हिमाचल उपचुनाव: कांग्रेस ने की उम्मीदवारों की घोषणा, इन दो नेताओं के नाम हुए फाइनल

<p>कांगड़ा के धर्मशाला विधानसभा क्षेत्र और सिरमौर जिले के पच्छाद में होने वाले उपचुनावों को लेकर कांग्रेस ने अपने प्रत्याशियों के नाम तय कर दिए हैं। कांग्रेस हाईकमान ने पच्छाद से गंगूराम मुसाफिर और धर्मशाला से विजय इंद्र करण को प्रत्याशी बनाया गया है। प्रदेश अध्यक्ष कुलदीप राठौर ने इस बात की पुष्टि की है।</p>

<p><img alt=”” src=”data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/4REARXhpZgAATU0AKgAAAAgABAE7AAIAAAASAAAISodpAAQAAAABAAAIXJydAAEAAAAkAAAQ1OocAAcAAAgMAAAAPgAAAAAc6gAAAAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFNhZGFzaGl2IGNvbXB1dGVyAAAFkAMAAgAAABQAABCqkAQAAgAAABQAABC+kpEAAgAAAAM4NgAAkpIAAgAAAAM4NgAA6hwABwAACAwAAAieAAAAABzqAAAACAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAMjAxOTowOToyOCAxOToxNzoxNAAyMDE5OjA5OjI4IDE5OjE3OjE0AAAAUwBhAGQAYQBzAGgAaQB2ACAAYwBvAG0AcAB1AHQAZQByAAAA/+ELJGh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC8APD94cGFja2V0IGJlZ2luPSfvu78nIGlkPSdXNU0wTXBDZWhpSHpyZVN6TlRjemtjOWQnPz4NCjx4OnhtcG1ldGEgeG1sbnM6eD0iYWRvYmU6bnM6bWV0YS8iPjxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+PHJkZjpEZXNjcmlwdGlvbiByZGY6YWJvdXQ9InV1aWQ6ZmFmNWJkZDUtYmEzZC0xMWRhLWFkMzEtZDMzZDc1MTgyZjFiIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iLz48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyI+PHhtcDpDcmVhdGVEYXRlPjIwMTktMDktMjhUMTk6MTc6MTQuODYxPC94bXA6Q3JlYXRlRGF0ZT48L3JkZjpEZXNjcmlwdGlvbj48cmRmOkRlc2NyaXB0aW9uIHJkZjphYm91dD0idXVpZDpmYWY1YmRkNS1iYTNkLTExZGEtYWQzMS1kMzNkNzUxODJmMWIiIHhtbG5zOmRjPSJodHRwOi8vcHVybC5vcmcvZGMvZWxlbWVudHMvMS4xLyI+PGRjOmNyZWF0b3I+PHJkZjpTZXEgeG1sbnM6cmRmPSJodHRwOi8vd3d3LnczLm9yZy8xOTk5LzAyLzIyLXJkZi1zeW50YXgtbnMjIj48cmRmOmxpPlNhZGFzaGl2IGNvbXB1dGVyPC9yZGY6bGk+PC9yZGY6U2VxPg0KCQkJPC9kYzpjcmVhdG9yPjwvcmRmOkRlc2NyaXB0aW9uPjwvcmRmOlJERj48L3g6eG1wbWV0YT4NCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgCiAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAKICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgIAogICAgICAgICAgICAgICAgICAgICAgICAgICAgPD94cGFja2V0IGVuZD0ndyc/Pv/bAEMABwUFBgUEBwYFBggHBwgKEQsKCQkKFQ8QDBEYFRoZGBUYFxseJyEbHSUdFxgiLiIlKCkrLCsaIC8zLyoyJyorKv/bAEMBBwgICgkKFAsLFCocGBwqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKioqKv/AABEIAhYB8gMBIgACEQEDEQH/xAAfAAABBQEBAQEBAQAAAAAAAAAAAQIDBAUGBwgJCgv/xAC1EAACAQMDAgQDBQUEBAAAAX0BAgMABBEFEiExQQYTUWEHInEUMoGRoQgjQrHBFVLR8CQzYnKCCQoWFxgZGiUmJygpKjQ1Njc4OTpDREVGR0hJSlNUVVZXWFlaY2RlZmdoaWpzdHV2d3h5eoOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4eLj5OXm5+jp6vHy8/T19vf4+fr/xAAfAQADAQEBAQEBAQEBAAAAAAAAAQIDBAUGBwgJCgv/xAC1EQACAQIEBAMEBwUEBAABAncAAQIDEQQFITEGEkFRB2FxEyIygQgUQpGhscEJIzNS8BVictEKFiQ04SXxFxgZGiYnKCkqNTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqCg4SFhoeIiYqSk5SVlpeYmZqio6Slpqeoqaqys7S1tre4ubrCw8TFxsfIycrS09TV1tfY2dri4+Tl5ufo6ery8/T19vf4+fr/2gAMAwEAAhEDEQA/APYttJipCKXb7UAREe1AX2qTZShaAGbaNtPxRigCMijFPIoC0AR7RQU9Kk2c5p22gCILS7ak20YoAj20bakxRigCPbRtqTFJigBm2jbT8UYoAZtoxUmKa3FADcUYqjYa5p+pteCxuUmNlIYp8Z+Rh1qvN4p0iCwtrx7sGK7XdBsRnaQdyFAzj8KANbFGKy4/E2kS6U2pJfw/ZEbY0jZG1um0g859sVJpev6brDyJp9yHljALxspR1B6EqwBx70gNDFG2sm+8VaNpt9JZ3l8sdxEoZ4wjMVB6E4BxTbnxdodn5Bn1GEC4j82IqC+9M43DaDxmmBsbaMVkyeK9Ei01L99StxaySeUsoJIL/wB3A5z7U618T6PeW889vfwtDbgGWQ5UID65AouBqFaTbWfYeIdK1RZTp99BN5I3SANtKj1Oe3v0o0/xFpGqTGHT9Rt7iQDdsjfJI9R6j3FAGjijFUL/AF7S9LmSPUr+C1d1LKsrgFhnBIFNfxFpEenJftqVqLR22LP5o2lvTPr7UAaGKNtUbfxBpF3E8ttqVrLHHjeyyghcnAz9TVm7vrWwh82+uIraLO3fM4QZ9MmgCULS4qraarp+oM62F7b3JTG4Qyh9ufXFTxTxzqxgkjkCMVbY4O0jqD6GgB+KMVBBqFpcyNHb3UMrp95Y5VYr9QDxTV1Oxdwi3tsWJxtEy5z+dAFgijbUgWjbQAzbRtp+KMUAM20bakxRigCPbRtqTFGKAI9tG2pMUYoAj20bakxRigCPbRtqTFGKAI9tG2pMUYoAj20bakxRigCPbRtqTFGKAI9tG2pMUYoAj21m6mv+lWn+8/8AKtbFZupj/SrT/ef+VAC7aKk20UxF/bS7RUgFIVpDGYoxT9vWkIoAZxSbQfapdgPalC560ARbc9aULUmygLQAzbRtqTFGKAI8UYqTFGKAI8UYp+2jbQAzFJtqTbSY5oAZto21JijbQBHtrK8Rz3troc76VA894w8uFVGdrNwGPsM5/CtnbRtoA860/wAPaz4a1C1+eG8t7izaym+zWzKQwBZJHyxzkkgn3qHRba78Pto2oahp95JD/YyWj+VCXe2kDbjlRyARjp6V6VspdlKwHn+oC5vlstZXQp4baz1L7RJbiMedcJ5e3zSnqCc45OBW3pWopq2tyzW2lTJFHAEN/cQmJnbOdihhuIHUn1rpPL9aNnOe9FgOIj0zV5vHOuzWd69jbtFbLk2yyCUhTnBY9qpr4avrHxNb2eiX01klvpLoLp4FkV3abdg5465OB2r0PZnrR5eKLDueSXdvPaaXYPc/bLO+j1zzNQult/N+fy2HmIoXGwjGODjvWxc3NtqXhfUIJLvUNdjUxtIEtvIlhG4Heo2jcQecV6EYznrR5ZOcmiwHmlvctqFxqKBZPENsdNkV7lbP7POuT/qt2AGJGSOOCKfod3v8QaRb2k41iBEdQ01gYZ7BdndwAP8AZxjJr0jyvXml8vrz1osI4bWbDUbr4iWradNDbuNJkHmT2/moT5owOowf6VzM8JstHtWuZfseoDxAj37y24MUT7GG5UHGwjBB9+a9e8v6ZpDCDnIUg9ciiwHmes3dvceDb8jVrDUPKmtpHa1thFsUSrksBnNXfG2saZqmj2T6dqVlKINUty8jASxxZJ5Yeld99nTBHlrg9RjrTPsMG0qIYsMckbBz+lAHD/23FpWiajc2t/pN/dhAtvFp8IQl2O1AcE5G4is3RLS78NPcadqlhNZ2up2TEvDMJnkuVQ+Ywx/EwOceor0pbGBDlIIlPfCAf0p7W4cqWAO05Ukcg+3pRYZ5boYsbK/0FITpOopI/lW9xZqYrqPKHmVBkN0+bPejwVaW/wDZOnyyJ4ZA3ElpB/pJO89Tn71emRaZawXDzw2tvHM/3pEjAZvqcZqA+HdIMm86VY785DfZkyD69KLAXAKdtp4TGPal20xEW2jFSbaXbQBHijFSYoxQBHijFSYpMUAMxRipMUYoAjxRipMUYoAjxRipMUYoAjxRipMUYoAjxRipMUYoAjxRipMUYoAiIoAqQrRtoAZis3VB/pVn/vP/ACrVxWbqg/0qz/3n/lQA7FFP20UxGjto21JtpNlIZFtwx96XYMVLtpQtAEO2pkiVE3yc5+6vrRtqScfvCOyjAoARGlfPlIoCjJAUUgKS8SKFbsyjH5ipII1ZXzkEDOQah20AMaMoxVuopNtWJF3IjHrjFMVfnX60ARFCpwwIPoRQELHCjJ9AKuyonmTuy7ipGOaWNFSRWVAN0ZOMng0AUShU4YYPoRSbatlURUJjDb+TyeB6Co5ovLmZRyAeKAK+KXZUm2l20ARbaXbUm2jbQBHijFSbaNtAEeKbUpXiuG1nxNqWl/EePTYLK81GzfS/OMFoilkfzNu85I4xQB2lFeQReOvEDeGUvTdbZm0W8vMPEPlkS4CKT9AcVDafEfxBc6p4e05ZoxNHdLbayTCPmZpMIB6ZXmp5iuVns1FebWfxCluPig+mNd2raTJO9hDEGHmidF3F/XaTlR7iruhal4l16CPXIdSsbaxe9aL7BLDgCJXKEGTORJxnFHMKx3dAryy5+J17b6Fqe6CY30GqtaxTCzYwCPzQoy44zjP41p6z8QJdO+IkGmRm2/suF4re+d2AkWabOzaM9BgZ+tHMgseg4oxWB4a1m61XVNet7rywunagbaLywQSuxTz78msjxt4vvNB8R6Vp1teafYxXcE0sk97G7gFMYACnIznrTuI7bFLivKJvidqippP2htM0j7ZaTTyS3scrISkmwFQOQGHzc9q2rrx7qUXgDT9Vh0xH1jUJfJtrMsQkrZJ3jPIUqpYZ9RRdAd7ijFcNceNdQv28OJ4at7KV9bgllJu3cLH5aglfl56kis/UPiVfWMNnDLaafZ3rX81jdfarh/JieNA2VZRkhgRjilcD0nFGK8+1H4hXunaHpl26aVKb6Z4zdrPJ9kiCjjc+3IJPHIxV5PiBBbS6ENaW0sI9Vt5pXmN2rxoyEYCuOGznNO6A7PFGKw/CXiSPxVptzewRosUV5LbIyPuEgQ43A+9b4WmAzFGKk20baAI8UYqTbRtoAjxRipNtG2gCPbSbal20m00ARgUuKftpdtAEeKMVJto20AR4oxUm2jbQBHijFSbaNtAEeKMVJto20AR4oxT8UYoAjK0bak20baAI9tZuqD/SrP8A3n/lWttrM1Rf9Ls/95/5UAOxRUhXmimI0dtG2pAtLtpDI9tG2pMUYoAjxUki7gHHfr7GjFKpKnj8R60ALBtUPuYDIxUQTLYHJqU7D1Qj6GgtgYQbf50ARydQo5CjFMAwQfSpNtASgAaRm35A+c5NKJGG3gfKu0UbaMUAIrkKAVDbTxntTGyzFmOSetSYoxQBHtoxUmKMUAR4oxUmKTigBmKMU7j1/Wjj1/WgBpWs86LZHWP7V8hRe+R9n87PPl5zt/OtTijigDlm8A+H2szaGxHkG2ktdgkb/VyPvdevdhmgeAdAF9LeLZFZ5rmK6d1kIzJGMI34CunwP8mjj/JpWQHLj4f+Hk02GzjsERYJlnjlXiUSB94bzPvHmmN8PdCOsDUPImBE/wBp+zidvIMuc+Z5ecZzz9a6zj1H50YFFkBzMngfSZNDu9JKyi0u7s3coEhyZC4c4PYZA4qrcfDbw9dW+oJc2Ylm1CZp5bp8GZXJByr4yMYGPSuw4owPagdzkYvAUNvq9xqFnrWr2z3UyzzxRXC+XIwAHIK9wK1Lvw7a3niOy1mYubizhkhjTjYQ+Mkj14FbQA9qMCmIwbzwvZX2vpqtyGkkWzeyMLYKPG5ycj1rFHww0qRdPi1G4utRtNOSRLa2uXyqBjxyME7QMDnpXcbRRgUrAcCnwwhsWsjoer3Om/2fPPJaqkaOIlmxujAbtkZH1p0nw3G2ylstbuob62u5byS7aJJGnklXaxZSMYwMAdq7zApdtFkBx114R1S5s7ZG8SzC5gZ8yfY4/KlRv4Xi+6cdjUGj/Diz0qbSZPtLXA05bjKSQrtlaYgscdFAI4A6V2+wego20wOf8L+Go/DVnd20MxmW4vZbr7gXZvOdoA7CtwCpAgHQUu2gCPFGKkxRigCPFGKkxRigCPFGKkxRigCPbRtqTFGKAIse1GKkK0baAGYoxUmKMUAR4oxUmKMUAR4oxUmKMUAR4oxUmKMUARbaMVJtoK0AR7aMU8KaXbQBHtrM1Uf6XZ/7z/yrX21maqP9Ls/95/5UAOI5oqTFFMRogUuKeBS4pDI8UYqTFGKAI8Um2pcUmKAI9tBFSYoxQBFjgU7FP20CgBmKMVJijFAEeKMVJijFAEeKMVJijFAEMgwvA57V5/pvj6e/+JM+ivbxLpLPJa2l2DlpLiIAyKR6YJx9K9DmQtGyglSRgMP4feuDtvhJ4dsobF7RZYtSs7pboakGzNK4Ylt3YhskGk0BmaH8QdV1DxwdI1GPTbLNzJD/AGfMzxXSKudsilhtkDYzgU7QfiDqOq+L30u7i0y2AnliaykkeK7hCZ2vhhiQNj+H1rYT4cx/2pZzXOuahd2Vjdm8trKba3lyEnjzMbyoyeM02L4dEazY3N3r97e2en3JurW2mjRmjfnjzcb2UZOBSswMPwn8R9R8RvC002gJvWVmtI5pTcqE3cYI2k/LnrWWvxwuB4Lg1WTRovt8l99nezWY4WHaG83OO4I/Guw8P+A9R8P2kFhB4lebTo/MH2d7CLcyuWJHmDnqxrEHwRsI1bbq0+9tKTTi3krwVcHzcepAxRZgN1X4qXWmanq0X2HS2g0y7W2aF9Q2XMwIXlIyPm+969q7LQ9ebV9Y1ux+zeT/AGXcJDuLcvujD5I7YziuZ1H4WXd/e62Y9agitdXnMsqtpsbyx5UKQkhOR93g9q0LXwbruk+Ib+90TX7eK0vpopJYLmx8xvkRUwH3DqFosMgHxCkOqDQm0onX/t32drHf8vk43faN2Pubf14q74q8ZS+H9a0/TLTTY72a9ikmVprxLdVCY/ibjvWkvhkDx43iNpF504WPlhOfv7t27+lZHjTwXeeIPEGm6pYPpzmygmiaDUbXz43345xkc8U9QIbL4l2c1lpl9f2Etjp99LNbvdySK0cM0eeCRwVbBww4qA/EuRn0wW2gTO2qQy3NuJ7uKD90jYDEvjG7OQPSlPw3m/4VhfeGZLqCWW7nNwMQ7YocyBtiJ2UY4+tO8ZeCL/V9d0nUNOttJu47C1kt2ttQhLxndjBABHQCjUDpU1uSPwrLrF9YtbmGB5nt1mSUgKCcBl+U5xXP2XxEludEn1ifw5d21jDYteeb9phcsoXcBtVsgketTN4Pu77w2sVxL9hvY7Oa2S00+Qx2nzAgZj79a5fSfAGvWfhu80o6BodpJPpclmb22z5sjbMAnJxgnrRqB3es+LLbRfBy+IJbWeaF0idYYsbz5hAUc8dxVQ+OY7XSbrUdY0fUNNhgKKglCO07McKqBWOSTXL6roPjXXfh9N4e1PSdNURw26w+XOT5vlsuVbJ4GB2pbPwTq934fvbJfD+n+HbiOeG8tXtrgyrNLG2Qrgnp2/GjUR08HjcTW96T4f1mO7sgjPZvbgSMjZwynO0jjnnIqHSviRpmqWdjd/2fqVrb6hdJa2slxAFErtuxjB6fKc1Z8PP4svmv5/FFta2UbJ5VvZW5D4bnc5fPOeOO1c3aeDdYh8E+DtMktgJtN1SOe6VXHyRgyZI554YGgDd/4WVof2k/ub8WIn+zHU/sp+y+Zu243+meM4xU3/CxPD6rru6aQPoMnl3sez5l5ABUfxDJ61xreHPGB8PHwENIhOlNLsGs+cCBb+Zv+5nO/tWd4l+Gmt3ena5f6PbvHqdxqsgCIy/6ZZuU4POOCu4elLUD0S6+IWiWmtyaZIt67wyxwTTxWrPDDI4BVWccAnNamu+I9O8OWAu9UkkVHlEMaxxmR5HPRVVRkmvM/E3h7xM/jCabR/D9xBeS3EJg1qxu/KjMQ27vPiJw5ABHTmui8aJ4v0rRrqbQHn1y6up1WCJLaNTYx/xOh6k44GaYGrN8SfDFvY2V3JfN5V6rPFthYlVU7WZwBlQDwc1pyeKNHi1u00hr2M394jSQwKckoBnccdBj1rya+0HXbfQ7dtJ8J36Lf6NcaVJayyh5LeV5d3nSN33ZLE12Nz4UltPGnhG8s9PDi3gmiv7xFGWIgVF3t1OcEUagdHpHjHQ9d1Kew0u9E88Gdw2MocA4JUkYYA8EjpW5ivIvAvhjU7f4g207afqmn6bpUN1EkV5IrxKZJOFiIGSpwW59RXsIFMBmKMVJijFAEeKMVJijFAEe2jbUmKTFADNtGKfigCgBmKMVJijFAEeKMVJijFAEeKMVJijFAEWKQrUpFGKAI8UhWpcUYoAix7VmaoP9Lsv95/5VsYrL1Yf6ZZf7z/yoAdtoqTbRTEaQWl208ClxSGR7aNtSYoxQBHtpNtSEUbaAI9tLtp+KAKAGbaQJipcUYoAj20bakxRigCPbRtqTFGKAI9tG2pMUYoAj20bakxRigCPbRtqTFGKAIttGKlxSYoAZto20/FGKAGbaNtPxSgUARbaNlS4oxQBDtpQtS4oxQBHto21JijFAEe2jbUmKMUARbaNtS4oxQBFto21LijbQBFil20/bS4oAj20bakxRigCPbRtqTFGKAI9tG2pMUYoAj20bakxRigCLbRipStJtoAjxS7afijFADNtG2pAKMUAR7aNtSYoxQBHtpCtS4oxQBDtoK1KRRigCIrWZqy/6ZZf7z/yrY21l6uP9Msv95/5UAKRzRUhHNFMRoilpBS0hhmkoNFABRRRQAtFFFABRmg9Kz77WtN0t0XU9QtbRnGVE8ypuHtk80AaGaKo2msadf4+wX9rdAttHkzK/OM44PXFXN9ADs0Zpm6oPt1v9rNsJ4vPHPleYN+P93rQBaopocHpS5oAKXNNzRuxQAtFJmjNAC0uKZux2zS7un+NADsUUm6jcPWgBcUU3f/nNG7I6H8aAAUopMijeAaAHUUmeKTd9fpQA6ikDZpc0AFFJmgMDigBaKM0m7mgBaKTNG71oAWikzRmgApaSloAKKM0maAFopAc0tABRRRQAUlLSUAFFFFACUA0tJQA6ikBpaACiiigAoxRRQAVlav8A8fll/vP/ACrVrK1f/j8sv95/5UASnrRQetFMRfFBoFFIYUUUUAHejFFLQAUUUUABrlviDplneeA9aa6toZnjsJjG8kYYodhOQT0rqagvLSG+s5rW6jEsE6GORD0ZSMEflQB55qel7F8Fx6E0OkyXExLTwW6ZGbY5OMY3H3qhP4q8TN9g0S2kuLi8+1XsM13aQQrLKIGULhZCEBIbJx6cV6U2j2T/AGHdbqf7PO625/1Z27eP+AnFZ+oeDNE1KFo7ixXm5a6DxyNG6yt95gykEZ79jSAreGdS1fUPCf2jVIVj1KMSx7Qyncyk7SQpIBPGQDwa5XRNF8LTfDmx17U1SG4CLcXWqrkXCzhvm+cc53fLtr0PS9Is9G0+Kx06BYLaIHYgJPJOSSTySaxZPh74ek1BrtrFvml882/2hxA0mc7jFnbnPPTrQMwb3xNr0f8Aa2t295bLpul6gLRtPa3y0q7kVmMmchjvyABjimp4i8SLcDUZ7y1On/242mG0W2w/lGQor78/fBx2xXSXXgXRb3WDqVxbuZXkSWWITsIZXT7rtGDhmHHPsKtnwzpzW/kNC3lm+/tAjzD/AK7du3fn2oA5Kw8T+I5ZdC1Ce4sW07WL14PswgKyQKFkKgPn5j8gzx9Kojxr4lXQdElkMct5rhkkj+yaeZfs0aDJGzcC5PHORirVh8PtRXxZZXt2lnDaWN3JdIbe6mIcsGGFhb5Y87ucE85xjNdPceCtLm0Ww06P7RbrpxzaT285SWHqDhvcEgjoaAOTvPGvimHRrO4m0ySxAeZLq4bTnlK7MeWxhVtyK2eTzil1X4gataTWN1G9nFpM1vFIL02sstvMzH5wZF5iA7blPvXTSeBLBrG2t4r7U4HtzI32mO8bzZC/395OQ2cenHaoLn4c6RPbRWsU19a2iwLbyW8FyRHPGDkBwc56nJGDzQGhU+KMm7wCzrHJMr3lrmOByGlUyqCoII6isRVvvDUmo63oehXmk6daadKz2uoXWUuZsjYQoZiuOcnvkV6Bqmg2msaTHp94jLBHJFIojbGDGwZefTIFTavpcGs6Pc6dd7hDdRmOQocEA+lAjgdX8d61pd9HpbpZHUEtRdzslpPJEQ7EJGuzJB45Y/gKS7+JV/b6lpwns7XTLa8hhlQaksqmUvw6q4G1Svo3Wup1jwfBql8l7b6jfabdrALZ5rOQAyxg5AYEEcHoeozVbU/h/Z6mgifUtSS1aKOKa2EqsswToSWBKse5UjNAGfB4k1OXUZNM0Kztjctf3YZ7qZzGqRMoJz1ySwGOgrndN+I13pWh6dZ3TWyajcG6uJnvWmdIws7IEBRSTzxk4AArtZvA1uZFuLHUL2xu0uprhLiFlLAS43phgRtO0demKqw/DiCys7JNM1a9tbqzWSMXeI5HlSRy7BwykH5iSDRqPQz4vH+s6pDE2h6Pb5/sw6hML2ZoyuHZSgGMnO0kH0xVrwz4j1XW/GV4XWKPSZNMtLq3TzCXQyAk8Yx1GCfatiz8I29nI0huriZ20/7AzysCWXczbjwOcsaoxeDrnSS1xoepyJONNisQkqKyMY/uSE4yDgkY6c0tQNjxQNTbwvfroMqxai0OLd2IADZHQnjOM4z3xXD6Trh0a8uTNe64s1vp0txLpWtjc0pQZ3xSjj2IHHTiu+1nSItc0afT7l5YkmUfvIW2ujA5DA+oIBrnm8CXN8zSa7r8+oSraTWtu/2aOLyhIu1mOPvtj149qYij/wALA1oB0bwuRINPXUlH21f9RjkE4+//ALP61f8ADHiXUta8WatbzWyR6bFb2s9q/mAsBIm7BHv/AEq83hFDM7i6bDaR/Ze0oOB/f+vtVfS/CV7o2oz3FhqcYSeytrdklt9x3wrtD5z0K9qANPxRJqkXhm+fw+nmakIv3KkA85GcA8E4yQD1IrjvD3iiKwu797nxFqF3BaWjXFzYavbCO7jK4+ZMAAqemPXFdtrmktrWjzWQuprN3IZJ4D80bA5B9+R071zT+BL/AFe6ln8T6vHcO1lLZx/YrTyABJjLtySzcDA6CgB03xDbT7K8l1rQryxlgs/tsUPmJI08W4KcEcBgWXKnpmibxwzia2v9PvdKuree0ygeOTekz7VORxjIII6jtUM/gLU9Uguf7c1qK5nay+xW7Q23lqib1dmYZOWOwDsK0NX8GPqmrTXq3ix+b9jGwx5x5EpkP59PajUBG8dLbeJLXS73Sbu2hvLprW3upGQCRxnH7vO4KcHDEVN4o1bUor7StG0WSKG81OSTNzKm8QRIu5mC925AA6VzifDG9Pimz1W41Czc2mpG9ExgczzAljsZi2Bjdj5QOldZ4j8P3GqvY3um3a2ep6dI0ltK6b42DDDI68EqR6c8UAY+l65daZqd/a3viC21+G1tzK0cKKLyN1OCnlpwwIPXsamf4i2dra6k+qaZqNjNp0Mc8lvJGrO8bttVlCk557daypPAWuX95ealdX+m6dfy2UtrC2mWzKAZCCXdmOWPy49s1StPhbqUf9pPJPp1ub+2ghMVv5zhTHMshYtISWyBijUDpv8AhYNilrem60/UbW7tZIoxZSxL5splz5e0A4O7B7jGOawJ/iVeR31w32SeOCHWLaxa2e3/AH4Dwl2UAHltwGDWtrvg6+vteu9VsLmCO432k1okobZ5kO/IfH8JD9ulVbTwXrU2sHU9XnsDNJrEGoMlsrbUSOFo9nPVsnrRqBr2PjK11W509IGns5JryW0ltbm3xIJEjLFG5+U4wc85re1a5ez0i8uYQGeGB5FB6EqpIz+VcpH4Rv7fxENUEsDLHq9xqATnJR7cRqvTrkfrW8Reav4TdLiFba6vLNlaPJxG7IR+QJoAw/DPxH0/WNJtpLtbm2nbTheu8lsyRyqAPMMZP3gCasR/EfRGt7qW4F9ZfZrdbkrdWrRtJGzbVZB/EC2B+NZ0vg7Vk07RYrG4toLjT9Fmsd+DtEzIgDAY5XKn86wbX4ea9Ld393f21nItzpYtPIutSmuS8glV8liBsU4ONo+U4pgei6H