<snapdata remixID="11448314"><project name="Recursion" app="Snap! 7, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="Recursion"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initials %&apos;sentence&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><l/><script><block s="doReport"><l></l></block></script></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="copies %&apos;num&apos; %&apos;word&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%txt"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block var="num"/><l>1</l></block><script><block s="doReport"><block var="word"/></block></script><script><block s="doChangeVar"><l>num</l><l>-1</l></block><block s="doReport"><block s="reportJoinWords"><list><block var="word"/><l> </l><custom-block s="copies %n %txt"><block var="num"/><block var="word"/></custom-block></list></block></block></script></block></script></block-definition><block-definition s="spell number" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="fib %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="num"/><l>1</l></block><script><block s="doReport"><block var="num"/></block></script><script><block s="doReport"><block s="reportVariadicSum"><list><custom-block s="fib %s"><block s="reportVariadicSum"><list><block var="num"/><l>-2</l></list></block></custom-block><custom-block s="fib %s"><block s="reportVariadicSum"><list><block var="num"/><l>-1</l></list></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="pig latin %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="empty? %l"><block var="list"/></custom-block><script><block s="doReport"><l> </l></block></script><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportVariadicSum"><list><block var="from"/><l>1</l></list></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="pig word %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><custom-block s="word $arrowRight list %txt"><block var="word"/></custom-block></block><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="pascal %&apos;row&apos; %&apos;column&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="row"/><l>1</l></block><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="column"/><l>0</l></block><block s="reportEquals"><block var="column"/><l>1</l></block></block><script><block s="doReport"><l>1</l></block></script><script><block s="doReport"><l>0</l></block></script></block></script><script><block s="doReport"><block s="reportVariadicSum"><list><custom-block s="pascal %n %n"><block s="reportDifference"><block var="row"/><l>1</l></block><block s="reportDifference"><block var="column"/><l>1</l></block></custom-block><custom-block s="pascal %n %n"><block s="reportDifference"><block var="row"/><l>1</l></block><block var="column"/></custom-block></list></block></block></script></block></script></block-definition><block-definition s="to binary %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block></script></block-definition><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><custom-block s="triangle size: %n"><l></l></custom-block></script></block-definition><block-definition s="triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="fractal other %&apos;size&apos; %&apos;degrees&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportLessThanOrEquals"><block var="size"/><l>0</l></block><block s="reportLessThanOrEquals"><block var="degrees"/><l>0</l></block></block><script><block s="forward"><block var="size"/></block><block s="turn"><block var="degrees"/></block></script><script><block s="forward"><block var="size"/></block><block s="turn"><block var="degrees"/></block><custom-block s="fractal other %s %s"><block s="reportDifference"><block var="size"/><l>1</l></block><block s="reportDifference"><block var="degrees"/><l>5</l></block><comment w="169.33333333333334" collapsed="true">create your own fractal problem (examples in textbook)</comment></custom-block></script></block></script></block-definition><block-definition s="test %&apos;thing&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block var="thing"/><l>1</l></block><script></script><script></script></block></script></block-definition><block-definition s="factorial %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>sum</l></list></block><block s="doSetVar"><l>sum</l><block var="num"/></block><block s="doUntil"><block s="reportEquals"><block var="num"/><l>1</l></block><script><block s="doChangeVar"><l>num</l><l>-1</l></block><block s="doSetVar"><l>sum</l><block s="reportVariadicProduct"><list><block var="sum"/><block var="num"/></list></block></block></script></block><block s="doReport"><block var="sum"/></block></script></block-definition><block-definition s="factorial_rec" type="command" category="operators"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="fact_rec %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="num"/><l>1</l></block><script><block s="doReport"><l>1</l></block></script><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="num"/><custom-block s="fact_rec %s"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="time function %&apos;function&apos;" type="reporter" category="control"><comment x="0" y="0" w="90" collapsed="false">script copied from Timing Algorithms</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>start time</l></list></block><block s="doSetVar"><l>start time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><custom-block s="ignore %s"><block s="evaluate"><block var="function"/><list></list></block></custom-block><block s="doReport"><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="start time"/></block></block></script></block-definition><block-definition s="fib w/ out rec %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>fib1</l><l>fib2</l></list></block><block s="doSetVar"><l>fib1</l><l>0</l></block><block s="doSetVar"><l>fib2</l><l>1</l></block><block s="doUntil"><block s="reportEquals"><block var="num"/><l>1</l></block><script><block s="doChangeVar"><l>num</l><l>-1</l></block><block s="doChangeVar"><l>fib2</l><block var="fib1"/></block><block s="doSetVar"><l>fib1</l><block s="reportDifference"><block var="fib2"/><block var="fib1"/></block></block></script></block><block s="doReport"><block var="fib2"/></block></script></block-definition><block-definition s="copies w/out rec %&apos;num&apos; %&apos;word&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="num"/><script><block s="doAddToList"><block var="word"/><block var="a"/></block></script></block><block s="doReport"><block s="reportCombine"><block var="a"/><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> </l><l></l></list></block></autolambda><list></list></block></block></block></script></block-definition><block-definition s="pascal w/out rec %&apos;row&apos; %&apos;col&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>row of triangle</l><l>working list</l><l>x</l></list></block><block s="doSetVar"><l>row of triangle</l><block s="reportNewList"><list><l>1</l></list></block></block><block s="doRepeat"><block var="row"/><script><block s="doInsertInList"><l>0</l><l>1</l><block var="row of triangle"/></block><block s="doInsertInList"><l>0</l><l><option>last</option></l><block var="row of triangle"/></block><block s="doSetVar"><l>working list</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>x</l><l>0</l></block><block s="doRepeat"><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="row of triangle"/></block><l>1</l></block><script><block s="doChangeVar"><l>x</l><l>1</l></block><block s="doAddToList"><block s="reportVariadicSum"><list><block s="reportListItem"><block var="x"/><block var="row of triangle"/></block><block s="reportListItem"><block s="reportVariadicSum"><list><block var="x"/><l>1</l></list></block><block var="row of triangle"/></block></list></block><block var="working list"/></block></script></block><block s="doSetVar"><l>row of triangle</l><block var="working list"/></block></script></block><block s="doReport"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="col"/><l>1</l></list></block><block var="row of triangle"/></block></block></script></block-definition><block-definition s="sierpinski %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportLessThanOrEquals"><block var="size"/><l>5</l></block><script><custom-block s="triangle size: %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><custom-block s="sierpinski %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="sierpinski w/out rec %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="forward"><block s="reportQuotient"><l>100</l><l>2</l></block></block><block s="turnLeft"><l>120</l></block><block s="forward"><block s="reportQuotient"><l>100</l><l>4</l></block></block><block s="turnLeft"><l>120</l></block><block s="forward"><block s="reportQuotient"><l>100</l><l>4</l></block></block><block s="turn"><l>120</l></block><block s="forward"><block s="reportQuotient"><l>100</l><l>4</l></block></block><block s="turn"><l>120</l></block><block s="forward"><block s="reportQuotient"><l>100</l><l>4</l></block></block><block s="turnLeft"><l>120</l></block><block s="forward"><block s="reportQuotient"><l>100</l><l>4</l></block></block><block s="turnLeft"><l>120</l></block><block s="forward"><block s="reportQuotient"><l>100</l><l>4</l></block></block><block s="turnLeft"><l>120</l></block></script><scripts><script x="252" y="165"><block s="forward"><block s="reportQuotient"><l>100</l><l>4</l></block></block><block s="turn"><l>120</l></block></script><script x="254" y="82.63333333333333"><block s="forward"><block s="reportQuotient"><l>100</l><l>2</l></block></block><block