<snapdata remixID="11013530"><project name="U2L3- predikaten" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="215" y="195" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="87,24,0,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="23" y="10.833333333333343"><block s="receiveGo"></block><block s="clear"></block><block s="doForever"><script><block s="gotoXY"><block s="reportMouseX"></block><block s="reportMouseY"></block></block><block s="doIfElse"><block s="reportMouseDown"></block><script><block s="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block s="reportMouseY"></block><l>0</l></block><script><block s="setColor"><color>87,24,0,1</color></block></script><script><block s="setColor"><color>122,134,255,1</color></block></script></block></script><script><block s="up"></block></script></block></script></block></script><script x="72" y="342.66666666666663"><custom-block s="%s even?"><l>8</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;number&apos; Tussen? %&apos;no1&apos; en %&apos;no2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportGreaterThan"><block var="number"/><block var="no1"/></block><block s="reportLessThan"><block var="number"/><block var="no2"/></block></block><script><block s="doReport"><l>Yes</l></block></script><script><block s="doReport"><l>No.</l></block></script></block></script></block-definition><block-definition s="%&apos;number&apos; deelbaar door %&apos;no1&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportModulus"><block s="reportQuotient"><block var="number"/><block var="no1"/></block><l>1</l></block><script><block s="doReport"><l>no</l></block></script><script><block s="doReport"><l>yes</l></block></script></block></script><scripts><script x="352.6416015625" y="177.83333333333331"><block s="reportGreaterThan"><l></l><l>1</l></block></script></scripts></block-definition><block-definition s="%&apos;number&apos; even?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportModulus"><block s="reportQuotient"><block var="number"/><l>2</l></block><l>1</l></block><script><block s="doReport"><l>no</l></block></script><script><block s="doReport"><l>yes</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U2L3- predikaten" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>