1. | 1144![thumb](data:image/jpg;base64,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) Nataša Novaković mk, 13, Dami | 1438![thumb](data:image/jpg;base64,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) Tatjana Erić kM, 14, BTBK | (2) | 61,50 % |
2. | 1039![thumb](data:image/jpg;base64,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) Nestor Gabrovšek nM, 17, Zemun | 1037![thumb](data:image/jpg;base64,/9j/4AAQSkZJRgABAQEBLAEsAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCABAAEADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD8+0mvnbG9gjgggtkH8KvWcO9huijjcAAtHwGx3rnResEjw5Xj1NasFw5smdFDSZ25NUwWmx0FteWkHCRhx0LsSK1LHXbqef7NaRZROc9cc1x+j2E2p3o5PymvYvBOhw2pjV1V245x1rjqNQXMzopQdSXKigNL1K5CzOo8zHykg8iqmpQXmlRZu7Pekh/1ijAxX0h4d8O29/bx5hU7RwAMVoa58LF1m18mOIhWHYcVyrEp6o9dZbKx8mab4ejS7a7tn3xSIRx2Pp9a67w5okc92kJdhGz7mAPPWuk8XfCm48An7aJGewdwpUKR5b9s+xqt4S08X2pxJv2AtnPpxmpqVFJcyOSFCVOooTPlxW3FcdNorqPC9i19BKSzIqsCT7VyVs24V3Hw1mE0+oxkgqFUrn8q9apK0bnlxi5OyOz8K6PboZHEOXY7QM/rXovh6FLe5VCACDx9Ky49KXSYLaEKEeT5mb1rcTwrKVjvUSS6TjMUDHIFeZXlzOzPWwkLe8lqe6eAbRHKH5WOAceteqW9qIyFEZAA+61fMjtqPh3RLXV7OLULFXyHhlukkXAPUrjIB7e1eqRfFG60fwvZazqEcRhmUIkofjIHc9q4bKGh9HCs5rVWsb3xX8HweJPBmq2DLgzwMAV6huo/UV8n6daXejr5UhxdRDDEdz3r6Ni+Ll14hsjHc6UYBKhMdxDIssbccYZTj8K8/wBX8B3s0q6isDssvzuEByuaqMXGLujzMVUjOorHwPASx2jljyMGvR/h/B5MYu0gLxMuyQr0U5q1ofwms0YSXMjSLxwOAfpXoEWnWeh6DJHbwR28BHyR+p9frxX0Uko6SPkqU/atShsdJ4uhcRWUwQhUQAnpxXd/C/XSsKxYBLcfNyD+FYGhtb+IPDnn3O3CRhSG7Y703CeG5IntJAVdRtOehwSa8+pT5tUe5g8QqbfPsd38V5bWx0aBJZVkkmJK28S4yPwrqvhbo1v4l8C21nexgwFjsJYcDsK8E8R+J18UJHbvMLhoQcmMYxx0zXRfCHxHfWirZnfGQ37pJWIKn2FckqbsetHGUpy029D6Lj8IaXokPk21vGsk5CF1XHA9unrzXa2Wi262qSQCN42GMjlT7Vwnhi8v9X1eynnU+RbgswPO6u9srSXT52udLYTWz8y2bcYPqK7qFNWvI8bMKkHVtTeiPhu38LXMKSSNCZXHIQ+ntXPa/pF07pJIMKf4R0FfTNzocaSKEiG3GVyM5HUY/CuQ8U+EPtK70jKqwzwO9d2NoSpLmjseXl9ZVpuEtDw86hc6dpk9rFIwikGOD901q6HqX2yyhRpQzj92YyOOeCa6W78CtPGVKdfas3T/AANNo9755DeUCvy4zg+teZTxEI+7I9qtgpPWKO08M/B6W7u7SO1QQSzEPvxwV6mur1D4QrC9veSriaPDKwJByK2vh1rE8cIBaQyIhVZHU8ZPr9K9Lt7FNUktjelpLcttWI8E4Un+ld1NQqyXKzz6irwi9LJCeFrX+09Lis5IDbTbVk3jqAw+UfpWpcRyaDcI012IpFHyl+jCr+h2KwWSXWFV5rgSbV7KAFUfkKs+NosWcM+flDhSSAeDXdiaPspRa2OChVVWEk9z/9k=) Miloš Adamović nM, 18, Savski | (2) | 55,45 % |
3. | 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, 10, Part. | (2) | 50,50 % |
4. | 1126![thumb](data:image/jpg;base64,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) Radmila Davidović nM, 17, Zemun | 1153![thumb](data:image/jpg;base64,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) Milka Sabljić rM, 16, Dami | (2) | 46,55 % |
5. | 1583![thumb](data:image/jpg;base64,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) Zoran Gošić mk, 11, BTBK | 1454 Dušan Radičević --, 3, V.Banja | (2) | 45,88 % |
6. | 1025![thumb](data:image/jpg;base64,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) Miodrag Malović SV, 21, Zemun | 1625![thumb](data:image/jpg;base64,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) Marija Velinov --, 6, BTBK | (2) | 39,75 % |