<snapdata remixID="11229814"><project name="Diagrams" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes>A simple project to set statistic by type numbers.&#xD;&#xD;LIST:&#xD;there you can set a height of statistical line.&#xD;&#xD;NUMBERS:&#xD;There you can type numbers to create statistic. </notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Diagrams"><notes>A simple project to set statistic by type numbers.&#xD;&#xD;LIST:&#xD;there you can set a height of statistical line.&#xD;&#xD;NUMBERS:&#xD;There you can type numbers to create statistic. </notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="render point %&apos;d&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block var="d"/></block><block s="forward"><block s="reportJoinWords"><list><l>-</l><block var="d"/></list></block></block></script></block-definition></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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