1. | 1570![thumb](data:image/jpg;base64,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) Nebojša Terzić --, 6, Srce | 1557![thumb](data:image/jpg;base64,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) Valentina Milenković Ik, 8, BTBK | 69,05 % | 14,94 mp |
2. | 1089![thumb](data:image/jpg;base64,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) Mihajlo Nikolić nM, 18, Zemun | 1498![thumb](data:image/jpg;base64,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) Olivera Stajić mk, 9, Part. | 60,46 % | 10,15 mp |
3. | 1621![thumb](data:image/jpg;base64,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) Sergei Mironov rM, 13, BTBK | 1620![thumb](data:image/jpg;base64,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) Anastasia Mironova rM, 12, BTBK | 59,18 % | 7,49 mp |
4. | 1291![thumb](data:image/jpg;base64,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) Milan Mitić mk, 13, BTBK | 1606![thumb](data:image/jpg;base64,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) Biljana Čegar Ik, 8, BTBK | 56,29 % | 4,79 mp |
5. | 1146![thumb](data:image/jpg;base64,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) Ognjen Stanković rM, 16, Zemun | 1447![thumb](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEAAQABAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCABQAFADASIAAhEBAxEB/8QAHAAAAwEAAwEBAAAAAAAAAAAABQcIBgMECQIB/8QAORAAAQMDAgQDBgQDCQAAAAAAAQIDBAUGEQAhBxITMUFRYQgUIiNxgTJCkaEVsdEJFiQlUlNiwfD/xAAZAQACAwEAAAAAAAAAAAAAAAAFBgIDBwT/xAAsEQACAQMDAgQGAwEAAAAAAAABAgMABBEFITESExRBUZEGFSJhcYEyQrHw/9oADAMBAAIRAxEAPwBF26+ItVhvlGQ26lf6HXoxSeFkG7a9TrlcipW03HQ8hsdlOFIOSPTvrz74cW8q6rrpFMaSr58lCFY3ITkcx/TOvXe1qfCptEjx2inpoQEAegGBrK9cAmkRAac7a5eyhZk/ttUocROH9xO3KKlBuWdChNk9SDBASvODggnbc41h7K4y3JTrieoV5U6QuMDiNVXWg2pw+SgCQfrq07m4bUm6FKWXFRn/APcQf/Z1nIHs801qR1Zk1U4DdIdaSeX6HQBIpOgxsoP3pki1m0ZFeViGHlisTa9AVcMM1SmR0POtr2UsZ5T5geeuKfPrEJZjFhUNOSCsbuLPic+GnhAotMsO31MRkpZZTlSvU6Q3EK8mqpWGEsAMIWsoDzp5U7aF3FsYwAx/Qrq0+8bUrl+lMxjgmu/TaEZig48yXF9+aS4D+2ilvxTUp0wSOVKIp5W0J7AY1hZnCqZW5bU1yvv9HGUtxllI/bX7SqxLsqZJjSZS5LbuAlxf4hsc50GmIjXJoq0JuAyxPlvTHFa6was2i8pwWRyqad5fUAj+uj9VrfMp5pGAXEc6Fd9xjSypVTbp/JLJIddSpCfDPMrXzPuhPTlJW4OcJLbfKfMYP76HR3TEhRUJ9O7k/cx5Ae1IP2YLTLUx+sAJLy3REjAjYE7qP2A/fVJ1jjA5RZDdOCyHs4CEg8x0jfY8uyi3G+mitzWl1KlyHJLjAOcoUkAHPoR++nveVtimVWTX48USXI7AKkY3KBkqCfU60HVnlN42cj0/FC9M