<snapdata remixID="10419466"><project name="number-table-final" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>Author: Abhay B. Joshi (abjoshi@yahoo.com)&#xD;&#xD;How to run the program:&#xD;1.	Click on the “Green flag”: everything is reset to original state.&#xD;2.	When asked, enter the upper limit.&#xD;3.	The program will then display numbers 1 up to the limit.&#xD;&#xD;&#xD;If you want to understand how I designed this program, please refer to this design document:&#xD;http://www.abhayjoshi.net/spark/snap/blog/number-table.pdf&#xD;</notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="backdrop1" center-x="240" center-y="180" image="data:image/svg+xml;base64,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id="3"/></item></list></costumes><sounds><list id="4"><item><sound name="pop" sound="data:audio/x-wav;base64,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" id="5"/></item></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="logic" idx="3" x="236.19999999999982" y="39.80000000000004" heading="90" scale="0.42" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="0,0,255,1" pen="middle" id="10"><costumes><list id="11"><item><costume name="alonzo" center-x="45" center-y="60" image="data:image/png;base64,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" id="12"/></item></list></costumes><sounds><list id="13"><item><sound name="pop" sound="data:audio/x-wav;base64,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" id="14"/></item></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="hide"></block><block s="doAsk"><l>Give the upper limit (&gt; 0 and &lt; 1025): </l></block><block s="doUntil"><block s="reportAnd"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>0</l></block><block s="reportLessThan"><block s="getLastAnswer"></block><l>1025</l></block></block><script><block s="doAsk"><l>Give the upper limit (&gt; 0 and &lt; 1025): </l></block></script></block><block s="doSetVar"><l>arraySize</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>numarray</l><block s="reportNumbers"><l>1</l><block var="arraySize"/></block></block><block s="clear"></block><block s="doBroadcastAndWait"><l>DrawTable</l></block><block s="doBroadcastAndWait"><l>ShowArray</l></block></script></scripts></sprite><sprite name="square" idx="1" x="-99.99999999999989" y="-156" heading="90" scale="0.16666666666666669" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="0,0,255,1" pen="middle" id="54"><costumes><list id="55"><item><costume name="costume3" center-x="2" center-y="1" image="data:image/svg+xml;base64,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" id="56"/></item></list></costumes><sounds><list id="57"><item><sound name="pop" sound="data:audio/x-wav;base64,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" id="58"/></item></list></sounds><blocks><block-definition s="PlaceNumber %&apos;cell&apos; %&apos;value&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>row</l><l>col</l></list></block><block s="doSetVar"><l>row</l><block s="reportSum"><l>1</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportDifference"><block var="cell"/><l>1</l></block><block var="tableSize"/></block></block></block></block><block s="doSetVar"><l>col</l><block s="reportSum"><l>1</l><block s="reportModulus"><block s="reportDifference"><block var="cell"/><l>1</l></block><block var="tableSize"/></block></block></block><block s="doSetVar"><l>x</l><block s="reportSum"><block var="startx"/><block s="reportDifference"><block s="reportProduct"><block var="cellSize"/><block var="col"/></block><block s="reportQuotient"><block var="cellSize"/><l>2</l></block></block></block></block><block s="doSetVar"><l>y</l><block s="reportSum"><block s="reportDifference"><block var="starty"/><block s="reportProduct"><block var="cellSize"/><block var="row"/></block></block><block s="reportQuotient"><block var="cellSize"/><l>2</l></block></block></block><block s="doChangeVar"><l>x</l><block s="reportProduct"><l>-1</l><block var="digitWidth"/></block></block><block s="doSetVar"><l>number</l><block var="value"/></block><block s="doBroadcastAndWait"><l>shownumber</l></block></script></block-definition></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveMessage"><l>DrawTable</l></block><block s="doSetVar"><l>startx</l><l>-100</l></block><block s="doSetVar"><l>starty</l><l>150</l></block><block s="doSetVar"><l>tableSize</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportMonadic"><l><option>sqrt</option></l><block var="arraySize"/></block></block></block><block