<snapdata remixID="15135648"><project name="Keep an eye on my button" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Keep an eye on my button"><notes></notes><palette><category name="IDE tools" color="230,230,34,1"/><category name="Local blocks" color="0,116,143,1"/><category name="Design helpers" color="74,108,212,1"/><category name="String" color="98,194,19,1"/></palette><hidden> playSound reportJSFunction receiveMenuRequest receiveSlotEdit doExpandSlot reportPoll</hidden><headers></headers><code></code><blocks><block-definition s="set x to random position" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setXPosition"><block s="reportRandom"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="xPosition"></block><block s="reportGet"><l><option>left</option></l></block></block></block></list></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><l>Stage</l></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="xPosition"></block><block s="reportGet"><l><option>right</option></l></block></block></block></block></block></block></script></block-definition><block-definition s="Delete all clones from this sprite" type="command" category="control"><comment x="0" y="0" w="174.2857142857143" collapsed="false">Delete all clones from the current sprite.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportGet"><l><option>clones</option></l></block><script><block s="doTellTo"><block var="clone"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition><block-definition s="Delete all clones from %&apos;sprite&apos;" type="command" category="control"><comment x="0" y="0" w="194.2857142857143" collapsed="false">Delete all clones from a selected sprite.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>§_objectsMenu</options></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportAskFor"><block var="sprite"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block><script><block s="doTellTo"><block var="clone"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></block></script></block-definition><block-definition s="Delete all clones from all sprites" type="command" category="control"><comment x="0" y="0" w="174.2857142857143" collapsed="false">Delete all clones from all sprites.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWarp"><script><block s="doForEach"><l>clone</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportAskFor"><block var="value"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>temporary?</option></l></block></autolambda><list></list></block><list></list></block></autolambda><list><l>value</l></list></block><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>other sprites</option></l></block></autolambda><list></list></block><list></list></block></block><script><block s="doTellTo"><block var="clone"/><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block></script></block></script></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;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;pl:przechwyć _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><custom-block s="run %cmdRing with continuation"><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></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;pl:wyrzuć _&#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;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#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;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;pt:lança _ _&#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="ignore %&apos;x&apos;" type="command" category="control"><comment x="0" y="0" w="206.66666666666663" collapsed="false">This block does nothing.&#xD;Use it when you are calling a reporter&#xD;for its side effect and don&apos;t care about&#xD;its return value.</comment><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="compose %&apos;f&apos; %&apos;g&apos;" type="reporter" category="control"><comment x="0" y="0" w="151.33333333333334" collapsed="false">Returns the function x↦f(g(x)) where f and g are the two inputs.</comment><header></header><code></code><translations>pt:a composição de _ com _&#xD;ca:composa _ _&#xD;</translations><inputs><input type="%repRing"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="f"/><list><block s="evaluate"><block var="g"/><list><l></l></list></block></list></block></autolambda><list></list></block></block></script></block-definition><block-definition s="repeat %&apos;action&apos; until %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="202.66666666666663" collapsed="false">Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time.  So the script is run at least once.</comment><header></header><code></code><translations>pt:repete _ até que _ $loop-0.7&#xD;ca:repeteix _ fins _&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;num&apos; %&apos;#&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="171" collapsed="false">Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script.  Try&#xD;REPEAT (200)&#xD;                MOVE (#) STEPS&#xD;   RIGHT 92&#xD;with the pen down.</comment><header></header><code></code><translations>pt:repete _ vezes _ _ $loop-0.7&#xD;ca:repeteix _ _ _&#xD;</translations><inputs><input type="%n"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; step %&apos;step&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="247.33333333333334" collapsed="false">The primitive FOR block uses an implicit step of ±1 depending on which of the starting and ending values is larger.  This version allows you to provide an explicit step value.  If the sign of the step input is incompatible with the ordering of the starting and ending values, the script will not be run at all.</comment><header></header><code></code><translations>pt:para _ de _ com passo _ a _ _ $loop-0.7&#xD;ca:per _ = _ incrementant _ fins _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="step"/><l>0</l></list></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doUntil"><block s="evaluate"><block var="test"/><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="xTell %&apos;obj&apos; to %&apos;cmd&apos;" type="command" category="control"><comment x="0" y="0" w="192.61904761904768" collapsed="false">Extended Tell&#xD;===========&#xD;&#xD;Same as tell block, but accept list as input&#xD;&#xD;Avoiding error when object doesn&apos;t exist (like a deleted clone)&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>§_objectsMenu</options></input><input type="%cmdRing"></input></inputs><script><block s="doIfElse"><block s="reportNot"><block s="reportIsA"><block var="obj"/><l><option>list</option></l></block></block><script><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doTellTo"><block var="obj"/><block var="cmd"/><list></list></block></script><l>error</l><script><custom-block s="// %mlt"><l>Keep this block here ! (bug in the safety try block!)</l></custom-block></script></custom-block></script><script><block s="doWarp"><script><block s="doForEach"><l>item</l><block var="obj"/><script><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doTellTo"><block var="item"/><block var="cmd"/><list></list></block></script><l>error</l><script><custom-block s="// %mlt"><l>Keep this block here ! (bug in the safety try block!)</l></custom-block></script></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="multi-ask %&apos;sprites&apos; for %&apos;predicate&apos;" type="reporter" category="control"><comment x="0" y="0" w="188.57142857142858" collapsed="false">Like the ask block, but accept a &#xD;list of sprite as input...&#xD;&#xD;(always report a list)&#xD;&#xD;Example:&#xD;multi-ask MY CLONES for POSITION&#xD;    &#xD;Should return:&#xD;(0,0)&#xD;(100,0)&#xD;(123,123)&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%s">myself<options>§_objectsMenu</options></input><input type="%repRing"></input></inputs></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; $nl in %&apos;time&apos; secs easing %&apos;easing&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _ in _ Sek. beschleunigt: _ _&#xD;ca:per _ = _ fins _ _ en _ segons de forma _ _&#xD;pt:para _ de _ a _ _ em _ s de forma _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">0</input><input type="%n">100</input><input type="%n">1</input><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input><input type="%ca"></input></inputs><script><block s="doSetVar"><l>i</l><block var="start"/></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doSetVar"><l>i</l><l></l></block><block s="doRun"><block var="action"/><list></list></block></script><list></list></block><block s="reifyReporter"><autolambda><block var="i"/></autolambda><list></list></block><block s="reportDifference"><block var="end"/><block var="start"/></block><block var="time"/><block s="reportIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><block var="easing"/><custom-block s="easing %txt"><block var="easing"/></custom-block></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control"><header></header><code></code><translations>de:Fehler _&#xD;pt:assinala o erro _&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="animate setter %&apos;setter&apos; getter %&apos;getter&apos; delta %&apos;delta&apos; over %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="control"><header></header><code></code><translations>de:animiere Setter _ Getter _ Delta _ über _ Sek. beschleunigt _&#xD;ca:modifica setter _ i getter _ amb delta _ en _ segons de forma _&#xD;pt:anima com modificador _ e inspector _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%cmdRing"></input><input type="%repRing"></input><input type="%n">50</input><input type="%n">1</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>end time</l><l>destination</l></list></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>destination</l><block s="reportVariadicSum"><list><block s="evaluate"><block var="getter"/><list></list></block><block var="delta"/></list></block></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="doRun"><block var="setter"/><list><block s="reportDifference"><block var="destination"/><block s="reportVariadicProduct"><list><block var="delta"/><block s="evaluate"><block var="easing"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></list></block></script></block><block s="doRun"><block var="setter"/><list><block var="destination"/></list></block></script></block-definition><block-definition s="a blank %&apos;clone&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar" initial="1"></input></inputs><script><block s="doSetVar"><l>clone</l><block s="reportAskFor"><l>Sprite</l><block s="reifyReporter"><autolambda><custom-block s="a new sprite"></custom-block></autolambda><list></list></block><list></list></block></block></script><scripts><script x="241.71428571428578" y="22.88095238095238"><block s="reportGet"><l><option>other sprites</option></l></block></script><script x="155" y="110.30952380952381"><block s="reportAskFor"><block s="reportListItem"><l>1</l><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>other sprites</option></l></block></autolambda><list></list></block><list></list></block></block><block s="reifyReporter"><autolambda><custom-block s="a new sprite"></custom-block></autolambda><list></list></block><list></list></block></script><script x="47.14285714285713" y="97.33333333333326"><block s="doReport"><l></l></block></script></scripts></block-definition><block-definition s="safely try %&apos;action&apos; then if %&apos;error&apos; %&apos;handler&apos;" type="command" category="control"><comment x="0" y="0" w="276" collapsed="false">Catch errors.&#xD;&#xD;Runs the first script.  If it succeeds, nothing else happens.&#xD;But if it has an error (something that would otherwise result&#xD;in a red halo around the block), then the second script is run,&#xD;with the text of the error message that would have been shown in the variable ERROR.</comment><header></header><code></code><translations>pt:tenta executar _ e, em caso de erro _ , executa _&#xD;ca:prova de forma segura _ i si _ _&#xD;</translations><inputs><input type="%cs"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block var="action"/><block var="handler"/><block var="error"/></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="pipe %&apos;value&apos; $arrowRight %&apos;pipe&apos;" type="reporter" category="control"><header></header><code></code><translations>pt:a aplicação a _ de _&#xD;</translations><inputs><input type="%s"></input><input type="%mult%repRing"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="pipe"/></block><script><block s="doReport"><block var="value"/></block></script><list></list></block><block s="doReport"><custom-block s="pipe %s $arrowRight %mult%repRing"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="pipe"/></block><list><block var="value"/></list></block><block s="reportCDR"><block var="pipe"/></block></custom-block></block></script></block-definition><block-definition s="wait for %&apos;n&apos; secs or until %&apos;pred&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">10</input><input type="%boolUE" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>time</l></list></block><block s="doSetVar"><l>time</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doWaitUntil"><block s="reportVariadicOr"><list><block s="evaluate"><block var="pred"/><list></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="time"/></block><block s="reportVariadicProduct"><list><block var="n"/><l>1000</l></list></block></list></block></list></block></block></script><scripts><comment x="368.3724609375" y="27.683333333333344" w="90" collapsed="false">Thl to cymplecy and mark4sisb for the block !</comment></scripts></block-definition><block-definition s="run but exit if %&apos;condition&apos; %&apos;script&apos; $-- %&apos;option&apos;" type="command" category="control"><comment x="0" y="0" w="197.5" collapsed="false">similar to&#xD;repeat&#xD;...&#xD;until&#xD;but will exit straight away if condition is true</comment><header></header><code></code><translations></translations><inputs><input type="%boolUE" initial="1"></input><input type="%cs" irreplaceable="true" initial="1"></input><input type="%mult%cs" irreplaceable="true" expand="and run " max="1"></input></inputs><script><custom-block s="catch %upvar %cs"><l>tag</l><script><block s="doForEach"><l>item</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><block s="reportIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><block s="reifyScript"><script><block s="doWait"><l></l></block></script><list></list></block><block s="reifyScript"><script><block s="doSayFor"><l></l><l></l></block></script><list></list></block><block s="reifyScript"><script><block s="doThinkFor"><l></l><l></l></block></script><list></list></block><block s="reifyScript"><script><block s="doGlide"><l></l><l></l><l></l></block></script><list></list></block></list></block><block s="reportListItem"><l>1</l><l/></block></block><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportListItem"><block s="reportListIndex"><block s="reportListItem"><l>1</l><l/></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doWait"><l></l></block></script><list></list></block><block s="reifyScript"><script><block s="doSayFor"><l></l><l></l></block></script><list></list></block><block s="reifyScript"><script><block s="doThinkFor"><l></l><l></l></block></script><list></list></block><block s="reifyScript"><script><block s="doGlide"><l></l><l></l><l></l></block></script><list></list></block></list></block></block><block s="reportNewList"><list><block s="reifyScript"><script><custom-block s="wait for %n secs or until %boolUE"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="say %s for %n secs or until %boolUE"><l></l><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="think %s for %n secs or until %boolUE"><l></l><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="glide %n secs to x: %n y: %n and stop when %boolUE"><l></l><l></l><l></l><l/></custom-block></script><list></list></block></list></block></block></list></block><block s="reportCDR"><l/></block><block s="reportNewList"><list><block var="condition"/></list></block></list></block><l></l></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="script"/><l><option>blocks</option></l></block></block><script><block s="doIf"><block s="evaluate"><block var="condition"/><list></list></block><script><block s="doRun"><block s="reportListItem"><l>1</l><block var="option"/></block><list></list></block><custom-block s="throw %s"><block var="tag"/></custom-block></script><list></list></block><block s="doRun"><block var="item"/><list></list></block></script></block></script></custom-block></script><scripts><comment x="570.12158203125" y="112.19999999999999" w="90" collapsed="false">Thl to cymplecy and mark4sisb for the block !