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- 10.11.10
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Читаю ваши посты и не пойму откуда берете информацию - "сахар 0% - выбродил полностью". Нет вин без содержания сахара (глюкозы), дрожжи его не съедают под ноль, и брожение останавливается не от того что сахар закончился под ноль, и по мимо того, что вы добавляете сахар, ягоды его то же содержат.Кто пробовал примерно подсчитать градусы алкоголя в готовом вине? Во всех умных статьях написано, что для образования 1 градуса алкоголя необходимо дрожжам переработать 19 гр сахара на 1 литр сусла. Таким образом выходит, что выход 1-го литра сухого вина (сахар 0% - выбродил полностью) на производство которого ушло 300 гр сахара ( с учетом содержания сахара с ягоде) будет содержать примерно 15,79 градуса??? (Расчет 300гр / 19гр / 1л = 15,79)![]()
В помощь вам
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