s="turn"><l>120</l></block></script><script x="262" y="244"><block s="forward"><block s="reportQuotient"><l>100</l><l>4</l></block></block><block s="turnLeft"><l>120</l></block></script><script x="262" y="10"><block s="forward"><block s="reportQuotient"><l>100</l><l>2</l></block></block><block s="turnLeft"><l>120</l></block></script></scripts></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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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rec"></ref></item><item><ref mediaID="Sprite(7)_cst_timing pascal rec"></ref></item><item><ref mediaID="Sprite(7)_cst_timing pascal w/out rec"></ref></item><item><ref mediaID="Sprite(7)_cst_pascal w/out rec"></ref></item><item><ref mediaID="Sprite(7)_cst_pascal_triangle labeled"></ref></item><item><ref mediaID="Sprite(7)_cst_timing fib rec"></ref></item><item><ref mediaID="Sprite(7)_cst_timing fib w/out rec"></ref></item><item><ref mediaID="Sprite(7)_cst_factorial"></ref></item></list></costumes><sounds><list struct="atomic" id="1204"></list></sounds><blocks></blocks><variables></variables><scripts><script x="91.99999999999991" y="10"><block s="receiveMessage"><l>slideshow_fib</l><list></list></block><block s="show"></block><block s="doSwitchToCostume"><l>fib_seq</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>Press enter to continue</l></block><block s="doAsk"><l>Fibonacci&apos;s sequence is a sequence where each number is the sum of the preceding two.</l></block><block s="doAsk"><l>This function will report the nth number of the sequence, not including 0. For example, the 6th number of the sequence is 8.</l></block><block s="doSwitchToCostume"><l>fib w/ rec</l></block><block s="doAsk"><l>Using recursion, the function calls itself to find the two numbers before it in the sequence.</l></block><block s="doAsk"><l>This continues until the base case of the number being the first or earlier in the sequence is reached.</l></block><block s="doSwitchToCostume"><l>fib w/out rec</l></block><block s="doAsk"><l>Without recursion, this reporter uses variables to represent two numbers of the sequence at a time.</l></block><block s="doAsk"><l>The first number is added to the second, and the first is set to the old value of the second. This repeats until producing the nth number of Fibonacci&apos;s sequence.</l></block><block s="doSwitchToCostume"><l>timing fib rec</l></block><block s="doAsk"><l>Using recursion, this function runs in exponential time because it has to call itself multiple times after being called, so the number of operations rises exponentially.</l></block><block s="doSwitchToCostume"><l>timing fib w/out rec</l></block><block s="doAsk"><l>The function that doesn&apos;t use recursion runs in linear time, since it has a simple repeat loop and the number of operations is directly dependent on the input.</l></block><block s="doAsk"><l>Overall, the function with recursion runs faster for inputs around 15 or less, after which it starts to take much longer than without recursion.</l></block><block s="gotoXY"><l>-161</l><l>68</l></block><block s="hide"></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script x="91.99999999999991" y="666.0000000000013"><block s="receiveMessage"><l>slideshow_pascal</l><list></list></block><block s="show"></block><block s="doSwitchToCostume"><l>pascal_triangle</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>Press enter to continue</l></block><block s="doAsk"><l>Pascal&apos;s triangle is a triangular array of numbers.</l></block><block s="doAsk"><l>Every number in the triangle is the sum of the two numbers directly above it. Any blank space is considered 0.</l></block><block s="doSwitchToCostume"><l>pascal_triangle labeled</l></block><block s="doAsk"><l>The very first row of the triangle is considered row 0, and the second is row 1. The first column is also considered column 0, so row 3 column 2 is 2.</l></block><block s="doSwitchToCostume"><l>pascal w/ rec</l></block><block s="doAsk"><l>This reporter gives the number at the desired column and row of Pascal&apos;s triangle.</l></block><block s="doAsk"><l>Using recursion, the function calls itself to find and add the two numbers that would be above it in the triangle.</l></block><block s="doAsk"><l>It continually looks at preceding rows until reaching row 1, where it reports either 1 or 0 depending on the column number.</l></block><block s="doSwitchToCostume"><l>pascal w/out rec</l></block><block s="doAsk"><l>Without recursion, this function uses a list that represents one row of the triangle, starting with the first.</l></block><block s="doAsk"><l>The numbers of the first row are added in pairs to form the next row, which replaces the first. This continues until the goal row is reached.</l></block><block s="doAsk"><l>Then, the item from the right column is taken from the row, giving the desired number from Pascal&apos;s triangle.</l></block><block s="doSwitchToCostume"><l>timing pascal rec</l></block><block s="doAsk"><l>Using recursion, the function runs in exponential time because depending on the input the function will call itself multiple times whenever it is called, increasing the number of operations exponentially.</l></block><block s="doSwitchToCostume"><l>timing pascal w/out rec</l></block><block s="doAsk"><l>Without recursion, it runs in quadratic time. This is because the number of operations depends on how many rows of the trianlge are calculated and the length of the rows, both of which are directly dependent on the input.</l></block><block s="doAsk"><l>Up until inputs around 21, the function is faster with recursion than without. With inputs greater than 21, it starts to be faster without recursion.</l></block><block s="gotoXY"><l>-161</l><l>68</l></block><block s="hide"></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script x="235.00000000000026" y="579.1666666666677"><block s="receiveGo"></block><block s="gotoXY"><l>-161</l><l>68</l></block><block s="hide"></block></script><comment x="10" y="1489.1666666666665" w="324" collapsed="false">what is block, what does it do, example image&#xD;code with recursion, image&#xD;code without recursion, image&#xD;timing with recursion, image&#xD;timing without rec, image&#xD;comparison of timing&#xD;&#xD;&#xD;have general &quot;how recursion works&quot; base case &#126;&#126;</comment><script x="212.00000000000026" y="1666.3333333333298"><block s="receiveMessage"><l>slideshow_copies</l><list></list></block><block s="show"></block><block s="doSwitchToCostume"><l>copies w/ rec</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>Press enter to continue</l></block><block s="doAsk"><l>The "copies" function makes copies of a given word.</l></block><block s="doAsk"><l>For example, 3 copies of "cat" outputs "cat cat cat".</l></block><block s="doAsk"><l>Inside copies, copies itself will be called to join the given word with a smaller list of copies.</l></block><block s="doAsk"><l>The number of words in the recurring copies function is reduced every time until it only reports the word itself.</l></block><block s="doSwitchToCostume"><l>copies w/out rec</l></block><block s="doAsk"><l>In order to do this without using recursion, you can use a list and repeat loop.</l></block><block s="doAsk"><l>A list is made containing the desired word the right number of times, and the list is combined with spaces.</l></block><block s="doSwitchToCostume"><l>timing copies rec</l></block><block s="setScale"><l>80</l></block><block s="doAsk"><l>This function using recursion runs in linear time. The number of operations depends directly on the number of copies wanted.</l></block><block s="doSwitchToCostume"><l>timing copies w/out rec</l></block><block s="doAsk"><l>Without recursion, it is also in linear time, with the number of operations directly dependent on the number of copies.</l></block><block s="doAsk"><l>Overall, copies without recursion will run much faster for the same input as copies without recursion.</l></block><block s="gotoXY"><l>-161</l><l>68</l></block><block s="hide"></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script x="18" y="112.99999999999997"><block s="receiveMessage"><l>slideshow_recursion</l><list></list></block><block s="show"></block><block s="doSwitchToCostume"><l>factorial</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>Press enter to continue</l></block><block s="doAsk"><l>Recursion is used in programming where a function calls itself in its own definition.</l></block><block s="doAsk"><l>A recursive function involves a base case, a call to the function itself, and an increment of the input so it will eventually reach the base case.</l></block><block s="doAsk"><l>One example is the factorial. The factorial of a number is the number multiplied by every positive integer preceding it. For example, 5! is 5*4*3*2*1, making it 120.</l></block><block s="doAsk"><l>A factorial of a number is the number multiplied by the factorial of the number minus 1. This pattern can be taken advantage of to use recursion.</l></block><block s="doAsk"><l>The base case here is the input being less than 1. If the base case is not true, the function will call itself with a smaller input.</l></block><block s="doAsk"><l>The input will get smaller as factorial is called more times, until the base case is reached.</l></block><block s="doAsk"><l>Other processes may involve patterns like this where recursion can be used.