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лекции. Лекции по фотошопу. Экран приветствия
Теперь давайте исправим небо. Сначала уберите выделение, которые вы использовали в предыдущем шагеCtrl-D на клавиатуре. Добавьте еще один корректирующий слой. В этот раз используйте слой корректировки уровней. Во время корректировки уровней, сконцентрируйтесь на небе и пока игнорируйте изменения деревьев и воды. Перетащите черный бегунок вправо, чтобы усилить отображение теней на облаках и придать небу немного четкости (7). Используйте значение Input Level приблизительно равное 80.
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| Перемещение черного бегунка вправо усилит отображение теней на изображении.
| Следите за небом и на данном этапе игнорируйте оставшуюся часть изображения.
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| Небо выглядит отлично, но уровни вконец испортили остальное изображение. Поэтому, давайте, используем маску, чтобы отменить корректировки, и закрасим ее только там, где нам нужно. Переименуйте корректировочный слойLevels 1 (который вы только что создали) в «Sky» и кликните по белой маске для этого слоя. Нажмите Ctrl-I чтобы инвертировать маску. Инвертирование превратит эту белую маску в черную и все корректировки будут скрыты черным. Поменяйте цвет переднего плана на белый и используйте инструмент Paint brush ,чтобы закрасить небо с корректировками уровней.
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)
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| И наконец – деревья. Деревьям нужно добавить немного цвета. Для этого создайте новый корректировочный слой для настройки оттенков и насыщенности. Выберите для редактирования канал Master, увеличьте для него значение saturation до 10 (8).
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J+zgsbiUerof0xlQSoX5k+vnCtf5AROrr8MTKsMWE7bHH1MTy9ok+qYFB0HOPPLD2wRJfPm9J0e2ajpW0nWDH7wlGhUSllePy4toVsFXzlRONCp6p+LlSNisfiY65/REXuVm8SBPZOKAIlKF3wj94SGVAULrh2xmIAhUx9n/mDgvVCedm/WQRcURD7ZNOrxpnoFwoQoqxfXzjigkrDrsYTDYDOKQ86b+sfDpUCk/LNdEAFfVSHwY6CwaIzqdvxgikohI9Zf1iyXKoj+B+stSkYt70e1xIGpGDfl3FQ4kAhO/KfWJkBoKddjQ9svJVVXw/45pxAgoE09WNo6FEbJAie+EgzXVB6t4LZVUadNxxmKYQ1O26feKYhRQYdBXTXTA1yoGTzeVlCRE18pj7IWz+BSfzhqMRGiP384gRgqs+36xkUSAmPt+MuUNgIdeIwkBEREfcP3jgEhED4LcNzJBm28bpm/xCmfSDDhoKLh6KnP84FNUUR7H87xU1+v4EcemMKqoADxU+cHjKU6PtfnNNP1CU71rMMiiEpC+dYyZxgC++z4zhsFqye0vzggDorVfr86zYx2oVPnZ/zHQNFZG+wfjF6saIHxHGD9WEA7QPzgoDaIp+V/WIIo9mq+d/vODZtbZ464SMNkCnzRMCobGbfTbnthkNsMI0QkRC8NcgTFon6y4KEt879d61g3FYY3yt+nNRohGr9/5ho8RMfz5xNBIMYj7T4MDBHhAPstPxmxGhAT0n4yR7kGj4D951TKQI8rH1g31MHL8q/DgntJKj04XErsuxHiP+YgigSgfm/UyADBUID7e+zAUi0LovFv9xjdUaRZz3kyYb0jQvdfomOkxa4fAO/zgujBKke8xigSRp1OqOCRCWiNnmA/OADj4ITyYZm7kU7QYxjjUIqnVVjSnDR8Oq/Zl9g4P3fSMJGu7D8x9ZroJpgvsGOLDObPcE9s2faGBb3Fv1+s5wanBOu94zLt0d7uMmIgjKvR3p84JVdSZ453vxgtmcG132/esAH2iAMGIreFPN5wfaxWfZNMcki5L2zegaNw7YKYyiR927jR0uUO9Hj4YPb4UEvoH4wUu7QEPSjlT8QuU8philAoPtT8YjxN08+hn//Z)
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| Теперь, вверху этого окна измените, канал с Master на Yellow, чтобы редактировать только желтые цвета и уменьшите значение Hue до -5. Вы заметите как желтые цвета (и некоторые зеленые) станут более оранжевыми.
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Деревья стали выглядеть лучше, но корректировки также применились и к остальному изображению. Поэтому давайте используем маску, чтобы отменить корректировки, и закрасим ее только там, где нам нужно. Переименуйте этот новый корректировочный слой (который вы только что создали) в "Trees" и кликните по белой маске для этого слоя. Нажмите Ctrl-I, чтобы инвертировать маску. Инвертирование сделает эту белую маску черной и корректировки скроются черным. Поменяйте цвет переднего плана набелый и используйте инструмент Paint brush, чтобы закрасить деревья с корректировкой уровней.
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)
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| Если вы сделали ошибку, измените цвет вашей кисти на черный и закрасьте нужное место, чтобы обратно скрыть его. Можно свободно переключаться между цветами переднего плана и фона, нажимая клавишу Х на клавиатуре.
| Деревья закрашены белым цветом, что разрешает корректировку уровней только для этой области.
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