8L2o45FB2z+/Sjlu1WsVUolVGeYMQnKgvYpHmTpw0WoxkQEITO94wcBecn66XNr3taF42u3yupQJDIIQ8jBIUOxB0p72m1W121IthtctKM/4cHcY8BvqtZPDgE75rmksDqkjRMvaK8DG2PzTs4l1AucjKZQ5PHlOAfrpe3xYjFbst1sxUyGljDyUKwrl80q8CO+lPbXG9VelOQ7jivU6S2cFuQkgE+h04eFN7RZ0iVCcUt6IT8vqjGM6okkSRtxRYafcaZbK8e/RufvUwXBQb54VT41XsqqrlUvJ97gyXVuJx5chyPDuMHfReHxbYvemM1lh5MBxGUSWH056ax3G+qRvnhjHeDkuK6qOpW+Gzt9x46mW4uC6YdbfntPoYbkZElltOEOn/VjwOhVzLG69ucYI4PrR3S5refMkPJ5Brlcv2BFSiX787UJ5aS0goRhCSfzJHnoVULhkx4FRnSnOmlhg4B7pKvhTn1JOftpbXFdCbDrwhpkBtLi0JbWtsOHl8ceR0D4k8U0ViKxSISVtw1vdR1SjlbyvM/08M6pt9OcupQbHzrvuJljDA8is1/Z/MV2g8d6bOcpk80uZGfivSlMq6QJTlJUrGO4162ogNSqS6HUpWh5PKdvTWQo1NpcSMmNFiNtNlPLhCQANbe3i29SPd3lZcQeU400Xd78wue6Fxt71lc0fhYlVSdjSmcmUOiRFUitU5SoLQUhqXEBTIjHw7bqTuT448saytQgVq3Y8eqUepRrqpbqVKIQQ2+2kDO+++3ppgcR7GEpQfjfMJ/MD2Ok/VqTOprp6sRKzgpDraTzAHvkgg6od0Y4cYp901YrlBJFJueQdwfx6fr2ohRbltm+21looTOT8S2HkhLqfsf56JQZrNCqwQAUcw+HyP30nH+EyancBrK5U6BKQQW1xXOQEAbZBySNbuNQa2WWXqpMSGWVcyPhHUc2/bQK7KxjKmjrW6JlGf6T5Z/ymxOvsmD0yvmBGPppH8UL0bhx3lJcIA8NA7ouqsCS7HpyQppOxK8g+ulLWbgbrD8pp+Y0swlfPJXsF4zv9Ntc6QPeYZ98VdZ2MNgeoc0qOK1SQ857/ADi4v4yGWkKwo+nprEQZlRnMtSMpABCW207gb+OtFfVPdrFaZUofJS3hDQ8M5P8ATTJtrhHIZoMBxMbqEthxeD2J3309eJgsbRA3NLsiNeXLdHAr0Qs2ptym2V9QLKhkHPcaOVSdJprzcyIeoccrjOccw8x66mX2UeJ6bnsqE1JdBnU1QjO/8k/lVj1G321Rj85Epo8igc7jQG7t5LKVo25FAWCzlZ1GVYf8K6MjiRBdDqHJAStJ+Jpw4Un7azlWuagOpDkmYg+JwoDOh9+WpTrkhrE6KFPJ2bfR8LifoR/LU33fw/do8hRhyXSc9nAVD9QdULJ4kYc4o1BaxIvXGD70+H7zpTjw92WkDO2CMnQy4+IFMixHFTJ7bIA/ClW51NHuFcacUDMdZT49Px10rhbRRqW7JlrWtQSTzPKJUr9dQ+Wh2BJzmiySKq9XRxQrj17Rwgl2l0DDcl1JSZJTs2n0HiT5nUv0GsSf4oVKlOOe8OZeUon4j665bgfdrVUkSiebqqJGD2HhoCYzzbqemtSCT2Sdavp+mQ2lt20GCRvWcX2rzXVx3GP0qdh9qf0CpMTkwQ9ISHXnktoSTur6Dy1S7N8RbbtCsSnlhxEZolIHkBj/AK1Bdtz/AOE1uFOlrccS0sKJUcn6Aa0l1cWalVaa7EjBTEZz4V8ys9QeWljUfh5rqVEU/SOaP2OuRwQu7fyPFNn2fOIxsK8mTIKxTpfyJAz2B/Cr7HV30q6HILaXQeqwvfI315325w6q1asaqXVEkQnIdMVh+P1iJCdvxBGNxv56orgFxW/vTZ3uT7hclwfkrSTupP5Tot8RWSyDvx7kbGhPw5dA5tJeDuKp+p11qqw0LZO59dtDZFrs1YBx9tsZ7qI31gLUrq2Jbkd9xKGSrKCo6YBqb0phLLJG+2QdZrKjRmn9YjGoEe1Lu+KNApCSWpG/YJQjmV9hqSuO1wDruUlsKQ8fieSVZUgeCSfM+Q1VPHW6GOFlhzq1023akrlZjFW+Fq/N9tzqBZFVdqjjz8hwvSXVFxa1HJUo9ydNugWTTsJm4H+0v69qAiiFvGdzzWWdhKayvlwo9wnw11FNqckITykKHYYwdHZCSo4CeYYx99DEpDU4D8QAxknGtJ4FZx519yIgA3RnkGT66C8y5TyTy/ADgJOjEud/lbgGy88uh7KM8oRg7ef89RXOMmpnB2r/2Q==) Maja Gertner-Tomović Ik, 9, BTBK | 55,36 % | 2,33 mp |