</comment></scripts></block-definition><block-definition s="run %&apos;action&apos; with continuation" type="command" category="control"><header></header><code></code><translations>de:führe _ mit Continuation aus&#xD;</translations><inputs><input type="%cmdRing" initial="1"></input></inputs><script><block s="doRun"><block var="action"/><list><block s="reportEnvironment"><l><option>continuation</option></l></block></list></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos; and wait" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then waits for them all to complete.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo e espera&#xD;ca:executa en paral·lel _ i espera&#xD;pl:wykonaj równolegle _ i czekaj&#xD;</translations><inputs><input type="%mult%cs" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>threads</l></list></block><block s="doSetVar"><l>threads</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="evaluate"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>is running?</l></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="fork"><block s="reifyScript"><script><block s="doRun"><block var="each script"/><list></list></block><block s="doSetVar"><l>is running?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list></list></block><block s="doReport"><block s="reifyScript"><script><block s="doReport"><block var="is running?"/></block></script><list></list></block></block></script><list></list></block><list></list></block></autolambda><list><l>each script</l></list></block><block var="actions"/></block></block><block s="doWaitUntil"><block s="reportListIsEmpty"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="evaluate"><block var="test"/><list></list></block></autolambda><list><l>test</l></list></block><block var="threads"/></block></block></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo&#xD;ca:executa en paral·lel _&#xD;pl:wykonaj równolegle _&#xD;</translations><inputs><input type="%mult%cs" initial="1"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="actions"/></block><l>0</l></list></block><script><block s="fork"><block s="reportListItem"><l>1</l><block var="actions"/></block><list></list></block><custom-block s="do in parallel %mult%cs"><block s="reportCDR"><block var="actions"/></block></custom-block></script><list></list></block></script></block-definition><block-definition s="clones of %&apos;sprite&apos;" type="reporter" category="control"><header></header><code></code><translations></translations><inputs><input type="%txt" initial="1"><options>§_clonablesMenu</options></input></inputs><script><block s="doReport"><block s="reportAskFor"><block var="sprite"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>clones</option></l></block></autolambda><list></list></block><list></list></block></block></script></block-definition><block-definition s="$arrowLeftOutline %&apos;NbMove&apos;" type="command" category="Design helpers"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="changeXPosition"><block s="reportMonadic"><l><option>neg</option></l><block var="NbMove"/></block></block></script></block-definition><block-definition s="$arrowRightOutline %&apos;NbMove&apos;" type="command" category="Design helpers"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="changeXPosition"><block var="NbMove"/></block></script></block-definition><block-definition s="$arrowUpOutline %&apos;NbMove&apos;" type="command" category="Design helpers"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="changeYPosition"><block var="NbMove"/></block></script></block-definition><block-definition s="$arrowDownOutline %&apos;NbMove&apos;" type="command" category="Design helpers"><header></header><code></code><translations></translations><inputs><input type="%n">10</input></inputs><script><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block var="NbMove"/></block></block></script></block-definition><block-definition s="$arrowLeftOutline" type="command" category="Design helpers"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeXPosition"><l>-1</l></block></script></block-definition><block-definition s="$arrowRightOutline" type="command" category="Design helpers"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeXPosition"><l>1</l></block></script></block-definition><block-definition s="$arrowUpOutline" type="command" category="Design helpers"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeYPosition"><l>1</l></block></script></block-definition><block-definition s="$arrowDownOutline" type="command" category="Design helpers"><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeYPosition"><l>-1</l></block></script></block-definition><block-definition s="$arrowRightOutline center $arrowLeftOutline" type="command" category="Design helpers"><comment x="0" y="0" w="232.39999999999995" collapsed="false">Center this sprite horizontally on the stage&#xD;&#xD;Block by Loucheman v1.0</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeXPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportGet"><l><option>left</option></l></block><block s="reportGet"><l><option>right</option></l></block></list></block><l>2</l></block></block></block></script></block-definition><block-definition s="$arrowUpOutline center $arrowDownOutline" type="command" category="Design helpers"><comment x="0" y="0" w="208.39999999999995" collapsed="false">Center this sprite vertically on the stage&#xD;&#xD;Block by Loucheman v1.0</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="changeYPosition"><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportGet"><l><option>bottom</option></l></block><block s="reportGet"><l><option>top</option></l></block></list></block><l>2</l></block></block></block></script></block-definition><block-definition s="%&apos;alignment&apos; alignement of %&apos;spriteToAlign&apos; with %&apos;sprite2&apos; offset %&apos;offset&apos;" type="command" category="Design helpers"><comment x="0" y="0" w="269" collapsed="false">Do an aligment on sprite1 over sprite 2&#xD;&#xD;left-left mean left of the 1st sprite will be align with left of the 2nd sprite&#xD;&#xD;Block by Loucheman (v1.03)</comment><header></header><code></code><translations></translations><inputs><input type="%txt">left-left<options>left-left&#xD;right-right&#xD;top-top&#xD;bottom-bottom&#xD;center horizontal&#xD;center vertical&#xD;center h &amp; v&#xD;left-right&#xD;right-left&#xD;top-bottom&#xD;bottom-top&#xD;pivot-pivot</options></input><input type="%mult%s">myself<options>§_objectsMenu</options></input><input type="%s">choose...<options>§_objectsMenu</options></input><input type="%n">0</input></inputs><script><block s="doWarp"><script><block s="doSetVar"><l>spriteToAlign</l><block s="reportListAttribute"><l><option>flatten</option></l><block var="spriteToAlign"/></block><comment w="571" collapsed="true">to accept a list into the slot: you can mix list and object (you can use block like &quot;my other sprites&quot; directly into a slot</comment></block><block s="doSetVar"><l>spriteToAlign</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><block var="value"/><l><option>sprite</option></l></block><block var="value"/><block s="reportObject"><block var="value"/></block></block></autolambda><list><l>value</l></list></block><block var="spriteToAlign"/></block><comment w="90" collapsed="false">convert descriptions into object if not already an real object: so you can mix real object with sprites names (description)</comment></block><block s="doSetVar"><l>sprite2</l><block s="reportObject"><block var="sprite2"/></block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIsA"><block var="value"/><l><option>sprite</option></l></block></autolambda><list><l>value</l></list></block><block var="spriteToAlign"/></block></block></block><script><custom-block s="error %s"><l>Only sprites are allowed...</l></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="sprite2"/><l><option>sprite</option></l></block></block><script><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="sprite2"/><block s="reportObject"><l>Stage</l></block></list></block></block><script><custom-block s="error %s"><l>Only sprite or stage allowed...</l></custom-block></script><list></list><comment w="118.99999999999999" collapsed="false">the 2nd sprite can be the stage... no error in this case...</comment></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListIndex"><block var="sprite2"/><block var="spriteToAlign"/></block><l>0</l></list></block><script><block s="doDeleteFromList"><block s="reportListIndex"><block var="sprite2"/><block var="spriteToAlign"/></block><block var="spriteToAlign"/></block></script><list></list><comment w="90" collapsed="false">can&apos;t align a sprite with itself: remove it from the list...</comment></block><block s="doForEach"><l>sprite1</l><block var="spriteToAlign"/><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>left-left</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeXPosition"><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportAttributeOf"><l><option>left</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>left</option></l><block var="sprite1"/></block></block><block var="offset"/></list></block></block></script><list></list></block><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>right-right</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeXPosition"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>right</option></l><block var="sprite1"/></block></block><block var="offset"/></block></block></script><list></list></block><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>top-top</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeYPosition"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>top</option></l><block var="sprite1"/></block></block><block var="offset"/></block></block></script><list></list></block><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>bottom-bottom</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeYPosition"><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportAttributeOf"><l><option>bottom</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>bottom</option></l><block var="sprite1"/></block></block><block var="offset"/></list></block></block></script><list></list></block><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>left-right</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeXPosition"><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportAttributeOf"><l><option>right</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>left</option></l><block var="sprite1"/></block></block><block var="offset"/></list></block></block></script><list></list></block><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>right-left</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeXPosition"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>left</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>right</option></l><block var="sprite1"/></block></block><block var="offset"/></block></block></script><list></list></block><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>top-bottom</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeYPosition"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>bottom</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>top</option></l><block var="sprite1"/></block></block><block var="offset"/></block></block></script><list></list></block><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>bottom-top</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeYPosition"><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>bottom</option></l><block var="sprite1"/></block></block><block var="offset"/></list></block></block></script><list></list></block><list></list></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>pivot-pivot</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="doGotoObject"><block var="sprite2"/></block></script><list></list></block><list></list><comment w="90" collapsed="false">no offset in this case</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>center horizontal</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeXPosition"><block s="reportDifference"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>right</option></l><block var="sprite2"/></block></list></block><l>2</l></block><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><block var="sprite1"/></block><block s="reportAttributeOf"><l><option>right</option></l><block var="sprite1"/></block></list></block><l>2</l></block></block></block></script><list></list></block><list></list><comment w="90" collapsed="false">no offset in this case</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>center vertical</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeYPosition"><block s="reportDifference"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>top</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>bottom</option></l><block var="sprite2"/></block></list></block><l>2</l></block><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>top</option></l><block var="sprite1"/></block><block s="reportAttributeOf"><l><option>bottom</option></l><block var="sprite1"/></block></list></block><l>2</l></block></block></block></script><list></list></block><list></list><comment w="90" collapsed="false">no offset in this case</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>center h &amp; v</l></list></block><script><block s="doTellTo"><block var="sprite1"/><block s="reifyScript"><script><block s="changeXPosition"><block s="reportDifference"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>right</option></l><block var="sprite2"/></block></list></block><l>2</l></block><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><block var="sprite1"/></block><block s="reportAttributeOf"><l><option>right</option></l><block var="sprite1"/></block></list></block><l>2</l></block></block></block><block s="changeYPosition"><block s="reportDifference"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>top</option></l><block var="sprite2"/></block><block s="reportAttributeOf"><l><option>bottom</option></l><block var="sprite2"/></block></list></block><l>2</l></block><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>top</option></l><block var="sprite1"/></block><block s="reportAttributeOf"><l><option>bottom</option></l><block var="sprite1"/></block></list></block><l>2</l></block></block></block></script><list></list><comment w="90" collapsed="false">no offset in this case</comment></block><list></list></block></script><script><custom-block s="error %s"><l>Unknow alignment...</l></custom-block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script></block></script><scripts><comment x="482" y="260.20000000000005" w="304" collapsed="false">v1.00 : Original block : only left alignment&#xD;v1.01 : Fusion of 4 blocks (left,right,top,bottom) into 1 block&#xD;            Adding alignment parameter (left,right,top,bottom)&#xD;v1.02 : More alignment parameters (now left-left,right-right,&#xD;            top-top,bottom-bottom,center horizontal,center vertical,&#xD;            left-right,right-left,top-bottom,bottom-top,pivot-pivot)&#xD;v1.03 : Adding offset parameter</comment></scripts></block-definition><block-definition s="distribute sprites: %&apos;sprites&apos; %&apos;direction&apos; on the stage ( keep natural order? %&apos;naturalOrder?&apos; )" type="command" category="Design helpers"><comment x="0" y="0" w="260" collapsed="false">Distribute a list of sprite on the stage with the same spacing between sprites&#xD;&#xD;Sprites: Write sprites name into the variadic slot or you can use the helper block (an object picker).&#xD;&#xD;Sprite can be: the name of a sprite, an object (like my self or a clone), a list of object (like&quot;my other sprites&quot; or your own list)&#xD;&#xD;keep natural order : &#xD;    true: display sprites on the screen in natural order&#xD;    (left to right / top to botton) order to&#xD;    false: display sprites on the screen ordered in order&#xD;    of the parameters&#xD;&#xD;See inside the block for an example of how to use the helper block to pick a sprite.