رئیس سازمان برنامه و بودجه کشور از برقرار شدن معافیت مالیاتی سود سپردههای بانکی بر اساس قانون مالیاتهای مستقیم خبر داد و اعلام کرد: این موضوع بدون هیچگونه تغییری در سال آینده نیز ادامه خواهد یافت.
داود منظور در صفحه خودش در فضای مجازی نوشت: معافیت مالیاتی سود سپردههای بانکی اعم از سپردههای اشخاص حقوقی و حقیقی به موجب قانون مالیاتهای مستقیم مصوب و برقرار شده است و بدون هیچگونه تغییری در سال آینده ادامه خواهد یافت.
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)
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