Слияние остановки и проспекта невозможно. Это нарушение правил вождения и движения.
– Поставьте люди шлагбаум у себя в голове между дорогой и населением. И меньше трагизма увидим в стране, – заявила остановка.
Баланс – соотношение взаимно связанных показателей какой-нибудь деятельности, процесса.
(Ожегов, Шведова)
Баланс
Пальма в острове
Пальма в острове жила одна, она желала разговора. Но остров ей запрет отдал, что имя острова заветно. Как пальма в острове жила, так остров в пальме поглотился. И имя их вросло в одно что Пальмо-Остро, что Остро-Пальма.
Верность – стойкость и неизменность в чувствах, отношениях, в исполнении своих обязанностей, долга.
(Ожегов, Шведова)
Верность
Будка без собаки
Будка без собаки, как хозяин без дома. Ночь во дворе, а день в пространстве. Найдите связь «домашних» и животных. И жизнь в жилье объединиться.
Градус – единица измерения температуры, а также (спец.) концентрации чего-нибудь или вязкости жидкости.
(Ожегов, Шведова)
Градус
Рыба на песке
Лежала рыба на песке и думала о воде. Солнце так пекло, что высохла она.
– А где все море?– последней мыслью рыбы стал этот вопрос.
– Когда исчезнет солнце. Быть сковородкой устали, последнюю рыбеху запекли, – ответил песок и взглянул на солнце в ожидании изменения погоды
неразДелимость, неразДелимый – такой, что нельзя разделить, нераздельный. Любовь и ревность неразделимы.
(Ожегов, Шведова)
неразДелимость
Луна на солнце
Луна легла на Солнце и уснула. И мрак постиг все в небосклоне.
– Ступай домой, Луна, уж ночь прошла, а день останется за мной, – сказало Солнце.
– Ведь вместе мы едины, – сказала Лена.
– Мы едины, когда раздельны.
– Что Я на Солнце, Что Солнце на Луне. Какая разница, все равно неразделимы.
– Смотря откуда посмотреть.
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)
врЕмя – одна из форм (наряду с пространством) существования бесконечно развивающейся материи -последовательная смена ее явлений и состояний. Промежуток той или иной длительности, в который совершается что-нибудь, последовательная смена часов, дней, лет.
(Ожегов, Шведова)
врЕмя
Веревочка в квадрате
Веревочка прошлась насквозь через квадрат, как игла сквозь ткань. Вот так и время проникнется сквозь эпоху поколений.
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объединЁнность, объединЕнный – соединенный, совместный, составленный из нескольких однородных частей, единиц
(Д.Н. Ушакова)
объединЁнность
Фото на прорыв
Разрывы молнии разбили изображение фото. Двуличье облика размыло лик. Так что же это было- портрет, автопортрет, простое фото или же виденье с облаков. Прорвать такое можно лишь только силой зла, а силой доброты создать творенье и склеить заново в едино. Одно на двух и два для одного и есть весь смысл прорыва.
Жилище – помещение, в котором живут, можно жить.
(Ожегов, Шведова)
Жилище
Дом в хозяине
Когда хозяин думает только о своем доме, чтобы его никто не украл, не вывез, не поджег, то дом становится хозяином для человека. Дом поселяется внутри человека и разлагает его мозг. В итоге он лишается хозяина и становится самостоятельным объектом, вход в который позволен всем.
Зависимость – связанность явлений, предопределяющая их существование или сосуществование; обусловленность. Подчиненность другим (другому) при отсутствии самостоятельности, свободы.
Зависимый – находящийся в зависимости от чего-нибудь. Решение, зависимое от обстоятельств. Находящийся в подчиненном положении, зависимости..
(Ожегов, Шведова)
Зависимость
Штаны в стакане
Штаны упали в стакан и хозяин стакана не смог их достать, потому что он их потерял. Он посмотрел вниз и удивился:
– И все же где мои штаны?
– Штаны давно выпали в стакан, – произнесло содержимое стакана. – Знай, что пьешь и сколько, не придется терять штаны.
Игла – вообще предмет такой формы, заостренный с одного конца,
колющий.
(Ожегов, Шведова)
Игла
Ёжик без леса
Игла от ежика пропала, как и игла от ели. Он искали без вреда друг друга, а нашли чужие иглы.