&#xD;&#xD;Block by Loucheman v1.1</comment><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input><input type="%txt" readonly="true">vertically<options>vertically&#xD;horizontally</options></input><input type="%b">true</input></inputs><script><custom-block s="// %mlt"><l>&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;</l></custom-block><block s="doWarp"><script><block s="doSetVar"><l>sprites</l><block s="reportListAttribute"><l><option>flatten</option></l><block var="sprites"/></block><comment w="571" collapsed="true">to accept a list into the slot: you can mix list and object (you can use block like &quot;my other sprites&quot; directly into a slot</comment></block><block s="doSetVar"><l>sprites</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><block var="value"/><l><option>sprite</option></l></block><block var="value"/><block s="reportObject"><block var="value"/></block></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block><comment w="90" collapsed="false">convert descriptions into object if not already an real object: so you can mix real object with sprites names (description)</comment></block><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIsA"><block var="value"/><l><option>sprite</option></l></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block></block><script><custom-block s="error %s"><l>Only sprites are allowed...</l></custom-block></script><list></list></block><block s="doSetVar"><l>sprites</l><custom-block s="$flash remove duplicates from %l"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportObject"><l></l></block></autolambda><list></list></block><block var="sprites"/></block></custom-block><comment w="81" collapsed="false">no duplicated sprites allowed...</comment></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="direction"/><l>vertically</l></list></block><script><custom-block s="// %mlt"><l>vertically</l></custom-block><block s="doIf"><block var="naturalOrder?"/><script><block s="doSetVar"><l>sprites</l><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="$flash sort %l ordering with %predRing"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><block s="reportAttributeOf"><l><option>top</option></l><l></l></block></list></block></autolambda><list></list></block><block var="sprites"/></block><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>2</l><l/></block><block s="reportListItem"><l>2</l><l/></block></list></block></autolambda><list></list></block></custom-block></block></block></block></script><list></list></block><block s="doSetVar"><l>sprites</l><block s="reportListAttribute"><l><option>reverse</option></l><block var="sprites"/></block><comment w="252.99999999999997" collapsed="true">reverse: because draw botton to top</comment></block><custom-block s="let %upvar be %s"><l>spacing</l><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><block s="reportVariadicSum"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>height</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="sprites"/></block><l>1</l></list></block></block></custom-block><custom-block s="let %upvar be %s"><l>where to left align</l><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block><block var="spacing"/></list></block></custom-block><custom-block s="%upvar for each %upvar of %l %ca"><l>#</l><l>item</l><block var="sprites"/><script><block s="doTellTo"><block var="item"/><block s="reifyScript"><script><block s="changeYPosition"><block s="reportDifference"><block var="where"/><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>self</option></l></block></block></block></block></script><list><l>where</l></list></block><list><block var="where to left align"/></list></block><block s="doChangeVar"><l>where to left align</l><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>height</option></l><block var="item"/></block><block var="spacing"/></list></block></block></script></custom-block></script><script><custom-block s="// %mlt"><l>horizontally</l></custom-block><block s="doIf"><block var="naturalOrder?"/><script><block s="doSetVar"><l>sprites</l><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="$flash sort %l ordering with %predRing"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><block s="reportAttributeOf"><l><option>left</option></l><l></l></block></list></block></autolambda><list></list></block><block var="sprites"/></block><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>2</l><l/></block><block s="reportListItem"><l>2</l><l/></block></list></block></autolambda><list></list></block></custom-block></block></block></block></script><list></list></block><custom-block s="let %upvar be %s"><l>spacing</l><block s="reportQuotient"><block s="reportDifference"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportVariadicSum"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>width</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block></block><block s="reportVariadicSum"><list><block s="reportListAttribute"><l><option>length</option></l><block var="sprites"/></block><l>1</l></list></block></block></custom-block><custom-block s="let %upvar be %s"><l>where to left align</l><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="spacing"/></list></block></custom-block><custom-block s="%upvar for each %upvar of %l %ca"><l>#</l><l>item</l><block var="sprites"/><script><block s="doTellTo"><block var="item"/><block s="reifyScript"><script><block s="changeXPosition"><block s="reportDifference"><block var="where"/><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block></block></block></script><list><l>where</l></list></block><list><block var="where to left align"/></list></block><block s="doChangeVar"><l>where to left align</l><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>width</option></l><block var="item"/></block><block var="spacing"/></list></block></block></script></custom-block></script></block></script></block></script><scripts><script x="556.0000000000001" y="570.1666666666664"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block><block s="reportGet"><l><option>other sprites</option></l></block></list><l>vertically</l><l><bool>true</bool></l><comment w="90" collapsed="false">you can mix non-object with real object</comment></custom-block></script><script x="554" y="504.88095238095207"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block><l></l></list><l>vertically</l><l><bool>true</bool></l><comment w="122.00000000000001" collapsed="false">how to use helper block</comment></custom-block></script><script x="556.4285714285714" y="639.1666666666669"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block><l>Sprite2</l></list><l>vertically</l><l><bool>true</bool></l><comment w="90" collapsed="false">you can write the sprite name directely into the slot</comment></custom-block></script><script x="556.2857142857143" y="707.0571428571428"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block><block s="reportNewList"><list><custom-block s="helper: sprite picker %txt"><l>Sprite2</l></custom-block><l>Sprite3</l><block s="reportGet"><l><option>other sprites</option></l></block></list></block></list><l>vertically</l><l><bool>true</bool></l><comment w="90" collapsed="false">you can put list directly into a slot</comment></custom-block></script><script x="556.5714285714284" y="797.4619047619046"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><block s="reportNewList"><list><custom-block s="helper: sprite picker %txt"><l>Sprite2</l></custom-block><l>Sprite3</l><block s="reportGet"><l><option>other sprites</option></l></block></list></block><l>vertically</l><l><bool>true</bool></l><comment w="90" collapsed="false">you can put list into the variadic control</comment></custom-block></script></scripts></block-definition><block-definition s="distribute free space between sprites: %&apos;sprites&apos; %&apos;direction&apos; ( keep natural order? %&apos;naturalOrder?&apos; )" type="command" category="Design helpers"><comment x="0" y="0" w="260" collapsed="false">Distribute a list of sprite on the stage with the same spacing between sprites&#xD;&#xD;Sprites: Write sprites name into the variadic slot or you can use the helper block (an object picker).  You need at least 3 sprite to see an effect...&#xD;&#xD;Sprite can be: the name of a sprite, an object (like my self or a clone), a list of object (like&quot;my other sprites&quot; or your own list)&#xD;&#xD;keep natural order : &#xD;    true: display sprites on the screen in natural order&#xD;    (left to right / top to botton) order to&#xD;    false: display sprites on the screen ordered in order&#xD;    of the parameters&#xD;&#xD;See inside the block for an example of how to use the helper block to pick a sprite.&#xD;&#xD;Block by Loucheman v1.1</comment><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input><input type="%txt" readonly="true">vertically<options>vertically&#xD;horizontally</options></input><input type="%b">true</input></inputs><script><custom-block s="// %mlt"><l>&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;&#xD;</l></custom-block><block s="doWarp"><script><block s="doSetVar"><l>sprites</l><block s="reportListAttribute"><l><option>flatten</option></l><block var="sprites"/></block><comment w="571" collapsed="true">to accept a list into the slot: you can mix list and object (you can use block like &quot;my other sprites&quot; directly into a slot</comment></block><block s="doSetVar"><l>sprites</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><block var="value"/><l><option>sprite</option></l></block><block var="value"/><block s="reportObject"><block var="value"/></block></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block><comment w="90" collapsed="false">convert descriptions into object if not already an real object: so you can mix real object with sprites names (description)</comment></block><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIsA"><block var="value"/><l><option>sprite</option></l></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block></block><script><custom-block s="error %s"><l>Only sprites are allowed...</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="sprites"/></block><l>3</l></list></block><script><custom-block s="error %s"><l>3 sprites minimum required...</l></custom-block></script><list></list></block><block s="doSetVar"><l>sprites</l><custom-block s="$flash remove duplicates from %l"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportObject"><l></l></block></autolambda><list></list></block><block var="sprites"/></block></custom-block><comment w="81" collapsed="false">no duplicated sprites allowed...</comment></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="direction"/><l>vertically</l></list></block><script><custom-block s="// %mlt"><l>vertically</l></custom-block><block s="doIf"><block var="naturalOrder?"/><script><block s="doSetVar"><l>sprites</l><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="$flash sort %l ordering with %predRing"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><block s="reportAttributeOf"><l><option>top</option></l><l></l></block></list></block></autolambda><list></list></block><block var="sprites"/></block><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>2</l><l/></block><block s="reportListItem"><l>2</l><l/></block></list></block></autolambda><list></list></block></custom-block></block></block></block></script><list></list><comment w="260" collapsed="true">natural order: order by top of each sprite</comment></block><block s="doSetVar"><l>sprites</l><block s="reportListAttribute"><l><option>reverse</option></l><block var="sprites"/></block><comment w="252.99999999999997" collapsed="true">reverse: because draw botton to top</comment></block><custom-block s="let %upvar be %s"><l>spacing</l><block s="reportQuotient"><block s="reportDifference"><block s="reportDifference"><block s="reportVariadicMax"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>top</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block><block s="reportVariadicMin"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>bottom</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block></block><block s="reportVariadicSum"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>height</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block></block><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="sprites"/></block><l>1</l></block></block></custom-block><custom-block s="let %upvar be %s"><l>where to align</l><block s="reportVariadicMin"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>bottom</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block><comment w="90" collapsed="false">find the lowest bottom from sprite list, will draw the 1st sprite on the botton from this point</comment></custom-block><custom-block s="%upvar for each %upvar of %l %ca"><l>#</l><l>item</l><block var="sprites"/><script><block s="doTellTo"><block var="item"/><block s="reifyScript"><script><block s="changeYPosition"><block s="reportDifference"><block var="where"/><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>self</option></l></block></block></block></block></script><list><l>where</l></list></block><list><block var="where to align"/></list></block><block s="doChangeVar"><l>where to align</l><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>height</option></l><block var="item"/></block><block var="spacing"/></list></block></block></script></custom-block></script><script><custom-block s="// %mlt"><l>horizontally</l></custom-block><block s="doIf"><block var="naturalOrder?"><comment w="260" collapsed="true">natural order: order by left of each sprite</comment></block><script><block s="doSetVar"><l>sprites</l><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><custom-block s="$flash sort %l ordering with %predRing"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><block s="reportAttributeOf"><l><option>left</option></l><l></l></block></list></block></autolambda><list></list></block><block var="sprites"/></block><block s="reifyPredicate"><autolambda><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>2</l><l/></block><block s="reportListItem"><l>2</l><l/></block></list></block></autolambda><list></list></block></custom-block></block></block></block></script><list></list></block><custom-block s="let %upvar be %s"><l>spacing</l><block s="reportQuotient"><block s="reportDifference"><block s="reportDifference"><block s="reportVariadicMax"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>right</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block><block s="reportVariadicMin"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>left</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block></block><block s="reportVariadicSum"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>width</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block></block><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="sprites"/></block><l>1</l></block></block></custom-block><custom-block s="let %upvar be %s"><l>where to align</l><block s="reportVariadicMin"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportAttributeOf"><l><option>left</option></l><block var="value"/></block></autolambda><list><l>value</l></list></block><block var="sprites"/></block></block><comment w="90" collapsed="false">find the leftiest (?) from sprite list, will draw the 1st sprite on the left from this point</comment></custom-block><custom-block s="%upvar for each %upvar of %l %ca"><l>#</l><l>item</l><block var="sprites"/><script><block s="doTellTo"><block var="item"/><block s="reifyScript"><script><block s="changeXPosition"><block s="reportDifference"><block var="where"/><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block></block></block></script><list><l>where</l></list></block><list><block var="where to align"/></list></block><block s="doChangeVar"><l>where to align</l><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>width</option></l><block var="item"/></block><block var="spacing"/></list></block></block></script></custom-block></script></block></script></block></script><scripts><script x="569.0000000000001" y="514.1666666666664"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block><custom-block s="helper: sprite picker %txt"><l>Sprite2</l></custom-block></list><l>vertically</l><l><bool>false</bool></l><comment w="122.00000000000001" collapsed="false">how to use helper block</comment></custom-block></script><script x="569.5714285714287" y="576.595238095238"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block><block s="reportGet"><l><option>other sprites</option></l></block></list><l>vertically</l><l><bool>false</bool></l><comment w="90" collapsed="false">you can mix non-object with real object</comment></custom-block></script><script x="568.5714285714287" y="638.4523809523811"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block><l>Sprite2</l></list><l>vertically</l><l><bool>false</bool></l><comment w="90" collapsed="false">you can write the sprite name directely into the slot</comment></custom-block></script><script x="569.142857142857" y="696.342857142857"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block><block s="reportNewList"><list><custom-block s="helper: sprite picker %txt"><l>Sprite2</l></custom-block><l>Sprite3</l><block s="reportGet"><l><option>other sprites</option></l></block></list></block></list><l>vertically</l><l><bool>false</bool></l><comment w="90" collapsed="false">you can put list directly into a slot</comment></custom-block></script><script x="569.4285714285712" y="790.3190476190474"><custom-block s="distribute free space between sprites: %mult%txt %txt ( keep natural order? %b )"><block s="reportNewList"><list><custom-block s="helper: sprite picker %txt"><l>Sprite2</l></custom-block><l>Sprite3</l><block s="reportGet"><l><option>other sprites</option></l></block></list></block><l>vertically</l><l><bool>false</bool></l><comment w="90" collapsed="false">you can put list into the variadic control</comment></custom-block></script></scripts></block-definition><block-definition s="helper: sprite picker %&apos;sprite&apos;" type="reporter" category="Design helpers"><comment x="0" y="0" w="182" collapsed="false">Object name picker&#xD;&#xD;It&apos;s an helper block for the distribute horizontally and vertically blocks&#xD;&#xD;See inside the block for more info...