4jtNfhna0S5hkt32TQXUBikjOMjKn1FZ0/j/RbfXjpcklyHFyLQz/AGZvIWY9IzJjG45qt4F0TWdFjvxq8jrBM6G2tXvDdPCAuGzKVBOTjAOcYrmtT8F+KtS8RedMY5YItYjvY3+3mOIwrIGC+QFxvAzlieaQHXWvxB0C81r+zIbuXzzcNaBjA4j85SQY9+MbuDxSaZ8RPDmr6glpY3rPJJvCM0LKjsmd6hiMFhg5Fch4d0vWdXgNsun2sGmr4hnvzfCX96Qk7NgJjO4kYznpVfwbo2uat4b0KI6bZ2lnZ3U94t7HMDJNkyhV24yCS3zEnGBQM7NfiX4Zk0lNQivpJLeWbyYSlu5aZsZwi4y2AD09K07DxVpGqLE1jfJIs1qbxCQRmINtLcjsRgjqK5O28L6xoeleFbi002DUbnSLNra4svNVBl1X50ZhjcCMZPUE1QvPBPiM+H7aTTha22qT3F1HcxI+Egtrpsuqt3KYBHbOaBHVzfEXwzBJarJqqj7VGk0Z8tiAj/dZsD5QexNVvF/xG0jw1Fc2y3UMuqRLGVtTnBLsAoLAYBIOQK5bW/AGpxa1qMemWl5eabqFvDBEtvqSW0cSpGIykilSSvG7K89qfrnhPXhpmr6LZ6HDqMeoXMNzFqEtygMSr5eVbcNxK7DjHXNAHa+MPGFl4O062vNQ3eXcXcdsBg8bzgk4HQDmqWm/ETSLrW7nSLy7htr5L+S0ghBJMoABU9MAtnpU/jzS7vVvD8K2Nn9tmtr63uvs5KjeqSAsAW4zgVgy+EbxtN1R0sIxfXXiJL9Hyu8QiSM5z7KGGKAOqi8aaBN4ibQ49VtzqQJX7Pn5twGSuemfbrW6pyK8gsfBWtQa9FbXdvqcsUWrPefbUvYUtwhkZw2AvmbsELtJxxXry0wH0UUUAFZWr/8AH5Zf7z/yrVrK1f8A4/LL/ef+VAEp60UHrRTEX6KQdBS0hhRRRQAUmaU15Z4q1SKDx1rFvqHii80kW+lw3NjBFNsV5fnGcY+c5AG3vQB6kWo3V5a+oa7Ja+INVa9vo76zsLVo7VT+7gMkKmRtmPmI5OD0Iqjq3iCfTNM1eLQPFNxfWcVhb3R1B5BM1o7TqrfNj+JCTtPTFIZ7Buo3V5Td69c2L3lhpnia4vNJMtoJ9VZ0keyErsHAfGOQFOT93dSX2savFaXlhpXiBry3tdRhSO5ku44pbhWjLNAs5BTcpAOT9KLger7qhW6ia4MHmJ5wTzPLz823OM49M15PN4tvb3RdMtrbVdTS8zcLKoltoXYxsFJaZsowXI+796tL4faxc67relanfSLLcXXh8+Y64w5W5Zc8fSgD0stjr09ahtL+2v4WlsriG4jDFC0ThwCOoyO9V9ahefRryKGdrd2gcLKgBKHb1ANeZeFpdQt/D+iaLZa+mlRLoo1D7SbeINcOScqc8bVABJHJzyaAPXAc0HivPvC2u654m121llvvstmumW929tFAuJndnVvmPIX5QR9a71lJTAJVuzdcGgQCZfMVCygtnaM9fpUgOa8a0W21mR/DsUWuf6Y2panH9qkt1YogzlQucE5GRmr8vjPxLMNN0y1E0l6y3JuLmxtY5DIYZfLGEdgBnqcZxmi4z1alrD8Lale6t4YtLzVLcW124YSRqwIyrEZ4JAzjOM8dKqeJ9T1OPU9K0jRrqGym1AysbqaHzdqxqDtVMjLHP5A0xHT0YrzHXvF3iHT7JI4NQtLi+t7SSeddPsGuRIVYgFjuAiTjk5POaSfxl4mvrW6v9Ll0+3gs9GttTaKSFnaVnQsyZyNq/LwaQHprNsGePxNND7s15b4r1/XdX8O6/cafNaW2n2KxQyQureexYRuzB8/LjdhRjmtOLxBqkmu3Gj6PFZ21zLqVwnnzI7rsijRiduRliXHoMUXGegKwPenA15Pp3iXWNN8NxRC7s0vp7++8zMM12TslOAiJzt7ZJwOKbYeNtdv7mPXi1vFajw3NePYlX/1qSlc5zxyv5cUAet9aMVw+u+NbzS7VmtrWGVxov9oqrlgC+9F2n2+asnVviBrml6kdL8m1lvra3Se5MdtcSo+8nZGuwEqcD7zcUXCx6dikPXpVLStQ/tPR7S+MEkBuIVkMUoIZCR0P0NY2u67q0euwaN4ds7W4u2t2upXvJmSNIw20AbQSWJP0piOl3Yp31rzPStY1TxT8Q9GucGDTV017lrdbp1KyiUxtuUDD4YEDPGOa9GuWkS2kMAUyhSUDHAJxxk+lAEtGa8m0DxL4uuh4bPl295e3djdvIj3JWFgsihXY7c7u2AKt3XxdRIrNbW1tkuZbMXU8d3csoT5mXy12q2WJU9cDpSA9OoqjouqRa3olpqVvG8cd1EsirIMMuexrkfGOqara+NdBtbeR4dKCT3d5JFc+WzLEoJBG07lHp3pgd5QpB6V55feOtTbQ7h7jS30oXunT3OmXInEjEpHvAdcfK2DkDmksfGGoWd1fQNDLqdzLPaW9nbhgnzParI5LHgLwxJpDPRKCcVxUPxCjjLRanp0tlPCLhbhTKrhJYkEm0Efe3IdwIqofiPbaloVlc21tewm5t47mQRlA9vunWIIxPcsT+ANFxHoHWlri4/iAx1MwnQ7tLAak2mG+MibRMGIB2Z3bc8ZpLf4hfaNS02E6Lex2OqXLW1pfl0KSEBjuK5yoO04z1oA7XGaQLg96Qfd61xv/AAsOH+0rqBtIvxZWl/8AYLjUBt8qOQkAHGckZIBIHGaAO0xRiuKtviXpVxrcdmsUgtZro2kN4ZYyryjIxs3bwCQQCRjNQD4nW7afbXa6NqIS+nMFkJDGn2kqDuILMAoG3uRntQB3gGKaRk9a5W68cRxQ2a2mkapdXd1AblrSOJRLDGDgs+TjrwADz2qtc/EvTo1iay0/U9QWSwGoFrWAERwkkEtkjBBByOvFAHZLGEXC4HNCxqi4UAD24rk5PiHpp1SOzs7PULxTHBLLNbwhliWUZQkZ3HIOTgHFdapznHrTAXGRQVyO9c14g8bWXhyeRLuz1GeK3iE1zcW9vujgQ/xMxI/IZNNbx3pp146bBb391seOOW4gti8ULSKGQMRyMgjnGKAOn2im4yecmlz8vNcrqnj/AEjSdXvNPuEvpJLFEku5ILVnjt0cZDM3YUAdVj3NJsHTnFcxqfj7SdJvTFcx3zQK8aSX0VqzW8bSY25k6fxDpnrWZ4i+J1tpMd2mn6XqV/NZ3kdnM8dqxiRyygjd3OG4x1OKQHebAOnFLiuf/wCEu0xbYyM1wrC+TTzC0eJPObGBj6HOfSt5TzTAfRRRQAVlav8A8fll/vP/ACrVrK1f/j8sv95/5UASnrRQetFMRfopKWkMKKKWgBDWX/YFkddl1V08y4lhjiIcBlGwkqQCOD8x5rVNMLqv3iBk4GT3oAZ5KhmbC5b7x28ms3UvDen6jotzpflLbQXBUyfZ41Qkhg2emOorWLAYyQM9OetAIIz1FICpHpllFbyQxWsCRSZ3xrEoVs9cr0NR/wBh6abA2JsbU2R/5dvIXy/++cYqS/1K202OF7uTy1nnS3jOM5dzhR+dOgvEuLbz4/MEeDnehUjBIPBGe1AFeTw/pU1vBBNp1pJDbHMEbQLtiP8AsjHH4VYg060tnV7e2hiZVKAxxhcKTkgegzzijTtQt9U02C+sZPNt50DxuB1FOjvIJbmWCOZGkhC+YgPK7hkZ+opgTMu5Sp5BGMYrMvPDOi6haQW19pdpPDbf6lJIQRH9PT+tamRn3o4pAV4bC1t7gzwW8UchjWIsiAfIv3V+gzVgjNQi5hN01usqGZFDNGG5APQke9TZpgZlt4c0u0uzc2tjBFN5zz71XnzGGGYehI64qC+8HaDqVmtte6XbyRJK8yjBBV2OWYEcjJ6+tbWR3pMj1H50AQWVhbadZxWljDHbwRLsjjjXCqPQCq2s6Bpuv2sdvq1qlxHG+9M5DI2MZDAgg81okgdwKYk0Tu6rKjNHjeAR8ufX04oA5+48A+GrmK2il0qHy7aMxIillBQnJVsH5hkng561ci8L6RBazW8VjGsU1qtpIuTholBCp16AE1r7h6j86QyIJAhdd5GQueSPpSA53UfAPhzVZxLfaZHIwRIyN7hXCfd3AEBiMcE1Ne+DNGv45VuLUgy3P2oyRyMjrLtClgwORkADitia4itl33EqxISFDO2BknAH4mpcj1/WgZy5+HXh4Wttbw201vHatIYzBcOjYc5dSwOSpPJBqW28B6FaR20dvaskNtby20cQkbYYpCSyMM/MMknmujJAHJooC5ytr8OfD9rHKqxXMnm2xtCZrl3Ih3BtgyeACBVrV/Bmm6zeLdzS3ltOIfIeSzunhMsfXY+DyP1rfZ1RSzsFVRkknAFAZWAKsCCMgg9aNAIra0itLWO3gQLFGoVV64ArK1zwrZ67cwXMlxd2d1ArRpcWU5ifY3VSR1HFbeR6ik3qGClgGPQZ60CMjTPC2naReW9xYRtEbez+xIu/K+Xv3/ixPOa12XcMHoeDSk+9GQOp96AOd0bwXY6JPbS29xdTG0jmigE77tiSMGKj2BHFU2+HdlFHb/2bqepabJDCbdprWYBpYyxbDZBzgscHqM11/FJmgCGztEsbKK1hLmOJAil2LMQB3J6mqGoeHrTU9Ttry6LM0EM0Hl/wukoAYH8q1cijPNMDjYfhvaJGYrnVdRu4I7WS0tI5nUi1jddp2kDJOOATnAqafwDZyebJBfXVtdNNDPFcR7d0LxxeUCARggrnIPrXWZHY0ZFIDjrv4b2OoaEbC+vruaeS9W+mvSwWSSQcYwBgLt+XA7UR/DfTYf7Z8m4nQ6teRXT9CIRG4cRoOy7gTj3rsaMj1H50WQHON4PtlsvIFxIVGqnVOVHLby+z6ZPWuK0fw/4gbxRo8U1vqVppWk3ctwIbl4WhQEMFVHX5pMluMgbRXrBx3puxTzigBV+6PWvO9L8EapeXmqrqmpS2+l3WsSXbaf5SnzlDBkIfOVUkAke1ei8AUAAUAcLpvw1TS9Zjmtr62FhDcvcxwf2dF5wLEnZ53UqCSemferF14Ed/Cdho1vfwSLZsxYXtks8VwCScOhPbPBBrsiaOMUDOEtPh/e6La2R8P62La8gt3tpZZ7bzUaNnMgCoW+XaxO3k8cVb03wFFpcM8UF67LLpK6aGdecguxkPuS54rrwFPIx7GjjNFgPONW+F9xqTWEa6hZrFa28ECzvY/wCkweWACYpAwwGx0OcV6NGmxQMk445peD1xTgRTEedeNPhrdeK9VvZzqNqILu2EKi7t2le0IBGYhuCjPUkg03U/hteX2tWt3He2MPlC3xdx2rJdxCMKCqurAMp29HBxk16McfjRweetACY+U/SvN7zw74k1Lxj4rjsLq3sdM1GO2t5WuLdnZl8khmiIIGcEjnpXpPHQUmBmkB5ZrnwpvNVvLhYtQtPsrNC1vLcxSSTW6xhAIlAYIF+TrjPNdDfeD7qfw/q9pa3kK3V5qo1KB5YyURg6MFYdT9zGR612W1T2oKLjoPSgZ55Bo0+o/FxtQ2zJZWFustyGiKxTX20oGTP3gsZP44r0VRwKbgDp2/SnCgQtFFFMArK1f/j8sv8Aef8AlWrWVq//AB+WX+8/8qAJT1ooPWimIuj0p1IBS0hgKWiigBG6V5z45i0pvFds/i4yJow06RYH+by1uCwyTtHDhfu579K9GIzTWiVgQRn60AeC+MryBYrt7aC4+221hataz6hPKt02ACDDEinnH3iT1rf1TTBNJ4j19prsXdlqlrJassjYRNsO4KvodxzXrRhjJyVycYyfT0pPs8e0gqCD1BHWlYZ41qIsG16CW81C4XxAvieLfau7HMHm4Qbemzbgg+tPZob1rW38U6vd2FpHHfmCYTsgknFy4wT3KpjC9xXsJtYTJ5hjUvjG4gE4+tI9lbyKFkhjcBtwDICAfXp1oC54LdX6P4M0eGO7ulmg0LzIS1+LNA25sOq4LSSfKPlA4zVx7q4trfW9cs7y4Op3+k6dNIv2nZsjYASyLwcBcfexxk17a9hayOjSW8TNH9wtGDs+nHFJ/Z9pvD/Z4t4Tyw2wZC/3enT26UBc8WW4v4/D+pWltrVslmk9s4/4nnmsdxIaP7QFxGGwCM9+uK774dX32zwy8TTXkr2lw8LG7mWYjHIAkQkSAZ+8K6dNI0+O1e2jsrdIJDl4liUI31XGDUtvZW9nEIrSFIY1+6kahVH0A4osB5d4l87RvHHibVrLUJku/wCxYWig8zKqN5VnC9TtB3e1bXg2U6f4nvdItdel16xNnHdieaUStDIW2ldw4wwG4DtXayWFnLdpdS20T3CIY1lZAWCnqM+h9KZZaVYaajJp9nBaq7bmEMSpuPqcDrQI5fxxNcTX2jaSmrTaRbX8sgmvIHCPlFysYY8Asf5VzM13c6jPFp3/AAmr20On6e1wmpQsqfbXEjL8xPDBNoBA65zXp9/ptlqlq1tqVrDdQNjdHMgZT+Bqtc+HNFvLaC3u9KtJobb/AFMbwqVjHooxxQM8xn1XX9egu9Uj1qfTFsdEttRW2hHyvIQ5O7/YbaOPeq8uoalo914hv7HUbuSXVL+xj8tSg+yiaJWLpuIA/ugk4r2A6bZuJQ1tH++jEUnyj50AwFPtz0qrL4Y0Wdp2m0y1c3EKwTbowfMjX7qn1A7elFgueZNqniv+w5dOSa8WWK+SMObu3N+8RQsVXD7N4I6E5K1Z0KW71nxp4a1CTWrl/KsruCaKS3EZkeN1DKwycNyM4yOOK77/AIQ/w7/ZJ0saNZCyMglMAiG3eP4vr71LH4a0aL7F5WnQR/YCzWuxdvkk9cY9e9KwXMD4m708CTvA8Uci3Vs0ckvKofOTBP0rJOvaz4furu11DUY9Sh02a3uLm7CbSbeYlWDAHAKHDA/3a7/UdMstWsZLLUraO6tpMb4pRlWwcjj61hah4PtE8M3uj+HYrXTUv8pcN5JfcrcN364zjPAphc5C88aa7eCyi0wXCjUWuLuGW0tPPYW6OEQBSy53feJz0NdBpvjeZfD9tNrGkX6XrwSPIsNsTHlN3VwSFzt6Z4zWzceDtD1DSbPTb+xSeCxRUgyxUxgLjgqQRkDnsa1LHTLPTLCOy0+3S3tYl2pCgwoFAaHlNt4s8Qatol02o2Vy1nqemXMoZrJoVtz5RZdrlzvBHHT3p7eN9di22+j2FxPBpdtbLJEli8v2gmFHIMgICcHgkGu6tfAXhuzmnlttNVDPHJEw8xiqrJ98KpOFz3wBReeA/Dt/cxT3Fid0aJGQkzosiIMIrqCAwGBjNFgMq11zxDqeqXVxp40+HTrO7Fo8N2WErnC7m3ZwpBYYXHODXNaB4jvdD8NabdaxFbX0og1GdZlVg6iN+FBJONx7+ld7ceCdCudbGqy2jG43rIyiVhG7r912QHaWHqRTbbwRoVrwlqzrmcqkkrOqib/WKATwDjpRYNDmr/xl4h0K2uBqtpp090+nG+tBbM6qSHVTG+cn+MfMOuDUt54v8SaXHq1tdadaXd9ZC3ljNksjp5cpYElPvMV2k4XqK2bb4e6DbW91EIbiZbmJYGM9y8hSJWDBFJPyrkA4FXdT8JaVq0lzJdxyiW4SJGkimaNl8skoVIOQQT1osGhW8G+IW8Q6G1zLLaTyxStE7WgdRx0ykgDIcHJBrndd8QapoHj/AFS6kEM2mWuixyLbhmDu7SlV9h8xwT6V2WjeH7LQ4JY7PzneeTzZpp5TJJK+MZZjyeBVfU/Cel6vqb3t8k0jS2jWcsYkIjliJzhl7kHkHtRYCnouuaufEEui+JLWziujai7hkspGZGTdtZW3cgg456GqvjO61a317wrHpjxeTPqmy4EkjKWHlsccdeATWrofhPT9Buprm3e6ubmWNYmnvJzK4jX7qAnovtVjV9Ct9Zazad54pLG5FzDJA+1g4BHPqCCQRTEcN4W8U6ppem6YNUtITpl3dXUEdwLgtOCrSuGZSMYIUjGfSrXhn4ltrut2lo1nH9nvwxheAyM8OASPN3IF5A6qTzxXTJ4U02G00+2CSNFp87zxK0nVn3Bt3qPnbiq2keC7PRbyGW3vtSlgtgVtbSe6LQwA9lXHOOgyTgUgIfiPPNB4KkktpZIXN1bLvjYqcGZQRke1T+M/FkPhHTYZ5ESSa6uVt4Fkk2IWIJyxAJAAHpV/xFoNv4k0OTTLuaaCORkcSwNtdWVgykHB7gVmS+Co7qzaC/1zVrt0mSe3uJJVEltIucMhVRjqcg9aBmNYfEibVbaK30zTYbnVpbprdY1uCtuwVN5kEhUEgDsBnJxUY8byXAt7u80a5hu7d9QjNrBcb8tAgJGAPm3dvSrWu+Eb+3060fS5L7U76G7Nw9098sVwm5Np8skbAMYBUjGKTwx4A+zaJAut3Fwt4JbyVvJuSxX7QRuBfAJYYHI70ahoZsvjmfxF4Ylmt/s1u8V5ZYeyvRLw8ygqwwGQjoQRWjP8Rmg8XQ6NNY26i4vTZxBb9WnVuSrNGAdqkjuc4PSrtv8ADqxV5pr7Ub6+uZTD/pExQMFikDovyqAeRyTyabD8ObKHVILldRv/ACba/wDt8FruTYkhJJycbmByep4zSsGhgaF4x1FdF0/UNXsZ5r77PqE6xw3QKyJFIAcjHJwePp71tat8StO037QYoTNFGlsElaQRo8s4LRpk8D5RuJ7Vf0nwTZaTc27peXFwlqbhYIpipWNJ2DMnAyQD0z61Xtvhxpdp4dbSbW5ukJvPtkV3uBlhkB+TbkYwo+UD04pgXPB/jCDxXFdqkUcdxZuqSiG4E8bZGQVkAAb+lUviTrBsNEt9NttUj0q91ecWsF5JIEEAxueTOewH5mtrw/oT6LDP9o1G41CedwzyzKqAYGAFVQAopl94ZsdQ8Rw6tqAFyYbZreK3lRWjTcwLOAf4jgD6CgRy8PxMt4PBOjajLHHdT3cjWjs1ysUKTR5DlpW+UAleM9c1Y1H4kxWT2EQ0mRrm8tjc+TJeQxgKG27UYnbI/cKp5FWr3wJE73p0vUptPS5nFwbdLeOSDds2NmNgQwOAcdiM1Sl+F8B0ODS7XVporeNHjmjktYpkk3sWLKrD923zEAr0FGo9B+ufFHTNF1Oe1mt/MSzVGvGe7ijeLcobCox3OQCCcUX3xLitbq88nQr+6s7S6jtJbqEpgtIqlMKTkg7wD6Zom+GcCXDf2ZqstjBNHElwhtYpnk8tQgZZHBKMVGDitOfwXbzwX8f2qULe6jDfsNoO0x7MIPY+WPzo1DQwdW8cX7TaaLbS723vIdZFld6cHRmkDQs6/MDt2nIOT0wann8Z3d1q2kiCzurSSG4u4r7T3ZS7NHbmRVBBwc8EGr2reBhqOpvf22r3NjcnUY9QR44lOx0hMQXB6qRyc1JYeD1067tdTlvri/voLia8mkKKv2l3i8vG3ouFAAFGoFzSPFdnrGpW1pYxSSefp6ag0mRtjVzhVP8AtHB/I1Y8R+IV0KG0WOznvry9m8i1tYCoaRsFjy3AAAJJNYXw58MzaJZ6je3lrJaT6ldvMlrI4ZrWAE+XFkccZJwPWt3xJ4f/ALbjtJILx7C9sZvOtbpED+WxUqQVPDAqSCKYjiPEfivVNak0TTNHtdR0ua41U2uoeXJGJrdo03lAScEFecjgj3r0+P7o78da5PTvA0dpdWd5canNdX0F+9/PO8ajz5HiMeNo4VQvAA6YrrlAAGKAHUUUUAFZWr/8fll/vP8AyrVrK1f/AI/LL/ef+VAEp60UHrRTEX6KBS0hhRRRQAhrMvdZhsdZ07TpEkaXUDIImUcDYu45+orUNcb408PvruveG90Vw1rBdTNcPbytGY1MJAO5SCBnFJgbL+ILZdWudNSGZ7i1WBpAoAG2UkAjJ7bTmr5vbdZWQzxbgCSu8ZAHXPPSvNdQ8HXOn6tqv9mW97PazR6dIjyzNKzPHcEuAzEnhTkig+CYZJ4Z7jRi87+JZ3mcqcvbMzkFueY8beOntSGemm8gWEStKgjOMOXG0596JLiJFDM6qCcAs2M/415LqmjT2dvBYHRWawi1G8EDyWT3SwodpRViDDhssAx4GKr6ZpbwaJo3/CZaJqV9aw6fNbpCIGdoJxMxGVU8EpgK3QdM0Boes2+r2t1fXtnCx860dY5Qwxyy7hj14Iq15qltu47j2ryq78Lm7tfEWpnSryK/itLOSwMrs0sbpEOAR1cHAJ5rP8TQXreLZrm002eG8g1K3kEi2k8sskQZN0gl3bEjwSNoBp3A9ZstWtNQs5Lu3ZjFDJJG5YYKtGSG/UGsXT/iFoeoSWoU3sKXjqltNPZyRxSk/dAcjHPajwxaSwaDq0M0DpnUL0qCpG5WckED3zWF4Q8Iahe+EvD417WLt7a2WGYacbdIwrRtlVZsbiAQOKLgejeYvTnPpijcD0z+VeQXFimm+CLae6trp5r/AFKQXc1zLPsUB32GVUyxXAACjA6VV0Z3/snT4/FTXw0SC/u422LOm05XyM/x+XtLbck84ouI9e07UrbU7UXNk5lhLsgbaeqkqf1Bq2XA/AZPHSvBwLxNC0WG4mltdJxebXvxcrul+0MV3+UQwYocjd1qbVbi/t4tLu9S1Oa8uE0+NoreQ3No8jBzhoWXIMhGAVcZPHrRcD2q11K1vZLhLWQSNbTGGYAH5HABIP4EVZDZryW90+VJvEGv282oW15b6vbtBGJmCBWEQcFBwc5OfpXpunfZg10LSUygTt5mXLbXzyvPQD0ouBfooFFMAoxRRQAUUUUAFFFFABRRRQAUUUUAJS0mKWgAooooAKMUUUAFGKKKADFGKKKADFFFFABRiiigAxRRRQAYoxRRQAYoxRRQAYoxRRQAlFFFACYpaKDQAuaKQUtABWVq/wDx+WX+8/8AKtWsrV/+Pyy/3n/lQBKetFB60UxF8UtIKWkMKKKKACkwD1FLRQAm0DtRtHpS0UANx1o206igBuMUmKfRQA0CjbTqKAGbKCuRT6KAGbaNgPXn60+igCPywew656U5VAzgYzz0p1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUmKUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIKWkxS0AFFFFABRRRmgBKTFLRQAUUUUAApaKKACsrV/+Pyy/wB5/wCVatZWr/8AH5Zf7z/yoAlPWig9aKYi+KWkFLSGFFFFABRRRQAUlLSUAKKQnFHasvUxLJeWNvFcy26yM+8wkBmwmQOQaANTcPWjcKy/7LlH/MVvhz3dP/iaP7Mm6jVb7/vpP/iaANTNGayzp1zuwNYvB6DbH/8AE0DTrvtq93n3SP8A+JpAauabzWb/AGdfdtXn/GKP/Cq1zb6lb3FoiatIRLKVbdBH02k8ce1AG3zTqyzZahtGNWkz3zbx8/pSiz1H/oLN/wCA6UAadFZZs9S3f8hQf8CtV/xpPsmq541WP/wFH+NAGrRWX9l1Yf8AMSgPubT/AOyoNvq46ahbn62p/wDiqANSisvyNZ/5/LM/W1b/AOLpBHrSnBubEj/r3cf+zUwNWissrrPaex/78v8A/FUgGt55ksCPZZB/WgDVorNA1gf8+P8A4/Tc63u+7p5H+9IP6UAalFZn/E5/552P/fyT/CkLa2Puw2B/7bP/APE0rgalITWX5muf8+1j/wCBD/8AxNBk1r/n0sj/ANvL/wDxNFwNTNLWR5+uD/mHWf8A4Ft/8RUVvqGr3Es6DT7XMD+Wx+1Hk4B4+X3pgblFZH2jWh/zDbY/9vZ/+Jo+1a1nnSrf/wADP/saQGvRWT9r1gnnS4R9Lwf/ABNO+1ar/wBAyP8AG7H/AMTTA1KKy/teqj/mFxn/ALex/wDE0n23Vv8AoEp/4Fr/AIUAatFZX23VSedHXHtdr/hS/bNU7aSP/Apf8KANSisv7bqnfSfyul/wo+26n/0Cf/JpaANSisv7bqX/AECj/wCBS0fbdT/6BJ/8CUoA1KKyze6mOmkH/wACUpv2/Vec6K3/AIFJQBrUVkf2hqvbQ2/8Co6Pt+qnrokg/wC3qOgDXorJ+36p/wBAWT/wKjpRqGp/xaLJ/wCBMf8AjQBq0hrNttTml1AWl1YyWsjRmRSZFcEAgHp9a06AEoxS0UAJRRRQAUtJSZx2oAdWVq3/AB+WX+8/8q1KytW/4/LL/ef+VAEx60UHrRTEXxS0gpaQwooooAKKKKAEzQDRRmgBTWXfg/2xpZB/5aSA/wDfs1pnpWdfj/iY6b/13b/0W1AE2o3Elrpt1cQiMyRQs6CVtqkhSRluwz1PavMtL8f68IEh1URJfyXdkjQy2ZiZIp32sVIYq6Z+64PPevVXjjmhaOVVdHXaysMgg9RWDZeCfDdhE0dno1rCrSJKQqHhkOUxzwAegHApAUvHXiLU/DuiW15otpHfTS30UBgY8yIxO4KQfvYHFY+m/FOK8huJbawm1BTcT/Z0tQqt5ESKzs28j5gWxgdxXaDRdOWzgthaJ5NvMJ4Yzn924bcGHPqc1n3Xgjw3dwtDNpEAR53uG8vKEyP985Uj73Qjoe9AzX07UIdT062vbU7oLmJZYyR1VgCM+nBqDUiReaaen+lYP/fDVJZaZZ6fJK9nAsPm7NyqTtG1dqgDoABxgYpmqEfaNP5H/H2v/oLUCE1/UJNJ8O6hqEKK8lrbPMqucBiqkgH8q4jSPi1bXag39m0M0dlE9xaxgmZLl5Agh2985BB9DXoF7a29/p81pdoJIJ4zHKmcblIwRxWFc+A/Dt3NPLLpy+bcW0VtJKjsrFIyCnIPDKQMN14oGNl8Z27eENQ1q1hdHsRIklvdjy2SZOPLb3JIAx1zUfgnxmfE/hH+2LyGK2kQOZIYn3FFXPJXqpIH3TzVtfB+kDw5Poht3a0uXMkxaZjI8hYMXMhOd2QDn2pugeCdH8Nx36aZFOP7RbddPLO0jSvgguc/xEHkikBRtfibod3p9xeRRagEt4opmR7Rldo5M7XAPVeDz7UN8UPDoaERvdzCeOGRGhtHcYlz5YJA6kg8Ulz8M/D1zZR2zR3SLFDBChW4OQsJJQe/3jmlsvh1oenxwpardqIfsxTMxOPs7Fo+3qxpi0HR/E3wxJPYxC9ZWvVUpuiYbNzFFD/3SWBHPpWhqXjLRtK1RLC/uWjnOzdiJmWLecJvYDC5PAzWRF8MtBh1KyvokuVltGJx5gIlHmGQBsrkgMx6Y9Ku6x4I0/WdWN9cTXkXmCIXNvFLtiuRG25A4weh9MUXYaFPT/iHb3fhTVPEE9hNBbWN1JbJGT88xVtnQgYy3FXE8YNZWcs3ijTZNHKyLHGN4nE5YZATYMlhg5GKnTwdpg8M3WhSLNLZXUkkj7n+YF338EdMHkfSs9vAEbx75db1aa/W4S4iv5ZlZ4mRSoAXG3GCQeOaNQLp8f8AhoTWsQ1WAteIjQkBiGDsVUk4wPmGOe9V7z4l+GrWxubpL03KWsyQy+RGzYZn2DBxg88fhVGP4X6TFaNbw3N2qtHAjEsCSYpzMGPHUseaiPwqshJqUsWq30bXzq+FCBY2WXzQ20ABju4yecUtQNT/AIWLocernT7ufyZAlxIX+8gSEgMSw6Hnp1rQu/GOgWMbvd6rbQrHIInLNnDFQwHH+yQfYVhXXw0t7mW4c6ndqbpLxJ/lU7hckF8emGUEVn3XwjhvI2NzrNzNctP5vnyQRkY8kRFdnTBUfnT1A68eLtBbVP7OGrWn2vnEXm8/d3fT7vP0ptn4x0C/jD2mr2cqkuoKy9Si7m/JefpWA/wz095T/pM6xNdfaGjRFX/l38jYDjgY5+tZuvfD7VrvwzZ6NFftest3CBdeXHAbW3RdjD5eXLJ8pye9GoHo9tcw3lrHc2sqywyqHjkQ5DKehFUtLYm+1TPa6GP++Fq9bwpb20cMK7I41CIoGNqgYA/KqOlgi/1XI/5ehj/vhaANOjFANLmmA1224x34rmNN8faXqusz2FtFdhYXljN28OIC8f313Z+XH+0BntXTPgj8a82vPhXLf61e3dzqsapdRTxGS2sxFPIsq4xK4OHC9uM0tRXR2DeLtH+1WMUN7FOt8ZVjlhYPGpjXc+5gcDAqY+JdGWyjvG1WxFrI/lpMZ1Cs3oDnrXBx/CENpC2dxqQRmE4llghK7vMhEQPLE5AFFr8Kp7K3t5La+svtkckpkM1kZYXV0VSfLZj8wCjk8ckYo1HodrD4x0OV71f7UtY/sE4trgySBQkmM7cng06/8WaRp2pWdhPewm7vZ0higjcM+XBKkrnIXAPNcRrHwouNTmu5I9RtkWS/N7Gj2xxl4RE6vtYZHGRjpmp7f4XTWniCzure/txZ217BebGtS0xaOLy9gkJ4Q9cUDOm1nxxpujao1hLBfXM0SLLcG0tmmW3RjhWcjpnHQZPtWoNd0wzzQ/2haCWBN8sZnUNGvqwzwPrXO6l4U1g+ILzUtA1pdN/tFIku1e2ErDy8gPGcjDFSRzkVzt/8J77Udd1e/uNZjcX9tcW6K1sQUWXaRuwcHG3sOc0AegS+JNIisXvG1OzNshKmVbhCpYDJUHPXA6VW0/xfpOoWYu0n8i3aGGcS3JEalZQSnU9TjpXH6h8LJZL6a5066s4g1zJMkE1pviRXtxC3yg/e43A+5qCP4UXdstpJHqNrLNaJZhEuLUvExgiaNiy55yHyPTFAHd6X4q0jVrK0uba+hVL0E26SyBHkAYqcKTzyO1Gn+KtE1SzhurPU7R4Z5WiiYyhd7qcMoB5JBFcBH8JtRVvD0b6zam30fym8sWxG9klZzgg9GDYwc47dajk+DtzKLFGv7Qw2rSoUWF1DRPP5wYYP+sH3c9MUCPULfU7K7uZLe1u7eaaL/WRRyqzR9sEA8VbAzXAeEfh/d+GPF+oaot5b/Y7lXCW0ULA5Z92SWJ249AcE816AtABto20uaTNMDMlH/FUW2P8An0k/9DWtSsuQj/hKIP8Arzk/9DWtQUAFFFFABTTTqa3tQAZozS0lAC1lat/x+WX+8/8AKtXNZWrf8fll/vP/ACoAmPWig9aKYi+KWkFLSGFFFFABSZpaTFAAaQdaWgUALWRrdutzPp0bvIgN11icofuN3Fa2D61n6oP9I049xdD/ANBagCMaHFgbb3UF+l21L/Yi/wDQQ1D/AMCTWmowOKQk9v5UAZ39jemo6gP+3j/61KNIYdNSv/xmH+Fc14+8ReIdButHOkwW4sLi/ggu7iQ7nAd8bFTHcd67VST19aQFD+yn/wCglff9/B/hVDVtOlElht1O9H+lp/Gvof8AZroKzNYPzWH/AF+Rj9DQAf2ZPj/kL33/AJD/APiaQ6bddtYu/wAUj/8AiatXU8kFnLLDE88iIWWJCAXPYAnjmvND8SPEC+DdV1G7sbOzv7PWv7OeJsyrboSvzELzIwB+6vJoGegjTL0fd1i4/wCBRRn+lVUg1RtUltv7Zk2pErg/Zo85JI9Paq/gPxFd+J/CVtqd/HBHK8kkbeSTtbaxUNg8rnGdp5FacZx4huP+vaP/ANCagQgsNTxxrDfjbJS/YdU7asPxtV/xrhr3x34ntrjxHfW9hpk+k6BdmGaMyOlw6KiszKfu5AbpV3TvifZz+Ir3S79JIFS/jtLW4jhZo28yNXQO3RWOcYoA6v7Fqv8A0FY//AQf/FUfZNVH/MTi/wDAT/7KsRfiNoP2i/hlnuYGsbd7mQz2roGjQ7XZMj5gD6VH/wALO8NiztbuS5ukt7kZWVrKRVUbgoLEj5QSQBmgZ0Bg1b/n/tj9bU//ABVBg1fjF7aE982x/wDiqw734k+GdP1Kawu9SZLiGYwOot5GAkA3bMhcFsdAOtOk+JXhWOGzl/tZGW8jMsW2J2+QNt3MAMqN3HNAjZ8nWf8An5sT/wBu7f8AxVIYtaHS4sPxgcf+zVg2/wARtK/4S6/8P6hKlpcQXUVtbscsJzIm5eQMKecYJ5qa++IehRW+qizvFu7vTreWdrYKyFxH94KxGDg8cZoA2PL1of8ALXT/APv2/wDjRjW16Pp5/wCASD+tZ1n440O4vbCwkv4odQvIY5FtWzkF03hNwGN2O2c8V0YGevP1pWAzMa7/ANQ785KXOtjtp5+hkrTwPSjGKdgMsvrnaPTj9XkH9Ko6a+tfbNT/AHVhxdAf62T+4v8As10RA9KzNNP+l6n6/a+f++FoAC+t/wDPGw/7/P8A/E0CTWuP9FsD9J3/APia5vQfiTDr+oyRWmj3wsg0yLfBkZN0edwdQdyZxwSOa0fD/jzQ/EGipf22oW8JFuLieCSZd8CZxlwDx0oA0/N1nvZ2X/gS3/xNHnax2srP/wACm/8Aiaraf4osNW1f7Jps8d5D9n877TBMjp97aVwDnPvjFZs/xB0230rUbuSC6EthqI057UAeY8rMAu0dw24Ee1AG152s/wDPlZ/+BLf/ABNL52sjpY2n/gU3/wATVSHxRFLfxWptnjL3E8BdpY8KYgCWOGzg5+oxzirVp4h0i/h82z1WzuI/MEO6K4RhvPRcg9T6UgD7RrI66faH6XR/+JpRc6x3022/8C//ALGi/wBas7DR7/UzMJ4dPSR5hCQzLsGWX6+1RWvibSLu2s5TqFvC93HHJHBNMqyYddyjbnqQaYE32rWP+gXAf+3v/wCxpv2nWMf8gqD/AMC//saqap4v0rSdVsNNmnWS7vbpbVYYnUvGzAkFlzkDitBNY05zOI9QtG+zH9/tnQ+V/vc/L+NAEX2rV886Vb/+Bn/2NBu9YxxpUP8A4Gf/AGNQax4p07R/DV1rskwubK2XLtbMJM8gcEcdTUVj4u0/UtbvNNshLMLFA11dBQIIWIyIy54LY5IHSgCz9t1sddHh/wDA4f8AxNL9v1gddIhP/b6P/iamTWtLayF0upWZty20TCdNhPpuzjNSJqunyXQtkvrZpynmCFZlLlfXGenvQBWF9q/fRkH/AG+r/wDE0v27Vv8AoEL/AOBi/wCFWrbU7G7mMVpeW80iruKRyqxA9cA9KtYFAGX9u1b/AKBC/wDgYv8AhR9u1b/oDqf+3xf8K1doox/nNFgMC1nu5vFkZvLMW3+hOFxMJM/OvoK6CsmTH/CWwj/pyfv/ALa1rUwCiiigApKWkoAQ0daDQKACszVv+Pyy/wB5/wCValZWrf8AH5Zf7z/yoAmPWig9aKYi+KWmg/LTqQwooooAKKKKACiiigBM1Q1MbpLE/wB26U/oav1l65D58dnGXkTN2nMb7T370AaQcY96XNZv9kLji/vx9Lk0v9kcf8hHUP8Av/8A/WpagJrOiWWvW0MGoKzxwXEdymxyuHjbcvTtmtHcM9R+dZx0k4x/aeoD384f4Uf2S/bVL/8A7+r/APE0wNLcPWs7V2GLL/r8j/maP7Lm7arfD/gSf/E1Q1bTrpI7Urq15/x9RdQh/i/3aQG/jI9q5a6+H+m3NrexLc3kD3eojUxPFIA8NwMYZMjHboRWv/Z95/0Gbr/v3H/8TSixvR/zF5v+BQxn+lAEHhzw5beGNJ+w2cs04aWSaWadg0ksjtuZiQAOSewqwoz4kl97RM5/32pPsWof9BaQ/wDbvH/hVEWeonxA4Gqf8uq9bVP75oGYt78M0vtQ1Vz4h1KHT9XuPPvNPiEYSU7QpG7buAIAzzVif4d2ks1zJHdzRC41WDUtqgYRolChB7YFb32LVMfLq6j62i/408Wmq4/5CsZPqbQf/FUCODt/gzaxXV/NLrd3O97aXNmzPGu4JMc5LdWK9AfSrfij4UJ4la2Emt3UMNvZx2ywGIOoKEEOvICscc8GutNrrIPyarbke9n/AINS+RrOOL+zz72p/wDi6Vh3MEfD5BqS3f8AaEhYa2NXKmMAFhF5ez6cZzWDffBxrrT7O1i1oRG284Cc2oMqeZKZMo4YFSM4wcj2rvFi1sH/AI/bFv8At2Yf+zU4prY6XFgfrA//AMVRYRy9z8NzPcX0v9qNm71KzviWiBI+zqowTnkttzntmshPhHqB1LULq78Rfa2u7O8s1aWEllSc5BPzY+X0AANd8BrveTTz6/u5B/WgnWuzaf8A98yUWGcMfhZqb+K9O1SbxAs1vp89vNFA0DDHlpsK8NtweucZ969MUYrNB1rHP9nk/wDbQUbtb7Lp/wD31J/hTEadGay9+tj/AJZaef8Ato4/9lpRJrQ629h/3+f/AOJpgaRrL00FrzVQvB+1df8AgC04y6zg4trE/wDbdv8A4mqGnTa0LnUP9Csf+Pnki5b+4v8AsUAcfbfDTWB4xg1e7udJieCSV5L6xgaG4vVZWCpKo+TA3DJxziqp+El8mg29jDc2CyJ4euNKlYIwDyyOGD56leD155r0nz9Xx/x42n/gS3/xNMa51kfd060b/t7P/wATSGYOjeCm0bxlDqlr9khtI9HSw8qGPa29X3FuOMfrVO/+H9xd/FG38QLdImk5S5ubLnMl1EpWN/TgH8xXVC71n+LTLb8Lz/7GlF3q38Wlwke12P8A4mgR5fceGdUtfGVpp9qsbXM1zquofaTbM8MCTxhY97EYJyDkVVfwLq3hjwj4hu9ZkinubmG0azXT42mZLmD7mFVV4Jx0AwCa9YN1q46aVGR6fbB/8TSfbNW5/wCJOv4XoH9KBnPaZ4RvY/hLdaM7IuralaTPcyPwDczAlyfoTj8K526+FeoXNrqm5dPa5uIdLjtZWGTF9mCiTnHGcHGOtejC91bHOjLj/r8X/Cj7Xqn/AEBwfpdr/hRYDzo/DXWx4phnVNM+yxa6+qG/3sLpkdWGzGP4cgDnGKy7L4Q+IIdE1OxnezMraVNp8M4uD/pJeTfukXYMD6ljnvXrH2zU/wDoDf8Ak2n+FAvtT76K2Pa6joA57xD4K+1/C268LaHDbWbS26xoE/doGypY5Hrg81gH4c614f0/XNI8JGyfR9UtA8dtfuz+RdcBzzncrgc56HFegi/1Mfd0R8f9fMf+NH2/U/8AoCyf+BMf+NGgjyrT/hRrcumm11iGxkhm1621GaAyKy+SsRV0wEVc57AAGrb/AA88Qn4mQawLfTYdOttQM0f2crGWhMRjAKhdxYcZy2MdBXpQvtR76LJx0/0mP/Gj7bqOONFk/wDAiP8Axo0A4HwX8OLzw5q3hm8eC0hksrC6g1B4X+aWSRwydB8w68npXqQrKOo6ioz/AGHP/wCBEX+NH9q6hjP9iXH/AH/i/wDiqANbNGayv7Uv/wDoCXH/AH+j/wAaU6nff9Aa4/7+x/40wFYD/hKEOOfsbYP/AG0FalYdrczXHiUfaLKW1IszjzHRg3zj+6TW4KACiiigBDRRijFACGgcUtFABWXq/wDx+WX+8/8AKtMVmav/AMfll/vP/KgCU9aKD1opiL4HFLSUZpDFooooAKKKKACiiigBKoar96x/6+0/ka0KztW+9Y/9fafyNAF+g9KQZpaAOB+Jd7q9lHanRNcmsruYNHaWFtAjyXc5xtyW6RgZLfzrt7LzvscH2vaZ/LXzSn3d+Oce2c1j+IPBPh/xTcw3GvaXHeywKUiZ2YFAeuMEda27e3S1t44IECRxqEVR0AAwBSAlrN1kZt7f2uoj/wCPCtH8Kz9Y5t4R/wBPMX/oQpgT6hO9vp1zNEhd44mdUA5YgEgfnXkOneNPGh8K6qLlryXxIkNvJBpz6SqNEsj43rhj5gwCMHHSvYp4Y7m3khlVZI5FKuhGQwPBFctbfDXw1aWF3aR2twVugitJJdyNIiocoEcnKhTyAKkZJ4B1e51nw40t9ePd3kNy8Nx5tn9leJ1IyjR5OCMjvzWwCB4jlOP+XRT/AOPmm6F4fsPDmnfY9LjdY2kaWR5ZDI8rt952ZslifWnAY8TN6GzH/oZpgeX678Q/ENh4t1yz068tZn067iht9J/s+SSS6VlUn96pwp5PX0rrn+JGl23iptE1C3urWRUlZZ5NmxvLTe/AbcBjoSOcV0GnaFaaXqGpXtqJRNqUwnn3PkbgoXgdhgdK52L4WeH4vED6vm8kmeWaUxSTZjzKhWQYxnBB6Z47UAUdY+Jrp4On1rTNHv4RG9s0RvbfC3EUsgXKEE5OD0PPSnX/AMTAr6adP0y9JfVzpt7Zywf6RGfLLjaoODng5z0NXI/hjpa6TLp0uo6pPbv5KxrNc7hCkThkRBjAGR16mrw8B6aNZ/tMS3Am/tT+1MbhtEvleVj/AHdvb1oAoXHxU0K10Cz1mSDUjZ3SsWZbbP2fa2xvM54w3Heq3iX4m2mm3iWWk2013cLfW1rLM0DfZ4/NI+UuP49pzj6VDqfwY0PUrOC1e/1GOKGKaLAdG3CSQyE8qcEN3Harl78MLO81I3Q1fUYY3ube7mtUZPLlmhwFc5GeQoyM0Adq1xCjhGlRXfIUMwBP0HevPPGvxEvvDXiqPS4LXT4YTbrMlxqU7wrdMWwY43A2hh/tEda7e90LTNRvrS/v7GCe7s2LW80iZaI+xrn/ABN4Ek8RXVw6a9f2dteQC3u7RY45YpU55UODsfBxuFAive+LPEF3rF/beF9FtL2PSjEtz9pujG8sjKHMcWBjIUjk8ZrtLV2kgR3iaJmUFo2OSpx0PuK4y7+G6GaU6JruoaPBdQxw3kVvtbz1jUIpDMMo20YLDrXZWkC2trHAhYrGoRS7EkgDHJPU0ATgUtIDRmmAGszTji61LHB+1/8Asi1p54rNsPmuNSHIzddR1+4tAHG+HfidJ4h1m4totIjS3haZGYXyNPCY8/62HhkDY4IzV7w78T/DuvaENQe+htHjtPtdzBI5JgjyQSTjkA9SKzofhpey+JLXUtU1qO7Fk8rwzCxWO6kDqwCSyg/Oo3dMdqgb4Ts2h21gNWAMGhTaQZPs/wB4yOG8zGe2OlIZ1OjeMdO17VzbaPcW93bm1+0LPHN8x+cqRsIzj/arKu/iDeC9v10XwzeavY6dObe6uop0QmQAbljRjlyM89K09O8KGw8WLq63ClV0uPTxCseOVbdvz7+lc14h+GV9qC6tYadqVjHpOrXDXcsN5ZmWS1mYYZ4mDDr156GjUDsG8X6FFq0Glz6lBDfzhNlrI2HBYZVSOzEZ4NJaeNPDt9qRsLPWbOe7AcmFJPmGz7/5d/SuKvPhdqk/ibT7wa7G9hp89pNBBLC24CFQCvB2/N13EE81KvwxkisrJHu43NrNqM0vkxbXmFyrAKpPQjd3PajUDrLbx34Xu455LXXbCVbeMzTFZh8iA4LH2zxmtaDU7O7u5rW2uY5J7cIZY0bLRhxlSR7jpXiXh/wV4g8RfbbHUbaXToF8ODSYp7iw8jDiQFRgMd/AyWGB6V6R4P8ADGq6NrOsaprl3aXNxqQtxttImRYxEm3HzcnNAGVb/FdJZo5Z9AvIdOl1E6ct79oiYCTeUB8vO7G4eldanivQJL65s49YsmubRWaeJZgWiC/eJ+nf0rg7P4QjTZbPVrGSyTX7XU5bs3DwlknhkkJMbDrkKeGHQiq4+FniKXxBd6hf6zaTiSC+t48K4wtwuFO0fKu3POOvrQB3ieOvC0pAj8Q6a5Z1QbblTknoPxql438e6f4Fi019Tt7iaPULn7Opgwdhxncc9vpXKX3wlurjTb6CGbTxLcaPZadExhICPC+5n4HAOOO9b/jzwRL4wXSIfNhjt7Tz/O8wElt8JRSvuGIP4UATWPxK0e88Y6xoBDwf2RGJJ7yZlWE5IXAOfUgV0N14h0ixjmkvdTtLdIGVJTJMq+WzDKg56EjkV5PafBnV7fw/eWj6laSXd3pP2eWchj5lz9p87eePukACr2pfDXxDq6areX40h729vra7SOKWVBEI4ih2yYyGHY4I9qAPRZ/FOg21tbXFxrWnxwXf/HvI10gWb/cOfm/CsHUPiVplp4pu9CtrWa9uLKKOS4eGWILFvYKB8zA55zXD6t8J/F194XstI/tTTZFjs57eYlfLKl33KN4TLqBgH7vPNa+qfDLUr7+13VrFZr6LTFRznKm3IMuTjvjj1xQB6TDrGm3N/JY29/bS3ced8CSqZEx1yo5HWroFcj4P8If2Bq2v6ldxWrXmqanNcpPGvziFsbULEdsdK64UxGaT/wAVQB/05k/+RBWnWZn/AIqnGOll1/7af/WrTpAFFFFMApKWkoAKTNLSUALWVq3/AB+WX+8/8q1aytW/4/LL/ef+VAEx60UHrRTEXsUopAadSGFFFFABRRRQAUUUUAFVb+xg1C38m5VmTcGG04II6HNWqKAMX/hGbHHDXQ+lyw/rQfDNmek99/4FP/jW1RQBhnwxa/8AP3qA/wC3tqQ+F4DyNQ1MH2vGrcxRQBiDw2q9NU1Qf9vJqObwslwiq+q6oQrq4/0juDkdq36KAMY6DLj/AJDGoH6uD/SgaLcocrrF5/wIIf6Vs0UAZI0q9HTWLj8YkP8ASoxol4t79qGrTF/L8vmFCMZz/OtqikBlix1EdNWb8bZKUWWqf9BUH/t1X/GtPNLTAyjZav21aLHvaD/4qk+ya0P+YnAT72f/ANlWtRQBkfZ9bX/mIWrfW0P/AMXTvJ1vte2X42rf/F1q0UAZPla7gZudPP8A2wcf+zUvl62f+W1h/wB+pB/7NWrSYpAZYXXP7+n/APfEn+NGNb7nTz+EgrUpaYGUDrQzuGnn0wZKUNrf9zTz/wADk/wrTxRigDKLa5z+60//AL+v/hVe1g1u3kuHePT38+TzMLLIMcAentW7ijFAGVv1odLOx/8AAhx/7LQJdZP39Psfwum/+IrVxRigDM87Vh0sLXP/AF9Hn/xymNc6yOml2v8A4GH/AOIrWoxQBkCfWM86Xb474vP/ALGnNdaqMhdJjP8A29j/AOJrVxRSAx/tusDposfHT/TV/wDiacL3VR10ZR7C7X/CtajFAGV9t1P/AKA/5XSUhv8AU+n9isR/19R1rYpKNQMoX+p7udFkA/6+Y/8AGnfbtQx/yBpf/AmP/GtPFLigDM+3ah/0Bpv/AAIi/wAaa2oaiD8uiXDf9t4uP/Hq1cUYoAzBqN7nnRbkH/rrF/8AFUHULzH/ACBrr8JIv/iq08UYoAyW1S8X/mCXp+jxf/FUg1e9J/5Ad8B/vRf/ABVa2B6UYpgY1m91ceIHuZrKa1iFsIgZSuWbfngAntW3TQozmnUAFFFFABSUtJQAUUUUAFZWrf8AH5Zf7z/yrVrK1b/j8sv95/5UATHrRQetFMRexTqaDmlzSGLRRmigAooooAKKKKACikpknYdMn1oAkorzDwn4r1PxFdQ+d4r0+OZrqVG05dOO8KkjLt37uuB1rpbTxzpt5epBHDfJDOXW2u5YCsNyyAlgjd+FOMgZxxmlcDqqKwNH8S2+u6O2rWNrera7N8ZmgKNMuM5RScnpjtXO+H/H89x4dh1LWLK9kmvGklitrLTpC0UKnGW5OR/tcZ7DigD0DFFc/F4z0SW1nuo7wmGC0S9eQqRmJ84YevQjHUHio28caIupLYvcTLI0iRGTyH8qORgCqNJjarHI4z3xRcDpKKyR4h05oopFufklujZodp+aUEgr+YPPTim6H4j03xDHLJpE7XEUTbTIYWRSfYkAN0PSmM2MUYrmh488OyyXEMGpCSSBZGIEb4fYMsEOMORjouai8J+Lv7c8Gr4h1IQWduytL8pciOMc5bcBzjrgYpXEdVxRmues/HPhu/gnmtdXt5I7dVeVsMMKxwG5HIJIGRxR4h8XafoFuzzyxMYZoEuA0mzyUlbaHJPbii4HRUGuX/4TTS7htPbSp4r+K8untjIkmBEyxs/IIz/D+uanHjDRbeCxbUtTsrSa9jDxo1wCGB7g8cZ4ycUwOgoFY7eKNDGsjSTq1n/aGeLbzhvzjOMeuO1UtF8X6d4hjt59KmjlhlkmjZjMoZTEcH5evv7DrQB0poFZlr4j0W8tp7i11aymht/9dIk6lY/9454qxY6tp+pxyPpt9b3aRtsdoJA4U+hx0oAt0CjNLQAUUUUAFFFFABRRRQAUUUUAFGKKKAExS0UUAFGKKKAExRS0lAC0UUUAFFFFACYpcUUUAFFFFABRRRQAUlLmkoAKKKAKADFZer/8fll/vP8AyrVrK1f/AI/LL/ef+VAEp60UHrRTEXgOKWgUtIYgpaMUUAFFFFABRRRQAlI4yKdikIoAxvDmgJoGgx6b5xuAjyMXZcZ3uW/9mxWDaeB72KSztJ9ZSbS9Nd5LK3FsFkVirBBI+fmChzjAGa7bFGBSsgMzRdJ/snw/ZaZ5ok+y26w+ZtxnaMZxXH33w6vbnTdJs49Qtp7eyt3gkhu45DGWYk+aqoy5YZxhuK9EwPSjaPSmB56Phw/9meHrIaguzT4lt73EXF5CrBwmM/L8wB/SrN94O1We4u7GC/tF0a9vxfyhomM6nersinO3BZevUV3OxfQflRtHpSsBwa+ENbTUreEXun/2Zb6udST92/nMGLMUP8IwWPPeuh8N6M+i+GrTTLmRHeFWUsmQDli3H4GtvaPQUbR6CgDz+w8Ja7CNN0y6uNP/ALM0mV5LeaLf50xKsEDA8LjedxBOcVoXOlXOmfCi40xyJrqDSXhPljIZghHA7812G0egzSFR6UWA8xbwr4i17Rd+oRadYSR6UtpbLBI7CUlo3y/AKr8mNozjJNP1Hwx4n1i4v9QuLXS4rm4exMVsbhnjHkSFmDNtHXPGBXpe0elJtHpRYDz9PCutX2uJrN9BaWcsl6JpLWKfeERbd4w27aNzkuM+gA9Kq2HhnXtCtUit9J0/VRc6bb2coubgAQNGCDkFfnQ5zxzmvSwo9KXaB0A/KiwHlF34U8U3viO1lniU29trMV7mK6jjtzEp/hhCbi+OCWbmrEXgvWZtLjsPs8dp5K6lEJhMpDCfmNsDkA9D3GK9P2j0pNi+gosB5XfeE9Z1izuY/wCwbXS1XTFsTCssbfaW8xGydoxtUKcZ5+aupstJm0bxZqV/Y6Yq2N1BbRpHbbUJYM25iOOgIrrNg9BRtGc4GaAEFOoxRTATFLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSGgBaDSUtACZ5paMUUAFFGaM0AFFGaKACiijNABRRSGgAoxQKWgAooooAKytX/wCPyy/3n/lWrWVq/wDx+WX+8/8AKgCU9aKD1opiL4paQUtIYUmaWkxQAZpaSgUALRRRQAUnWloxQAmDQKWkxQACloxRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJmlNQyzJEMu6qM4yxxQK9iXNLTFOR1p1IYtFNyfSjJpgOopu73oDA9CD9KAFJpAeaCfmrM8PF20kGR2c+dKMscnHmHFAGpmlpDTd3vQA6mSyLFG8khCooySTgAUoOc0jqHUh1DKeoI4oDcp2Or2moyMlszllUN88ZXKnuM9RV3POKoRpY21xNLb7WuJP9ZtO5jjoPYD0rNnmutT1aaxffaQxxqy5fa02epwOcDp1p6Cu0dDkA4NOFZOk6JDpTySRzXE0k3LtNKzD8AeBWqDSBXHGm4pwooGJRRijFAC0UUUAFFFFABWVq/8Ax+WX+8/8q1aytX/4/LL/AHn/AJUASnrRQetFMRfFLTVPApc0hi0UUUAJRRiigBaKKKACiiigAooooAKKKKACiiigAopM00vigB9FUbnV7KzbZdXUUbnohf5j9F6n8qjOrZAMdpdSAngrEVB/76xRqBo5pazP7Wf5R9hn5P8Afj4/8eqKfxDBaE/bba9t0HWRrZmX81zRZgbFFZ9jrWn6mD/Z95DcY6iNwSPqOoq8Go1AdRSZpRQAUUUUAFFFFABRRRQAUUUUAFcZ8QpD9j0y3zhZ9RhVvcBs/wBK7OuW8aWb3Ntp8scLy/ZNQimcRruIQHk4+laU2lNXMa6bptI6SLkZ71JmslPEGk+WJBqVqVPTEoz+XWlGsrOcWEE9z/tKm1f++mxUW1NI7E15qi2siwpDJPM4yI48ZA9STwB9afp18uoWazrE8W4n5XIPT6dawPI1NdVnnvLNp7e4VNsdrIOMA5DliCfw4rXje/lOxLeK0i2/KzsHYewUcfrQ0KLuyG8C3GoFblylnbgblzxK57H1AHanwGz0l5f3gjExDJbqCSMDsvXJqJvDkUmoPePeXolkA3hJyqMQMZC9vwq9Y6TZ6cpFpCIy3V8lmb6sck0aBFsRrmf7LNOIGUKhZEIy5IHoP5Vm6Rqm3TLaFLG+eVUAcG3KgN1Iyfet/aOlGwZ/CkVbUzjcajIw8mwWL1M044/Bc1U1bTdWv7aNIb6OAh8yLECvmL/d38kfgK3doAopp2YpRUlZnNaf4Zmtbo3Kyx20pG1jCWckf8COPxxmthNMjBLTyTXDEYPmyEj/AL5HFXqKG7hGKirIgPk2sJY7Y415J6AD1NZqh9TvobkR7Le3YtGxGHkOMZHov86s6vZSX9kYIpREd6tlk3hsHOCM8ioU0meUD7dqM0y9DHGoiU/988/rQNk82oxo/kW48+4A/wBWnOPdj2H1q5GWKjfjcBzjpmmW9rDaxCK3iWNPRR1+vrUwXA4pDFFFAooAKKKKACiiigAooooATNZer/8AH5Zf7z/yrT71mav/AMfll/vP/KgCU9aKD1opiL3ajtS0nSkMWikzS0AHelxSUtABRRRQAUUUmaAFooooAKKKDQAZppNBOKxfEXiGPQ7WPy4Wu725byrWzjI3TOfr0UdSx4AoSu7ICXW9es9EsxPeMx3sI4ooxueVz0VR3P8AKuRvNb1PUtWGmSPMlyV3HSrCQKVU/wDPe5P3f91efrVfSLPU/EOpvdi78x+UuNXReE7GC0U52qOQZTyTXQyX2i+DY4tOtbWZpJI2l8m0haaV1B+aRj1PJHJNbWUSRun+GruIAyXkVgu3DQabFtYn1MzZc/pV1fD+jQyi4uYzcPGv+uvJ2kIHqdxwK56XX9YutTubmwuklsreSEi1gg3Ge1lGBMGPzbgc8dPlNYCad5uqHRrWKBby70+5tL6X7UJDJIpBSRwMkDPc4+9imoN7sZ6E0Phz9wWh0799xESqDf8A7vr+FSf2Fpy5Fqkls/rbztGQPoDXL674N1C81YSWYjayuLaGCSIT+SsGw5JC7TkHPYqcio3sNX0/xfeap/ZcjW482V5kkEhYBAE8vBDEnvGwIGMg80uVNaMNTSvfCt1JIJDPFqYHK/a4xHOncBZ48H8xUFlrupWE8lqBPevbIGmsLplFyi/3kkHyygenWneAdR1G+TUDeak1/FbukaysmFZsZLK2AduCAVI+Ug8mi68RaJru17i0vfsSTeTDrCxbUSXdjKSA7gM8bsbTRZp2YHUaTrFnrWnx3unSb4ZBxkYZT3DDqCPQ1oqeK8+urW/0DVvOWVBcynEd0R5cN6e0c4HCyH+GQYya6zRNbg1mzaWEPHLE5juLeQYeCQdVYev8xWbjbVAa2aKaKdUjCiiigAooooAKKKKACmMoPYU+kxQBALSFZN6wxhs/eEYzUoHPOT9adijFABtB7D8qMAdhSFsCoJb62hu4rWWeNJ5gzRxFgGcL1IHtQBYwPQUtUH1rTotUj02W+t0v5F3patKokYeoWltNZ02/uZ7ayv7a4ntziaKKVWaM+hA6UAXsUYqCe8gtoGmuJo4okGWkdgFH1NSCQEAg5B5GD1oAfRioZbqGBN88scaZA3O4AyTgDNK9xHHIiSSIrSEhAzAFvp60AS0YqEXULb8SIRH98hx8v19PxqQOGUEHIPTB60AOxmjFJuo3D1oAXFFN3+1Ab2/WgB1FN3evrinUAFFFFABRRRQAhooNGKADvWXq/wDx+WX+8/8AKtWsrV/+Pyy/3n/lQBKetFB60UxF+iig0hiEA0tJj3pMYoAdQKQHIpaAFopKUGgApKWkNABRRRQAtIaKQ9KAKuo3sGnWE15dyCKCBDJI57KBk15rBb3virX3M7SW9xeRq9yy9bGxPKQKe0svVu+DW5491GIyQaZNlrZI21C/UHloYj8sf/A5Noq7oNtNoHhS51K/jafUrhXv7wIMlpCudgHooAUD2raK5Y37i6mX4vtrOwk0S31EG38MxF4rlYXZERtuIt+wgiMHPtnrTbWOPxFrj/8ACN3f2S20m3jgtdStcSrJuB3wkNw4GFOc8Gn+HfF2o6nq40jXNNt5PO8wfaLV8xqFVSyuj/MMbguehNPvTL4j1iXw1ohNlo9iNupXFsBGXY8/Z4yPunuzDoOO9VZx0YBZ6vFaRro3guwbV7i0XyZLuR9kERBJIeb+I5JO1fU1Zg8Ma7eTyT6r4h+ySS/fj0i0SIY9DIwZ2+vFdNp2m2ml6fDZ2FtHbW8K7UijGFUf571cFZc/8oHKjwNHv8xde8QK46N/aTH9MYpjaJ4o04+ZpniJdQRelvq1sp3f9tUwR9SDXX03FLnYzkYfE6zTf2N4ks5NF1C6Vo4hI4aKfIwfKkHBPscGsxE1LQdFt9G1rTLPULBVSzgMEp8y6fPyKUIATGMkkkccV2WraTZazYyWepWyXFvIOUYdD2IPUEdiOa5G2hNrfDwl4keW7tZx5mmXzuRI+3ny2Yc+YnZupFXFprQVjZsb+HxLa6hpeqWAhnhIiu7YyiRRvXcMOOvHPqDXKFr7wnrjTzyPNJZRD7Q/e/sQcB/eWI9fVarXiat4Z1FbfRZZ5pYJvtLWVlCWjeEn5pLmeTlmK5OARyOK6fxFGNc8MWmvaLiWa0H2y0BHEsZHzxsPRlyCPXFXy8vowOst5kmhSWJg6OoZWXowPQiphXGeBLyOOO40iKTfbW6pc2DFslrWXlQfdW3L+ArshWEo8rsMdRRRSAKKKKACiikBoAWikNFAC0UlFACEcV5/aM9x8fdSW7+7a6FF9kz2DyHeR9SAD9K79yApJ44rgbnxX4Vl8RW+vsmo7LRXtP7VjtH+ylWYAqz45G4DnGM96QHn/wAUfN0v4tzeJ7WHzJvD+m2l7tHV4/OZXX8jWNoMmo+FtH8Y6vYO1rqs+jWWpySqAWR5Zmc8HjhTX0eYIJhmSKOUyJtLMobevp7infZrc7swRfOmxv3Y+ZRxg+o9qAPD/Gfi9vEGn+OLO21RL7TLXQ7SeJYipRZWf5sMO549qnPjvxJb+B9Zvr28On6xZalaQS2BjXZY27MuCCR8wZTkselexLpOnRwtHHp1qsci7GVYFAZRzggDkZ7Usul6fcecJ7C3kFwgjlDQKfNUdFbjkexoA8W8c+J5dei8W2i6hDeadp+o6SLUR7GVC0gLYYdefWu0+Ljf2Z4f0zxMiMx0DVIbx9vXyidkg/Jq6U6Z4btLmPTBp2nwve/OtutuqiXyuc4Ax8uQaZ4m17w1YW407xPdWqx3aEG3mUv5i98qAePc0AfO7zX+l6dM+Z2l+Ito3lpz+7la6wAPT902a77xP8QdV8M+IDZaDeJPpulXVrYT2w0/5U3YUh5mYHdzkBQR716jBpegapZ6ZdW1pY3VvaKJLCREVliHYoe34VWv/BHhrVNSlv7/AEOxnvJMGSZ4wWOOhPuMdaAOEuPiH4k0/wCIDW2qm2tNFOpizif7IZYWQ4C5uEY7ZSf4WXFR3HxG8V291e3xXTX0yy8RrpBg8lvOkRmC53ZwCMjHHNd8/gjwxL4g/tl9EtG1EOJfP2clx0cjoW9yM0s/hPw6bO4judOt0hnvVvpcsQDOCMSHnrkCjUDyTxN4jk0yG5vYLeYLY+ORHJFaSyM90FTJGCTyem0ce1eq+AtdvPFXg+21jUfsqPeFmWK23YiTJARied4xg+9Tv4N0AzNI2mxiRtRGpk7mB+0gYEnXr+lXdK0LT9CF2NItlthd3DXMqKxKmRvvED+HJ7CgDmfhjqNzNba7pN5LJOdG1ea0illYszR5DpknrgNiu8rmfBfhuXw3pVwl1OtxfX95LeXcyggNI7ZwM9gAAK6amAUUUUAFFFFABRRRQAVlav8A8fll/vP/ACrVrK1f/j8sv95/5UASnrRQetFMRepaBQaQwpDS0lADc4NOpKU89KADNKKQClFAC0YoooATFGKWigBMUjdDSmmn39aQHlt8P7b8aXERyVu9XisyP+mFqnmuB7GQjP0rS8YNqUnia30+0sfON5bkwz2eoG1uogjBm5IKnkjiqPhBzceK9OaVMHZqd3nry1yE/kKXx/q1u/iKPSNRuNEtIEtxcxSamshZ2LEHY6EbMAfjmur7SQiWx1A6T4L1XxIsXm6nK5t43nto453k3CNFYoSr/PzuGMiuw8M6ImhaDb2KnMqgtcSd5JW5dz6ktmuZ1K3gjtfBelwrbCCa/SQra5ERWONpMrnkjODzXV64XGg3hi1EaW3lEm8KBvI9XweOBnrWc3f5gjUorxu98U61pngu6Flf6hMl9JL/AGfqV1F5ssUCR7jI2wfxHOzPY816FpevwP4LttXuJ8xrYJcyu/DEbMkkHpnBpSoyirhc6LNFeJweKPEUHh7UPt66pHdXwj1KzS5ZYyf3q74IiD93aV6+pq/deM9TXUo9QbVbOymXTp3lsZlfBkSb/Uhc8OM4Lc5yMDFW8PILnrmKwvF2hnWtBlit3Md7CwuLOUcGOZOVP9D7GvPdQ+JmsQazcw2zwsBFcYgaDHkvHFvAPO5ueDkAHtXpeh/bTolq2pXIu7l4ld5ViEYJIzwo9M0TpSpWcguchrN7H4n8EaXrbi3WFlDzwX161vbK3QiTaMvhgQFrQ8A+I5ddtb+2mk0+cafMsccmnoywtGVyAobnjp6VS0aB4/DvijTbceY9lqc/kKYkk27sSDCvhTjd3pnhD7Xb6vc3F5aajcXlysUTS3c1tGPLBP3Y4yQAMk1dvdkhdShouNC8XWlsDtW1v7jSSSMZilXz4fwB3AV6kvTNeX+Kgtr4rvpRjK3Wl3WT2bzDH/I16enArOrsmhokooozWIwooooAKTFLRQAUUUUAGKTFLRQBV1G3N3ptzbK5jM0TRhx1UsCM/rXlst/rtl4KtPD9np+sWWsWNubcRW2mpcW12yrhWMjfKEJAJOQeTXrlNK54xxQB4hruk6/P4kvmvzcR3rvC2nS2+lyTmNQiZEciOFjw27IIxith9AuI59Q1ry746pF4ljMMvmScQFkVgFzjYQWyBxXoOua3HoS2TzwvKLy9is1CEfKXOAx9qkg17SLi++xQ6pZy3YyPISdS/B5G0HPFIZ5NpMOt/wDCbQm+u5INVGquZwtndM8kG9sBn3eV5WzGCBx9adPbtpXw/wBImuUvzPqdy5vJri8nWNNpfaJNgLgY4AUDnGTXp2peKNKsLDUbiO6iun06Fppra3lVpAFGcFQeKuWOsafqNuZra6gkVUDSbZVby8jOGwePxoEeYeBH1C61Dw8dQ+0ytBNqkIeZZMqmU2DL/NjHQnmtbxbd2mneNReHVp/Dl41kqR380CzWl2gYkxMD0ZTzwQTnvXfxahZXEBngu7eWJTtMiSqyg+mc0G5s5VUGaB1cb1ywIYeo9frQB4vda7qbafocU32bw/pksdxIXS6l0+GeYS4DBgrFQykuEOAeevSr6azd3NvYL4q8W3Gk2/8AZbTwXtlIYlupfMIySyguVUL8uBuznHNeuP8AZZSIZfKctyI3wc474NLNb21wqrcQxSqpyA6BgD680AeU3es69HpvibW7LVr66fT47eK1gZRHEA8SF5mTGc/MW56ehrDvr7U9U8L6xa3HiIvZQC0uftEOqRXUsbGdQSXRAqoRk4PQr6V7psjy/wAi5c/N8v3u3PrXGnxb4ItJp9MH2eO3kk8i4ljsT9lLk42PIF2Z7cmiwHG+LvHGo6VqF7PpWs3MiabcQW6pJLbxwtnZuDIcySlg2dwwB26VvNqfiQWniHXY9Wklh0nVHjTT1gjCNbxspcE4yW2liDnsK09R17wLZa3cWl9bWr3trGkcxXTGl2LtBVSyoRjGMD0qXxLrGgx+Fyn9tpo66uhZJo7fdLIGGGIj25JI4zjigC14M1i58R2d5rDzK+nXF2w00BAP3C/KGz1O4gn6V1NY3hZ9GPhmxj8OXEU+nQRLDC8bZGF4wff1rZpgFFFFABRRRQAUUUUAFZWr/wDH5Zf7z/yrVrK1f/j8sv8Aef8AlQBKetFB60UxF+ikp1IYlFFFADW6UciloNABmgGko7UAPFFIKWgAoopDQA1nCnnj6mg9jSPGkmN6hsHIyO9K3SkB5n4MLReJ9PViFAh1G2KnqWW6DfyNbl7oni69vZtviDTbW3LHylXSRK6LnjJZ8H8q565/4kvjiSZnCx2esJOzHtBeR7G/ASKPzrQ8XaFrWo6rO0c8x0/yt5E+pm2to8DkbIxvb1yWArpeskIteJoXtL3wfc3c5mNpqSwyzBAgdniZAcDgZOOBXVanplprWl3GnajEJrW4Qxyx5IDKe3Fed6Rp7+JPhde2Fh5LRxSl9Mu4FKRyvGwZWUElsbxtyxyetd34Z1mLxB4ftdSi4M6/vIz1jkHDoR2IYEVFRNJeQIg0fwdonh7T7m00izEFvdA+ehdm8zjHOSccHtXN6Vr/AIfvbxwmm6ktrqrpYrNcWxFvIYsoqqc98H616CeRxXm2l/Da50qOyuoZI/t0N3O8ytK7wvDK7ZKqThHVWGCB1+tEHFp8zA6ubVPD00Msk99p7pYnbKxlUiAnjDc8Z4GKo614i8L6ZpQ1W+ns5o2UzQ7SpeYjqUz1Oa5yL4f67FZtFDNpltJbW621vJBEQZ1Eofc+QdrEDGRnBJNRj4ZazFo9zbRX2nvLeJcQzNPC7iNJX3goSc7geOeD1rVRglfmC7PRoLO1nQ3KwRhpwGZvLALAjv68Gre0IuB+GBUVjC1tYwwu25oo1QnGM4AGf0rK8V67/YXhy4u4h5ly2IbWIdZJm4RR+Jz9Aa5/idgORje1uPCHi28u2thbahqc6qbmYxIyrtj+8oJ52npyazfBXhrTLnxRaa1pekaK9rApRb3T9Slcxv6GNh/PpVzVprTwv4d0nQZbXULq6sFiu5pLFEYpIzkZIY/MWdmwo5OK6HwDo0Vjo5vo71b036IRKluIRsUEKNo53dck85rpu4wbXUEc74uH2jxPexJy0lzpVsAO7ea0n8hXqKnOa8s0snXfGdncIMpdanPqB/6426eTGfxYk16kgwOKyq6JIZIaQUtFYgFFFFABRRRQAUGikPSgAzRmsLX7vxBDNBF4etbJwwdp7m+kKxxADgYXkk+vQVyd78TLuLR9Ku4rfTrQ31rLcu+oXZjhJjbaUjYDkt1Ge2KAPR9/Ge3sadmvN5bzxJq2r293p9zdWVvOkFykD2wkWIG3diueM/PtB+orodZ8Ty6D4HXXbu0eSVYYmkgzsCu+AdxP3VBPJ7AUgDxrY3WoQ6KLOBpvs+s2s8oX+GNW5b6CuUsfCU9rZ6VNHpbRX0fiOe4klEY3rG7SDeSP4cFa6jSPEmoStKdesrW1tVg89dRs7vzrZlzypcgbWHX0NWoPGHh270+a+i1e1NtbsqyyM+0Rlvu5zggHselAzziLQ1/4RWTTF8J6iNcttNvIZ7woVjd3UgkNn96XOCAORmreteFxo8V2uleH3mtpPD8MU0EYZRJIsy9dvzMwXJIHJAxXXX3xA8OWen218upQXNvcXqWQeKQEI7Hv6Ada2f7f0htY/sn+0rT7f/z7eau/16euO3WgDxyz8PXV/DrVtPpswsLy+0uRRbWElpHKociQqjMSAAACTjI7UvjvRtIs4PEiX2l3pvYxEukzWiOYoYAFwoZflQA7twbkivX/APhJdB82VDrViHiQvIDcqCqg4JPPAzxXN6rF4LufFNvJqUcBe9t/tn2v7Vst5vLZVXcAwVyMjGQelAjg9Z06+l8b30148dvqn26JtOkFlcyytCAu3yyh8vbjcCD0PWvXtVbX0jh/sCDTZmOfON5I6fTbtB96vTahY2kcTXV5bwpLxG0kqqHzzwSefwqQ3FqkywNNEJX+7GXAZvoOpoAz9JbXZrWca9FYW82SIjZSvIMY6ncowc1wOheJdC0f4fr4f19Gk1K2DW1xpPlkzXEhkJ+VcfMG6g9K9H1fVLPRtLm1DUJDHbW43OQpY+gAA5JJwAKwoPHOiTW17dXiXWny6fGsk8V9amOZUc4UqvUhjwMd+KAOMGryab4+8TpF4r0/w6JJrUi3v7dZGf8A0dRkHeMY4HetiLV9OsviHFqms6lbG3vtHijsdQLhIJGV2MoVugJ+U9eldFp3iDQddtru4aL7O1ngXSajb+TJCCMgsHHQjoelQz+KfCs3hK31WZ4J9JuJPLtl+zmTzWDEbUjAJJyD0FAEvhK60O9XUrnw3Gfs0t+7SzgHy55sKHeM9CvAGRwTmunFZWhappurabHNo7qbdWMYQRmMxsOqlCAVI9MVq0wCiiigAooooAKKKKACsrV/+Pyy/wB5/wCVatZWr/8AH5Zf7z/yoAlPWig9aKYi8aWkNLSGFAooFAAaKWkxQAlJTiKTFAB0paTFAoAcDRSUtABSMMilpKAOC8f6ShuLe/mOy1uom028cf8ALNZCDFKf9yQLz2DGkns5viB4JjsZdQl067guFiv1WNX3SRHDxsp6q3X3BFdlqVjb6np09leoJILiMxyKe4IxXm2mXVx4U1+4fUXdvs8QTUwBuNxCuBDeqvcgfK+OeAa2hK603RJu+H/DVxoOtBJvFl5dGYvcHTzFDHEw4BIVRkAHHAqPVFn8Ea3NrdrG8uhX0m/UoI13NaydPtCqOSp6OPxrK1j4c2mp+OoPGR1RFsIVSV4PNfy5FAyzls4HYjHBxzWloXxBj1S51KXVbddP0uJ4FsZZQd9ysoIUle27HC9cda0lG/vJ37gtDtrO9t720iuLKZJ4JV3RyxsGVx6girGa4qbwje6LdSXvgW7jsS7FptMuFLWkxPUgDmNvdePakHjjU9OwniPwnq1sw6zWCC8hPuCnzAfUVhyX+Eo7aiuM/wCFo6BnaI9VL/3P7Knz/wCg01vGWsaoWj8OeE9Qc4+W51PFpCD6kHLn8BR7OXYDqNR1Oz0uzmu9RnS3t4F3SSyEBVH+fzrldGgn8U69H4k1KF4NNtc/2VayrhjnrcOvZiOFHYc96ls/B8+oXkWo+Nr2PVLiFt0FpGmy1tj6hDy5/wBpvyqtd+Nri9gttS8K2X9raTC8y6iUOJE2HbhAerA5OO4qox7CK+oX/gnxn4j/ALHOoj+1LZlKPazmORiMnaGXk45yO2RWt4hmXQPCkWkaFGIrm5xY2MQblSw5b6KMsTVPSfD/AIVstTn8cWM4D3Uck0155g2PGwHboANv1zmsCee+8W68nlbopr6Ax2y4wbCxb787ekkvRR2FaPlb93ZfmI3/AIfabCZLnU7YH7Gkaadp5b+KCLrIP998n8BXc/Wq1haQWNlDaWsYjghjVI0AxtUDAFW8VhJ8zuUJijNLRipABRRRQAUUUUAFI3K0tFAHH+N9C1/XvsdtpM1mNOVi17bXEskZuR/Cm5ATs7kd+lUNT8K6zcT2V/HY6DcTR2LWL2NxuNvDk5DxnbnpwRjp3rvttG0elAGT4b0mXRvDlhp01wbiS1gWJpT/ABEfXt2H0FM8TWWp3uiTRaLcwQXfDIbiMPG4B+aNwezDIz2rZxQVBOaAPJZPh5qerQaqIdOsfDUV3Z+UbSyu2dLiYSBwzbQAgG3GQM/NzWfrvhjUrXw3qV/d6UUuZTZ26RXerNeGfFwrYJIwq56dTya9q2imtGrjDqGGc4NKwHmeoeHde1C6uNbbQ7e3uPt1jKunJcoxlSBm3OXxtDENgD0UVQtvBOtw+IWiu7bULm1Or/bhdx6jEkAXfvDFNpfeB8uAcHHWvXNgHSgKBRYDzGw8CSBvDzXmjWxNtq95dXRZUPySeYUJ/vZyvHP6VQi8L3+lappNzfeFDq1lZrqMZtoxE/lLJOGiIViAcr27Zr10RqOlBjU4yOlMDxC68F65Z/YX1CyvZ7Q6e0CW1jbQXZs2MjN5eJeg2so3L02/Q103hjw4dI1u61XW7CWWS00u0WC5uFV5QUR96gjjcBgEivSTGp6jtikMSsu1lDLjGCOMUrAYmr64LbwlLrFlp9xqTCBZobSKPMkpIBUY7dRmvP44r3WdH1DVbix1O61wzWtzPDNYPBGYYpQ/kQB/vYGT6k162I1AAXjAwMdqXYM9/wA6YHEaIsXijxNq+qTaZMulzW9vbol/bFDM8bM5bY3OBuA5HUVzgsp9P+HWiXTpd2F5p+pTyQzJa+eLfdJIN0kQwShU445GRXrWwUFAf/10rAcP8N4L42+salqLyyjUtR86GSW38gyKI1TcI+qglTjPOOtd0KbsA/8A106mAUUUUAFFFFABRRRQAVlav/x+WX+8/wDKtWsrV/8Aj8sv95/5UASnrRQetFMReNJ1pTSUhiilpBS0AFAoooADRRRQAlIB/OlpD1oAUUtJRmgBaKKKAGkZNYPifw82sQxz2UwtNStcm1ududuRyjj+JG6Fa380h5PNCfK7oDyDTb+XSHu9Hv8ASmlsNpN/oZPmPbKTzLb/APPWA9do5Wp9d0SW+kufFnhrU1u4JmthaiCLzBZqo2SShB95wvA7rzxmu/13w1Ya5bp9pRo7mA7re7hOyaBvVGHT6dDXnt1aav4YllvL4yWF6T/yGbCIva3I7faYFyVOOrgD611Qqa3W4WJrbx/qPhfT4016CW9M6S3FqvmFp2jEiqu7coOACzEsAQAAa6jUfG9tF4eXVtJtpNREl4lnBGGEYmdmC5Vjxtz36cVgzavpuuaOy+MdG81JoGgl1LTh9phaMkEjemXQHHQirGtz6R4g0HTbXwrrukW8mn3cVxDHcPhAI84UrwRTkoO2mv4EmvbeO7WJbiLxDBJo93byIht3cTGTeCVKFM7gcHtxg5rOvviDKmppFpmnLf2zXEUKSQzD98Joy0TgngDepU5rLv8AwlLqVq2p6lq+ly66btbjzPMKW4QIYxHgHdjaxPXkmn2tl4S0qxtbXUtd09pY7WKCSO0lAy0chkVkVckYJIpctNK61YF7T/Fuo3tzc29jp5mnvEMttDe3IURurmOeI4HRDhuM5BrRnstL8J6gdda8h0u0eAQ3dqFxHM4+4yL13jpwCSCKy9Q8UxwWs1xoGlJZiaRpG1LVVFtArtjLAMd7k4HCjms3T9O1bxBcwXdhJPcTnHma7qEW1Ix3FpCQNv8Av7fxqeXrshjNT1C913UILKDTQi/62y0Jl2EnPFxd44SMH5hH1Jru/DXh5dCtHMkrXd/dP5t5duPmmf8Aoo6KOwqfQvD1hoFq0NhEweRt800rb5Zm/vOx5JrWUYHNZzndWiFhwpaTFLWYwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKytX/4/LL/AHn/AJVq1lav/wAfll/vP/KgCU9aKD1opiL3WkPTig5zxRtpDFFBNFGKAEyaXOaQ0ooAWjFFGaAEIopetFADaKXFLQAU3HP40pzR0xQAEUg688UDigc0AHWkKKwIZQc9cjrThwKKAOavfAeh3d0bq2gk026JyZ9Ola2Zj77eD+IrMvPh/dXGB/ba3Ix01LTYLk/99EBj+ddxRVqckKx5w/w1vSFVJvDygHJI0FCT+b4q/ZeArq34bXpLdD1XTbCC0/8AHgC1dxR1purJhyo56w8FaHY3IumtDeXa9Lm9ka4kH0L5x+FdAFpRRWbbe4xcAUUlHNADqKSigApaaKWgBaKBRQAUhpaKAEpRSYpRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVlav8A8fll/vP/ACrVrK1f/j8sv95/5UASnrRQetFMRd5NKKaBjH0p9IYnNApaKAEPWloooATNGaSlAoAUdKXFJ0FGaADFFLRQAlJinUUANxQOKdRQA2jFOooAbRTqKAG45paWkNABRiiigAxRRRQAUUUtAAKSlpKAFFFAooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArK1f8A4/LL/ef+VatZWr/8fll/vP8AyoAlPWig9aKYi6TgjNKTgU08ml+tIYoNL2ppzj5aX60AANLSUtACYopaKAE65o64o6UA5oAUUtJRQAtFGaQ0ALRTTkUooAWikNFAC0UUUAFFFFACYoxS0UAJilFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZWr/8AH5Zf7z/yrVrK1f8A4/LL/ef+VAEp60UHrRTEW855pw5pMflSj60hi0po7UhzQAnelJx1ox3ooABTqbmlzQAYoxSikoAaaXmjFBoAM0tNBpaAFozigUh5oAXNFJS0AANLSdKTNAC5ozRRQAtFJmloAKKKKACiiigApM0UUAGaWkpaACikooAWikFLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVlav8A8fll/vP/ACrVrK1f/j8sv95/5UASnrRQetFMRdA4A9qUUUUhi0UUUAJiiiigBMUuaKKAFoFFFAC0lFFACUCiigANHSiigBRRRRQAUh60UUAANBoooAB3oFFFAC0CiigANFFFABRRRQAmKUGiigAooooAKKKKACiiigAoFFFAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZWr/8fll/vP8AyoooAlPWiiimI//Z” /></p>

<p>धर्मशाला की बात करें तो यहां आज़ादी के बाद धर्मशाला विधानसभा क्षेत्र में पहली बार उपचुनाव हो रहा है। यहां इस बार करीब 82 हजार से अधिक मतदाता मतदान करेंगे। इसमें पुरूषों की संख्या 41 हज़ार से अधिक और महिलाओं की संख्या करीब 40 हजार से अधिक है। चुनाव को लेकर धर्मशाला में 89 मतदान केंद्र बनाए गए हैं।</p>

<p>वहीं, सिरमौर के पच्छाद विधानसभा क्षेत्र से उपचुनाव में करीब 73 हजार मतदाता अपने मतदान का प्रयोग करेंगे।</p>