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<first-name>Ольга</first-name>
<middle-name>Александровна</middle-name>
<last-name>Седакова</last-name>
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<author>
<first-name>Валерий</first-name>
<middle-name>А.</middle-name>
<last-name>Котов</last-name>
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<book-title>«Болящий дух врачует песнопенье»: о конструктивной роли вокализма в стихе</book-title>
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<book-name>Язык: система и подсистемы : К 70-летию М. В. Панова</book-name>
<publisher>Институт русского языка АН СССР</publisher>
<city>М.</city>
<year>1990</year>
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<title>
<p>«Болящий дух врачует песнопенье»: о конструктивной роли вокализма в стихе</p>
</title>
<section>
<p>Звуковому строению стиха традиционное стиховедение никогда не придавало такого значения, как метрике, ритмике, строфике. Исключение — звуковая организация правого края стиха, — краегласие, рифма. Но рифма в изоляции от стихового ряда, которому принадлежит, оказывается совершенно внешним элементом стиховой конструкции — механической скрепой между графически и ритмически разбитыми строками. Такими скрепами можно соединять вполне хаотические звуковые последовательности (что мы и наблюдаем в графоманском «рифмоплетстве»). Но стихи иного рода соблюдают — в этом наше убеждение — и соблюдают, по видимости, бессознательно некоторые законы «звукоряда», законы, нигде эксплицитно не изложенные. В этой неэксплицированности — их основное отличие от элементарных правил распределения силы — слабости (метрики).</p>
<p>Звуковая сторона стиха (для которой не найдено даже точного термина: «оркестровка», «звукопись», «эвфония» — каждое из этих названий по своим причинам неудовлетворительно) обращала на себя исследовательское внимание в случаях яркой изобразительности (типа: «Как бы резвяся и играя / Грохочет в небе голубом») или выразительности («звуковой жест», по Ю. Н. Тынянову, типа: «И в суму его пустую / Суют грамоту другую» — артикуляция «у» передает «говорение по секрету»), вообще выдвинутости звучания, «благозвучного» (типа бальмонтовского) или, наоборот, «режущего ухо» футуристическое<a l:href="#n1" type="note">[1]</a>. Новое внимание к общему звуковому строю стихотворной речи связано с идеей звуковой квазисемантики работы В. К. Журавлева и с соссюровской идеей анаграммы относящейся более к буквенному, чем к звуковому строю.</p>
<p id="p1881">Во всех, кроме последнего, случаях речь идет в сущности, не о конструктивном, а о декоративном значении звука: могут быть стихи со «звукописью», а могут — без. Функция звукового строя в стихе тем самым уподобляется функции фигур, тропов, то есть необязательных, факультативных элементов, а не грамматике, без которой не может быть построен самый аскетичный стиховой текст. Даже Ю. Н. Тынянов в «Проблеме стихотворного языка» противопоставляет ритм — конструктивный фактор, направленный «вправо» «прогрессивное действие», звуковому повтору этим и исчерпываются звуковые явления в «Проблеме», действующему регрессивно.</p>
<p>Наша идея состоит в подходе к <emphasis>звуку</emphasis> в стихе как к носителю определенной высоты — и к звуковому <emphasis>строю</emphasis> (не «повторам», а всем видам дистрибуции звуков) как определенной <emphasis>организации</emphasis> высот, «мелодии». Таким образом, стих — в преобразованном виде — содержит в себе <emphasis>обе</emphasis> основные характеристики музыки: ритм и высотную организацию. Вторая характеристика, на наш взгляд, так же конструктивна в стихотворном языке, как ритм в описании Ю. Н. Тынянова: т. е. формо‑ и смыслообразующий фактор, действующий сплошь, как грамматика, а не как тропы и фигуры.</p>