&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>§_objectsMenu</options></input></inputs><script><block s="doReport"><block var="sprite"/></block></script><scripts><script x="10" y="264.3666666666666"><custom-block s="distribute sprites: %mult%txt %txt on the stage ( keep natural order? %b )"><list><custom-block s="helper: sprite picker %txt"><l>Sprite</l></custom-block></list><l>vertically</l><l/></custom-block></script><comment x="11.999999999999998" y="162.2" w="293" collapsed="true">How to use it ?</comment><comment x="100" y="196.2" w="95.99999999999999" collapsed="false">Drop it into this slot&#xD;&#xD;             V</comment></scripts></block-definition><block-definition s="set pivot to my center" type="command" category="Design helpers"><comment x="0" y="0" w="163" collapsed="false">Set the pivot (rotation center) in the middle of the costume (x &amp; y) &#xD;&#xD;Block by Loucheman v1.0</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l><option>my rotation x</option></l><custom-block s="average %mult%n"><list><block s="reportGet"><l><option>left</option></l></block><block s="reportGet"><l><option>right</option></l></block></list></custom-block></block><block s="doSetVar"><l><option>my rotation y</option></l><custom-block s="average %mult%n"><list><block s="reportGet"><l><option>bottom</option></l></block><block s="reportGet"><l><option>top</option></l></block></list></custom-block></block></script></block-definition><block-definition s="move horizontal pivot to %&apos;where&apos;" type="command" category="Design helpers"><comment x="0" y="0" w="163" collapsed="false">Set the horizontal pivot (rotation center) to the left, center or right of the sprite.&#xD;&#xD;Block by Loucheman v1.0</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">left<options>left&#xD;center&#xD;right</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="where"/><l>left</l></list></block><script><block s="doSetVar"><l><option>my rotation x</option></l><block s="reportGet"><l><option>left</option></l></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="where"/><l>center</l></list></block><script><block s="doSetVar"><l><option>my rotation x</option></l><custom-block s="average %mult%n"><list><block s="reportGet"><l><option>left</option></l></block><block s="reportGet"><l><option>right</option></l></block></list></custom-block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="where"/><l>right</l></list></block><script><block s="doSetVar"><l><option>my rotation x</option></l><block s="reportGet"><l><option>right</option></l></block></block></script><script><custom-block s="error %s"><l>Invalid parameter</l></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="move vertical pivot to %&apos;where&apos;" type="command" category="Design helpers"><comment x="0" y="0" w="163" collapsed="false">Set the vertical pivot (rotation center) to the top, center or bottom of the sprite.&#xD;&#xD;Block by Loucheman v1.0</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">top<options>top&#xD;center&#xD;bottom</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="where"/><l>top</l></list></block><script><block s="doSetVar"><l><option>my rotation y</option></l><block s="reportGet"><l><option>top</option></l></block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="where"/><l>center</l></list></block><script><block s="doSetVar"><l><option>my rotation y</option></l><custom-block s="average %mult%n"><list><block s="reportGet"><l><option>bottom</option></l></block><block s="reportGet"><l><option>top</option></l></block></list></custom-block></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="where"/><l>bottom</l></list></block><script><block s="doSetVar"><l><option>my rotation y</option></l><block s="reportGet"><l><option>bottom</option></l></block></block></script><script><custom-block s="error %s"><l>Invalid parameter</l></custom-block></script></block></script></block></script></block></script></block-definition><block-definition s="set draggable to %&apos;bool&apos; for all sprites" type="command" category="Design helpers"><comment x="0" y="0" w="90" collapsed="false">By Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%b" initial="1">false</input></inputs><script><block s="doForEach"><l>sprites</l><block s="reportAskFor"><l>Stage</l><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>other sprites</option></l></block></autolambda><list></list></block><list></list></block><script><block s="doTellTo"><block var="sprites"/><block s="reifyScript"><script><block s="doSetVar"><l><option>my draggable?</option></l><block var="bool"/></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="set (draggable=false) for all sprites" type="command" category="Design helpers"><comment x="0" y="0" w="90" collapsed="false">By Loucheman</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l><option>my draggable?</option></l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doForEach"><l>other sprites</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doTellTo"><block var="other sprites"/><block s="reifyScript"><script><block s="doSetVar"><l><option>my draggable?</option></l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><list></list></block></script></block></script></block-definition><block-definition s="$add-1-0-0-0 $move-1-128-0-0 $to-1-128-0-0 $top-1-128-0-0 $menu-1-0-0-0 $in-1-0-0-0 $snap-1-0-0-0 $(shift+right-1-0-0-0 $click-1-0-0-0 $on-1-0-0-0 $the-1-0-0-0 $block)-1-0-0-0" type="command" category="IDE tools"><comment x="0" y="0" w="174.2857142857143" collapsed="false">Adding a menu item when you shift+right-click on a custum block to change the displayed order in the palette of this block&#xD;&#xD;v1.1 - move to the top, bottom, move up, move down !&#xD;&#xD;Thk to Dardoro</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><custom-block s="is JS enable?"></custom-block><script><block s="doRun"><block s="reportJSFunction"><list></list><l>BlockMorph.prototype._userMenu ??= BlockMorph.prototype.userMenu;&#xD;&#xD;function shiftArrItem( arr, item, shift){&#xD;  let from = arr.indexOf( item);&#xD;  if( from &lt; 0) return;&#xD;  let to = from + shift;&#xD;  to = to &lt; 0 ? 0 : to;&#xD;  arr.splice( to, 0, arr.splice( from, 1)[0]);&#xD;}&#xD;&#xD;function moveBlock( this_block, shift){&#xD; let rcvr = this_block.scriptTarget()&#xD;    ,ide = this_block.parentThatIsA( IDE_Morph)&#xD;    ,def = this_block.isGlobal ? this_block.definition : rcvr.getMethod( self.blockSpec)&#xD;    ,blocks = this_block.isGlobal ? ide.stage.globalBlocks : rcvr.customBlocks&#xD; ;&#xD; &#xD; blocks.sort( (a,b) =&gt; a.category.localeCompare(b.category));//reorder acros categories    &#xD; shiftArrItem( blocks, def, shift);&#xD; // * force refresh *&#xD; ide.recordUnsavedChanges();&#xD; ide.flushPaletteCache();&#xD; ide.refreshPalette();&#xD;}&#xD;&#xD;BlockMorph.prototype.userMenu = function(){&#xD;let menu = this._userMenu()&#xD;   ,shiftClicked = world.currentKey === 16;&#xD;&#xD; if( !(this.isCustomBlock &amp;&amp; shiftClicked)) &#xD;   return menu;&#xD;&#xD; menu.addItem(&#xD;     "move to top ^",&#xD;     ()=&gt;moveBlock( this, Number.MIN_SAFE_INTEGER)&#xD; );&#xD; menu.addItem(&#xD;     "move up",&#xD;     ()=&gt;moveBlock( this, -1)&#xD; );&#xD; menu.addItem(&#xD;     "move down",&#xD;     ()=&gt;moveBlock( this, 1)&#xD; );&#xD; menu.addItem(&#xD;     "move to bottom _",&#xD;     ()=&gt;moveBlock( this, Number.MAX_SAFE_INTEGER)&#xD; );&#xD;&#xD;return menu;&#xD;}&#xD;</l></block><list></list></block></script><script></script></block></script><scripts><script x="832" y="139.63333333333327"><block s="doRun"><block s="reportJSFunction"><list></list><l>if( CustomCommandBlockMorph.prototype._userMenu){&#xD;  CustomCommandBlockMorph.prototype.userMenu = CustomCommandBlockMorph.prototype._userMenu;&#xD;  delete CustomCommandBlockMorph.prototype._userMenu&#xD;}</l></block><list></list><comment w="90" collapsed="false">v1.0 - just move to the top</comment></block><block s="doRun"><block s="reportJSFunction"><list></list><l>if( !CustomCommandBlockMorph.prototype._userMenu){&#xD;  CustomCommandBlockMorph.prototype._userMenu = CustomCommandBlockMorph.prototype.userMenu;&#xD;}&#xD;&#xD;&#xD;&#xD;CustomCommandBlockMorph.prototype.userMenu = function(){&#xD;var&#xD; shiftClicked = world.currentKey === 16 &#xD; ,menu = this._userMenu();&#xD;&#xD; menu.addItem(&#xD;     "move block to top",&#xD;     function (){&#xD;       var rcvr = this.scriptTarget(),&#xD;           ide = this.parentThatIsA(IDE_Morph),&#xD;           def = this.isGlobal ? this.definition : rcvr.getMethod(this.blockSpec),&#xD;           spec = def.spec;&#xD;    &#xD;       if (this.isGlobal) {&#xD;          ide.stage.globalBlocks = ide.stage.globalBlocks.filter(item =&gt; item !== def);&#xD;&#xD;          ide.stage.globalBlocks.unshift(def);&#xD;       } else {&#xD;          rcvr.customBlocks = rcvr.customBlocks.filter(item =&gt; item !== def);&#xD;          rcvr.customBlocks.unshift(def);&#xD;&#xD;       }&#xD;&#xD;       ide.flushPaletteCache();&#xD;       ide.refreshPalette();&#xD;       ide.recordUnsavedChanges();&#xD; &#xD;       }&#xD;    );&#xD;&#xD; menu.addItem(&#xD;     "move block up",&#xD;     function (){&#xD;       var rcvr = this.scriptTarget(),&#xD;           ide = this.parentThatIsA(IDE_Morph),&#xD;           def = this.isGlobal ? this.definition : rcvr.getMethod(this.blockSpec),&#xD;           spec = def.spec;&#xD;       if (this.isGlobal) {&#xD;          let newPos = ide.stage.globalBlocks.indexOf(def);&#xD;          ide.stage.globalBlocks = ide.stage.globalBlocks.filter(item =&gt; item !== def);&#xD;          ide.stage.globalBlocks.splice(newPos-1,0,def);&#xD;       } else {&#xD;          let newPos = rcvr.customBlocks.indexOf(def);&#xD;          rcvr.customBlocks = rcvr.customBlocks.filter(item =&gt; item !== def);&#xD;          rcvr.customBlocks.splice(newPos-1,0,def);&#xD;       }&#xD;&#xD;       ide.flushPaletteCache();&#xD;       ide.refreshPalette();&#xD;       ide.recordUnsavedChanges();&#xD; &#xD;       }&#xD;    );&#xD;&#xD; menu.addItem(&#xD;     "move block down",&#xD;     function (){&#xD;       var rcvr = this.scriptTarget(),&#xD;           ide = this.parentThatIsA(IDE_Morph),&#xD;           def = this.isGlobal ? this.definition : rcvr.getMethod(this.blockSpec),&#xD;           spec = def.spec;&#xD;       if (this.isGlobal) {&#xD;          let newPos = ide.stage.globalBlocks.indexOf(def);&#xD;          ide.stage.globalBlocks = ide.stage.globalBlocks.filter(item =&gt; item !== def);&#xD;          ide.stage.globalBlocks.splice(newPos+1,0,def);&#xD;       } else {&#xD;          let newPos = rcvr.customBlocks.indexOf(def);&#xD;          rcvr.customBlocks = rcvr.customBlocks.filter(item =&gt; item !== def);&#xD;          rcvr.customBlocks.splice(newPos+1,0,def);&#xD;          rcvr.customBlocks.shift(def);&#xD;       }&#xD;&#xD;       ide.flushPaletteCache();&#xD;       ide.refreshPalette();&#xD;       ide.recordUnsavedChanges();&#xD; &#xD;       }&#xD;    );&#xD;&#xD;return menu;&#xD;}&#xD;</l></block><list></list></block><block s="doRun"><block s="reportJSFunction"><list></list><l>if( CustomReporterBlockMorph.prototype._userMenu){&#xD;  CustomReporterBlockMorph.prototype.userMenu = CustomReporterBlockMorph.prototype._userMenu;&#xD;  delete CustomReporterBlockMorph.prototype._userMenu&#xD;}</l></block><list></list></block><block s="doRun"><block s="reportJSFunction"><list></list><l>if( !CustomReporterBlockMorph.prototype._userMenu){&#xD;  CustomReporterBlockMorph.prototype._userMenu = CustomReporterBlockMorph.prototype.userMenu;&#xD;}&#xD;&#xD;&#xD;&#xD;CustomReporterBlockMorph.prototype.userMenu = function(){&#xD;var&#xD; shiftClicked = world.currentKey === 16 &#xD; ,menu = this._userMenu();&#xD;&#xD; menu.addItem(&#xD;     "move block to top",&#xD;     function (){&#xD;       var rcvr = this.scriptTarget(),&#xD;           ide = this.parentThatIsA(IDE_Morph),&#xD;           def = this.isGlobal ? this.definition : rcvr.getMethod(this.blockSpec),&#xD;           spec = def.spec;&#xD;    &#xD;       if (this.isGlobal) {&#xD;          ide.stage.globalBlocks = ide.stage.globalBlocks.filter(item =&gt; item !== def);&#xD;          ide.stage.globalBlocks.unshift(def);&#xD;       } else {&#xD;          rcvr.customBlocks = rcvr.customBlocks.filter(item =&gt; item !== def);&#xD;          rcvr.customBlocks.unshift(def);&#xD;&#xD;       }&#xD;&#xD;       ide.flushPaletteCache();&#xD;       ide.refreshPalette();&#xD;       ide.recordUnsavedChanges();&#xD; &#xD;       }&#xD;    );&#xD;&#xD; menu.addItem(&#xD;     "move block up",&#xD;     function (){&#xD;       var rcvr = this.scriptTarget(),&#xD;           ide = this.parentThatIsA(IDE_Morph),&#xD;           def = this.isGlobal ? this.definition : rcvr.getMethod(this.blockSpec),&#xD;           spec = def.spec;&#xD;       if (this.isGlobal) {&#xD;          let newPos = ide.stage.globalBlocks.indexOf(def);&#xD;          ide.stage.globalBlocks = ide.stage.globalBlocks.filter(item =&gt; item !== def);&#xD;          ide.stage.globalBlocks.splice(newPos-1,0,def);&#xD;       } else {&#xD;          let newPos = rcvr.customBlocks.indexOf(def);&#xD;          rcvr.customBlocks = rcvr.customBlocks.filter(item =&gt; item !== def);&#xD;          rcvr.customBlocks.splice(newPos-1,0,def);&#xD;       }&#xD;&#xD;       ide.flushPaletteCache();&#xD;       ide.refreshPalette();&#xD;       ide.recordUnsavedChanges();&#xD; &#xD;       }&#xD;    );&#xD;&#xD; menu.addItem(&#xD;     "move block down",&#xD;     function (){&#xD;       var rcvr = this.scriptTarget(),&#xD;           ide = this.parentThatIsA(IDE_Morph),&#xD;           def = this.isGlobal ? this.definition : rcvr.getMethod(this.blockSpec),&#xD;           spec = def.spec;&#xD;       if (this.isGlobal) {&#xD;          let newPos = ide.stage.globalBlocks.indexOf(def);&#xD;          ide.stage.globalBlocks = ide.stage.globalBlocks.filter(item =&gt; item !== def);&#xD;          ide.stage.globalBlocks.splice(newPos+1,0,def);&#xD;       } else {&#xD;          let newPos = rcvr.customBlocks.indexOf(def);&#xD;          rcvr.customBlocks = rcvr.customBlocks.filter(item =&gt; item !