s="doBroadcastAndWait"><l>SetSizes</l></block><block s="gotoXY"><block var="startx"/><block var="starty"/></block><block s="doRepeat"><block var="tableSize"/><script><block s="doRepeat"><block var="tableSize"/><script><block s="doBroadcastAndWait"><l>stamp</l></block><block s="changeXPosition"><block var="cellSize"/></block></script></block><block s="setXPosition"><block var="startx"/></block><block s="changeYPosition"><block s="reportProduct"><l>-1</l><block var="cellSize"/></block></block></script></block></script><script x="20" y="333.00000000000006"><block s="receiveMessage"><l>ShowArray</l></block><block s="doFor"><l>i</l><l>1</l><block var="arraySize"/><script><custom-block s="PlaceNumber %n %n" scope="local"><block var="i"/><block s="reportListItem"><block var="i"/><block var="numarray"/></block></custom-block></script></block></script><script x="20" y="445.6666666666668"><block s="receiveMessage"><l>stamp</l></block><block s="doDeclareVariables"><list><l>oldsize</l></list></block><block s="doSetVar"><l>oldsize</l><block s="getScale"></block><comment w="150" collapsed="true">This allows to resize the stamp size, and thus have gaps between squares.</comment></block><block s="setScale"><block s="reportProduct"><l>0.9</l><block s="getScale"></block></block></block><block s="doStamp"></block><block s="setScale"><block var="oldsize"/></block></script><script x="20" y="611"><block s="receiveGo"></block><block s="hide"></block></script><script x="20" y="681.8333333333333"><block s="receiveMessage"><l>SetSizes</l></block><block s="setScale"><block s="reportQuotient"><l>100</l><block var="tableSize"/></block></block><block s="doSetVar"><l>cellSize</l><block s="reportQuotient"><l>306</l><block var="tableSize"/></block></block></script></scripts></sprite><sprite name="shownum" idx="2" x="40.833333333333485" y="-130.5" heading="90" scale="0.16666666666666669" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="4" color="0,0,255,1" pen="middle" id="226"><costumes><list id="227"><item><costume name="digit0" center-x="57" center-y="116" 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image="data:image/svg+xml;base64,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" id="235"/></item><item><costume name="digit8" center-x="57" center-y="116" 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id="236"/></item><item><costume name="digit9" center-x="57" center-y="116" 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id="237"/></item></list></costumes><sounds><list id="238"><item><sound name="pop" sound="data:audio/x-wav;base64,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" id="239"/></item></list></sounds><blocks><block-definition s="ShowDigit %&apos;digit2&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doSwitchToCostume"><block s="reportJoinWords"><list><l>digit</l><block var="digit2"/></list></block></block><block s="doStamp"></block></script></block-definition></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveMessage"><l>SetSizes</l></block><block s="setScale"><block s="reportQuotient"><l>100</l><block var="tableSize"/></block></block><block s="doSetVar"><l>digitWidth</l><block s="reportQuotient"><l>80</l><block var="tableSize"/></block></block></script><script x="20" y="123.66666666666666"><block s="receiveMessage"><l>shownumber</l></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="doFor"><l>i</l><l>1</l><block s="reportStringSize"><block var="number"/></block><script><custom-block s="ShowDigit %n" scope="local"><block s="reportLetter"><block var="i"/><block var="number"/></block></custom-block><block s="changeXPosition"><block var="digitWidth"/></block></script></block></script></scripts></sprite><watcher var="numarray" style="normal" x="10" y="10" color="243,118,29" extX="80" extY="70" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="startx"><l>-100</l></variable><variable name="starty"><l>150</l></variable><variable name="cellSize"><l>51</l></variable><variable name="x"><l>14.166666666666666</l></variable><variable name="y"><l>-130.5</l></variable><variable name="digit"><l>1</l></variable><variable name="number"><l>33</l></variable><variable name="arraySize"><l>33</l></variable><variable name="tableSize"><l>6</l></variable><variable name="digitWidth"><l>13.333333333333334</l></variable><variable name="numarray"><list struct="atomic" id="289">1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33</list></variable></variables></project><media name="number-table-final" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>