<p>Как стихотворный ритм иноприроден физическому, акустическому ритму музыки («доли» стиха — не хронометрические единицы), так и высотная организация стиха не может быть приравнена к абсолютной высотной шкале и тем более — измерена интервалами. Это как бы «идеи» относительной друг к другу высоты звуков.</p>
<p>Носителями высоты в первую очередь, естественно, являются гласные; еще у́же — ударные гласные<a l:href="#n2" type="note">[2]</a>. Расположив русские гласные по высотной шкале, от «и» до «у», мы изображаем движение вокализма стиха. Стихотворный текст в отличие от опытов Андрея Белого, искавшего тот же путь анализа рассматривается дискретно. Непрерывная линия высотности целого стихотворения менее информативна, чем сопоставимые между собой отрезки строк-стихов.</p>
<p>О <emphasis>красоте</emphasis> высотного построения можно судить лишь в сопоставлении со словесным рядом. Вот пример такой красоты: 1. Свирель запела на мосту. 2. И яблони в цвету. 3. И ангел поднял в высоту 4. Звезду зеленую одну 5. И стало дивно на мосту 6. Смотреть в такую глубину 7. В такую высоту. А. Блок, «Арфы и скрипки».</p>
<p><image l:href="#img_0.png"/></p>
<p>Первые четыре строки опевают нисходящее движение: нисходя каждый раз со все более низкого звука (и — я — а — у) и все более решительно. Чудесно колебание, всплеск вверх с самого низа в 4‑й строке. Нисходящее движение, казалось бы, противоречит «содержательной» теме «поднятия в высоту», но это противоречие мнимое: высота дана в глубине, в отражении, наблюдаемом с моста.</p>
<p>Другой пример довольно простой красоты вокального построения: 1. Облаком волнистым 2. Пыль встает вдали 3. Конный или пеший 4. Не видать в пыли 5. Вижу кто-то скачет 6. На лихом коне 7. Друг мой друг далекий 8. Вспомни обо мне.</p>
<p><image l:href="#img_1.png"/></p>
<p>Все строки кроме <emphasis>пятой</emphasis> (вообще нужно заметить, что в восьмистишии пятая строка, место золотого сечения, часто выделена — см. ниже, Баратынский) — построены как восходящие. Три равных «интервала» («о»—«е», строки 3, 6, 8) воспринимаются по-разному в сопоставлении с предшествующим движением (так, восьмая, подхватывая движение седьмой, «уходит в высоту»).</p>
<p id="p191">Ранний Бродский тяготеет к «маятнику», чередованию восходящих и нисходящих строк: 1. Ни страны ни погоста 2. Не хочу выбирать 3. На Васильевский остров 4. Я приду умирать 6. Твой фасад темно-синий 6. Я впотьмах не найду 7. Между выцветших линий 8. На асфальт упаду…</p>
<p><image l:href="#img_2.png"/></p>
<p>Хлебниковское «Весны пословицы и скороговорки» организовано исключением низов («у», «ю») и приподнятостью всей линии стиха: 1. Весны пословицы и скороговорки 2. По книгам зимним проползли 3. Глазами синими увидел зоркий 4. Записки стыдесной земли 5. Сквозь полет золотистого мячика 6. Прямо в сеть тополевых тенет 7. В эти дни золотая мать-мачеха 8. Золотой черепашкой ползет.</p>
<p><image l:href="#img_3.png"/></p>
<p id="p192">Все приведенные выше примеры относятся — условно — к «музыкальному» типу организации вокализма стиха. Но есть другой тип, «иконический»: линия гласных дает наглядную картину «содержания» стихов. Образцы такого рода кажутся неправдоподобными, пока не увидишь их собственными глазами. Вот пример такого рода: 1. О вещая душа моя 2. О сердце полное тревоги 3. О как ты бьешься на пороге 4. Как бы двойного бытия 5. Так ты жилица двух миров 6. Твой день болезненный и страстный 7. Твой сон пророчески неясный 8. Как откровение духов 9. Пускай страдальческую грудь 10. Волнуют страсти роковые 11. Душа готова как Мария 12. К ногам Христа навек прильнуть.</p>
