Люди стремились постичь многочисленные тайны мироздания – как вокруг, так и внутри себя – с самого начала существования нашего вида. В конце концов, наше выживание как таковое зависело от того, сможем ли мы выяснить, что нам угрожает и почему. В значительной мере подчинив себе окружающий мир, мы принялись неутомимо исследовать замысловатое устройство собственного организма. Как работает кровеносная система? Можно ли остановить старение? Почему одни болеют, а другие – нет? Совсем не удивительно, что, узнавая все больше об инфекционных заболеваниях, мы все время ставили перед собой одну и ту же задачу: понять их природу, научиться их контролировать и уничтожить прежде, чем они уничтожат нас.
В этом отношении многое изменилось со времен Галена, древнеримского врача и философа, жившего во II веке н. э. и полагавшего, что кровь производится в печени из принятой пищи и выделяет «дымные испарения», которые выводятся через легкие. И все же сомнения относительно того, влияет ли положение планет и звезд на способность к зачатию и безопасно ли купаться в полнолуние, пока не ушли в прошлое окончательно. История, предшествовавшая микробной теории происхождения болезней (см. стр. 60), изобиловала сомнительными обоснованиями вроде рассуждений о небесных явлениях, гневливых богах или «моровых поветриях», с которыми связывали вспышки чумы. Сегодня, когда в нашу жизнь незваным гостем врывается очередная эпидемия, мы не обращаем свой взор к звездам – мы следим за состоянием заболевших и стараемся выяснить, каким образом время, расстояние, слабость нашей иммунной системы и сложное устройство человеческого общества помогли заболеванию прорвать оборону и пуститься в атаку.
Анатомическая гравюра, сделанная на основе иллюстрации из опубликованного в 1794 году труда итальянского анатома и невролога Антонио Скарпа «Tabulae neurologicae».
Изучение неизвестных патогенов началось сотни лет назад, а на заре XX века мир коренным образом изменили революционные открытия Роберта Коха (см. стр. 72), Луи Пастера (см. стр. 71) и бессчетного множества других ученых. С появлением чашек Петри и лабораторных животных люди научились выращивать патогенные микроорганизмы в контролируемых условиях. Благодаря микроскопам невидимое вдруг стало различимым, и представшие нашему взору извивающиеся паразиты, крошечные пятнистые кокки шаровидной формы, раскрашенные в нежно-розовые тона, и скрученные в спираль бактерии показали нам, что мы ошибались, думая, будто наше тело целиком и полностью принадлежит только нам. Позднее с помощью электронных микроскопов нам предстояло обнаружить неприметные вирусы, которым раньше удавалось проникать сквозь поры фильтров, не пропускавших микробы.
По мере развития технологий мы постепенно разгадывали секреты наших микроскопических врагов. Мы узнали о генетическом материале клеточного ядра, или так называемых ДНК и РНК, которые, как выяснилось, диктуют сценарий, определяющий жизненное предназначение патогенов: прикрепляться к нашим клеткам, проникать в них и захватывать мельчайшие структурные единицы человеческого организма с целью расплодиться. Но и это еще не все: мы обнаружили, что эти порой недоступные взору мучители любят менять правила игры. Причем постоянно. Мы привыкли считать историю происхождения человеческого вида непревзойденным чудом эволюции. Но оказалось, что бактерии и вирусы все это время эволюционировали вместе с нами, а зачастую и внутри нас, причем куда более быстрыми темпами, чем мы сами.
Исследование патогенов включает в себя не только выявление заболеваний, которые они вызывают и многие из которых были известны нам тысячелетиями, но также открытие новых, ранее незнакомых нам вредоносных микроорганизмов. (Или бактерий, которые на протяжении многих лет исподтишка убивали нас одного за другим, пока мы наконец не узнали об их существовании, как было в случае с возбудителями легионеллеза.) Как и многочисленные болезни прошлого, новые патогены были изучены до мельчайших подробностей: мы выяснили, как они устроены, каким образом их поверхностные белки прикрепляются к нашим клеткам, чтобы остаться в организме хозяина, и каковы пути их распространения. Раньше для выявления нового заболевания требовались десятилетия, теперь же – считанные дни. Однако не все можно объяснить с помощью нуклеотидных последовательностей, и перед нами все еще остается целый ворох вопросов. К примеру, достаточно ли соблюдать дистанцию в два метра, чтобы носитель возбудителя новой коронавирусной инфекции COVID-19, громко разговаривая, не смог заразить окружающих? Сколько слоев хлопчатобумажной ткани необходимо, чтобы предотвратить распространение вируса при кашле? Насколько часто работникам медучреждений следует использовать антисептик для рук при снятии средств индивидуальной защиты?
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)
Раскрашенное изображение вируса Эбола, полученное с помощью сканирующего электронного микроскопа.
Разумеется, патогены все равно находят способ до нас добраться, но мы даем им отпор, учась спасать тяжелобольных пациентов и быстро отличая эффективные лекарства от выдумок обыкновенных шарлатанов (см. стр. 253). Мы разрабатываем и производим вакцины – порой с головокружительной скоростью, беспрестанно сталкиваясь с нежелательными последствиями распространения информации, которая может оказаться ложной, правдивой, изменчивой, пугающей, а временами и вовсе абсурдной.
Но как бы ни реагировало общество, любая эпидемия или пандемия влечет за собой ряд неизбежных вопросов. Как она началась? Что поспособствовало распространению инфекции? Как нам ее остановить?
Даже если речь идет о самой что ни на есть заурядной инфекции, желание выяснить, откуда она взялась, не дает нам покоя. Стоит вам подхватить обыкновенную простуду – и, пока вы отхаркиваете мокроту и отпрашиваетесь с работы, в вашей голове будет крутиться все тот же вопрос: где меня угораздило простыть? Может, я заразился от коллеги, который отказался взять больничный и сидел за соседним столом, кашляя и сморкаясь? Другой пример: врач сообщает, что у вас обнаружен гепатит С, а позднее выясняется, что вы заразились после визита в отделение неотложной помощи, где вам ввели обезболивающее нестерильным шприцем. А то и вовсе появляется какое-нибудь новое заболевание вроде COVID-19 и переворачивает вверх дном жизни миллиардов людей, а мы все так же невозмутимо ищем ответы. Кто виноват? Откуда взялось это заболевание? Сможем ли мы отыскать нулевого пациента?!