6. | 1209![thumb](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBLAEsAAD/2wBDAAMCAgMCAgMDAgMDAwMDBAcFBAQEBAkGBwUHCgkLCwoJCgoMDREODAwQDAoKDhQPEBESExMTCw4UFhQSFhESExL/2wBDAQMDAwQEBAgFBQgSDAoMEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhISEhL/wAARCABAAEADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD86r22jMtheQxgpKQJFVvpj15xn0/GtyXRI0uspHv3dEUkE+1T+FLSDU9FkjkVFaGchWwGOAc5z26sPTFej6B9k8PaVLqRizIAY4mBBaTqMD61xOolO3Y9yNKKp8z67HnWr+E5tAjD6ji2LABYy/zlcdcDjJ46+vSqNuYLhPIa2OGxkmThhnjj1zXbjwXe+N7mXVtVaUxAMyRAkIhycKB2HGff8azNK8AzXbag6LtSwtmmbPpwAPxJArWnUhHRvUHhqrd1t6/1uVl0KJ7feouBHvwJfLA4HXj8fpW1pF0thtXePLB+WPJBb1JGB6dK6WT4aTv4e/tO3aZvJdTLGwyNrICG/M8j3rn47FXlw0TCSPpg4wPb86tqFSFtzNxqU582yPRrXTGv7VLjSovN3IA4BxyOc9a6f4X2dxD40kF3GyzC2fOeMHI6+o5rhPA2rvbXgtJGYJKNmQ2Oa948L2FsviCzDoqX8dniVRIGyDjH8jXjyfsoToyTuz6nCwo1sM6idpRt+J8SeFhJDbX5UciQ5wemP/r5Ga9H8JznxBLp9vbwPMkUhYKFMh4HHT0ODXJeANK/tWO+it0Z2uiNhzjGTjOe1es/BjQ4tC1TXPtFxJDdWEbyrJsRo4YUxuLbsFjnoF56da6otzqyXU8T3YU4NrSx3Oi6GljpEun3kAtkTczM7YLg9vbkj86NK8MRJ4bvJbWJGOry+Su08BIuTn6kEfXH4ev+GfDOl+K9CN5qLf6R5rYVAUUle5B6HIwQeQR61x1pqX/Ct9Q0+8t9FsvEOm3CXMJghAlktVeaMk3DEFQecKWPYjIPFKjhnJ3b1OurWSS0Og0rw/ZXGlTyrz9omZfbC/KB9Pl/WvnD4ieH4vA2uzCQPGjSl4YiCy7WOQB7dR+FfWDW1ncWP23TYZbBLv8AetaOP9Wx6gfjXmvxj06x1jwzGusQhlif5ZQvzRk9wew6ZqqE1GryPVMVelGpQbV9D540zV5NS1KJ7ZIwucYSMJ/Lr9a9u8AvLceLbSZWY7QsZx6CvF4tAfTtRjFqZZYclwQueAev06/ka94+EtqhvrMuNzFwWIPQnijGWT+RngFJJRXc+VfhZqMVnbRysTsaRcc4+bPX+f517R8ObY6rqV/fokskbFrVUEpG8MQMMe6kYyK8B8CROySWkZUXGBcW4dsebt5KfXgfj7V9D/CjxCmk6XrFqkTOphFyq4+aPdn8chgOnqDWFdKFZz1NcHy1Kai0fQGg2Fz4es4LS4hnhhjUYYLnbnvmtXSNHlvbkppsUbHJ3CKPlvbiuC8C+PLnWNMVpLC5vwqZkuJIMhSOcZ6HA9677QfEEUerLcaTOYbvYDJB5ZTdzjuByAT9cGm4yjHyPSlSSs5R1LniG3isLJoQhSUfeBHIrzbU9DfxPGtlKS0cj8hhn/8AX3r07VYvtwlmccyZyMVzehNFba5D9obCxyDkDPOfSs4NOV0KtKEYWS3OJ0fwQPBbXun+KbWF9NZX+y3pyTEQCSuevKg9u1UPhTcLbTEuMbJcLx05PH1qb46/E62tRa6JaS3FzLO4ZwwJSJN2Pl9Sf6GsjwPfBEgcgIZV+fjHzZJBI966a0XKlzHnUqsIVlGLPj/w5qEe+0Z4pJBbngoSuOep4z6fpXqXh7xvnxIWs1VFaBo38tdvyt6+pBINeWaT4YktpIpCDlHO4Hp0xyDxjJrovD7vba6YYOGlTYoHJOSOgrmxcYtvy3DBKapJS6n2T8KvDNklrE6W1xLGyDejRjaf0yPzr07+z7azjU28MVu+coijGPevne3+Pmr+ErCOL7DbsfLQb43ZCxOeNuO2PWvUfCV1qfjHRU1WTU4ImuIw7JGhYoT1UkngjkH39acKk6lLrY7qtZqfLKVzs9Q1KOGHy2bLgYArmbSc6ZrNvqN3CJYLWUSGJjjzTn7pyCOmex61uaFo9t5wNxI9zISd0kh6ew7CsP4g3iQo0Vv5a+gLbePx/wAmpU0lpqYz5p7ngn7QXixfGfxovtU+yw6dHeEzrBG2Ei3MflHAyOB2H0p3hrXw9vbGDbuJXaF556fjXNfFhfP123uIY9qzQlQ2M7mByR7nis/wzdssAkiLYRgWP44/rXZXrfuIu26PPoUuXEt2P//Z) Maja Janković kM, 13, Dami | 1087![thumb](data:image/jpg;base64,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) Đorđe Poljak rM, 16, Savski | 52,93 % | |
7. | 2393![thumb](data:image/jpg;base64,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) Slobodanka Šovran Ik, 9, C.Zv. | 1165![thumb](data:image/jpg;base64,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) Miodrag Gaćeša mk, 12, Zemun | 52,55 % | |
8. | 1105![thumb](data:image/jpg;base64,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) Nikola Blagojević kM, 15, Zemun | 1502![thumb](data:image/jpg;base64,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) Svetlana Živković Ik, 9, Part. | 52,42 % | |
9. | 1432 Vesna Beličajević mk, 11, Dami | 2410 Biserka Pejović mk, 10, Dami | 51,96 % | |
10. | 1127 Vuk Marković kM, 15, Zemun | 1226![thumb](data:image/jpg;base64,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) Vojislav Milentijević kM, 15, Zemun | 50,34 % | |
11. | 2518![thumb](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBLAEsAAD/2wBDAAQDAwMDAgQDAwMEBAQFBgoGBgUFBgwICQcKDgwPDg4MDQ0PERYTDxAVEQ0NExoTFRcYGRkZDxIbHRsYHRYYGRj/2wBDAQQEBAYFBgsGBgsYEA0QGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBj/wAARCABAAEADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDYVEVh8oPPGK4m9sj438cPpS3TjT9NYF4ocqXmHUsenHAA+tbX/CaeFBcxWqeI9Ke5lcIkSXKsWY8ADBPXiun8I+Em0PTpb+SSRrm6JabJ4Lk5OB9c1jiZ8lNyR6dGCnNIdpXwn8LXdoUu9KSdpDukduATW/H8GvC3nxTW9nBE8b7lbygDj0yOccV2mj23l2kWAScDNdJAq7QssTAdz0rwKVarJ3ue1KjTS2OKfwVaRWSQRuiIo24Rcn8DXjfjn9nnwvq13Nqqi7iu3X5njYYJ9SMV9QzW0HlZj5PU+nFYl7bK6uBCxGOdorSpVqwd4slUqc1Zo+INTtNU+D7Ratol5NcQ+YBc2co2q68Zz2z6EZr2/wAL+ItO8VeFLTW9PkzDcLnaTyhHBU+4PFV/i14YjurRYAkW64jeMrIcDpnPSvD/AIH/APCYSajr/g3S9Z0vSxZMbpxfxmRsg7SEUMMj7ufw9a9XD4xewdSp0PLxFH2dVQj1OV+EvhW/X40eH5tQsoktorrzW86VeCqllPHfIGPevtS0vo7rTgm7JjdsjrgAdfyxXzx8G/DmneJ/iaNNnuoYmtYGukihuPnYhlH/ALNn8K9x8G+G7rw34n8QaFe3stxGl0Gt2mIyI2ReDjj15qMdUvDlKwFFp8/Q9M0OPUDpsU8QiAYZAlPUenAOK3dP1RklCajp4gk6eZG29CfrxXI67oms6pata6PrFxpUT2zxxzWwG9JDwGz6D0GD71a8KaDqnh/wnY2Wra5d6vexIfPvJmJ85iSR1546fhXJBqMLx6HpSi5OzO5aa2WAyFFC4Jz0FcveaxNJcLDpeizzhiQbmVljiXn8z+AqTVL2RdDEJyQCu4AYyCRkVzXizwpq2s3OkXmkeLL3S7W3k8y5t7VD/pSZB2Zz8vHHfqaIVFUdhcjitDifi+t9p02kajK0