18.1. Вне перекрестков, где трамвайные пути пересекают проезжую часть, трамвай имеет преимущество перед безрельсовыми транспортными средствами, кроме случаев выезда из депо.
18.2. На дорогах с полосой для маршрутных транспортных средств, обозначенных знаками 5.11, 5.13.1, 5.13.2, 5.14 "Дорога с полосой для маршрутных транспортных средств", запрещаются движение и остановка других транспортных средств (за исключением транспортных средств, используемых в качестве легкового такси) на этой полосе.
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)
Если эта полоса отделена от остальной проезжей части прерывистой линией разметки, то при поворотах транспортные средства должны перестраиваться на нее. Разрешается также в таких местах заезжать на эту полосу при въезде на дорогу и для посадки и высадки пассажиров у правого края проезжей части при условии, что это не создает помех маршрутным транспортным средствам.
18.3. В населенных пунктах водители должны уступать дорогу троллейбусам и автобусам, начинающим движение от обозначенного места остановки. Водители троллейбусов и автобусов могут начинать движение только после того, как убедятся, что им уступают дорогу.