tag:blogger.com,1999:blog-50631802221757741222024-03-14T11:19:08.165-07:00quad engineDarthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.comBlogger88125tag:blogger.com,1999:blog-5063180222175774122.post-90075184807541756582014-02-06T10:33:00.001-08:002014-02-06T10:33:35.521-08:00Всем привет. Блог переехал и теперь я пишу тут:<br />
<a href="http://quad-games.com/">http://quad-games.com/</a><br />
<br />
Милости просим, обещаем много интересного.<br />
<br />Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-4987287467696118312013-11-11T09:47:00.001-08:002013-11-11T10:50:21.506-08:00С предыдущего релиза прошло много времени. Однако, оно не прошло зря и QuadEngine обновляется до версии Umber (0.6.0). Изменений много. А именно:<br />
<br />
<ul>
<li>Добавлен класс TQuadColor для работы с 32битным цветом, линейной интерполяцией и высокоточными внутренними расчетами.</li>
<li>Добавлены 4 демо проекта. Увы, примитивные, но это только начало. Дальше будет больше.</li>
<li>Форматы файлов теперь определяются по содержанию файла, а не расширению.</li>
<li>В лог теперь пишется ThreadId</li>
<li>Добавлено автоматическое восстановление после alt+tab. С автоматическим восстановлением ресурсов. (данная функция доступна только при использовании quadwindow)</li>
<li>Расширен функционал модуля векторов.</li>
<li>Добавлен IQuadWindow. Теперь можно полностью отказаться от VCL или WinForms.</li>
<li>Добавлен метод CreateTimerEx для быстрой инициализации таймера.</li>
<li>Исправлен баг с падением приложения при старте.</li>
<li>Добавлен модуль QuadColor и Vec2f для C#</li>
<li>Исправлен баг с DrawRotAxis.</li>
<li>Добавлены пресеты для популярных цветов в QuadColor.</li>
<li>Добавлены обработчики мышки и клавиатуры в QuadWindow</li>
<li>Добавлена поддержка DistantField шрифтов.</li>
<li>Шрифты полностью переведены на юникод.</li>
<li>Исправлено определение ширины текста для не латинских строк.</li>
<li>Добавлен параметр инициализации ShaderModel.</li>
<li>Добавлен метод рисования линий с разной шириной и цветом на концах.</li>
<li>Добавлена поддержка полноэкранного оконного режима borderless.</li>
<li>Установленный с помощью ChangeResolution виртуальный режим больше не сбрасывается после отрисовки в rendertarget.</li>
<li>Метод получения скриншота теперь работает корректно при виртуальных разрешениях.</li>
<li>XML документация на часть заголовков. Дальше - больше. </li>
</ul>
Это, пожалуй, основное. Разумеется, на равне с этим обновились и обе утилиты для генерации шрифтов (обычная и distantfield), обновился шрифт Quad (добавились русские буквы).<br />
<br />
Забираем, как обычно <a href="http://quad-engine.com/">отсюда</a>. Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com5tag:blogger.com,1999:blog-5063180222175774122.post-52036430254485575552013-10-24T11:13:00.001-07:002013-10-24T11:13:22.483-07:00Продолжаем развиваться и расти. К развитию проекта добавился еще один человек, а это значит, что некоторые области разработки пойдут быстрее. В частности доработка интерфейса окна, который уже сейчас обзавелся поддержкой мышки.<br />
<br />
Теперь мы присуствуем еще и в<br />
<ul>
<li><a href="https://www.facebook.com/quadengine">Facebook</a></li>
<li><a href="https://twitter.com/Quad_Games">Twitter</a></li>
<li><a href="http://www.indiedb.com/members/eliiahpro">IndieDB</a></li>
</ul>
Подписывайтесь, ставьте лайки. Будем очень рады видеть вас там тоже. Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-61662677006389941032013-09-18T10:15:00.000-07:002013-09-18T10:21:39.460-07:00Обновление сайта принесло существенное пополнение раздела с играми, сделанными с помощью quad-engine. Надо заметить, что бОльшая часть идет с иходными кодами. Милости просим: <a href="http://quad-engine.com/showcase.html">Showcase</a>.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/gtNAGLjnhjw?feature=player_embedded' frameborder='0'></iframe> </div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i1.ytimg.com/vi/etdwbxm_TzA/0.jpg" height="266" width="320"><param name="movie" value="http://www.youtube.com/v/etdwbxm_TzA?version=3&f=user_uploads&c=google-webdrive-0&app=youtube_gdata" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://www.youtube.com/v/etdwbxm_TzA?version=3&f=user_uploads&c=google-webdrive-0&app=youtube_gdata" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<br />
Также вводится постоянная система кодовых обозначений версий, начиная с текущей - Quartz. На подходе 0.6.0 Umber.Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-14841758356981564672013-08-20T04:43:00.003-07:002013-08-20T04:43:30.091-07:00Для начала я извинюсь, что так долго ничего не писал. Поверьте, мне очень хотелось, но писать ни о чем желания не было, а достойной темы я не находил.<br />
Сейчас, ровным счетом, ничего не изменилось, однако стали заметны тенденции, о которых было бы неверно не написать и которые глупо игнорировать. Одна из самых главных тенденций это C#, на котором все больше пишут, в том числе и на кводе.<br />
И раз уж речь идет о шарпе, то глупостью с моей стороны было бы не развивать квод именно в этом направлении.<br />
Сегодня я закрываю маленькую часть квода, а именно поддержку С++ в будущих версиях. Плюсом же станет доработка шарповой версии и выдвигание ее в полный приоритет наряду с делфи версией.<br />
<br />
В жизни каждого человека происходят перемены, рано или поздно. Сейчас, по прошествии 30 лет моей жизни я отчетливо осознаю, что мне что-то надо менять, так что простите за медлительность и мои застои в разработке. Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-38655444449452118002013-05-07T10:57:00.002-07:002013-05-07T10:57:50.348-07:00<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/d09W5HOFHt0?feature=player_embedded' frameborder='0'></iframe></div>
<br />Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-90616881533563477832013-05-04T04:41:00.001-07:002013-05-04T04:42:05.454-07:00Параллакс для скроллинговых игр дело обычное, однако степень проработки
параллакса разительно отличается от игры к игре. Получить действительно
красивый и интересный фон довольно сложно. Многие сейчас переходят на 3D
и параллакс как эффект вообще отпадает, так как получается естественным
путём.<br />
В былые времена на фоне пускали точки с эффектом параллакса (звезды),
чуть позже стали делать фоны в пару-тройку разных слоёв. А сейчас уже не
обойтись парой слоёв или скроллирующимся фоном, нужно немножко больше.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2Z9sedzGQ2erj36sc5SMNNJ4vQX3riU3AbegXFoMeTBnD_qiSFiLixSl5SQeDW3vktNTEgOtvJmpkp4XDiNVzsa_-BR5RgiNEG3J6VmAR5FxrdVbifaxT81YMBo_IvP6KljwjfPn3B8Y/s1600/98dfdec35b1224682dbe609551f59798.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj2Z9sedzGQ2erj36sc5SMNNJ4vQX3riU3AbegXFoMeTBnD_qiSFiLixSl5SQeDW3vktNTEgOtvJmpkp4XDiNVzsa_-BR5RgiNEG3J6VmAR5FxrdVbifaxT81YMBo_IvP6KljwjfPn3B8Y/s1600/98dfdec35b1224682dbe609551f59798.jpg" /></a></div>
<div style="text-align: center;">
<i>Lightforce, Commodore 64, 1986г.</i></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
Интересно? Тогда прошу под кат, статья не маленькая.</div>
<div style="text-align: center;">
<i></i></div>
<a name='more'></a><br />
<div style="text-align: left;">
Мощности современных компьютеров (да и мобильных устройств) растут день
ото дня, эффекты же зачастую остаются довольно простыми. Давайте
попробуем разобраться в чем же проблема: малая мощность оборудования,
сложность создания комплексных фонов, лень… Возможно, что это всего лишь
недостаточная проработка? Отсутствие внимания к деталям?<br />
<br />
Проверить это было легче всего, попробовав сделать это самому. Поборов
лень, я начал делать. Так как художник из меня никакой, то прошу сразу
извинить меня за то, что враги у меня абстрактны (зеркальные сферы),
задний план сгенерирован шумом перлина, а единственный нарисованный
кораблик принадлежит перу моего старого знакомого Рикардо, и я крайне
надеюсь что он не против такого расклада.<br />
<br />
Оценить результат можно по видео:</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/3ASrLccnPDA?feature=player_embedded' frameborder='0'></iframe></div>
Скриншоты по ходу статьи немного отличаются от видео, по сути в них изменен только фон, на чуточку более симпатичный. <br />
<h4>
Параллакс </h4>
Суть эффекта параллакса заключается в том, что скорость движения (и
размер) объектов зависит от их удалённости от наблюдателя — чем объект
дальше, тем медленнее он движется относительно наблюдателя и тем меньше
он в размере. Разумеется, это справедливо лишь для неподвижных объектов,
либо движущихся с одной скоростью (что в целом равноценно). Таким
образом, мы можем принять за аксиому тот факт, что наш самый дальний
план не будет двигаться вовсе. Или будет двигаться очень незначительно.
