<snapdata remixID="14668208"><project name="patrons" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes>Si es prem 1 canvia el color del fons.&#xD;Si es prem 2 es dibuixen els quadrats.&#xD;Si es prem 3 surten els cercles i les línies.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="patrons"><notes>Si es prem 1 canvia el color del fons.&#xD;Si es prem 2 es dibuixen els quadrats.&#xD;Si es prem 3 surten els cercles i les línies.</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Escenari" width="400" height="400" costume="3" color="252,255,247,1" 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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HaH0CBAhECSiQKHlzCXQRcI9tBRTIttG7OAECBK4JKJBrft4mQIDAtgIKJDx6CxAgQKCmgAKpmZutCRAgEC6gQMIjsAABAlEC5l4TUCDX/LxNgACBbQUUyLbRuzgBAgSuCSiQa357v+32BAhsLaBAto7f5QkQIHBeQIGct/MmAQIEogRSzFUgKWKwBAECBOoJKJB6mdmYAAECKQQUSIoYLLFawDwCBK4LKJDrhk4gQIDAlgIKZMvYXZoAAQLXBc4VyPW5TiBAgACB4gIKpHiA1idAgECUgAKJkjeXwDkBbxFII6BA0kRhEQIECNQSUCC18rItAQIE0ghsVyBp5C1CgACB4gIKpHiA1idAgECUgAKJkjeXwHYCLtxNQIF0S9R9CBAgsEhAgSyCNoYAAQLdBBRInURtSoAAgVQCCiRVHJYhQIBAHQEFUicrmxIgECVg7k0BBXKTxYcECBAg8ExAgTwT8j0BAgQI3BRQIDdZfDhWwGkECHQUUCAdU3UnAgQILBBQIAuQjSBAgECUwMy5CmSmrrMJECDQj57RTAAAAlhJREFUWECBNA7X1QgQIDBTQIHM1HV2fQE3IEDgroACuUvjCwIECBB4JKBAHun4jgABAgTuCkwukLtzfUGAAAECxQUUSPEArU+AAIEoAQUSJW8ugckCjicwW0CBzBZ2PgECBJoKKJCmwboWAQIEZgsokHvCPidAgACBhwIK5CGPLwkQIEDgnoACuSfjcwIEogTMLSKgQIoEZU0CBAhkE1Ag2RKxDwECBIoIKJAiQR1Z07MECBBYIaBAViibQYAAgYYCCqRhqK5EgECUwF5zFcheebstAQIEhgkokGGUDiJAgMBeAgpkr7yz39Z+BAgUElAghcKyKgECBDIJKJBMadiFAAECUQIn5iqQE2heIUCAAIG3NwXit4AAAQIETgkokFNsXiLwVcC/CewnoED2y9yNCRAgMERAgQxhdAgBAgT2E8hSIPvJuzEBAgSKCyiQ4gFanwABAlECCiRK3lwCWQTsQeCkgAI5Cec1AgQI7C6gQHb/DXB/AgQInBRQICfhPl7zEwECBPYUUCB75u7WBAgQuCygQC4TOoAAgSgBc2MFFEisv+kECBAoK6BAykZncQIECMQKKJBY/9jpphMgQOCCgAK5gOdVAgQI7CygQHZO390JEIgSaDFXgbSI0SUIECCwXkCBrDc3kQABAi0EFEiLGPe7hBsTIBAvoEDiM7ABAQIESgookJKxWZoAAQJRAh9zFciHhZ8IECBA4ICAAjmA5VECBAgQ+BBQIB8WfiKwQsAMAm0EFEibKF2EAAECawUUyFpv0wgQINBGoFyBtJF3EQIECBQX+AcAAP//3ua/9gAAAAZJREFUAwA2dN/ArR4X/wAAAABJRU5ErkJggg==" mediaID="patrons_Escenari_cst_color"/><costume name="color(2)" center-x="200" center-y="200" 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mediaID="patrons_Escenari_cst_color(2)"/><costume name="color(3)" center-x="200" center-y="200" 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