Каждый элемент нумерованного списка предваряется тэгом
, причем в этом случае в составе тэга может содержаться параметр VALUE (значение), который позволяет изменять номер очередного элемента списка, в результате чего соответственно изменяются и все последующие номера. В качестве примера можно привести фрагмент спортивных новостей, в которых содержатся результаты какого-либо соревнования:
Пример нумерованного списка Результаты чемпионата мира по гандболу 2001 - Франция
- Румыния
- Германия
…
- Россия
- Украина
При выводе в окне браузера документа, HTML-код которого представлен выше, мы увидим изображение, показанное на рис. 2.4. Название документа, размещенное в тэге-контейнере
в заголовочной части документа, выведено в строке заголовка браузера. Название списка в теле документа показано полужирным шрифтов перед собственно списком. Нумерация списка по умолчанию производится арабскими цифрами, так как параметр TYPE в тэге <OL> отсутствует. Нумерация списка начинается по умолчанию с первого номера, так как и параметр START в тэге <OL> отсутствует. С помощью параметра VALUE=6 в одном из тэгов <LI> изменен номер очередного элемента списка, а дальнейшая нумерация продолжается с нового номера. Для создания строки, в которой содержится любое заданное количество точек использован тэг принудительного перевода строки <BR>.</p><br><div class="image-wrap"><img 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2.4. Пример отображения в браузере MS Internet Explorer нумерованного списка</p><br></div><div class="section"><div class="title h3"><p>2.3.3. Списки определений</p></div><p>В научно-технических и учебных изданиях нередко используют списки или словари определений, которые в зарубежных книгах называют глоссариями. В качестве примеров можно сослаться на [32] и [24]. Каждый элемент такого списка начинается с определяемого термина, после которого следует его определение. Для создания списка определений служит тэг-контейнер <DL> (Definition List список определений), внутри которого тэг <DT> (Definition Term определяемое слово, термин) задает определяемый термин в форме единственной строки, а тэг <DD> (Definition Description описание определяемого термина) предшествует абзацу с определением этого термина. В качестве примера приведем фрагмент списка определений для компьютерной графики.</p><br><p><html><head> <title>Cписок терминов и определений - Пиксел
- Наименьший элемент изображения, который характеризуется постоянством параметров по всей своей поверхности
- Разрешение монитора
- Разрешение монитора определяется количеством пикселов на единицу длины и составляет около 96 пикселей на дюйм
- Линиатура растра
- Частота размещения растровых точек в плоскости изображения, измеряется числом линий на дюйм