<?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"><description><title-info><genre>sci_history</genre><genre>sci_linguistic</genre><genre>sci_botany</genre><author><first-name/><last-name>l_eonid</last-name></author><book-title>Эта местность ... из-за сухости не производит риса...</book-title><annotation><p>Некоторые высказывания античных авторов в переводах выглядят настолько бессмысленными, что заставляют сомневаться в адекватности этих древних авторов. Как, например, высказывание из русского перевода “Географии” Страбона 1964 года — “Эта местность ... из-за сухости не производит риса”.</p><p>Казалось бы ничего особенного. Вот только “эта местность” расположена вблизи северной границы великой африканской пустыни Сахара и действительно суха. Упоминание о её непригодности для весьма влаголюбивого риса не несёт никакой полезной информации и потому бессмысленно, а необходимость не ясна.</p><p>Желание разобраться в вопросе принесло неожиданные и интересные результаты. Не всё, что названо &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1; или oryza в античных текстах, было настоящим рисом.</p></annotation><date/><coverpage><image l:href="#cover"/></coverpage><lang>ru</lang></title-info><document-info><author><first-name/><last-name>l_eonid</last-name></author><program-used>FictionBook Editor Release 2.6.6, fb2cut 2.5.4, fb2cut 2.6.2</program-used><date value="2024-04-10">1 April 2024</date><id>8AE33F02-A3CF-42A1-BEEA-656D39208C3C</id><version>1.0</version><history><p>1.0 — создание файла</p></history></document-info><publish-info><year>2024</year></publish-info></description><body><section><title><p>Введение</p></title><p>С указанием в аннотациях некоторых книг — “Для специалистов и широкого круга читателей” — можно поспорить. Например, тиражи переводов античной классики даже в советское время были на пару порядков меньше тиражей научно-образовательной или художественной литературы. При тираже три-пять тысяч экземпляров, книга была даже не в каждой общественной библиотеке. Какой уж там “широкий круг читателей”.</p><p>Такая литература, как правило, нужна не сама по себе, а как источник сведений о далёком прошлом. Потому как ответы на вопросы лучше всего получать из первоисточника.</p><p>Однако в полной мере воспользоваться древнегреческим первоисточником на языке оригинала мог бы, наверное, только образованный древний грек, живущий в Древней Греции и знакомый со всеми реалиями того времени. Сейчас даже специалистам потребуются костыли в виде комментариев и переводов. Вот тут-то в полный рост и встаёт тема точности этих переводов. Тема не новая и её обсуждение можно встретить в предисловиях старинных книг:</p><cite><p>Ибо искусившїеся въ переводахъ знаютъ, какого то труда стоитъ перевести хорошо какую-либо книгу. Особливо какъ каждой языкъ им&#x463;етъ собственныя и свойственный выражения и фрасы, напр. Греческой свои грецисмы, то оныя ум&#x463;я переводить должно; также пословицы и поговорки, коимъ надобно прїискивать и на другомъ язык&#x463; равносильныя и то же значащїя: и наконецъ многїя употребительныя и свойственныя каждому языку частицы, которыя въ комедїяхъ и трагедїяхъ попадаются особливо, и которыхъ не знавъ хорошо онаго, разум&#x463;ть и перевести трудно. Сверхъ сего для перевода н&#x463;которыхъ книгъ требуется необходимо знать древности какого-либо народа, и д&#x463;лать на иныя слова изъясненїя. Въ противномъ случа&#x463; переводъ будетъ теменъ и непонятенъ столько, что читатель отъ скуки принужденъ бываетъ оставлять книгу (Предисловіе къ читателю отъ трудившагося въ перевод&#x463;. Диодора Сикилїйскаго Историческая библїотека, 1775).</p></cite><p>Возникающие проблемы с пониманием могут быть самыми разными. В том числе, не связанными с конкретным переводом напрямую. К примеру, у англоязычных переводчиков древнегреческих текстов, для перевода названия полбы-двузернянки или эммера (&#x3B6;&#x3B5;&#x3B9;&#x1F71;), почему-то очень популярна малопонятная пара слов — <emphasis>rice-wheat</emphasis> (рисо-пшеница?) — название, которое не удалось отыскать ни в англо-русском, ни в русско-английском биологических словарях.</p><p>В итоге, русский перевод “Пира мудрецов” Афинея, выпущенный издательством “Наука” в 2004-2010 годах, обогатился новыми практическими смыслами. То, что данный перевод с “древнегреческого” сделан исключительно с английского перевода Гулика (Athenaeus, 1927-1941) — для подобного профессионального перевода на русский язык — дело, можно сказать, традиционное<a l:href="#n_1" type="note">[1]</a>. Плохо то, что самые разные названия, имеющие точные соответствия в русском языке, небрежно калькированы с английского. Если в случае <emphasis>rice-wheat</emphasis> ещё можно понять, что речь идёт о какой-то пшенице, то превращение в русском переводе всех упоминаний &#x3B6;&#x3B5;&#x3B9;&#x1F71; и продуктов из полбы в рис — сильно удивляет. Невозможно представить “рисовую муку грубого помола”<a l:href="#n_2" type="note">[2]</a> (Афиней 14.57) или “кисловатый рисовый хлеб египтян”<a l:href="#n_3" type="note">[3]</a> (Афиней 10.13). Выбор названия для полбяных хлебов (&#x3C4;&#x1FF6;&#x3BD; &#x3B6;&#x3B5;&#x3B9;&#x1FF6;&#x3BD; &#x1F04;&#x3C1;&#x3C4;&#x3BF;&#x3BD;) — “рисовые лепёшки” (Афиней 3.83) тоже нельзя назвать удачным решением. Научное издание для специалистов и широкого круга читателей — оно такое научное.</p><p>Представителей широкого круга читателей, желающих детально познакомиться с какой-либо темой не в оригинале, ждут самые неожиданные открытия. Некоторые высказывания античных авторов в переводах выглядят настолько бессмысленными, что заставляют сомневаться в адекватности этих древних авторов. Скучать не придётся.</p></section><section><title><p>Рис на краю пустыни</p></title><p>По важности предоставляемой информации о киренском сильфии — вымершем к середине первого века растении, источнике популярнейших в античном мире специй и лекарственных средств — “География” Страбона занимает почётное второе место. Сразу за сочинением “Исследование о растениях” Теофраста. Стоит ли говорить, насколько важна в этом случае точность перевода.</p><p>По словам автора одного из последних переводов Страбона — перевод “Географии” всегда был трудным делом. Существует проблема перевода многочисленных редких или уникальных слов, разных по стилю обширных пересказов малоизвестных авторов, двусмысленностей и огромного объема работы. Текст может быть одновременно удручающе туманным и раздражающе многословным. Переводчики склонны к значительным добавлениям в попытке сделать текст более понятным, заменяя двусмысленности многословием. Даже самые последние переводы всего произведения или его части (на немецкий, французский или итальянский) скорее пересказы, чем точное воспроизведение (Roller, 2014).</p><p>Результатом настолько трудного дела стало появление в переводах тех или иных очевидных ошибок. Такие ошибки выявляются по несоответствию контексту, противоречию с известными фактами и просто по некоторой бессмысленности. Одно из таких бессмысленных высказываний обнаружилось в следующем фрагменте, непосредственно связанном с сильфием:</p><cite><p>Если идти от впадины Большого Сирта, почти около Автомал, по направлению приблизительно к зимнему восходу солнца, то достигнешь Авгил за 4 дня. Эта местность похожа на Аммон: тут заросли пальм и обилие воды; простирается она над Киренаикой по направлению к югу и на расстоянии до 100 стадий богата деревьями, до 100 других стадий имеет только посевы, <strong>хотя из-за сухости не</strong><sup>44</sup><strong> производит риса</strong>. Над этой страной находится область, производящая сильфий; затем идут ненаселенная область и земля гарамантов. Область, производящая сильфий, узкая, длинная и довольно сухая; в длину она простирается, если идти на восток, на расстояние около 1000 стадий, а в ширину — на 300 стадий или немногим более, по крайней мере известная её часть (Страбон XVII.3.23).</p></cite><p>Основной интерес представляли указания на границы, позволяющие привязать область распространения сильфия в Киренаике к современной карте. Хотя высказывание — “эта местность ... из-за сухости не производит риса” не могло остаться без внимания. В данном случае “эта местность” расположена на краю Сахары и действительно суха. Поэтому упоминание о её непригодности для весьма влаголюбивого риса не несёт никакой полезной информации и потому бессмысленно, а необходимость не ясна.</p><p>Примечание к разделу, за номером 44, ясности не добавляет:</p><cite><p><sup>44</sup> «Не» (uk) вставлено Корэ.</p></cite><p>Запросы в разных поисковых системах не принесли сведений о том, кем был этот самый “Корэ”, чем знаменит и зачем вставил (uk), а не (ouk) или (ou). Всё же “не” по-древнегречески — &#x3BF;&#x1F50;&#x3BA; или же &#x3BF;&#x1F50;, если после него стоит согласная буква.</p><p>По мере постижения своеобразия древнегреческо-русской переводной литературы<a l:href="#n_4" type="note">[4]</a>, поисковым сложностям нашлось объяснение.</p><p>Корэ оказался Адамантиосом Кораисом (1748-1833) — этническим греком, уроженцем Смирны — доктором медицины и членом Парижского общества наблюдателей человека. Все проблемы с поиском информации о нём были связаны с тем, что его нефранцузская фамилия, при отсутствии латинского написания Coray, требовала другой русской транскрипции — Корай. Так как это сделал Александр Не&#x301;гри<a l:href="#n_5" type="note">[5]</a>, переводя с французского на русский язык записку “О нын&#x463;шнемъ просв&#x463;щеніи Греціи” (Корай, 1815).</p><p>Само же критическое прочтение древнегреческого текста Кораисом по-прежнему вызывало вопросы.</p><p>Не имело никакого смысла писать о том, что рис не выращивается в присахарской полупустыне, если в первом веке он не выращивался в наиболее подходящих для него областях Средиземноморья. Даже в соседнем с Киренаикой Египте, где в наши дни риса ежегодно собирается от 5 до 7 млн. тонн (FAO, 2024), сам рис, как сельскохозяйственная культура, появится только после завоевания Египта арабами в VII веке. Первые посевы риса в самой Италии, в долине реки По, вообще относятся к пятнадцатому столетию (Зайцев, 1980).</p><p>Да и сам Страбон называет, помимо Индии, совершенно другие области современного ему рисоводства — Бактрию, Сузиану, Вавилон и Нижнюю Сирию (Страбон XV.I.18).</p><p>Заявление о том, что, говоря о Нижней Сирии, Страбон пишет о выращивании риса в Палестине, на болотах Хулы в долине реки Иордан (Sallares, 1993) — не нашло подтверждения. Оно, вероятно, связано с неверным предположением о положении Нижней Сирии, поскольку у других древнегреческих авторов &#x3BA;&#x1F71;&#x3C4;&#x3C9; (внизу) рассматривается как южная часть. Например, у Геродота — это страны к югу от Ионии (лежащие ниже) или римская провинция из южной половины Галлии — Нижняя Галлия у Плутарха. Кстати, в настоящее время рис в долине Хула, как и во всём Израиле, тоже не выращивается (FAO, 2024).</p><p>Какую часть Сирии считать Нижней — северную или южную, можно узнать у самого Страбона:</p><cite><p>я добавил длину Евфрата... до Фапсака, где река отделяет Нижнюю Сирию от Месопотамии (Страбон XVI.1.13).</p></cite><p>Областью рисоводства в нижней, то есть в северной Сирии (рис. 1), так же как и в Вавилонии, была долина Евфрата.</p><image l:href="#1"/><p><strong>Рис. 1. </strong>Буквами <emphasis>А, В, С</emphasis> обозначены три предполагаемых места<a l:href="#n_6" type="note">[6]</a> расположения Фапсака или Тапсака (&#x398;&#x1F71;&#x3C8;&#x3B1;&#x3BA;&#x3BF;&#x3C2;). Самое северное нанесено согласно Библии (основа карты — фрагмент иллюстрации к статье Рим из энциклопедии Брокгауза и Ефрона).</p><empty-line/><p>В зависимости от пожеланий современных авторов, высказывание Страбона может использоваться как для подтверждения версии о выращивании риса в Сахаре, так и наоборот.</p><p>Страбон был бы весьма удивлён, если бы узнал, что по его словам рис в Сахаре выращивали гараманты, и он видел это своими глазами:</p><cite><p>Страбон записал, что гараманты в Сахаре уже выращивали рис. Несомненно, это был, как мы показали в другом месте, вид <emphasis>Oryza</emphasis>, отличный от обычного риса и произрастающий на берегах Нигера (Chevalier, 1939).</p></cite><cite><p>Страбон во время своего путешествия по Египту записал, что видел выращивание риса в пустынном оазисе, населенном народом по имени гараманты (Ferrero et Vidotto, 2010).</p></cite><p>По мнению других авторов, текст Страбона в этом месте искажён и рис в тексте следует заменить на что-нибудь более подходящее для условий сухости. Например, на полбу:</p><cite><p>Поскольку &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1; означает рис, то слово, очевидно, является результатом искажения текста и должно быть изменено, как предложил Боначелли, на &#x1F44;&#x3BB;&#x3C5;&#x3C1;&#x3B1;, означающее пшеницу-двузернянку (<emphasis>Triticum dicoccum</emphasis>) (Applebaum, 1979).</p></cite><p>Среди основных сельскохозяйственных культур рис обладает наименьшей устойчивостью к засухе. Так ведь и пшеница не самая засухоустойчивая культура. Об этом информирует Сельскохозяйственный энциклопедический словарь:</p><cite><p>К засухоустойчивым с.-х. культурам относят сорго, среднеустойчивы пшеница, ячмень, кукуруза, просо, слабоустойчивы овёс, рис.