3/w8uEl8MS28Vjp1ktjfXFpt0uDybaQxyEF0TJ257jJ5zya1V8MaAuiHRl0PTRpbHcbEWkfkE5zny8bevPTrV60s7bT7OK0sLeK1toVCRQwoERFHQBRwB9KpPv/AFt/wfv8iX0t/W/+f4eZNXF+PPDEHiO4s7lrjRGk0qGaVrXWbAXkLK4HzlfMUrjYfm578V2lZuq+G9D12SGTW9G0/Ungz5LXlqkpjzjO0sDjoOnpUtXKTseTzSab4q0/WNV13TobQWfhS1vNLgkAxp+5ZmMkJ42tuRAGGDhFHFev6S88mi2T3gIuGt4zKG6h9oz+tR3+haRqtxbXGqaVZXs1m2+2kuLdJGgbIOULAlTkDp6Cr9Vffz/4P+evoTbb+u3+X4hXmniLSbfRfFx8YJFoWrC61K0tfJn08PdwvlYcQ3G87WU/Pt2dm5HWvS6zV8N6GmuHWU0bT11Rut8LVBOeNv8ArMbunHXpSXxJ9h9GjzPR7S2Emha4sSf8JHd+J7q3u7nGJ5Iw86tExzkoqIuF5ACKcd69eqhFoWkw6zLq8Ol2UepzLskvUt0EzrxwXxuI4HGewq/QtI2/rZL9Aesr/wBbt/qIyq6lXAZWGCCMgivKLvwJo+u+KdYi8Iadpuhto9jJZxXtjapA322ZMnLRgNhIyo4PBlPcV6xVT+ydO+x3Np9gtfs12ztcQ+SuyYv98uuMMW75696Q7nC+ArOXTPHeuadBpGl6PawWNr51ppE5lt1nLSHccxx4kKbcjbnaEJJyMei1U0zSdO0WzFno2n2un2wYsILWFYkBPU7VAGat1TdyUjM8Q21ve6FPa3dva3STbUW2vJjFDO+4bY3YBuGbAI2tnOMHOK8pitI30seGlsrFrpPE8irojRhtLP7gzGDd/wA8wjb87MiXnysCvYb6ws9UspLPUrSC8tZRiSC4jEiOM5wVOQeapN4V8PPoq6O+g6Y2mI29bE2cZhVs5yI8bc5JOcd6lbv+uqf6f11rpb+tmv1Mb4ZmJPBotolMT2t5cwzQqAIoJBK26OLBI8pScLz0AyAcgddUFlZWunWcVnp9tDaW0K7Y4IIwiIPQKOAKnqnqScX488MQeI7izuWuNEaTSoZpWtdZsBeQsrgfOV8xSuNh+bnvxXEzSab4q0/WNV13TobQWfhS1vNLgkAxp+5ZmMkJ42tuRAGGDhFHFesar4b0PXZIZNb0bT9SeDPkteWqSmPOM7SwOOg6elPv9C0jVbi2uNU0qyvZrNt9tJcW6SNA2QcoWBKnIHT0FRbRrv8Ahv8A5/1cu+t/63TJNJeeTRbJ7wEXDW8ZlDdQ+0Z/WrdFFXJ3bZEVZJHnXjrwr4c13xFpmkf2DpcuqarP9ovbtrOMzraw7S7eZjcCx8uMHOcMcdKyk0C/8OePtAVrPTZL291a5kfVYLhze3dsUlYpMhjH7tA0Q/1jAFI8KMjHqgs7UXzXotoRdtGIjceWPMKAkhd3XGSTjpk1VsfD+jaXfXN7puk2Nnd3RJuLi3tkjkmJOSWYDLc880o6W/r+lp+Y5ap/13/z/I0KQkBSWOABySelLRQB5loWjaba/EOawk0jSraw1fR5DHb2DC5i1CJZVzNcsyruciRQMh87ny5zir3gXw/oh8Wa14i0LSNP0+zQnS7I2VskIkWNv30h2gZzKNoPpHx1rrdL8OaJoks8mi6Pp+nSXGPOa0tUiMuM43FQM9T19auWdnbafaR2thbQ2tvENscMMYREHoFHAprS39df8tAet/P+v8iaszxDbW97oU9rd29rdJNtRba8mMUM77htjdgG4ZsAja2c4wc4rTqvfWFnqllJZ6laQXlrKMSQXEYkRxnOCpyDzUsa3PHY4Ln+zovC9sljYxS+KZLa8tPJM2nwK1u0yQKqshkjJ2ZU+XlywKgHB9B+HlwkvhiW3isdOslsb64tNulweTbSGOQguiZO3PcZPOeTWsPDOhDQzow0XThpROTY/ZE8jOd3+rxt689OvNXbSzttPs4rSwt4rW2hUJFDCgREUdAFHAH0qr/18l/k/v8AIl6/15v/AD/DzJq4vx54Yg8R3FnctcaI0mlQzSta6zYC8hZXA+cr5ilcbD83Pfiu0rN1Xw3oeuyQya3o2n6k8GfJa8tUlMecZ2lgcdB09Klq5SdjhL82us6T8PvEP2A2U099Z+XbCRjHboYpDtRPujrjcFBIwDwMD02snVfCfh3XblLjW9A0vUp0Ty1lvLOOZlXJO0FgSBknj3rUjjSGJIoUWONFCoijAUDoAOwqr7+bv+X+RNtvS35/5jqKKKQznfHHit/Bvhe41aHSbrVniVmEFvhQoVGYs7nhEAU888kAAk4rKuPHuoSN4Tg0jRba4uvElnJdKt1ftCluEjRypZYnLcPj7o6e9a3jrTNV1zwbqOkaHDZvPqFvJbM95cvCsSuhG8bY3LEEj5cDPrXLX/gjWtS+Hdhomo+H/C2oXtnYtYxPeTvIsB8tUE6OYMg5GSgUdB8/FLXX5fr+tv6uPS6+f6W/U9Ftmne1ia8jjiuCgMscUhkRWxyAxVSwz3IGfQVLWT4V0aXw74S0zR7i9e+lsbZIGuXGDIVGM4549PataqlZN2JjdrUQkKpLHAAySe1cZ4d+IH/CUyXUmjQ6VdwRwNNDbwaurXzj+DzINgWIN6mTjIyAcgdjLEs0LxP911KnHoRXnukeDvE2lrpe0aPv8O6bPZaY/nSH7WzBVRph5Y8tQEUlVL5J6jHM9Xf+t/8AgFdDpNB8RX9/ruo6NrWmW9jfWMMNx/ol4bmJ45S4HzGNCGBjbIK+hBPboa5TwVpWvaULo+IrTTzdXZ865v7fUJJ5LiXgY2NBGEQDhVBOAMckknq6pkoq6jNeW9hJJptot5dDAjhebylYkgZZ8HAGckgE4HAJ4rkx4/uTpKt/ZlqmpHV20gxvfkWgmAJz9o8vODjaP3ed52Y710uvW1xeaJcW9nZ2F88oCta6iSIJkJG9GIVsZXPO1uexriE8C65Ho4hEOktbNqTXL+HPtMi2AtzD5YgD+UflD/vdvlBCxPy/xVK3f9dV+lyun9dn+tjsfDGuN4h0GPUJLUWzmSSJkSXzY2KOU3I+BvQ7chsDII4rXrB8G6Ne6D4eWz1KaNpPOkkSGGRpI7WNmJSFGYBiqDABIHsAMCt6qZJieJ9X1PRdNe80zTbW8jghknuHu777KkaIM9QjkseccAcHLDjODffEWdIri50rRftNrYaXFqt+bm6+zyxwyKzARpsbe4VHyGKDIA3cnGp4y0a81q2hgttE0LWIlDts1eRo/IkwAkiMI5OQC3ZTyMMKwdc8A32teH9P0W+stG1OWKxjtJvEWoEyXsRxiR4kaNvmPUMZQQxyc45lX/r5/wDAK0ur/wBbf8E9AhlSeBJYjlJFDKfUEZFPpkEKW1vHBEMRxoEUZzgAYFPqna+hKvbU5rWPE2oaNrtlDcaTCdLvLyOyjuvtv79pHUkFYQhBUHgkuGADHbgc0tO8dz3upWbS6THDpGoX82nWt19r3TGaPzM74dgCqTDIAQ7H7uQMnDNe8L6rq/iq3vLex0a08i5hdNbikdb9YEIZoNoj5DHcp/eBdrnKnoW/8IU1948ttbutE0PTFsriS4+1WJ8y6v2KlU81vKTaoDFiu58sF545Uel/6Wn/AAf61HLrb+nr/wAD/gHb0hIVSWOABkk9qWmSxLNC8T/ddSpx6EUne2g1a+pwVl8VbO903U9XhXTJtNsbR7vyrbVFlvig+6Xt9gEYbrzJxkZAOQOg0HxFfX2sXWka3p1vYahBbxXara3huY3ikLKDuKIQwZGBG3HTBOeOc0XwVrlgdKjvoNImt/D+mz2Fkqzvm/DhVHnZixEu1BkDzMk57YOn4N8GjQdW1HVpNM0nSJLyOOCPT9HX9xEiZJYtsTe7FuTsGAqjnGTWl/L/AIf/AIAnt/Xl/wAE7Cq2o6hbaVptxf30nl29vGZJG9AB29T7d6s1keI/D6+I7K3t31C8sDb3KXKSWoiJLJkqCJEdSAcNyOqqe1Sxo5R/ifPF4UTVrzSbPTp21ZtNeLUdT8mKAgMd0kvlnb93GNp5PU12uj3r6lo9tey/ZC06B82Vz9ohIPQpJtXcCMHO0VyWg+HPFnhOC/8AsV5a6615qM1w0eo3At9qMchw8VufnP8AEu0r02lcYO94Q0Kbw94fFndSRSXEtxNdTCAERI8sjSMiA/wgtgdM4zgZxTW2vl+S0++/5Evf7/zev5fmblcx4w8a2vhWSytnfT0ur3e0Z1K/FnboiY3M8pVscsoACkknsASOnrmPEeiapL4i07XtAisbm7tbae0kt7+doY2jl2NuDqjnIaNeNvIJ5FJ3/r+u5SsZ+r/ESPTLux08PoKX9xax3UhvdaFvbBXJCiKUxFpSSrYwg4GTjIB7ZclRuADY5AOQDXmC/DbWdK0eTT9Hk0y7XUNETSb2S8d4xDtMhEkaKjbxiZxsJX7q/N6ek2NqLHT7e0V2kEESxh26ttAGT+VVpr/Xf/gfeT1X9dF+t/uJ65C88ewp40Ph2xfSPPiljimGoaqLaV2cBtsMQRzKQrAn7oyQATzjr64DWPBGrXepata2Z08aVrV/bX9xcSyuLi3eLywypGEKtnyVwxddpY8HHKXxK/8AX9K43szQ0zx7DrPi+XR9NfSDFBNJA4m1ULeM0eQ7JbBCSgYEZLLnBOMYz19cBZ+CNWg1SytGOnro2n6zNq0Nysrm5cyGRvKKbAqgNKwL7zlQBgZ47+hfCgfxO239foB6VxfhDx3ceLLG7uba10iQwwmRbSx1kXFyr5O1JUMSCInB5LHn867GfzTbyfZigm2nyzICVDY4yBzjNcgui+JNR18a5qlvo9nd2enTWlrBBcyXEc7yFSTKxjjIQGNcKA33ic8YpdR9DS8O+IrvVdT1TTNVsLezvtMaLzRaXZuYiJE3L85RCG65UrwCpyc10Fcl4N8M3uh6jqNzNZabo9ncpEkGk6TKz28TLu3S8xxgO+4A4QcIMk9utqmSirqUl/FYu2kW1tdXQI2xXVw0CEZ5y6o5HH+yfwriJfiZdadHqI1zTNMs3tr2OwgmXVibaWcxmRw8rwp5aooBZtrcnABPFd3eG5FjObBYmuvLbyVmYqhfHy7iASBnGSAa4w+Cb+x8PeH/AOz5LW71nSLw38zXLtFHeTSI6zksFYrkyswO04wBj0nr/X9dyun9dv8AOx1Ggam+saJBfyGwbzslW068+1QMMkArLsTd0/u8HitGsHwfodzoWjzx6g0H2q8vJ72ZLYkxRNK5bYhIBIGepAycnAzit6qZKOU8Z+NP+EUvNMttulJ9v80+fq2p/YYU2BeN/lvkndwMDpT/ABJ4p1Pw7p6ak2kWs+nxRxPdzDUNrAu4XZCvlnzSM8bjHuyoHJOLuvHxGSYtCstJu4JoWR/t9zJCY2PGcLG4dcH7p29