<snapdata remixID="13852801"><project name="Infinite Multiplication Table" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>This is a simple multiplication table with no limits. Use arrow keys to navigate, and use the Home key or green flag to go back home.</notes><thumbnail>data:image/png;base64,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select="1"><scene name="Infinite Multiplication Table"><notes>This is a simple multiplication table with no limits. Use arrow keys to navigate, and use the Home key or green flag to go back home.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="write %&apos;n&apos; size %&apos;size&apos; alignment %&apos;alignment&apos; font %&apos;font&apos; weight %&apos;weight&apos; italic %&apos;i&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">Hello!</input><input type="%n" initial="1">12</input><input type="%s" readonly="true" initial="1">left<options>left&#xD;center&#xD;right</options></input><input type="%s" initial="1">sans-serif<options>sans-serif&#xD;serif</options></input><input type="%n" initial="1">400<options>100&#xD;200&#xD;300&#xD;400&#xD;500&#xD;600&#xD;700&#xD;800&#xD;900</options></input><input type="%b" initial="1">false</input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>a</l><l>b</l><l>c</l></list></block><block s="doSetVar"><l>a</l><block s="xPosition"></block></block><block s="doSetVar"><l>b</l><block s="getPenAttribute"><l><option>r-g-b-a</option></l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><l>100</l></block><block s="setXPosition"><l>0</l></block><block s="write"><block var="n"/><block s="reportJoinWords"><list><block var="weight"/><block s="reportIfElse"><block var="i"/><l> italic </l><l> </l></block><block var="size"/><l>px </l><block var="font"/><l>, </l></list></block></block><block s="doSetVar"><l>c</l><block s="xPosition"></block></block><block s="setXPosition"><block s="reportDifference"><block var="a"/><block s="reportVariadicProduct"><list><block var="c"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>center</l></list></block><l>0.5</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>right</l></list></block><l>1</l><l>0</l></block></block></list></block></block></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block var="b"/></block><block s="write"><block var="n"/><block s="reportJoinWords"><list><block var="weight"/><block s="reportIfElse"><block var="i"/><l> italic </l><l> </l></block><block var="size"/><l>px </l><block var="font"/><l>, </l></list></block></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="400" height="400" 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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