<snapdata remixID="13674518"><project name="predictates" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="predictates"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="multicolor" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>255,74,0,1</color></block></script><script><block s="setColor"><color>60,208,0,1</color></block></script></block></script></block></script></block-definition><block-definition s="%&apos;x&apos; between? %&apos;y&apos; and %&apos;z&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThan"><list><block var="x"/><block var="z"/></list></block><block s="reportVariadicGreaterThan"><list><block var="x"/><block var="y"/></list></block></list></block></block></script></block-definition><block-definition s="3color" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doGotoObject"><l><option>mouse-pointer</option></l></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="yPosition"></block><l>0</l></list></block><script><block s="setColor"><color>253,0,169,1</color></block></script><script><block s="setColor"><color>0,39,232,1</color></block><block s="doIf"><custom-block s="%s between? %s and %s"><block s="yPosition"></block><l>-60</l><l>6</l></custom-block><script><block s="setColor"><color>145,32,255,1</color></block></script><list></list></block></script></block></script></block></script></block-definition><block-definition s="%&apos;number1&apos; is divisble by %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="number1"/><block var="number"/></block><l>0</l></list></block></block></script></block-definition><block-definition s="even %&apos;number&apos; ?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><custom-block s="%s is divisble by %s"><block var="number"/><l>2</l></custom-block></block></script></block-definition><block-definition s="interger %&apos;num&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="num"/><block s="reportRound"><block var="num"/></block></list></block></block></script></block-definition></blocks><primitives></primitives><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" id="114"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="115"></list></costumes><sounds><list struct="atomic" id="116"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1046.341463414634" y="139.02439024390245" heading="269" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="253,0,169,1" pen="tip" id="121"><costumes><list id="122"><item><ref mediaID="Sprite_cst_costume(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="123"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveGo"></block><block s="setSize"><l>1</l></block><custom-block s="3color"></custom-block></script><script x="30" y="277.8333333333333"><block s="receiveCondition"><block s="reportMouseDown"></block></block><block s="down"></block></script><script x="30" y="347.5"><block s="receiveCondition"><l/></block><block s="up"></block></script><script x="30" y="414.33333333333337"><block s="receiveCondition"><block s="reportNot"><block s="reportMouseDown"></block></block></block><block s="up"></block></script><script x="30" y="488"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="clear"></block></script><script x="30" y="557.8333333333333"><custom-block s="%s is divisble by %s"><l>12</l><l>5</l></custom-block></script><script x="30" y="590.8333333333333"><custom-block s="even %s ?"><l>3</l></custom-block></script><script x="30" y="623.8333333333333"><custom-block s="interger %s"><l>10.8</l></custom-block></script><script x="30" y="656.8333333333333"><custom-block s="multicolor"></custom-block></script><script x="24" y="137.83333333333334"><block s="receiveKey"><l><option>v</option></l><list></list></block><block s="setColor"><color>243,255,246,1</color></block><block s="setSize"><l>10</l></block><block s="doStopThis"><l><option>all but this script</option></l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="predictates" app="Snap! 10, https://snap.berkeley.edu" version="2"><costume name="costume(2)" center-x="320.5" center-y="145.5166666666667" image="data:image/png;base64,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" mediaID="Sprite_cst_costume(2)"/></media></snapdata>