<snapdata remixID="14853023"><project name="sketch" 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="sketch"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make shape" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>yvar</l><l>150</l></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="yvar"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>0</l></block><block s="doChangeVar"><l>yvar</l><l>-10</l></block><block s="up"></block></script></block><block s="doSetVar"><l>yvar</l><l>-150</l></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="yvar"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>0</l></block><block s="doChangeVar"><l>yvar</l><l>10</l></block></script></block><block s="doSetVar"><l>yvar</l><l>-150</l></block><block s="up"></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="yvar"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="i"/><l>-10</l></list></block><l>0</l></block><block s="doChangeVar"><l>yvar</l><l>10</l></block></script></block><block s="doSetVar"><l>yvar</l><l>150</l></block><block s="up"></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="gotoXY"><l>0</l><block var="yvar"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="i"/><l>-10</l></list></block><l>0</l></block><block s="doChangeVar"><l>yvar</l><l>-10</l></block></script></block></script></block-definition><block-definition s="mix %&apos;color&apos; with %&apos;other&apos; ratio %&apos;proportion&apos; %" type="reporter" category="pen"><header></header><code></code><translations>de:mische _ mit _ im Verhältnis _ %&#xD;</translations><inputs><input type="%clr" initial="1"></input><input type="%clr" initial="1">rgba(31,47,255,1)</input><input type="%n" initial="1">50</input></inputs><script><block s="doDeclareVariables"><list><l>fract</l></list></block><block s="doSetVar"><l>fract</l><block s="reportQuotient"><block s="reportVariadicMin"><list><block s="reportVariadicMax"><list><block var="proportion"/><l>0</l></list></block><l>100</l></list></block><l>100</l></block></block><block s="doReport"><block s="reportColor"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportColorAttribute"><l><option>r-g-b-a</option></l><block var="color"/></block><block var="fract"/></list></block><block s="reportVariadicProduct"><list><block s="reportColorAttribute"><l><option>r-g-b-a</option></l><block var="other"/></block><block s="reportDifference"><l>1</l><block var="fract"/></block></list></block></list></block></block></block></script></block-definition><block-definition s="color %&apos;color&apos; %&apos;operation&apos; by %&apos;ratio&apos; %" type="reporter" category="pen"><header></header><code></code><translations>de:Farbe _ _ um _ %&#xD;</translations><inputs><input type="%clr" initial="1"></input><input type="%s" readonly="true" irreplaceable="true" initial="1">$_darker<options>darker=$_darker&#xD;lighter=$_lighter</options></input><input type="%n" initial="1">50</input></inputs><script><block s="doReport"><custom-block s="mix %clr with %clr ratio %n %"><block s="reportColor"><block s="reportNewList"><list><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="operation"/><l>darker</l></list></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="ratio"/><l>0</l></list></block><l>255</l><l>0</l></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block var="ratio"/><l>0</l></list></block><l>0</l><l>255</l></block></block></list></block></block><block var="color"/><block s="reportMonadic"><l><option>abs</option></l><block var="ratio"/></block></custom-block></block></script></block-definition><block-definition s="shift %&apos;dimension&apos; of %&apos;color&apos; by %&apos;delta&apos;" type="reporter" category="pen"><header></header><code></code><translations>de:verschiebe _ von _ um _&#xD;</translations><inputs><input type="%s" readonly="true" irreplaceable="true" initial="1">$_hue<options>hue=$_hue&#xD;saturation=$_saturation&#xD;brightness=$_brightness&#xD;transparency=$_transparency</options></input><input type="%clr" initial="1"></input><input type="%n" initial="1">50</input></inputs><script><block s="doDeclareVariables"><list><l>vector</l></list></block><block s="doSetVar"><l>vector</l><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>0</l></list></block></block><block s="doReplaceInList"><block s="reportListIndex"><block var="dimension"/><block s="reportNewList"><list><l>hue</l><l>saturation</l><l>brightness</l><l>transparency</l></list></block></block><block var="vector"/><block var="delta"/></block><block s="doReport"><block s="reportNewColor"><block s="reportVariadicSum"><list><block s="reportColorAttribute"><l><option>h-s-b-t</option></l><block var="color"/></block><block var="vector"/></list></block></block></block></script></block-definition><block-definition s="transition %&apos;colors&apos; over %&apos;size&apos;" type="reporter" category="pen" space="true"><header></header><code></code><translations>de:Farbübergang _ Länge _&#xD;</translations><inputs><input type="%mult%clr" initial="2" min="2">rgba(145,26,68,1)&#xD;rgba(31,47,255,1)&#xD;rgba(255,230,0,1)&#xD;rgba(55,153,30,1)</input><input type="%n" initial="1">5</input></inputs><script><block s="doDeclareVariables"><list><l>first time?</l><l>gradient</l><l>factor</l></list></block><block s="doSetVar"><l>first time?