<a l:href="#n_7" type="note">[7]</a></p></cite><p>Лидером же по засухоустойчивости является сорго (<emphasis>Sorghum bicolor</emphasis>) — не только очень засухоустойчивая, но и солестойкая культура, хорошо переносящая как почвенную, так и воздушную засуху. Несмотря на высокую засухоустойчивость, сорго исключительно отзывчиво на орошение (Гашкова, 2003).</p><p>В Древнем Египте сорго, известное в современном Египте под названием дурра, попало на росписи гробниц как Верхнего, так и Нижнего Египта (Wilkinson, 1878), за тысячу с лишним лет до того, когда Страбон задумал написать свою книгу (рис. 2).</p><image l:href="#2"/><p><strong>Рис. 2. </strong>Слева — уборка урожая сорго (дурры) в Древнем Египте, Дейр-эль-Медина, гробница Сеннеджема (XIII–XI в. до н.э.); справа — метёлки сорго (<emphasis>Sorghum bicolor</emphasis>)<a l:href="#n_8" type="note">[8]</a>.</p><empty-line/><p>По мнению Хелен Каделл, олиру (<emphasis>&#x1F44;&#x3BB;&#x3C5;&#x3C1;&#x3B1;</emphasis>) в Египте эллинистического периода отождествляли с сорго. Для обоснования этого утверждения, название полбы — <emphasis>bote</emphasis>, из коптского перевода Септуагинты<a l:href="#n_9" type="note">[9]</a>, необъяснимым образом корреспондирует с арабским названием сорго — <emphasis>аль-дура</emphasis> (Cadell, 1970).</p><p>Правда, по словам Саллареса, предположение Каделл о том, что <emphasis>&#x1F44;&#x3BB;&#x3C5;&#x3C1;&#x3B1;</emphasis> была сорго, опровергается тем фактом, что олира стоит в одном ряду с пшеницей, как культура осеннего посева, доказывая, что это было растение длинного дня, как пшеница и другие злаки умеренного климата, а не растение короткого дня, как сорго (Sallares, 1993).</p><subtitle>* * *</subtitle><p>В общем, следовало познакомиться с историей риса в Средиземноморье по прочим античным источникам. Мало ли что могли выращивать под названием рис (&#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1;) земледельцы давным-давно прошедшего времени.</p></section><section><title><p>Античная правда о рисе</p></title><p>Выращивание настоящего риса в настолько неподходящем месте, как полупустыня, полностью исключается. Так же, как исключается выращивание родственного ему африканского риса, предложенного Шевалье (Chevalier, 1932). Однако античные эллины могли называть оризой (&#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1;) не рис, а какое-нибудь другое растение. Вот такое-то как раз вполне возможно. К примеру, под названием лотос (&#x3BB;&#x3C9;&#x3C4;&#x1F79;&#x3C2;) у древних греков числился не только кустарник с мелкими сладкими ягодами, получившими известность благодаря Одиссее Гомера как “плоды забвения”, но и пажитник — ароматическая травка, похожая на клевер, а также нильская кувшинка или же дерево с очень твёрдой древесиной — каркас южный.</p><p>Рис посевной (<emphasis>Oryza sativa</emphasis>) вне всякого сомнения был известен в античном Средиземноморье. Это подтверждается палеоботаническими находками. Самое раннее свидетельство о появлении риса в Греции датируется двенадцатым веком до нашей эры. Немецкие археологи обнаружили одинокое рисовое зернышко в микенском Тиринфе, на уровне, относящемся к этому времени. Значительное количество рисинок было найдено в Германии — в лагере римской армии первого века уже нашей эры. Помимо риса там отмечены оливки и инжир, не растущие в тех местах (Sallares, 1993).</p><p>Однако о названиях можно судить только по сохранившимся древним текстам. Причём тексты, в которых рис однозначно не связан с Индией, можно пересчитать буквально по пальцам одной руки.</p><p>После непродолжительных поисков выяснилось, что — да. Могли и называли. Самым большим сюрпризом оказалось то, что самое первое употребление слова &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3B1; в V веке до н.э., из дошедших до нас отрывочных сведений, к рису не имеет ни малейшего отношения. Фрагмент с упоминанием сохранился в “Пире софистов” Афинея:</p><cite><p>ОРИНДА же — хлеб упомянутый Софоклом в Триптолеме и делающийся из оризы, семян растущих в Эфиопии, подобных кунжуту.</p><p>&#x39F;&#x3A1;&#x399;&#x39D;&#x394;&#x39F;&#x3A5; &#x3B4;&#x1FBD; &#x1F04;&#x3C1;&#x3C4;&#x3BF;&#x3C5; &#x3BC;&#x1F73;&#x3BC;&#x3BD;&#x3B7;&#x3C4;&#x3B1;&#x3B9; &#x3A3;&#x3BF;&#x3C6;&#x3BF;&#x3BA;&#x3BB;&#x1FC6;&#x3C2; &#x1F10;&#x3BD; &#x3A4;&#x3C1;&#x3B9;&#x3C0;&#x3C4;&#x3BF;&#x3BB;&#x1F73;&#x3BC;&#x1FF3; &#x1F24;&#x3C4;&#x3BF;&#x3B9; &#x3C4;&#x3BF;&#x1FE6; &#x1F10;&#x3BE; &#x1F40;&#x3C1;&#x1F7B;&#x3B6;&#x3B7;&#x3C2; &#x3B3;&#x3B9;&#x3BD;&#x3BF;&#x3BC;&#x1F73;&#x3BD;&#x3BF;&#x3C5; &#x1F22; &#x1F00;&#x3C0;&#x1F78; &#x3C4;&#x3BF;&#x1FE6; &#x1F10;&#x3BD; &#x391;&#x1F30;&#x3B8;&#x3B9;&#x3BF;&#x3C0;&#x1F77;&#x1FB3; &#x3B3;&#x3B9;&#x3B3;&#x3BD;&#x3BF;&#x3BC;&#x1F73;&#x3BD;&#x3BF;&#x3C5; &#x3C3;&#x3C0;&#x1F73;&#x3C1;&#x3BC;&#x3B1;&#x3C4;&#x3BF;&#x3C2;, &#x1F45; &#x1F10;&#x3C3;&#x3C4;&#x3B9;&#x3BD; &#x1F45;&#x3BC;&#x3BF;&#x3B9;&#x3BF;&#x3BD; &#x3C3;&#x3B7;&#x3C3;&#x1F71;&#x3BC;&#x1FF3; (Athenaeus 3.75).</p></cite><p>Начиная с первого перевода Натале Конти на латынь в 1556 году, ориза здесь переводится исключительно как рис. Сложилось впечатление, что все переводчики и антиковеды с XVI по XXI век включительно<a l:href="#n_10" type="note">[10]</a> не имели и не имеют представления о том, что зёрна риса на семена кунжута совершенно не похожи. Чтобы выяснить о каком растении идёт речь, потребовалось всего лишь открыть популярную сетевую энциклопедию и несколько раз пройти по ссылкам.</p><p>Эфиопия — родина теффа или тефа (<emphasis>Eragrostis tef</emphasis>)<a l:href="#n_11" type="note">[11]</a> — культурного злака из рода полевичка. Теф в Эфиопии и сегодня основная зерновая культура, занимающая около 30 % от всей пашни. Его соцветие — длинная рыхлая, поникающая, сильноозернённая метёлка. Плод — мелкая, плёнчатая, белая (белый теф) или красновато-коричневая (красный теф) зерновка, и вправду напоминающая семечко кунжута (рис. 3).</p><image l:href="#3"/><p><strong>Рис. 3. </strong>Метёлки белого тэфа и зерно красного<a l:href="#n_12" type="note">[12]</a>.</p><empty-line/><p>Традиционный хлеб, по-амхарски — ынджера, из муки тефа в Эфиопии пекут и поныне. Очень тонкие круглые лепёшки большого размера (до метра диаметром) из закисшего без дрожжей жидкого теста<a l:href="#n_13" type="note">[13]</a>.</p><p>Похоже, что некоторые сомнения в отношении названия имелись у Поллукса, так как в его “Ономастиконе” зерно тефа названо не оризой, а семенем оринды (&#x1F40;&#x3C1;&#x1F77;&#x3BD;&#x3B4;&#x3B9;&#x3BF;&#x3BD; &#x3C3;&#x3C0;&#x1F73;&#x3C1;&#x3BC;&#x3B1;), хотя текст почти идентичен тексту у Афинея:</p><cite><p>&#x1F61;&#x3C2; &#x1F40;&#x3C1;&#x1F77;&#x3BD;&#x3B4;&#x3B7;&#x3BD; &#x3C4;&#x3B9;&#x3BD;&#x1F70; &#x1F04;&#x3C1;&#x3C4;&#x3BF;&#x3BD; &#x391;&#x1F30;&#x3B8;&#x1F77;&#x3BF;&#x3C0;&#x3B5;&#x3C2; &#x3C4;&#x1F78;&#x3BD; &#x1F10;&#x3BE; &#x1F40;&#x3C1;&#x3B9;&#x3BD;&#x3B4;&#x1F77;&#x3BF;&#x3C5; &#x3B3;&#x3B9;&#x3BD;&#x1F79;&#x3BC;&#x3B5;&#x3BD;&#x3BF;&#x3BD;, &#x1F45; &#x1F10;&#x3C3;&#x3C4;&#x3B9; &#x3C3;&#x3C0;&#x1F73;&#x3C1;&#x3BC;&#x3B1; &#x1F10;&#x3C0;&#x3B9;&#x3C7;&#x1F7D;&#x3C1;&#x3B9;&#x3BF;&#x3BD;, &#x1F45;&#x3BC;&#x3BF;&#x3B9;&#x3BF;&#x3BD; &#x3C3;&#x3B7;&#x3C3;&#x1F71;&#x3BC;&#x1FF3; (Pollux 6.73).</p></cite><p>В лексиконе Гесихия места для собственной словарной статьи об оризе не нашлось. Упоминается она там вместе со ссылкой редактора всё на тот же многострадальный фрагмент Софокла об оринде:</p><cite><p>&#x1F40; &#x3C1; &#x1F77; &#x3BD; &#x3B4; &#x3B7; &#x3BD; (Soph. fr. 565)&#x387; &#x1F04;&#x3C1;&#x3C4;&#x3BF;&#x3BD;, &#x3C0;&#x3B1;&#x3C1;&#x1F70; &#x391;&#x1F30;&#x3B8;&#x1F77;&#x3BF;&#x3C8;&#x3B9;. &#x3BA;&#x3B1;&#x1F76; &#x3C3;&#x3C0;&#x1F73;&#x3C1;&#x3BC;&#x3B1; &#x3C0;&#x3B1;&#x3C1;&#x3B1;&#x3C0;&#x3BB;&#x1F75;&#x3C3;&#x3B9;&#x3BF;&#x3BD; &#x3C3;&#x3B7;&#x3C3;&#x1F71;&#x3BC;&#x1FF3;, &#x1F45;&#x3C0;&#x3B5;&#x3C1; &#x1F15;&#x3C8;&#x3BF;&#x3BD;&#x3C4;&#x3B5;&#x3C2; &#x3C3;&#x3B9;&#x3C4;&#x3BF;&#x1FE6;&#x3BD;&#x3C4;&#x3B1;&#x3B9;. &#x3C4;&#x3B9;&#x3BD;&#x1F72;&#x3C2; &#x3B4;&#x1F72; &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1;&#x3BD;</p></cite><subtitle>* * *</subtitle><p>Как уже говорилось, о том, что рис в Средиземноморье во времена Страбона не выращивался, известно со слов самого Страбона. Привозной же попадал в метрополию явно в ограниченном количестве и использовался преимущественно в медицинских целях.</p><p>Цены на рис в Риме конца I-го века до нашей эры можно приблизительно оценить по сатирическому стихотворению Горация:</p><poem><stanza><v>Твой желудок совсем опустел, а в жилах и крови</v><v>Скоро не будет. Надобно их подкрепить поскорее.</v><v>На вот каши из рису: поешь?" — А дорого ль стоит?</v><v>— "Малость". — Однако же сколько? — "Восемь лишь ассов". — Беда мне!</v><v>Не умру от болезни — умру разорен и ограблен! (Пер. М. Дмитриева)</v></stanza><stanza><v>Deficient inopem venae te, ni cibus atque</v><v>Ingens accedit stomacho fultura ruenti.</v><v>Tu cessas? Agedum sume hoc tisanarium oryzae.</v><v>Quanti emptae? Parvo. Quanti ergo? Octussibus. Eheu,</v><v>Quid refert, morbo an furtis pereamque rapinis? (Satyrarum II.III.153–157)</v></stanza></poem><p>Нет, врач предлагает больному не рисовую кашу, а птизан из риса — похожий на кисель рисовый отвар — известное с древности средство при острых и хронических расстройствах органов пищеварения (Нуралиев, 1989). По мнению комментатора латинского оригинала, он намеренно употребляет уменьшительное <emphasis>ptisanarium</emphasis> (птизанчик), чтобы не слишком напугать скупого больного. Но скорее всего говорится об очень небольшой порции. При этом, восемь ассов — совсем не пустяк, а сумма, равная половине денария — эквивалент приблизительно трёх с половиной граммов серебра.</p><p>Однако даже в трудах античных медиков информацию о рисе нельзя назвать слишком обильной. Всё, что посчитал нужным сообщить о нём в трактате “О лекарственных веществах” древнегреческий врач I-го века Диоскорид, уложилось в одно короткое предложение:</p><cite><p>Гл. 117. [О рисе.] Рис — вид зерна, растущего в болотистых и влажных местах; довольно питательного и закрепляющего кишечник.</p><p>&#x39A;&#x3B5;&#x3C6;. &#x3C1;&#x3B9;&#x3B6;&#x1FFD;. [&#x3A0;&#x3B5;&#x3C1;&#x1F76; &#x1F48;&#x3C1;&#x1F7B;&#x3B6;&#x3B7;&#x3C2;.] &#x1F4C;&#x3C1;&#x3C5;&#x3B6;&#x3B1; &#x3C4;&#x1FF6;&#x3BD; &#x3C3;&#x3B9;&#x3C4;&#x3B7;&#x3C1;&#x1FF6;&#x3BD; &#x1F10;&#x3C3;&#x3C4;&#x3B9;&#x3BD; &#x3B5;&#x1F36;&#x3B4;&#x3BF;&#x3C2;, &#x3C6;&#x3C5;o&#x3BC;&#x1F73;&#x3BD;&#x3B7; &#x1F10;&#x3BD; &#x1F11;&#x3BB;&#x1F7D;&#x3B4;&#x3B5;&#x3C3;&#x3B9; &#x3C4;&#x1F79;&#x3C0;&#x3BF;&#x3C5;&#x3C2; &#x3BA;&#x3B1;&#x1F76; &#x1F51;&#x3B3;&#x3C1;&#x3BF;&#x1FD6;&#x3C2;. &#x3C4;&#x3C1;&#x1F79;&#x3C6;&#x3B9;&#x3BC;&#x3BF;&#x3C2; &#x3B4;&#x1F72; &#x3BC;&#x3B5;&#x3C4;&#x3C1;&#x1F77;&#x3C9;&#x3C2; &#x3BA;&#x3B1;&#x1F76; &#x3BA;&#x3BF;&#x3B9;&#x3BB;&#x1F77;&#x3B1;&#x3C2; &#x3C3;&#x3C4;&#x3B1;&#x3BB;&#x3C4;&#x3B9;&#x3BA;&#x1F75; (Dioscorides II.117).</p></cite><p>Из работы древнеримского врача II–III веков Галена, сведений можно получить не намного больше:</p><cite><p>Гл. 17. [О рисе.] Все пользуются семенем для укрепления желудка, готовя его сходно с крупой из полбы. Усваивается хуже чем полба и менее питателен, как и, оставляющее желать лучшего, удовольствие от самой трапезы.</p><p>&#x39A;&#x3B5;&#x3C6;. &#x3B9;&#x3B6;&#x1FFD;. [&#x3A0;&#x3B5;&#x3C1;&#x1F76; &#x1F40;&#x3C1;&#x1F7B;&#x3B6;&#x3B7;&#x3C2;.] &#x3A4;&#x1FF7; &#x3C3;&#x3C0;&#x1F73;&#x3C1;&#x3BC;&#x3B1;&#x3C4;&#x3B9; &#x3C0;&#x1F71;&#x3BD;&#x3C4;&#x3B5;&#x3C2; &#x3B5;&#x1F30;&#x3C2; &#x1F10;&#x3C0;&#x1F77;&#x3C3;&#x3C7;&#x3B5;&#x3C3;&#x3B9;&#x3BD; &#x3B3;&#x3B1;&#x3C3;&#x3C4;&#x3C1;&#x1F78;&#x3C2; &#x3C7;&#x3C1;&#x1FF6;&#x3BD;&#x3C4;&#x3B1;&#x3B9;, &#x3C4;&#x1F74;&#x3BD; &#x1F15;&#x3C8;&#x3B7;&#x3C3;&#x3B9;&#x3BD; &#x3B1;&#x1F50;&#x3C4;&#x3BF;&#x1FE6; &#x3C0;&#x3B1;&#x3C1;&#x3B1;&#x3C0;&#x3BB;&#x3B7;&#x3C3;&#x1F77;&#x3B1;&#x3BD; &#x3C0;&#x3BF;&#x3B9;&#x3BF;&#x1FE6;&#x3BD;&#x3C4;&#x3B5;&#x3C2; &#x3C7;&#x1F79;&#x3BD;&#x3B4;&#x3C1;&#x1FF3;. &#x3B4;&#x3B9;&#x3C3;&#x3C0;&#x3B5;&#x3C0;&#x3C4;&#x1F79;&#x3C4;&#x3B5;&#x3C1;&#x3BF;&#x3BD; &#x3B4;&#x1F73; &#x1F10;&#x3C3;&#x3C4;&#x3B9;&#x3BD; &#x3C7;&#x1F79;&#x3BD;&#x3B4;&#x3C1;&#x3BF;&#x3C5;, &#x3BA;&#x3B1;&#x1F76; &#x3C4;&#x3C1;&#x1F73;&#x3C6;&#x3B5;&#x3B9; &#x1F27;&#x3C4;&#x3C4;&#x3BF;&#x3BD;, &#x1F65;&#x3C3;&#x3C0;&#x3B5;&#x3C1; &#x3B3;&#x3B5; &#x3BA;&#x3B1;&#x1F76; &#x3B5;&#x1F30;&#x3C2; &#x1F10;&#x3B4;&#x3C9;&#x3B4;&#x1FC6;&#x3C2; &#x1F21;&#x3B4;&#x3BF;&#x3BD;&#x1F74;&#x3BD; &#x1F00;&#x3C0;&#x3BF;&#x3BB;&#x3B5;&#x3B9;&#x3C0;&#x1F79;&#x3BC;&#x3B5;&#x3BD;&#x3BF;&#x3BD; &#x3B1;&#x1F50;&#x3C4;&#x3BF;&#x1FE6; &#x3C0;&#x1F71;&#x3BC;&#x3C0;&#x3BF;&#x3BB;&#x3C5; (&#x3A0;&#x3B5;&#x3C1;&#x1F76; &#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x1FF6;&#x3BD; &#x3B4;&#x3C5;&#x3BD;&#x1F71;&#x3BC;&#x3B5;&#x3C9;&#x3C2; I.17).</p></cite><p>Способность риса “закреплять” желудок и кишечник объясняет его популярность в лагерях римских легионеров вдали от мест тогдашнего рисоводства. Всё же, после появления на полях сражений больших армий, понос убил больше воинов, чем вражеские мечи.