<snapdata remixID="14020993"><project name="Рисование разноцветной фигуры с циклами" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>Создание проекта с использованием циклов, внутри которого содержатся условия.</notes><thumbnail>data:image/png;base64,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select="1"><scene name="Рисование разноцветной фигуры с циклами"><notes>Создание проекта с использованием циклов, внутри которого содержатся условия.</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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