<snapdata remixID="11399782"><project name="battle for drea" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="battle for drea"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="-- %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>destination</l><block s="reportVariadicSum"><list><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></list></block></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportVariadicProduct"><list><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Grad _&#xD;ca:graus de _ radians&#xD;pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>de:Fehler _&#xD;pt:assinala o erro _&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="glide %&apos;steps&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:gleite _ in _ Sek. beschleunigt: _&#xD;ca:llisca _ en _ segons de forma _&#xD;fr:glisser _ en _ sec. accélérer _&#xD;pt:desliza _ em _ s de forma _&#xD;</translations><inputs><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>destX</l><l>destY</l><l>end time</l><l>deltaX</l><l>deltaY</l><l>func</l><l>pendown?</l></list></block><block s="doSetVar"><l>pendown?</l><block s="getPenDown"></block></block><block s="up"></block><block s="forward"><block var="steps"/></block><block s="doSetVar"><l>destX</l><block s="xPosition"></block></block><block s="doSetVar"><l>destY</l><block s="yPosition"></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="steps"/><l>-1</l></list></block></block><block s="doIf"><block var="pendown?"/><script><block s="down"></block></script></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>deltaX</l><block s="reportDifference"><block var="destX"/><block s="xPosition"></block></block></block><block s="doSetVar"><l>deltaY</l><block s="reportDifference"><block var="destY"/><block s="yPosition"></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><block s="doUntil"><block s="reportGreaterThan"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></block><script><block s="setXPosition"><block s="reportDifference"><block var="destX"/><block s="reportVariadicProduct"><list><block var="deltaX"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportVariadicProduct"><list><block var="deltaY"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></block></script></block><block s="gotoXY"><block var="destX"/><block var="destY"/></block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>x position</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>y position</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block 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" 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" 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" 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" 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