Второй вариант даст нам лучшее ощущение передвижения, в то время как
первый позволит показать безумно удалённые объекты, такие как звезды.<br />
<h4>
</h4>
<h4>
От теории к практике</h4>
Чтобы всё сказанное мной в этом топике не казалось лишь голой теорией, я
буду снабжать все свои выкладки скриншотами из приложения, которое
исполняется на моем интегрированном видео от Intel (HD2000) с минимум
60fps. Так как игру (точнее будет сказать прототип) я написал до
написания статьи, в кадр попадают очки, фпс, шкала здоровья. Приношу
свои извинения, заметил не сразу, поэтому решил оставить на скриншотах.
Сути дела они не меняют.<br />
<h4>
Дальний план</h4>
Действие происходит в космосе, поэтому дальним планом станут звезды и
туманности. Разумеется, я не хочу, чтобы игру сравнивали с фотографиями
NASA, поэтому туманности яркие. Для создания красочного псевдо
космического фона я воспользовался утилитой FilterForge 3.0. Она имеет
пробный 30-дневный период и её может пощупать любой желающий.<br />
<h4>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6YJv1eYkdyWpxJDdJsLEXdiHAgOXQ6rQ7sKTmf5PS4Hdv0NhfhZzqcRFhDiDVjsUzfE8HUYe7XcCAjVZ1nFiUtn5Ul1xhkzChI3aAggpQNTd9gTW3ZWjJ3yrzoAJ7REeoNjVMekfXwmY/s1600/ffbbbc0646899ca386a4dc64cb77ce0d.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6YJv1eYkdyWpxJDdJsLEXdiHAgOXQ6rQ7sKTmf5PS4Hdv0NhfhZzqcRFhDiDVjsUzfE8HUYe7XcCAjVZ1nFiUtn5Ul1xhkzChI3aAggpQNTd9gTW3ZWjJ3yrzoAJ7REeoNjVMekfXwmY/s400/ffbbbc0646899ca386a4dc64cb77ce0d.png" width="400" /></a></div>
</h4>
Также на дальний план я поместил звезду, которая находится достаточно
близко, чтобы стать самым ярким объектом во всей сцене, но и достаточно
далеко, чтобы двигаться со скоростью дальнего плана.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixURwyTmuRQTQZLuc2YaqP5GJ6hmNR_Ylbtwc7xJOA8dmOl6ajjSaR45EG3U4C9tbgds50dxlEQN2VVghQcn9ZJ8k4VXr5BpYYr-YpIj-TPvBo3y7XyU9OuMNpF76MW1AaLtorEtuIbY0/s1600/973361d8c2a88c5b07d05413ce3f807e.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixURwyTmuRQTQZLuc2YaqP5GJ6hmNR_Ylbtwc7xJOA8dmOl6ajjSaR45EG3U4C9tbgds50dxlEQN2VVghQcn9ZJ8k4VXr5BpYYr-YpIj-TPvBo3y7XyU9OuMNpF76MW1AaLtorEtuIbY0/s400/973361d8c2a88c5b07d05413ce3f807e.png" width="400" /></a></div>
<br />
<h4>
Средний план</h4>
<br />
Средний план носит больше декоративный вид, так как он еще не основной,
но уже привлекающий внимание. Поэтому он не должен быть мёртвым. Он
должен жить, там должно происходить действие, пусть даже самое
примитивное. Для оживления плана я возьму астероиды и огромные
космические фермы. Астероиды все одинаковые, но для заднего плана сейчас
это не самое важное. Даже их размытость пойдет на пользу, чтобы они не
так сильно отвлекали. <br />
Фермы были нарисованы мной в фотошопе за пару минут, астероиды честно взяты с просторов интернета.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8R5ujrYNlBSsvDaxhhK8g0PpLfzHYLoUy57ig5VvB9GVzg7d8F-mmRK69RL3vlLXLSpX_ORuMxacXiTq1ueOcXFVQnkwKnz9babTYj3y6jN1odz0maFT3ihsOWbUpcJZ31NFVeQaxHkM/s1600/c5bdca0dfb2bea96ea98825e541bf189.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8R5ujrYNlBSsvDaxhhK8g0PpLfzHYLoUy57ig5VvB9GVzg7d8F-mmRK69RL3vlLXLSpX_ORuMxacXiTq1ueOcXFVQnkwKnz9babTYj3y6jN1odz0maFT3ihsOWbUpcJZ31NFVeQaxHkM/s400/c5bdca0dfb2bea96ea98825e541bf189.png" width="400" /></a></div>
<br />
Чтобы не было пусто, добавлю пыли. В идеале объектов, конечно, должно
быть существенно больше. Другие корабли, планеты, станции, метеоры…
Иными словами всё, что придет на ум.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTW_dpCGW6vhk6HJqE-h7eU_JRVlbfWudGTz_yNQ0o-4y1O7pZJdyeZfcjU5rYMFzGDynOay-EbM9RPKpIB8AAOO1BNffXpJ4LprMN-WACA_XbKGh7gbJ0D4gPiB0wDmXxYnVHOiX_rU0/s1600/5bd852c9b81abe58967dbf1d5adc8b6d.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTW_dpCGW6vhk6HJqE-h7eU_JRVlbfWudGTz_yNQ0o-4y1O7pZJdyeZfcjU5rYMFzGDynOay-EbM9RPKpIB8AAOO1BNffXpJ4LprMN-WACA_XbKGh7gbJ0D4gPiB0wDmXxYnVHOiX_rU0/s400/5bd852c9b81abe58967dbf1d5adc8b6d.png" width="400" /></a></div>
<br />
<h4>
Главный план</h4>
Главный план это игра, поэтому ничего кроме игровых объектов тут не
будет. Чтобы мне было легче не умирать и делать скриншоты, врагов я
отключил, поэтому эффектов взрывов и врагов, увы, нет.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE2pnG7CG27VrzyJKhpa1aSjdAD3FeLAa8o4BFJDulr-8ujmBAG7CwxlCBOorjsq7eWlXPlAgbJbN6BuPZF4CCidJkezoNJcxGFhFnvdk1qRsfvZosuUVKkriHv1lf_38ZD5XjRfQqpNg/s1600/11e7365bceb30315b83f93fab21f50ec.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiE2pnG7CG27VrzyJKhpa1aSjdAD3FeLAa8o4BFJDulr-8ujmBAG7CwxlCBOorjsq7eWlXPlAgbJbN6BuPZF4CCidJkezoNJcxGFhFnvdk1qRsfvZosuUVKkriHv1lf_38ZD5XjRfQqpNg/s400/11e7365bceb30315b83f93fab21f50ec.png" width="400" /></a></div>
<br />
<h4>
Передний план</h4>
Да, это не ошибка, ближе главного плана будет еще передний план. Чтобы
он не мешал слишком сильно и не пугал игрока, он будет размыт, как бы не
в фокусе. Всё, что на нём будет, это всякий мусор. Тем не менее в игре
передний план будет играть еще и роль дополнительного усложнения,
поскольку будет скрывать часть основного, игрового плана.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQlMGaVADnGNAY2687__iA_9bY4rzvrdbHCsHZfvzrxWlNU3P5y-XpNTWUQkQm1h3wkKM2dNeLcs9dd8NF7wjanxrs-dIAJxj6t9B3YpPnsg37XnFIGy2SCBnEGmFyoVI8jvCMHAqa_WE/s1600/e976685a02439ae87fc9277d056aac51.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQlMGaVADnGNAY2687__iA_9bY4rzvrdbHCsHZfvzrxWlNU3P5y-XpNTWUQkQm1h3wkKM2dNeLcs9dd8NF7wjanxrs-dIAJxj6t9B3YpPnsg37XnFIGy2SCBnEGmFyoVI8jvCMHAqa_WE/s400/e976685a02439ae87fc9277d056aac51.png" width="400" /></a></div>
<br />
<h4>
Мусор</h4>
Точно, мусор! Совсем забыл. Надо добавить мусор, причем преимущественно в
основной, игровой план (совсем мелкий, чтобы не представлять визуальной
опасности). Отсутствие объектов в основном плане напрочь запутает
игрока. Игрок потеряет ощущение глубины и забудет в каком из планов
происходит действие. Мусор также может быть в любом из вышеперечисленных
планов.<br />
Так как делал я эту игру на конкурс и сроки были крайне сжатыми. На всё,
про всё была неделя и от многих фич пришлось отказаться. Мусор попал
туда же, под нож.