ajz2RmHKj5CefyI/GvizSdamT453Gp2N80aXF1Mnmo5AaM5x74wB+VfZnxG0fU5fhRex6zM80lu08kDEYfYVYLk/3sMOa+VPFGmeGvhd+0jf6ettO+m2kMRiVP3jI8kCNk7jz95u/cV2YOSalFI83Hxekjn/AIR+JD4P+MPh3X2uzBClyI7mQ8gRP8r5A6gA5/CvvS9ll/4WXBdvtWHULZWUjncykg/ptr81YElYKvAUnIPSvqL4SfGDWtdbR/CXiNYZbnTAVtb9ch3iAA2OOhIwORjjrk81pjKfPHmXQjL66g+SXXY+0IMC3REO1wMLjii6hZLXEjEzsM+yjPWq9hKJIY5hkgjOfWlu7+3QyQtJGsh+dwxAAHavO0asz2ftaFea3s59BmL3Ssyko2OTuz/PNGmCSTRop2b51yjgHjIqG9fTp9N8/wA6JgeVl8wEMceuasaRfx3WnNgLuVzG20g8jvVOCRV2tzzj4/X9vY/AnX7liEYWxUNnnLEKPxya/Pe+1qfxJ40udf1yd3e6mM87Z5weAo+gwAPQV9g/te+I2sfhnHo0EzK+oXaJIuesaAuf1C18W6Y0A1NEnVWjkBjO7tkYz+eK78FH3XI8TM5++oovTskUCyxIGLY3BxnnHt0rrvhZdve/EnSbIqiys0ipIp2kfIxH6iuNvtZnviqWlqlpF90Ihzk+uTXV/Cu8t9O+LGgXd02YzOIt3cM6lVPPuRW04t03fszjhNKpGz6n6I+FdX+06BYuzBmMe1gT0YVpNptvO8kkqiSRiWJk5PPGB7V5tZS3uiXZMe77Mx+Zcn5W7MPY9/wrsIPE1rHbxyahG0LfXKt7hhXjXl9k+ihNLfcu3WjWn2RoI7Iop/uNhfyrP0VY9Ctp0OAjNuVR/CT9PrUt94s0eS080XcMJ6JtYMTx0Fea6/4t1C71RbHRomLkkJ5inLN2Yjso98En061pOc5O3QJ1I2PnP9qLxQ+v/FePQ4GPlaZCN47GVwGI/BSv514SRtQ7gysK9X+MVtZ6T8QItFtys93BEsl9OfvPK5LtuPc4I/AgV5jeYNyVxjGe/wClevh4pUo2PnMTNyrSuf/Z) Miodrag Đorović Ik, 9, Dami | 2612![thumb](data:image/jpg;base64,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) Miroslav Zec II, 7, Dami | 49,96 % | |
12. | 2008![thumb](data:image/jpg;base64,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) Filip Radovanović mk, 12, Dami | 2577![thumb](data:image/jpg;base64,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) Vera Radovanović mk, 11, Dami | 48,90 % | |
13. | 2455![thumb](data:image/jpg;base64,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) Olga Simić SV, 19, Savski | 1153![thumb](data:image/jpg;base64,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) Milka Sabljić rM, 16, Part. | 47,62 % | |
14. | 1311![thumb](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBLAEsAAD/2wBDAAEBAQEBAQEBAQEBAQECAgMCAgICAgQDAwIDBQQFBQUEBAQFBgcGBQUHBgQEBgkGBwgICAgIBQYJCgkICgcICAj/2wBDAQEBAQICAgQCAgQIBQQFCAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAj/wAARCABAAEADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5e/a5/wCCiPxa+Nmk6t4H8X6rpfirRLt3NzG+m2sTzHIJkVoVV43BwVeNlZCMqVKgj8c9RvdY1DxvrNh4n8QTJ4j0+weQa35UzHWbFIjKiXIiU/vUVSpk2hcq4JCgMvRax4uuJJL7xLqIlEwcySoihS0aIWdkXgYAB7cYHfNe5/Bb4G6r+0d428A/BnQntLf4g6zby/aL67lghj0+wQXN3fXVwCQ+2GFS+xC8jeSyKrs6pX8rcE4OvPGwU3zN7tvXu9X06NPTXXVI/wBH/EjEYbDZXU9ilCKXuxS01206O+qe+jXwt3/H34reK9Y8Z6hOkV1dSaVbO5itVOQgG0FlOS38LE88Z4rwC80yR53eKJyAxXk5AJ5yfxPSv6QvGP7Lfwg+F9/qXhnwx4UGpiI/LdanCsl1dYGFZmbgMSQcLgDsOmPkfxl8M/DaebFB4dsLRF3AyCEJkAfKTjpgZ46ZHccV+00uOMOpOEIOy06I/jzE+GuMmvbVqq5pa9X+J+TPg/xx4/8Ahpr9v4j8H6/qulatGs0bFORLFIjRyxOpBV43jd0ZGBVldgRgkV7R+zn+2z+03+yp4+b4ifs/fFzxX8M9bkmzcQWF432a+Xa6CO5tpN0VwgDnCyhtpwy4YBh2Xibwfo+n3skbadbPgFUcqACSOhHU4yT+XvXyd460iDTtRZYIljjaTGUAGB6Z6entX0eFxuHxqcJQuvM+DzXI6mFVqjT1P9JL/gjn/wAFxfAH7eWnXnw/+IvhvwN8JPj7YxRS6hbvft9i1u3A3zXVikisYzvEzNCzYjDRjzGL7m/am91yNBretnxN4e0ebUEmhtpEv0keWRsIhQOdoIdNuza4CqvynIFf483wQ+Mfjn4DfFrwD8W/AGsXWi+MPDuqW+rWE8bY/eROGAODnBwQfUEg9ef9Or9iH/gp58Jv24Pg5o/j7wZ4y8EfDfX47ObVPEun64sdvLo9tBFN9qa4umMFu8cUSRzNIiyfuxM+xAh2fI59kzw8oqDfI72W9n23Xy6v5a/PxhLm5W79v679j+EvVJ4BexW7eQ9nbWMpuWlAKgyqseCpPzcsBgYODkYxX61f8EYJrbxF4+/aE+Idle3002m6Fp/hWxVSxt7i2u5ppLkgkZYk6ZacDoG6dMfh58YPEEX9o+ItI0m5SO4trSZnLyblaRYyFVNoHzIxc/eJJJGOOf0G/wCCdXibxX8M/wBnX42eJdG8fx/Ce5lvdHtnmudG/tCW4YRTSKbePeuEYXZ3yEMpCRBcDea8fg7JVTwLxcvikkl5JvW3r97P678VuJ54jNYZZTf7uLbdurSaWvlZn6cfHHw3pN94h1a8SITBVmmRnbpGik4cnABLbBwOw44Ar83viRZW8VnNCX23cbRojAjLkhuSw+6cJ2H8Q6V6R8F/jVqXxZ1Hx9pPiP4taX4x8QWOmXl7bx3Nkmn3LpHCZmKIow/7tWbgklU64Ugfn74w+KOp+O9cfTl1zXptMS4W1S10aKFptQYjAjWRx85ypGxSfmOAMmvQoZSp1ORfr12/qx83is5UcOqj16Wuv87HmvjnTYwlwzhi6qqEleh5yevPHH+cV8UfFfTg0EUsceGWTcWUAYB6Aj/HPXrXvHjjxJ4U1aeSbRh438PPbRkTx38zFwUHzFwpIYcsMY+UA59/J/E19bapoUsMV3a6pJsyXt23jdk9SoIXp6/TtX0eW4R0KkWr2PzHPMZHFQkk1to73v8A19x8tM6q2U75AJr9m/8AgkV+0x8I/hJ4r+N/w4+PHge28feCfGngPWPDOnNcQRXP/CPalPFm3v4Y5WHlyxzJERNERNGHdkySa/GeaxljkZxDIFDc5U8DPWuz+HfinVvCXinS9Z0e7ezvUcokqtgqG+U4OMjg9Rz1r6TH4KOIpOm/l5Poz87TcXeK1Pt3WdW0/wALafd6xNdXia5DNFJbzxyuhSTej7lbJOQMHORjA78V+of7DXivwFrfw1+Kvi3WfiR8MfDuu3E+hL4b03Vb02yzXsUF2LhLW3kdWlmt1uwojBfakqsynzIpK/Hf4vT3U9ja23mtcEyFy5ZXyuCSAe3PHHHDE9QD+yH/AAQ3+J11Z/D39r74eXuqWq6Pa3Oka3ZWPyF2kuILqG5lRCCzpttrMEdAdgP3zn56lh3Qyx300T9Ltao/ZMwzWOK4j9m9Yp2+5PR73WrRyzfsp/CK9+HPxm8aXNhL4g0vRYWnaRRcWJTU3eLyImjcb54XSS8dnR8CS2jDZ+ZT+d/wv0s22oahpH2EzW1owe0eMiQmMMAqMCGbcA3Ug/d+or93NE0XxH8Qvgd8aZbW80rwr4Tub6OSIXMbyNfiJJkCKqttVd9yyA4yG3HnJFfjHa6Fd/Djx/8AaNXext7yzdkIgQxidd33ZFLHZtCsM8nk8CvJw2MnPmc5Nqysuul3f11t+e1z6PNspowqwdKKSi3dpLy0+W5k+OfCmiXAgb+wb+RrmN0cSW7RpbrnaSxKqejEghcE4zjrXjGs6Pb2Vv5aR23lqm3ywvyrgYyMcAYwPwFfbPxF1iy8YWh1W0VQ5Rgx2HcGOCSWySSTnnuee9fFfi8PHKjl3SBiwjGeDyefXOOcHsPrV4epKdTlbdvP+l+R4Oc4KlSXNBLpsebeE9M09PEC2WqW1rcafM0p8tlLGQBeVxjHRvzxXzhqscNhr2pRafJvtobmRIXAyCgYgHP0Fen+JPiFcaJ/amkaam67ncBp2xmLaCOMc924zj2PNeKbuXXDFzwTx83+cmvtcJGVnKXX8T8qzCtTaUIbpvX9P1PqH4ieKkutXnSK3hXYhYhIxgM3JAIHfcT0596+qf8AglN8bvBvwm/a5isvH08WmeH/ABhotz4PF7KzrHZXU80EsEj7VJIaW2WHcdqoZtzMFVq/PLUNZmuLq4lui8z4IDY5yRyc47DHHpmuMZ1WfzyShLZLBeV56j9TW+Kw6qUnSb3VjHDY+dLERxK3Tuf21eOvh5rP/CB/E2zuPEd54c8CWMVrb6HZ2MeyadYo8XEkoBIYNtjCAfcZWkYNwD+Dvxg8L3d/rV3Boeu+JbzSzI7CW8tTC3ynPCOTgYLty3c9cZr1f9ib/gqXq8+gz/BP9oi8uPE2pSQWum+GNce0Ms10/wA6eVfyB8yMc24WXblsMZGLEudL4yfFfw1dX15GBLp+pCRzcRTWjoQATtUIy4xnjGMf1/N3hsRh6nsJQV+jte67/wBfM/d6OfYbG4PmjJfk15bnhPg+8gsfBtzpt9dTy3aA7Wmbc8qBRsUEjj5iTnrj8q+Z/iNrVuES2s5fPuAhOQTw2T3x7jnHQfjV3VNe8Qa5qJXSreS0UcKpOWb0456YJ71I/gSe3gM+sRzyXjR+YVbOQdwHORjIyB7etd2GoxpSU6mrZ8hjMXKrT9nRWi6nwv4mWT+0ZXn3eaTuYt9f/rk1jlicEhsjjjORXZ+N7YJr98I8SqGILqPl4HQflj8BXEZI3fNyDnk9eOtffUXeCbPyuvFxm0z/2Q==) Aleksandra Lazić mk, 9, Dami | 2386![thumb](data:image/jpg;base64,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) Nevena Vranešević mk, 10, BTBK | 46,85 % | |
15. | 1461![thumb](data:image/jpg;base64,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) Miroslav Šovran kM, 13, C.Zv. | 1163![thumb](data:image/jpg;base64,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) Vladimir Popov mk, 13, Dami | 45,79 % | |
16. | 1472![thumb](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBLAEsAAD/2wBDAAQDAwMDAgQDAwMEBAQFBgoGBgUFBgwICQcKDgwPDg4MDQ0PERYTDxAVEQ0NExoTFRcYGRkZDxIbHRsYHRYYGRj/2wBDAQQEBAYFBgsGBgsYEA0QGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBgYGBj/wAARCABAAEADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5c8PWv2XTvDFnMUYiM3J25I2ufMAPvg810vw+0H/hJdZW1mlC28ZaWfLHLg9gP89ax5YTpOrWumSYuJdPsvIaRGwp2IVJAx7V6R8DdIuPt0l823yZAV+fqaw5ko8x0pO/Kj2jwj4ItBN5trbRwRKNgwoycD1711GoeBYr6y8jIXHTjHFdR4fs4otPgihXAC4IHBrrbew8yAuFBx1B61zRjKT5melFRjGx4HqvwyuE1JXt4QoTLK6HB6k5zjsSSPqamm+Gz6lC82pKyOwXLLwxI6Gvb5bcFwGUsAcEVWubT91JIUGO4zWknJrQSoRvc+SfiLpWpW+jC0u5ri7ggj8tfNcsyrlcD6ALWH4q1NYvCWmPZNBJFI+droHBAUYPPcf1r374haSraVPcJCWZBuGOOnOPb0r5V1efUNQ1Oe2t7NvstvM2xIRuCk9f5dKmj71m+hjUgqb02ZzuqT/aPE2pSxEkGF0yBjJLY/rX0H4G0WXSI9JkgglKyKu4EYBPAz/hXzno93Ba+MEvdSBa2jmjeZD8w2mRSeO/BNfbVhaQW+iwtFIPKWbbGPugKuRxn3/SuiUbQOSDvK/mdxpt0kMSu0iJgDJLAfzrpoLvzIiYpQFbGdmBXlGqC7srldSdWvIVh3RW0J2sz5wBnpn3qKLxv4xMrCXwCdKtojhZmvxN5ozj5VVMjjn5iPzrODVtTtU9VoeqXdvKGDh2cdjuzVa8jeCMh3YHAOCetZeiXt9eN+/YbCCQrDBGRnoK5PxX4q1y2F1BpNl9ruYjsWIyhAx6jLNwM59+lRJR+86nP3blfxnrml28b2NxdQRyORuRjyATgZ9Pxr438SFJPFGoTQExqJ3wgPQbsAivoTWbnxVrehRaZrWgWGnSXisksqSF5bcqx25IyGJAzkYxmvEPF+i2dl4wSz+3FHuI4p3WVTwX5K8Z7nvirpxUW2cdWTkldWPOprrzDcMylTMF6nOMV9W6T4zvda8G6Pe2wSO1a1QYHUyhcPyR2bjrzXyKHBHy72PuOa9f+Eniu8MT+ELmOEWKLJdxMynzA525Gc424BPTqa2rJ8jSOSjJc6ufZPhK5g1Pw3aNcxowdACpPSulk0a2khVvLEcI+Y+Yx2/jmuH8KW8tlotjsOY9uexxmugl1GS7uGilfEMfOCcbm/qBWCfQ9WEVbUsrPB/aCeTcLIACBjgEdyK565t0t/G86XaRLDcxCXL427h8uCfXpW1At9aQJOtrBeRwYwF+VyPTng/pXL+L9R1C6njuruyXTbEKRIjlWkkBIO0EEhRx15PX60pQa1NFOMtGXdb+xaboVxcvbRghGAwPbtXw3qWo/wBo+P579mIR7reDIeFUHgZ7YAr7F8Si5vfA28KyW5yp391P/wBYivhbUr4zJcBbZEMjkl4yeBk9s1VGL5mcuNcbKxlq0pUlzgV6z8NNFfR5U1XUoGSW4cQ7XGCkTDBPsTnP4CuK8C6ENd8WwxygvaW/7+XjggHhfxP6Zr2YQKNQlicYjlyRkcGvShSUlr1Pn61dwaUemp9E+CLst4et7a7fdLayGFu+8fwt+Iwa0PEGkXF9avDpmpy2LR8qyAfMc5OSQcAn0rzTwX4lW3h8q+QlnHkO692XlWx688/UV6DpPiOwu9VfTppTBcuxKCU/6wex/pXmyi4ux7tCrGpFa7kdp/wkdtosySW07TZCicT7hnudpGMVxetadqms+OrCPVpLtLKLO6MzviRsjBboOB0AHr1r2JYneFkEiRgH65968/8AFeq2uiCTUNRKsYQWU55c9lGe56AVM2lZo6lRXX82ZPxR8SW3h74WToJBGY43igUnLNIchR78/wAq+H1juI4pZ/LIMQyysMZBOP617z4r8Sf8JlKFBaSysw7OzcrLcMSDt9VQEgHuSx9K8c1fQdf0jTWuXlM2nS4w24E47ZHUV00qMox5pdTysTiYSnyp7H//2Q==) Vojin Trifunović mk, 10, Dami | 1912 Miroslava Ilić II, 6, Dami | 44,35 % | |
17. | 2590![thumb](data:image/jpg;base64,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) Ivica Šaranović mk, 11, Dami | 2600![thumb](data:image/jpg;base64,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) Predrag Živanović mk, 11, Dami | 41,07 % | |
18. | 1365![thumb](data:image/jpg;base64,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) Tanja Milenković Ik, 9, Dami | 1229![thumb](data:image/jpg;base64,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) Miroslava Hrastinski mk, 10, BTBK | 40,77 % | |
19. | 2628![thumb](data:image/jpg;base64,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) Dragana Marković Ik, 8, Dami | 1309 Mirjana Jovićević Ik, 8, BTBK | 39,50 % | |
20. | 2584![thumb](data:image/jpg;base64,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) Ljiljana Petrović II, 7, Dami | 2596![thumb](data:image/jpg;base64,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) Jelena Mihailović II, 7, Dami | 34,65 % | |