<snapdata remixID="13310032"><project name="Bezier Curves" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Bezier Curves"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="points %&apos;points&apos; at %&apos;perc&apos; percent" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportCDR"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><block s="reportListAttribute"><l><option>length</option></l><block var="points"/></block></list></block><l></l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>1</l><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="points"/></block></block><block s="reportListItem"><l>1</l><block var="value"/></block></block><block s="reportVariadicProduct"><list><block var="perc"/><l>0.01</l></list></block></list></block></list></block><block s="reportVariadicSum"><list><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportListItem"><l>2</l><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="points"/></block></block><block s="reportListItem"><l>2</l><block var="value"/></block></block><block s="reportVariadicProduct"><list><block var="perc"/><l>0.01</l></list></block></list></block></list></block></list></block></block></autolambda><list><l>value</l><l>index</l></list></block><block var="points"/></block></block></block></block></block></script></block-definition><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="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></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><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doGotoObject"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPosition"></block></autolambda><list></list></block><block s="reportVariadicProduct"><list><block var="steps"/><block s="reportNewList"><list><block s="reportMonadic"><l><option>sin</option></l><block s="direction"></block></block><block s="reportMonadic"><l><option>cos</option></l><block s="direction"></block></block></list></block></list></block><block var="duration"/><custom-block s="easing %txt"><block var="easing"/></custom-block></custom-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>steps&#xD;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" 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</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></script></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="reportVariadicEquals"><list><block var="choice"/><l>linear</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>id</option></l><l></l></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>2</l><block 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var="choice"/><l>"</l></list></block></custom-block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; $nl in %&apos;time&apos; secs easing %&apos;easing&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _&#xD;ca:per _ = _ fins _ _ en _ segons de forma _ _&#xD;pt:para _ de _ a _ _ em _ s de forma _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">0</input><input type="%n">100</input><input type="%n">1</input><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><input type="%ca"></input></inputs><script><block 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point at %n percent w/ points %l"><block var="perc"/><custom-block s="points %l at %n percent"><block var="points"/><block var="perc"/></custom-block></custom-block></block></script></block></script></block></script></block></script></block-definition><block-definition s="bezier point at %&apos;perc&apos; percent w/ points %&apos;points&apos; debug" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><custom-block s="draw points %l"><block var="points"/></custom-block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="points"/></block><l>0</l></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="points"/></block><l>1</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="points"/></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="points"/></block><l>2</l></list></block><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="points %l at %n percent"><block var="points"/><block var="perc"/></custom-block></block></block></script><script><block s="doReport"><custom-block s="bezier point at %n percent w/ points %l debug"><block var="perc"/><custom-block s="points %l at %n percent"><block var="points"/><block var="perc"/></custom-block></custom-block></block></script></block></script></block></script></block></script></block-definition><block-definition s="draw points %&apos;LST&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="up"></block><block s="doGotoObject"><block s="reportListItem"><l>1</l><block var="LST"/></block></block><block s="down"></block><block s="doForEach"><l>item</l><block var="LST"/><script><block s="doGotoObject"><block var="item"/></block></script></block><block s="up"></block></script></block></script></block-definition><block-definition s="center write %&apos;txt&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>i</l></list></block><block s="doSetVar"><l>i</l><l>1</l></block><block s="doForEach"><l>item</l><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportTextSplit"><block var="txt"/><l><option>line</option></l></block></block><script><block s="gotoXY"><l>0</l><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportVariadicProduct"><list><block var="size"/><l>2</l></list></block></list></block></block><block s="write"><block var="item"/><l>12</l></block><block s="gotoXY"><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicProduct"><list><block s="xPosition"></block><l>0.5</l></list></block></block><block s="reportVariadicSum"><list><block s="reportMonadic"><l><option>neg</option></l><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><block s="reportListAttribute"><l><option>length</option></l><block s="reportTextSplit"><block var="txt"/><l><option>line</option></l></block></block><block var="size"/></list></block><l>0.5</l></list></block></block><block s="reportVariadicProduct"><list><block var="i"/><block var="size"/></list></block></list></block></block><block s="write"><block var="item"/><l>12</l></block><block s="doChangeVar"><l>i</l><l>1</l></block></script></block></script></block-definition></blocks><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" 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