<br />
<h4>
Итак</h4>
Что же я сделал не так? Вообщем-то всё верно, но смотрится ужасно! Ещё
нужно навести красоту и убирать косяки. Для начала распределим объекты
по яркости, и вообще приглушим их, чтобы не выпадали из сцены.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJukc9c2RFcxPmRTgC36nOdoJFKUAGlRv9bbZF1DahxiNUPdmwC1yxIyK0LxmCO8Ox-s6lY_UQhSkUzORWRd0hfWKjJlQtS16UjZVtxEcYtn4Jl3HVu6WNl2eotyJ5yrRuN70i8CL6H0o/s1600/7c0e070542946941c1669b154033a106.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJukc9c2RFcxPmRTgC36nOdoJFKUAGlRv9bbZF1DahxiNUPdmwC1yxIyK0LxmCO8Ox-s6lY_UQhSkUzORWRd0hfWKjJlQtS16UjZVtxEcYtn4Jl3HVu6WNl2eotyJ5yrRuN70i8CL6H0o/s400/7c0e070542946941c1669b154033a106.png" width="400" /></a></div>
Контраст остался большим, однако уже таких явных перепадов цвета не
заметно. Самые внимательные читатели обратили внимание, что солнце
рисуется неверно. Оно сзади сцены, а должно быть спереди и перекрываться
только игровыми объектами и передним планом. Исправляем.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRKL2E6k1GM-oq09OQyz54Z314btNLCeLAFJl009UVOBNCdIiuf7CMBHoo9fhebyxUzVYUKC3-7hTeXBPsGGhkbKmLeV-alZHQgRhX2FUbzfuKOBOkUyxr5OXoKtkkzqcm-UercqJoQUM/s1600/038040bc75df5d3d2af529f7f4e1a03e.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRKL2E6k1GM-oq09OQyz54Z314btNLCeLAFJl009UVOBNCdIiuf7CMBHoo9fhebyxUzVYUKC3-7hTeXBPsGGhkbKmLeV-alZHQgRhX2FUbzfuKOBOkUyxr5OXoKtkkzqcm-UercqJoQUM/s400/038040bc75df5d3d2af529f7f4e1a03e.png" width="400" /></a></div>
Теперь я добавлю всего один недостающий штрих…<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggkWNVq7QV2CX-lmNUXLLext3lw-kvXDKt7jlLaBqe-uJzUy6WFbhhPCwzHiklKdkSh5NRJUEP8VpYvDwet9_vyBrUKQ5MwTmrySxaWZ8JRtbdVYeGZUESxYC5RiSWOE6enpyps1ziIMI/s1600/3ef2105607cede43bc888e90271e4a3c.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggkWNVq7QV2CX-lmNUXLLext3lw-kvXDKt7jlLaBqe-uJzUy6WFbhhPCwzHiklKdkSh5NRJUEP8VpYvDwet9_vyBrUKQ5MwTmrySxaWZ8JRtbdVYeGZUESxYC5RiSWOE6enpyps1ziIMI/s400/3ef2105607cede43bc888e90271e4a3c.png" width="400" /></a></div>
Вот так намного лучше. А ведь это только один постпроцесс шейдер. Шейдер объемного света. Как же он работает?
<br />
<br />
<h4>
Как же он работает?</h4>
Исходным изображением для формирования такого кадра является, как бы это
ни было странно, предыдущее изображение. Однако есть еще кое-что.
Сформированный кадр мы отложим в сторону и специально для достижение
эффекта подготовим дополнительную текстуру, содержащую информацию о
свете и перекрывающих его объектах. Выглядит она вот так:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzsiHtUBPff_W7WsqFyR5NXSCSx0kVRWZc46g8kLLXnUiosfv0KJpUyEctt1Ov5s_keuIkFU0vlmqaKub1N8qddWe-e-N0TeTiLQVBv0A4oVlQnxNR2DWkUo_p3t7niWBOzXaVcH7Sg1o/s1600/8cbcf9335dc30523466d917b573be55a.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzsiHtUBPff_W7WsqFyR5NXSCSx0kVRWZc46g8kLLXnUiosfv0KJpUyEctt1Ov5s_keuIkFU0vlmqaKub1N8qddWe-e-N0TeTiLQVBv0A4oVlQnxNR2DWkUo_p3t7niWBOzXaVcH7Sg1o/s400/8cbcf9335dc30523466d917b573be55a.png" width="400" /></a></div>
В эту текстуру мы рендерим источник света и всё, что может загораживать
свет. И чем темнее мы это рисуем, тем больше оно загораживает свет.
