С дадените кубчета постройте тяло, което отгоре изглежда така: [img]data:image/png;base64,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[/img],[br] а отляво така: [img]data:image/png;base64,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[/img]. Разгледайте чрез добавена реалност.
Ако отсечките са улици, а точките P1, P2, P3 - полицаи, разположете полицаите, така че да могат да наблюдават всички отбелязани улици.
Танграма: Подредете елементите, така че да получите това коте: