ЦВЕТОК из бусинок, бисера и стекляруса
Для того, чтобы порадовать маму или бабушку таким необычным цветком, нам понадобятся проволока или леска (3-4 метра), бисер, стеклярус и бусинки, подходящие друг к другу по цвету. Итак, приступаем к работе.
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)
| На середину проволоки нанизываем 1 бисеринку, 1 палочку стекляруса, 2 бисеринки. Берем еще 1 палочку стекляруса и проводим оба конца проволоки через нее навстречу друг другу.
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)
| Теперь на левый конец проволоки нанизываем 1 бисеринку, а на правый 2. И снова оба конца проводим через 1 палочку стекляруса.
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yY6BxT8mW+xcUwgV+bmY5xDxnk8FxlUSVYHZcB5uWKIPIp8Dczg2x4jb0ZXTEJlMalOX8wKCNVcJbiVAr11N6DMAz1sl03Vyj4hb33KSh5i8CONDYEHsW8l1itm4EXNYRWVoZotX3EIojgUFVXhdrtzmMneyQASr7zd5zLlVTXVQt5VeXv5jBuKpqo0su13CizQwCmmb8oCSoaa0u2+6KtmBeQMLi2vZR1CfgJKxTb5VVujqK27dirmmyvNkrK5YVreLVfKymlQQQAyC8L3b6mZ62m94G/2MZgxZjDSkz41FuWZsAPQaJoTaPEF2fxNfM4nBH+Dj/Gj/wCQw3mkNR1DcNTaHEwpxHE7c3X8c/M4uJ3CZxDmcT//2Q==)
| Когда палочек будет примерно 6-8 (это зависит от степени стягивания), оба конца проведите через 1 палочку, таким образом получится круг. У вас получится, что один конец проволоки направлен внутрь. Выведите его, подняв проволоку и проведя через 1 бисеринку внешнего ряда.
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)
| Второй ряд выполняется так. На правый конец нанизываем стеклярус и 2 бисеринки, на левый - 1 стеклярус. Через него же проводим во встречном направлении правый конец и далее через 1 бисеринку. Когда второй ряд будет готов, запрячьте концы проволоки, ибо начнем плести лепестки.
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)
| Берем проволочку длиной 30-40 см. Проводим через 2 бисеринки второго ряда. Выравниваем концы. Нанизываем на каждый по 1 бисеринке и скрещиваем оба конца в 1 палочке стекляруса. Далее на левый конец нанизываем 1 бисеринку, а на правый 1 бусину. Когда палочек стекляруса станет 6, на левый конец ничего не нанизываем, а на правом делаем пико из 4 бусин, то есть нанизываем 4 бусины, заворачиваем проволоку в кольцо и проводим через первую из нанизанных бусин. Скрещиваем оба конца в стеклярусе и продолжаем: слева 1 бисеринка, справа 1 бусина, оба конца в 1 палочку стекляруса. Когда палочек снова станет 6, на оба конца нанизываем по бисеринке и скрещиваем концы в 2 бисеринках второго ряда (соседних от тех, в которых начинался лепесток).
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)
| Концы можно запрятать, а можно аккуратно провести через стеклярус и вывести в центр, чтобы потом сделать стебель. Аналогично делаем остальные лепестки.
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)
| Теперь будем плести сердцевинку цветка. Первый ряд плетем так же, как у чашечки (описано выше). Второй ряд - тоже, как у чашечки, только на правый конец нанизываем не по две бисеринки, а по одной. Будет и третий ряд. Он плетется так, как и второй, только на правом конце теперь будет пико из бусинок или из бисера (из того, чего у вас больше).
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