Источником света в данном кадре служит центр экрана (координаты
источника дополнительно передаются шейдеру во время отрисовки).<br />
Обратите внимание, что сцена 1в1 повторяет ту, что мы видим по расположению и размеру объектов:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv1WVosWBamXi_rN8NFQBm3AezDorNlza8AOrKcY4dUq6ZFbwcVCVdMg_IKTdlXJC5-jPL-i9ABB4NyFXA1jVXaoB5wcUZ0QRiEoZlzKMGUXr-fOMdEr0inrVCyteb_rqJRxUbo1pRQCk/s1600/7a29e96a2a450540d693b8792584ed6b.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgv1WVosWBamXi_rN8NFQBm3AezDorNlza8AOrKcY4dUq6ZFbwcVCVdMg_IKTdlXJC5-jPL-i9ABB4NyFXA1jVXaoB5wcUZ0QRiEoZlzKMGUXr-fOMdEr0inrVCyteb_rqJRxUbo1pRQCk/s400/7a29e96a2a450540d693b8792584ed6b.png" width="400" /></a></div>
<i>Сверху текстура для лучей, снизу обычная отрисовка</i><br />
Чтобы эту текстуру преобразовать в лучики объемного света, мы должны
обработать её шейдером, код которого я приложу в конце статьи. Результат
очень напоминает эффект radial blur из photoshop, коим по сути и
является с поправкой на коорданаты источника света.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqVPuk7RAovJNICNqfJ4BKlq9lZtMSQcqZj-Ur0GcnHduFQtMND-b_9G7y1rM33JXdqJlSOeVgfJ8faAnGY2LVIrOoeSQ_EmPrDf4cRToGVTPqhwtTzH-Vc-WaEFXeCQAXTt-uM4b0l6Q/s1600/36c877557ac3c7be76ce5db4a2666576.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ6TPB69bbNyoJsICH_7Hx140jWS9KZ20DGDQlIJcLu0Q7hAxKc2cRpPyjy-tr2p2cyYtpDZlcgePctygngtz2IaIGUUnaV_km_8NctuTsxCpbEri2QbpTt_mMBvQPUmTofn6UX4gYb-E/s1600/b11987fcc307f1baec0d95836488908a.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ6TPB69bbNyoJsICH_7Hx140jWS9KZ20DGDQlIJcLu0Q7hAxKc2cRpPyjy-tr2p2cyYtpDZlcgePctygngtz2IaIGUUnaV_km_8NctuTsxCpbEri2QbpTt_mMBvQPUmTofn6UX4gYb-E/s400/b11987fcc307f1baec0d95836488908a.png" width="400" /></a></div>
Вот и получились наши лучики света. Всё, что теперь осталось сделать,
наложить эту текстуру поверх всей нашей сцены с аддитивным добавлением,
смешать их. Финальный результат был чуть выше, а чтобы увидеть разницу, я
наложу эффект только на половину экрана:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhizulogofbSJjRWSvFz94Y-2XE68Y0iN3d53UlCIzOrl7wKwKZiq8eGb6Eip5JfpXUqqJRvC4xwRhMCpyrjVeyY_e-o4M66SrIlD6UlrZtpDgc6iaf7ZOvnHi7pnQX9R6LrUPRemWWliQ/s1600/36c877557ac3c7be76ce5db4a2666576.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhizulogofbSJjRWSvFz94Y-2XE68Y0iN3d53UlCIzOrl7wKwKZiq8eGb6Eip5JfpXUqqJRvC4xwRhMCpyrjVeyY_e-o4M66SrIlD6UlrZtpDgc6iaf7ZOvnHi7pnQX9R6LrUPRemWWliQ/s400/36c877557ac3c7be76ce5db4a2666576.png" width="400" /></a></div>
<i>Слева с лучами объемного света, справа без</i><br />
<br />
<h4>
Вместо резюме</h4>
Планы расписал. Их всего четыре, но так как объекты в одном плане могут
двигаться с разной скоростью, это создаст эффект непрерывного
пространства. Всё, что нужно для этого — варьировать их скорость и
размер. Для придания пущей красоты и объёма — эффект объемного света.<br />
Я не исключаю использование дополнительных эффектов, вроде смазывания
при движении или световой аберрации. Так как целью было создание игры,
работающей при 60fps на встроенном в процессор видео ноутбука, от
подобных усложнений пришлось отказаться. Надо сознаться сразу, что при
создании параллакса требовалось даже не 60, а все 120 кадров в секунду,
так как последующая реализация самой игры снизит производительность.
Также надо учесть и разрешение — 1280*720, накладывающее ограничения по
скорости обработки полноэкранных постпроцесс эффектов.<br />
<h4>
Инструментарий</h4>
Инструментами для разработки я пользовался привычными для меня, а
именно: собственный фреймворк под Direct3D9, HLSL и компилятор от
Microsoft для создания бинарного кода эффектов. Основной код написан на
Embarcadero Delphi XE3. Текстуру фона я отрендерил в FilterForge 3.0. <br />
<h4>
Шейдер</h4>
<pre><code class="cpp">sampler2D DiffuseMap : <span class="keyword">register</span>(s0);
float2 LightPos : <span class="keyword">register</span>(c0);
float4 Params : <span class="keyword">register</span>(c1);
float4 std_PS(vertexOutput Input) : COLOR {
float4 Output;
<span class="keyword">int</span> NumSamples = <span class="number">20</span>;
<span class="keyword">float</span> Weight = <span class="number">1.0</span>;
<span class="keyword">float</span> Density = <span class="number">0.5</span>;
<span class="keyword">float</span> Exposure = <span class="number">0.25</span>;
float2 DeltaTexCoord = (Input.TexCoord - LightPos);
DeltaTexCoord *= <span class="number">1.0</span> / NumSamples * Density;
float3 Diff = tex2D(DiffuseMap, Input.TexCoord);
<span class="keyword">float</span> illuminationDecay = <span class="number">1.0</span>;
<span class="keyword">for</span> (<span class="keyword">int</span> i = <span class="number">0</span>; i < NumSamples; i++)
{
Input.TexCoord -= DeltaTexCoord;
float3 sample = tex2D(DiffuseMap, Input.TexCoord);
sample *= illuminationDecay * Weight;
Diff += sample;
illuminationDecay *= <span class="number">0.9</span>;<span class="comment">//Decay;</span>
}
Output = float4(Diff * Exposure, <span class="number">1</span>);
<span class="keyword">return</span> Output;
}
</code></pre>
<br />
Исходные коды и бинарники можно взять из <a href="https://bitbucket.org/Darthman/shattered-void">репозитория</a> на bitbucket.org
Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-81381085984919415052013-04-26T12:49:00.002-07:002013-04-26T12:49:18.887-07:00А у нас теперь есть <a href="http://quad-engine.com/forum/">форум</a>Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-42858220615092613072013-04-25T12:42:00.001-07:002013-04-25T12:50:51.783-07:00Доступна версия 0.5.2<br />
<br />
<ul>
<li>У текстуры добавлен метод для получения значения цвета пикселя</li>
<li>Добавлена возможность рисовать линии с помощью полигонов с разной толщиной концов и цветом.</li>
<li>Добавлено логирование загрузки текстур и шейдеров. </li>
<li>Приложение больше не падает при попытке загрузки текстуры, которой нет. Вместо этого в лог пишется ошибка, а приложение работает.</li>
<li>Вывод текста теперь всегда корректно выводит любые не латинские буквы.</li>
<li>Генератор шрифтов заменен на юникод версию.</li>
<li>Добавлена возможность использования системного лога движка.</li>
<li>Для оконного режима скорректирована область захвата скриншота </li>
</ul>
К сожалению, все текстурные атласы для шрифтов придется переделать, чтобы использовать эту версию. Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com2tag:blogger.com,1999:blog-5063180222175774122.post-33706249375021894682013-03-31T03:31:00.002-07:002013-03-31T03:31:46.527-07:00Версия 0.5.1 доступна для скачки.<br />
Архив подрос до 5Мб. Что же изменилось?<br />
<br />
<ul>
<li>В код библиотеки вшит шейдер для работы с DistantField</li>
<li>Добавлена поддержка С++</li>
<li>Добавлена поддержка C#</li>
<li>Добавлена нативная 64битная версия библиотеки</li>
<li>Потокобезопасная загрузка текстур</li>
<li>Возможность делать скриншоты софтово, сохраная в png.</li>
</ul>
Кроме того в архиве появились утилиты. А именно: <br />
<ul>
<li>ColorSel - утилита выбора цвета и подбора сочетающихся.</li>
<li>Distant Field Fontrender - генератор distant field шрифтов </li>
<li>FontRender - генератор растровых шрифтов</li>
<li>Shade - редактор шейдеров. Компилятор fxc.exe прилагается (извините, ребята из МС, но качать все это отдельно очень большая проблема для юзеров), компиляция из среды подразумевается. </li>
</ul>