<p><image l:href="#img_4.png"/></p>
<p>Первая строфа располагается в ограниченном диапазоне, не касаясь верха и низа: проэмий. 5‑я строка впервые берет эти две предельных высоты («два мира»), 6‑я и 7‑я («день» и «сон») зеркальны. Высшая точка достигается в имени «Мария», за чем следует ниспадение к нижнему гласному — последнему гласному стиха. Так «готово» разрешиться противостояние «двух миров».</p>
<p>Поразительна вокальная картина стихов Баратынского, комментарий к которой оставляем читателю: 1. Болящий дух врачует песнопенье 2. Гармонии таинственная власть 3. Тяжелое искупит заблужденье 4. И укротит бунтующую страсть. 5. Душа певца согласно излитая 6. Разрешена от всех своих скорбей 7. И чистоту поэзия сватая 8. И мир отдаст причастнице своей.</p>
<p><image l:href="#img_5.png"/></p>
<p id="p193">Из довольно многочисленных графиков, которые мы сделали для русской лирики XIX—XX веков, можно заметить существование индивидуальных манер в «мелодике» — более явных, чем это дает картина ритма. Можно заметить некоторую типологию мелодических принципов разных авторов (так, стихи торжественно-взволнованного, «экзистенциального» характера, как приведенное тютчевское, как «Пророк» Пушкина и под., работают с полным диапазоном, резко пульсируя между «и» и «у»). Можно предположить и определенную семантику отдельных «интервалов», независимую от контекста: так, движение «и»—«е» связано с самой облегченной, катартической эмоцией.</p>
<p>Интересно, что обнаруживаются совершенно глухие к «мелодике» стиха поэты — среди них, например, признанный виртуоз версификации В. Я. Брюсов (воспринимавший, видимо, исключительно согласные). В каком-то смысле линия высоты — детектор лжи для поэта.</p>
<p>Последовательность гласных не контролируется сознанием (автора, прежде всего, а за ним — и читателя), как метрика или рифма: это бессознательная работа гармонии. Формообразующее действие высотного ряда происходит на самом глубинном уровне — и потому может сказать больше, чем поверхностные черты стиля. Быть может, этот не поддающийся передаче и обучению, не имитируемый элемент стиха ближе всего располагается к тайне поэтического дара, к дару поэзии врачевать болящий дух.</p>
</section>
</body>
<body name="notes">
<title>
<p>Примечания</p>
</title>
<section id="n1">
<title>
<p>1</p>
</title>
<p>Одно из редких исключений — исследования звукового строя стиха в работах Н. А. Кожевниковой.</p>
</section>
<section id="n2">
<title>
<p>2</p>
</title>
<p>Несомненно, то, что мы учитываем в графиках лишь ударные гласные, — упрощение. Но тем самым мы избегаем проблемы выбора между слуховым и зрительным восприятием стиха, между фонетикой и графикой. В целом мы исходим из того, что звук в стихе воспринимается фонематично, и орфографическая запись ближе выражает его, чем фонетическая транскрипция. Реальное звуковое значение фонем (существенное для определенных поэтических манер — ср. записи И. Сельвинского и др.) и реальное интонирование нас в данном случае не интересуют. Парадоксальность разговора о «высоте» идеализированного звука нам понятна. Вообще многие вопросы записи остаются спорными (что делать, например, с ѣ или с произношением Е/Ё в XVIII — начале XIX века?). Йотирование [јо], [ја], [ју]мы передаем для простоты буквами Е, Я, Ю. Выделение же их необходимо, поскольку йотация имеет большое значение для восприятия высоты звука. Нерешенной остается проблема выделения в отдельный ряд буквы «Э». Кроме гласных высота, конечно, связана и с согласными. Наша попытка «рисовать» высоты стиха — первая, упрощенная и требующая дальнейших уточнений. За что мы и приносим свои извинения.</p>
</section>
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</binary></FictionBook>