Не могу понять в чем ошибка при использовании индикатора AO

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Не могу понять в чем ошибка при использовании индикатора AO
 
Добрый день, использую в своем алгоритме индикатор АО. Суть такова: создается переменная

USL3 =7

далее получаю значения АО

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[/img]

в данном конкретном случаи АО2 = -4.92 АО3 = -5.18 АО4 = -5.07

далее создаются такие условия
USL3 =7

IF AAO2  < AAO3 < AAO4 т.е сторого по возрастанию
USL3 = 1
'ELSE
'USL3 = 3
END IF


IF (AAO2  < AAO3 < AAO4) AND ((AO2  < 0) AND (AO3 < 0) AND (AO4 < 0)) строго по убыванию
USL3 = 2
'ELSE
'USL3 = 3
END IF

т.е. если условия не соблюдаются, то должно остаться USL3 =7, как видно условия не соблюдаются, но почему то USL3 =2. Почему так? Помогите понять в чем ошибка, а то уже глаз видимо замылился
Интересно еще и то, что если убрать комментарий из
'ELSE
'USL3 = 3, то
когда условие все-таки соблюдается, то через отладку видно, что сначала USL3 принимает значение исходя из условия, а на следующем шаге становиться USL3 =3, т. е. ELSE не пропускается, а исполняется. Вообщем мне совсем понятно, что происходит
 
не могу сообразить как вставить картинку с отладчиком, чтоб нагляднее было
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