<snapdata remixID="9320129"><project name="Algorithm Practice 2 Day 5" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="173.90625000000003" y="-80" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="ERROR" center-x="102.5" center-y="122.5" 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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="238" y="83"><block s="receiveGo"><comment w="90" collapsed="false">some abtraction could be added</comment></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>-20</l></block><block s="clear"></block><block s="doAsk"><l>ENTER A INTEGER  FROM 1 TO 50</l></block><block s="doSetVar"><l>input</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block var="input"/><l>51</l></block><block s="reportLessThan"><l>0</l><block var="input"/></block></block><script><block s="down"></block><block s="write"><block var="input"/><l>230</l></block><block s="up"></block><block s="gotoXY"><l>-90</l><l>-80</l></block><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="input"/><l>2</l></block><l>0</l></block><script><block s="down"></block><block s="write"><l>is even </l><l>80</l><comment w="90" collapsed="false">even=divisible by 2&#xD;&#xD;odd=not divisable by 2</comment></block></script><script><block s="down"></block><block s="write"><l>is odd</l><l>80</l></block></script></block></script><script><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><l>ERROR</l></block><block s="doSayFor"><l>NOT IN RANGE</l><l>2</l></block><block s="doSayFor"><l>READ THE INSTRUCTION</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="input" style="normal" x="10.562500000000227" y="10.562499999999993" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="input"><l>9</l></variable></variables></project><media name="Algorithm Practice 2 Day 5" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>