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  <tspan id="tspan1668" style="letter-spacing:2.1813" fill="#ffffff" dx="0 -0.57057059 0 0 0 0 0">::ТРАССИРОВКА ПИКСЕЛЬ-АРТА</tspan>
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  <flowPara >До того как появились прекрасные редакторы векторной графики…</flowPara>
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  <flowPara >Совершенно привычным делом было играть в видеоигры с тщательно прорисованными пикселями на дисплеях с низким разрешением.</flowPara>
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  <flowPara >Изображение выше имеет альфа-канал, и получившийся результат просто отличный. Тем не менее, если вы найдете изображение в стиле пиксель-арт с плохим результатом, и вы уверены, что причина в альфа-канале, напишите об этом создателю libdepixelize (например, чтобы заполнить ошибку на странице проекта), и он будет рад улучшить алгоритм. Если автор проекта не будет знать об ошибках, улучшить алгоритм он не сможет.</flowPara>
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  <flowPara >Изображение ниже — скриншот диалога  <flowSpan font-family="sans-serif">Векторизация пиксельной графики</flowSpan> в английской локализации. Вы можете открыть этот диалог, используя меню <flowSpan font-family="sans-serif">Контур &gt; Векторизовать пиксельную графику...</flowSpan>  или нажав правой кнопкой мыши на изображение объекта, а затем выбрав пункт <flowSpan font-family="sans-serif">Векторизация пиксельной графики</flowSpan> в открывшемся меню.</flowPara>
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  <flowPara >Это диалоговое окно состоит из двух разделов: эвристика и вывод. Эвристика ориентирована на продвинутых пользователей, но настройки по умолчанию уже хороши, и вам не нужно об этом беспокоиться, так что давайте оставим это на потом и начнём с объяснения вывода.</flowPara>
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  <flowPara >Вывод по умолчанию должен дать смягченный результат — возможно тот, который вы хотите. Вы уже видели результат вывода по умолчанию на первых образцах этого урока. Если вы хотите испробовать этот способ самостоятельно, просто откройте диалог трассировки <flowSpan font-family="sans-serif">Векторизация пиксельной графики</flowSpan> и нажмите кнопку <flowSpan font-family="sans-serif">OK</flowSpan> после выбора какого-либо изображения в Inkscape.</flowPara>
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  <flowPara >Вы можете увидеть вывод алгоритма Вороного ниже — это «реформированное пиксельное изображение», где клетки (ранее пиксели) были изменены, чтобы содеинить части одного объекта. Кривые при этом не создаются, и изображение по-прежнему состоит из прямых линий. Разница будет видна при увеличении изображения. Ранее пиксели не могли разделять край с соседом по диагонали. Но теперь (благодаря графу цветового подобия и настраиваемой эвристике, которые дают лучший результат) возможно заставить две диагональных клетки разделить край (ранее разделялись лишь единичные вершины).</flowPara>
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  <flowPara >Для первой попытки (верхнее изображение) включена только эвристика кривых. Эта эвристика пытается сохранить длинные кривые, связанные вместе. Можно заметить, что её результат аналогичен последнему изображению, в котором применена эвристика разрежённых пикселей. Одно из отличий состоит в том, что «сила» этой эвристики более справедлива и применима, когда действительно важно сохранить связи. Определение «справедливости» основано на «человеческой интуиции», применяемой к пикселю из базы проанализированных данных. Ещё одно отличие в том, что эта эвристика не может решить, что делать, когда группа соединений состоит из больших блоков, а не длинных кривых (представьте себе шахматную доску).</flowPara>
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  <flowPara >Для второй попытки (среднее изображение) включена только островная эвристика. Единственное, что делает эта эвристика — пытается удержать связь, которая в противном случае приводит к нескольким изолированным пикселям (островам) с постоянным «весом голосования». Подобная ситуация встречается не так часто, поскольку такие ситуации обрабатываются другими эвристиками. Но этот эвристический подход в таких случаях даёт ещё лучшие результаты.</flowPara>
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  <flowPara >Для третьей попытки (нижнее изображение) включена только эвристика разрежённых пикселей. Эта эвристика пытается сохранить кривые, связанные с основным цветом. Для определения, что это цвет переднего плана, эвристика анализирует окно с пикселами вокруг конфликтующих кривых. Для этой эвристики вы настраиваете не только её «силу», но также и размер окна анализируемых ею пикселей. Но имейте в виду, что при увеличении окна анализируемых пикселей максимальная «сила» для «голоса» этого окна также будет увеличиваться, и, возможно, вам придётся настроить множитель для голосования. Автор оригинальной версии libdepixelize думает, что эта эвристика слишком жадная и предпочитает использовать значение &quot;0,25&quot; для её множителя.</flowPara>
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  <flowPara >Вот и всё! В первом выпуске libdepixelize есть пока вот эти возможности. А если исследование автора оригинальной версии libdepixelize и его творческого наставника окажется успешным, вы сможете получить дополнительные функции, которые расширят диапазон изображений, для которых libdepixelize даёт хороший результат. Пожелаем им удачи.</flowPara>
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