</p><p>А вот упоминание оризы (<emphasis>oryza</emphasis>) современником Страбона, древнеримским медиком и учёным-энциклопедистом Авлом Корнелием Цельсом, практиковавшем до Диоскорида с Галеном — именно тот случай, когда под названием фигурирует не рис, а нечто иное. В качестве лекарственного средства <emphasis>oryza</emphasis> Цельсом вообще не упоминается и перечисляется только среди различных продуктов, рекомендуемых в тех или иных случаях. Особо следует отметить, что импортная и дорогая ориза, как правило, скромно стоит между самыми обычными дешёвыми местными крупами — перловкой из ячменя и крупой из полбы:</p><cite><p>Cumque panificia omnia firmissima sint, elota tamen quaedam genera frumenti, ut alica, oryza, ptisana, vel ex iisdem facta sorbitio, aut pulticula, et aqua quoque madens panis, imbecillissimis adnumerari potest (Celsi II.XVIII).</p><p>И хотя все хлебные изделия очень питательны, однако некоторые виды зерна в промытом виде следует причислить к очень слабым (по питательности), как полба (alica), рис, перловая крупа (ptisana) и приготовленные из них похлебки (sorbitio), каши (pulticula), а также размоченный в воде хлеб (пер. П. П. Петров, 1959).</p></cite><p>Правда, из перевода 1959 года не совсем понятно, почему промытая перловка менее питательна, чем не промытая. Судя по контексту описывается не промытое, а обрушенное зерно. Иначе говоря — цельнозерновые крупы.</p><p>Второе издание латинско-русского словаря, вышедшее в свет заметно позже данного перевода, постаралось закрепить такое определение:</p><p>= <strong>elavo, &#x113;-lavo, l&#x101;v&#x12B;, lautum (l&#x14D;tum), &#x101;re</strong> 1) вымывать, отмывать, купать (elotus in balineis <emphasis>Pl</emphasis>); 2) быть вымытым, выкупаться: e. bonis <emphasis>ирон. Pl</emphasis> лишиться имущества, разориться; e. in mari <emphasis>Pl</emphasis> искупаться в море, <emphasis>т. е.</emphasis> потерпеть кораблекрушение; 3) очищать, рушить, обдирать (elota genera frumenti <emphasis>CC</emphasis>) =</p><p>В любом случае, <emphasis>oryza</emphasis> у Цельса — крупяное изделие, название которого могло отличаться от названия самого зерна. Так же как название полбяной крупы (<emphasis>alica</emphasis>) отличалось от названия полбы (<emphasis>zea</emphasis>). О том, что на самом деле скрывалось за такой оризой чуть ниже расскажут другие авторы.</p><subtitle>* * *</subtitle><p>Сведения об использовании риса в античной средиземноморской кухне практически отсутствуют. В книге о кулинарии, приписываемой римскому гурману Апицию (Apici De Re Coquinaria), и в весьма объёмном “Пире софистов” Афинея такие упоминания весьма малочисленны и крайне сомнительны.</p><p>В издании 1867 года Апициева корпуса на языке оригинала, рис, в основном, присутствует в примечаниях. Единственное упоминание — <emphasis>orizae sucum</emphasis> (рисовый сок, то есть рисовый отвар) — нашлось только в пятьдесят первом рецепте. Ещё в трёх рецептах упоминается какая-то <emphasis>oridia</emphasis> (Apicus 52, 153, 155), которую в сносках настоятельно рекомендуется считать рисом:</p><p><sup>= ad 52. <strong>oridiam</strong> sex codd. (<strong>orizam</strong><emphasis>&#x3C0;</emphasis>.) et oryzam eundem fructum habeo. Hum. ex ed. mediol. <strong>orindiam</strong> (in ed. pr. „oridiam“) fecit <strong>orindam</strong>, in cod. salmas. 153. 155. „orizia“ et „oridia“, ut 392. „oxozomum“ et „exodiomum“, sic „diabernas“ pro „zabernas“ in Edicto Diocl. 11, 2. sic gargaridiare ap. Varr. Nonii in v. zabolus et diabolus, diaeta et zaeta, Diavas et Zabas ap. Vales. ad Ammian. 23, 6, 20, sic <emphasis>&#x3C3;&#x3C7;&#x1F77;&#x3B6;&#x3B1;</emphasis> Vitruvio 2, 1, 4. 7, 10, 3. schidia dicitur. sic <emphasis>&#x3B6;&#x3B1;</emphasis> et <emphasis>&#x3B4;&#x3B9;&#x1F70;</emphasis> Ahrens Dial. Dor. §. 7. 1. Rost Lex. 1 p. 1302. insuper d et z variant. ad Capitol. Anton. Pium 9. sebadia ap. Arnob. 5, 21. Ian. ad Macrob. sat. 1. 18, 11. et zeta a Latinis in delta mutatur: <emphasis>&#x3BB;&#x3B1;&#x3B6;&#x3BF;&#x1F76;</emphasis> ladi, <emphasis>&#x3B2;&#x1F71;&#x3B6;&#x3BF;</emphasis> vado, <emphasis>&#x1F44;&#x3B6;&#x3BF;</emphasis> odo et postea olio. <emphasis>&#x3BF;&#x1F30;&#x3BD;&#x1F77;&#x3B6;&#x3C9;&#x3BD;</emphasis> unedon, secundum Salmas. in Solin. p. 362. b. — pro inferes forte conferes. =</sup></p><p>Во всех эпизодах компонент играет крайне незначительную роль загустителя для подливы, по умолчанию исполняемую крахмалом: <emphasis>... затем добавь разведённый крахмал либо рисовый отвар... = ... ac deinceps amolum infusum adicies vel orizae sucum...</emphasis> (Apicus 51).</p><p>Для сравнения: сильфий под римским названием лазер, тогда уже не только дорогая, но и редкая специя<a l:href="#n_14" type="note">[14]</a>, применяется в шестидесяти из 478-ми рецептов.</p><p>У Афинея дело с упоминаниями риса обстоит ещё хуже, чем у Апиция. Единственное, которое можно принять без сомнений, к Средиземноморью отношения не имеет — об употреблении риса на пирах у индусов. Ссылка на вторую книгу Мегасфена “История Индии” относит источник к IV веку до н.э. (Athenaeus 4.39). Другое упоминание &#x1F10;&#x3BE; &#x1F40;&#x3C1;&#x1F7B;&#x3B6;&#x3B7;&#x3C2;, не имеет отношения уже к рису — эфиопская ориза Софокла из “Триптолема” (Athenaeus 3.75) внезапно оказалась эфиопским тефом (<emphasis>Eragrostis tef</emphasis>).</p><p>Выяснить о чём идёт речь в последнем оставшемся фрагменте проблематично. Хрисипп Тианский в сочинении озаглавленном “Хлебопечение” перечисляет множество разнообразных то ли лепёшек, то ли своеобразных пирогов. Определиться с современным русским названием изделий трудно, поскольку из немногих приводимых рецептов следует, что начинка растирается и вымешивается вместе с тестом.</p><p>Среди таких пирогов с сыром как раз и упоминается &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x1F77;&#x3C4;&#x3B7;&#x3C2; &#x3C0;&#x3BB;&#x3B1;&#x3BA;&#x3BF;&#x1FE6;&#x3C2; — рисовый(?) пирог.</p><cite><p>&#x3B3;&#x1F77;&#x3BD;&#x3B5;&#x3C4;&#x3B1;&#x3B9; &#x3B4;&#x1F73;, &#x3C6;&#x3B7;&#x3C3;&#x1F77;, &#x3BA;&#x3B1;&#x1F76; &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x1F77;&#x3C4;&#x3B7;&#x3C2; &#x3C0;&#x3BB;&#x3B1;&#x3BA;&#x3BF;&#x1FE6;&#x3C2; (Athenaeus 14.57).</p><p>Делается же, говорит он, и пирог из оризы.</p></cite><p>Янг, переводя “Пир софистов” на английский язык (Yonge, 1854), интерпретировал оризу в этом фрагменте как рожь (rye).</p><p>О Хрисиппе Тианском ничего не известно, кроме рассказа у Афинея, на основании чего иногда утверждается, что тот, должно быть, написал утраченный труд о хлебопечении примерно в середине первого века нашей эры. Иногда, однако, высказывается предположение, что Хрисипп мог быть просто изобретением Афинея. Если работа, цитируемая Афинеем, действительно существовала в середине первого века, то в ней было слишком необычное для своего времени количество и плотность латинских слов в названиях. Во времена самого Афинея латинские слова в греческом языке уже были более распространены и такая демонстрация латинской эрудиции имела бы больше смысла — хотя даже для этого времени плотность латыни необычна. Большинство из этих слов редко или вообще никогда не встречаются в других источниках на греческом языке, а многие необычны даже в латыни (Dickey, 2023).</p><p>А сомневаться в правильном определении оризы как риса — приходится. Ведь в перечисление пирогов-лепёшек с сыром пробрался некий субитулл из алики:</p><cite><p>&#x3B3;&#x1F77;&#x3BD;&#x3B5;&#x3C4;&#x3B1;&#x3B9; &#x3B4;&#x1F72; &#x3BA;&#x3B1;&#x1F76; &#x1F10;&#x3BE; &#x1F04;&#x3BB;&#x3B9;&#x3BA;&#x3BF;&#x3C2; &#x3C3;&#x3BF;&#x3C5;&#x3B2;&#x1F77;&#x3C4;&#x3C5;&#x3BB;&#x3BB;&#x3BF;&#x3C2; (Athenaeus 14.57).</p><p>Субитулл также делается из алики.</p></cite><p>Тут следует говорить уже не о заимствовании латыни, а о полной замене греческого названия латинским. Алика (<emphasis>alica</emphasis>) — латинское название полбяной крупы. Диоскорид (<emphasis>&#x394;&#x3B9;&#x3BF;&#x3C3;&#x3BA;&#x3BF;&#x3C1;&#x3B9;&#x3B4;&#x3BF;&#x3C5; &#x392;.&#x3C1;&#x3B9;&#x3B7;&#x1FFD;</emphasis>) или Гален (<emphasis>&#x393;&#x3B1;&#x3BB;&#x3B7;&#x3BD;&#x3BF;&#x3C5; &#x391;.&#x3B9;&#x3B3;&#x1FFD;</emphasis>) называют такую крупу &#x3C7;&#x1F79;&#x3BD;&#x3B4;&#x3C1;&#x3BF;&#x3C2;. Позднее, точно такую же замену &#x1F71;&#x3BB;&#x3B9;&#x3BA;&#x3BF;&#x3C2; &#x3BA;&#x3B1;&#x3B8;[&#x3B1;&#x3C1;&#x3BF;&#x1FD6;] (очищенная алика), можно отыскать в греческой версии эдикта Диоклетиана о ценах (Lauffer, 2013).</p><p>Так что данная &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1; могла быть как настоящим импортным рисом, так и местной <emphasis>oryza</emphasis>. Второе кажется более предпочтительным. Если верить Галену, рис в это время был не слишком популярен в качестве продукта питания именно по кулинарным соображениям.</p><p>Античным грекам задолго до Галена, рис, похоже, тоже был не слишком по вкусу. Иначе не появилось бы упоминание Диодора Сицилийского о том, что Эвмен<a l:href="#n_15" type="note">[15]</a> в 317 году до н.э., испытывая в Сузиане нехватку пшеницы во время войны с Антигоном, был вынужден кормить свои войска рисом:</p><cite><p>Евменъ чрезъ Тигръ переправяся, и пришедъ въ Сусїану разд&#x463;лилъ войско на три части, по недостатку съ&#x463;стных припасовъ. И такимъ образомъ идучи тою страною чувствовалъ въ пшениц&#x463; великую б&#x463;дность. Чего ради раздавалъ войску срацынское пшено, сесамъ и финики, чего въ той стран&#x463; весьма было много (Диодоръ Сикилїйскїй 19.6, пер. Алексеева, 1775).</p></cite><p>Ещё одно кулинарное упоминание связано с самым скандальным римским императором — Антонином Гелиогабалом (204–222) — подававшим на пирах оризу, смешанную с белым жемчугом — orizam cum albis (Historia Augusta 163B):</p><cite><p>У него в продолжение десяти дней подавали вымя дикой свиньи с ее маткой — по тридцать штук ежедневно, горох с золотыми шариками, чечевицу с кошачьими глазами,<a l:href="#n_16" type="note">[16]</a> бобы с янтарем, рис с белым жемчугом (пер. С. П. Кондратьева).</p></cite><p>Очередной раз не определить, рис или полбяная крупа имеется в виду. В те времена римлянам был известен только длиннозерновой привозной рис, формой мало напоминавший жемчуг<a l:href="#n_17" type="note">[17]</a>. В то же время на жемчужины (перлы) похожи зёрна крупы из ячменя. За что эта крупа и получила название перловой. Впрочем, по словам Галена, цельнозерновая крупа из полбы, подобно перловке, тоже белого цвета:</p><cite><p>Цвет ячменя и полбы от природы белый, пшеница же бледно-желтая.</p><p>&#x3C7;&#x3C1;&#x3BF;&#x3B9;&#x1F70; &#x3B4;&#x1F72; &#x3BA;&#x3B1;&#x3C4;&#x1F70; &#x3C6;&#x1F7B;&#x3C3;&#x3B9;&#x3BD; &#x1F10;&#x3BD; &#x3BC;&#x1F72;&#x3BD; &#x3BA;&#x3C1;&#x3B9;&#x3B8;&#x3B1;&#x1FD6;&#x3C2; &#x3BA;&#x3B1;&#x1F76; &#x1F40;&#x3BB;&#x1F7B;&#x3C1;&#x3B1;&#x3B9;&#x3C2; &#x1F21; &#x3BB;&#x3B5;&#x3C5;&#x3BA;&#x1F74;, &#x3C4;&#x1FF6;&#x3BD; &#x3C0;&#x3C5;&#x3C1;&#x1FF6;&#x3BD; &#x3B4;&#x1F72; &#x1F21; &#x1F51;&#x3C0;&#x1F79;&#x3BE;&#x3B1;&#x3BD;&#x3B8;&#x3C5;&#x3C2; (<emphasis>&#x393;&#x3B1;&#x3BB;&#x3B7;&#x3BD;&#x3BF;&#x3C5; &#x391;.&#x3B9;&#x3B3;&#x1FFD;</emphasis>).</p></cite><p>Вот, пожалуй, и все кулинарные упоминания.</p><subtitle>* * *</subtitle><p>Начало периода, когда &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1; по контексту может однозначно идентифицироваться как рис посевной, связано с походом Александра Македонского в Индию с 327 года до н.э. Основным источником сохранившихся сведений о растении служат ныне утраченные мемуары Аристобула, современника Александра Македонского, сведения из которых использовались античными авторами как с указанием, так и без указания на его авторство.</p><p>Описание риса Страбоном (Strabo XV.I.18), который ссылался на слова Аристобула, в некоторых моментах явно напоминает описание риса Теофрастом:</p><cite><p>&#x39C;&#x1F71;&#x3BB;&#x3B9;&#x3C3;&#x3C4;&#x3B1; &#x3B4;&#x1F72; &#x3C3;&#x3C0;&#x3B5;&#x1F77;&#x3C1;&#x3BF;&#x3C5;&#x3C3;&#x3B9; &#x3C4;&#x1F78; &#x3BA;&#x3B1;&#x3BB;&#x3BF;&#x1F7B;&#x3BC;&#x3B5;&#x3BD;&#x3BF;&#x3BD; &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3BD;, &#x1F10;&#x3BE; &#x3BF;&#x1F57; &#x3C4;&#x1F78; &#x1F15;&#x3C8;&#x3B7;&#x3BC;&#x3B1;. &#x3C4;&#x3BF;&#x1FE6;&#x3C4;&#x3BF; &#x3B4;&#x1F72; &#x1F45;&#x3BC;&#x3BF;&#x3B9;&#x3BF;&#x3BD; &#x3C4;&#x1FC7; &#x3B6;&#x3B5;&#x3B9;&#x1FB7; &#x3BA;&#x3B1;&#x1F76; &#x3C0;&#x3B5;&#x3C1;&#x3B9;&#x3C0;&#x3C4;&#x3B9;&#x3C3;&#x3B8;&#x1F72;&#x3BD; &#x3BF;&#x1F37;&#x3BF;&#x3BD; &#x3C7;&#x1F79;&#x3BD;&#x3B4;&#x3C1;&#x3BF;&#x3C2; &#x3B5;&#x1F54;&#x3C0;&#x3B5;&#x3C0;&#x3C4;&#x3BF;&#x3BD; &#x3B4;&#x1F73;, &#x3C4;&#x1F74;&#x3BD; &#x1F44;&#x3C8;&#x3B9;&#x3BD; &#x3C0;&#x3B5;&#x3C6;&#x3C5;&#x3BA;&#x1F78;&#x3C2; &#x1F45;&#x3BC;&#x3BF;&#x3B9;&#x3BF;&#x3BD; &#x3C4;&#x3B1;&#x1FD6;&#x3C2; &#x3B1;&#x1F34;&#x3C1;&#x3B1;&#x3B9;&#x3C2; &#x3BA;&#x3B1;&#x1F76; &#x3C4;&#x1F78;&#x3BD; &#x3C0;&#x3BF;&#x3BB;&#x1F7A;&#x3BD; &#x3C7;&#x3C1;&#x1F79;&#x3BD;&#x3BF;&#x3BD; &#x1F10;&#x3BD; &#x1F55;&#x3B4;&#x3B1;&#x3C4;&#x3B9;, &#x1F00;&#x3C0;&#x3BF;&#x3C7;&#x3B5;&#x1FD6;&#x3C4;&#x3B1;&#x3B9; &#x3B4;&#x1F72; &#x3BF;&#x1F50;&#x3BA; &#x3B5;&#x1F30;&#x3C2; &#x3C3;&#x3C4;&#x1F71;&#x3C7;&#x3C5;&#x3BD; &#x1F00;&#x3BB;&#x3BB;' &#x3BF;&#x1F37;&#x3BF;&#x3BD; &#x3C6;&#x1F79;&#x3B2;&#x3B7;&#x3BD;, &#x1F65;&#x3C3;&#x3C0;&#x3B5;&#x3C1; &#x1F41; &#x3BA;&#x1F73;&#x3B3;&#x3C7;&#x3C1;&#x3BF;&#x3C2; &#x3BA;&#x3B1;&#x1F76; &#x1F41; &#x1F14;&#x3BB;&#x3C5;&#x3BC;&#x3BF;&#x3C2; (Theophrastus IV.4.10).