.5) Однако на самом деле бессмысленно говорить о моих изменениях и о том, как их рассматривает мой наблюдатель, как об отдельных вещах: я изменяюсь для него или не изменяюсь вообще. То, чем является каждый из нас, он является в другом. Однако каждый должен проецировать на центр другого содержимое своего собственного, поэтому между нами происходит постоянный круговорот. Мы образуем пару проекции-отражения, или двухполюсную систему; мы дополняем друг друга и вместе с тем являемся противоположностями, как положительный и отрицательный полюса клетки. 6) Хотя у нас равный статус, мы не обязательно равны. Например, нет причины, по которой масса, которую мой наблюдатель приписывает мне, сильно отличалась бы от той, которую я приписываю ему, если они одинакового общего порядка. 7) Хотя мы должны ожидать обнаружить определенные фундаментальные условия на всех уровнях, мы должны быть готовы увидеть и очень большие различия. В частности, было бы странно, если бы мой наблюдатель, став достаточно маленьким и проворным, чтобы войти в мир элементарных частиц, сохранил бы нетронутыми все свои макроскопические способности и если бы ему удалось точно определить, например, мое положение и мою скорость. У него естественным образом появилось бы очень много неведения, в соответствии с его положением. Но парадокс в том, что это неведение, или, скорее, неуверенность – это правильный вид знаний, должная степень уверенности для этого низкого уровня: здесь не может быть речи о каком-либо случайном препятствии, который более опытные наблюдатели, будучи в том же месте, могли бы преодолеть. Конечно, возможно избежать любого вида неопределенности, но только удалившись на более высокий уровень, где протонам не место. Короче говоря, неопределенность моего наблюдателя – моя; таким я ему кажусь, и таким я и являюсь…
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Часть картины «Лето» (1563) Джузеппе Арчимбольдо, из Венской картинной галереи. Арчимбольдо специализируется на подобного рода фантазиях.
Больше нет необходимости притворяться. Данное описание гипотетического наблюдателя протона, состоящее из семи пунктов, является не чем иным, как нетрадиционным описанием его орбитального электрона – электрона, который 1) вращается вокруг протона, 2) поддерживает более или менее постоянное расстояние, 3) поглотив энергию, удаляется на более широкую орбиту, 4) признает не меньше, чем целый квант энергии[44],5) имеет равный, но противоположный электрический заряд по отношению к протону, 6) имеет лишь долю его массы 7) и так же, как и протон, подвергается принципу неопределенности. На самом деле вряд ли я найду другого наблюдателя, который был бы так хорошо квалифицирован для того, чтобы подмечать, чем я являюсь на очень близком расстоянии. Подобно тому, как есть место – где-то на расстоянии ярда отсюда, – где меня принимают за человека, так же есть и гораздо более близкое место – химическая область или атмосфера