Также в комплекте свой, абсоютно бесплатный шрифт QuadFont и самая главная вещь - лого в огромном разрешении 8) Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com10tag:blogger.com,1999:blog-5063180222175774122.post-51250586716104836682013-03-10T11:03:00.001-07:002013-03-10T11:03:28.493-07:00Чертовски извиняюсь, что молчал такое неприлично огромное количество времени. Что же произошло за это время? Версия 0.4 так и не увидела свет, изменения валят валом, и я не могу остановить их поток. Так что я взял себя в руки, поднял версию до 0.5 и положил её для публики тут: <a href="http://quad-engine.com/">quad-engine.com</a><br />
Версия не самая законченная и хвостов много, что я собираюсь, разумеется, устранять.<br />
Пишу огромный туториал, надеюсь скоро его выложу. Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-92153423794409644342012-12-31T03:00:00.001-08:002012-12-31T03:00:02.553-08:00Концепт готов. Времени потрачена неделя:<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/3ASrLccnPDA?feature=player_embedded' frameborder='0'></iframe></div>
<br />
Скачать с исходниками можно тут:<br />
<a href="http://quad-engine.com/temp/Darthman.rar">Shattered Void</a> (10,5 MiB)Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-60714829725663245032012-12-24T22:02:00.001-08:002012-12-24T22:02:58.019-08:00<br />
<br />
<div style="text-align: center;">
<img alt="" height="223" src="data:image/jpeg;base64,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" width="400" /> </div>
Я просто оставлю это тут :) <br />
<div class="separator" style="clear: both; text-align: center;">
<object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://i.ytimg.com/vi/GrkUV_U-vhE/0.jpg"><param name="movie" value="http://www.youtube.com/v/GrkUV_U-vhE?version=3&f=user_uploads&c=google-webdrive-0&app=youtube_gdata" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://www.youtube.com/v/GrkUV_U-vhE?version=3&f=user_uploads&c=google-webdrive-0&app=youtube_gdata" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<br />Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-59212028564031764132012-10-27T16:15:00.001-07:002012-10-27T16:15:25.795-07:00Сегодня мной было принято довольно тяжелое для меня решение. Тяжелое, но необходимое. Начиная со следующей версии в quad'е не будет больше поддержки ansistring. Чем это сулит? По большому счету ни чем плохим. Текст можно будет выводить на любом языке, а генератор наряду с русским и английским сможет впихнуть вам еще и китайский с греческим заодно :) Однако, для владельцев delphi старше, чем 2009 версия это сулит проблемами и извращениями с приведением типов в коде. Ребят, ну на самом деле, ну сколько можно? Почти 2013 год на дворе, а вы еще сидите на средствах разработки более чем пятилетней давности?Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com1tag:blogger.com,1999:blog-5063180222175774122.post-8783520308745580222012-10-17T09:40:00.002-07:002012-10-17T09:40:31.482-07:00Сегодня посвятил время доработке и приведению к божескому виду генератора шрифтов для Distance-field.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK0CuOhdt5aIEZIOe4foSQ-oW3JxDQCyGhvi353Mp32FSYy8v_i5iRm08S-xmowy7u0R3_u_2m2vheY_STl9usUozD6PgPnoz4MuX2c_6vtOQgvwkel-Sf9p8fLHdtQC7bc7n5niydQto/s1600/QuadFontRender.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK0CuOhdt5aIEZIOe4foSQ-oW3JxDQCyGhvi353Mp32FSYy8v_i5iRm08S-xmowy7u0R3_u_2m2vheY_STl9usUozD6PgPnoz4MuX2c_6vtOQgvwkel-Sf9p8fLHdtQC7bc7n5niydQto/s320/QuadFontRender.png" width="320" /></a></div>
Интерфейс стал хоть сколько-то напоминать дружественный, шкурка стала той же что и QuadShade, размер текстуры подбирается сам, начиная с 512х256 (для DF шрифтов меньше попросту бесполезно). Такие параметры как размер шрифта ушли, так как лишены смысла. Кернинговые пары выгружаются, в общем, всё близится к тому, что можно всё будет пощупать.<br />
<br />
Form1.... кхм, не ругайтесь, до именования компонентов руки не дошли, так как финальный редактор вырос из прототипа. =)<br />
<br />
Визуализация рендера сейчас нужна для отладки, хотя есть желание оставить это и в релизе, больно уж завораживающее зрелище.<br />
<br />К слову сказать, счастливые обладатели версии 0.4 будут удивлены, узнав, что поддержка новых шрифтов там уже есть и даже работает, только вот генератора еще нет. Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-89007434690425957622012-10-11T09:12:00.001-07:002012-10-11T10:06:02.566-07:00<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: left;">
Шейдим потихому :)</div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIhsFnvGVr-_ZeaT7HA1P6gpBx90cPfov7lNJPDWC7NvpfMUh6iHvs2FpX0NUUOSAyWN_Gmm6UZpgFUhAREH2woknEGCQftd6qxgWB5wC6xyrqSmHoztG6VKdRQoUCbxfwTDVWAGK_4xo/s1600/QuadShade.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="199" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIhsFnvGVr-_ZeaT7HA1P6gpBx90cPfov7lNJPDWC7NvpfMUh6iHvs2FpX0NUUOSAyWN_Gmm6UZpgFUhAREH2woknEGCQftd6qxgWB5wC6xyrqSmHoztG6VKdRQoUCbxfwTDVWAGK_4xo/s320/QuadShade.png" width="320" /></a></div>
<br />
Что же изменилось и что нового?<br />
<br />
Вернул полноценные копировать\вырезать\вставить у эдита.<br />
Изменил компоновку компонентов на форме основной.<br />
Устроил несколько хотфиксов для эдита и почти починил превью раскраски синтаксиса в настройках.<br />
Прикрутил quadengine 0.4 для превью, хоть оно пока и не показывает ничего интересного.<br />
Иконки на тулбаре раскрасились в группы по смыслу.<br />
Нумерация строк теперь идет не по программистски, а с единицы :)<br />
Добавлены "горячие клавиши" для открытия (ctrl+O), сохранения (ctrl+S), нового файла (ctrl+N), диалога выбора цвета (ctrl+Q), а также для компиляции (F9).<br />
Заоптимизировал пару вещиц, работать стало плавнее и приятнее чуточку (на более слабых машинах).Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-21550234568826502482012-10-09T12:04:00.000-07:002012-10-13T16:25:19.447-07:00Урок 4 - Использование шейдеров.<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<span style="font-weight: bold; text-align: justify;">Тема № 2 -</span><b><span style="text-align: justify;"> </span>Использование шейдеров и создание на их основе пост эффектов.</b><br />
<br />
<div style="text-align: justify;">
Я думаю, что бессмысленно рассказывать о пользе и мощности такого инструмента, как шейдеры. Quad Engine, несмотря на то, что это инструмент для 2d графики, изначально разработан для простого использования шейдеров. Что никак не ограничивает сложность самих шейдеров и возможностей по их использованию.</div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkcKreS0F0yW0rquJQyTpZlUD6VDYlH1_a3RleagaH7ZJkD09opFpnoz7a6_L85de94uX_XRbBpmuG7I7LS-qNyoZI18HIzxEBHZ46sJKk7_pAq0piJOpEmjNRrmxw5aTuQuueGOn6yX1d/s1600/test.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkcKreS0F0yW0rquJQyTpZlUD6VDYlH1_a3RleagaH7ZJkD09opFpnoz7a6_L85de94uX_XRbBpmuG7I7LS-qNyoZI18HIzxEBHZ46sJKk7_pAq0piJOpEmjNRrmxw5aTuQuueGOn6yX1d/s200/test.jpg" width="200" /></a></div>
<br />
<span id="goog_1858329165"></span></div>
<a name='more'></a><br />
<div style="text-align: justify;">
В данном уроке мы рассмотрим самый простой вариант шейдеров - постэффекты. Их много и они разные, но объединяет их способ получения - все изображение рисуется в одну или несколько полноэкранных текстур, а на них при помощи информации о цвете и дополнительных параметров (масок, информации о глубине, дополнительных текстур и т.д.) накладывается определенный эффект, изменяющий картинку.</div>
<div style="text-align: justify;">
Соответственно для того, чтобы воспользоваться шейдером в движке, нужно написать и скомпилировать сам шейдер, подключить его к движку и задать необходимые параметры.</div>
<div style="text-align: justify;">
Написание шейдеров выходит за рамки данной статьи, и предполагается, что читатель с этим знаком. Совместно с движком разрабатывается и QuadShade - инструмент для создания и</div>
<div style="text-align: justify;">