</l></block><block s="gotoXY"><l>-161</l><l>68</l></block><block s="hide"></block><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script></scripts></sprite><watcher var="fractal length" style="normal" x="5.420027488425831" y="5.420027488425937" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="6.739930555555702" y="6.73993055555556" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="6.739930555555702" y="20.89378607020827" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="xPosition" style="normal" x="6.739930555555702" y="35.0476415848611" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="6.739930555555702" y="49.20149709951386" color="74,108,212" hidden="true"/><watcher scope="Sprite(3)" s="xPosition" style="normal" x="6.739930555555702" y="63.355352614166605" color="74,108,212" hidden="true"/><watcher scope="Sprite(3)" s="yPosition" style="normal" x="6.739930555555702" y="77.50920812881934" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="xPosition" style="normal" x="6.739930555555702" y="91.66306364347204" color="74,108,212" hidden="true"/><watcher scope="Sprite(4)" s="yPosition" style="normal" x="6.739930555555702" y="105.8169191581249" color="74,108,212" hidden="true"/><watcher scope="Sprite(8)" s="xPosition" style="normal" x="6.058931860036864" y="6.058931860036829" color="74,108,212" hidden="true"/><sprite name="Sprite(8)" idx="8" x="-99.27051671732534" y="134.45288753799392" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="26.774999999999938,0,191.25,1" pen="tip" id="1403"><costumes><list id="1404"><item><ref mediaID="Sprite(8)_cst_button "></ref></item><item><ref mediaID="Sprite(8)_cst_button (2)"></ref></item></list></costumes><sounds><list struct="atomic" id="1405"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="246"><block s="receiveCondition"><block s="reportNot"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></block></block><block s="doSwitchToCostume"><l>button (2)</l></block></script><script x="20" y="123"><block s="receiveCondition"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></block><block s="doSwitchToCostume"><l>button </l></block></script><script x="20" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-100</l><l>135</l></block></script><script x="281" y="129"><block s="receiveMessage"><l>slideshow</l><list></list></block><block s="gotoXY"><l>-111</l><l>-250</l></block></script><script x="164" y="365.3333333333333"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcastAndWait"><l>slideshow</l><list></list></block><block s="doBroadcast"><l>slideshow_recursion</l><list></list></block></script></scripts></sprite><watcher scope="Sprite(8)" s="yPosition" style="normal" x="6.058931860036864" y="18.78268997790053" color="74,108,212" hidden="true"/><sprite name="Sprite(2)" idx="2" x="-160.2705167173254" y="67.45288753799394" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="0,5.610000000000006,140.25,1" pen="tip" id="1445"><costumes><list id="1446"><item><ref mediaID="Sprite(2)_cst_Untitled"></ref></item><item><ref mediaID="Sprite(2)_cst_button "></ref></item><item><ref mediaID="Sprite(2)_cst_button (2)"></ref></item></list></costumes><sounds><list struct="atomic" id="1447"></list></sounds><blocks></blocks><variables></variables><scripts><script x="151" y="403"><block s="receiveCondition"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></block><block s="doSwitchToCostume"><l>button </l></block></script><script x="322" y="691"><block s="receiveCondition"><block s="reportNot"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></block></block><block s="doSwitchToCostume"><l>button (2)</l></block></script><script x="20" y="472"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="goToLayer"><l><option>front</option></l></block><block s="doDeclareVariables"><list><l>copied_word</l></list></block><block s="doAsk"><l>This function will make copies of a word. What word do you want to make copies of?</l></block><block s="doSetVar"><l>copied_word</l><block s="getLastAnswer"></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>How many copies of "</l><block var="copied_word"/><l>" do you want?</l></list></block></block><block s="doSayFor"><custom-block s="copies %n %txt"><block s="getLastAnswer"></block><block var="copied_word"/></custom-block><l>5</l></block></script><script x="76" y="702"><custom-block s="copies %n %txt"><block s="getLastAnswer"></block><block var="copied_word"/></custom-block></script><script x="37" y="765.1666666666667"><custom-block s="copies w/out rec %n %s"><l></l><l></l></custom-block></script><script x="20" y="236"><block s="receiveGo"></block><block s="gotoXY"><l>-161</l><l>68</l></block></script><script x="20" y="123"><block s="receiveMessage"><l>slideshow</l><list></list></block><block s="gotoXY"><l>-111</l><l>-250</l></block></script><script x="20" y="10"><block s="receiveMessage"><l>return</l><list></list></block><block s="gotoXY"><l>-161</l><l>68</l></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="-110.27051671732517" y="-91.54711246200608" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="80,80,80,1" pen="tip" id="1519"><costumes><list id="1520"><item><ref mediaID="Sprite_cst_Untitled"></ref></item><item><ref mediaID="Sprite_cst_button "></ref></item><item><ref mediaID="Sprite_cst_button (2)"></ref></item></list></costumes><sounds><list struct="atomic" id="1521"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34.711442786069654" y="781.9999999999999"><custom-block s="fact_rec %s"><l>5</l></custom-block></script><script x="76.71144278606943" y="236"><block s="receiveGo"></block></script><script x="19" y="134"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doDeclareVariables"><list><l>row_num</l></list></block><block s="goToLayer"><l><option>front</option></l></block><block s="doAsk"><l>This function reports the number in a chosen column and row of Pascal&apos;s triangle. What number row do you want?</l></block><block s="doSetVar"><l>row_num</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What number column?</l></block><block s="doSayFor"><custom-block s="pascal %n %n"><block var="row_num"/><block s="getLastAnswer"></block></custom-block><l>5</l></block></script><script x="157.99999999999994" y="505.33333333333326"><block s="receiveMessage"><l>slideshow</l><list></list></block><block s="gotoXY"><l>-111</l><l>-250</l></block></script><script x="10" y="10"><block s="receiveMessage"><l>return</l><list></list></block><block s="gotoXY"><l>-111</l><l>-91</l></block></script><script x="336" y="454.9999999999998"><block s="receiveCondition"><block s="reportNot"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></block></block><block s="doSwitchToCostume"><l>button (2)</l></block></script><script x="43" y="422.33333333333326"><block s="receiveCondition"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></block><block s="doSwitchToCostume"><l>button </l></block></script><script x="274" y="334.33333333333337"><block s="receiveGo"></block><block s="gotoXY"><l>-111</l><l>-91</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="-85.27051671732505" y="-9.547112462006062" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="0,150.45,69.207,1" pen="tip" id="1583"><costumes><list id="1584"><item><ref mediaID="Sprite(3)_cst_Untitled"></ref></item><item><ref mediaID="Sprite(3)_cst_button "></ref></item><item><ref mediaID="Sprite(3)_cst_button (2)"></ref></item></list></costumes><sounds><list struct="atomic" id="1585"></list></sounds><blocks></blocks><variables></variables><scripts><script x="410" y="401"><block s="receiveCondition"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></block><block s="doSwitchToCostume"><l>button </l></block></script><script x="204" y="477"><block s="receiveCondition"><block s="reportNot"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></block></block><block s="doSwitchToCostume"><l>button (2)</l></block></script><script x="50" y="543"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="goToLayer"><l><option>front</option></l></block><block s="doAsk"><l>This function with give you the nth number in Fibonacci&apos;s sequence. For example, the seventh number is 13. What number of the sequence do you want?</l></block><block s="doSayFor"><custom-block s="fib %s"><block s="getLastAnswer"></block></custom-block><l>5</l></block></script><script x="20" y="123"><block s="receiveGo"></block><block s="gotoXY"><l>-86</l><l>-9</l></block></script><script x="20" y="10"><block s="receiveMessage"><l>slideshow</l><list></list></block><block s="gotoXY"><l>-111</l><l>-250</l></block></script><script x="195" y="83"><block s="receiveMessage"><l>return</l><list></list></block><block s="gotoXY"><l>-86</l><l>-9</l></block></script></scripts></sprite></sprites></stage><variables><variable name="fractal length"><l>50</l></variable></variables></scene></scenes></project><media name="Recursion" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="button " center-x="79.5" center-y="25" 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mediaID="Sprite(7)_cst_copies w/out rec"/><costume name="copies w/ rec" center-x="154.5" center-y="85.5" 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" mediaID="Sprite(7)_cst_copies w/ rec"/><costume name="timing copies rec" center-x="240" center-y="146.5" 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" mediaID="Sprite(7)_cst_timing copies rec"/><costume name="timing copies w/out rec" center-x="222" center-y="180" 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" mediaID="Sprite(7)_cst_timing copies w/out rec"/><costume name="pascal_triangle" center-x="123.5" center-y="102" 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" mediaID="Sprite(7)_cst_pascal_triangle"/><costume name="pascal wlout rec" center-x="214.5" center-y="180" 