<snapdata remixID="10020459"><project name="Cut_and_Rotate" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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name="Stage" width="380" height="480" costume="2" 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" 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</pentrails><costumes><list id="2"><item><costume name="Untitled" center-x="190" center-y="239" 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" id="3"/></item><item><costume name="Stage " center-x="190" center-y="240" 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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 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type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>msg</l></list><l>throw new Error(msg)</l></block><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></list></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="reportProduct"><block var="steps"/><l>-1</l></block></block><block s="doSetVar"><l>end time</l><block s="reportSum"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportProduct"><block var="duration"/><l>1000</l></block></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="reportProduct"><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="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportProduct"><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="reportProduct"><block var="duration"/><l>1000</l></block></block></list></block></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 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s="reportEquals"><block var="attribute"/><l>tempo</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>volume</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportEquals"><block var="attribute"/><l>balance</l></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></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><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;</translations><inputs><input type="%txt" 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="doIf"><block s="reportEquals"><block var="choice"/><l>linear</l></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block 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