компиляции DX шейдеров. Для удобства можно использовать шаблон шейдера, идущий вместе с QuadShade.</div>
<br />
<div style="text-align: justify;">
Тут стоит отметить особенности - Quad Engine по умолчанию может передавать в шейдер несколько дополнительных параметров, которые можно использовать для более сложных сцен.</div>
<br />
Собственно к делу.<br />
Подключить шейдер очень просто:<br />
<br />
<span style="font-family: Courier New, Courier, monospace;">var</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //регистрируем переменную для шейдера</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Shader: IQuadShader;</span><br />
<span style="font-family: Courier New, Courier, monospace;">...</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //Создаем и загружаем шейдер в начале программы</span><br />
<span style="font-family: Courier New, Courier, monospace;"> QuadDevice.CreateShader(Shader);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Shader.LoadPixelShader(PAnsiChar('shaders/ps_blur.bin'));</span><br />
<span style="font-family: Courier New, Courier, monospace;">...</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //При отрисовке включаем шейдер</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Quad.BeginRender;</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Shader.SetShaderState(True);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> // и рисуем сцену</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Texture.Draw(0, 0);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Shader.SetShaderState(False);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Quad.EndRender;</span><br />
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Вот тут можно посмотреть <a href="https://docs.google.com/open?id=0B1VXsnlK-6IfWmFCRGV1SEFJekk">примеры</a>. Представлены очень простые шейдеры, и все параметры для них зашиты в код шейдера. Естественно в реальном проекте обычно так не делают - создаются параметры, которые управляют шейдером из кода основной программы. Об этом будет следующий урок.</div>
<div style="text-align: justify;">
В примерах использован код для предварительной отрисовки сцены в текстуру - для создания постэффекта.</div>
<div style="text-align: justify;">
Обычно полноэкранные эффекты требуют только пиксельный шейдер, но естествено можно подключить и вершинный шейдер или оба одновременно.</div>
<div style="text-align: justify;">
Это делается соответственно командами Shader.LoadPixelShader и Shader.LoadComplexShader.</div>
<div style="text-align: justify;">
Так же в примерах использованы очень простые шейдеры, не использующие дополнительных параметров.</div>
</div>
Mefistofelhttp://www.blogger.com/profile/12273282808625862680noreply@blogger.com3tag:blogger.com,1999:blog-5063180222175774122.post-45555814140704954832012-09-29T02:46:00.001-07:002012-09-29T02:46:34.612-07:00Иногда у меня закрадываются мысли, что с ленью как-то надо бороться. Решение находится быстро - с ленью бороться очень лениво :)<br />
<br />
Сейчас как-то даже и писать не знаю о чём, так что и постов не так уж и много. Поэтому, чтобы никто не думал, что я сижу и совсем ничем не занимаюсь.. кхм. Ну вот:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDceamR1-E15rSjW8-bpNhUGC1qrqoPIA6RqFvYH4Htz1PC2DHeCaPlakLrvIE-d97Wrpw4o9DRVEKmSD-FruxSPHqm_YuZivicuAaot6lpT6la3jYumkN5xVKXDF-2AaXlGJORBVVzb4/s1600/voidnebula.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDceamR1-E15rSjW8-bpNhUGC1qrqoPIA6RqFvYH4Htz1PC2DHeCaPlakLrvIE-d97Wrpw4o9DRVEKmSD-FruxSPHqm_YuZivicuAaot6lpT6la3jYumkN5xVKXDF-2AaXlGJORBVVzb4/s400/voidnebula.jpg" width="400" /></a></div>
<br />Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com2tag:blogger.com,1999:blog-5063180222175774122.post-88705088096016360892012-09-06T21:30:00.001-07:002012-09-06T21:30:14.394-07:00NormalMapping это очень здорово, но появилась мысль сделать полноценный deffered shading. Для этого придется интегрировать минимум 2 новые фичи - рендер в несколько рендертаргетов одновременно и поддержку разных форматов рендертаргетов, в частности с форматом 64х и 128и битном формате с плавующей точкой. По 16 и 32 бита на канал, соотвественно.<br />
<br />А оно вам надо?Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com2tag:blogger.com,1999:blog-5063180222175774122.post-38896497154406022922012-08-29T13:22:00.000-07:002012-10-13T16:25:40.075-07:00Урок 3 - Отрисовка в текстуру.<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<div style="text-align: justify;">
<b>Тема № 2 - Рендер в текстуру.</b></div>
<div style="text-align: justify;">
Отрисовка изображения в текстуру - мощный инструмент, активно использующийся при создании графических эффектов в играх. Прежде всего, сгенерированные текстуры используют для создания постэффектов, но им можно найти много применений - генерация тайлов поверхности, теней, всяческие оптимизации и т.д. В демосцене большая часть текстур генерируется именно с помощью рендера в текстуру(ну и математики, естественно).</div>
<div style="text-align: justify;">
С помощью рендера в текстуру можно эффективно кэшировать сложные изображения - например нарисовать деревце с миллионами листиков в одну текстуру, а потом выводить ее одним полигоном.</div>
<div style="text-align: justify;">
Quad Engine изначально поддерживает этот мощный графический инструмент, причем делает это легко и красиво.</div>
<div style="text-align: justify;">
</div>
<a name='more'></a><b>Для рендера в текстуру нужно:</b><br />
<ul style="text-align: left;">
<li>создать текстуру;</li>
<li>назначить ее рендертагетом;</li>
<li>что ни будь в нее нарисовать;</li>
<li>собственно все - использовать текстуру можно как угодно.</li>
</ul>
<br />
<b>Теперь код:</b><br />
<br />
<span style="font-family: Courier New, Courier, monospace;">//для рендера в текстуру понадобится обыкновенная текстура</span><br />
<span style="font-family: Courier New, Courier, monospace;">var</span><br />
<span style="font-family: Courier New, Courier, monospace;"> ScreenTexture: IQuadTexture; </span><br />
<span style="font-family: Courier New, Courier, monospace;"> ...</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //при создании мы указываем, что это текстура для рендера, </span><br />
<span style="font-family: Courier New, Courier, monospace;"> //описываем ее размер и индекс</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Quad.CreateRenderTexture(256, 256, ScreenTexture, 0);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> ...</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //рисование в текстуру ничем не отличается от обычного</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Quad.BeginRender;</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //включаем рисование в текстуру, указываем</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //индекс и режим обрезания</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Quad.RenderToTexture(True, ScreenTexture, 0, True);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //экран можно почистить или закрасить произвольным цветом,</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //как обычно</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Quad.Clear($ff000000);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //тут нарисуем что ни будь</span><br />
<span style="font-family: Courier New, Courier, monospace;"> uad.Rectangle(100, 100, 200, 200, $ffffffff);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //и собственно закончим рисование в текстуру и вернемся к обычному рисованию на экран</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Quad.RenderToTexture(False, ScreenTexture);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //собственно все - теперь полученную текстуру можно</span><br />