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>gradient</l><block s="evaluate"><block s="reifyReporter"><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>2</l></list></block><block s="reportNewList"><list></list></block><block s="reportConcatenatedLists"><list><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="mix %clr with %clr ratio %n %"><block s="reportListItem"><l>1</l><block var="list"/></block><block s="reportListItem"><l>2</l><block var="list"/></block><l></l></custom-block></autolambda><list></list></block><block s="reportVariadicProduct"><list><block s="reportNumbers"><block var="steps"/><block s="reportIfElse"><block var="first time?"/><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>first time?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doReport"><l>0</l></block></script><list></list></block><list></list></block><l>1</l></block></block><block s="reportQuotient"><l>100</l><block var="steps"/></block></list></block></block><block s="evaluate"><block s="reportEnvironment"><l><option>script</option></l></block><list><block s="reportCDR"><block var="list"/></block><block var="steps"/></list></block></list></block></block></block></script><list><l>list</l><l>steps</l></list></block><list><block var="colors"/><block s="reportQuotient"><block var="size"/><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="colors"/></block><l>1</l></block></block></list></block></block><block s="doSetVar"><l>factor</l><block s="reportQuotient"><block var="size"/><block s="reportListAttribute"><l><option>length</option></l><block var="gradient"/></block></block></block><block s="doReport"><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportVariadicProduct"><list><block s="reportListAttribute"><l><option>length</option></l><block var="gradient"/></block><block var="factor"/></list></block></block><block var="factor"/></block></block><block var="gradient"/></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="394"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="395"></list></costumes><sounds><list struct="atomic" id="396"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-150" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,255,193.80000000000007,1" pen="tip" id="401"><costumes><list struct="atomic" id="402"></list></costumes><sounds><list struct="atomic" id="403"></list></sounds><blocks></blocks><variables></variables><scripts><script x="289.3900390624999" y="67"><block s="up"></block></script><script x="179.4496093749999" y="475.1666666666665"><block var="i"/></script><script x="502.3900390624999" y="89.83333333333414"><block s="clear"></block></script><script x="906.3812499999999" y="18.833333333333314"><block s="reportVariadicProduct"><list><block var="i"/><l>-100</l></list></block></script><script x="921.1083984375" y="177.00000000000023"><block var="yvar"/></script><script x="268.3900390624999" y="245.16666666666663"><custom-block s="make shape"></custom-block></script><script x="991.0248046874999" y="161.6666666666668"><block s="reportVariadicMax"><list><l></l><l>10</l></list></block></script><script x="369.3900390624999" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doSetVar"><l>yvar</l><l>150</l></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="setColor"><block s="reportNewColor"><list><block s="reportRandom"><block var="i"/><l>255</l></block></list></block></block><block s="gotoXY"><l>0</l><block var="yvar"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>0</l></block><block s="doChangeVar"><l>yvar</l><l>-10</l></block><block s="up"></block></script></block><block s="doSetVar"><l>yvar</l><l>-150</l></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="setColor"><block s="reportNewColor"><list><block s="reportRandom"><block var="i"/><l>255</l></block></list></block></block><block s="gotoXY"><l>0</l><block var="yvar"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="i"/><l>10</l></list></block><l>0</l></block><block s="doChangeVar"><l>yvar</l><l>10</l></block></script></block><block s="doSetVar"><l>yvar</l><l>-150</l></block><block s="up"></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="setColor"><block s="reportNewColor"><list><block s="reportRandom"><block var="i"/><l>255</l></block></list></block></block><block s="gotoXY"><l>0</l><block var="yvar"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="i"/><l>-10</l></list></block><l>0</l></block><block s="doChangeVar"><l>yvar</l><l>10</l></block></script></block><block s="doSetVar"><l>yvar</l><l>150</l></block><block s="up"></block><block s="doFor"><l>i</l><l>0</l><l>15</l><script><block s="setColor"><block s="reportNewColor"><list><block s="reportRandom"><block var="i"/><l>255</l></block></list></block></block><block s="gotoXY"><l>0</l><block var="yvar"/></block><block s="down"></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block var="i"/><l>-10</l></list></block><l>0</l></block><block s="doChangeVar"><l>yvar</l><l>-10</l></block></script></block></script><script x="672.6996093749999" y="107.00000000000006"><custom-block s="mix %clr with %clr ratio %n %"><color>145,26,68,1</color><color>31,47,255,1</color><l>50</l></custom-block></script></scripts></sprite><watcher var="yvar" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="yvar"><l>-10</l></variable></variables></scene></scenes></project><media name="sketch" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>