- Подробности
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Категория: Успеваемость
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Обновлено 30.11.-0001 04:58
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Просмотров: 4817
Результаты обучения соответствуют ожиданиям. Чудес не бывает.
Рейтинг |
ФИО |
Баллы за семестр |
Оценка |
1 |
Ырыскелдиева Каныкей Ишенбековна |
91 |
отлично |
3 |
Дубанаева Айгерим Абдрашитовна |
87 |
отлично |
4 |
Нурматов Бек-Мырза Искандербекович |
85.5 |
отлично |
5 |
Кокалюк Екатерина Сергеевна |
85 |
отлично |
6 |
Юзюк Надежда Владимировна |
85 |
отлично |
7 |
Колосова Дарья Александровна |
81 |
хорошо |
8 |
Масыдыков Тилек Канатбекович |
80 |
хорошо |
9 |
Кенешова Айсулуу Асхатовна |
78.5 |
хорошо |
10 |
Мамбетова Алтынай Бактыбековна |
72 |
хорошо |
11 |
Ногойбаев Адилет Болотбекович |
70.7 |
хорошо |
12 |
Мамбетов Бахрам Икирамжанович |
65.5 |
удовлетворительно |
13 |
Искендеров Эльдар Искендерович |
60.2 |
удовлетворительно |
14 |
Джумагулова Айгерим Талайбековна |
60 |
удовлетворительно |
15 |
Финько Алексей Александрович |
55.8 |
неудовлетворительно |
16 |
Козубекова Ариет Айбековна |
55.5 |
неудовлетворительно |
17 |
Мухамедов Давид Мухамедович |
48.7 |
неудовлетворительно |
18 |
Искандарова Гулсунай Самандаровна |
26.3 |
неудовлетворительно |
19 |
Марченко Михаил Анатольевич |
22.8 |
неудовлетворительно |
20 |
Базиев Арсланбек Таланбекович |
21 |
неудовлетворительно |
21 |
Шевченко Артём Олегович |
21 |
неудовлетворительно |
22 |
Молородова Анастасия Олеговна |
8 |
неудовлетворительно |
23 |
Тимонова Любовь Владимировна |
6 |
неудовлетворительно |
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)