== def);&#xD;          rcvr.customBlocks.splice(newPos+1,0,def);&#xD;          rcvr.customBlocks.shift(def);&#xD;       }&#xD;&#xD;       ide.flushPaletteCache();&#xD;       ide.refreshPalette();&#xD;       ide.recordUnsavedChanges();&#xD; &#xD;       }&#xD;    );&#xD;&#xD;return menu;&#xD;}&#xD;</l></block><list></list></block></script></scripts></block-definition><block-definition s="$find-1-0-0-0 %&apos;search block&apos; $in-1-0-0-0 $project-1-0-0-0" type="reporter" category="IDE tools"><comment x="0" y="0" w="270.75162760416674" collapsed="false">Finds each instance of a block or variable in a project and shows the script(s) it is in (minus any hat block)&#xD;&#xD;If you enter plain text, it will return scripts that contain that text.&#xD;&#xD;Note:  You need to right-click and ringify the block/variable being searched for&#xD;&#xD;Block by Cymplecy</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicOr"><list><block s="reportIsA"><block var="search block"/><l><option>text</option></l></block><block s="reportIsA"><block var="search block"/><l><option>number</option></l></block></list></block></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reifyReporter"><autolambda><block var="result"/></autolambda><list></list></block><l><option>blocks</option></l></block></block></list></block><script><block s="doSetVar"><l>search block</l><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block></block></script><script><block s="doSetVar"><l>search block</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="search block"/><l><option>blocks</option></l></block></block></block></script></block></script><list></list></block><block s="doSetVar"><l>result</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="key"/></block><l></l></list></block></autolambda><list></list></block><block s="reportCDR"><block var="key"/></block></block></autolambda><list><l>key</l></list></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="result"/></block><l>1</l></list></block></autolambda><list><l>result</l></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><block s="reportAskFor"><block var="sprite ref"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>name</option></l></block></autolambda><list></list></block><list></list></block></list></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block s="reportListAttribute"><l><option>flatten</option></l><block s="reportTextSplit"><block var="value"/><l><option>blocks</option></l></block></block><block var="search block"/></block></autolambda><list><l>value</l></list></block><block s="reportAskFor"><block var="sprite ref"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>scripts</option></l></block></autolambda><list></list></block><list></list></block></block></list></block></autolambda><list><l>sprite ref</l></list></block><block s="reportCONS"><block s="reportGet"><l><option>self</option></l></block><block s="reportCONS"><block s="reportGet"><l><option>stage</option></l></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportAskFor"><block var="all sprites"/><block s="reifyReporter"><autolambda><block s="reportGet"><l><option>parent</option></l></block></autolambda><list></list></block><list></list></block><l></l></list></block></autolambda><list><l>all sprites</l></list></block><block s="reportGet"><l><option>other sprites</option></l></block></block></block></block></block></block></block></block></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="%&apos;type&apos; of category %&apos;category&apos; (js)" type="reporter" category="IDE tools"><comment x="0" y="0" w="90" collapsed="false">Thk to cameron8299 for the block !</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true" irreplaceable="true" initial="1">color<options>color&#xD;RGBA</options></input><input type="%s" readonly="true" irreplaceable="true" initial="1">motion<options>function() {&#xD;  var sprite = SpriteMorph.prototype;&#xD;  var opts = [];&#xD;  opts = opts.concat(sprite.categories);&#xD;  opts.push(&apos;&#126;&apos;);&#xD;  opts = opts.concat(Array.from(sprite.customCategories.keys()));&#xD;  return opts.reduce((a,v) =&gt; ({...a, [v]: v}), {});&#xD;}</options></input></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>type</l><l>category</l></list><l>if (type != &apos;color&apos; &amp;&amp; type != &apos;RGBA&apos;) return;&#xD;var sprite = SpriteMorph.prototype, color;&#xD;if (sprite.categories.includes(category)) {&#xD;  color = sprite.blockColor[category];&#xD;} else if (sprite.customCategories.has(category)) {&#xD;  color = sprite.customCategories.get(category);&#xD;}&#xD;if (!color) return;&#xD;if (type == &apos;color&apos;) return color;&#xD;return new List([color.r, color.g, color.b, color.a]);</l></block><list><block var="type"/><block var="category"/></list></block></block></script></block-definition><block-definition s="set color of %&apos;category&apos; category to %&apos;color&apos; (js)" type="command" category="IDE tools"><comment x="0" y="0" w="90" collapsed="false">Thk to cameron8299 for the block !</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true" irreplaceable="true" initial="1">motion<options>function() {&#xD;  var sprite = SpriteMorph.prototype;&#xD;  var opts = [];&#xD;  opts = opts.concat(sprite.categories);&#xD;  opts.push(&apos;&#126;&apos;);&#xD;  opts = opts.concat(Array.from(sprite.customCategories.keys()));&#xD;  return opts.reduce((a,v) =&gt; ({...a, [v]: v}), {});&#xD;}</options></input><input type="%clr" initial="1"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="color"/><l><option>list</option></l></block><script><block s="doUntil"><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="color"/></block><l>3</l></list></block><script><block s="doAddToList"><l>0</l><block var="color"/></block></script></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="color"/></block><l>4</l></list></block><script><block s="doAddToList"><l>1</l><block var="color"/></block></script><list></list></block><block s="doSetVar"><l>color</l><block s="evaluate"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l><l>a</l></list><l>function validateChannel(value, def, min, max) {&#xD;  value = +value;&#xD;  if (isNaN(value)) value = def;&#xD;  return Math.max(min, Math.min(max, value));&#xD;}&#xD;r = validateChannel(r, 0, 0, 255);&#xD;g = validateChannel(g, 0, 0, 255);&#xD;b = validateChannel(b, 0, 0, 255);&#xD;a = validateChannel(a, 1, 0, 1);&#xD;return new Color(r, g, b, a);</l></block><block var="color"/></block></block></script><list></list></block><block s="doSetVar"><l>color</l><block s="evaluate"><block s="reportJSFunction"><list><l>color</l></list><l>if (!(color instanceof Color)) return new Color;&#xD;function validateChannel(value, def, min, max) {&#xD;  value = +value;&#xD;  if (isNaN(value)) value = def;&#xD;  return Math.max(min, Math.min(max, value));&#xD;}&#xD;var r = validateChannel(color.r, 0, 0, 255),&#xD;    g = validateChannel(color.g, 0, 0, 255),&#xD;    b = validateChannel(color.b, 0, 0, 255),&#xD;    a = validateChannel(color.a, 1, 0, 1);&#xD;return new Color(r, g, b, a);</l></block><list><block var="color"/></list></block></block><block s="doRun"><block s="reportJSFunction"><list><l>category</l><l>color</l></list><l>var sprite = SpriteMorph.prototype;&#xD;if (sprite.categories.includes(category)) {&#xD;  sprite.blockColor[category] = color;&#xD;} else if (sprite.customCategories.has(category)) {&#xD;  sprite.customCategories.set(category, color);&#xD;} else {&#xD;  return;&#xD;}</l></block><list><block var="category"/><block var="color"/></list></block><block s="doRun"><block s="reportJSFunction"><list></list><l>world.children[0].refreshIDE()</l></block><list></list></block></script></block-definition><block-definition s="refresh IDE" type="command" category="IDE tools"><comment x="0" y="0" w="404.8285714285716" collapsed="false">thk to cameron8299 for the block !</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reportJSFunction"><list></list><l>world.children[0].refreshIDE()</l></block><list></list></block></script></block-definition><block-definition s="Set %&apos;mime&apos; %&apos;q&apos; as def image" type="command" category="IDE tools"><header></header><code></code><translations></translations><inputs><input type="%s">image/webp<options>image/webp&#xD;image/webp-lossless&#xD;image/png&#xD;image/jpeg</options></input><input type="%s" initial="1">0.95</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>type</l><l>q</l></list><l>IDE_Morph.prototype.saveCanvasAs = function (canvas, fileName) {&#xD;  this.saveFileAs(canvas.toDataURL( type), type, fileName);&#xD;};&#xD;&#xD;Costume.prototype.toXML = function (serializer) {&#xD;    return serializer.format(&#xD;        &apos;&lt;costume name="@" center-x="@" center-y="@" image="@" &#126;/&gt;&apos;,&#xD;        this.name,&#xD;        this.rotationCenter.x,&#xD;        this.rotationCenter.y,&#xD;        this instanceof SVG_Costume ? this.contents.src&#xD;                : normalizeCanvas(this.contents).toDataURL( type, q)&#xD;    );&#xD;};</l></block><list><block var="mime"/><block var="q"/></list></block></script></block-definition><block-definition s="$flash remove duplicates from %&apos;data&apos;" type="reporter" category="lists"><comment x="0" y="0" w="208.99999999999997" collapsed="false">Reports a new list whose items are the same as in the input list, except that if two or more equal items appear in the input list, only the last one is kept in the result.</comment><header></header><code></code><translations>ca:elimina els duplicats de _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportApplyExtension"><l>dta_analyze(list)</l><list><block var="data"/></list></block></block></block></block></script></block-definition><block-definition s="item at col: %&apos;col&apos; line: %&apos;row&apos; of %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><block var="col"/><block s="reportListItem"><block var="row"/><block var="list"/></block></block></block></script></block-definition><block-definition s="%&apos;#&apos; for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><comment x="0" y="0" w="228.5714285714286" collapsed="false">This block carries out the given script for each item of the given list, like the primitive FOR EACH.&#xD;&#xD;What&apos;s different is that it provides the # variable, which will contain the item number in the list of each item in turn, 1 while processing item 1, and so on.</comment><header></header><code></code><translations>ca:_ per cada _ de _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%upvar"></input><input type="%l"></input><input type="%ca"></input></inputs><script><block s="doForEach"><l>inner item</l><block var="data"/><script><block s="doSetVar"><l>item</l><block var="inner item"/></block><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="New delete %&apos;recNo&apos; of %&apos;list&apos;" type="command" category="lists"><comment x="0" y="0" w="90" collapsed="false">Delete multiple records from a list&#xD;&#xD;recNo should be greater than 0 otherwise it will be ignored&#xD;&#xD;by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%mult%n"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="recNo"/><l><option>list</option></l></block><script><block s="doWarp"><script><block s="doForEach"><l>record</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><l></l><l>0</l></list></block></autolambda><list></list></block><custom-block s="$flash sort %l ordering with %predRing"><block var="recNo"/><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><l></l><l></l></list></block></autolambda><list></list></block></custom-block></block><script><block s="doDeleteFromList"><block var="record"/><block var="list"/></block></script></block></script></block></script><list></list></block></script></block-definition><block-definition s="$flash sort %&apos;data&apos; ordering with %&apos;function&apos;" type="reporter" category="lists"><comment x="0" y="0" w="161.14285714285708" collapsed="false">Reports a sorted version of the list in its first input slot, using the comparison function in the second input slot.  For a list of numbers, using &lt; as the comparison function will sort from low to high; using &gt; will sort from high to low.</comment><header></header><code></code><translations>ca:ordena _ segons criteri _&#xD;pl:$flash sortuj _ za pomocą _&#xD;</translations><inputs><input type="%l"></input><input type="%predRing"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>lst_sort(list, fn)</l><list><block var="data"/><block var="function"/></list></block></block></script></block-definition><block-definition s="$flash assoc %&apos;key&apos; %&apos;a-list&apos;" type="reporter" category="lists"><comment x="0" y="0" w="289.3333333333333" collapsed="false">The second input is an &quot;association list,&quot; a list of two-item lists.  Each of those smaller lists has a &quot;key&quot; as its first item and a &quot;value&quot; as its second.  ASSOC reports the first key-value pair in the association list whose key matches the first input.</comment><header></header><code></code><translations>ca:associació _ _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportAtomicFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="key"/><block s="reportListItem"><l>1</l><l/></block></list></block></autolambda><list></list></block><block var="a-list"/></block></block></script></block-definition><block-definition s="new reshape %&apos;#1&apos; to %&apos;#2&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%mult%n" initial="2">4&#xD;3</input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicNotEquals"><list><block var="#2"/><block s="reportNewList"><list><l>0</l></list></block></list></block><block s="reportReshape"><block var="#1"/><block var="#2"/></block><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="%&apos;value&apos;" type="reporter" category="Local blocks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doReport"><block var="value"/></block></script></block-definition><block-definition s="prev costume" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><block s="reportIfElse"><block s="reportVariadicNotEquals"><list><block s="getCostumeIdx"></block><l>1</l></list></block><block s="reportDifference"><block s="getCostumeIdx"></block><l>1</l></block><block s="reportListAttribute"><l><option>length</option></l><block s="reportGet"><l><option>costumes</option></l></block></block></block></block></script></block-definition><block-definition s="add %&apos;cst&apos; to my costumes" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%obj"></input></inputs><script><block s="doAddToList"><block var="cst"/><block s="reportGet"><l><option>costumes</option></l></block></block></script></block-definition><block-definition s="costume from commands (expand stage before? %&apos;expand&apos; ) %&apos;commands&apos;" type="reporter" category="looks"><comment x="0" y="0" w="134.28571428571436" collapsed="false">Return a costume from commands.Last position will be the pivot.