#  Как строятся метрики на радарной гексаграмме в разделе Аналитика? 
# Вопрос

Как высчитываются метрики на основной гексаграмме?

# Ответ

Гексаграмма использует следующую логику:

1.  Все значения метрик нормализуются по целям.
2.  Синяя линия отображает нормализованную цель 100%.
3.  Зеленая линия показывает каждый конкретный KPI также нормализованный к цели:

    *   **Процент связанности = Скользящая средняя процента связанности за период / Цель по проценту связанности x 100%**
    *   **Точность связанности = Скользящая средняя точности связанности за период / Цель по точности связанности x 100%**
    *   **Индекс качества статей AQI = Скользящая средняя AQI за период / Цель по AQI x 100%**
    *   **CSAT = Скользящая средняя по CSAT за период / Цель по CSAT x 100%**
    *   **FCR = Скользящая средняя по FCR за период / Цель по FCR  x 100%**
    *   **Решено заявок = Скользящая средняя по количеству решенных заявок за период / Уровень производительности за период x 100%**

где период выбирается в календаре (по умолчанию это последние 12 месяцев)



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)
