<?xml version="1.0" encoding="utf-8"?><FictionBook xmlns="http://www.gribuser.ru/xml/fictionbook/2.0" xmlns:l="http://www.w3.org/1999/xlink"><stylesheet type="text/css">
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    </stylesheet><description><title-info><genre>science</genre><author><first-name/><last-name>Lutea</last-name></author><book-title>Макси как TV-сериал [СИ]</book-title><annotation><p>Я ничуть не претендую на звание специалиста по написанию сценариев. Я пытаюсь адаптировать некотрые из аспектов данного искусства под нужды фикрайтеров. Высшие позиции работы в топах: № 2 в топе «Статья»</p><p>В этой статье я хочу поделиться мыслями касательно одного из способов, как оптимизировать работу над макси-фанфиками.</p></annotation><date value="2019-12-29">2019-12-29</date><coverpage><image l:href="#cover"/></coverpage><lang>ru</lang></title-info><document-info><author><nickname>ProstoTac</nickname></author><program-used>ficbook.net, FictionBook Editor Release 2.6, fb2cut 2.5.4, fb2cut 2.6.2</program-used><date value="2019-12-29">2019-12-29</date><src-url>http://ficbook.net/readfic/8914226</src-url><id>80C7B797-98E6-41F4-8592-D51B98CF40DE</id><version>1.1</version><history><p>v 1.0 — создание</p><p>v 1.1 — структура, скрипты ProstoTac</p></history></document-info><publish-info><publisher>СИ</publisher><year>2020</year></publish-info><custom-info info-type="general"/></description><body><section><title><p>Lutea</p><p>МАКСИ КАК TV-СЕРИАЛ</p></title><epigraph><p>Моим читателям, поддержка которых помогает мне не забрасывать творчество в угоду моей любимой работе. Квентину Тарантино и его фильму «Once upon a time in Hollywood», вдохновившим на исследование темы скриптрайтинга.</p></epigraph><p>По своей природе макси-фанфики, а в особенности длинные, являются непростым тестом для авторов. Они требуют внимания к себе, проработки деталей и согласования куда более масштабного, чем короткие формы текстов. Макси, который вы имеете намерение закончить — это серьёзное обязательство. Не только и не столько перед читателями — в первую очередь перед самими собой. И самое сложное в работе над ними — не выгореть после нескольких глав; когда спадут розовые очки начального восторга, не капитулировать при виде огромной работы, что ещё предстоит.</p><p>В этой статье я хочу поделиться мыслями касательно одного из способов, как оптимизировать эту самую работу.</p><p>Трудясь большую часть времени над по-настоящему длинными историями (AU «Два мира», насчитывающее семь работ, в общей сложности превосходящих две с половиной тысячи страниц; AU в рамках мира ГП по магической Европе, три опубликованные на сегодняшний день части которого дают в сумме порядка семисот страниц; AU «Трилистник», над которым работа ведётся на данный момент), я не могла не начать в определённый момент сравнивать их с TV-сериалами. Размеры, продолжительность работы над текстом — самые очевидные схожести. Как сценаристы сериалов умудряются писать по несколько сезонов — то есть, несколько лет — одной истории, находя всё новые и новые подсюжеты и повороты главной ветки? Задумавшись об этом, я провела небольшое исследование и вот к чему пришла в результате.</p><p>Сразу оговорюсь: здесь нет советов, как найти идею — заметка скорее о том, как её оптимизировать и развить.</p><p>Итак, находясь перед чистым листом Word для новой главы, уделите немного времени и найдите клочок бумаги, чтобы раскрыть — для себя — следующие моменты касательно неё.</p><p>1. Предиспозиция: унаследованные из предыдущих глав конфликты.</p><p>Что случилось в предыдущих главах и напрямую связано с тем, что должно произойти в новой? Опишите буквально в одном абзаце.</p><p>Давайте создадим пример: гипотетический фанфик о Гарри Поттере (примечание: все совпадения с реально существующими работами не умышлены и несут случайный характер), в начале которого Гарри, протагонист, отходит после битвы с Тёмным Лордом. Наступило мирное время, жизнь медленно возвращается на круги своя. Гарри собирается поступить в школу мракоборцев, готовится к свадьбе со своей девушкой Джинни Уизли и в целом счастлив. Но вдруг в жизнь Гарри вторгается влюблённая в него потомственная некромантка, заявляющая, что если парень женится на ней, то она вернёт к жизни его родителей и всех погибших в войне.</p><p>Выделенное курсивом — предиспозиция, события из предыдущих глав, активно влияющие на то, что должно произойти в следующей, которую сейчас предстоит написать. В рамках абзаца сформулированы главные проблемы, которых нужно коснуться в новой главе.</p><p>2. История внутри главы.</p><p>В скриптрайтинге есть тенденция разбивать ветки сюжета по степени важности. Так формируются:</p><p>A-история: та, что является локомотивом основных событий работы. В приведённом выше примере это будет выбор Гарри между счастьем для себя и возвращением всех погибших в войне. В новой главе Гарри отложит свадьбу с Джинни и будет искать больше информации о некромантке, пытаясь понять, правдиво ли её обещание. В ходе новой части Гарри находит документы, которые рассказывают о сообществе некромантов, и отправляется поговорить с ними.</p><p>Как правило, А-история открывает эпизод (в нашем случае, главу) и получает большую часть сцен.</p><p>B-история: основная среди дополнительных, как правило, базирующаяся на развитии персонажей и их эмоциональных переживаниях. В приведённом примере это будет конфронтация Гарри и Джинни, которая не хочет его отпускать даже во имя общего блага. Джинни сначала пытается просто поговорить, но Гарри, собирающийся в поездку (А-история), от неё отмахивается, и в итоге Джинни закатывает ему истерику с биением посуды.</p><p>C-история: дополнительная линия, которая может носить комедийный или драматический характер — не столь важно, она скорее для глубины и освещения происходящего на заднем плане. В рамках примера: из-за отложенной свадьбы родители и братья Джинни должны отвечать на бесконечные вопросы всех беспокоящихся и распускающих сплетни о причинах задержки.</p><p>Количество А-историй зависит от количества POV в главе, но не советую создавать больше одной на POV. Что касается дополнительных — их может быть сколько угодно, но лучше не перебарщивать и сохранить идеи на будущее.</p><p>Как видите, просто расписав главу по темам, которые хотите осветить, и приоритизировав их, вы получаете перед глазами если не полный план, то однозначно чёткое руководство к действию. Глядя на него, продумывать конкретные сцены будет куда как легче.</p><p>3. Итоги главы: бит(ы) персонажа и истории.</p><p>История плоха без развития. Поэтому вам нужно продумать заранее, к каким последствиям приведут события, описанные в главе. И эти последствия — бит(ы) персонажа и бит(ы) истории. Бит в данном контексте — некие ключевые события, изменения.</p><p>По итогу вырисовывающейся главы, битом истории будет новая информация о таинственной некромантке, влияющая на действия протагониста, в то время как битом Гарри как персонажа, принявшего на себя истерику Джинни — понимание, что она не такая идеальная, как он думал раньше. В итоге, биты этой части перейдут в предиспозицию следующей.</p><p>Подобный подход к написанию главы поможет рационализировать процесс. Намного легче писать, когда знаешь наверняка, что конкретно хочешь сказать. Как именно это сделать — совершенно иной вопрос.</p><p>Надеюсь, мои мысли и вылившаяся из них заметка окажутся вам интересными и полезными. Буду рада прочитать ваше мнение в комментариях.</p></section></body><binary id="cover" 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</binary>
</FictionBook>