Рейтинг надежности страховых компаний 1пол.2011
Агентство «Эксперт РА»
и Standard & Poor's (S&P) опубликовали очередной рейтинг
финансового состояния страховщика, а также качество управления им страховыми и
инвестиционными рисками. Рейтинг надежности является главным неценовым критерием
при определении победителей тендеров и аккредитации страховых компаний банками.
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)
Рейтинг финансовой устойчивости по международной шкале
выражает мнение Standard & Poor’s о возможности страховой компании платить
по ее полисам и контрактам в соответствии с их условиями.
![](data:image/png;base64,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) подробно во вложенном файле: Рейтинг надежности страховых компаний 1пол.2011
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