&#xD;&#xD;ex:&#xD;goto 0,0&#xD;pen down&#xD;move 10&#xD;rotate 90&#xD;move 10&#xD;&#xD;By Loucheman</comment><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;ca:vestit amb el text _ i mida _&#xD;</translations><inputs><input type="%b" initial="1">true</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>pen state</l><l>current stage scale</l></list></block><block s="doIf"><block var="expand"/><script><block s="doSetVar"><l>current stage scale</l><custom-block s="setting %s"><l>Stage scale</l></custom-block></block><custom-block s="set value %s to %s"><l>Stage scale</l><l>2</l></custom-block></script><list></list></block><block s="doWait"><l>0.1</l></block><block s="doWarp"><script><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>pen state</l><block s="getPenDown"></block></block><block s="up"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doRun"><block var="commands"/><list></list></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doIf"><block var="pen state"/><script><block s="down"></block></script><list><l><bool>true</bool></l><script><block s="up"></block></script></list></block><block s="doIf"><block var="expand"/><script><custom-block s="set value %s to %s"><l>Stage scale</l><block var="current stage scale"/></custom-block></script><list></list></block><block s="doReport"><block var="costume"/></block></script></block></script></block-definition><block-definition s="export costume list %&apos;costumes&apos; base name %&apos;name&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s">frame</input></inputs><script><block s="doDeclareVariables"><list><l>count</l></list></block><block s="doSetVar"><l>count</l><block s="reportListAttribute"><l><option>length</option></l><block var="costumes"/></block></block><block s="doForEach"><l>item</l><block s="reportListAttribute"><l><option>reverse</option></l><block var="costumes"/></block><script><block s="doApplyExtension"><l>cst_export(cst, name)</l><list><block var="item"/><block s="reportJoinWords"><list><block var="name"/><l> (</l><block var="count"/><l>)</l></list></block></list></block><block s="doChangeVar"><l>count</l><l>-1</l></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="count"/><l>10</l></block><l>0</l></list></block><script><block s="doWait"><l>1</l></block></script><list></list></block></script></block></script></block-definition><block-definition s="costume from text %&apos;text&apos; size %&apos;size&apos; (center pivot)" type="reporter" category="looks"><header></header><code></code><translations>de:Kostüm aus Text _ Größe _&#xD;pt:um traje com o texto _ de tamanho _&#xD;</translations><inputs><input type="%s">A</input><input type="%n">72</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l></list></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="getCostumeIdx"></block></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSwitchToCostume"><l><option>Turtle</option></l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="gotoXY"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><l>0</l></block><block s="write"><block var="text"/><block var="size"/></block><block s="gotoXY"><block s="reportQuotient"><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="xPosition"></block></list></block><l>2</l></block><l>0</l></block><block s="doSetVar"><l>costume</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doRun"><block s="reportJSFunction"><list><l>costume</l><l>name</l></list><l>costume.name = name;</l></block><list><block var="costume"/><block var="text"/></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><block var="trails"/></block><block s="doStamp"></block><block s="doSwitchToCostume"><block var="cst"/></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="setHeading"><block var="dir"/></block><block s="doReport"><block var="costume"/></block></script><scripts><script x="218.57142857142858" y="250.5476190476189"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block></script></scripts></block-definition><block-definition s="new %&apos;color&apos; costume w %&apos;w&apos; h %&apos;h&apos;" type="reporter" category="looks"><comment x="0" y="0" w="314.65714285714284" collapsed="false">Return a new costume of the color of your choice.&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%clr"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>rgb</l></list></block><block s="doSetVar"><l>rgb</l><block s="reportTextSplit"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="reportJoinWords"><list><block var="color"/></list></block><l>rgba(</l></block></block><l>)</l></block></block><l>,</l></block></block><block s="doReport"><block s="reportNewCostume"><block s="reportReshape"><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="rgb"/></block><block s="reportListItem"><l>2</l><block var="rgb"/></block><block s="reportListItem"><l>3</l><block var="rgb"/></block><l>255</l></list></block><list><block s="reportVariadicProduct"><list><block var="w"/><block var="h"/></list></block><l>4</l></list></block><block var="w"/><block var="h"/></block></block></script></block-definition><block-definition s="Show all sprites" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doForEach"><l>sprites</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doTellTo"><block var="sprites"/><block s="reifyScript"><script><block s="show"></block></script><list></list></block><list></list></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="Hide all sprites" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doTellTo"><l>Stage</l><block s="reifyScript"><script><block s="doForEach"><l>sprites</l><block s="reportGet"><l><option>other sprites</option></l></block><script><block s="doTellTo"><block var="sprites"/><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block></script></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="button costume from text %&apos;text&apos; size %&apos;size&apos; MarX %&apos;MarX&apos; MarY %&apos;MarY&apos; pen size %&apos;PenS&apos; box color %&apos;boxColor&apos; bg color %&apos;BgC&apos; txt color %&apos;TxC&apos; PivotX %&apos;PivotX&apos; PivotY %&apos;PivotY&apos;" type="reporter" category="looks"><comment x="0" y="0" w="155.83333333333334" collapsed="false">Button costume from text v1.1&#xD;By Loucheman&#xD;&#xD;Create a costume for any button you want !&#xD;&#xD;text: text on the button&#xD;Size: size of text &#xD;MarX: left and right margin to increase the width of the button&#xD;MarY: save as MarX but fot height&#xD;pensize: thickness of the line&#xD;&#xD;Thk Dardoro for the color picker functionality.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Button</input><input type="%n">20</input><input type="%n">20</input><input type="%n">10</input><input type="%n">5</input><input type="%clr"></input><input type="%clr"></input><input type="%clr"></input><input type="%txt" readonly="true">center<options>left&#xD;center&#xD;right</options></input><input type="%txt" readonly="true">center<options>upper&#xD;center&#xD;bottom</options></input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>MarginX</l><l>MarginY</l><l>PenSize</l><l>SavePensize</l><l>SavePenColor</l></list></block><block s="doSetVar"><l>MarginX</l><block var="MarX"/></block><block s="doSetVar"><l>MarginY</l><block var="MarY"/></block><block s="doSetVar"><l>PenSize</l><block var="PenS"/></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>SavePenColor</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="getPenAttribute"><l><option>transparency</option></l></block></list></block></block><block s="doSetVar"><l>SavePensize</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="setSize"><block var="PenSize"/></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doDeclareVariables"><list><l>UpperLeftCorner</l><l>BottomRightCorner</l></list></block><block s="doSetVar"><l>UpperLeftCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block></list></block></block><block s="doSetVar"><l>BottomRightCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="PenSize"/></list></block><block var="MarginX"/></list></block><block s="reportVariadicProduct"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="text"/></block><custom-block s="letter width at size %n"><block var="size"/></custom-block></list></block></list></block><block var="MarginX"/></list></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="PenSize"/></block><block var="MarginY"/></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><block var="MarginY"/></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block><l>1</l></block></list></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block></script><scripts><script x="412" y="903.1999999999999"><block s="setColor"><color>16,4,0,1</color></block></script></scripts></block-definition><block-definition s="export costume %&apos;costume&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input></inputs><script><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><block var="costume"/><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block><block var="costume"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></block><block s="doIf"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><script><block s="doApplyExtension"><l>cst_export(cst, name)</l><list><block var="costume"/><l></l></list></block></script><list></list></block></script></block-definition><block-definition s="set name of costume %&apos;costume&apos; to %&apos;name&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input><input type="%s">thing</input></inputs><script><block s="doSetVar"><l>costume</l><block s="reportIfElse"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><block var="costume"/><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportGetImageAttribute"><l><option>name</option></l><l></l></block><block var="costume"/></list></block></autolambda><list></list></block><block s="reportGet"><l><option>costumes</option></l></block></block></block></block><block s="doIf"><block s="reportIsA"><block var="costume"/><l><option>costume</option></l></block><script><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block var="costume"/><block var="name"/></list></block></script><list></list></block></script></block-definition><block-definition s="set cursor %&apos;which&apos;" type="command" category="looks" space="true"><comment x="0" y="0" w="214.0712239583334" collapsed="false">Selects the specified costume for the cursor.</comment><header></header><code></code><translations></translations><inputs><input type="%s">pointer<options>auto&#xD;cell&#xD;copy&#xD;crosshair&#xD;default&#xD;grab&#xD;grabbing&#xD;help&#xD;move&#xD;not-allowed&#xD;pointer&#xD;progress&#xD;text&#xD;wait&#xD;zoom-in&#xD;zoom-out&#xD;n-resize&#xD;s-resize&#xD;e-resize&#xD;w-resize&#xD;ne-resize&#xD;se-resize&#xD;nw-resize&#xD;sw-resize</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/SciSnap3Extensions.js</l></list></block><block s="doApplyExtension"><l>SciS_setCursor(cur,proc)</l><list><block var="which"/><l></l></list><comment w="183.8461538461538" collapsed="false">Many thanks to helicoptur on the Snap! user forum!</comment></block></script></block-definition><block-definition s="think %&apos;msg&apos; for %&apos;time&apos; secs or until %&apos;pred&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s">Hello!</input><input type="%n">2</input><input type="%boolUE" initial="1"></input></inputs><script><block s="doThink"><block var="msg"/></block><custom-block s="wait for %n secs or until %boolUE"><block var="time"/><block s="evaluate"><block var="pred"/><list></list></block></custom-block><block s="doThink"><l></l></block></script><scripts><comment x="364.06269531249995" y="72.69999999999999" w="90" collapsed="false">Thl to cymplecy and mark4sisb for the block !</comment></scripts></block-definition><block-definition s="say %&apos;msg&apos; for %&apos;time&apos; secs or until %&apos;pred&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s">Hello!</input><input type="%n">2</input><input type="%boolUE" initial="1"></input></inputs><script><block s="bubble"><block var="msg"/></block><custom-block s="wait for %n secs or until %boolUE"><block var="time"/><block s="evaluate"><block var="pred"/><list></list></block></custom-block><block s="bubble"><l></l></block></script><scripts><comment x="351.15791015624995" y="104.69999999999999" w="90" collapsed="false">Thl to cymplecy and mark4sisb for the block !</comment></scripts></block-definition><block-definition s="button costume from text %&apos;text&apos; size %&apos;size&apos; MarX %&apos;MarX&apos; MarY %&apos;MarY&apos; pen size %&apos;PenS&apos; box color %&apos;boxColor&apos; bg color %&apos;BgC&apos; txt color %&apos;TxC&apos; PivotX %&apos;PivotX&apos; PivotY %&apos;PivotY&apos; Text X Offset %&apos;TextXOffset&apos;" type="reporter" category="looks"><comment x="0" y="0" w="155.83333333333334" collapsed="false">Button costume from text v1.2&#xD;By Loucheman&#xD;&#xD;Create a costume for any button you want !&#xD;&#xD;text: text on the button&#xD;Size: size of text &#xD;MarX: left and right margin to increase the width of the button&#xD;MarY: save as MarX but fot height&#xD;pensize: thickness of the line&#xD;&#xD;Thk Dardoro for the color picker functionality.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Button</input><input type="%n">20</input><input type="%n">20</input><input type="%n">10</input><input type="%n">5</input><input type="%clr"></input><input type="%clr"></input><input type="%clr"></input><input type="%txt" readonly="true">center<options>left&#xD;center&#xD;right</options></input><input type="%txt" readonly="true">center<options>upper&#xD;center&#xD;bottom</options></input><input type="%n" initial="1">0</input></inputs><script><block s="doDeclareVariables"><list><l>costume</l><l>x</l><l>y</l><l>dir</l><l>cst</l><l>trails</l><l>MarginX</l><l>MarginY</l><l>PenSize</l><l>SavePensize</l><l>SavePenColor</l></list></block><block s="doSetVar"><l>MarginX</l><block var="MarX"/></block><block s="doSetVar"><l>MarginY</l><block var="MarY"/></block><block s="doSetVar"><l>PenSize</l><block var="PenS"/></block><block s="doSetVar"><l>x</l><block s="xPosition"></block></block><block s="doSetVar"><l>y</l><block s="yPosition"></block></block><block s="doSetVar"><l>dir</l><block s="direction"></block></block><block s="doSetVar"><l>cst</l><block s="reportGet"><l><option>costume</option></l></block></block><block s="doSetVar"><l>SavePenColor</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="getPenAttribute"><l><option>transparency</option></l></block></list></block></block><block s="doSetVar"><l>SavePensize</l><block s="getPenAttribute"><l><option>size</option></l></block></block><block s="setSize"><block var="PenSize"/></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>trails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doDeclareVariables"><list><l>UpperLeftCorner</l><l>BottomRightCorner</l></list></block><block s="doSetVar"><l>UpperLeftCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block></list></block></block><block s="doSetVar"><l>BottomRightCorner</l><block s="reportNewList"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block var="PenSize"/></list></block><block var="MarginX"/></list></block><block s="reportVariadicProduct"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="text"/></block><custom-block s="letter width at size %n"><block var="size"/></custom-block></list></block></list></block><block var="MarginX"/></list></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></list></block><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block var="PenSize"/></block><block var="MarginY"/></block><custom-block s="letter height at size %n"><block var="size"/></custom-block></block><block var="MarginY"/></block><block s="reportRound"><block s="reportQuotient"><block var="PenSize"/><l>2</l></block></block></block><l>1</l></block></list></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block var="UpperLeftCorner"/></block><block s="reportListItem"><l>2</l><block var="UpperLeftCorner"/></block></block></script><scripts><script x="412" y="903.199999999996"><block s="setColor"><color>16,4,0,1</color></block></script></scripts></block-definition><block-definition s="rotated cst of %&apos;cst&apos;" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="cst"/><l><option>costume</option></l></block></block><script><custom-block s="error %s"><l>Not a cst !</l></custom-block></script><list></list></block><block s="doReport"><block s="reportNewCostume"><block s="reportListAttribute"><l><option>flatten</option></l><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportGetImageAttribute"><l><option>colors</option></l><block var="cst"/></block></block></block></block><block s="reportGetImageAttribute"><l><option>height</option></l><block var="cst"/></block><block s="reportGetImageAttribute"><l><option>width</option></l><block var="cst"/></block></block></block></script></block-definition><block-definition s="simple message %&apos;message&apos; for %&apos;sec&apos; sec" type="command" category="looks"><comment x="0" y="0" w="148.33333333333334" collapsed="false">Display a message on the screen&#xD;&#xD;By Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%mlt">This is a message !</input><input type="%n" initial="1">2</input></inputs><script><block s="doTellTo"><block s="reportObject"><custom-block s="%s"><l>_msgClone_</l></custom-block></block><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block><block s="doTellTo"><block s="newClone"><l><option>Turtle sprite</option></l></block><block s="reifyScript"><script><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block s="reportGet"><l><option>self</option></l></block><l>_msgClone_</l></list></block><block s="gotoXY"><l>-60</l><l>-30</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><block var="message"/></block><block s="doWait"><block var="sec"/></block><block s="removeClone"></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="simple message %&apos;message&apos; (click to continue)" type="command" category="looks"><comment x="0" y="0" w="148.33333333333334" collapsed="false">Display a message on the screen&#xD;&#xD;By Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%mlt">This is a message !