<snapdata remixID="12007737"><project name="Unicode table" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>+ to move 256 characters forward&#xD;- to move 256 characters back&#xD;if the left part of the screen has only 1 character, press enter to fix the bug.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Unicode table"><notes>+ to move 256 characters forward&#xD;- to move 256 characters back&#xD;if the left part of the screen has only 1 character, press enter to fix the bug.</notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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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</pentrails><costumes><list 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s="doChangeVar"><l>x</l><l>1</l></block></script></block><block s="doSetVar"><l>y</l><l>0</l></block><block s="doRepeat"><l>16</l><script><block s="gotoXY"><l>-150</l><block s="reportDifference"><l>120</l><block s="reportVariadicProduct"><list><block var="y"/><l>16</l></list></block></block></block><block s="write"><block s="reportJoinWords"><list><block s="reportListItem"><block s="reportVariadicSum"><list><block var="tom"/><l>1</l></list></block><block var="toHex"/></block><block s="reportLetter"><block s="reportVariadicSum"><list><block var="y"/><l>1</l></list></block><l>0123456789ABCDEF</l></block></list></block><l>12</l></block><block s="doChangeVar"><l>y</l><l>1</l></block></script></block></script></scripts></sprite><watcher var="x" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="y" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="toHex" style="normal" x="10" y="73.00000599999994" color="243,118,29" 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