</p><p>Больше всего сеют они [в индийской земле] так называемого «риса», который и варят. Он похож на полбу: рисовая каша из обтолченного зерна удобоварима. Видом рис похож на плевел опьяняющий; он долгое время живет в воде и выбрасывает не колос, а кисть, как просо или могар (пер. Сергиенко).</p><p>But above all the sow the cereal called rice, of which they make their mash. This is like rice-wheat, and when bruised makes a sort of porridge, which is easily digested; in its appearance as it grows it is like darnel, and for most of its time of growth it is in water; however it shoots up not into an ear, but as it were into a plume, like the millet and Italian millet (eng. trans. Hort).</p></cite><p>Метёлки риса, проса и могара на фотографиях ниже (рис. 4).</p><image l:href="#4"/><p><strong>Рис. 4.</strong> Метёлки (слева-направо): риса посевного (<emphasis>Oryza sativa</emphasis>), проса настоящего (<emphasis>Panicum miliaceum</emphasis>) и проса итальянского или могара (<emphasis>Setaria italica</emphasis>)<a l:href="#n_18" type="note">[18]</a>.</p><empty-line/><p>Чтобы понять, на что в описании Теофраста следует обратить внимание, требуется к корявому переводу на русский язык, сделанному с плохого английского перевода, дать существенные пояснения.</p><p>Пассаж про “кашу из обтолчённого зерна” не только выглядит не по-русски, но и принципиально неверен, потому как сделан не с оригинального &#x3C0;&#x3B5;&#x3C1;&#x3B9;&#x3C0;&#x3C4;&#x1F77;&#x3C3;&#x3C3;&#x3C9;=снимать шелуху, рачительно очищать (Грацинский, 1878), а с крайне неудачного английского — bruise=толочь, хотя в английском языке есть точное соответствие — шелушить=hull. Хондрос (&#x3C7;&#x1F79;&#x3BD;&#x3B4;&#x3C1;&#x3BF;&#x3C2;) — не готовое блюдо или каша (porridge), а пока ещё крупа (groats).</p><p>Из перевода совершенно невозможно понять — на что похож рис? Почему видом он вдруг стал похож на плевел опьяняющий, если между внешним видом риса и любого из плевелов (ср. рис. 5 и рис. 4) нет ничего общего?</p><image l:href="#5"/><p><strong>Рис. 5. </strong>Разные виды плевела на ботанических иллюстрациях. Слева — плевел опьяняющий (<emphasis>Lolium temulentum</emphasis>); справа — плевел многоцветковый (<emphasis>Lolium multiflorum</emphasis>). Из книги <emphasis>Flora von Deutschland, &#xD6;sterreich und der Schweiz</emphasis> 1885<a l:href="#n_19" type="note">[19]</a>.</p><empty-line/><p>А всё потому, что естественным (&#x3C0;&#x3B5;&#x3C6;&#x3C5;&#x3BA;&#x1F78;&#x3C2;) видом (в шелухе) рис похож не на плевел, а на плевелы — зёрна плевела (&#x3C4;&#x3B1;&#x1FD6;&#x3C2; &#x3B1;&#x1F34;&#x3C1;&#x3B1;&#x3B9;&#x3C2; требует перевода во множественном числе). Да и с плевелом опьяняющим связи здесь, похоже, не наблюдается.</p><p>Греческое &#x3B1;&#x1F34;&#x3C1;&#x3B1;=плевел (<emphasis>Lolium</emphasis> sp.) не предполагает названия конкретного вида. Вид плевела может быть определён исключительно по контексту. Например, у Теофраста (VIII.7.1), под тем же греческим названием упоминается плевел расставленный (<emphasis>Lolium remotum</emphasis>) — сорняк льна, чаще известный под именем плевела льняного.</p><p>В той же Греции, помимо плевела опьяняющего (<emphasis>L. temulentum</emphasis>) встречается ещё пять видов этого рода (Flora of Greece web): многоцветковый (<emphasis>L. multiflorum</emphasis>), многолетний (<emphasis>L. perenne</emphasis>), персидский (<emphasis>L. persicum</emphasis>), жёсткий (<emphasis>L. rigidum</emphasis>) и шиловидный (<emphasis>L. subultum</emphasis>). Внешне все они похожи, иногда до степени смешения (см. рис. 5). Все способны засорять посевы, но плевел опьяняющий, как злостный сорняк, наиболее известен.</p><p>Его зерновки очень трудно отделить (отсеять или отвеять) от зерновок пшениц, поскольку они близки к последним по размерам и обладают почти такой же парусностью. Отсюда античные представления о перерождениях — “сеяли пшеницу, а вырос плевел”. К тому же, семена опьяняющего плевела под семенной кожурой содержат гифы гриба <emphasis>Endoconidium temulentum</emphasis>, источник алкалоида темулина, токсичного для человека и большинства домашних животных.</p><p>Прочие плевелы могут быть даже полезны. Многоцветковый — ценнейшая кормовая трава, возделываемая под именем итальянского райграса<a l:href="#n_20" type="note">[20]</a>. Под именем английский райграс возделывается плевел многолетний (Флора СССР, т. II).</p><p>Многочисленные сорта культурного риса подразделяются на две группы или подвида: <emphasis>Oryza </emphasis>sativa ssp.<emphasis> japonica</emphasis> (круглозерный, клейкий рис) и <emphasis>Oryza sativa</emphasis> ssp.<emphasis> indica</emphasis> (длиннозерный, неклейкий). Надо полагать, что современники Теофраста с клейким японским рисом познакомиться ещё не успели, а длинные зерновки индийского риса можно сравнить с зерновками практически любого плевела (рис. 6), кроме опьяняющего (рис. 7).</p><image l:href="#6"/><p><strong>Рис. 6. </strong>Слева — зёрновки плевела многоцветкового (<emphasis>Lolium multiflorum</emphasis>), справа — индийского подвида культурного риса (<emphasis>Oryza sativa</emphasis> ssp. <emphasis>indica</emphasis>)<a l:href="#n_21" type="note">[21]</a>.</p><image l:href="#7"/><p><strong>Рис. 7. </strong>Сравнение зерновок: <emphasis>а)</emphasis> — плевела персидского, <emphasis>б)</emphasis> — плевела опьяняющего<a l:href="#n_22" type="note">[22]</a></p><empty-line/><p>И на полбу рис тоже не “похож”. В переводе следовало бы говорить о подобии.</p><p>Конечно, слова “подобный” и “похожий” могут рассматриваться как синонимы, но всё же имеют несколько разное значение. Под “похожий” обычно понимается внешнее сходство (похож на кого-то), тогда как “подобный” предполагает некую внутреннюю аналогию (подобен поведением)</p><p>Для риса, опять-таки, имеется в виду не внешнее сходство с полбой, а то, что зерновки риса, как и зерновки плёнчатых пшениц, после обмолота остаются в прочных цветочных чешуйках, требующих отдельного удаления — шелушения (&#x3C0;&#x3B5;&#x3C1;&#x3B9;&#x3C0;&#x3C4;&#x1F77;&#x3C3;&#x3C3;&#x3C9; или &#x3C0;&#x3C4;&#x1F77;&#x3C3;&#x3C3;&#x3C9;).</p><p>Внешне такое обшелушенное зерно не отличается от зерна голозёрной пшеницы. Для получения крупы его нужно дополнительно обрушить, удалив твёрдую оболочку самой зерновки (отруби). Как такая цельнозерновая крупа производилась в античности, можно познакомиться в Геопониках (III.7).</p><p>Тут примечательны два момента. Во-первых, Теофраст говорит о “так называемом” рисе (&#x3C4;&#x1F78; &#x3BA;&#x3B1;&#x3BB;&#x3BF;&#x1F7B;&#x3BC;&#x3B5;&#x3BD;&#x3BF;&#x3BD;), а, во вторых, подобная крупа делалась не только из упомянутой им зеи (&#x3B6;&#x3B5;&#x3B9;&#x1F71;), но и из широко распространённой в его времени тифе (&#x3C4;&#x1F77;&#x3C6;&#x3B7;) — полбяной пшеницы-однозернянки.</p><p>Самое замечательное здесь то, что &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1; по-гречески и <emphasis>oriza</emphasis> на латыни в античности назывался не только рис, но и крупа из этой самой тифе.</p></section><section><title><p>Не рисовая <emphasis>oryza</emphasis></p></title><p>Если, как было сказано выше, в большинстве античных источников можно только предполагать, что оризой называется не рис, а нечто местное и дешёвое, то у Плиния Старшего об этом говорится в форме, не вызывающей никаких сомнений:</p><cite><p>К этим видам [зерна] добавляются совсем дикие, овес и эгилопс, похожие на рис, привозимый с востока. Того же вида и тифе, из которой делают оризу в нашей части мира.</p><p>adiciuntur his genera bromos et tragos, externa omnia, ab oriente invectae oryzae similia. tiphe et ipsa eiusdem est generis, ex qua fit in nostro orbe oryza (Pliny XVIII.XX.93).</p></cite><p>Ниже ещё одно упоминание, в котором <emphasis>oryza</emphasis> опять-таки расположилась вместе с общеизвестными древнегреческим названиями полбяных пшениц, транслитерированными латиницей:</p><p>Aegypto autem ac Syriae Ciliciaeque et Asiae ac Graeciae peculiares zea, &lt;olira,&gt; oryza &lt;sive&gt;&#xB9; tiphe (Pliny XVII.XIX.81 lat. Rackham).</p><p><sup>&#xB9; &lt;olira,&gt; oryza &lt;sive&gt; <emphasis>coll. §§ 62, 93, Theoophr. Warmington</emphasis>.</sup></p><p>Треугольные скобки, предполагающие поздние критические вставки, категорически неубедительны. Пришлось поинтересоваться издательской историей фрагмента. Тем более, что старопечатные книги, из-за особенностей действия сроков охраны авторского права, найти в сети намного проще, чем современные (рис. 8).</p><image l:href="#8"/><p><strong>Рис. 8. </strong>Слева — первая страница первопечатного издания “Естественной истории” 1469 года; справа — первого переиздания в 1470 году.</p><empty-line/><p>Дополнительно был просмотрен фрагмент из издания 1497 года (рис. 9), отредактированного известным филологом, епископом Тревизским и Веронским, Эрмолао Барбаро (Hermolao Barbaro).</p><image l:href="#9"/><p><strong>Рис. 9. </strong>Фрагменты одного и того же текста в различных старопечатных изданиях Плиния Старшего, начиная с editio pinceps (расшифровка и перевод ниже):</p><cite><p>In aegypto autem ac syria Ciliciaeque et asia ac Graecia peculiares zea oryza typhe. (Pliny, 1469)</p><p>In Egypto autem: ac Syria: Ciliciaeque: et Asia: ac Grecie parte: peculiares. Zea Olira. Typhe. (Pliny, 1470)</p><p>In egypto autem ac syria ciliciaeque et asia ac graeciae parte peculiares zea: olira: typhe. (Pliny, 1497)</p><p>Однако в Египте как в Сирии, Киликии и Азии, также как в части Греции особые [плёнчатые пшеницы] — зея, олира, тифе.</p></cite><p>Как оказалось, четыре названия подряд — результат неумеренной фантазии современных редакторов. Плиний использовал исключительно триаду, позаимствованную у Теофраста. Ну а то, что олира иногда заменена на оризу, так такая замена у него не единственная.</p><p>Имеется и неожиданный результат интереса к истории изданий. Наконец-то удалось понять, из какой задницы растут ноги у <emphasis>rice-wheat</emphasis>, нелепой и вводящей в заблуждение, но весьма популярной интерпретации названия &#x3B6;&#x3B5;&#x3B9;&#x1F71; — полбы-двузернянки или эммера. Оказывается — из чередования <emphasis>zea-oryza-olira </emphasis>в “Естественной истории”. Хотя, конечно, тот хаос, что творится в переводах античных названий полбяных пшениц, требует отдельного рассказа.</p><p>Однако замены ещё не кончились. Ниже очередной текст, в котором исконное греческое название плёнчатой пшеницы снова превратилось в <emphasis>oryza</emphasis>:</p><cite><p>он же [Гиппократ] рассматривает олиру и оризу как одно и то же.</p><p>idem olyran et oryzan eandem esse existimat. (Pliny XVII.XV.75)</p></cite><p>В примечании к английскому переводу сообщается:</p><cite><p>Греческая <emphasis>&#x1F44;&#x3BB;&#x3C5;&#x3C1;&#x3B1; = &#x3B6;&#x3B5;&#x3B9;&#x1F70; &#x3B4;&#x1F77;&#x3BA;&#x3BF;&#x3BA;&#x3BA;&#x3BF;&#x3C2;</emphasis>. Пшеница-двузернянка. Это слово использовалось специально для обозначения очищенных зерен.</p></cite><p>Проблема в том, что Гиппократ вообще не использует слово ориза (&#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1;). Можно было бы предположить, что упоминается некий, ныне утраченный текст. Так ведь и слово олира (&#x1F44;&#x3BB;&#x3C5;&#x3C1;&#x3B1;) Гиппократ не использует тоже, несколько раз упоминая исключительно зею (&#x3B6;&#x3B5;&#x3B9;&#x1F71;). Понять о каком упоминании Гиппократа идёт речь удалось только благодаря Галену:</p><cite><p>Удивительно, что даже тот, кто составил сочинение о диете, приписываемое Гиппократу, кем бы ни был этот древний человек, упоминал название зеи. Ибо, если кто-то называл тифе зеей, то следовало бы указать на это. Но, возможно, было бы лучше записать это высказывание.</p><p>&#x3B8;&#x3B1;&#x3C5;&#x3BC;&#x1F71;&#x3C3;&#x3B1;&#x3B9; &#x3B4;&#x1FBD; &#x1F14;&#x3C3;&#x3C4;&#x3B9;&#x3BD;, &#x1F45;&#x3C4;&#x3B9; &#x3BC;&#x3B7;&#x3B4;&#x1F72; &#x1F41; &#x3C4;&#x1F78; &#x3C0;&#x3B5;&#x3C1;&#x1F76; &#x3B4;&#x3B9;&#x3B1;&#x1F77;&#x3C4;&#x3B7;&#x3C2; &#x1F10;&#x3C0;&#x3B9;&#x3B3;&#x3B5;&#x3B3;&#x3C1;&#x3B1;µµ&#x3AD;&#x3BD;&#x3BF;&#x3BD; &#x1F39;&#x3C0;&#x3C0;&#x3BF;&#x3BA;&#x3C1;&#x1F71;&#x3C4;&#x3B5;&#x3B9; &#x3C3;&#x3C5;&#x3BD;&#x3B8;&#x3B5;&#x1F76;&#x3C2;, &#x1F45;&#x3C3;&#x3C4;&#x3B9;&#x3C2; &#x3C0;&#x1F40;&#x3C4;&#x1FBD; &#x1F26;&#x3BD; &#x1F00;&#x3BD;&#x1F74;&#x3C1; &#x3C0;&#x3B1;&#x3BB;&#x3B1;&#x3B9;&#x1F78;&#x3C2;, &#x1F10;&#x3BC;&#x3BD;&#x3B7;µ&#x1F79;&#x3BD;&#x3B5;&#x3C5;&#x3C3;&#x3B5; &#x3C4;&#x3BF;&#x1FE6; &#x3C4;&#x1FF6;&#x3BD; &#x3B6;&#x3B5;&#x3B9;&#x1FF6;&#x3BD; &#x1F40;&#x3BD;&#x1F79;&#x3BC;&#x3B1;&#x3C4;&#x3BF;&#x3C2;. &#x3BA;&#x3B1;&#x1F76; &#x3B3;&#x1F70;&#x3C1;, &#x3B5;&#x1F30; &#x3C4;&#x1F70;&#x3C2; &#x3C4;&#x1F77;&#x3C6;&#x3B1;&#x3C2; &#x1F21;&#x3B3;&#x3B5;&#x1FD6;&#x3C4;&#x3BF; &#x3BA;&#x3B1;&#x3BB;&#x3B5;&#x1FD6;&#x3C3;&#x3B8;&#x3B1;&#x3B9; &#x3B6;&#x3B5;&#x3B9;&#x1F70;&#x3C2; &#x1F51;&#x3C0;&#x1F79; &#x3C4;&#x3B9;&#x3BD;&#x3C9;&#x3BD;, &#x1F10;&#x3C7;&#x3C1;&#x1FC6;&#x3BD; &#x3B1;&#x1F50;&#x3C4;&#x1F78; &#x3C4;&#x3BF;&#x1FE6;&#x3C4;&#x3BF; &#x3B4;&#x3B7;&#x3BB;&#x1FF6;&#x3C3;&#x3B1;&#x1F76;. &#x3B2;&#x3AD;&#x3BB;&#x3C4;&#x3B9;&#x3BF;&#x3BD; &#x1F43;&#x1FBD; &#x1F34;&#x3C3;&#x3C9;&#x3C2; &#x1F10;&#x3C3;&#x3C4;&#x1F76;&#x3BD; &#x3BA;&#x3B1;&#x1F76; &#x3C4;&#x1F70;&#x3C2; &#x1FE5;&#x3AE;&#x3C3;&#x3B5;&#x3B9;&#x3C2; &#x3B1;&#x1F50;&#x3C4;&#x1FF6;&#x3BD; &#x3C0;&#x3B1;&#x3C1;&#x3B1;&#x3B3;&#x3C1;&#x1F71;&#x3C8;&#x3B1;&#x3B9; (<emphasis>&#x3A0;&#x3B5;&#x3C1;&#x1F76; &#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x1FF6;&#x3BD; &#x3B4;&#x3C5;&#x3BD;&#x1F71;&#x3BC;&#x3B5;&#x3C9;&#x3C2; &#x391;.