<snapdata remixID="14855839"><project name="Catmull-Rom" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Catmull-Rom"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Catmull-Rom %&apos;坐标1&apos; %&apos;坐标2&apos; %&apos;坐标3&apos; %&apos;坐标4&apos;" type="command" category="pen"><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><input type="%s" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>delta2</l><l>t</l><l>x</l><l>y</l></list></block><block s="doSetVar"><l>delta2</l><l>0.01</l></block><block s="doWarp"><script><block s="doSetVar"><l>t</l><l>0</l></block><block s="doRepeat"><block s="reportQuotient"><l>1</l><block var="delta2"/></block><script><block s="doSetVar"><l>x</l><block s="reportVariadicProduct"><list><l>0.5</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>2</l><block s="reportListItem"><l>1</l><block var="坐标2"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportDifference"><l>0</l><block s="reportListItem"><l>1</l><block var="坐标1"/></block></block><block s="reportListItem"><l>1</l><block var="坐标3"/></block></list></block><block var="t"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block s="reportListItem"><l>1</l><block var="坐标1"/></block></list></block><block s="reportVariadicProduct"><list><l>5</l><block s="reportListItem"><l>1</l><block var="坐标2"/></block></list></block></block><block s="reportVariadicProduct"><list><l>4</l><block s="reportListItem"><l>1</l><block var="坐标3"/></block></list></block></list></block><block s="reportListItem"><l>1</l><block var="坐标4"/></block></block><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportVariadicProduct"><list><l>-1</l><block s="reportListItem"><l>1</l><block var="坐标1"/></block></list></block><block s="reportVariadicProduct"><list><l>3</l><block s="reportListItem"><l>1</l><block var="坐标3"/></block></list></block></block><block s="reportVariadicProduct"><list><l>3</l><block s="reportListItem"><l>1</l><block var="坐标2"/></block></list></block></list></block><block s="reportListItem"><l>1</l><block var="坐标4"/></block></list></block><block s="reportVariadicProduct"><list><block var="t"/><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block></list></block></list></block></list></block></list></block></list></block></block><block s="doSetVar"><l>y</l><block s="reportVariadicProduct"><list><l>0.5</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>2</l><block s="reportListItem"><l>2</l><block var="坐标2"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportDifference"><l>0</l><block s="reportListItem"><l>2</l><block var="坐标1"/></block></block><block s="reportListItem"><l>2</l><block var="坐标3"/></block></list></block><block var="t"/></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block s="reportListItem"><l>2</l><block var="坐标1"/></block></list></block><block s="reportVariadicProduct"><list><l>5</l><block s="reportListItem"><l>2</l><block var="坐标2"/></block></list></block></block><block s="reportVariadicProduct"><list><l>4</l><block 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var="t"/></list></block></list></block></list></block></list></block></list></block></list></block></list></block></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doChangeVar"><l>t</l><block var="delta2"/></block></script></block><block s="up"></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="舞台" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list 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s="getPosition"></block></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="doSetVar"><l>c</l><block s="getPosition"></block></block><block s="doGotoObject"><l><option>random position</option></l></block><block s="doSetVar"><l>d</l><block s="getPosition"></block></block><custom-block s="Catmull-Rom %s %s %s %s"><block var="d"/><block var="a"/><block var="b"/><block var="c"/><comment w="287.012987012987" collapsed="true">填入四个点的坐标，可以画一条曲线，连接第二和第三个点</comment></custom-block><custom-block s="Catmull-Rom %s %s %s %s"><block var="a"/><block var="b"/><block var="c"/><block var="d"/><comment w="287.012987012987" collapsed="true">填入四个点的坐标，可以画一条曲线，连接第二和第三个点</comment></custom-block><custom-block s="Catmull-Rom %s %s %s %s"><block var="b"/><block var="c"/><block var="d"/><block var="a"/><comment w="287.012987012987" collapsed="true">填入四个点的坐标，可以画一条曲线，连接第二和第三个点</comment></custom-block><custom-block s="Catmull-Rom %s %s %s %s"><block var="c"/><block var="d"/><block var="a"/><block var="b"/><comment w="287.012987012987" collapsed="true">填入四个点的坐标，可以画一条曲线，连接第二和第三个点</comment></custom-block></script></scripts></sprite><sprite name="角色(2)" idx="2" x="-103.44186046511629" y="0.34704830053669866" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="103.07100000000003,0,119.85,1" pen="tip" id="411"><costumes><list struct="atomic" id="412"></list></costumes><sounds><list struct="atomic" id="413"></list></sounds><blocks></blocks><variables></variables><scripts></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Catmull-Rom" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>