Opzxyep+ANTPhvTNB0620e5NhYR2trrd07xXlhIOGlhCo3YKVAdMEYJI5Cj59/wDMpno9FNRSkaqzFiAAWPU+9OoJWxyXirxL4i8Oq09toWl3tq88dvbA6tJHPO7kKFEf2dlByT/HjAJJFRWXjy5u9StXfR0j0W91CXTba+F3mVpU3jcYdgAQtG4BDk/dJUZ41NQ0S71Pxlpl9cvD/ZWmRPLFDkl3um+UORjACoWA5Jy54GBWHp/g7WLa6sdNmey/sTTtUl1KGdJnNxLuaR1iaPYFUK0p+be2Qg+UZ4I9L/0rr8d2hy2dv60f/AO6pCQqkscADJJ7UtMliWaF4n+66lTj0IpO9tBq19ThtL+JkWs2Op6hp6aTPZ2dlLeJDHq4e9ZVGV8yARkRBvUuSMjIzkDa8G+J38VaZJek6M0YKhTpWq/bQpIyVc+Wmxhkcc9a5zR/B3ibSzpG0aP/AMU5YS2ensJpCb0NsA8392PKGxBkL5nzHPbB6DQNF1RPE2peINcjsrW5vLeG1W1sZmmRUjLkO0jIhZiZCPujAA5OarS/9ef56adBP+vw/LXXqdLWX4k1+18MeH7jVb7mOHaoXcF3OzBVG4kAZZhyeB1PStSsPxhoU3iDw61paPEl1DcQ3Vv52fLMkUiyKrYBIUlcE4OM5welSxopaX4j1rXND+3aLa+G9Qk88xn7Jr7ywbQMk+atsfmyfu7enOe1WvB/iC88SaTPe32nwWQS6lgiNvdNPHOqHaZFYxocFgwHy84z3rJh8O+JY9N8TXkEunWGua46+UsMryQ2gWNYg+8opd9oLfdAyFHQZrqtJ0y20XR7TTLBPLtrSFYY19FUY/Oq/wCB/X9dyf6/r+uhbrA8ZeKR4T0J7yO0N/dsG8i0WTYZdql3JbB2qqqzE4PT1IrfrkvGHgmbxG13d2Ot32n3kmmy2MccYgMLB8k7t8Tsu47QxQgkKvoKid7aFxtfUkvfGFzav4eZdGd7fWJIY2uGuFVYWkVmCgYLORt5yFGCMHORXU1wOpeGvFKaV4ZsNPGn6j/Y80NzLc39+0DyuisvlhY7crtwww3B45GeT3kZcxIZlVZCo3qrbgD3AOBke+BWjtd27v7tP+CZq+l+y+/+rDqKKKkoKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z" data-image-state="image-loaded"></div></div></div>

Solve

Solution Stats

19 Solutions
15 Solvers

Last Solution submitted on Jul 18, 2022

Last 200 Solutions

Problem Recent Solvers15

Problem Tags

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Problem 50599. Number Puzzle - 098

Solution Stats

Last 200 Solutions

Problem Recent Solvers15

Suggested Problems

More from this Author180

Problem Tags

Community Treasure Hunt

Problem 50599. Number Puzzle - 098

Solution Stats

Last 200 Solutions

Problem Recent Solvers15

Suggested Problems

More from this Author180

Problem Tags

Community Treasure Hunt

Players