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ГЛАВА-1. Методы фармакогностического анализа. Основные понятия, термины и определения
Кроме того, существуют особые формы листовых пластинок, описываемые как единое целое, без характеристики верхушки и основания (рис. 4).
![](data:image/png;base64,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)
| Рис. 4. Особые формы листовых пластинок: 1 – игольчатая, 2 – сердцевидная, 3 – почковидная, 4 – стреловидная, 5 – копьевидная, 6 – серповидная.
| Определяется характер края листовой пластинки (рис. 5).
![](data:image/png;base64,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)
| Рис. 5. Основные типы края листовой пластинки: 1 – пильчатый, 2 – двоякопильчатый,
3 – зубчатый, 4 – городчатый, 5 - выемчатый, 6 – цельнокрайний.
| При анализе края листовой пластинки следует учитывать, что существуют промежуточные типы, например, зубчато-выемчатый, зубчато-городчатый и т.д., а также усложнения основного очертания, например, двоякопильчатый, двоякозубчатый и т.д.
Важным диагностическим признаком листьев является тип жилкования (рис. 6).
![](data:image/png;base64,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)
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Рис. 6. Основные типы жилкования листьев: 1 – перистокраевое,
2 – перистопетлевидное,
3 – перистосетчатое, 4 – пальчатокраевое,
5 – пальчатопетлевидное, 6 – параллельное, 7 – пальчатосетчатое, 8 – дуговидное.
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