<snapdata remixID="14085386"><project name="BridgetRiley Almu" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="BridgetRiley Almu"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="rectangle %&apos;width&apos; %&apos;length&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>10,0,1,1</color></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="changeXPosition"><block s="reportQuotient"><block var="width"/><l>2</l></block></block><block s="changeYPosition"><block s="reportQuotient"><block var="length"/><l>-2</l></block></block><block s="floodFill"></block><block s="changeXPosition"><block s="reportQuotient"><block var="width"/><l>-2</l></block></block><block s="changeYPosition"><block s="reportQuotient"><block var="length"/><l>2</l></block></block></script></block-definition><block-definition s="rectangle %&apos;width&apos; %&apos;length&apos; (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>255,255,238,1</color></block><block s="down"></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="length"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="changeXPosition"><block s="reportQuotient"><block var="width"/><l>2</l></block></block><block s="changeYPosition"><block s="reportQuotient"><block var="length"/><l>-2</l></block></block><block s="floodFill"></block><block s="changeXPosition"><block s="reportQuotient"><block var="width"/><l>-2</l></block></block><block s="changeYPosition"><block s="reportQuotient"><block var="length"/><l>2</l></block></block></script></block-definition></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" id="84"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="85"></list></costumes><sounds><list struct="atomic" id="86"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Objecte" idx="1" x="320" y="-160" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,255,238,1" pen="tip" id="91"><costumes><list struct="atomic" id="92"></list></costumes><sounds><list struct="atomic" id="93"></list></sounds><blocks></blocks><variables></variables><scripts><script x="93.99999999999997" y="57.666666666666686"><block s="receiveGo"></block><block s="clear"></block><block s="doSetVar"><l>ancho</l><l>20</l></block><block s="doSetVar"><l>alto</l><l>20</l></block><block s="doSetVar"><l>inicio y</l><l>180</l></block><block s="doSetVar"><l>inicio x</l><l>-240</l></block><block s="doRepeat"><l>9</l><script><block s="gotoXY"><block var="inicio x"/><block var="inicio y"/></block><block s="doRepeat"><l>6</l><script><custom-block s="rectangle %s %s"><block var="ancho"/><block var="alto"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="ancho"/><l>2</l></list></block></block></script></block><block s="doRepeat"><l>5</l><script><block s="doChangeVar"><l>ancho</l><l>-4</l></block><custom-block s="rectangle %s %s"><block var="ancho"/><block var="alto"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="ancho"/><l>2</l></list></block></block></script></block><block s="doRepeat"><l>5</l><script><block s="doChangeVar"><l>ancho</l><l>4</l></block><custom-block s="rectangle %s %s"><block var="ancho"/><block var="alto"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="ancho"/><l>2</l></list></block></block></script></block><block s="doRepeat"><l>3</l><script><custom-block s="rectangle %s %s"><block var="ancho"/><block var="alto"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="ancho"/><l>2</l></list></block></block></script></block><block s="doChangeVar"><l>inicio y</l><l>-20</l></block><block s="gotoXY"><block var="inicio x"/><block var="inicio y"/></block><custom-block s="rectangle %s %s"><l>480</l><block var="alto"/></custom-block><block s="gotoXY"><block var="inicio x"/><block var="inicio y"/></block><block s="doRepeat"><l>6</l><script><custom-block s="rectangle %s %s (2)"><block var="ancho"/><block var="alto"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="ancho"/><l>2</l></list></block></block></script></block><block s="doRepeat"><l>5</l><script><block s="doChangeVar"><l>ancho</l><l>-4</l></block><custom-block s="rectangle %s %s (2)"><block var="ancho"/><block var="alto"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="ancho"/><l>2</l></list></block></block></script></block><block s="doRepeat"><l>5</l><script><block s="doChangeVar"><l>ancho</l><l>4</l></block><custom-block s="rectangle %s %s (2)"><block var="ancho"/><block var="alto"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="ancho"/><l>2</l></list></block></block></script></block><block s="doRepeat"><l>3</l><script><custom-block s="rectangle %s %s (2)"><block var="ancho"/><block var="alto"/></custom-block><block s="forward"><block s="reportVariadicProduct"><list><block var="ancho"/><l>2</l></list></block></block></script></block><block s="doChangeVar"><l>inicio y</l><l>-20</l></block></script></block></script><script x="20" y="10.000000000000043"><block s="clear"></block></script></scripts></sprite><watcher var="width" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="length" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="ancho" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="alto" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="inicio x" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="tonalidad" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="width"><l>25.000000000000007</l></variable><variable name="length"><l>25</l></variable><variable name="ancho"><l>20</l></variable><variable name="alto"><l>20</l></variable><variable name="inicio y"><l>-180</l></variable><variable name="inicio x"><l>-240</l></variable><variable name="tonalidad"><l>100</l></variable></variables></scene></scenes></project><media name="BridgetRiley Almu" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>