<span style="font-family: Courier New, Courier, monospace;"> //использовать, как обычную</span><br />
<span style="font-family: Courier New, Courier, monospace;"> ScreenTexture.Draw(0, 0);</span><br />
<span style="font-family: Courier New, Courier, monospace;"> Quad.EndRender;</span><br />
<span style="font-family: Courier New, Courier, monospace;"><br /></span>
Примеров будет даже два, <a href="https://docs.google.com/open?id=0B1VXsnlK-6IfRHZaZjRwcElJQnc">фрактал</a> и <a href="https://docs.google.com/open?id=0B1VXsnlK-6IfeUliOTFYU2VISU0">змейка</a>.<br />
<br />
<div style="text-align: justify;">
Естественно, если текстура нужна для пост эффекта, то ее размер обычно равен размеру экрана.</div>
<div style="text-align: justify;">
Сами пост эффекты делают шейдером, но об этом в следующих уроках.</div>
<div style="text-align: justify;">
При создании и в начале рендера в текстуру можно указывать номер регистра. Это так же необходимо для работы с шейдерами(чтобы передавать данные о нескольких текстурах).</div>
<div style="text-align: justify;">
Если почистить текстуру цветом без альфы, текстура будет с прозрачным фоном.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Еще один важный параметр - режим обрезания.</b></div>
<div style="text-align: justify;">
Если он установлен в True, то в текстуру рисуется только область размером с саму текстуру.</div>
<div style="text-align: justify;">
Если он установлен в False или не указан, все содержимое экрана рисуется в текстуру, и при несовпадении размеров экрана и текстуры, изображение либо сжимается, либо растягивается.</div>
<br />
<div class="separator" style="float: left; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYqWH-N8vfmB4253d3haH1Lu7pXfhxyD60dpRc_QaGGtgwReEjyD-svgJFhpIXBqtl1VFHzFAK2yXK6xqDhf4nQ_SPfgAj99CrzWAGSJaREVBoBcyxgUAYa8ZroiKy9hgV8Y37SmqDW32L/s1600/cropfalse.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYqWH-N8vfmB4253d3haH1Lu7pXfhxyD60dpRc_QaGGtgwReEjyD-svgJFhpIXBqtl1VFHzFAK2yXK6xqDhf4nQ_SPfgAj99CrzWAGSJaREVBoBcyxgUAYa8ZroiKy9hgV8Y37SmqDW32L/s320/cropfalse.png" width="182" /></a></div>
<div class="separator" style="float: right; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZmmDi9YeHLjm0O1kz7LojO3vXImIxcayjvH5LYPF6af7BCZmAbG3wBkbYT4s9OE5Zu7NURvxZb9_DbNtPp1HEsaNKeYJCS7cDz2KBP8mRZ8CF0GW1Na7LrsAUZlDFmqm6gCZ4a_it_Mdf/s1600/croptrue.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZmmDi9YeHLjm0O1kz7LojO3vXImIxcayjvH5LYPF6af7BCZmAbG3wBkbYT4s9OE5Zu7NURvxZb9_DbNtPp1HEsaNKeYJCS7cDz2KBP8mRZ8CF0GW1Na7LrsAUZlDFmqm6gCZ4a_it_Mdf/s320/croptrue.png" width="182" /></a></div>
<br />
<br />
<br /></div>
Mefistofelhttp://www.blogger.com/profile/12273282808625862680noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-45945006207736316812012-08-17T13:28:00.000-07:002012-08-18T03:13:51.344-07:00Урок 1 - подключение.<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
Итак, сегодня мы начнем небольшой цикл статей по базовым вопросам Quad Engine.</div>
<div style="text-align: justify;">
Статьи будут короткими, лаконичными и понятными, как и сам движок, но при этом крутыми и мощными, опять же как он. Среда работы - Delphi.</div>
<h3 style="text-align: left;">
Тема № 1: Подключение движка и базовые функции.</h3>
<div>
<div>
Все очень просто.<br />
<a name='more'></a></div>
<div>
<div style="text-align: justify;">
Помимо собственно среды для Delphi нам понадобится QuadEngine.dll, файл с описанием интерфейсов – QuadEngine.pas и заголовочные файлы DirectX</div>
</div>
<div>
<div style="text-align: justify;">
Динамическая библиотека ложится рядом с исполняемым файлом, а заголовки подключаются к проекту.</div>
</div>
<div>
<div style="text-align: justify;">
Cоздадим стандартную форму и нарисуем на ней что-нибудь.</div>
</div>
<div>
<div style="text-align: justify;">
Кода будет немного:</div>
</div>
<br />
<span style="color: #eeeeee; font-family: Helvetica Neue, Arial, Helvetica, sans-serif; font-size: x-small;"> </span><span style="color: #eeeeee; font-family: Courier New, Courier, monospace;">//Добавим заголовки движка</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> uses QuadEngine;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //нам понадобятся интерфейсы устройства, отрисовщика и таймера</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> var</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> QuadDevice: IQuadDevice;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Quad: IQuadRender; </span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Timer: IQuadTimer;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //для таймера нужна специальная процедура - она будет вызываться при срабатывании таймера</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> procedure OnTimer(out delta: Double); stdcall;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //в процедуре создания формы создаем устройство и отрисовщик</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> procedure TForm1.FormCreate(Sender: TObject);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> begin</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> QuadDevice:= CreateQuadDevice;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> QuadDevice.CreateRender(Quad); </span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //для нормальной работы понадобится handle окна,</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //ширина и высота области отрисовки </span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //и дополнительные параметры – полноэкранный </span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //или оконный режим и вести или нет логи.</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Quad.Initialize(Form1.Handle, </span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Form1.ClientWidth, Form1.ClientHeight, False);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //все, можно рисовать, рисовать мы будем в таймере</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //создаем таймер, указываем его параметры и запускаем</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> QuadDevice.CreateTimer(Timer);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Timer.SetCallBack(OnTimer);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Timer.SetInterval(5);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Timer.SetState(True);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> end;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //рисовать будем в реализации процедуры таймера</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //очистим экран черным и нарисуем прямоугольничек:)</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> procedure OnTimer(out delta: Double); stdcall;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> begin</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Quad.BeginRender;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Quad.Clear(RGB(0, 0, 0));</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Quad.Rectangle(100, 100, 200, 200, RGBA(255, 255, 0, 50));</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Quad.EndRender;</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> end;</span><br />
<br />
<a href="https://docs.google.com/open?id=0B1VXsnlK-6IfTUpWR1RNdVlteUE">Пример</a><br />
<div style="text-align: justify;">
<code></code>
Конечно никто не запрещает использовать обычный таймер.</div>
</div>
<div>
<div style="text-align: justify;">
Цвета можно задать и восмизначным шестнадцатеричным числом. Первый байт - прозрачность, остальные - цвет в RGB формате.</div>