</input></inputs><script><block s="doTellTo"><block s="reportObject"><custom-block s="%s"><l>_msgClone_</l></custom-block></block><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block><block s="doTellTo"><block s="newClone"><l><option>Turtle sprite</option></l></block><block s="reifyScript"><script><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block s="reportGet"><l><option>self</option></l></block><l>_msgClone_</l></list></block><block s="gotoXY"><l>-60</l><l>-30</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><block s="reportJoinWords"><list><block var="message"/><block s="reportUnicodeAsLetter"><l>10</l></block><block s="reportUnicodeAsLetter"><l>10</l></block><l>(Click to continue)</l></list></block></block><block s="doWaitUntil"><block s="reportVariadicAnd"><list><block s="reportMouseDown"></block><custom-block s="On Stage position: %l"><block s="reportNewList"><list><block s="reportMouseX"></block><block s="reportMouseY"></block></list></block></custom-block></list></block></block><block s="doWaitUntil"><block s="reportNot"><block s="reportMouseDown"></block></block></block><block s="removeClone"></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="simple message %&apos;message&apos; at x: %&apos;x&apos; y: %&apos;y&apos; for %&apos;sec&apos; sec" type="command" category="looks"><comment x="0" y="0" w="148.33333333333334" collapsed="false">Display a message on the screen&#xD;&#xD;By Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%mlt">This is a message !</input><input type="%n" initial="1">0</input><input type="%n" initial="1">0</input><input type="%n" initial="1">2</input></inputs><script><block s="doTellTo"><block s="reportObject"><custom-block s="%s"><l>_msgClone_</l></custom-block></block><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block><block s="doTellTo"><block s="newClone"><l><option>Turtle sprite</option></l></block><block s="reifyScript"><script><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block s="reportGet"><l><option>self</option></l></block><l>_msgClone_</l></list></block><block s="doGotoObject"><block s="reportVariadicSum"><list><block s="reportNewList"><list><l>-60</l><l>-30</l></list></block><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></list></block></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><block s="bubble"><block var="message"/></block><block s="doWait"><block var="sec"/></block><block s="removeClone"></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="set y to random position" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setYPosition"><block s="reportRandom"><block s="reportDifference"><block s="reportAttributeOf"><l><option>top</option></l><l>Stage</l></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportGet"><l><option>top</option></l></block><block s="yPosition"></block></block></block></block><block s="reportVariadicSum"><list><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportGet"><l><option>bottom</option></l></block><block s="yPosition"></block></block></block></list></block></block></block></script></block-definition><block-definition s="animate %&apos;attribute&apos; by %&apos;delta&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion" space="true"><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>x position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>y position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>direction</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>size</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>tempo</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>volume</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>balance</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reportListItem"><l>1</l><block var="accessors"/></block><block s="reportListItem"><l>2</l><block var="accessors"/></block><block var="delta"/><block var="duration"/><block var="func"/></custom-block></script></block-definition><block-definition s="animate %&apos;attribute&apos; to this value %&apos;value&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Remixed by Loucheman</comment><header></header><code></code><translations>de:animiere _ um _ in _ Sek. beschleunigt: _&#xD;ca:modifica _ amb _ en _ segons de forma _&#xD;pt:anima _ de _ em _ s de forma _&#xD;</translations><inputs><input type="%s" readonly="true">x position<options>x position&#xD;y position&#xD;direction&#xD;size&#xD;ghost effect&#xD;color effect&#xD;saturation effect&#xD;brightness effect&#xD;fisheye effect&#xD;whirl effect&#xD;pixelate effect&#xD;mosaic effect&#xD;negative effect&#xD;tempo&#xD;volume&#xD;balance</options></input><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>accessors</l><l>func</l></list></block><block s="doSetVar"><l>accessors</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>x position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setXPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="xPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>y position</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setYPosition"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="yPosition"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>direction</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setHeading"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="direction"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>size</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setScale"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getScale"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>tempo</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="doSetTempo"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getTempo"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>volume</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setVolume"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getVolume"></block></autolambda><list></list></block></list></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="attribute"/><l>balance</l></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setPan"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPan"></block></autolambda><list></list></block></list></block><block s="reportNewList"><list><block s="reifyScript"><script><block s="setEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getEffect"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="attribute"/><l> </l></block></block></block></autolambda><list></list></block></list></block></block></block></block></block></block></block></block><comment w="90" collapsed="false">too lazy to remove item 1 of each lists...</comment></block><custom-block s="animate %s by %n in %n secs easing %s"><block var="attribute"/><block s="reportDifference"><block var="value"/><block s="evaluate"><block s="reportListItem"><l>2</l><block var="accessors"/></block><list></list></block></block><block var="duration"/><block var="easing"/></custom-block></script></block-definition><block-definition s="glide to %&apos;sprite&apos; in %&apos;sec&apos; sec easing %&apos;easing&apos;" type="command" category="motion"><comment x="0" y="0" w="232.39999999999995" collapsed="false">Glide to sprite or coordinate&#xD;&#xD;Block by Loucheman v1.1</comment><header></header><code></code><translations></translations><inputs><input type="%s">sprite<options>§_objectsMenu</options></input><input type="%n">1</input><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doIf"><block s="reportIsA"><block s="reportObject"><block var="sprite"/></block><l><option>sprite</option></l></block><script><block s="doSetVar"><l>sprite</l><block s="reportObject"><block var="sprite"/></block></block></script><list></list></block><block s="doFaceTowards"><block var="sprite"/></block><custom-block s="glide %n in %n secs easing %s"><custom-block s="distance between %s %s"><block var="sprite"/><block s="reportGet"><l><option>self</option></l></block></custom-block><block var="sec"/><block var="easing"/></custom-block></script></block-definition><block-definition s="glide %&apos;duration&apos; secs to x: %&apos;x&apos; y: %&apos;y&apos; easing %&apos;easing&apos;" type="command" category="motion"><comment x="0" y="0" w="224.00000000000003" collapsed="false">Thk to ego-lay_atman-bay for the block !</comment><header></header><code></code><translations>de:gleite _ in _ Sek. beschleunigt: _&#xD;ca:llisca _ en _ segons de forma _&#xD;fr:glisser _ en _ sec. accélérer _&#xD;pt:desliza _ em _ s de forma _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">0</input><input type="%n">0</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><custom-block s="animate setter %cmdRing getter %repRing delta %n over %n secs easing %repRing"><block s="reifyScript"><script><block s="doGotoObject"><l></l></block></script><list></list></block><block s="reifyReporter"><autolambda><block s="getPosition"></block></autolambda><list></list></block><block s="reportVariadicProduct"><list><block s="reportRelationTo"><l><option>distance</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block><block s="reportNewList"><list><block s="reportMonadic"><l><option>sin</option></l><block s="reportRelationTo"><l><option>direction</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></block><block s="reportMonadic"><l><option>cos</option></l><block s="reportRelationTo"><l><option>direction</option></l><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></block></list></block></list></block><block var="duration"/><custom-block s="easing %txt"><block var="easing"/></custom-block></custom-block></script></block-definition><block-definition s="glide %&apos;steps&apos; in %&apos;duration&apos; secs easing %&apos;easing&apos;" type="command" category="motion"><header></header><code></code><translations>de:gleite _ in _ Sek. beschleunigt: _&#xD;ca:llisca _ en _ segons de forma _&#xD;fr:glisser _ en _ sec. accélérer _&#xD;pt:desliza _ em _ s de forma _&#xD;</translations><inputs><input type="%n">50</input><input type="%n">1</input><input type="%s" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doDeclareVariables"><list><l>destX</l><l>destY</l><l>end time</l><l>deltaX</l><l>deltaY</l><l>func</l></list></block><block s="forward"><block var="steps"/></block><block s="doSetVar"><l>destX</l><block s="xPosition"></block></block><block s="doSetVar"><l>destY</l><block s="yPosition"></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="steps"/><l>-1</l></list></block></block><block s="doSetVar"><l>end time</l><block s="reportVariadicSum"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></list></block></block><block s="doSetVar"><l>deltaX</l><block s="reportDifference"><block var="destX"/><block s="xPosition"></block></block></block><block s="doSetVar"><l>deltaY</l><block s="reportDifference"><block var="destY"/><block s="yPosition"></block></block></block><block s="doIfElse"><block s="reportIsA"><block var="easing"/><l><option>reporter</option></l></block><script><block s="doSetVar"><l>func</l><block var="easing"/></block></script><script><block s="doSetVar"><l>func</l><custom-block s="easing %txt"><block var="easing"/></custom-block></block></script></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="end time"/></list></block><script><block s="setXPosition"><block s="reportDifference"><block var="destX"/><block s="reportVariadicProduct"><list><block var="deltaX"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></block><block s="setYPosition"><block s="reportDifference"><block var="destY"/><block s="reportVariadicProduct"><list><block var="deltaY"/><block s="evaluate"><block var="func"/><list><block s="reportQuotient"><block s="reportDifference"><block var="end time"/><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="reportVariadicProduct"><list><block var="duration"/><l>1000</l></list></block></block></list></block></list></block></block></block></script></block><block s="gotoXY"><block var="destX"/><block var="destY"/></block></script></block-definition><block-definition s="glide %&apos;span&apos; secs to x: %&apos;x&apos; y: %&apos;y&apos; and stop when %&apos;pred&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">10</input><input type="%n">0</input><input type="%n">0</input><input type="%boolUE" initial="1"></input></inputs><script><block s="doDeclareVariables"><list><l>pos</l><l>start</l><l>fract</l></list></block><block s="doSetVar"><l>pos</l><block s="getPosition"></block></block><block s="doSetVar"><l>start</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doUntil"><block s="reportVariadicOr"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="fract"/><l>1</l></list></block><block s="evaluate"><block var="pred"/><list></list></block></list></block><script><block s="doSetVar"><l>fract</l><block s="reportQuotient"><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="start"/></block><block s="reportVariadicProduct"><list><block var="span"/><l>1000</l></list></block></block></block><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="pos"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block><block var="pos"/></block><block var="fract"/></list></block></list></block></block></script></block><block s="doIf"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="gotoXY"><block var="x"/><block var="y"/></block></script><list></list></block></script><scripts><comment x="384.35400390625" y="90.8083333333334" w="90" collapsed="false">Thl to cymplecy and mark4sisb for the block !</comment></scripts></block-definition><block-definition s="jump %&apos;dist&apos; in %&apos;delay&apos; sec (size variation %&apos;sv&apos; y variation %&apos;yv&apos; )" type="command" category="motion" space="true"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">140</input><input type="%n" initial="1">0.2</input><input type="%n" initial="1">20</input><input type="%n" initial="1">20</input></inputs><script><block s="fork"><block s="reifyScript"><script><custom-block s="animate %s by %n in %n secs easing %s"><l>x position</l><block var="dist"/><block var="delay"/><l>linear</l></custom-block></script><list></list></block><list></list></block><block s="fork"><block s="reifyScript"><script><custom-block s="animate %s by %n in %n secs easing %s"><l>y position</l><block var="yv"/><block s="reportDifference"><block var="delay"/><block s="reportQuotient"><block var="delay"/><l>3</l></block></block><l>quadratic-in</l></custom-block><custom-block s="animate %s by %n in %n secs easing %s"><l>y position</l><block s="reportMonadic"><l><option>neg</option></l><block var="yv"/></block><block s="reportQuotient"><block var="delay"/><l>3</l></block><l>quadratic-in</l></custom-block></script><list></list></block><list></list></block><block s="fork"><block s="reifyScript"><script><custom-block s="animate %s by %n in %n secs easing %s"><l>size</l><block var="sv"/><block s="reportDifference"><block var="delay"/><block s="reportQuotient"><block var="delay"/><l>3</l></block></block><l>quadratic-in</l></custom-block><custom-block s="animate %s by %n in %n secs easing %s"><l>size</l><block s="reportMonadic"><l><option>neg</option></l><block var="sv"/></block><block s="reportQuotient"><block var="delay"/><l>3</l></block><l>quadratic-in</l></custom-block></script><list></list></block><list></list></block><block s="doWait"><block s="reportVariadicSum"><list><block var="delay"/><block s="reportQuotient"><block var="delay"/><l>3</l></block></list></block></block></script></block-definition><block-definition s="turn around x %&apos;x&apos; y %&apos;y&apos; radius %&apos;MyRadius&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">0</input><input type="%n">130</input></inputs><script><custom-block s="for %upvar = %n step %n to %n %cs"><l>angle</l><l>0</l><l>2</l><l>359</l><script><custom-block s="let %upvar be %s"><l>position relative to 0,0</l><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block var="MyRadius"/><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportQuotient"><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><l>2</l><block var="angle"/></list></block><l>360</l></block></custom-block></block></list></block><block s="reportVariadicProduct"><list><block var="MyRadius"/><block s="reportMonadic"><l><option>cos</option></l><custom-block s="degrees %n"><block s="reportQuotient"><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><l>2</l><block var="angle"/></list></block><l>360</l></block></custom-block></block></list></block></list></block></custom-block><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="position relative to 0,0"/><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></list></block></block></script></custom-block></script></block-definition><block-definition s="Initialize TuneScope" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l>TuneScope Initializing...