&#x3B9;&#x3B3;&#x1FFD;</emphasis>).</p></cite><p>Единственное место в трудах Гиппократа, где упоминается тифе — вторая книга трактата “О диэте”:</p><cite><p>Тифе (пшеница однозернянка) и полба — более легки, чем пшеница, и приготовления из них более легки и более послабляют, чем соответствующие приготовления из пшеницы (пер. В. И. Руднева, 1944).</p><p>&#x3A4;&#x1F77;&#x3C6;&#x3B7;, &#x3B6;&#x3B5;&#x3B9;&#x1F70; &#x3BA;&#x3BF;&#x3C5;&#x3C6;&#x1F79;&#x3C4;&#x3B5;&#x3C1;&#x3B1; &#x3C0;&#x3C5;&#x3C1;&#x1FF6;&#x3BD;, &#x3BA;&#x3B1;&#x1F76; &#x3C4;&#x1F70; &#x1F10;&#x3BE; &#x3B1;&#x1F50;&#x3C4;&#x1FF6;&#x3BD; &#x3B3;&#x3B9;&#x3BD;&#x1F79;&#x3BC;&#x3B5;&#x3BD;&#x3B1; &#x1F41;&#x3BC;&#x3BF;&#x1F77;&#x3C9;&#x3C2; &#x1F65;&#x3C3;&#x3C0;&#x3B5;&#x3C1; &#x1F10;&#x3BA; &#x3C4;&#x1FF6;&#x3BD; &#x3C0;&#x3C5;&#x3C1;&#x1FF6;&#x3BD;, &#x3BA;&#x3B1;&#x1F76; &#x3B4;&#x3B9;&#x3B1;&#x3C7;&#x3C9;&#x3C1;&#x3B5;&#x1FD6; &#x3B4;&#x1F72; &#x3BC;&#x1FB6;&#x3BB;&#x3BB;&#x3BF;&#x3BD;. &#x3B2;&#x3C1;&#x1F79;&#x3BC;&#x3BF;&#x3C2; &#x1F51;&#x3B3;&#x3C1;&#x3B1;&#x1F77;&#x3BD;&#x3B5;&#x3B9; &#x3BA;&#x3B1;&#x1F76; &#x3C8;&#x1F7B;&#x3C7;&#x3B5;&#x3B9; &#x1F10;&#x3C3;&#x3B8;&#x3B9;&#x1F79;&#x3BC;&#x3B5;&#x3BD;&#x3BF;&#x3C2; &#x3BA;&#x3B1;&#x1F76; &#x1FE5;&#x1F79;&#x3C6;&#x3B7;&#x3BC;&#x3B1; &#x3C0;&#x3B9;&#x3BD;&#x1F79;&#x3BC;&#x3B5;&#x3BD;&#x3BF;&#x3C2; (<emphasis>&#x3A0;&#x3B5;&#x3C1;&#x1F76; &#x3B4;&#x3B9;&#x3B1;&#x1F77;&#x3C4;&#x3B7;&#x3C2; II.43</emphasis>).</p></cite><p>Плиний опосредованно ссылается именно на данный фрагмент, называя зею олирой (очищенным зерном полбы), а тифе, соответственно, оризой (тоже, стало быть, очищенным зерном, но однозернянки).</p><p>Кстати, можно отметить изменение значения слова “олира” по мере продвижения к современности. Если в IV–III веке до н.э. слово было названием растения, одной из полбяных пшениц (Теофраст VIII.9.2), то к первому-второму веку оно превратилась в название очищенного зерна двузернянки. На это намекает не только сочинение Плиния, но и более поздний по времени лексикон Гесихия (Hesychii Alexandrini lexicon):</p><cite><p>&#x3B6; &#x3B5; &#x3B9; &#x1F71;&#x387; &#x3BF;&#x1F31; &#x3BC;&#x1F72;&#x3BD; &#x3C3;&#x1F77;&#x3C4;&#x3BF;&#x3C5; &#x3B5;&#x1F36;&#x3B4;&#x3BF;&#x3C2;, &#x3BF;&#x1F31; &#x3B4;&#x1F72; &#x3C4;&#x1F70;&#x3C2; &#x1F40;&#x3BB;&#x1F7B;&#x3C1;&#x3B1;&#x3C2;</p><p>&#x1F44; &#x3BB; &#x3C5; &#x3C1; &#x3B1;&#x387; &#x3B5;&#x1F36;&#x3B4;&#x3BF;&#x3C2; &#x3C3;&#x3C0;&#x1F73;&#x3C1;&#x3BC;&#x3B1;&#x3C4;&#x3BF;&#x3C2;. &#x1F22; &#x3B2;&#x3C1;&#x1FF6;&#x3BC;&#x1F71; &#x3C4;&#x3B9; &#x3BC;&#x3B5;&#x3C4;&#x3B1;&#x3BE;&#x1F7A; &#x3C3;&#x1F77;&#x3C4;&#x3BF;&#x3C5; &#x3BA;&#x3B1;&#x1F76; &#x3BA;&#x3C1;&#x3B9;&#x3B8;&#x1FC6;&#x3C2;. &#x3BF;&#x1F31; &#x3B4;&#x1F72; &#x3B1;&#x1F50;&#x3C4;&#x1F74;&#x3BD; &#x3C4;&#x1F74;&#x3BD; &#x3BA;&#x3C1;&#x3B9;&#x3B8;&#x1F75;&#x3BD;. &#x1F04;&#x3BB;&#x3BB;&#x3BF;&#x3B9; &#x3BA;&#x3B1;&#x3C1;&#x3C0;&#x1F79;&#x3BD; &#x3C4;&#x3B9;&#x3BD;&#x3B1; &#x3C3;&#x3B9;&#x3C4;&#x3B9;&#x3BA;&#x1F79;&#x3BD;, &#x3B6;&#x3B5;&#x3B9;&#x1F71;&#x3BD;&#x387; &#x3C4;&#x3B9;&#x3BD;&#x1F72;&#x3C2; &#x3B6;&#x1F73;&#x3B1;&#x3BD; (&#x398; 560) р.1126</p></cite><p>Информация об оризе из пшеницы-однозернянки выглядит убедительно. Вот только Плиний Старший, как источник важных и интересных сведений, не всегда достоверен. Как писал Эндрю Долби:</p><cite><p>Там, где Плиний, кажется, отличается от Теофраста или добавляет к нему, первый вопрос, который следует задать, заключается в том, неправильно ли он скопировал или не понял оригинал, и сокращает ли он его или дополняет (Dalby, 1993).</p></cite><p>К рису это в некоторой мере тоже относится. Вот, к примеру, его описание Плинием:</p><cite><p>листья риса мясистые, похожи на лук-порей, но шире, высотой в локоть, цветок пурпурный, корень совершенно круглый.</p><p>oryzae folia carnosa, porro similia sed latiora, altitudo cubitalis, flos purpureus, radix gemmeae [<emphasis>V. l.: geminae</emphasis>] rotunditatis (Pliny XVIII.XIII.71 lat. Rackham).</p></cite><p>Если отбросить название — рис, то описание явно напоминает описание какого-то лука (<emphasis>Allium</emphasis> sp.), скорее всего — репчатого. Почему этот текст оказался связан с рисом и откуда скопирован — тайна сия велика есть. Для перевода, кстати, пришлось использовать прочтение <emphasis>geminae</emphasis>, поскольку основной вариант: <emphasis>radix gemmeae rotunditatis — корень подобен круглому драгоценному камню</emphasis> (какому?) — выглядит слишком уж несуразным.</p><p>Тем не менее, даже если свидетельствам Плиния об <emphasis>oryza</emphasis>, как крупе из пшеницы-однозернянки, не слишком доверять, то подтверждение этих сведений Страбоном подводит окончательный итог реальности такого названия:</p><cite><p>Доказательством плодородия Кампании является то, что здесь растут прекрасные хлеба, именно пшеница, из которой изготовляют крупу лучшего качества, чем любой сорт <strong>риса</strong>, и почти всякое мучное блюдо (Страбон V.IV.3).</p><p>&#x3C4;&#x1FC6;&#x3C2; &#x3B4;&#x1FBD; &#x3B5;&#x1F50;&#x3BA;&#x3B1;&#x3C1;&#x3C0;&#x1F77;&#x3B1;&#x3C2; &#x1F10;&#x3C3;&#x3C4;&#x1F76; &#x3C3;&#x3B7;&#x3BC;&#x3B5;&#x1FD6;&#x3BF;&#x3BD; &#x3C4;&#x1F78; &#x3C3;&#x1FD6;&#x3C4;&#x3BF;&#x3BD; &#x1F10;&#x3BD;&#x3C4;&#x3B1;&#x1FE6;&#x3B8;&#x3B1; &#x3B3;&#x1F77;&#x3BD;&#x3B5;&#x3C3;&#x3B8;&#x3B1;&#x3B9; &#x3C4;&#x1F78;&#x3BD; &#x3BA;&#x1F71;&#x3BB;&#x3BB;&#x3B9;&#x3C3;&#x3C4;&#x3BF;&#x3BD;, &#x3BB;&#x3AD;&#x3B3;&#x3C9; &#x3B4;&#x1F72; &#x3C4;&#x1F78;&#x3BD; &#x3C0;&#x1F7B;&#x3C1;&#x3B9;&#x3BD;&#x3BF;&#x3BD;, &#x1F10;&#x3BE; &#x3BF;&#x1F57; &#x3BA;&#x3B1;&#x1F76; &#x1F41; &#x3C7;&#x1F79;&#x3BD;&#x3B4;&#x3C1;&#x3BF;&#x3C2; &#x3BA;&#x3C1;&#x3B5;&#x1F77;&#x3C4;&#x3C4;&#x3C9;&#x3BD; &#x1F62;&#x3BD; &#x3C0;&#x1F71;&#x3C3;&#x3B7;&#x3C2; &#x3BA;&#x3B1;&#x1F76; <strong>&#x1F40;&#x3C1;&#x1F7B;&#x3B6;&#x3B7;&#x3C2;</strong> &#x3BA;&#x3B1;&#x1F76; &#x1F10;&#x3BD; &#x1F40;&#x3BB;&#x1F77;&#x3B3;&#x1FF3; &#x3C3;&#x3B9;&#x3C4;&#x3B9;&#x3BA;&#x1FC6;&#x3C2; &#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x1FC6;&#x3C2;.</p></cite><p>Обо всяком рисе (&#x3C0;&#x1FB6;&#x3C3;&#x3B1; &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1;) в античной Италии, где не было современных супермаркетов с богатым выбором импортных сортов, а сам рис, как сельскохозяйственная культура, появится только в XV веке, не могло быть и речи. Да и пшеничную крупу с рисовой сравнивать не имеет смысла в принципе. Вот с крупой из полбы — очень даже да.</p><subtitle>* * *</subtitle><p>Рис от полбяной крупы в древних греческих и латинских текстах можно отличить только по контексту, а это не всегда возможно.</p><p>Выяснение того, что в действительности могло вырасти в пустыне у Страбона, придётся поискать в вариантах существующих переводов.</p></section><section><title><p>Радуга переводов</p></title><p>Для начала следовало просмотреть и сравнить предыдущие интерпретации, начиная с самого первого перевода на латынь. Сделать это не слишком сложно. Сейчас почти любое издание “Географии” Страбона в виде отсканированных страниц можно найти в сети, а при наличии текстового слоя быстро отыскать нужный фрагмент. Ниже собраны переводы фразы по 2014 год:</p><cite><p>• эта земля также родит рис по причине сухости = haec terra etiam orizam gignit propter siccitament (Gregorio Typhernate, 1469)</p><p>• из-за состояния сухости производит рис = per essere asciutto produce del riso (Buonacciuoli, 1545)</p><p>• эта земля также родит рис для еды по причине сухости = haec terra etiam orizam gignit pro alimento propter siccitament (Xylander, 1571)</p><p>• однако засуха мешает выращиванию риса = tout&#xE9;fois la s&#xE9;cheresse emp&#xEA;che qu’elles ne produisent du riz (Letronne et Coray, 1819)</p><p>• но от чрезмерной жары не растет рис = but from excessive heat does not grow rice (Hamilton, 1857)</p><p>• однако рису земля не родитъ по причин&#x463; сухости климата (Мищенко, 1879)</p><p>• корни деревьев, по-видимому, больше не находят в почве достаточного количества влаги = les racines des arbres ne trouvant plus apparemment dans le sol assez d’humidit&#xE9; (Tardieu, 1880)</p><p>• хотя из-за её засушливости, на этой земле не выращивают рис = although, on account of its aridity, the land does not grow rice (Jones, 1932)</p><p>• засуха не дает ей сильных корней = durch die D&#xFC;rre bildet es keine starken Wurzeln aus (Radt, 2005)</p><p>• хотя из-за своей сухости земля не производит корней = although because of its dryness the land does not produce roots (Roller, 2014)</p></cite><p>В общем и целом, сравнение переводов разных лет ясности не добавляет. Рис, по причине сухости, то выращивается, то не выращивается. Позже этот самый рис становится не актуален, а засуха начинает мешать каким-то корням — то ли только деревьев, то ли вообще любым. Разница между вариантами примерно такая же, как между разными сигналами светофора — от красного до зелёного. Или, с учётом количества вариантов, между частями видимого электромагнитного спектра, вместе с инфракрасным и ультрафиолетовым. Настоящая радуга переводов.</p><p>Изменения затронули не только переводы. Исходный текст фрагмента в изданиях разных лет, начиная с первого, выглядит не менее инклюзивно и разнообразно:</p><cite><p>• &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; &#x3B4;&#x1FBD; &#x1F21; &#x3B3;&#x1FC6; &#x3B4;&#x3B9;&#x1F70; &#x3C4;&#x1F78;&#x3BD; &#x3B1;&#x1F50;&#x3C7;&#x3BC;&#x1F79;&#x3BD; (Aldus, 1516)</p><p>• &#x39F;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; &#x3B4;&#x1FBD; &#x1F21; &#x3B3;&#x1FC6; &#x3B4;&#x3B9;&#x1F70; &#x3C4;&#x1F78;&#x3BD; &#x3B1;&#x1F50;&#x3C7;&#x3BC;&#x1F79;&#x3BD; (Casaubonus, 1620)</p><p>• [&#x3BF;&#x1F50;&#x3BA;] &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; &#x3B4;&#x1FBD; &#x1F21; &#x3B3;&#x1FC6; &#x3B4;&#x3B9;&#x1F70; &#x3C4;&#x1F78;&#x3BD; &#x3B1;&#x1F50;&#x3C7;&#x3BC;&#x1F79;&#x3BD; (Meineke, 1877)</p><p>• &#x3BF;&#x1F50;&#x3BA; &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; &#x3B4;&#x1FBD; &#x1F21; &#x3B3;&#x1FC6; &#x3B4;&#x3B9;&#x1F70; &#x3C4;&#x1F78;&#x3BD; &#x3B1;&#x1F50;&#x3C7;&#x3BC;&#x1F79;&#x3BD; (Jones, 1932)</p><p>• &#x3BF;&#x1F50; &#x1FE5;&#x3B9;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; &#x3B4;&#x1FBD; &#x1F21; &#x3B3;&#x1FC6; &#x3B4;&#x3B9;&#x1F70; &#x3C4;&#x1F78;&#x3BD; &#x3B1;&#x1F50;&#x3C7;&#x3BC;&#x1F79;&#x3BD; (Radt, 2005)</p></cite><p>Некоторую ясность позволяют внести примечания к переводам. Наиболее информативными оказались примечания к английскому переводу Джонса 1932 года:</p><cite><p>В единственном манускрипте читается “корни” вместо “рис” (см. критическое примечание).</p><p>В E читается &#x3BF;&#x1F50; &#x1FE5;&#x3B9;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6;, в других манускриптах &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6;, перед которым Кораис и более поздние редакторы вставляют &#x3BF;&#x1F50;&#x3BA;.</p></cite><p>Вставка &#x3BF;&#x1F50;&#x3BA; от Кораиса — это та самая вставка, после которой рису было запрещено выращиваться в пустыне. Поскольку Франсуа-Жан-Габриэль де Ла Порт дю Тей, начинавший французский перевод по приказу Наполеона Бонапарта, скончался в 1815 году, само критическое примечание к переводу очевидно сделано уже Летронном:</p><cite><p>Я прочитал вместе с г-ном Фальконером и г-ном Кораем как &#x3BF;&#x1F50;&#x3BA; &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6;.</p><p>J'ai lu, avec M. Falconer et M. Coray, &#x3BF;&#x1F50;&#x3BA; &#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; (Strabon, 1819).</p></cite><p>Однако самый любопытный комментарий принадлежит упомянутому Томасу Фальконеру, отметившемуся в оксфордском издании “Географии” 1807 года на латыни. По его версии, Страбон временами сам не понимал написанное:</p><cite><p>Страбон сам не всегда понимает написанное. Ибо в книге XV он говорит верно, что рис “стоит залитый водой”, и после этого, “вместо затопления поливными водами”. Думаю, не хватает отрицания. Ф[альконер].</p><p>Hic Strabo non sibi constare videtur. Nam in lib. xv. ait vere, oryzam &#x1F11;&#x3C3;&#x3C4;&#x1F71;&#x3BD;&#x3B1;&#x3B9; &#x1F10;&#x3BD; &#x1F55;&#x3B4;&#x3B1;&#x3C4;&#x3B9; &#x3BA;&#x3BB;&#x3B5;&#x3B9;&#x3C3;&#x3C4;&#x1FF7;, et postea, &#x1F00;&#x3C0;&#x1F78; &#x3C4;&#x1FF6;&#x3BD; &#x3BA;&#x3BB;&#x3B5;&#x1F77;&#x3C3;&#x3C9;&#x3BD; &#x3C9;&#x3BF;&#x3C4;&#x3B9;&#x3B6;&#x3BF;&#x3BC;&#x3AD;&#x3BD;&#x3B7;&#x3BD; &#x1F51;&#x3B4;&#x3CE;&#x3C4;&#x3C9;&#x3BD;. Negativum deesse suspicor. <emphasis>F</emphasis>. (Strabon, 1807)</p></cite><subtitle>* * *</subtitle><p>Прямое сравнение различных переводов не слишком помогло продвинуться в понимании. Возможно получится уточнить правильный вариант после знакомства со словарями. Но сначала следует немного добавить о полезности критических изменений, вносимых непосредственно в античные тексты.