Метод Помидора. Управление временем, вдохновением и концентрацией. Франческо Чирилло

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Метод Помидора. Управление временем, вдохновением и концентрацией - Франческо Чирилло
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Guide.

      5

      Ганс Георг Гадамер. Истина и метод.

      6

      Tom Gilb. Principles of Software Engineering Management.

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