<snapdata remixID="14670399"><project name="1.10 Composicio" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes>Per esborrar l&apos;escenari s&apos;ha de prémer la banderola verda.&#xD;Si es prem &apos;q&apos; es dibuixen els Quadrats&#xD;Si es prem &apos;c&apos; es dibuixen les línies de Colors.&#xD;Si es prem &apos;n&apos; es dibuixen les línies Negres.&#xD;&#xD;Per obtenir la composició de la imatge s&apos;ha de prémer primer la banderola verda, després la &apos;q&apos; i quan s&apos;acabin de dibuixar els quadrats s&apos;ha de prémer la &apos;c&apos; i per últim quan s&apos;acabin les línies de colors s&apos;ha de prémer la &apos;n&apos;.&#xD;&#xD;En llançar-se processos en paral·lel es poden entrellaçar comandes amb el que si es premen les diferents opcions (q, c, n) abans d&apos;acabar surten composicions més o menys estranyes. &#xD;La combinació q+c+n+q+n és bonica.&#xD;&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="1.10 Composicio"><notes>Per esborrar l&apos;escenari s&apos;ha de prémer la banderola verda.&#xD;Si es prem &apos;q&apos; es dibuixen els Quadrats&#xD;Si es prem &apos;c&apos; es dibuixen les línies de Colors.&#xD;Si es prem &apos;n&apos; es dibuixen les línies Negres.&#xD;&#xD;Per obtenir la composició de la imatge s&apos;ha de prémer primer la banderola verda, després la &apos;q&apos; i quan s&apos;acabin de dibuixar els quadrats s&apos;ha de prémer la &apos;c&apos; i per últim quan s&apos;acabin les línies de colors s&apos;ha de prémer la &apos;n&apos;.&#xD;&#xD;En llançar-se processos en paral·lel es poden entrellaçar comandes amb el que si es premen les diferents opcions (q, c, n) abans d&apos;acabar surten composicions més o menys estranyes. &#xD;La combinació q+c+n+q+n és bonica.&#xD;&#xD;</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><primitives></primitives><stage name="Escenari" 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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