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" mediaID="Sprite(7)_cst_pascal wlout rec"/><costume name="pascal w/ rec" center-x="165" center-y="125.5" 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" mediaID="Sprite(7)_cst_pascal w/ rec"/><costume name="fib_seq" center-x="176.5" center-y="47.5" 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" mediaID="Sprite(7)_cst_fib_seq"/><costume name="fib w/ rec" center-x="176" center-y="76.5" 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ArvZtxMNBFPezGo9GOWNuuJt1AiZREE08mkj1BIE7i4DV/YCVLl4o7PICYhXbkVx+6s5aZWdrMR4PoIvPMJRqc5FeGY9ibTpKdXl21mJfdl0lA20Zi/IsGkVXjBA7UWg1UAKPVvZvMsRtY+llFODHPpZXwNW4IEgUhH03ieQmCDg4AnWeiJHn3QLKmPFIrYzjFz44eopy7wNun4i405cRd61pT/DQlDJgjICzrwBerUX8ijd7k7qEQcouHfxkQqzpZ3n/h5vrJD5gexEm+QkCjo1AvWfCVTm5IznqIbh6dOCVcI7qKpT6fFQZTDficexuOo51agWDynyG37SoPIPGw93kWBjtYZOBxAdsE0wkE0HgnkGAUhyexOoLj9drcL5nAAr92oB1bYnvf1sHlV5RbxmSwRyBKgUNL4kQnQIleDbEBT4S25Xz2r3lpe+sLfEmuBIECALNAwEq74/wvwE80Ty607x78dU/5ec/+bOke/PuJekdQeD+QYDK/j20l5ASnG7sLnOnX3C7iJHUOAicvabF+n1lI/4+oXbssJTG6S6phSBwXyDAU2T276GDkpWhX2vUlZE1xMltzUuBP0aoe7hByhqqbAaEK/PPiSqEtGhhEArA8ER8U33k/7bjQRshFAiFua6ubofat215lLsJFGO85j1ovWOHptg8WkhGgsD9iwBVmbLJ16iM32Usu9qdZQw3GJdjyP8nTIoSQRo0WKdKWi1laW29SHHFD11QIypEnBsW2SH41vrI/03xbQgerFENWpW9O2hC2vB6bwjJQBAgCDgsApTy3PuHNNc3DK7LQpFrKKQthleqr/3sWhcJc+R7+KIakcGS3Ba+omCH7XWzMYz9MWhC+ovNpjukIwSB+wwBquTodKMu71C9U/FCl1DIWo2oPHVwi8RgsK6EvSSlujB/yvpyrvsM4KbsrlbPwt1Z2MJ77PWcpmyH1E0QIAg0DQL1xgHf3KzYo021Z6Lm5//3VNT8zuiUoDWFZtYW+rc1O/Otabp0b9VabFSgQ0nDlkxfStejrIqeOGFp/m/3Vq+JtQQBggCHQJ0r4RoLot1eFJI93Pi9gEmqRUBtLEdBVRqeK5WjjcH+/SMupelQpmIIAZNBRRC4RxGwSwE3pI+HfOU4KzegylBiUQG7sy7oysSgRG/9pOCGtHtzGV0RgzTXXBi8mi4ujju7DgzFBY5YTgKAEjOgag/IuJGPAYw6YHKFHDG0fSRMFPDtjgxSniBwdxFoUgV8zN8bF10EKNXlQs9oTHo6pqo7+ov7w9W7HaCpgOFM031FF6kYvL85FgE+FJx6iZAzrPGJOP8UhbJUQCC9cYAon6rD77h/CoGxzw3H5ardN36/KdF6wKBiMFXjgnawnYRvKGDDxAlLi5oOvLs7PknrBIFmjUCTKeAzQSFIdHNGgSYFVQbTTdLfU01GsDwaxiu7QWeev2MAXyzU498UDYTeAhS8Xu+8o112FZxnMUD4MgZ0HQqh0LxuiUSCCy5rcaLwd4v1cicoG6pYTDe4oJ3ANhK+lK5DWRVxQdh1o0hmgoADIWBRAVdqGFxJ18PHXYjIYDH0RhbJOQaoNAykEgqdI6R1diE+JBLXPbyQpboC5S3bQn6gngY/nQyGE2vvGgy/XVEhg6ZR9I59m6YzNHgXgqUVfgXnWIxr+RGeGjYFYrE5gVIUhfVp860SMAeGtoyBroLFC3BFB1H9JEx8wHdtCJGGCQKNgoBFBWwwstA6dULUE/9Ak7kNCTvmokjjhf7P/ARX/w5Qp6xDxUXLZ7AltOyILO9gpFTEokiTZmLkc5WD0Ff6APT7VjaK8bdTyddnK6GPFCBrYt3uCG5tirac4f/oq1iEdvKFkVLDyOpNmucU8ITQpZgwYppFAuYyr02Zg+MFlhVwdWUqBQOdksVLEhd0ENd9phzxAd/OCCBlCQJ3HwGLClitY5FU6IaY7qMh1Kbj/OlDiB7wMtoNWYiihD8gLNwKffFZM+tTQnshzzcciWVHkKNKNLv+NfMBcG4LmKLrNdfyqmikKo3wdhJAZWBhZFi0dBMh2FWI7AoaGeVGtPMRw8tJgCvFBii1DPqGSKE1sogr0MNVws1qsdAYWfg5CyETUsitpPn62/iI4MZfN0/FahpLjlcAq8zVPLfPr0bJQFfGgHMNeLv5o3/MSPQNG4O2Pv3wxtmuZsqeU8A8AY+chnPnzmHy5MlYsGABZs6cWdP4z8lz6lTA1Rkr82loSljMdnZFJ6l1EiY+4Lv/ABELCAK3g4BFBcwRcHplGIbMPoiqlI3IuLIf7R+vdRkoT74MbfZuk3YzwwdBEdAOF0r2IL0yzsymbtpwzJDPhG77BybXOAI29piMtlOWoeriHggDYyB28QR98HOk7VoNwcBZiJ7wDrS/TMWFo3vQet5G+HQcjKKFbZDM+KP/J0egSY+DgaUgD4hA6anNYJQ58Bg8HQKBAPTvs6z6mZefrACGCZE/wFQFq4oZCJXeGNxmHAa0GY0o755QGZS4pDzA9y++ZDcY1mhRAY8dOgmvv/46PD09ERISYkLAtijg6kq5kzbUChZz3V3RyckyCRMFfDtDn5QlCNx9BKwq4GoCVqf+jqTDK+Df9yMEtx2BigsfQ5O1HYymqFbFhg9GRUhfxBZvRXK55ZMoxlX1xaCqKBjPbbJKwHTKceSc34/g0a9CJJEh6ZVIUANeqJeAGUU68g+vh9fgaXDyCYExbguycnIQPnoujFf3Q7tumkWktyWrkehHI3+i6aQZbWAx2GsmJndeikqtEhvOfoT/ctdD7MZC6kKZRTFwlfMKOKzWBbFkyRL4+Pg0SAFXG6tMpZF9So9lfbzQ3gIJEx/w3X+AiAUEgdtBoF4FzBHw5V1vwbPLG4jqPxuKA0/CUBJv0maV1AnnOoxCUvkJ/sQMS2mucSKikrJBZ5i6Lm5WwNqNL+Pywb8ROmcDfDs/hOtvdgbdZVy9BMyFsF1d8zq8xi9Hi4cmQf3VMBw7G4+h63LA5l+F+uuRFm1KVBiwLl8NzULzCS8vaTD6+z+Drt4j0MKlPYqqsnAmbQ+uMftwreoYGPaGm6M6FZ5nMf4mH7AlArZHAXP1XvlTC7qExb+PBVi0nyjg2xn6pCxB4O4jYJMCro+AuW4UOrthf8tWKNHloFibYdazR9WdMYYaBv3Br6wq4GoCbvHiagT0HInMt7tA22Esop9+F/mrZ+Dq0X/R6fXfzVwQ1QTs8eQStBr6/A0Cjo3Dw+uygcJrUK8aYRHp3y6rkB3FIn+sqZ+Y1rEwaLlF1jeSnzwUPQNHoUfAaER4dsXrsZ3q9AFzURC3q4Cv79NBm8dg61DL5MvZRXzAd/8BIhYQBG4HgUZRwNUGJHl64pS/DxTabJTrTfeD8GXcscRtJbR/zgfY2sUKlhRwNQFXfNQNRYH90Hr6KigvHYIifi9ajp4PqWeAiQ+4oQQ8b58S7i9LURZlCiHnA3apaolQbpHILalVZDBiS/4Gt4z45nRrFMTtKODcWAMqMmms7uYLL5nlSUSegEkc8O2MfVKWIHDXEbC6Ek7kHgXfR3eDc0GUn3sXrh3fgEvMixZdEDf34rSPJy56uqBEl21GUh+onoevogLGy6aHOoj7ToF0zGJwCth4cTtkE7+HqMNwqJZ0A3RqyKasgbBlF9A5l0C5+EDgGwHVezGgvEIgn7+fX0Wn27IQ0sc+grjPZF4BM3kJcFl6HYwVBXwkU4vjSj2K3rUcC/xw8ExMCF9i8Qa9FtvRqgLuGjUAs2fPRmZmJh+OFhQUhG3btsHd3R22REEokoxQptFYHO6JaLe6Y4GJD/iuPz/EAILAbSHQJCvh9vu745qLGKW6PJMlyFH6QCxweQuGU+vB5JuHqd1WT+wozIW3fXi0DK1myqDo3DjLkjkF/Ez4x3hq2NQGxwFX5jFQphrxgo8r+rvL6u0R8QHXCxHJQBBwaASabC+IvwNdkCFjUa4rAoPakK3hqq4Y7TsDxvNbQKeeuOPgnM3TY82FKoSPkCJ3ROOQL9eJwngWc/r+D1FRUXz4m6V0KH8NjhdstHiNWwVXlkljtFSO0W5ym3AhPmCbYCKZCAIOi0CTKODq3q4PkiJPzO2EZroXRG9NJMYJx8BZ7Ak66wKY/AQwCvOJu8ZCLb3MiIRiA+IL9DCIANkIMQr7NlbtN+qRwwtezoG1h73V7JBcu2OyVChHasU5s4a53dAq82j0YaSY6ORss2FEAdsMFclIEHBIBJpMAVf39rsgCsUCndluaNz1Ier26MS0wbG/zqGy3HTZMl/+pt3ELKJn4/WCIhourQSgYwTIu2XRxV2/KwygVjKI1ojwosDVLnOID9guuEhmgoDDIdCkCri6t58FGVAGDTkRw8Lt5/aaCKgQYK7OPvLlqiIK2OGeJ2IQQcAuBJpcAdcoYR8V9v1RddOpy9WnA9+/fwuEFAY8Kce8UvvJl8P1YqoOSpXhuWeWFW2w666TzAQBgoBDIHBHFLBD9LQZGnHyqk7/zdFc5//+u2mWsxn2k3SJINBcEbhjCri5Ani3+pWjMOKvo5W/fbpJOfFu2UDaJQgQBG4PgXoV8MmrWnhEPsFIRbTpmUL/326MX5mzvviMXVb88V8l2vd6TOckExn5Q9FgfbVXc71+KXafVq2quOn8ItshVGlYJrdE99bqXZW/2F6K5CQIEAQcDYE6FfDJjAAMfWxGBasrdAM3W1QTlnAj/IASyiD26mysvLBMZKzKtKlvhy+o0aXP8PTglmFht9Z3X/2f1lewjHETBILlHt2XpNoEHslEECAINCsErCrgjEIDwgcsrJDROW519ZgSu0Dq20NXEb9MWh8J/3dRg869h6UHBQWENSsUb6czFPWSR/el399OFaQsQYAgcG8iYFUB7zunwriZKxmDMrEu/wDf6xsk3Ft/Ne4grapUWP2s9nJ31gf7yTzvTaiaxurE60Wn+zz9U5+mqZ3UShAgCDgyAlYV8K5YFZ6e9QUMyis22U+JXYFb9sg1K8gYwTKmZ6nZVPltZhJoARHtDEZfcZs1WS+eklECg74MfqG+8PC3/R3z27+XVLMX73BpMsNIxQQBgoDDImBVAe88o8Izsz+HQZngsMbXZ5ionIEIfhC4BoJRZsN4+tf6ijT4Oneu3cWcCuy4qkTPSE8MGdMXoR0j661vw/aLqpc/2kkIuF6kSAaCQPNDoNEUsKNBIykVQ+QaDmP8P1bPhGsqm/elafHnVRUmj+mMfk8MqrMZooCb6i6QegkCjo/APaWA3/psP77/4yyO/TYNHaL8raIrKRFCKPa9cfqG8c67PDjDcipoLD9Zjsnje6Pr0F5WbSUK2PEfEmIhQaCpELinFHA1AZ/Z9wNi/ErBGCrNcBGoGTi59YZu67tgNaanVjQViNbq5XZg+y1Bg4++nW21aaKA7/RdIe0RBBwHAbsVcGJqMfpMWI2H+oRDp6ehUutxeP1U7D6agiXfH0FathLBfq5Y9PJgjBocjUlvbsH2Q0l4fEgM/ovNgJe7E1YvGYOubQNRXKrCGyv28b+LRQIMHxiFpfMegrNcUlPulUm9sXHHZUx+rDNW/ly7f3BkqC/Obp5hhqRUIQFKCmG8tKPmmsrAIq5AD1cJF9DBQm1g4eUkQBtvMSr1DC4UGhDiKkSYhwjcZu0Z5Ua08xHzeU7n6kFRgKuEQpmOgZtEAH9nIbIrjNDRLELdRQh0MT1V+WajVsVWoGOvGAx48kGLd50oYMd5GIglBIE7jYDdCriagJ3lMkRHBKNddEvMnT4GfUYswLTx/fDsU6Px6gc/IeFaBlIOfYiX3vmFJ+AVH8yCq4zG7HdWo3P7CBxeNw3j567BnmPXsWzhsyhW6vD5d5sxa9JQLJvbC5Pe2MyXC28VBD8vOV6fOxHrNm7H9v1x+OaT+egQE46enVpBV3TaBDO5phX0R38EW1FkQsAp4nD0/+QINOlxMLIU5MHR0CfsQ9mGOchw6YA+i3fBcPRHXP/9QwgGzqo5ifn4gd0Y+H0iKMaAiutxcIvph6q0OKgpY6CCAAAgAElEQVRP/w7XIS/Dybcl6H2f8qd8WEpncnWIrxBjxvuTLV4nCvhOD3nSHkHAcRBosAKe/txIfPPxXDBGFVZ8/TsWfbYJTjIpBBSgNxhhMNI4vvNrfPr5/7D9YCIy4zfDW6pAv7FLkZCSj5LEP+HXbjyiW7dA7P41MJQnI6D7PAT4+eDSvqV4euZynoC5cn5eTnz42qvvfYnvNhwF54JoG2wEa6wCo691M1AQQlbmBf3+z00Q5hRwNQEzJRlQHP4FTj3GwbVVO5R8PRbJxZp6CVgkkaJs3zdgwvvBu20/fmIv+9R2hIx5DUKKgmpRW4t3taCKxrorGrz22UtEATvOuCeWEAQcAoEGK2COgL967ykYypN418CS747g6+Xz8GD/LvxnPstSCA7yxZQX38C2A1d4IvVgEtDt8VXIV6hRmLgN3pHDERMVhpM7VkJXFIsWg1bC388HV478iPFTX6shYK4cR8D1+YB5Ai6SQX/EdGHZzQTMHeCZvv4NsP1nIvrp91C2fhYSr2fUS8BCTSmyFg9EWdQIdJ7zA3T/foj4f75H5IJN8G4/AFXvRgEGrdlNLdUw2HBFjdmfWiZgooAd4jkgRhAE7goCt6WAqwn4YlIBHpzyC0JbBGL+84Og01Tg9x3xWLt8PN75bCdPpF8unYuM5PP4ct0JjH6kDzat+RCPPT0be49fx8fvTEF+ViK+Wn8aL097HCven2aRgJevPoblPx7DvBfHYWQ/H3SPMV/w4KSLgGH/l2A1ZRZdENUEbOwxGW2nLEPVhtm4nJyGPot3o/zIz7jyyzvweeRlMxdENQErWz+KLq/8VEPAredthE/Hwah6NxowmO9XdKFQj6NFwOzF04gCvitDnDRKEHBcBBpFAXPd23MiByvWnsa161n8pFXPTmH49du3MfPVj7H94FXeZ3s9PRu9u0bi528+gJ87g5yUU3jrqzP472QChEJg9MNd8elHr8MJChMXRLUCzsgtw8Q3t+NaagG6dQzDvrXTTVwQnB3SUjmQmwJj0iGbCFi78WWkXz6DmI/PQlOUgbydq+DV72l4RvWA9pepqPYBN5SAuQNAg9uE4uHnhhEfsOM+B8QygsBdQcBuBcxZSYlcIPXrBVqVy7sgqpNA5gORaxgEIu5gSZZf+jthxvs1PmA/TwkokRyMvgyGsqtgaR0ogQQi92gIpF7gtp5ktMUwlKfwy5rFXh0glPlBV3CsZgkzJXSCxKsjKJEzGEM59IrzJsAJK2lIndpD98/bJr8LAqIhn78fnALWbVkIcd8pkI5ZDI6AjRe3QzrqA4h6TgBbng+2vADC1v14AjYmHoTzootgVaVQrxwMUYfhkE38nlfAhuNr4DTtVwijBlpUwHmVND4+UY4PPp4EDz/Ly5NJFMRdGfekUYKAQyBgtwK21+rqMLRqH/Cd2AtCWiqFQA/oj/1kr7mNll9Ps1hyvAIDB7TBoPFDrNZLfMCNBjmpiCBwzyHQIAVsby9FLi1Bid1hLE8EyxjtLd6g/NJSZwgoGQznNoMty21QHQ0tdLnIgF8vVaFv91CMmjG6zmqIAm4oyqQcQeDeR6DJFfDdhEhcQkHsGgFWXQ465SjojHNNZk5yqRHpZUYcz9JCLBHj0Uc6otujfettjyjgeiEiGQgCzRaBOhXwhOcXgtbWLmi4V1EQldM4cyYVeemJpl24cbCH9WTH9aQsJVoGuqNL90hE9W5vM1Q//x2nX7B8j9TmAiQjQYAg0GwQsKqARe6RELu3uU6JnVs3m946YEfWbInf/+rHu4c6oGnEJIIAQaCJEajzTDinVmNACaVXQAlsl3RNbHBzqJ5lAbVWj+PnM4vPXimYunLNsZ3NoV+kDwQBgoB9CNR5KjIllEIS8ACuZIsqU9PzaUtVc1/w3Je6tUSum+NTodIJpRJx5QM9InKCg9zVgjoQZMDi1uu0QZvp2XPpFPtuNclNECAIOBoCdSpgRzOW2GOCgIYBOodMSEsmuBAECAL3JgJ1KuB7s0v3k9Xsf0ET0gffTz0mfSUINCcE7FbABaU00gsMiAwRw8fN+j64zQkkR+3LpTQdylSGiROWFv3mqDYSuwgCBAHrCNitgDkCFrSaiE7Dl6Ds1CvQZNVufE6AvrMIXErXo6yKnjhhaT4h4DsLPWmNINAoCFhVwMpKBlnFBmj1LCQiCq38RPByE+JmAlaefAVJ57ZCUU6DplnIJBQigsRwcRLAWvlGsZpUwiNwQwEzhIDJeCAI3KMIWFTAah3LP9wx3R5FWP/XIXJpBU1FPnSJK5F1eVeNAs48MAdxJ7aj16j34BczBgKxKwyVWVCceguxsWcsltfn7r1HoXI8s4kCdrx7QiwiCNiDgEUFnKswooxqjYdm7kX6ufXIurQFnYZ9BA//Nri8rifYwDG8CyLr4ByUqOXoMuoT5F1YD23+EfiF9kR+6klkZuVYLF+4tTtY2nzjcnuMJnlvIEB8wGQkEATubQQsKmCOgJ2iX0K7IW/dIEuWAQQSUAIRrv09BlqnDjU+4AqtCC0Hfwa9ugTFGadBF59AccIfkEW9YLF80Y5BoFXZ9zZqDmL9pXQdyqqIC8JBbgcxgyBgNwIWFbBKy0AfMhNtH3oTOcfeQUXOCZRW0AgLEENRlAcEP8kTcPr+OSi+9i9adB4Pp5ChkPt1hUTuCcW5ZSgqF1osL9TngWUMdhtKCpgjQHzAZFQQBO5tBKxGQWikbRE2ZivUymyknPgWTk4ShHUZh5TdL8PoNYgn4OxDc6BGAFiBE8pyziI4si9a9JqDysufoTj1P4vllcdmgNGV3tuoOYj1xAfsIDeCmEEQaCACdcYBy4KHwKXtyxC5RfBuCH1JPB96xu0R4dZ1Ef9vlqXh2mEBhPJgsEYVtLn7URG3mHddWCqvPPESWKP52WkNtP++LkZ8wPf17SedbwYI2B0H3Az63Gy6QBRws7mVpCP3KQJ2r4S7T3FyyG4TH7BD3hZiFEHAZgSIArYZKsfLeClNj7R846BZXxcccTzriEUEAYJAfQgQBVwfQg58fe9ZVf7UzwqDHNhEYhpBgCBQBwI2KeAyFQNuE/FbE7cPsIeLwG6AK9UMjMyNfXIb6UQgizY01/q5Zd