</p></section><section><title><p>Критика критики</p></title><p>Судя по примечанию на полях “Географии” Страбона, сделанному Казобоном (см. рис. 11), отдельные слова рукописного текста были заменены уже в первом издании на древнегреческом языке:</p><cite><p>В рукописи &#x3BC;&#x1F79;&#x3BD;&#x3BF;&#x3BD; и [&#x3BC;&#x1FB6;&#x3BB;&#x3BB;&#x3BF;&#x3BD;] у предыдущего толкователя</p><p>Manuss. &#x3BC;&#x1F79;&#x3BD;&#x3BF;&#x3BD; &amp; ita vetus interpres (Casobon 838D)</p></cite><p>Смысловая разница при замене очень даже заметна: &#x3BC;&#x1F79;&#x3BD;&#x3BF;&#x3BD;=только, лишь; &#x3BC;&#x1FB6;&#x3BB;&#x3BB;&#x3BF;&#x3BD;=более, больше, предпочтительнее, лучше, скорее.</p><p>Современные издания античной классики тоже основываются на рукописях, которые в результате многократного копирования со времён средневековья не всегда идентичны. Редактор отмечает, как и где формулировки одной рукописи отличаются от другой, и решает, какая форма слова, скорее всего, присутствовала в оригинале. Запись отклоненных формулировок называется “критический аппарат” и приводится в конце каждой страницы оригинального текста. В переводах роль критического аппарата могут выполнять примечания.</p><p>Дело это нужное и полезное, но только в том случае, если критик не начинает добавлять к оригиналу лишнего по своему собственному разумению. Особенно это касается разнообразных отрицаний, придающих исходнику прямо противоположный смысл.</p><p>Рису в переводах “Географии” Страбона особенно не повезло. Дополнение в “эта местность ... не производит риса” — не единственное добавленное отрицание, похоронившее смысл исходного текста. Вот ещё один фрагмент, к переводу которого в своё время приложил руку Кораис, добавив очередное отрицание:</p><cite><p>SELON Aristobule, le riz est sem&#xE9; sur des couches entour&#xE9;es d’eau, qu’on a soin de retenir par des digues. Il cro&#xEE;t &#xE0; la hauteur de quatre coud&#xE9;es &lt;3&gt;, pousse plusieurs &#xE9;pis et donne beaucoup de graines. On le moissonne vers le coucher des pl&#xE9;iades, et on le bat comme l'&#xE9;peautre. Il cro&#xEE;t de m&#xEA;me dans la Bactriane, dans la Babylonie, dans la Suside et dans la Syrie basse. Suivant M&#xE9;gillus, on s&#xE8;me le riz avant les pluies; mais il a besoin d’&#xEA;tre transplant&#xE9; &lt;4&gt; et arros&#xE9; par des eaux closes (пер. Letronn et Coray, 1819).</p><p>По словамъ Аристобула, рисъ стоитъ въ замкнутой вод&#x463; на грядкахъ; стебель его им&#x463;етъ четыре локтя въ вышину, даетъ много зеренъ и им&#x463;етъ много колосьевъ. Жатва риса бываетъ около времени захода Плеяды, а толкутъ его какъ полбу. Впрочемъ онъ растетъ также въ Бактріан&#x463;, Бабилоніи и Сусид&#x463;, равно какъ и въ верхней Сиріи. Однако Мегиллъ сообщаетъ, что рисъ зас&#x463;вается раньше дождливаго времени, что онъ не нуждается въ уход&#x463; и орошеніи, будучи питаемъ заключенной въ углубленіяхъ водой (пер. Мищенко, 1989).</p><p>&#x3C4;&#x1F74;&#x3BD; &#x3B4;&#x1FBD; &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x1F71;&#x3BD; &#x3C6;&#x3B7;&#x3C3;&#x3B9;&#x3BD; &#x1F41; &#x1F08;&#x3C1;&#x3B9;&#x3C3;&#x3C4;&#x1F79;&#x3B2;&#x3BF;&#x3C5;&#x3BB;&#x3BF;&#x3C2; &#x1F11;&#x3C3;&#x3C4;&#x1F71;&#x3BD;&#x3B1;&#x3B9; &#x1F10;&#x3BD; &#x1F55;&#x3B4;&#x3B1;&#x3C4;&#x3B9; &#x3BA;&#x3BB;&#x3B5;&#x3B9;&#x3C3;&#x3C4;&#x1FF7;, &#x3C0;&#x3C1;&#x3B1;&#x3C3;&#x3B9;&#x1F70;&#x3C2; &#x3B4;&#x1FBD; &#x3B5;&#x1F36;&#x3BD;&#x3B1;&#x3B9; &#x3C4;&#x1F70;&#x3C2; &#x1F10;&#x3C7;&#x3BF;&#x1F7B;&#x3C3;&#x3B1;&#x3C2; &#x3B1;&#x1F50;&#x3C4;&#x1F75;&#x3BD;: &#x1F55;&#x3C8;&#x3BF;&#x3C2; &#x3B4;&#x1F72; &#x3C4;&#x3BF;&#x1FE6; &#x3C6;&#x3C5;&#x3C4;&#x3BF;&#x1FE6; &#x3C4;&#x3B5;&#x3C4;&#x3C1;&#x1F71;&#x3C0;&#x3B7;&#x3C7;&#x3C5; &#x3C0;&#x3BF;&#x3BB;&#x1F7B;&#x3C3;&#x3C4;&#x3B1;&#x3C7;&#x1F7B; &#x3C4;&#x3B5; &#x3BA;&#x3B1;&#x1F76; &#x3C0;&#x3BF;&#x3BB;&#x1F7B;&#x3BA;&#x3B1;&#x3C1;&#x3C0;&#x3BF;&#x3BD;: &#x3B8;&#x3B5;&#x3C1;&#x1F77;&#x3B6;&#x3B5;&#x3C3;&#x3B8;&#x3B1;&#x3B9; &#x3B4;&#x1F72; &#x3C0;&#x3B5;&#x3C1;&#x1F76; &#x3B4;&#x1F7B;&#x3C3;&#x3B9;&#x3BD; &#x3C0;&#x3BB;&#x3B7;&#x3B9;&#x1F71;&#x3B4;&#x3BF;&#x3C2; &#x3BA;&#x3B1;&#x1F76; &#x3C0;&#x3C4;&#x1F77;&#x3C3;&#x3C3;&#x3B5;&#x3C3;&#x3B8;&#x3B1;&#x3B9; &#x1F61;&#x3C2; &#x3C4;&#x1F70;&#x3C2; &#x3B6;&#x3B5;&#x3B9;&#x1F71;&#x3C2;: &#x3C6;&#x1F7B;&#x3B5;&#x3C3;&#x3B8;&#x3B1;&#x3B9; &#x3B4;&#x1F72; &#x3BA;&#x3B1;&#x1F76; &#x1F10;&#x3BD; &#x3C4;&#x1FC7; &#x392;&#x3B1;&#x3BA;&#x3C4;&#x3C1;&#x3B9;&#x3B1;&#x3BD;&#x1FC7; &#x3BA;&#x3B1;&#x1F76; &#x392;&#x3B1;&#x3B2;&#x3C5;&#x3BB;&#x3C9;&#x3BD;&#x1F77;&#x1FB3; &#x3BA;&#x3B1;&#x1F76; &#x3A3;&#x3BF;&#x3C5;&#x3C3;&#x1F77;&#x3B4;&#x3B9;: &#x3BA;&#x3B1;&#x1F76; &#x1F21; &#x3BA;&#x1F71;&#x3C4;&#x3C9; &#x3B4;&#x1F72; &#x3A3;&#x3C5;&#x3C1;&#x1F77;&#x3B1; &#x3C6;&#x1F7B;&#x3B5;&#x3B9;. &#x39C;&#x1F73;&#x3B3;&#x3B9;&#x3BB;&#x3BB;&#x3BF;&#x3C2; &#x3B4;&#x1F72; &#x3C4;&#x1F74;&#x3BD; &#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1;&#x3BD; &#x3C3;&#x3C0;&#x3B5;&#x1F77;&#x3C1;&#x3B5;&#x3C3;&#x3B8;&#x3B1;&#x3B9; &#x3BC;&#x1F72;&#x3BD; &#x3C0;&#x3C1;&#x1F78; &#x3C4;&#x1FF6;&#x3BD; &#x1F44;&#x3BC;&#x3B2;&#x3C1;&#x3C9;&#x3BD; &#x3C6;&#x3B7;&#x3C3;&#x1F77;&#x3BD;, &#x1F00;&#x3C1;&#x3B4;&#x3B5;&#x1F77;&#x3B1;&#x3C2; &#x3B4;&#x1F72; &#x3BA;&#x3B1;&#x1F76; &#x3C6;&#x3C5;&#x3C4;&#x3B5;&#x1F77;&#x3B1;&#x3C2; <strong>&#x3BC;&#x1F74;</strong> &#x3B4;&#x3B5;&#x1FD6;&#x3C3;&#x3B8;&#x3B1;&#x3B9; &#x1F00;&#x3C0;&#x1F78; &#x3C4;&#x1FF6;&#x3BD; &#x3BA;&#x3BB;&#x3B5;&#x3B9;&#x3C3;&#x3C4;&#x1FF6;&#x3BD; &#x3C0;&#x3BF;&#x3C4;&#x3B9;&#x3B6;&#x3BF;&#x3BC;&#x1F73;&#x3BD;&#x3B7;&#x3BD; &#x1F51;&#x3B4;&#x1F71;&#x3C4;&#x3C9;&#x3BD; (Strabo XV.I.18).</p></cite><p>В данном случае имеется обширный комментарий самого Кораиса, многословно объясняющего собственное невежество при переводе последнего предложения фрагмента:</p><p>“&lt;4&gt; Я перевел слово &#x3C6;&#x3C5;&#x3C4;&#x3B5;&#x1F77;&#x3B1;&#x3C2; как <emphasis>пересаживать</emphasis>, ибо здесь оно может иметь только этот смысл, который древний переводчик на латыни выразил как <emphasis>consitione</emphasis>, а по-итальянски <emphasis>piantare</emphasis>. Тем не менее я не могу не сообщить читателю о только что возникшем у меня сомнении в целостности текста: &#x1F08;&#x3C1;&#x3B4;&#x3B5;&#x1F77;&#x3B1;&#x3C2; &#x3B4;&#x1F72; &#x3BA;&#x3B1;&#x1F76; &#x3C6;&#x3C5;&#x3C4;&#x3B5;&#x1F77;&#x3B1;&#x3C2; &#x394;&#x395;&#x1FC0;&#x399;&#x3A3;&#x398;&#x391;&#x399; &#x1F00;&#x3C0;&#x1F78; (читать &#x1F51;&#x3C0;&#x1F78;) &#x3C4;&#x1FF6;&#x3BD; &#x3BA;&#x3BB;&#x3B5;&#x3B9;&#x3C2;&#x1FF6;&#x3BD; &#x3C0;&#x3BF;&#x3C4;&#x3B9;&#x3B6;&#x3BF;&#x3BC;&#x1F73;&#x3BD;&#x3B7;&#x3BD; &#x1F51;&#x3C3;&#x3B1;&#x1F77;&#x3C4;&#x3C9;&#x3BD;. Я думаю, что, добавив к окончательному варианту этой фразы отрицание &#x39C;&#x1FCA; &#x394;&#x395;&#x1FC0;&#x399;&#x3A3;&#x398;&#x391;&#x399;, из этого можно было бы извлечь гораздо более естественный и разумный смысл: <emphasis>Но его не нужно поливать или пересаживать, поскольку его [постоянно] поливают закрытой водой</emphasis>. Подобное упущение отрицательной частицы, и, что примечательно, об этом же растении — рисе, по-видимому, было сделано в месте из XVII книги Страбона, &#x1F48;&#x3A1;&#x3A5;&#x396;&#x39F;&#x3A4;&#x3A1;&#x39F;&#x3A6;&#x395;&#x1FC0;&#x399; &#x3B4; &#x1F21; &#x3B3;&#x1FC6; &#x3B4;&#x3B9;&#x1F70; &#x3C4;&#x1F78;&#x3BD; &#x3B1;&#x1F50;&#x3C7;&#x3BC;&#x1F79;&#x3BD;, где нужно читать, &#x39F;&#x1FC0;&#x3A5;&#x39A; &#x1F48;&#x3A1;&#x3A5;&#x396;&#x39F;&#x3A4;&#x3A1;&#x39F;&#x3A6;&#x395;&#x1FC0;&#x399;.” (Strabon, 1819)</p><p>Между тем, в первом и последнем предложениях Страбон вполне корректно описывает две древнейшие, но совершенно разные системы выращивания риса: проливную, когда рис высаживается на участках залитых водой, и суходольную, при которой рис выращивается подобно прочим злакам, в расчёте на атмосферные осадки.</p><p>У того и другого способа есть собственные достоинства и недостатки. Современное описание суходольного рисоводства не слишком отличается от описания Страбона:</p><cite><p>На суходольных полях рис сеют рисовым зерном, что позволяет использовать технику. На заливных полях рис сажают рассадой... Недостатками суходольного рисоводства является истощение земли, необходимость прополки сорняков и чувствительность к засухе<a l:href="#n_23" type="note">[23]</a>.</p></cite><p>Оказывается, что несмотря на “<emphasis>возникшее сомнение в целостности текста</emphasis>”, уход для такого риса всё же требуется. К тому же &#x1F00;&#x3C0;&#x1F78; (=вместо) совершенно недопустимо читать как &#x1F51;&#x3C0;&#x1F78; (=снизу, из-под), поскольку естественный и разумный смысл фразы как раз и состоит именно в том, что такой рис:</p><cite><p>нуждается в увлажнении [дождями] и уходе, вместо затопления поливными водами.</p><p>&#x1F00;&#x3C1;&#x3B4;&#x3B5;&#x1F77;&#x3B1;&#x3C2; &#x3B4;&#x1F72; &#x3BA;&#x3B1;&#x1F76; &#x3C6;&#x3C5;&#x3C4;&#x3B5;&#x1F77;&#x3B1;&#x3C2; &#x3B4;&#x3B5;&#x1FD6;&#x3C3;&#x3B8;&#x3B1;&#x3B9; &#x1F00;&#x3C0;&#x1F78; &#x3C4;&#x1FF6;&#x3BD; &#x3BA;&#x3BB;&#x3B5;&#x3B9;&#x3C3;&#x3C4;&#x1FF6;&#x3BD; &#x3C0;&#x3BF;&#x3C4;&#x3B9;&#x3B6;&#x3BF;&#x3BC;&#x1F73;&#x3BD;&#x3B7;&#x3BD; &#x1F51;&#x3B4;&#x1F71;&#x3C4;&#x3C9;&#x3BD;.</p></cite><p>Однако критическое примечание Кораиса задало стандарт для перевода фрагмента на следующие двести лет. В результате — среди современных переводов нет ни одного правильного.</p><p>Современные переводы описания проливного рисоводства тоже, мягко говоря, далековаты от оригинала. За исключением Ксиландра в далёком 1571 году, никто не посчитал нужным перетолмачить такое важное определение как &#x3B1;&#x1F50;&#x3C4;&#x1F79;&#x3C2; (=вместе, совместно, сообща с), описывающее непрерывные ряды заливных участков:</p><cite><p>Аритобул говорит, что рис стоит затопленный водой на небольших участках, следующих непрерывно.</p><p>Aritobulus dicit oryza in aqvis eluvionis stare, factis areolis quibusdam esse, eam continentibus (Xylander, 1571).</p></cite><p>Современные фотографии свидетельствуют о том, что со времён Страбона в этом смысле ничего не изменилось (рис. 10).</p><image l:href="#10"/><p><strong>Рис. 10. </strong>Непрерывные ряды небольших участков. Заливные рисовые поля в наши дни<a l:href="#n_24" type="note">[24]</a>.</p><empty-line/><p>Рассказывая о рисе, невозможно пройти мимо ещё одного критического примечания, в развитии захватывающего сюжета которого самое непосредственное участие приняли гуманитарии “молодой, двадцатилетней страны”.</p><p>Да-да, речь пойдёт о мудрецах Афинея, в русском переводе от издательства “Наука”. Особенно символично то, что книга издана в том же году, когда временно исполнявший обязанности Президента Российской Федерации Дмитрий Анатольевич Медведев “отлил в граните” своё эпохальное заявление про “двадцатилетнюю Россию”<a l:href="#n_25" type="note">[25]</a>.</p><p>Вычислительная техника необыкновенно упростила анализ текстов. При наличии книги в электронном виде уже не требуется тщательно изучать текст в поисках нужных слов, проклиная отсутствие индексации с указанием страниц. Достаточно правильно сформировать поисковый запрос и одним кликом сделать выборку всех фрагментов, включающих нужные слова в исследуемом тексте.</p><p>В выборке из текста русского перевода “Пира мудрецов” Афинея, изданного в 2010 году, среди разнообразных фрагментов с упоминанием риса, внезапно обнаружился фрагмент про рисовую брагу:</p><cite><p><emphasis>Гелланик</emphasis> же пишет в «Градооснованиях», что брагу варят даже из риса [FHG.I.59]: «пьют они брагу из риса, так же как фракийцы [брагу] из ячменя» (Афиней 10.67).</p></cite><p>После настолько интригующего сообщения сразу представляется зреющая на варёном рисе плесень-кодзи, четыре глотка сакэ перед харакири<a l:href="#n_26" type="note">[26]</a> и прочие красивые национальные традиции изготовления и потребления самого известного алкогольного напитка из риса.</p><p>Увы. Проверка по греческому тексту в редакции Кайбеля поломала всё очарование. Брага оказалась из каких-то корней (&#x1F14;&#x3BA; &#x3C4;&#x3B9;&#x3BD;&#x3C9;&#x3BD; &#x1FE5;&#x3B9;&#x3B6;&#x1FF6;&#x3BD;):</p><cite><p>&#x1F19;&#x3BB;&#x3BB;&#x3AC;&#x3BD;&#x3B9;&#x3BA;&#x3BF;&#x3C2; &#x3B4;&#x2BC; &#x1F10;&#x3BD; &#x39A;&#x3C4;&#x3AF;&#x3C3;&#x3B5;&#x3C3;&#x3B9; &#x3BA;&#x3B1;&#x1F76; &#x1F10;&#x3BA; &#x1FE5;&#x3B9;&#x3B6;&#x1FF6;&#x3BD;, &#x3C6;&#x3B7;&#x3C3;&#x3B9; &#x3BA;&#x3B1;&#x3C4;&#x3B1;&#x3C3;&#x3BA;&#x3B5;&#x3C5;&#x3AC;&#x3B6;&#x3B5;&#x3C4;&#x3B1;&#x3B9; &#x3C4;&#x1F78; &#x3B2;&#x3C1;&#x1FE6;&#x3C4;&#x3BF;&#x3BD; &#x3B3;&#x3C1;&#x3AC;&#x3C6;&#x3C9;&#x3BD; &#x1F67;&#x3B4;&#x3B5; (FHG I 59)· &#x201B;&#x3C0;&#x3AF;&#x3BD;&#x3BF;&#x3C5;&#x3C3;&#x3B9; &#x3B4;&#x1F72; &#x3B2;&#x3C1;&#x1FE6;&#x3C4;&#x3BF;&#x3BD; &#x1F14;&#x3BA; &#x3C4;&#x3B9;&#x3BD;&#x3C9;&#x3BD; &#x1FE5;&#x3B9;&#x3B6;&#x1FF6;&#x3BD;, &#x3BA;&#x3B1;&#x3B8;&#x3AC;&#x3C0;&#x3B5;&#x3C1; &#x3BF;&#x1F31; &#x398;&#x3C1;&#x1FB7;&#x3BA;&#x3B5;&#x3C2; &#x1F10;&#x3BA; &#x3C4;&#x1FF6;&#x3BD; &#x3BA;&#x3C1;&#x3B9;&#x3B8;&#x1FF6;&#x3BD;’ (Athenaeus, 1887).