</div>
<div>
<div style="text-align: justify;">
Собственно все, можно пойти и наградить себя чашкой кофе. Правда получается вот такая простецкая вещь, но на то он и первый урок:</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXPcNMHloae4pTD8XjbdziPypc3vlruUHDEM_SIv7paVIDsmmNYZn8B6jh7IuZ4_uZW84RUaCpWFmkcwuy-dlVBqQN8tZolYPZDgPKEhFCrFrMUvmv3otePt_oZdxqWBSbRyQ-SaNeOuc9/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXPcNMHloae4pTD8XjbdziPypc3vlruUHDEM_SIv7paVIDsmmNYZn8B6jh7IuZ4_uZW84RUaCpWFmkcwuy-dlVBqQN8tZolYPZDgPKEhFCrFrMUvmv3otePt_oZdxqWBSbRyQ-SaNeOuc9/s320/1.jpg" width="320" /></a></div>
<br /></div>
<div>
<br /></div>
</div>
Mefistofelhttp://www.blogger.com/profile/12273282808625862680noreply@blogger.com10tag:blogger.com,1999:blog-5063180222175774122.post-54806611946996043842012-08-17T13:26:00.000-07:002012-08-18T03:14:16.162-07:00Урок 2 - рисование спрайтов.<div dir="ltr" style="text-align: left;" trbidi="on">
<br />
<h3>
Тема № 2: Работа со спрайтами.</h3>
Тут все просто. Создаем текстурку, грузим из файла и рисуем.<br />
<a name='more'></a>Кода соответственно добавится с предыдущего раза немного<br />
<br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> var</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo: IQuadTexture; </span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> ...</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> QuadDevice.CreateTexture(Logo);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.LoadFromFile(0, PAnsiChar('data/logo.png'));</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> ...</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.DrawRot(X, Y, Angle, Scale, Color);</span><br />
<br />
Для правильной отрисовки полупрозрачных спрайтов нужно поставить правильный режим смешивания:<br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Quad.SetBlendMode(qbmSrcAlpha); </span><br />
<a href="https://docs.google.com/open?id=0B1VXsnlK-6IfUzU5dXNIM2tsWVU">Пример</a><br />
Спрайты рисуются в обычной экранной системе координат с попиксельной точностью:<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHvS8I0Ym2jeRjmtUzsHB52e_rh3Qxcq0Ds7NV2D3drXDGtyiaT2bKrlSMxGTvRgZ_HZhjcPEFjY8JVuRDBybQs5698ZgQ3NxFTu46vy69AcuXXem5R9MaJKV4gSpzV2q5lAunY8IqP0eo/s1600/2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHvS8I0Ym2jeRjmtUzsHB52e_rh3Qxcq0Ds7NV2D3drXDGtyiaT2bKrlSMxGTvRgZ_HZhjcPEFjY8JVuRDBybQs5698ZgQ3NxFTu46vy69AcuXXem5R9MaJKV4gSpzV2q5lAunY8IqP0eo/s1600/2.jpg" /></a></div>
<div style="text-align: justify;">
В один текстурный ресурс может быть загружено несколько изображений (в коде стоит индекс 0, но могут быть соответственно другие номера).</div>
<div style="text-align: justify;">
Это сделано специально, чтобы с помощью шейдеров использовать несколько карт(нормали, отражения, свечения и т.д) на одном спрайте.</div>
<div style="text-align: justify;">
Кроме того, текстура может быть атласом с изображениями фиксированного размера. Если при загрузке указать размеры этих изображений, движок автоматически их разобъёт и в последствии их можно будет вызывать по номерам. Например для анимации.</div>
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.DrawFrame(X, Y, Pattern, Color);</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Te9PmsPOL5f7xjPXCyXO6KBrXWccH0sttSKzstyqUOMK9hUXfUFnI9ubPYOnHbZcBUr8sYyzVenQtbXgnnR-ZZzMG5tD-32D3EOhsbDJkT-xqUgDI0bKmF1PTXW1PROagDbsbunL3BVQ/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Te9PmsPOL5f7xjPXCyXO6KBrXWccH0sttSKzstyqUOMK9hUXfUFnI9ubPYOnHbZcBUr8sYyzVenQtbXgnnR-ZZzMG5tD-32D3EOhsbDJkT-xqUgDI0bKmF1PTXW1PROagDbsbunL3BVQ/s1600/1.jpg" /></a></div>
Существует, несколько способов рисования.<br />
Обычный способ, с пиксельной точностью от верхнего левого угла:<br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.Draw(X, Y, Color);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> //для текстур в атласе, Pattern - номер фрагмента</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.DrawFrame(X, Y, Pattern, Color);</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_JC8nM0lAux7qhpAmLt15Q2mEzJoKYwgl4KecLGxVZTZLEK-LkTZnRhpTRelsdnzEerpk2RXK1kfBETBVYD9YGtIhRm1fpPOq7aKQnr5eRlNUy4y5wGinaJ_fiiSt65nWXdIKnl_GgnTV/s1600/3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_JC8nM0lAux7qhpAmLt15Q2mEzJoKYwgl4KecLGxVZTZLEK-LkTZnRhpTRelsdnzEerpk2RXK1kfBETBVYD9YGtIhRm1fpPOq7aKQnr5eRlNUy4y5wGinaJ_fiiSt65nWXdIKnl_GgnTV/s1600/3.jpg" /></a></div>
С вращением и масштабированием, точка отсчета(координаты спрайта) находится в центре:<br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.DrawRot(X, Y, Angle, Scale, Color);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.DrawRotFrame(X, Y, Angle, Scale, Pattern, Color);</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjfv1Co4kQRxginmxGaACECJh4MEvEySaZR9X64a9VaU07myskk9YneoJZ4d6qVmJlOsw6G1p_PIW5YUDI8_mNiOuyZjmpjeaTGp8dJg7WqSVNk-NSUCkYAavbEe4WbQdBvcXm9Be1DUwf/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjfv1Co4kQRxginmxGaACECJh4MEvEySaZR9X64a9VaU07myskk9YneoJZ4d6qVmJlOsw6G1p_PIW5YUDI8_mNiOuyZjmpjeaTGp8dJg7WqSVNk-NSUCkYAavbEe4WbQdBvcXm9Be1DUwf/s1600/4.jpg" /></a></div>
С вращением вокруг произвольной точки:<br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.DrawRotAxis(X, Y, Angle, Scale, CenterX, CenterY, Color);</span><br />
<span style="color: #eeeeee; font-family: Courier New, Courier, monospace;"> Logo.DrawRotAxisFrame(X, Y, Angle, Scale, CenterX, CenterY, Pattern, Color);</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHmD-ZuZLUjcfDB79VM5pQafRglmru1q0emRBQg6EfzUdo2jkyNCE0FPS9zUg4DEZAVm-6cfeSe_T8cBR5dIOHixvcjMLoxz75vpkcrMcsLvhoAb5kc_7wNTHzfyxSfz1XehhuI0b4YG-z/s1600/5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHmD-ZuZLUjcfDB79VM5pQafRglmru1q0emRBQg6EfzUdo2jkyNCE0FPS9zUg4DEZAVm-6cfeSe_T8cBR5dIOHixvcjMLoxz75vpkcrMcsLvhoAb5kc_7wNTHzfyxSfz1XehhuI0b4YG-z/s1600/5.jpg" /></a></div>
<br /></div>
Mefistofelhttp://www.blogger.com/profile/12273282808625862680noreply@blogger.com10tag:blogger.com,1999:blog-5063180222175774122.post-52522282699006006882012-07-24T02:22:00.000-07:002012-07-24T02:22:30.050-07:00Уезжаю в небольшой отпуск. Знаю, что давно тут не писал. По возвращению напишу и новые посты, и просто хорошие новости, вот увидите! Обязательно увидите.<br />
До Августа!Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-61554080769308118192012-06-04T12:30:00.001-07:002012-06-04T12:30:08.450-07:00Как мотивировать себя что-то делать? — Да никак, оставайтесь в жопе!<br /><i> © Артемий Лебедев</i>Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0tag:blogger.com,1999:blog-5063180222175774122.post-75610698543709406702012-06-03T12:26:00.002-07:002012-06-03T12:26:58.864-07:00Шрифт двигается в сторону того, что хотелось изначально. Простой и строгий. Как и хотел добавились кириллические символы, часть знаков препинания. Планирую дальше доделать все стандартные значки, отполировать сами буковки (особенно кириллицу, там еще не всё гладко) и переходить на строчные литеры. <br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTBIYj-v3EGSp3H-zQF4cTuGh-HEYb4ZC0ehCOyuAVX8qNKAP0_HPfcPJg9QrbrcMiNG39ey2XijCKuAnsaCpbd06hHkTji2Rs1doaMpTdvE3B1GasZVxAIVpBLM85Z2seXjDjb6LBO-Y/s1600/llkY_581X32v0D0frluc-phBkGbRmXWkf5atuSRnbiwGWh4NazLFr5vpJB_h0zegmFtb-0yenBk.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTBIYj-v3EGSp3H-zQF4cTuGh-HEYb4ZC0ehCOyuAVX8qNKAP0_HPfcPJg9QrbrcMiNG39ey2XijCKuAnsaCpbd06hHkTji2Rs1doaMpTdvE3B1GasZVxAIVpBLM85Z2seXjDjb6LBO-Y/s1600/llkY_581X32v0D0frluc-phBkGbRmXWkf5atuSRnbiwGWh4NazLFr5vpJB_h0zegmFtb-0yenBk.png" /></a></div>
<br />Darthmanhttp://www.blogger.com/profile/08553403010357927460noreply@blogger.com0