+X03WK3FLjsjd+VHxh9w0gBQgCBAGHQKBOBVxcTiOH7oYeg8ZrpCJuNYZ5ElJGTcX5931s7Y3ewOJEuq9h+Pj5RgFFWazT1rru13wMA0oikagp6sZ7sfpFQ/6+8UInOBAcHHkcsLqy0y5tnuePS7eqgGkayGAfYTp3biOgNYWWuY4SQuLdGcaK62lViT+E10eIeiOLczn+uiEPPUgOoawPLHKdIEAQaNYIuHtUyqwq4PPJWgx8aqmKqUxxrhMFSgCJdxeehLPP/i+8RoJUF/r/VxGnSq4WBRiHPPyQqFmjSjpHECAIEARsQYDF/6wq4F2xKjw96wsYlFfqr4oSQurXBwzD6oz6SqO1AgKj0pnsA1E/nCQHQYAg0PwROBmfDasKeOcZFZ6Z/TkMygTbkKAENzbtccCkFwBJUj1UEhmk8hAoVCkOaCUxiSBAELjXECjIVuHssX3o3CIYz3caUOcBxbf2bcu+q9Z9wHYpYAdG7YwrA5l7DIq0GchTJaHCUIz0yngHtpiYRhAgCNwrCFTk0ijLYKBMM0JTAgztG44PBvLza/WmLfsTG1EB19vcnc1QIWSR4OUJJV2GM0V/o9KgMDHASeSKzl6PIlgegxDntijSpFuZPmcBiqpjWplcv9v4lGRrsOf4P4BHBaiWRYDTnd1v2kfaEu09H+THkY+sFYq0aTeNFzI+7vb4sKd9RaYK/x79HdIAHRCeYxdpqYoZpO7XwV0kx4/jnoW3vO7ps2argGmBAGd9vJCquoTzin/NQBzZcgHaeQxGlaEEZfoCaOkqKLRZdoFNMjsOAkXZ5SjMUCIvVYnMq0UI7e0CSfcMUBK6SY10F/vi0RZzEOnWG8XaDFToi6Gj1SjRkf2umxT4Jqy8MLMMeddLkZOsgLKoCiG9xRB2SrerxdT9erDFYmx7/kVQnHizkpqtAj7pIUIBo8Txwo0mXfeWhuDJsEWgQCG9Mo4n3qZMDMtAKBDBTeILZ5En8tXXSJxqA+N0S7LUOHL6ILz83NCxUwd4enhavHU6tQGnd1xDflYJAh8tB3zKmuQWR7v3xYgW86DUFSCjKh4M27Rkz4CGWCCFpySIJ3hHjnN19DhsbiwdOrEHLcIC0btXb6vjo7SgCqe2J8Eo0MJ9SBYomdX4ArM6Ev/RItLdH6tGTLBOwM3RB5wp1kPp3x7rU1416bhM6Ixp0f9Dpb4YmVWXmuShrK6UBQsXsRf8nEKRVhGHIm06NMZKZFZdbNJ2m3PllXk0KnIYlGXSKEmh0aZfAEaNGQaZTGax2wkns3DhcBpCxpUCbo37og116Yynwj/kX+K866oJEzeWvKRBkIlc+fGj0GYjpfx0E7bY/Ku+4beloUxnoC5m0GlgGIYNf8Rqx09uT0JRngKeY9JuuCltSLSexYkVavwwdyy6+bWyWKJZKuCT7hTSjTk4r9hh0umnw5dCLnLH9YpYG+C7nSwUwt26IU6xExdLTQ8gHaLugE5MNFq5dUVl8ZX/9y1X+wgb7++CIhpbj2+EsY0A+QNsHDG302WWC4ChwIlAlmFRlS2CyIkGy39+1a3VuCxyfxaUsK5F6abGGTUsUg/qocoHHps4BGFhYRatP38gFTnpBfAYlXo7vTMr+1KbNbzrKk99rVHrvbUyASVCC5f2OFX4J1IqzphcfryqB9oK2sLfJRqVigTwayL5uYrG/TsnT4Md5/6CtiOF4q53aCwZKX7UcOOpKlsIoRO3b0E94wgsBGIBZD40uIAsW1O131YqdsKzU8fC2cWy3/bAhotgnKsg7WP7WLq+V4doeRBWDH3SMgE3RwV8JiAA+/N+Qqkut6bTkW698ETouzhdtNnW+9KgfNwQae3WA7uyv0KB5npNHX01URgregzOQjfQ2RfAluXxfzdVSi8zIqHYgLgCPWgxIBkpQlHvpnl4+MhDhnPqCMBmBEF1XYayK1K4+ov5B6G+T2U3N3cMf74Hrun+Q2rFWbsgyTtvQM4pI557eQwCAgIslt38+Qn49dUCobXjwa5Gbsn8QMBz6OQ1FJdK999ONfWW5cjXWxaCXdlfQm2sqMn/eFVPPOQyCkKtBkzuZTAVRfzfTZWulxpxoVCP2Dw9PPwE0DwlREVEU40lCuC4Vi8BsoJQkSZEeaIErr4SUEJujFkfT9zFsLBQdB0VgkuqXSjU2E6UHHbc5JleIcGL8ybz77Fbk0FnxNp3D6LNdC1Y93Kb4Oa+1gqPADtfnGWZgO+1KIi3PtuP7/84i2O/TUOHKH+zTnGK63xgK2xMXWhybVzYIsiErsi6xfWwf308tv3vDNQVOsxY/gh+ensfXD2d8OWxGTiw4QJ+XXwYL30xHL1HRNsEeIhLOxzJX4cc1dWa/CPV3TDK5wUYzm8GnXrSpnoaM1Nsng5r4qsQPlqKvGF2SAMbjODIl6UpiHJaIiBlOB544AG0b9+eL+nk5FTnBER19dwkhYuLCwQCAe+zX5s814aWa7NkHtNDVyDBjDmTLJa7djYXyVcy4Tas9oVoVwO3ZH6xzWre7VCqq50h51T/6rf24vy+69xiJMz8bBhWzf4XfUa3wcyVw/D1nB04tzcFq068AHffumfGueZY0Ihw64VNaYugMiprLHih6lF09RgKw+kNYAqSbqcbDSq7J1WDPWkaeE+RQtGlcUmYG0ecyhVebotI9Uj069cP4eHhYFkWcrncprEkFAr5vNxY2p61AtsyP7Grn5zf1sfLF0+Of9xiuRNbE6ERlUDcPc2meo06Fmf/p8Gpt+dbJuB7TQFXE/CZfT8gxq8UjKHSpGOc2tronGvmfnil3Ubeb6Yy1k7IcA/NC52/gbu3KybNehJ9B3fHgcN7EeDWCsMnDMSqr7/iCXj56oWIGeqBMl1BnaCLBFLoGBWOF9RO/MXogzDPdSH0J9belQem2uDMciM+PFqO0FlOKOlU99jh4hmlrgLIfesha87tQFMQpIWiF/MCRo4cCW9vb4jFYpseFmtWcG6bVQnPWrzMqZSIh823ETm/WoP+j3ZBzx49zcoZ9TTWLz6MiNl5Vv13DA2UJBvh0UoIsdw6sTiLPDC//SYcK9hg0k7qhXwsfuoPdO7bBo+MHoS+D3bDjt3/olv73ojuE4jXpy7jCfhA4u8oFF+EkdHVeRNcJT5IrTiHxLKjtS9yVTeM8pwE3Z5PwKqbZmLRFlY5navDthQN9O+JYXS3jpWtmPIvHO4riqUgPNsJI6PmoH///nBzc4NIJLqtsbQn5xtsTv/ArFv6KpafS/BrZ7orAue3Pb5CheffGoWQ4BZm5fJSS3F6z1V4j60lYGt1VRcuvsTg114vWSbghijgxNRi9JmwGg/1CYdOT0Ol1uPw+qnYfTQFS74/grRsJYL9XLHo5cEYNTgak97cgu2HkvD4kBj8F5sBL3cnrF4yBl3bBqK4VIU3VuzjfxeLBBg+MApL5z0EZ7mkptwrk3pj447LmPxYZ6z8+URNRyJDfXF28wwzAv5NnoO4kp01vwspERa034zY4n9M8i56YiMyrtRuMrQ97XM82/UdnpC/O/QGNq3ZyRPwyKceQvy5S6hQVmHs/L4YPKGjRTA59bs981NUGkpqri9WT4N3kRLGK3tqfsuropGqNMLbSQCVgYWRYdHSTYRgVyGyK2hklBvRzkcMLycBrhQboNQy6BsihdbI8i4FVwlHjCw0RhZ+zkLIhBRyK2/MwLfx4SIuLBPn4QwtTpbrUfRO3VtxKJKM+HDUX0hUHcKBvB+tPpOskQKlkyL8/EuYPn06/Pz8rD4sRqMRM2bMQHZ2NlQqFV577TWMHTvWat1/pr2HfbnfmV3fPF6JrtPlZiRccNGAqlQJps16zmKdv7x/EKETy0C5qSxeZ4yAOsUZX0/8D6uTZyKt8rzFfOGuXTGixQJcKt1Xc51TvFPbfFnz/w49o/DS0scw6+FPMezZvpixZDiWzVzHE/AzL4zBzi0HIHMW48UVjyKic6BZO1zkTJhbV6xPWWBy7Sv6PQgu7weTUzuBnKgwQKFh4O8sRKmGgYACor1FcJeajh0hBZzI0UEuptDFX4JbxyDNAq3chPx4LFbTcBJRaOcrhpir0EJaf0mFYj8GWdOFVu+hrZhyFTAGCmKlH3qUzuPHhaenZ53Ee+rUKUyePBkLFizAzJkz63xvfH5lHBKUh03ycKS5eYISD3/iZkbCnN/Wxy0AYx4fZU7cWiN+X34EoTNr3Vl11cVVkHZQj60j51gm4IYo4GoCdpbLEB0RjHbRLTF3+hj0GbEA08b3w7NPjcarH/yEhGsZSDn0IV565xeegFd8MAuuMhqz31mNzu0jcHjdNIyfuwZ7jl3HsoXPolipw+ffbcasSUOxbG4vTHpjM18uvFUQ/LzkeH3uRKzbuB3b98fhm0/mo0NMOHp2agVdUe2MMKeAf3PORZzJBByF51qvMHM/XD2djU8m/YWYjq3x0lvPYcDQnhjQ+nF4+3hj08lV+Oabb3gC7jO4G9r1DsWm7/dCq9Jh3dn3oXcyPdWZm6n2dwrH5vQPa4AOoD3xocdKaH83BZ8b/MYek9F2yjJUXdwDYWAMxC6eoA9+jrRdqyEYOAvRE96B9pepuHB0D1rP2wifjoNRtLANkhl/9P/kCDTpcTCwFOQBESg9tRmMMgceg6fzn17077NAZ1omkFf2KuH+igTlrU0frBuuhBuml1434pvxpxFXuh1b0z+FQGx5fHMPDX0uEq8+8h3vduA+/6ylvXv34vDhw1i+fDkUCgV69uyJtDTrn3H56hS8e76PRQKuzGcw8D0XExKmDcDpL1VYuHKmxQc3P02JdPF/MIhNv5g4lcb5HBmahT7THb9PT8Mn8WOQVHYCAgvvqQi37mjnMQjl+qJa21hg2/9iseWrExg14WE8OXkYBHIazw18HU9OGY6Xlj6ON5//lCfgp54fCUj12PTdPsR0jsDiLZOgvumrjK+UoiCghDic93NNGw+p22GcdAJ0uz82wYQj4BYvrkZAz5EoO7UJ8vZDAIMW9KZXcDH2eM3YUb0Xg+NppXh4XTZQeA3Xlz1aMwYr/38MiqRylOz6HKKgtvDoNgq0Ih30+qlgVeYnmHOiYPHxcjBfmn+N2Ispr35pCpIjg/DG5E8QGhrKj2NrSa/XY/78+TxJh4SE1EvAZ4u34vuk6WYEvGF4KaRulBkJc8o45ygw+/WpFk1Iis1GYctaQucI2FpdXAXph/T4Z4QVAr4dBTz9uZH45uO5YIwqrPj6dyz6bBOcZFL+Law3GGEw0ji+82t8+vn/sP1gIjLjN8NbqkC/sUuRkJKPksQ/4dduPKJbt0Ds/jUwlCcjoPs8BPj54NK+pXh65nKegLlyfl5OYBk9Xn3vS3y34Sg4F0TbYCNYYxUYfa1DnCfgWxQw9935XOtPkVVlOlHBOdWnd/ia/1z87Pc3+Umz5zovNiNgzgXRb1R7rHjrB2z/5SjW/PspJG2KTOM++dkBCkcK1tXctOGqrhhFPQz9oa9NbuTNBEynHEfO+f0IHv0qRBIZkl6JBDXghXoJmFGkI//wengNngYnnxAY47YgKycH4aPnwnh1P7TrplkcPD/EVaGiK4WckaYEzM0E6wslkEvc+HLLn9iJ2Iw92BL3NbyjhVCxJWA5propcQQs3TcUS19fxbsebE2pqal45plncOaM6az+reXnnY42+ZrgrnMKmCNgLt1Kwic+U2H662N5JX5rSrtUgFynU2BcTQlYmU5DpHWFRCiDq8wT3z17Bkt3TURy6Vl4tGZRZTAlH46A27oPQoXhJgIGcPloJlZO34K5703FYy8NwIVL57Hg0W/NCJhzQVBuVZj24CJkpxbiSPZGpFaahpRJhXIUatNxsaQ2gmZO5Si0KXeF8cJWqwTM+YWzi0oQPvoVfq7h7NKxNhEwnXwUmReOIWzsm/zkU+W+VVB7R8O/xwjodiyG4dhPFm/t24fKIJkugbKt6WV7MeW/pIQsok69zpOpu7u7TUNpyZIl8PHxqZeA1cZyzDkVYZGAuR9vJeFqv+1bn1hW1qd3XoOuW+3YrSZgS3VxvzWZAuYI+Kv3noKhPIl3DSz57gi+Xj4PD/bvwn8isyyF4CBfTHnxDWw7cIUnUg8mAd0eX4V8hRqFidvgHTkcMVFhOLljJXRFsWgxaCX8/Xxw5ciPGD/1tRoC5spxBNwwHzCFSa1XmMX+3kzAn2ycj7SK85jd8zuLBMz5gL9auBGHNl7Er/u+hDhCAR1t+jl7pvgfaOnaB3yecRJaJ2WAzjhnlYC1G1/G5YN/I3TOBvh2fgjX3+wMusu4egnYcOY3XF3zOrzGL0eLhyZB/dUwHDsbj6HrcsDmX4X665EWB/HFQgM2lalR9aqprOV8X0MCZ2Ji26UWy70W2xFKXZ7JNVWaDJ0VL2L2C/Pg6upq00NTVFSEcePGYeXKlejRo0edZV44HgCaNQ18v5mAPcOFePRzNzh53VBL5Vk0HogZAw9XLwsEXIhcp5NmBGzQsHil0wZ08x9mVobbO2Th2e4mv1tUwDwBZ2Dl9H94Ah72QhfEXTyHd0aut0jAnA/49Ud+RGmeCiez/8HlW6IphAIxDuWtMWn3E/YtyM/tAVOYbJWAVUu64VRSLgb/nA6qPA+xb/a3iYC5MXhm71/ovvw45J7+KFgYg0yPrui9aDsMR3+AbqflMXEoQ4v/go0of9xUrdqLKaOnoIr3xdgWizBq1Ch+Es2W1FgEzLXVsr8EQ5bVjuGiSwzGDZ1i0YwzO69Ba4WALdXVpAq4moAvJhXgwSm/ILRFIOY/Pwg6TQV+3xGPtcvH453PdvJE+uXSuchIPo8v153A6Ef6YNOaD/HY07Ox9/h1fPzOFORnJeKr9afx8rTHseL9aRYJePnqY1j+4zHMe3EcRvbzQfcY09VQDVXAdREw99noGSbC+k93Q+4kw674X5GmPQM9ra65Qdyii5SKWCSX10Y5TFANwICKMBjP/1UvAVd/Rma+3QXaDmMR/fS7yF89A1eP/otOr/9u5oKoJmCPJ5eg1dDnbxBwbFzNJ6Z61QiLg+d8vh5/V2mgmm/uV/CWtkCgPAoVOTRmPfAFUqvO4NT/h+0llR+DkdGb1GlUCTC95Rr0jR5u0f2wdu1a/PDDD7wi3b59O65du4bnn3+ed+106cK9pOtO046ZH7JSTcAc+XL+Oxf/2of/+j4dBvd7GOERoRYI2LIC5h8Ylw5wFfhBn++Etx79BX+lf4hs1VXoGRWSb1nwYF0B20bACz+djavpcdj23SkMHNYTX/y6CJdLD5jY6yULAffZfHMkzTuayQjKLoYx+b96CXjg94kQakpx4e0BaPHyBvh2ehDJr7VDap4Cj6w3d0FUE3C3pUfg7BPEE3CGa0f0WbwLhqM/QrdzicUbtT9NgyPhRlSONHc92YMp54IwKEX4ov8VeHl5WXQ/fPnll/jjjz9qxhJnkK0EnKA8hM+vPGXSh5tV663ky9mTsFmL2a+8YLHfdSngW+viKrgjCphraM+JHKxYexrXrmfxnzI9O4Xh12/fxsxXP8b2g1d5n+319Gz07hqJn7/5AH7uDHJSTuGtr87gv5MJ4FyIox/uik8/eh1OUJi4IKoVcEZuGSa+uR3XUgvQrWMY9q2dbu6CsNEHbKsCjmwbiqz0PPiHeOGDr15Fhx5RSFQeNfkk53zArmJv7MyunYzpqY3A804zoPt3sc0EXPFRNxQF9kPr6augvHQIivi9aDl6PqSeASY+4IYS8LITFaBGilDQzzr5cZNw33I+4LLt2Jb5qfWMLPgJqSfC3q6PS1FWVoahQ4di06ZNvI+vvrQ351tsSl9klo0jYJHTDUCp3QoAAA1iSURBVL/dzeTLZTy6tArzlk2Cq6uLBQK2rICrM3ITRtpUN94H/OmlMbhWXjvZe3Nlt6uA23aKxPVrGWjfIwKf/vA+xJ5GZNyyMx+ngLnQszNFW2qanlg1EH0NHWA4UesX5i7e7AOuVsDVBFz88SCwj61AwAMTULjvB5QrSxD11Ftg8hJMfMANJeCZu0rh8b4MGsvh17AVU64fHOnNbPsTevo+Vt/QqLluKwF/nTARF0prJ8G5CqoJ2BJhapQMEv404NUPTCf4qxu2RsCW6uLKNLoC5iqlRC6Q+vUCrcrlXRDVSSDzgcg1DAIRF+vIgtFXYMKM92t8wH6eElAiORh9GQxlV8HSOlACCUTu0RBIuU9HBoy2GIbyFH5WSOzVAUKZH3QFx3gXBN+20AkSr46gRM5gDOXQK2onnCwpYInACVOjViGp7JjZzaUoATp6PczvlMa5ILjUzutB0IweSWXH4SNriWDnGN61IBHIoWc0yKlKMAln4wcQWES49TCLYf2aXQyc2QRGYTrhJO47BdIxi8ENfuPF7ZBN/B6iDsPBPUTQqSGbsgbCll1A51wC5eIDgW8EuIkUyisE8vn7wRGwbstCSB/7COI+k3kFzD1YLkuvgym8BksKuEhF4+OTFWC+qv80qI+6Hcc5RT0EzMX6Cl2xqs91ftKorrRixQqsWrUKERG1vrgdO3bw8b+W0iuno8z8r1y+f6aUWSTfqgIGydsNmP++5Yfm5LYkaFslQRhQu6Dh1na5r5iveifXScBdvIfxu57dOp/A1eUq9uFXQOark/k4YZnQBdEe/VCizebVbKhrZ7hL/KExVkAqdObHUHbVZRhuCUnjfO0e0iA+oqY6tTT44B3P5dBufhXgZhxvSjePHbayGM6LLvITZ+qVgyEIaAPZcz+AcvEFnXQAog4jwRQk8uPj1jEoX3AAlHsgVIvaQdiyK5xmb7WqgM/m6bGnQAPF+1ZmaP/fPlswre5KhGt3vN3ZlCgtjY3Lly9jzpw5yMzM5EMeg4KC+C8sLmzNUpp+zM9s/oIj4KPLqkzcDtVl8+MM0OU6YfKMZ8yq40JX9/4SB6fhtXuk11UXV0GjK+A6nzQLF6vD0Kp9wNVEam89tuS3Fgf8RsetfGzwrZ/RttRpax53qT8SlKaruSZXDkZvST/o939uazVNlm9VbCUMbQTIeqZxA+jbeQ7CvHZ/1kvCtnZs2cVH+RhYS6mqkDFTvly+lN06+Hj447HHLe/D+uMbexH1UikoJ1PystWm6nwB8khMav0ZzhSZupXsrae+/Nzy4x1Zn/PLnavTQtUzaKGSwxBrusFUfXU1xfW3DpXBc7QYeYMadywNDpyKia1XNJrJr8V2gFKXb1afUctCJLNse/wvGvQa1BF9eptH4VSUqLHzp7MImpxZU2dddXGZmkQB24uQJSVrbx225GcEQux2N+Bg3mqT7NOjvoVSn9+kW04yLItAeWuzT+cP1dPhqxXDcLI2QsKWvjRmnl8vq5DF0ih6u2mO42vp0hFjQ9/l1WFDExer+UvKPJMl5LbUxUVwxK3R4MV3n4Svj69ZEUVOBQ7+cQEBEzNsqa7ePK+2/xuXlQfMJmHrLWhHBi52XSAQ40DuDzWlZJQMHxsWQJKbAuPl2jh3O6q97aycwPn8dAWYlhRyXqj7q6ehjXX2fhSjW76BVi6W4+1tqfdw/s/4K32x3bsdFiUYkXeGwStvm4atVbeZeDobaSlZcHnYtmXO3LYcCZs02DdlnkWzm+V+wPHBrfFn+iKTSbJBgVPR1mMAr1CbMjmJ3KChK3Akf71JM++rpyDIKRLGy7tBZ8U1pQkmdXNr+P9N1kDsSyH/taYh35sb9JWFIsq9N/+pbWs6p/gXZbp83r1jb+J8h+d/UqNTn0gMefghi8WPbbkKnVgJcQ/bHpr6bHgq7EPevdDUO9t5yYL53dYu3BSOFkR7Yz49GS5GEYwJ+8yiIuqz/XauH83SYds1NQI6iJEzvXGXtFuyi9vcPsq9D4+1rSm2eAu/PSjN2v+lw7/If9Jg1LS+6NTR8nLRrd+cgWdXlc0btXP+5MQ/DPhvgeXl9c1yN7QT3i6IKz/MD96b0/z2f/JHEd0aTmXrzbU1H7f3b5VRaRJIz5Xldq/qK+4PN++2iPvlA34TlRu7i1jbvap641z7rxepGfyRoEKIvwhOvUTIGda4n4q2YtGU+dQlDBK3aNGqTSDGjhtjsSllYRX+/vIkIqdVAC61USu3Yxc3w/9c65WILdrSoJeGPW1zi3u4MXtWsc2k2JTKB9HZqQ8o1gkJW78FW6WwMI4aPn5uPkEip8KIf5LUCG0lBgaKUGD+ZW5Plxwyb2kqjat/a9F3VAwGDx5k0cbrF/IRf/g6/J62fftRzp8szJZjw4Tn7x8FHCc3QOHkhD0535p0mpthHRz4POJLdvGnFjRlkgjlCJC3xsWSfUgpPwXNTfHB7qwL/LNcoTCY+6YayyZdIQtdW8Do2QyJt5hBfrwR3E5oPUdEYujQIRZh4yZMOPL16miEsH2tz64xMB7R4hWEu/YwWZLcGPVaqoObyOK+rLjd17jd4m6OjQ6kveCW7YRiY+Ps9GapfZ2Cgaojt2do8xtL5dk08s4ZUJnLYtCYLuhhYS8RDhNuY/Yt3Iv8SRYIqd2+oL57fmGdBk/36YoZnR6wTMANWQlXX6OOcP1sYAiOFf5uEkvJ2TU0+CV+K8Gk8uP88TFNmRgw/P7DvrJWSMqNx+lre/kDQevfoLG+DRzvz+uaUgZZpwwQiQQI6+CH/g/0hr+/5RiosiIV9m+4APcwFtI+tu1cZe9Y4FwR/k4RuFZ+vMlf6NxYchP7wNcpDIev/IX4bM6Vdn+Og8bot6aExXXu7LZACSI7heDBBwdD5mQ5Oij7mgL7f72AsAdFELS1/dgyzp9cdJrFvpdftjq0mqUPmOttgswAnXcb/JP5MVSG2u38uGv9/MajX8DT/OwoFzJ08+Y59j6E9uQvyi+5MSlAnhsrh5/WfVZRSX4FWoYHw9vbfKVb9X3gXA7cHh9XT2YjYogMwg6NM/Fm7T4PC5mLbj4jka1KQKH6usmXjj1jw9a83I64Go0ORSX5ZBzdxnNUWlSF8Mj/a+9cYpqIojD8T6mttDwUgzRV0aLEBxJNfETRxDeKWyVgJNEFG90aoy6MK3fu3BjjRhONShSMEWNCXIglJmrQAuICQSqFUlpKZYp9TcfcYpXWtkwT0Jn2dDfpnZv/fPcx5965c86KpEfXWHvYB9zo7rDC/tWNFfsFwCR9lRHdT754cg+Ord2SfALOVA+YWfxOHwYKy/By+BbsccGZmTfBAmuXFWxFnnoxnphv/xk80YaNYqPr2DCOMuThcU1F0g+p1ByK16mhqRgF8uc2DVGyUcReFu1Yehyl+spIpLf2rtbYt+8y5BWTVof0xfRvtnpiKYiKjDosWc8hp2IQWCA9319kP/mxD3XVlTi341DKZ2vGesBRqy25QQhF62D1duOT+1Ukc238b5GmBGpPcdrHn6R6LVRu/gn8cAJagw/IS/8kxVyqK15YCtFdQH1pLqH+47rY9oTGOAUuN/bT+9lkTO8nh8Dbwmg8sh2nKqtmuwUZeQoi3mqvSkSXPgxOZ4ReU4ybbVdmRLOKJjmJ3kXX02tb4jFNgPoD9YfU42HKJYCloS8yaLBzYynO76xGvjZ31smXFUjpAX+w6rD7YK0zLPj/jooiqXr5FeJVInrGxoBg4sDc8lNMiogAEZAzAZvTg6pVJhjypIXRnGlLS1tviBt/fVb0Df39DXaOzghtyS47VDlJwm3IGQtpIwJEgAjIl0AgJODGvbct3Lj5rOj7ljgIhta4Fyr1orejE6FtLg87O5ssL2n8kjW+HP0fu6QlPrGv8al/UP+YueWTueODJRkNBAT09Dk+dj23VyX1gKNDQl1QDhRsYCmD/LQl9uv45X/eIg0FvB6nY+Suy1f4J0GYfB/2pIwIEIFfBL57A7oXHf3tTa1dkRQ9KT1goiZvAiLHXVhW9yVF0F556yd1RCDbCczqAWc7IDnb7+aF7xWNg+nv/svZKNJGBLKIAHnACm5sy0AAE7zQUH915K6CzSDpRCBrCZAHrOCmt/T7MeENNtRfddAErOB2JOnZS4A8YAW3vWXAjwk+TB6wgtuQpGc3AW740aZRBCeXZjcGZVrf2eeHZci/79IN5/xGmlcmHlJNBGRPgLPdNzVy4GJz+MheNglkBJ6YvX1nro+WEw0iQASUSSASZXnogemcY1y45p4M/46WGDWHJWzYsFKTtnW91kAk2QP7sTT18dHjZtZP/6fHRxBEWMeCw61vpg43d/DdaTcO3UAEiIAsCPwOc19TA+2JTYYTiVQd2Kw7ygG1UhUP2INofs27Vi9fcFm/UPV/Q1RJFa2gcraR8OSl245HCpJMUokAEUhAQHKeEdv9sodSJuHI5GvmnYP9WNP03u0h6kSACBABIpCYgOQJmN3OJuHP1kBSTzgYEtHW+cM72C8uo8mXuhwRIAJEIDWBtCZgVtWdi4bTqap8auafNbXz85twjVqVCBABIpABBH4CvZ8yOm+L6QEAAAAASUVORK5CYII=" mediaID="Sprite(7)_cst_fib w/ rec"/><costume name="fib w/out rec" center-x="101" center-y="121" 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" mediaID="Sprite(7)_cst_fib w/out rec"/><costume name="timing pascal rec" center-x="139" center-y="180.5" 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" mediaID="Sprite(7)_cst_timing pascal rec"/><costume name="timing pascal w/out rec" center-x="165" center-y="180" 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" mediaID="Sprite(7)_cst_timing pascal w/out rec"/><costume name="pascal w/out rec" center-x="214.5" center-y="180" 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" mediaID="Sprite(7)_cst_pascal w/out rec"/><costume name="pascal_triangle labeled" center-x="134.5" center-y="104" 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" mediaID="Sprite(7)_cst_pascal_triangle labeled"/><costume name="timing fib rec" center-x="212.5" center-y="180" 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EFCFFSKlKgId53R/mtTvseHb+BNQNqY1R3e8hpAgpVTM7Od5KZ16r3VG3bdtmdEe1Etu30mFUzqpI8z1CSk932KqDrTrOpjmS2XfH9HsxvGMs+jbvSUgRUnoLDSFFSOlpDhMnrLxcecJh3kNZR3DvzIcx8cbxuCCikTlIHT582Ggf73qtXr0aBw4cwKBBg3R1FVbeZuVLi4qK4Ovrq/X98jYvc8vel9kPE7c9ODhYe/6CBQvQu3dv7flW3kblHrOyrLWBzsvLQ2BgoFlxlRonhiYNzXQ7hO7cuRP16tVDSEiI1vfLpJycHAQFBWnNF71zOBwICAjQmi+AF93T1V3RPbl3aYOuc23atAktW7bUmWrMyczMRFhYmPZ8CZWHh4drzRcPVlrAi+3pXGL3Ijc/Pz+d6UhKSjK8eF3ZV8WaJ1XQdW1H7l93rlW7kfnx8fHo3LnzWWW/88guTIp7F+/dMBFettLcSUtLQ926dUvNr1mzps1mt9sNSLk+mLi4OCQnJyM2NlbrYcukqojP6iqbPCwfHx/Qk9J7fPSk6EnpaQ49KXpSZ09BX5oYj5nrf8T7w94op2LM7lOwOiZOMHGCe1IKBuMy1EoUQDwp8eJ1vWjxwuRlW9eb2Lt3L6Kjo7U9qap4MT+f+0lJZt+Xa7/DzkN/4aVrS2f2iQoRUgo2R0gRUoSUgsEQUoYECKmzZ/cVOezGId7qgeEYE1M6s4+QUrQ3QoqQIqQUjebUcHpSzO6rTHMK7AUY+fVDGNR6IK69rC/DfdyT0jcW7klxT0oPUdyT4p5U5XtSR7PTMXLGg3jp2v+hWd2mhBQhRUjpLLQ8J6WfnSfypielb3fnewr6ttQEPDf/FXx5xwfw9/EnpAgpfWOhJ0VPSgfwhNQJS4fQz3dILU6Mw8w/v8eHsVMqVC8mTihYHfekuCfFPSkFg2HiBBMn3NTuk7OTX62dhR1pCXjJpRuvq5YRUgo2R0gRUoSUgsEQUoSUG0hJzb5Xf3sT1fyr4aGYe+lJ8TCvtbADw30M9+khintSTJyoOHEi316AB755HNe06IUbWw4gpAgpQkq3tA4TJ5g4oVsWieekKj8ndTTnGEZ+PQbP938al9VrRkgRUoQUIaXnC1mpvcfECWt2dz4nTmxO2YYXf5mI6be9h0C/iutick9KwWa5J8U9Ke5JKRgM96S4J+VmT2rB9kX4efN8vFdBzb4S9SGkFGyOkCKkCCkFgyGkCKmzQEpq9n286kukHE/Ds9c8XqliEVIKNkdIEVKElILBEFKE1FkgVeQownPzX0XD6g1wT+fhhJRIgHtS1mLjzO5jdp8eopjdx+y+8tl9eUV5uGfGw7il/WD0adaDkCKkrFdjJqQIKUJKXQLM7qs4uy8lMxWjvn0Sr17/HJrUakxIEVKElJUOqUxBZwo6U9DVAS0zliypGFJ/7F+HSYvexVfDP4S3lzchRUgRUoRUG71VBgBT0Nn0UFd5KoPUrA2zEb97FaYMmnDWj640ceLgwYNG+3jXa82aNTh48CBuvPFG3d8LKwuFfGlRURF8fX21vl/2pGRu2fsy+2Hitss5G935v/76K66++mrt+RkZGahevbrZn1tunFXZS3fUwMBAre8XT0TqdOl2R01MTERkZKR2d1b50Tk5OQgKCtL6/aJ3DocDAQEVn+Vw96ESKhXd09Vd0T3pTKv7Nr9582Zcfvnl7n5mpX9vNWRlBXLSmVe661o54yY35ufnp3X/SUlJiIqK0pa9VbsT3ZPOvLq2I7ane+9W7Ubmr1ixAp06dSole8ns+3z9TEgvqf92uPOszyUtLQ1169YtNSYyMtJms9vtBqRcjSIuLg7JycmIjY3VetgyyaqyWxE4EyeYOGFloZPFktl9eqbPVh363QfOx8O8BfZCPD37BbRucBluvWKonidFSJWXG1PQmYJOSBFSqhKoihdz8aR0vXh5Odf1wuRes7KyLEUwKgr35RTm4q4vR2FU95HodEEHQqpEAvSk6EnRk1JdYk+OtxKuk/n0pOhJuWrenqP78cRPzxr7UfXDIwkpQuqkBKy+0TEFneE+PcQRUjwnVfqc1NK/4o1qE5/f9h68bDZCipAipEQCVjawmYLOFHTdpBWrL4fn457UF3/MxNbUnXj1umfdvvewLJJbEZ0ZwD0p7klxT0rBYFyGMtzHcF+JOtiL7Xjtt7cQGhCCB7qNcKtQhJRbERFSJRJguI/hPgVzKTWUkCKkShQivygfj/44Dldf0g3XX97frUoRUm5FREgRUgDDfQz3MdynsFi6DC2b3XciPwsjvhqDJ3qPQZuolm4/lJByKyJCipAipJjdx4oTCktlqaFlIbUtNQHPz38V7w57AzWDarj9WELKrYgIKUKKkCKkCCmFpfKskJqzZQFmb56Pj255y9RHElKmxHRyEBMnmDjBxAkFg3EZyj0p7kmJOkhptKnLPkRWQQ7G9nnYlDIRUqbEREiJBJg4wcQJBXMpNZSQIqREIQodhfjfnJfRsn4LxLYfZEqdCClTYiKkCKlCsHZfuIK1lB5KSBFSohE5BTm475vHMKLzHejsphxSiQYRUgpmx3Afw30M9ykYDMN9hgR4mPdMP6n9x5KN9PM3bngRDWs0MKVMhJQpMdGToidFTyo8nJ6UwnJxeighdQZSi3Yux6erv8Lnt78Lb1vljQ5d5awEKekLIr1Vbr75Zp1nVWVvFbq9UVhglgVmWWBWz3SZ3cfsPj3NKd2Z94P4T5F8/CDGD3jG9MdVCimHw+GUGLy3t7fxR0rFu/67ZGlIMy7pOeXj42Nkbbj+e2W/oCreKggp08+31ECrsmfiBBMn9DSPBWZZYDYGdocdL/zyGhrXbIQ7O95iWpUqhdSvv/7q7NixI1atWoVevXph3rx56NatGxYvXoyBAwdi7ty5iImJwcKFC3HDDTdg/vz56Ny5M6QxYs+ePSttDmd1oWTTwwjTD7fsQKuyJ6QIKV3lY+IEEydyC3Px4KynMazdTejRtItpVaoUUnFxcU6BjlzS9GrdunVo1qyZkYYsbawl9HfddddBWppLuRCBlHTslb8/evQoGjZsWOGPsLpQElKElGntLjOQVdDb6IqO/aSiGe7TVZ6SihPHcjNwz9cP4aWBz6Bp7SamP65SSM2aNcvZt29fLFu2DFdeeSW2b99u1C+76KKLjA/funUrGjRogMaNGxsQE2gJxC644AIcOHDAgJcAq+xl5W1cPktCjhJe1LkkHCmhSwlR6lyyyAUFBRlQ1rlWrlxpyFJ3vlXAW5W9lQ6fInu5fH19dUSHffv2oXbt2trt2+VL8/LyEBgYqPX9oncOh0O7w2l+fr6ht7q6m5OTY9y7ru4kJiaiadOmWvcuk+T7Rfd1LyvdXUXuonu6mZVWdS81NRV169bVlr1Vu5P7lz+62xxy/7p2Z9VuZP7GjRvRqlUrJGbuwZyk33B/8+EI8PY3rUri9NSsWbPU+O7du9tsS5cudXbt2hXr16/HxRdfjOXLl6NHjx5ISEhA8+bN8f3332Po0KHYs2cPGjVqhOnTp2P48OEQ6okyVxaDtbrQ/ps9qTlz5qB///7akExPT0dEhGd6UvKSJC9FVmL79KToSZleGV0G7t2711jjdF9uq2LNs9I+Xl6QpH287guOlRcMEePSpUvRvXt3fLn2W2w4sMVIP1e5KvKkfH19bbbExESnEFA8pXbt2mH37t34888/DU+qTZs2Boxk/0kWjk6dOhntoX///XfUqlXL2Luq7IFWxQPTfaNgdh+z+5jdp7I8nBnL7D6G+/Q052R2X7fu3TB+wRuICKqO+7verfRRZ83uKwua/fv3Q94qhIq6FyE1QPuNzJM9qW3btiEqKoqelGaoWSIi8nKpexFShJSu7gikrux8JR754X8YeFlf9GneU+mjlM5JieeUnJxsJEjoXoQUIaWjO4TUcYSFhWmHbAgpm/Z+oryYRzNxQsdsjTkCqTYd2+K/Mx/G030exmX1mit9FiGlIC6WRWJZJN3Ne0k8kM1r3VC16B4hFaJgrWeGyp6M7MfIvozORUhlGRndupdAqvYlkXjxl9fx9pDXUTPYfQ8p1+8ipBQkT0gRUoSUgsG4DOU5Kc8+J3WsejYWbl+ED2Inwwa17GhCSsHmCClCipBSMBhCypBAVWxxWMnus3J0RH6/1ew+8aRWFW6Aj5c3Hu81RlmBCCkFkRFShBQhpWAwhBQhBWDhbwsx7/gSXH1JdyNxQvUipBQkRkgRUoSUgsEQUoQUgJ9/mYNZh+fh0asfMJodql6ElILECClCipBSMBhCipAC8OXcGZhz+HdMHfwKaofUUlYgQkpBZIQUIUVIKRgMIUVIAXjj56nYkbMLH948GV429ZJ0hJSCzRFShBQhpWAwhJTHQ8oJJ576/nnUDKtphPt0LkJKQWqEFCFFSCkYDCHl8ZDKLyrAAzMfw+B216NPsx5aykNIKYiNkCKkCCkFgyGkPB5Sx/MyMeKLMXhh4NNoVlevCj8hpWBzhBQhRUgpGAwh5fGQ2pG2E8/8/BI+uHUKagapVZooUR9CSsHmCClCipBSMBhCyuMhNWPdLMzb8Bu+uOt97bqThJSCzRFShBQhpWAwhJRHQ0qSJsbOGY/c9BxMGf6KnuIARluoevXqlZpvk8tutzulVYdroyxWQT9utIrQbX42e/ZsDBjAKug62soq6Cwwq1vklAVmC7SL64qt6pZFyrfnY/R3T6GxvR6euu0xHbM35hBSCqKjJ0VPip6UgsHQk/JoTyojNxMPfPsoulfriBFD7tJTnLNBqqCgoJwnFR8fj6SkJPaT8lI/kCZPiO3jof1GVxXt43XfCOXZFRYWwm63g5BSX2ucTicyMjJQo4bexrnIPS8vT7tdRFV4Umwfr96qY2tqAl75bTJuqtkPN1xzvbriABDdSU1NLRfu8/HxYbivIonSk6InRUhprTVgqw7Pa9Uxfc1MxO9Zg5vrDkRMTIye4jDcpyY3QoqQIqTUbKZkNCHleZB66IexaFIzGs0dTQgps2YjfVV8fHzg7e1tdkqpcYQUIUVIaZkOPalQz4JUXlE+7v/mMfznyltQlJRHSJk1G0LqhJGdqHvl5hJShJSe9tCT0rc72Q/9tzU9PJabgfu/eRyvXDcOezbtIqTMmg0hRUgFBwebVZdS45g4cRzh4eFaspNJhJRnQWpd8kZMWvQu3h/2Bv5c9SchZdZyCClCipAyay2lx0mom5CyaQnPE9vHv7v8YyQe2Y0pN70MaR/PxAmTqkNIEVKElEljKTOMkIrWLuvjaZAqdhbjvm8eQ+cLO+LW9oMJKRWTI6QIKUJKxWLOjCWkCCmzmpNVkI17ZzyCsX0eRrPIiwkps4KTcYQUIUVIqVgMISUS2Lt3L6KjCSmzmpN64hAe+v5pTB38GmoFRxBSZgVHSAFWww7M7mPFCRV7cx3LxAnPSZyYv+13fLv+R3wUOwW+3r6ElIrR0JOiJ0VPSsVi6EnRk1IvMDtu7svw9/HH2L6PGArExAkFmyOkCClCSsFgXIZyT4rhPjOaU+gowt1fjcbtVwxDl8Yd8eabbxo1S2+88UY89NBDZj6i3BhWQVcQGytO8DAvD/MqGIzLUIb7PCPcl5F7HPfOfARv3Dgek16ciBkzZhi5AAEBAQakHn30UWUFIqQUREZIEVKElILBEFKGBKzuBf+bKk7sPPQXnv/lNUy98VVc3/867N6924CUv78/LrjgAkgnDdWLkFKQGCFFSBFSCgZDSHkcpD5Z9SX+2L8B7wx5Dff+917MnTv3NKTuuOMOTJgwQVmBCCkFkRFShBQhpWAwhJRHQUraxf93xsNo36g17r7qdsODvOeee7B582a0bt0akyZNQu3atZUViJBSEBkhRUgRUgoGQ0h5FKRyC3Nx55cPYFy/x3BpZLPTT5/ZfQo2w+w+Zvcxu0/BYJjdZ0iAh3mzTHVFPpx1FKO+exwf3DwZ4YFhhJSOqRFShBQhpWM5AFPQmYLuTnPidq3GtFXT8dHNU+Dn4/f3Qyo7O9ssSfINAAAgAElEQVTp5eVVqqjiihUrkJycjGHDhrn7vZX+fVVkuvj5nRGAyg8515CSTcRrrrkGIledKz09HRERETpTqyTscC4rTmzfvh0NGjSw1A8rOzsbViDlcDgQGBioJf+cnBz4+vpCV3cFEmFhYdpFTjds2GDsC+heViDldDqRkZGBGjVqaH293W5HXl6eqbf5ir4gPz/fkJtkmOlc+/btQ8OGDbXttirWPKv9pETvRAY6V1aWOU/q1cVvIic/Fy9c81Spr1m2bBm6deum89UQ3UlNTUW9evVKzQ8MDLTZ7HZ7OUjFxcUZkIqNjdX6QplUFQ9M19DPNaRmz56NAQMGaCu7J0Nq27ZtiIqKOqeQksWSe1J6ps9zUuf3OSl7sR03fzoCd191G/o061FKSbgnpWAzhBTDfVY8KUKKTQ8VlpvTQ6vixdyqJ6XrRcpNmPGkjuVkYMTXY/DxLVMRXu3MfpTMJ6QUtIaQIqQIKQWDcRlqJdwnH0NP6vz2pHak7cT4BW/gk1unGnX7XC9CSsHmCClCipBSMBhCypAAs/vc70lNXfYRpNrE20NeK6dghJSCzRFShBQhpWAwhBQhZSLcJ8kNgz8ejiFtbsCQNtcTUlLHiokTeguN1dj4uczuY+KEtey+9evXo02bNnqKA6ags+lhSKW6czwvE3dMv88I9UUElc/gpCelYHb0pOhJ0ZNSMBh6UvSkTHhS+48l48mfn8fnt78HP29felL0pDzznBQ9KXpSISGVv82fDb1Wz0lxT6ryPSmp1/f12llY9tcKo9JERWex6EkpvBjSk6InRU9KwWDoSdGTcuNJFTuL8Z8vH0DHxu3x3853VqhchJSCzRFShBQhpWAwhBQh5QZSJ/KzcOtnIzF50ARcWDOakBIJMNzHcJ/eMgtYLYvEw7w8zKuje1YTlv7JTQ/3pyfjsZ/GYeZ/PoaXreJyb/SkFLSGnhQ9KXpSCgZDT4qe1Fk8KdmP+mX77/hx41x8GDsFNlRcG5CQUrA5QoqQIqQUDIaQIqTOAinZj3rip+dQMzgCT/QaU6liEVIKNkdIEVKElILBEFKE1FkglVOQi9jPRuCZfo+hfcNWhFSJBLgnxT0pvWWWe1I8zKvXqoMp6BWnoO9LT8KjP47DN3d9Au9K9qPEVulJKaxY9KToSdGTUjAYelL0pCrxpKQU0q8JS/D9xtn48OYpZ1UqQkrB5ggpQoqQUjAYQoqQqgRSjmIHnp79IqpXC8eTvR8kpFwlwHAfw316yyzDfQz3MdynYzsV9ZM6kZ+N26bfg//1fRTtGp694zM9KQWp05OiJ0VPSsFg6EnRk6rEk9p5eBf+N/clfHPnJ27b0v9tkMrIyDDax7teq1atwoEDBzB48GA9TTdRrNDdBxcVFcHXt3wRQ3fz5O/FC/Px8dFu356ZmQmpH1ZWLma+W8b88ssv6Nu3r9uHWtnnWWkcJ59ppsPm2e4lLy8PgYGBZm+31DiRvcSxdTuEJiQkoH79+ob8da+cnBwEBQVpTRe9czgcCAgI0JovFeRFb3V11+qB0E2bNqFly5Zav10mie6HhZXuuKryYRkZGahevbrKlNNj5RC11N/TfcGQl1OpKafbPWH//v1o2LChtt1aOUQuQhDdk868urYj9687V76/7O93AvgtcQl+S1yK1wc87/aZxsXFoUuXLm7HVTYgNTUVkZGRpf46LCzMZrPb7QakXAsGypclJycjNjZW+wutGhvDfQz36SqflcVC9I4VJ1hxQkf3qmLN+ye1j7cX2/HkT8+hbmgdPHr1KLci+ds8KUKqvOylhXZoaKi2JzV79mwMGDBAe356ejoiIggpt1ZRyQBCiv2kdHSHKeilU9CP52Zi+Jf349l+j6N11OVuRUpIuRXRmQHck+KelG7IiJ7UcYSH05NSWG5ODz3fPKmtqTsw/peJmHHnNFMhUEJKQWsIKUKKkFIwGJehEkUgpCquTedOoucTpGRf+fuNcxC/ezWmDHrZ3a0bf09ImRLTyUGEFCFFSCkYDCFlSIDhvjPhviJHkVFlQtpyjO5+jyllIqRMiYmQEglYfaOTDLVq1aopSLx0qFX+TTfLiJ152ZlXN7OTnXmtZfe5ZgUfzT6GEV+PxrP9n0Sr+i1MrQWElCkxEVKEFA/z8jAvD/MqLJenh7pCan3yZrz2+1uYeec00x9FSJkWFcN99KSytc/aMHGCe1Kux3EUlh3LEYx/StNDac3x5drvsPngNky84QXTIiCkTIuKkCKkCCkFcyk1lIkT0aYy2SqSr1W7+6dAqsBegNHfPYH2jdri7qtuM61KhJRpURFSVo2Fe1J27T05qXYh1SZ0qx4IJKTig+7b/Pr168FwH8N9CstluXBfcsYBjJn1NF6//gVcWCva9EcRUqZFRUgRUvSkFMyFntQpCTC772R235LEOCPc9/EtbympESGlIC6moDMFnSnoCgbjMpThPs8O9wUGBWLKkveRW5iHcf0eU1IiQkpBXIQUIUVIKRgMIWVIgJ5UFrz8vXHXl6Nw6xVDMKBFHyUlIqQUxEVIEVKElILBEFKE1KnuCUnZB/HcvFcw7dapCAtQ60RASCnYHCFFSBFSCgZDSBFSpyC1aO9yLE1cAbOlkFy1jJBSsDlCipAipBQMhpAipACkZ6Tjjfh3ERlaB6O6jVRWoL8VUt7e3qV+kKQgSyptrVq1lH9oyQSrGWbsJ8VWHbrKx1YdbNWhozuevie171ASHp0zDo/3Go0rGqnr0N8GKYfD4ZR6aUePHkVMTAyk4aHAKSkpCb169YJ06a1RowZ27dqF/v37448//jDSFPft24eePXtWWqONkGI/KZ2FgrX7eE6Ktfv0ukJb7cy7NCEeH635Ap/d+jZ8vdW7ov9tkJL28X/99ZfhObVv396AUtu2bXHkyBHUqVMHv//+O2666SakpaUZpWZ++OEH3H777ZA20dJmvF69ehWuRYQUIUVIqUuAh3nzjJdgnYsFZvULzEoppI9WTMfBzFS80P8pHfH/fa064uPjnXJCfc2aNWjZsiW2b99unJYv6TW/detWXHrppUanWAHPihUr0LFjx9PelrSeF4KXvQR6QUFBWjcrk6SFt4+Pj9Z8CRXKXPltOpcUWhQg6576lzeK7t27a8+3elbFquytvJEVFRVBetHoVlzYvXs36tata0l3rFTMEL1zOBzaVdzlxU0qTujqrpVQpei62G/z5s111N6Y41pkVOdDrLycitwFNLrrhti92KzIX+c6ePCg8dKta/dW7U50T9rH69qOpS0SRyGmrP0ALWtdir4X9tARnxFlu+KKK7TmyqTDhw+jdu3apeY3b97cZpszZ45TmpylpKSgW7du2LRpk1FW5dChQ4iOjsb8+fONMJ+0NK9Zsya++eYbDBkyxFBmeZgiUBFs2cuqsclip6tsViElhiaQ0oXcggUL0KdPH21lP3bsmBFi1b2sLjSy0AYGBmp9vcheLl1D27lzp7FQ6L5Ny3dbWSxE72SxDAjQC7kIIEVvdXXXyiIv9y72Ky+buldmZqZRlkn3kghL9erVtaaL3EX3rCS9WNE92eKIiorSttuqWPNkLdVtc2MFUnuP7cf4RZPwQp8nUT80Uuv5xcfHo3PnzlpzZVJqaupp56jkQyIiImy24uJip9ychPnk7X/dunWGZyRU79q1K7Zs2QIRvix8vXv3RkJCggEs+W89evSo1BitGpsVgTO7j9l9VhY60X3dflqs3af/giVyF0jpvqAw3Kcf7vth41ws3L4IH8RO1obM37YnZbfbneIxuLq48iYviRRNmzbV/sGEFPekdJSHiRNMnCCk9Lx43TB9gb0Q4xe8jjCfUDzad5SO2Rpz/l8hJRl+ycnJiI2N1f7BhBQhpaM8hBQhRUj9/0LqcPZRPPDt4/jvFcPRo0VXHbMlpFSlxnAfw30M96lazcnxVpN2rOynMtxXaOzv6+6H6npSi3cux+d/zMTka8ejRrj+Xjg9KQWbI6QIKUJKwWBchhJSnlUF3VHswFtLP0ShoxD3dfyP9n4gw32K9kZIEVKElKLRnBpOSHkWpLLyszFm1pMY3Pp6dG7YgZBSMRtm97Eskoq+uI61kgosesfsvnBd0YPhvlBt2Z2L9vEbD2zBq7+9iTcHv4JApz8hpfL0CClCSkVfCKmTEmD7eJv2OSNPq93nhBMfr/wSu47swSvXPWv5IDf3pBRWLIb7GO5juE/BYLgnZUjA0yCVV5SHp2e/iCsbX4Ehba4npFRNhp4UPSlVnSkZz3CfegXrEtlxT8pz9qQOHk/Bg9+PNWr1NavblJBSXXAIKUJKVWcIKYb7pCiBblkhT/Okvt84Bwu2L8JHsVMM07FaTo3hPoUVi+E+hvsY7lMwGIb7PC7cV2gvxAu/vI5GEVEYcdXthJSOudCToielozcyh+E+hvt0dMeTPKmj2cdw/7eP4omrx6BNw5MFielJKWoNIUVIKarM6eGEFCGlozueBKl5237Dt+t+xLRb3jzd4JCQUtQaQoqQUlQZQoop6EahbO5Jnd1y7MV2jF/wBmoG1cAD3UacHkxIKa44hBQhpagyhBQhRUj5+7s1m2O5GRj17RMY1X0kOka3I6TcSqySAYQUIaWrOwz3MdynozueEu5bnBiHT1d9hfeGvYFg/zPd0+lJKWoNIUVIKaoMPSl6UvSk3HhSxc5iTFg4GX4+fnjs6tK9owgpxRWHkCKkFFWGkCKkCCk3kMrMyzQO8P6n4y3o0uTKUib2j4VUdnZ2uc68K1asMJoeDhs2THedgCc3PZw7dy6uueYaSMdjnSs9PR0REZ4Jqe3bt6NBgwYIDdUv1Gk13OdwOBAYGKjz6HCu28dv2LABrVu31vrtMslKxQmn04mMjAzUqKHXk+hc95Pat28fGjZsqG23VbHmWe0n5efnV6rLellF+GP/ery/6lNMHPgCalSrXqWQWrZsGbp166ale6I7qampqFevXqn5gYGBNltF7ePZmfe4sUjqQmb27NkYMICdeXW0lZ152ZmXnXn/vs68U5d+CEmcePaaJ8qZ5z/WkyKkyi+l8jZJSFXTYQyk2odcumnAhBQhRUj9PZA6kZ+Fh74fi1vbD0FM086EVFW4vuK66lwsi8SySCyLpGM51sJ98o3sJ6Ufpv67+0mt3b8Bby59H5Nvegm1gmsSUoQUw306yyQ9KXpS9KSq3pOSPZ+XF74BJ2x4pu8jFZomw32KKxaz+zwzcYKQIqQIqaqH1HHJ6pv1NP7beTg6Nm5PSIkE6EnRk1J8LzGGE1KEFCFV9ZBauWcN3o//DG8NegXh1cIIKUKK2X1MnNDbT5WknbCwsLOmEZ8N/mwfz9p9ZfVDDvA+O28CQgNCyx3gdR3LcJ/iazXDfQz3KarM6eFWz0nJeZ1q1fSyG8/1OSlCipAqazfHcjIwZtZTeKTn/WjV4LJKzYqQUlxxCClCSlFlCClWnGDFiQoqTizeuRzT/5iJtwa/itCAEEKqRALck+KelA5kuCfFcB/3pKpuT0pCfY//9CwaVo/C6O4jz2qS9KQUVyx6UvSkFFWGnhQ9KXpSZTypoznHMOa7JzHumsdxce0mhJSrBOhJ0ZPSgQw9KXpS9KSqzpOas3Uhft40zwj1VfM7ez1KelKKKxY9KXpSiipDT4qeFD0pF09KOvDe981j6HxBR9zeYahbcyKk3Iqo9ABCipBSVBlCipAipFwgdSAjBY/++D9Mumk86oVFujUnQsqtiAipEgl4cqsOhvsY7mO4r2rCfR+u+AybD27Hm4MmwNvL2+0KTEi5FREhRUix4gQP8+aBkLIOqdyiPIz8+kHcccUw9GoWY2r1JaRMienMIIb7GO5TVBmG+xjuY7jvVLjvryN7jCoT7w6ZWGkZpLL2RUgprjiEFCGlqDKEFCFFSJ2C1LNzX0FRcSFeHjjOtBkRUqZFdXIgIUVIKaoMIUVIEVL+/jiedwIjvh6NFweMxSV1LjJtRv9YSBUUFDilTbrNZjt9M/Hx8UhKSkJsbKzpGyw70JPPSc2ZMwf9+/fXbj/vyYkT27dvR4MGDYzOyLqXFWOTlyPW7gvXEr30LMrIyECNGjW05ovc8/LO7Z5Uo0aNtO22Kta84uJiBATo7Unl5+cbHbHj96zGp6u/xjtDXkOg79nPRrk+KCt2I5+zdOlSdO/eXevZi+6kpqaiXr16peb7+PjYbGwfX16mbB+fq11gle3jc+Dr6wvdrtJMnDi3kIqOjtauQH+uIWV0JPf1we3T70WnCzvgvi53KQHDKqSWLFmCmBhzSRoV/bCUlJRykLLJRUgRUmUlkJtLSLEKutL6dnow28frRwCqon18Ws5hPPz9WHwYOwURQWoeLSGlqPPck+KelKLKcE+Ke1IevScl4b6p8R8hKeOAcTbKy+alZEKElJK4mDgREUFIKaoMIUVIeTSkjp5Ix10zRuPxXqPR6YIOyuZDSCmKjJ4UIaWoMoQUIeXRkFqaGI9pq77AJ7e+DT9vX2XzIaQURUZIEVKKKkNIEVIeCym7w4G7vx6Ny+tfiod73KdlOoSUotgIKUJKUWUIKULKYyG1J30/Hpr1tOFFRQRV1zIdQkpRbIQUIaWoMoQUIeWRkJLuu+/FfYLNydvwfuwk7RR6QkpxxSGkCClFlSGkCCmPhNSJvCzc/sW9GNnxDlxzeS9dswEhpSg6QoqQUlQZQoqQ8jhIOeHE4sQ4TF89Ex8OnWxUnNC9CClFyRFShJSiyhBShJTHQSq/KB/3ffMo2jdqg/9ccQshpbJoVEWJEN3SMkZ5EB8feHu7b/RV0T2xLBIrTrDihIq1nxnLihP/vxUnNiRvxiu/TTESJnyc3oSUitoSUgO0C1V6coFZduZlZ142PTRXYLbIYcdz81+Bv48fxvV7HPJyznCfAqUIKUJKQV1ODyWkCClCyhykdh/di8d+fBav3/A8LqzZmJBSXXAIKUJKVWdkPCFFSBFS7iHlKHbgk9VfYWfaX5h444uGqdGTUlxxCClCSlFljOGEFCFFSLmH1JHsdNwz40E80G0EejTtSkjpLDaEFCGlozeEFCFFSJ0dUpJ2vmD7IvywcS4+ip1y2szoSSmuOIQUIaWoMvSkALDpIZseuuvMm5WfjXu/eQR9m/fEre2HnP+QYvv48kup1RR0to+HdpYR28f/ez0pto8/gdDQvzcFXbyoRTuX48u13+KT2KmlMohL2sfbbDad90PLFSfYPl5B7DwnZc1Y2JnXDp6TUjA4l6E8J/X3Qiq3MBcPf/8MWkddhns631nqITHcp6izDPcx3KeoMgz3MdyHvDyG+84W7ovfsxrvLJuGabe8hSC/aoRUbGyszjpjzCGkCCkd5WHixL833CfPm57U3+dJSQmkcfMmoEF4fYzuPrKcedGTUlxxCClCSlFl6EnRk6InVVyMyjypdUkb8drvU/HW4AmoE1KbkEpOTgY9KS+ddRazZ8/GgAGElI7w6EnRk2IKevkU9AJ7IV777U34+fjhiV5jKjQtelKKKw49KUJKUWXoSdGToidViSe1LTUBL/zyGp7p+yguq9eckIqLiwM9qVDtArH0pPRT0OlJ0ZOiJ1Xakyq0F+GNRVORby/Ec/2fgA0Vp5jTk1J8LaYnRU9KUWXoSdGToidVgSe1NWUHXlzwOp7u/TBaNmhRqVkRUoorDiFFSCmqDCFFSBFSZSBVaC/ExEVvQwrKPtPv0Uq9KDEeQkpxxSGkCClFlSGkCClCqgykxIsav2AixvZ9pNK9qBI7I6QUVxxCipBSVBlCipAipFwgVegoxOu/TzW8p6f7POzWnAgptyIqPYCQIqQUVYaQIqQIKRdI7Ty0C8/Pf9XI6GseebFbcyKk3IqIkCqRALP7mN3n5+enaDEnh7MKOssiyWFe8aJe+XUKvGxeBqTMXISUGSm5jKEnRU9KUWXoSRFS9KROeVJ/Jm3AxN/fwf/6PYpLIy8xZUqElCkxnRlESBFSiipDSBFShFRxMZzeTjw79xXUCauFR3o8YNqMCCnTojo5kJAipBRVhpAipAip4mKsSlqLj1ZOx8sDxyG6RpRpMzpvIVVcXOws2yTr0KFDSE1NRatWrUwLqOxAQoqQ0lEeVpxgxQlPrjhxIi8Lzy18FS3rt8CITrcrmdB5C6nVq1c7s7OzERQUhI4dO2Lz5s0QSAUGBqJz587YuXMnkpKSICDr2bMn9u3bh127dkG6cPbo0QM+Pj4VCpKQIqSULOzUYEKKkPJkSP2wYQ5+2bkIr93wPOqE1FIyofMWUikpKc7IyEgsX74c7du3N/7ZqVMn7N+/H40bN8bcuXMxZMgQA1S1a9fGjBkzMHz4cBw+fNgAl/y3ii5CipBSsjBCypAAs/s8N7vvaFY6HvtxHK5p0QuD21yvbD7nLaQKCwudYhiJiYm49NJLIW+yAh7xpOTaunUrunfvbnhOmZmZWLFiBfr37294UOJV1a9fH8XFxeUEmpWVBd03IvmwoqIi+Pr6Kj8omWC1fbzcp/x2Ly+9Vh3z589H3759teenp6cjIiJC695lklXZS3fUkuev+iMKCwsNXfH391edaozfsWMHGjRoYEl3JDIQHBys9f2id3a7Xfv+c3NzDb3V1V3RvdDQUOMFUOfauHGjpTC9fH9YWJjOVxtzMjIyUL16da35Ivf8/HztZyd2L5eu7smLecOGDbVlb8XunHDi87UzseHAFozv9zRCAtT11yqkrNiNyF0cnK5du2o9e5kkW0ziMLlewcHBNtuBAwec4iW1bNkSYmAS7qtbt65hZLVq1cLixYvRrl07oxGXLFw///yz8UNkERCFOnr0KGRhKnvJZ1WrVrq9scqvF4WtLJTo7nNkofH29taGREn4U3ehkIfVpUsXbWW3ulBYlb0VZRfZy6W7SO/Zswd16tQxws+6l5X7F71zOBzaC53YhOitru7m5ORYuveEhARccom5lOWK5Gt1obISQRG5i+7prhuyDonN6upeSkqKsUjq2r0VvTuYlYpPd8zE4KbX4uLwJlqqb+XFXr7QysupzF+3bh3atm2r9dtl0pEjRwzmuF7t27e32ebOness+WBZHJYsWYKLLroIW7ZsQb9+/bBs2TI0adIEa9euxfXXX4/4+HjjbUNg1rt370qN2Yqyyo8UhdM9EGnVkxLPUt5mdT0pHubVf5vlnhT3pHQjMPKCIIDR9aT27t2L6OhobUjprnl2hx1j57wEFBfj2X5PoFqg3su9lZdLWXOteIIyX9gRExOjDSl5SahXr16p+Ta5nBKbKXMJkQUSVt5mdR9YyU8hpPTDfVZlb+WN0GrIhZAipDwNUmv2rcOkxe9g/DVjERVev9L28e5W//MWUna73Skeg6uLy6aH9KR0Qy6EVI4RbtKNAjBxwrMSJ3IKczH6uydwZeMrcHu7ocb+vmyt6FyElKLUrL7N05OiJ6WocqeHW9lXEb2TfSldSMueEiFVQ+vRidxlX8STPKmv/pyFRQnLMOmm8ajmHUhIVRTuoydV3p64J6Wf9EJPipCqUYOQMkPpAxkH8dD3Y/FE7zFo17C1scVCT6qCPSlCipAqKwHuSdGTMrPIVjTm2LFjIKTcS6/YWYxR3z2BsMBQjB8w1qh2TkhVkjhBSBFShNQZCTDcdxzh4eHuV9lKRhBSoaZkt+yveLwX9ymmDnkVtYJrGnMIKULKlPLIIIb7GO7jnpRpcyk1kJByD6ljORm495tHcHPbm3B9y/6n5UdIEVKmrY6QIqQIKdPmQkidkoDZZLFJi9/D7qN7MPmml+HnfaaqDiFFSJm2OkKKkCKkTJsLIaUAKSl79NKCiXhz8CuoH1a6BBAhRUiZtjpCipAipEybCyFlElKZeZkYOeNhDLysL2LbD4INpeszElKElGmrI6QIKULKtLkQUiYgJdl8r/w6GaknDmPyTS/Bx6t8iyNCipAybXWEFCFFSJk2F0LKBKSk9NHrv0/F20NeRd3QOhUKl5AipExbHSFFSBFSps2FkHIDqZTMNDz8w1jc0HIAhra5oVLBElKElGmrI6QIKULKtLkQUmeBVF5RPsbOftEI70m33bNdhBQhZdrqCClCipAybS6EVCWQcjgd+OqP7/D7zmV4c9AEVK929kPShBQhZdrqCClCipAybS6EVCWQWp+8CeMXvIFHetyPThd2cCtQQoqQcqskJQMIKUKKkDJtLoRUBZA6dOIwHvvpWbRv2Aajuo8wJUxCipAypSgyiJAipAgp0+ZCSJWBVL69AG/8/jYOZx/FGzeOh4+XtylhElKVQOrw4cNG00PXa/Xq1Thw4AAGDRpkSrgVDbLS00c+T7oDS18enUvaRchc3fbvUt4kODhYe/6CBQvQu3dv7flW6p+JvKy2gZaePoGBgTqiN4pkSrNn3RbeO3fuNFpI6/YUkh8tPZ10u0qL3jkcDu3Gc1JBXnRPV3dF9+TeXZuQqjyITZs2oWXLlipTSo3NzMxEWFiY9nx5wdMtUCv9pKQFvNieziV2L3LTbTiZlJSEqKgobdnLmlctqBp+2jofS/euwNM9HkLd4Nqmb0V0T1p16NqO1aaHVuxGbjI+Ph6dO3c2fb9lB6alpaFu3bql/nPNmjVtNlZBLy9TelL0pOhJ6a01Vl6wzoemhzuP78arv07BqG4j0e2iTkpCpCfFcJ9phSGkCClCyrS5MNx3SgIJBxLx8uLJ6NrkKtx91W3KAiSkCCnTSkNIEVKElGlzIaRkHzsvE68snAJvby+8eKqJoaoECSlCyrTOEFKEFCFl2lw8HlJyYPeNRW9jz5H9eP3GFxARVF1LeIQUIWVacQgpQoqQMm0uHg0pe7ED01ZOR9yuVRh91Uh0aNpOT3DszIuUFELKtPIQUoQUIWXaXDwWUpLFOnfrAny2ZiYe7H4PWtZugdBQ9515K5MsPSlCyrTVEVKEFCFl2lw8FlJrkzbg5QVv4NYOQ3FTy2thtnf3ASIAABVJSURBVDMvIVWxBOhJKdgcIUVIEVIKBuMy1FNS0Hcd2YOnZ7+I7k07474udxkSIKSWICYmRk9xAIb7VCRHSBFShJSKxZwZ6wmQSj2ehsd/fhYt6jXH41ePPn34l5AipExbjZy89vHxgbe3uXIkZT+YkCKkCCnT5uZR4b5juRl48qcXUDe0Np7t/zi8bWfWGEKKkDJtNYTUCUsbuFLaR3eRFtnLpVvaZdu2bUZpGisb0FZKcsnmtVQ+0L1/KS0jJZF0S/PIC5KUJdIti7R+/Xq0adPGtK1U9IKmW9ZIPut89qQk1fyZOePh6+2L5/s/BX8fv1LiI6QIKdOGR0gRUrr13wgp/dp75zOkcgtzMXbOS8gqyMbr1z9fYW8oQoqQIqRMSsCqsdCToidlUtXKDTsfPamcwhyMmzsB2QU5GH/tWNQKrlmheKzaHVPQmYJu2u64J8VwH8N9ps3lvN6TMgA1ZwKyC3Px4rVPo3YlgGJ2H7BkCT0p01bDcB/DfQz3mTaXUgOttNo438J9WflZGDfvFSPE9/K1z6B2SK2zCpWeFCFl2uoIKUKKkDJtLoTUKQns3bsX0dHRRtLKsZwMPDP3JXjZvPDCgKdQo5r7enyEFCFl2uoIKUKKkDJtLoRUGUilZh4yABUaEIzn+j+J8EBzTSAJKULKtNURUoQUIWXaXAgpF0g5Q2x44ZfXEBEUgeeueQIhAea7BBNShJRpqyOkCClCyrS5EFKnJLBsazzeXjMNl9e/FI/2fACBvoFKQiSk/iZIZWRkOL28vEo9jFWrVuHAgQMYPHiw0kNyHZyVlYWQkBDt+UVFRcahSJ1LUjml4kTZ+zL7WZmZmcZv153/yy+/oG/fvtoHMq2k8co9WpV9Xl4eAgPVDLREtiJ7qQ6te5g3ISEB9evXt6Q7cqA2KCjI7OMuNU70zuFwICAgQGu+pO+L3urqrtWFbtOmTWjZsqXWb5dJovtymFj3ysjIQPXq7vdvKvp8OUSdn58P3RcMeTmV/STVg9ROOLFs10p8sOoz3NBqAAa1uNbYi1K9rBwil+8S3SsuLta2Hbl/XbuT77f6++Pi4tClSxdVsZ0en5qaisjIyFLzw8LCbDa73W5AyvWEu3xZcnIyYmNjtb/QqrHJYqeqbCU/lp4UPSndhY6HeT3rMK+j2IFZG2fjm3U/oG9UDO7uM1wLULL2VMWaJ5DSfUGyCimrL7dMQVfAJSFFSBFSCgbjMtSTUtDlcO67cR9j88FteKTn/QgvCjmd3acjPULqbwr30ZMqr448zMvDvDzMq7NM/ztq9zkBHMg4iMmL34XD6cCTvR5CZFgduKag69w9IUVImdYbelL0pOhJmTaXUgPPd09KwnuLE+PwYfxnaBPVEg/3vA/+Pv6GDAgpa3kEDPcp2BwhRUgRUgoG4yHhvpzCXHy+ZiYW71yOIW2vx5DW15cSEiFFSClZDRMnIpTk5TrYatiBBWZZYFZX+axkpkp2n2SW6mYFS2agJIBVlOF28Hgq3lr6AY5kH8UD3UaiTdTl5W6RkCKklPSekCKklBTGZbCVVFpm951f2X1FjiIs2rkcH6/6Ek1qNTY66VavFl6hahFShJTSmkNIEVJKCkNIGRJg08MznlTaicOG9/TXkT0Y1Goghra94awqRUgRUkprDiFFSCkpDCFFSJ0K93n7ehvJER+t+Nzo/fTY1aPQOKKRW3UipAgpt0riOoCQIqSUFIaQIqTy83E05xjeWTENfx3ejYGX9cOtVwwxfTiXkCKklNYcQoqQUlIYQsqjIWV32PHrjiX4ZNVXqF89Es/0eQS1QiruoFuZXhFShJTSmkNIEVJKCkNIeSSkpE7knvT9RuXy3IJc3NvlLvS4WK9+HCFFSCmtOYQUIaWkMISUx0EquzAHkxa9gz/3b0SH6LZ4oPPdCPAN0C6ySkgRUkprDiFFSCkpDCHlMZAqdhbjneUf4/eEpQivFmY0Jmxco6FRQb2yc1JmdImQIqTM6MnpMYQUIaWkMISUR0Bq1oafMXPdD7DBhkeuvh9XNGp7OjGCkLLWqoNV0BVXHEKKkFJUmdPDeZi3ja7o8E+s3VfsdGLB9t/x+ZoZKHQU4a4rb0WvS2Lg7+NX6j4JKUJKSfGtluYhpAgpJYWjJ3XeeVJSDHbutl/x3fqfkJWfhds73Ix+za9GNb+KG3ISUoSU0ppBSA3Q7uybnp6OiAhCSknhCKnzBlKBQYH4cdM8/Lx5PvKK8hHbbhB6N4tBiH/wWVWCkCKklNYMQoqQUlKYU4O3bduGqKgohIaG6kw35jDc9+8M9x3JOoppcdOx+dB2Y89JDuJ2bXIlgt3AqURRrEAqMTERw4cPh6+vL55//nl0795dWf+qYs1jZ956peRukys7O7tc+/gVK1YY7eOHDRum/KBKJlTFA/u3to+fO3currnmGnpSGtqzfft2NGjQ4JxCyuFwIDCw4pCSu1vKyckxFjpd3ZU9obCwMCNLTefasGEDWrdurTPVmGNlT0rOLGVkZKBGjRqmv18y9aQz7veb5mB3+j7UCamF264YguZ1LkHAqT5PZj9MF1ICqP79+0Na/Hh7extV2BcvXoyaNdUOA1fFmmcVUqJ3urpjNXFi2bJl6Natm9nHVWqc6E5qairq1SsNqcDAQJuNnXnLy5SdedmZl515tdYamG3VkZl3Agt3LMainctwOOsorrrgCvRrdjUaBEciPKziKuXufpEupKRZ3y233AJ5ORFIyTVt2jTjRVPl+idAqqI2JWbvwSqk2PTQrKQB443Ix8fntMIpTD39NinhJi8vL9WpxvjZs2djwACG+3SEx3CfNU/qn1wFXRIh4nevxq8Ji5GQ9hcigmqgf4s+BqBqBUfg7+wndTZdTEhIQI8ePU5DSjypuLg41K5dW0mFCSm2jzetMIQUO/OyM69pcyk10Eq4Tz6orCflhBPbU3caYFqXtAl2hwM9mnZG14s64aJaF8Db66TnIte5gpSE2BYuXIjJkycbYdq7774bAwcOVH5JJaQIKdNWR0gRUoSUaXOpckiFhoVi48EtWLX3TySkJSL1RBraRLVCj6ZdjI64UrqooutcQarkt7DiBCtOKFkNz0kxBV1JYVwGM7vv/z+7r8BeiD/3b8Ci7cuw/chO5NsL0KJeM1zV+Ap0jG6HGkHV3T5OQqoQVhMnuCflVs3ODKgK11c3Q4qeFD0pelIKxuoy1Gy4T7LyDhxPwbaUBMNr2pC82fiUi2tdhE5NrkCHxu1QPVAtAYKQIqTKZvcZKejM7itvzMzuY3Yfs/tK24WkCB/KOowdaYnYdHAbNiRvQkZuJuqG1sbl9S9Fh+h2aNWgBbIys5RS0F2/hZAipAgpky+XhBQh5emQEiil5xzDriN7sTllK9bu34C0E4cR7B+EC2s2xqWRl6DzhR0RVb1+Kasym4LOPanyEpAtDob7KjjMS0+KnlRZCeTmElKeBinZQ0o5nortB3Ziz/F92HBgC45mpyPIrxoa1ohCs7pNcWXj9mha+8KztmMnpPQrpRBSKeUO8zLcV4lnRU+KkDqfIVVgL8CR7HQDQomHd2Nd0kbsPLwL4j2F+oegQY16uLh2E6MNxsV1mpRKE3cXjCCkCCl3OlLZ36ekEFKmZUdIEVLnA6SKHEXIzM/CibwTOJR1BFtTtmPjgS1IzkgxbCE4IAjVq4WjQXh9tG/YGu0btYazoBjh4WoJD66GRUgRUqYX2jIDCSkFyRFShNS/CVICo6yCHKOdxfL18Tjhm2Nk3Mkeklx+3r4ICQhBeGAooiMaoV3DVri8fguEBpSvKm42u68ycyKkCCmFpbbUUEJKQXKEFCH1T4GUhOAKHIUoKCqAhOlk7yg9JwNJx5Kx++g+o5qDZN0ZMPLxg5fDhsgadXBR7SZoEdkMzes2RZ1Q8+V9CKlo7QKtVXHshokTTJwwhSpCipD6/4CUdJwVL6jIUYgihwOOYjuOHc9ALvKN0NzW1B1IPLQLRcV2Q2+lhJB0o/X38TcSGhpHNMKFtaLROEL+NDRCd//k2n3ujI8p6MzuYwq6Oys59feEFCGlC6ms7Cx4+3gbf6SgqqO4GA6nw4DRweOphvez5+g+7D66BwePp53WSC+b18kEBacTfr5+8PP2M9K75QySZNRJ2ndoQIhbDSakbNCtusCySCyL5NbAXAewLBLLIikpjMtgq2WRioqKEBAYACmOKuE2J4QdxRDPRyotZOZlGokIqZlpSMk8hLQTp/5kHUF+YX6pcJHAR/r7yD9PgsgL4QFhuLB2Y6PAqvxpUuuC0/XsdPtJSZho+vTpmDRpEkaMGIF7773X6ASgejHcx3Cfqs6UjP9XteoQw5b4rDRv073+rZCSey9p1VHSm0ZVBp7cPn7Lli1G00PJMDPTvM1AiFDk1CX/np2VjaBgSQpwwl7swIn8LGQXZCNbkgsKspCVn40T+fLv2cb/l39m5mcjLTPN2O+Rq6LvLvlv0jW2ZIyPl4/RqC8yrC7qhdVFhH84oiIaGGncNYMjznqmqCK90IXUxIkTDUAJYKXpYt++ffHJJ5+oqp6lpofyZUycYOKEstKdmvD/ljjx+eefY9y4cUZvFjGcoUOHmlpsyt7YvxFSAqjOnTtj586dRmfXpUuX4sILL1R+ZucbpCTUlV2QawBCQCHeSMlVaJfMNIFFFn6e9zNWrF0J70AfRDashxatL0OePQ+ZeVnILcqrXI6nvJ2SAfL5ApKTPlDll4TXQvxDEOIfhNDAEAM2tYNqok5wbUTWqIuQgGDjj5wdOkWlEjwZ/6wIZOeiM694jrfeeiv++OOP05CS2P6ff/6prHv0pOhJKSvNqQl/mye15eB2pxibq8Ft3LgRaWlpxtuYyrVv716MHjMGDrvdCJPYvLwwdepUXHDBBSofY4y1FxXBx9dXeZ5MEMCJF1OZJ1PksCOvMA95RfnILcxDvj3f2AsoufLy8uAfEAAvxRbeP/70k7EwlLzN1q9fHyNHjoSPt7fxXdmFOcgpyEFuUX6phbrsTUqB3Mri6nZZ8AtzkJ2fYyz4Iueyl4R+KmrYeDJ8JaPPvnzLfLn1sp998ptOfka5TzgFCgGE8ewVZScykwXSnl8EZ34xigsdaHNZG1zUuIlRiifYLwg225kmlJJWHSwQ8T/5J8i/GoL9ghEaGIz83HyjBfjJEJuBE+N+BFyGrp/6Z0XKJbojG/i6e1LnAlJyH88//zw++OCD07p31VVXYdasWcr2Q0gRUspK83dDqvvrA8qtcuIFyUKjGtMW45YWzq6XLLYSfvj/vHQWSdffpztfygnJAl9yyYIoi52xJwEv+MIbvk75X29j0azsstsd8PE50wzOdZyX0wu+Nh/4wNf4PK9T7/auYyqaLwuzL2SezPQxFurKLpsdCPAJgB98y3++AOrkJk356c6TjevEgSn3gnAKjuWcm1Ofd/DAAfzwww+QFwQBrMisX79+aN68ubLqnA3y7j5MdF+eoa7OCmzl9+uGesV+xGZUIS/z5s2bh927dyM6OhrXXXedVgKBfE5AQMX9ntzJTv5enp9EEXQukbvoj273A0P3AOV1q+S3ZmRkmA4zV3R/VvROPk933S35LXL/qmu2631YiV7J50jiSePGjXUevTGnohT+5557zmbLLch1nnzrPrNorVyxAskHkjF06DClL5S3yI4dOiAn9+QbflBQEJYuWYqatWopfY4MLvFGlCeeah/v6+MDL++KF/qTb9Un37JLNrVdv0c3u+/777/HqFGjDFCLoY8ePRqPPfaY8oJ1voX7zDxDMbAbb7wRq1evNhb5yMhIA1o6Sm81ceLf6EmJjMXmJOTXvn175a6yJc+InhQ9KTP2WtGYvy3cV9UFZv/66y9MmDDBeKMaM2YMOnTooPxWKAKwQvVz2U9K9qG+/fZbY29KFl2dt1JPhJQ8c/FEJUQlCTddu3ZF9eruG+VVZCyeCimRRWJiIpo2baq7zjBxIpqQ0lUe2SZq1aqV7nRUmjgxd+5c51tvvYWHHnro9B5UXFwckpOTERsbq/2FVXH6WtftP1eQKsnsk7BFrVq10KlTJy1AeyKkZHGVEJl4obLpL8knAq2OHTsq7w95GqSOHDmC/fv3o127dpBoxuLFi42wmeigvCypXJ7mSclasWrVKiPE26ZNG2MvU/5d9LBbt25KYd+qWPP+TRUnZL2Tc3mHDx8+bacLFy40wpa1a9c21j+Vq1JIjRgxwvnmm2/i4Ycfxttvv20sFITUcYSGhiqHTETBxJOURBGJDavuK5Q8UE+DlCj5oUOHDN2TMJ/EtmWBlXCx7LFI+Erl8iRICZSSkpIg+ymSLJGZmWnIrHXr1obIVHXQ0yC1b98+w2MXWO3atQs1a9Y09qXkBXnbtm1KC62nQUruV/5EREQgPj7ekJXoXosWLbR0r1JITZkyxSl7J++88w4GDBhgbLoSUnqQkrevNWvWGG+xLVu2NBRe5/I0SImMJJtUFtomTZpg3bp1RsKEtIBfuXKl8ZamsiHsSZAS2QmoNm/ejCuvvBJHjx419qUkeeGSSy4xoK9yeRqkSmQjnruE5lNTUw2PVF6YxCvo1auX6T1lT4OU60u1ePLyci66J0lHYr916tRRUb3Kw30TJ050ihc1ZcoUDBkyBJI2TUjpQUrcXFFUUfBFixYZ0NfJEvNkSEmixIYNG3DppZcanpSEXmTxVcmW82RIyV6u3H+J7CTcpwJ4T4OUhKwSEhIMj1MWWdG9tm3bGv/+22+/oXfv3qYjKp4IKYG6bA2JzCSSJLonGc3CkO7duyvpXqWe1LBhw4w9KUly+Oqrr4yHQ0jpQUoekAha3l5lX6B///5KD8lTw32yUIjcZIGUTX8J98l/E29AvCvxSlUuT4KUyCkrKwtbt241kpQk3CeyFNhLpmRMTIzpRVZk7GmQklCpyE+8TpHlwYMHjdCfQF5C0LJPZfbyNEiVePDieUpGrshRoNWwYUOsWLECV199tZLuVQqp7du3OyUjrWfPnqezgggpPUiJMkuMWzb8GzVqZCi6zuVpnpTsSUm4Ty7ZHxBvXhYPOYYg4WdVb9STICW6JvsAssDK+SpJOhHQiAxEjrK3qnJ5EqRKXo7E3uQSWYndykuShOylWoyKB+9pkBJdETuVS2xUXs5FBgIvKW0mSSgqV6WQcjgcp85Jnfk4QkofUiJFgb6kUFdU9cHMQ/M0SLnKRBZciWXLfpTu5UmQKisjCVeVJE3oyM+TIFVWPuJFCeRVk01KPsfTIFVWfsuWLTMyInWvyiD1f3aXFSQQTObJAAAAAElFTkSuQmCC" mediaID="Sprite(7)_cst_timing fib rec"/><costume name="timing fib w/out rec" center-x="208" center-y="180" 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" mediaID="Sprite(7)_cst_timing fib w/out rec"/><costume name="factorial" center-x="142" center-y="76" 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" 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" mediaID="Sprite(8)_cst_button "/><costume name="button (2)" center-x="117" center-y="25" 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" 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" 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" mediaID="Sprite(3)_cst_Untitled"/><costume name="button " center-x="130.5" center-y="25" 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" 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