</p></cite><p>Не помогло и обращение к общепринятой редакции Казобона. Более того, латинский перевод в данном издании проинформировал, что брага делалась именно из корней — Britun ex radicibus (Athenaeus, 1675).</p><p>Путь превращения браги из корней в брагу из риса оказался довольно замысловатым. Чарльз Бертон Гулик, английский перевод которого лёг в основу перевода с “древнегреческого” на русский язык, решил проявить нездоровую инициативу и использовал прочтение Виламовица, заменившего корни у Афинея (&#x1FE5;&#x3B9;&#x3B6;&#x1FF6;&#x3BD;) на собственную рожь (&#x3B2;&#x3C1;&#x3B9;&#x3B6;&#x1FF6;&#x3BD;). Чем руководствовался крупный филолог-эллинист Ульрих Виламовиц фон Мёллендорф, уродуя оригинальный текст, догадаться не удалось. К сожалению, Кайбель не указал на источник, в котором можно было бы детально ознакомиться с соответствующей аргументацией знатока истории древнегреческой культуры во всех ее проявлениях, Виламовица. В наличии только коротенькое критическое примечание:</p><cite><p>&#x3C4;&#x3B9;&#x3BD;&#x1FF6;&#x3BD; ex lemmate: &#x3C4;&#x1FF6;&#x3BD; A; Hellanicum scripsisse &#x1F10;&#x3BA; &#x3C4;&#x1FF6;&#x3BD; &#x3B2;&#x3C1;&#x3B9;&#x3BE;&#x1FF6;&#x3BD; vidit Wilam[owitz], corruptum legit Athenaeus (Athenaeus, 1887)</p></cite><p>Возможно крупному филологу-эллинисту просто нравилось поправлять древних греческих авторов. Как сообщала в 1929 году Литературная энциклопедия:</p><cite><p>Почти нет ни одного греческого автора, в текст к-рого В. не внес бы своих исправлений.<a l:href="#n_27" type="note">[27]</a></p></cite><p>Справедливости ради следует отметить, что, в отличие от Гулика, Кайбель не стал вносить настолько революционное прочтение в основной греческий текст, а ограничился сноской. Опять же, в следующем после Гулика английском переводе Олсона, изданном в 2009 году, на брагу пошли прежние, каноничные корни.</p><p>Каким образом брага из корней у Афинея или ржаная [брага] Гулика превратилась в брагу из риса русского перевода, известно только переводчику и редакторам издательства “Наука”, готовившим к изданию это поделие “для специалистов и широкого круга читателей”. При финансовой поддержке Российского гуманитарного научного фонда (РГНФ). Грант № 07-04-1627д.</p><p>Оба тома русского перевода Афинея переполнены подобными “откровениями”. Похоже, что, несмотря на заявление о финансовой поддержке, гуманитарная научность в будущей “энергетической сверхдержаве”<a l:href="#n_28" type="note">[28]</a> имеет таки кое-каких серьёзных проблем.</p><subtitle>* * *</subtitle><p>В общем — не все критические примечания одинаково полезны. Только и осталось, что заглянуть в словари.</p></section><section><title><p>Читаем со словарём</p></title><p>Фраза “Читаю со словарём” в советской анкете означала, что написавший имеет самое минимальное знание иностранного языка, не говорит на нём и даже не может что-нибудь прочитать без подсказок из словаря.</p><p>Настоящим профессионалам, переводящим древнегреческую классику на русский язык, словари, очевидно, не особенно нужны, да и, как показывает существующая практика, сам древнегреческий текст зачастую тоже без надобности. Однако всё же имеет смысл взглянуть, не найдётся ли в словарях чего-нибудь полезного для выяснения смысла маленького, но не слишком понятного фрагмента:</p><cite><p>&#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; &#x3B4; &#x1F21; &#x3B3;&#x1FC7; &#x3B4;&#x3B9;&#x3B1; &#x3C4;&#x3BF; &#x3B1;&#x1F50;&#x3C7;&#x3BC;&#x1F78;&#x3BD; (Strabo XVII.III.23).</p></cite><p>Русский язык для подстрочника хорош именно тем, что не требует жёстких правил построения предложения и позволяет адекватно отобразить флексии древнегреческих слов. Поэтому читая с греко-российским, греческо-русским и древнегреческо-русским словарями получаем:</p><cite><p><strong>&#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6;</strong> же эта земля из-за сухости.</p></cite><p>Да, в словари Грацинского, Вейсмана или Дворецкого <strong>&#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x1F73;&#x3C9;</strong> не попало, но присутствует в иноязычных словарях — греческо-французском Байи или греческо-английском Лиддела-Скотта с дополнениями Джонса:</p><p>= <strong>&#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;·&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x1F73;&#x3C9;-&#x1FF6;</strong>, produire du riz, Str.<emphasis>838</emphasis> (&#x1F44;&#x3C1;&#x3C5;&#x3B6;&#x3B1;, -&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3BF;&#x3C2; de &#x3C4;&#x3C1;&#x1F73;&#x3C6;&#x3C9;). (Bailly, 1935) =</p><p>= <strong>&#x1F40;&#x3C1;&#x3C5;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x1F73;&#x3C9;,</strong><emphasis>grow rice</emphasis>, Str.17.3.23. (Liddell-Scott-Jones, 1940) =</p><p>Слово это уникальное или гапакс<a l:href="#n_29" type="note">[29]</a> и во всех дошедших до нас текстах на древнегреческом языке больше нигде не встречается.</p><p>Существующие словарные переводы — прекрасный пример того, что смысл таких слов не всегда можно определить. Здесь это очевидно не получилось. Особенности биологии растений намекают на то, что с рисом никакой связи быть не может. Да и определение “выращивать” или “производить” тоже не слишком подходит. Всё же на древнегреческом языке — выращивать=&#x3C4;&#x3C1;&#x1F73;&#x3C6;&#x3C9;. Древнегреческо-русский словарь опять-таки предоставляет подходящий пример:</p><cite><p>&#x3C4;. &#x1F14;&#x3C1;&#x3BD;&#x3BF;&#x3C2; &#x1F10;&#x3BB;&#x3B1;&#x1F77;&#x3B7;&#x3C2; Hom. — выращивать масличное дерево;</p></cite><p>В оригинале это выглядит так:</p><poem><stanza><v>&#x3BF;&#x1F37;&#x3BF;&#x3BD; &#x3B4;&#x1F72; <strong>&#x3C4;&#x3C1;&#x1F73;&#x3C6;&#x3B5;&#x3B9;</strong> &#x1F14;&#x3C1;&#x3BD;&#x3BF;&#x3C2; &#x1F00;&#x3BD;&#x1F74;&#x3C1; &#x1F10;&#x3C1;&#x3B9;&#x3B8;&#x3B7;&#x3BB;&#x1F72;&#x3C2; &#x1F10;&#x3BB;&#x3B1;&#x1F77;&#x3B7;&#x3C2;</v><v>Словно как маслина древо, которое муж возлелеял</v></stanza><text-author>(Илиада XVII.53, с пер. Н. И. Гнедича<a l:href="#n_30" type="note">[30]</a>)</text-author></poem><p>Тогда как <strong>&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6;</strong> явно связано с питанием (&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x1F75; — питание, пища). Именно поэтому Ксиландр в XVI веке, переводя “Географию” на латынь, добавил к “эта земля родит рис”, дословно повторяющему перевод Григория Тиферната, уточнение — “для еды”. Близкое по значению <strong>&#x1FE5;&#x3B9;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6;&#x3BD;</strong> встречатся у лексикографа Поллукса (Pollux I.235) в главе “О частях деревьев и ветвях цветущих, и не только” (&#x3A0;&#x3B5;&#x3C1;&#x1F76; &#x3BC;&#x3B5;&#x3C1;&#x1FF6;&#x3BD; &#x3B4;&#x1F73;&#x3BD;&#x3B4;&#x3C1;&#x3BF;&#x3BD; &#x3BA;&#x3B1;&#x1F76; &#x3B5;&#x1F50;&#x3B1;&#x3BD;&#x3B8;&#x1FF6;&#x3BD; &#x3BA;&#x3BB;&#x1F71;&#x3B4;&#x3C9;&#x3BD; &#x3BA;&#x3B1;&#x1F76; &#x3BC;&#x1F74; &#x3C4;&#x3BF;&#x3B9;&#x3BF;&#x1F7B;&#x3C4;&#x3C9;&#x3BD;). Родольф Гуалтер перевёл данное слово латынью как radices nutrire = питать корни (Pollux, 1541). Да и в русском языке подобное заимствование из греческого успешно прижилось в форме — трофические (то есть пищевые) цепи или уровни.</p><p>Так что современное прочтение варианта &#x3BF;&#x1F50; &#x1FE5;&#x1F77;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; в дословном переводе выглядит вполне прилично:</p><cite><p>Корни не питает же эта земля из-за сухости.</p></cite><p>Примерно так эту фразу и переводят в настоящее время. Только совершенно не понятно — о каких корнях идёт речь. Раз земля засевается, то корням-то посевов влаги непременно должно хватать.</p><p>Однако никто не запрещает снова заглянуть в древнегреческо-русский словарь и выяснить, что <strong>&#x1FE5;&#x1F77;&#x3B6;&#x3B1;</strong> в переводе не обязательно означает корень. Есть и другие варианты: подошва, основание, а в переносном смысле — начало или часть чего-то:</p><p>= <strong>&#x1FE5;</strong>&#x1F77;<strong>&#x3B6;&#x3B1;</strong> &#x1F21; 1) корень (sc. &#x1F10;&#x3BB;&#x3B1;&#x1F77;&#x3B7;&#x3C2; Hom.; &#x3C4;&#x3C1;&#x3B9;&#x3C7;&#x1F79;&#x3C2; Arst.); 2) целебный корень, зелье (&#x1FE5;. &#x1F40;&#x3B4;&#x3C5;&#x3BD;&#x1F75;&#x3C6;&#x3B1;&#x3C4;&#x3BF;&#x3BD; Hom.); 3) <emphasis>перен</emphasis>. корень, источник, начало (&#x3BA;&#x3B1;&#x3BA;&#x1FF6;&#x3BD; Eur.; &#x1FE5;. &#x3B3;&#x1F73;&#x3BD;&#x3BF;&#x3C5;&#x3C2; Soph.; &#x3BA;&#x3B1;&#x3BB;&#x3BF;&#x3BA;&#x1F00;&#x3B3;&#x3B1;&#x3B8;&#x1F77;&#x3B1;&#x3C2; Plut.): &#x1F10;&#x3BA; &#x1FE5;&#x3B9;&#x3B6;&#x1FF6;&#x3BD; &#x1F00;&#x3BD;&#x3B1;&#x3B9;&#x3C1;&#x3B5;&#x1FD6;&#x3BD; &#x3C4;&#x3B9; Plut. вырвать что-л. с корнем; 4) подошва, подножье (&#x3C4;&#x3BF;&#x1FE6; &#x3BB;&#x1F79;&#x3C6;&#x3BF;&#x3C5; Polyb.); 5) основание, основа (&#x1FE5;. &#x3C0;&#x1F71;&#x3BD;&#x3C4;&#x3C9;&#x3BD; &#x3BA;&#x3B1;&#x1F74; &#x3B2;&#x1F71;&#x3C3;&#x3B9;&#x3C2; Plat.); 6) <emphasis>перен</emphasis>. ствол, ветвь: &#x1FE5;. &#x3C7;&#x3B8;&#x3BF;&#x3BD;&#x1F79;&#x3C2; Pind. часть света, материк; 7) род <emphasis>или</emphasis> происхождение (&#x3B5;&#x1F50;&#x3B3;&#x3B5;&#x3BD;&#x1F75;&#x3C2; Eur.) =</p><p>В этом случае перевод выглядит ещё более лучше, так как не предполагает неопределённостей и не требует многословных дополнительных пояснений:</p><cite><p>Часть же [свою] не питает эта земля из-за сухости.</p></cite><p>На этом, пожалуй, можно было бы и остановиться. Однако существует вариант прочтения, на который за последние четыреста лет почему-то никто не обратил внимания. Такой вариант непременно стоило предложить, знакомясь с оригинальным текстом “Географии” в редакции Казобона, ссылки на страницы которого по сей день украшают поля современных изданий.</p><p>Дело в том, что прописные буквы в этом издании не содержат диакритических знаков (рис. 11), а ипсилон (&#x3C5;) вполне может быть прочитан как иота (&#x3B9;). Например, в античных латинских текстах <emphasis>oriza</emphasis> может встретиться с тем же успехом, что и <emphasis>oryza</emphasis>.</p><image l:href="#11"/><p><strong>Рис. 11. </strong>Прописные буквы в греческом тексте критических изданий Казобона напечатаны без диакритических знаков (фрагмент страницы 838 парижского издания 1620 года).</p><empty-line/><p>Без прямого указания на придыхание первой гласной и подобно прочтению о не питаемых корнях, предложенному Мадвигом (Madvig, 1871), просто напрашивается слово, присутствующее во всех словарях — <strong>&#x39F;&#x3C1;&#x1F77;&#x3B6;&#x3C9;</strong> (&#x1F41;&#x3C1;&#x1F77;&#x3B6;&#x3C9;) — устанавливать границу, определять границами; служить границей, отделять, <emphasis>etc</emphasis>. Причём омега в конце слова легко и непринуждённо меняется на омикрон при изменении формы. В качестве примера в схолиях к Дионисию Фракийскому нашлось &#x1F41;&#x3C1;&#x1F77;&#x3B6;&#x3BF;&#x3BC;&#x3B5;&#x3BD;&#x3B1;=определённые.</p><p>Ещё более интересно то, что на ионическом диалекте <strong>&#x1F41;&#x3C1;&#x1F77;&#x3B6;&#x3C9;</strong> пишется как <strong>&#x3BF;&#x1F50;&#x3C1;&#x1F77;&#x3B6;&#x3C9;</strong>, передавая привет от самого Страбона, как уроженца Малой Азии, и от написания <strong>&#x3BF;&#x1F50; &#x1FE5;&#x3B9;&#x3B6;&#x3BF;&#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6;</strong> в одном из манускриптов из комментария Джонса (см. ранее). А словарь Лиддела-Скотта сообщает, что примерно в том же виде слово встречается у Геродота. Что-то там про Нил и определение границы между Азией и Ливией = <emphasis>&#x1F41; &#x39D;&#x3B5;&#x1FD6;&#x3BB;&#x3BF;&#x3C2; &#x1F41; &#x3C4;&#x1F74;&#x3BD; &#x1F08;&#x3C3;&#x1F77;&#x3B7;&#x3BD; &#x3BF;&#x1F50;&#x3C1;&#x1F77;&#x3B6;&#x3C9;&#x3BD; &#x3C4;&#x1FC7; &#x39B;&#x3B9;&#x3B2;&#x1F7B;&#x1FC3;</emphasis> Hdt.2.16 =.</p><p>Поскольку данный абзац “Географии” Страбона целиком и полностью связан с указанием расстояний до границ территорий Киренаики, различающихся физико-географическими условиями, то вариант прочтения с указанием причины выделения этих границ (из-за сухости) ложится на данную тему просто замечательно. Правда учитывая необходимость понятного перевода, &#x3C4;&#x3C1;&#x3BF;&#x3C6;&#x3B5;&#x1FD6; придётся интерпретировать как “содержит”. Такой вариант не слишком привычен, но словарями таки предполагается.</p><cite><p>Определяемые границы содержит же эта земля из-за сухости.</p></cite><p>Всё-таки для понимания написанного не стоит стесняться общаться со словарями и исходным древнегреческим текстом, а не пытаться перелицевать неудачные иноязычные интерпретации предшественников. И уж совершенно точно не стоит обвинять Страбона в том, что тот “сам не всегда понимал, о чём пишет”.</p><p>А рис здесь, однако, оказался не нужен.</p></section><section><title><p>Источники</p></title><p>Англо-русский биологический словарь (издание третье, перераб. и доп.) – М.: «Русский язык», 1976.</p><p>Афиней. Пир мудрецов (перевод Н. Т. Голинкевича). — М.: «Наука», 2004–2010, т. I–II.</p><p>Гашкова И. В. Сорго зерновое. <emphasis>Агроэкологический атлас России и сопредельных стран</emphasis>, 2003.<a l:href="#n_31" type="note">[31]</a></p><p>Геопоники. Византийская сельскохозяйственная энциклопедия X века (Перевод с греческого Е. Э. Липшиц). — М.-Л.: Изд-во АН СССР, 1960 г.</p><p>Геродот. История (Перевод Г. А. Стратановского). – М.: Олма-Пресс Инвест, 2004.</p><p>Гиппократ. Сочинения II. — М.