Анализ товарных запасов аптеки
Управление ассортиментом - это комплекс мероприятий, направленных на оптимизацию ассортимента, минимизацию товарных запасов и дефектуры. Именно от ассортимента во многом зависит эффективность работы аптечной организации и успех в целом. Для того, чтобы понять, что происходит с ассортиментом в аптеке в целом, какие риски и издержки может понести аптека, определить структуру продаж и своевременно приступить к оптимизационным работам нужно проводить анализ ассортимента.
Анализ товарных запасов и ассортимента аптеки позволяет:
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оценить текущее состояние аптеки по определенному набору параметров
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оценить потенциал аптеки
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выявить слабые стороны
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предложить направления улучшения состояния
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продемонстрировать возможности оптимизации ассортимента на примере одной товарной группы
Что Вы получаете?
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сравнение Вашей аптеки с конкурентами
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оценку перспектив Вашей аптеки
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понимание того, в каких направлениях нужно двигаться для увеличения прибыльности
Исходная информация для анализа
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данные о движении товаров за определенный период, выгруженные из учетной программы
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глубина и точность анализа определяется выгруженными данными
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точность анализа может быть увеличена при наличии доступа к учетной программе
Типизация аптеки с учетом следующих параметров
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местоположение
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регион
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ценообразование
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площадь
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количество кассовых мест
Оценка состояния и потенциала аптеки по отношению к эталонной аптеки
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)
Анализ товарных запасов в разрезе товарных групп и АТХ
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анализ оборачиваемости товарных запасов, неликвидов, излишков товарных запасов и других показателей в суммарном выражении
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анализ сбалансированности ассортимента, неликвидов и излишков, выработка рекомендаций по оптимизации ассортиментной матрицы на уровне товарных групп и подгрупп по АТХ
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анализ наценок по товарным группам, выработка рекомендаций по ценообразованию
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выработка рекомендаций по формированию сбалансированного ассортимента
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)
Пример возможностей оптимизации ассортимента
![](data:image/png;base64,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)