-Л.: Медгиз, 1944; Сочинения III. — М.: Медгиз, 1941.</p><p>Гораций. Сатиры II.3. <emphasis>Собрание сочинений</emphasis>. — С.-Пб.: «Студиа Биографика», 1993, с. 261.</p><p>Греко-россійскій словарь (сост. проф. Грацинскій). — М.: Синодальная Типографія, 1878.</p><p>Греческо-русскій словарь, составленный А. Д. Вейсманомъ. Изданіе пятое. — С-Пб.: Изданіе автора, 1899 год.</p><p>Дамблтон К. У. Русско-английский биологический словарь (2-е изд. исправленное). – Москва-Минск-Киев: «Технические словари», 2000.</p><p>Диодора Сикилїйскаго Историческая библїотека. Часть пятая (Пер. съ греч. Ивана Алексеева). — С.-Пб: Императ. Акад. наукъ, 1775, с. 293.</p><p>Древнегреческо-русский словарь. Составитель И. Х. Дворецкий. — М.: Изд-во иностранных и национальных словарей, 1958. Том 1, 2.</p><p>Зайцев В. Б. Рассказ о рисе (2-е изд., перераб. и доп.). — М.: Колос, 1980, с. 33.</p><p>Корай. О нын&#x463;шнемъ просв&#x463;щеніи Греціи. Переводъ съ францускаго Александра Негри. — СПб., 1815.</p><p>Латинско-русский словарь (сост. Дворецкий И. Х., Корольков Д. Н., ред. Соболевский С. И.). — М.: Изд-во иностранных и национальных словарей, 1949.</p><p>Латинско-русский словарь (изд. 2-е, переработ. и доп.). Составитель И. Х. Дворецкий. — М.: «Русский язык», 1976.</p><p>Нуралиев Ю. Н. Лекарственные растения. — Душанбе: «Маориф», 1989, с. 120–121.</p><p>Спеваковский А. Б. Самураи — военное сословие Японии. — М.: «Наука», 1981.</p><p>Страбонъ. Географія (Переводъ &#x472;. Г. Мищенка). — Москва, 1879.</p><p>Страбон. География (Перевод Г. А. Стратановского). — М.: «Наука», 1964.</p><p>Теофраст (Феофраст). Исследование о растениях (Перевод с древнегреческого и примечания М. Е. Сергеенко). — М.: Изд-во АН СССР, 1951.</p><p>Цельс Авл Корнелий. О медицине (пер. коллектива Кафедры Латинского языка 2–го МГМИ им. Н. И. Пирогова). — Москва, 1959.</p><p>Apicus. De Re Coquinaria Libri Decem. — Heidelbergae, 1867.</p><p>Applebaum, S. Jews and Greeks in Ancient Cyrene. — Leiden, 1979, рp. 90–91.</p><p>Athenaei Dipnosophistarum libri XV (in Latina Natale de Comitibus). — Baseliae, 1556, p. 182.</p><p>Athenaei Deipnosophistarum libri quindecim (Editio Isaaci Casauboni, Graece et Latine). — Lugduni, 1657.</p><p>Athenaeus. The Deipnosophists. Or Banquet Of The Learned Of Athenaeus (Literally trans. C. D. Yonge). — London, 1854. vol.I-III.</p><p>Athenaei Naucratitae Dipnosophistarum libri XV (recensuit Georgius Kaibel, in Graece). — Lipsiae. 1887, vol. I-III.</p><p>Athenaeus. The Deipnosophists (Greek wiht English trans. by C. B. Gulick). — London, 1927-1941, vol. I-VII.</p><p>Athenaeus. The Learned Banqueters (Greek wiht English trans. by S. D. Olson). — London, 2006-2012, vol. I-VIII.</p><p>Bailly A. Dictionnaire Grec-Fran&#xE7;ais. — Paris: Hachette, 1935.</p><p>Cadell H. Le vocabulaire de l’agriculture d’apr&#xE8;s les papyrus grecs d’Egypte: probl&#xE8;mes et voies de recherche. <emphasis>American studies in papyrology</emphasis>. — 1970, v. 7, pp. 69–76.</p><p>Chevalier A. Les productions v&#xE9;g&#xE9;tales du Sahara. <emphasis>Revue de botanique appliqu&#xE9;e et d’agriculture tropicale</emphasis>. Paris, 1932, tome XII, pp. 754-756.</p><p>Chevalier A. Les origines et l’&#xE9;volution de l’agriculture m&#xE9;diterran&#xE9;enne. <emphasis>Revue de botanique appliqu&#xE9;e et d’agriculture tropicale</emphasis>. Paris, 1939, tome XIX, р. 653.</p><p>Dalby А. Silphium and Asafoetida. <emphasis>Spicing Up the Palate</emphasis>. Walker H. (ed.). — London: Prospect Books, 1993, pp. 67–72.</p><p>Dioscorides. De materia medica (Commentario illustravit C. Sprengel). — Lipsiae, 1829.</p><p>FAO. Crops and livestock products (2024)<a l:href="#n_32" type="note">[32]</a>.</p><p>Ferrero A., Vidotto F. History of Rice in Europe. <emphasis>Rice: Origin, Antiquity and History</emphasis> (Ed. S.D. Sharma). — CRC Press, 2010, pp. 341–345.</p><p>Flora of Greece web. <emphasis>Lolium</emphasis> L. [электронный ресурс<a l:href="#n_33" type="note">[33]</a>]</p><p>Celsus Aulus Cornelius. Medicinae libri octo. — Neapoli, 1818.</p><p>Dickey E. Latin Loanwords in Ancient Greek: A Lexicon and Analysis. — Cambridge University Press, 2023, p. 608</p><p>Galenus Claudius. Opera omnia (ed. et interpr. C. G. K&#xFC;hn). — Lipsiae, 1823, vol. 6, p. 525.</p><p>Gately I. Drink: A Cultural History of Alcohol. New York, 2009, p. 103.</p><p>Hesychii Alexandrini lexicon (ed. Friderico Ritschelio). — Ienae, 1864.</p><p>Hippocrates. Oeuvres compl&#xE8;tes d’Hippocrate (trad. E. Littr&#xE9;). — Paris, 1849, tome VI, p. 542.</p><p>Historiae Augustae scriptores sex (Casauboni editione). — Parisiis: Ambrose et Hieronym Drouart, 1603, p. 163.</p><p>Horatius Q. Flaccus (interpretatus Gaspar Orellros). — Turici, 1868, pp. 170–171.</p><p>Lauffer S. Diokletians Preisedikt. — Berlin, 2013, ss. 100–101.</p><p>Liddell H. G., Scott R. A Greek-English Lexicon (revised and augmented by sir H. S. Jones). — Oxford, 1940.</p><p>Madvig J. N. Adversaria critica ad scriptores graecos et latinos. — Haunle, 1871, vol. I, p. 565.</p><p>Pliny. Natural history (with Eng. trans. Rackham H.). — London, 1961, vol. V.</p><p>Pollux Iulius. Onomasticon (in Latina Rudolf Gwalther). — Basileae, 1541, p. 67.</p><p>Pollux Iulius. Onomasticon (in Graece). — Lipsiae, 1824, vol. 1, p. 66; 1900, vol. 2, p. 22.</p><p>Sallares R. The Ecology of the Ancient Greek World. — Cornell Univ. 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V, pp. 21, 490.</p><p>The Geography of Strabo (literally translated H. C. Hamilton and W. Falconer). — London, 1857, t. III, pp. 83, 257.</p><p>G&#xE9;ographie de Strabon (Fr. trad. A. Tardieu). — Paris, 1880, t. III, pp. 212, 492.</p><p>Strabonis Geographica (ed. A. Meineke). — Leipzig, 1853, vol. III, pp. 965, 1170.</p><p>The Geography of Strabo (Eng. trans. H. L. Jones). — London, 1930-32, v. VII, pp. 26–29, v. VIII, pp. 208–209.</p><p>Strabons Geographika (&#xDC;bersetzung und Kommentar herausgegeben von S. Radt). — G&#xF6;ttingen, 2005, t.4, ss. 158–159, 548–549.</p><p>The Geography of Strabo (Eng. trans. D. W. Roller). — New York, Cambridge University Press, 2014.</p><p>Theophrastus. Enquiry into plants (with Eng. trans. Hort A.). — London, 1916, vol. I, pp. 318–319.</p><p>Wilkinson W. The manners and customs of the ancient Egyptians. New Edition by S. Birch. — London, 1878, pp. 426–28.</p></section></body><body name="notes"><title><p>Примечания</p></title><section id="n_1"><title><p>1</p></title><p>Подробно об этом в “Приключения маленькой ошибки”.</p></section><section id="n_2"><title><p>2</p></title><p>В данном случае говорится об алике (&#x1F04;&#x3BB;&#x3B9;&#x3BA;&#x3BF;&#x3C2;) — цельнозерновой крупе из полбы.</p></section><section id="n_3"><title><p>3</p></title><p>Хлеб, который они едят, приготовляется из полбы, по-египетски называемой «киллестис» (Геродот II.77).</p></section><section id="n_4"><title><p>4</p></title><p>Подробнее в “Приключения маленькой ошибки”.</p></section><section id="n_5"><title><p>5</p></title><p>Александр Фёдорович Не&#x301;гри (1784-1854) — российский дипломат, историк, переводчик с восточных языков, археолог и научный писатель, вице-президент Одесского общества истории и древностей.</p></section><section id="n_6"><title><p>6</p></title><p>предполагаемые места расположения Тапсака взяты с карты:</p><p>https://commons.wikimedia.org/wiki/File:Davids-kingdom_with_captions_specifiying_vassal_kingdoms-derivative-work.jpg</p></section><section id="n_7"><title><p>7</p></title><p>http://www.cnshb.ru/AKDiL/0024/base/RZ/002409.shtm</p></section><section id="n_8"><title><p>8</p></title><p>https://commons.wikimedia.org/wiki/File:Egyptian_harvest.jpg</p><p>https://i.etsystatic.com/14438497/r/il/f5d13a/1317408828/il_794xN.1317408828_b7di.jpg</p></section><section id="n_9"><title><p>9</p></title><p>Собрание переводов Ветхого Завета на древнегреческий язык, выполненных в III-I веках до н.э. в Александрии.</p></section><section id="n_10"><title><p>10</p></title><p>Самый свежий перевод Афинея, найденный в сети, издан в 2006 году. Как бы научное исследование <emphasis>Rice: Origin, Antiquity and History</emphasis>, почему-то связавшее упоминание Софокла с Белуджистаном, датировано 2010-м.</p></section><section id="n_11"><title><p>11</p></title><p>https://ru.wikipedia.org/wiki/Теф</p></section><section id="n_12"><title><p>12</p></title><p>https://commons.wikimedia.org/wiki/File:Teff_pluim_Eragrostis_tef.jpg</p><p>https://oblepiha.com/calorie/nuts/2026-zerno-tefa.html</p></section><section id="n_13"><title><p>13</p></title><p>https://ru.wikipedia.org/wiki/Ынджера</p></section><section id="n_14"><title><p>14</p></title><p>Современник Апиция, древнеримский врач Скрибоний Ларг, говорит об использовании киренского лазера: si poterit inveniri = если его можно отыскать (Scribonius LXVII).</p></section><section id="n_15"><title><p>15</p></title><p>Эвмен — один из диадохов. Ранее личный секретарь царей Македонии — Филиппа II и Александра Великого.</p></section><section id="n_16"><title><p>16</p></title><p>Описание этого полудрагоценного камня (ceraunia) см. у Плиния (Естественная история. 37.134 слл.).</p></section><section id="n_17"><title><p>17</p></title><p>По словам Плиния Старшего, рис, привозимый с востока, был похож на овёс (Pliny XVIII.XX.93).</p></section><section id="n_18"><title><p>18</p></title><p>https://www.inaturalist.org/observations/17937820</p><p>https://commons.wikimedia.org/wiki/File:LPCC-680-Pan&#xED;cules_d'arr&#xF2;s.jpg</p><p>https://selcdn.fedsp.com/octans/12/26649/1b36500206248137.PNG</p></section><section id="n_19"><title><p>19</p></title><p>https://commons.wikimedia.org/wiki/File:Illustration_Leymus_arenarius_and_Lolium_temulentum0.jpg</p><p>https://commons.wikimedia.org/wiki/File:Illustration_Lolium_perenne0.jpg</p></section><section id="n_20"><title><p>20</p></title><p>От ryegrass — ржаная трава.</p></section><section id="n_21"><title><p>21</p></title><p>https://commons.wikimedia.org/wiki/File:Italiaans_raaigras_vruchten_(Lolium_multiflorum_fruits). jpg</p><p>https://commons.wikimedia.org/wiki/File:LPCC-661-Grans_d'Oryza_sativa_indica_i_japonica.jpg</p></section><section id="n_22"><title><p>22</p></title><p>https://plants.sc.egov.usda.gov/ImageLibrary/large/lope2_001_lhp.jpg</p><p>https://plants.sc.egov.usda.gov/ImageLibrary/large/lopem2_001_lhp.jpg</p></section><section id="n_23"><title><p>23</p></title><p>https://ru.wikipedia.org/wiki/Суходольный_рис</p></section><section id="n_24"><title><p>24</p></title><p>https://www.wearewater.org/en/water-and-civilization-learning-from-the-past_338471</p><p>https://vivareit.ru/strany-mirovye-lidery-po-vyrashhivaniyu-risa/</p></section><section id="n_25"><title><p>25</p></title><p>31 декабря 2010. Дмитрий Медведев: “Россия — молодая страна. Напомню, что в наступающем году ей исполнится только двадцать лет”.</p><p>“... все, что я говорю, — в граните отливается” — его же реплика от 25 декабря 2009 года.</p></section><section id="n_26"><title><p>26</p></title><p>Число 4 в японской культуре традиционно ассоциируется со смертью, поскольку иероглиф, обозначающий это число, читается как и иероглиф, обозначающий “смерть” — си. Настоящий самурай перед совершением сеппуку мог позволить себе пару чашечек-отёко сакэ, каждый раз делая по два глотка. Выпить сакэ в один глоток, считалось признаком жадности, а в три — признаком нерешительности. Всего делалось четыре глотка.</p><p>Хотя, конечно, в античные времена рис для сбраживания предварительно просто пережёвывали, используя для осахаривания крахмала не плесень, а ферменты собственной слюны. Да и привилегия по-самурайски резать себе живот — уже средневековая.</p></section><section id="n_27"><title><p>27</p></title><p>http://feb-web.ru/feb/litenc/encyclop/le2/le2-2261.htm</p></section><section id="n_28"><title><p>28</p></title><p>Дмитрий Орлов. Быть ли России энергетической сверхдержавой? — Известия, 17 января 2006:</p><p>“На заседании Совета безопасности 22 декабря 2005 года Владимир Путин поставил перед Россией амбициозную, по его словам, задачу — стать лидером мировой энергетики. Выступление президента сразу же вызвало в СМИ острую дискуссию о том, насколько реален предложенный им проект "энергетической сверхдержавы".”</p></section><section id="n_29"><title><p>29</p></title><p>Гапаксы (по-гречески — &#x1F05;&#x3C0;&#x3B1;&#x3BE; &#x3BB;&#x3B5;&#x3B3;&#x1F79;&#x3BC;&#x3B5;&#x3BD;&#x3BF;&#x3BD;, гапакс легоменон, «названное один раз») — это слова, которые во всей совокупности текстов на данном языке встречаются только однажды.</p></section><section id="n_30"><title><p>30</p></title><p>https://ancientrome.ru/antlitr/t.htm?a=1344000017#53</p></section><section id="n_31"><title><p>31</p></title><p>http://agroatlas.ru/ru/content/cultural/Sorghum_bicolor_K/</p></section><section id="n_32"><title><p>32</p></title><p>https://www.fao.org/faostat/en/#data/QCL</p></section><section id="n_33"><title><p>33</p></title><p>https://portal.cybertaxonomy.org/flora-greece/cdm_dataportal/taxon/3ec4bd76-0bbd-43b2-bb9c-a68399f57771</p></section></body><binary id="cover" 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</bina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</binary>
</FictionBook>