</l></block><custom-block s="Load TuneScope Primitives"></custom-block><block s="bubble"><l></l></block></script></block-definition><block-definition s="Set Instrument To %&apos;Instrument Name&apos;" type="command" category="other"><comment x="0" y="0" w="226.9811662946428" collapsed="false">Sets the global instrument used for playing notes.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_setinst(name)</l><list><block var="Instrument Name"/></list></block></script></block-definition><block-definition s="Set Volume To %&apos;Percent&apos; %" type="command" category="other"><comment x="0" y="0" w="236.57142857142844" collapsed="false">Sets the global volume to the selected percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%n">50</input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_setvol(percent)</l><list><block var="Percent"/></list></block></script></block-definition><block-definition s="Set Instrument %&apos;Instrument&apos; Volume to %&apos;VolumePercent&apos; %" type="command" category="other"><comment x="0" y="0" w="353.7142857142858" collapsed="false">Sets the default volume of the selected instrument to the specified percentage.</comment><header></header><code></code><translations></translations><inputs><input type="%txt" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%n">50</input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_setinstvol(name, percent)</l><list><block var="Instrument"/><block var="VolumePercent"/></list></block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos; and Wait" type="command" category="other"><comment x="0" y="0" w="315.8571428571429" collapsed="false">Plays the selected note for the specified musical duration. This block waits for the selected note to finish playing before moving to the next block.&#xD;&#xD;Notes may be entered as Scientific Pitch Notation (eg. C4) or as MIDI numbers.&#xD;&#xD;Note durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%txt"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Play Note %s for Duration %s"><custom-block s="Convert Note %s to MIDI"><block var="Note"/></custom-block><block var="Duration"/></custom-block><custom-block s="Rest for Note Duration %s"><block var="Duration"/></custom-block></script></block-definition><block-definition s="Play Note %&apos;Note&apos; for Duration %&apos;Duration&apos;" type="command" category="other"><comment x="0" y="0" w="333.3128348214286" collapsed="false">Plays the selected note for the specified musical duration. &#xD;&#xD;Notes may be entered as Scientific Pitch Notation (eg. C4) or as MIDI numbers.&#xD;&#xD;Note durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_playnote(note, duration)</l><list><block s="reportIfElse"><block s="reportIsA"><block var="Note"/><l><option>number</option></l></block><custom-block s="Convert MIDI %n to Note using %s"><block var="Note"/><l>Sharps</l></custom-block><block var="Note"/></block><block s="reportIfElse"><block s="reportIsA"><block var="Duration"/><l><option>number</option></l></block><block s="reportVariadicProduct"><list><block var="Duration"/><block s="reportVariadicProduct"><list><l>4</l><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></list></block><custom-block s="Note Duration %txt at Current Tempo"><block var="Duration"/></custom-block></block></list></block></script></block-definition><block-definition s="Play Chord %&apos;Chord&apos; for Duration %&apos;Duration&apos;" type="command" category="other"><comment x="0" y="0" w="160" collapsed="false">Plays a list of notes simultaneously for the specified musical duration.&#xD;&#xD;Chords must be entered as a list.&#xD;&#xD;Durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doForEach"><l>item</l><block var="Chord"/><script><custom-block s="Play Note %s for Duration %s"><block var="item"/><block var="Duration"/></custom-block></script></block></script></block-definition><block-definition s="Rest for Note Duration %&apos;Duration&apos;" type="command" category="other"><comment x="0" y="0" w="90" collapsed="false">Waits for the selected musical duration.&#xD;&#xD;Durations may be entered as duration names (eg. half, quarter, etc...) or as numerical values (eg. .5, .25, etc...)</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doWait"><block s="reportIfElse"><block s="reportIsA"><block var="Duration"/><l><option>number</option></l></block><block s="reportVariadicProduct"><list><block var="Duration"/><block s="reportVariadicProduct"><list><l>4</l><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></list></block><custom-block s="Note Duration %txt at Current Tempo"><block var="Duration"/></custom-block></block></block></script></block-definition><block-definition s="Note Duration %&apos;Note Duration&apos; at Current Tempo" type="reporter" category="other"><comment x="0" y="0" w="262.8571428571429" collapsed="false">Each note duration is assigned a numerical value, with a whole note equalling &quot;1&quot;.&#xD;&#xD;Dotted Notes are equal to the named note plus half of the named note&apos;s duration.&#xD;&#xD;Triplet notes are equal in duration to two of the named notes divided by three.&#xD;&#xD;Multiplying the numerical value of a note duration by &#xD;4*(60 / tempo) adjusts the note durations to match the current tempo.</comment><header></header><code></code><translations></translations><inputs><input type="%txt">Quarter<options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Note Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>1</l></list></block><block s="reportNewList"><list><l>Half</l><l>.5</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>.25</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.125</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.0625</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.03125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>.375</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.1875</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.09375</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>.046876</l></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>.25</l><l>2</l></list></block><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>.125</l><l>2</l></list></block><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.0625</l><l>3</l></block></list></block></list></block></custom-block></block><l>4</l><block s="reportQuotient"><l>60</l><block s="getTempo"></block></block></list></block></block></script></block-definition><block-definition s="%&apos;Scale Type&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="other"><comment x="0" y="0" w="264.7690848214286" collapsed="false">Reports all notes in a specified scale using the provided note and octave number as the starting note of the scale.&#xD;&#xD;To add additional scales to the &quot;Types&quot; script variable, create a list with the name of the scale as the first item and the steps between each note of the scale as the second item.</comment><header></header><code></code><translations></translations><inputs><input type="%s">Chromatic<options>Chromatic&#xD;Major&#xD;Minor</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportListContainsItem"><custom-block s="Chromatic Notes"></custom-block><block var="Note"/></block><block s="reportIsA"><block var="Octave"/><l><option>number</option></l></block></list></block><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>Types</l><l>MIDI Number</l><l>Scale</l><l>Pattern</l><l>Converted Note</l></list></block><block s="doSetVar"><l>Converted Note</l><custom-block s="Convert False Sharps/Flats %s"><block var="Note"/></custom-block></block><block s="doSetVar"><l>Types</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Chromatic</l><block s="reportTextSplit"><l>11111111111</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Major</l><block s="reportTextSplit"><l>221222</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Minor</l><block s="reportTextSplit"><l>212212</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Diminished</l><block s="reportTextSplit"><l>2121212</l><l><option>letter</option></l></block></list></block></list></block></block><block s="doSetVar"><l>MIDI Number</l><custom-block s="Convert Note %s to MIDI"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></custom-block></block><block s="doSetVar"><l>Scale</l><block s="reportNewList"><list><block var="MIDI Number"/></list></block></block><block s="doSetVar"><l>Pattern</l><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Scale Type"/><block var="Types"/></custom-block></block></block><block s="doForEach"><l>item</l><block var="Pattern"/><script><block s="doChangeVar"><l>MIDI Number</l><block var="item"/></block><block s="doAddToList"><block var="MIDI Number"/><block var="Scale"/></block></script></block></script></block><block s="doReport"><custom-block s="Convert MIDI %n to Note using %s"><block var="Scale"/><custom-block s="Check for Sharp/Flat %s"><block var="Converted Note"/></custom-block></custom-block></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="Check for Sharp/Flat %&apos;Note&apos;" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Reports &quot;#&quot; or &quot;b&quot; of the input scientific pitch notation contains either.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="Note"/></block><l>1</l></list></block><block s="reportLetter"><l><option>last</option></l><block var="Note"/></block><l></l></block></block></script></block-definition><block-definition s="Note %&apos;#&apos; in %&apos;Major/Minor&apos; Scale: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="other"><comment x="0" y="0" w="239.67513950892862" collapsed="false">Reports the note in a specific position within a major or minor musical scale. (e.g., The third note in a C Major scale starting in the fourth octave is E4.)</comment><header></header><code></code><translations></translations><inputs><input type="%n" readonly="true">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input></inputs><script><block s="doReport"><block s="reportListItem"><block var="#"/><custom-block s="%s Scale: %s Octave: %n"><block var="Major/Minor"/><block var="Note"/><block var="Octave"/></custom-block></block></block></script></block-definition><block-definition s="Interval Between Note %&apos;Note 1&apos; to %&apos;Note 2&apos; in the %&apos;Major/Minor&apos; Scale %&apos;Note&apos;" type="reporter" category="other"><comment x="0" y="0" w="245" collapsed="false">Reports the distance in steps between two notes in the selected scale. (e.g., In the C Major scale, there are two intervals between C4 and E4.)&#xD;&#xD;If one or more of the selected notes is not in the selected scale, the block reports nothing.&#xD;&#xD;Notes must be entered as scientific pitch notation (eg. C4).</comment><header></header><code></code><translations></translations><inputs><input type="%s">C4</input><input type="%s">G4</input><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s">C</input></inputs><script><block s="doDeclareVariables"><list><l>Note Position 1</l><l>Note Position 2</l></list></block><block s="doSetVar"><l>Note Position 1</l><block s="reportListIndex"><custom-block s="Convert Note %s to MIDI"><block var="Note 1"/></custom-block><custom-block s="Create Full %s MIDI Scale %s"><block var="Major/Minor"/><block var="Note"/></custom-block></block></block><block s="doSetVar"><l>Note Position 2</l><block s="reportListIndex"><custom-block s="Convert Note %s to MIDI"><block var="Note 2"/></custom-block><custom-block s="Create Full %s MIDI Scale %s"><block var="Major/Minor"/><block var="Note"/></custom-block></block></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportListContainsItem"><custom-block s="Create Full %s MIDI Scale %s"><block var="Major/Minor"/><block var="Note"/></custom-block><custom-block s="Convert Note %s to MIDI"><block var="Note 1"/></custom-block></block><block s="reportListContainsItem"><custom-block s="Create Full %s MIDI Scale %s"><block var="Major/Minor"/><block var="Note"/></custom-block><custom-block s="Convert Note %s to MIDI"><block var="Note 2"/></custom-block></block></list></block><script><block s="doReport"><block s="reportDifference"><block var="Note Position 2"/><block var="Note Position 1"/></block></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="Create Full %&apos;Type&apos; MIDI Scale %&apos;Note&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"><options>Chromatic&#xD;Major&#xD;Minor</options></input><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>Scale Types</l><l>Scale</l><l>Pattern</l><l>MIDI Number</l></list></block><block s="doSetVar"><l>Scale Types</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Chromatic</l><block s="reportTextSplit"><l>111111111111</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Major</l><block s="reportTextSplit"><l>2212221</l><l><option>letter</option></l></block></list></block><block s="reportNewList"><list><l>Minor</l><block s="reportTextSplit"><l>2122122</l><l><option>letter</option></l></block></list></block></list></block></block><block s="doSetVar"><l>MIDI Number</l><custom-block s="Convert Note %s to MIDI"><block s="reportJoinWords"><list><custom-block s="Get Note %s"><block var="Note"/></custom-block><l>0</l></list></block></custom-block></block><block s="doSetVar"><l>Scale</l><block s="reportNewList"><list><block var="MIDI Number"/></list></block></block><block s="doSetVar"><l>Pattern</l><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Type"/><block var="Scale Types"/></custom-block></block></block><block s="doRepeat"><l>8</l><script><block s="doForEach"><l>item</l><block var="Pattern"/><script><block s="doChangeVar"><l>MIDI Number</l><block var="item"/></block><block s="doAddToList"><block var="MIDI Number"/><block var="Scale"/></block></script></block></script></block><block s="doReport"><block var="Scale"/></block></script></block></script></block-definition><block-definition s="%&apos;Major/Minor&apos; Chord: %&apos;Note&apos; Octave: %&apos;Octave&apos;" type="reporter" category="other"><comment x="0" y="0" w="163.5714285714284" collapsed="false">Reports the notes comprising a major or minor chord, using the specified note and octave as the root note of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s">C</input><input type="%s">4</input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportListContainsItem"><custom-block s="Chromatic Notes"></custom-block><block var="Note"/></block><block s="reportIsA"><block var="Octave"/><l><option>number</option></l></block></list></block><block s="reportListItem"><block s="reportNewList"><list><l>1</l><l>3</l><l>5</l></list></block><custom-block s="%s Scale: %s Octave: %n"><block var="Major/Minor"/><block var="Note"/><block var="Octave"/></custom-block></block><l></l></block></block></script></block-definition><block-definition s="%&apos;Type&apos; Chord: %&apos;Note&apos; Octave: %&apos;Octave&apos; Chord Position: %&apos;Position&apos;" type="reporter" category="other"><comment x="0" y="0" w="337.8571428571429" collapsed="false">This block finds the notes in a specified chord along the selected scale. Roman numerals differentiate chord positions from octave numbers (e.g., the Roman numeral “I” reports the notes of the first chord in the sequence). Upper case Roman numerals represent major chords within the scale. Lower case Roman numerals represent minor chords within the scale.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Major<options>Major&#xD;Minor</options></input><input type="%s">C</input><input type="%n">4<options>0&#xD;1&#xD;2&#xD;3&#xD;4&#xD;5&#xD;6&#xD;7</options></input><input type="%s" readonly="true">I<options>I&#xD;ii&#xD;iii&#xD;IV&#xD;V&#xD;vi&#xD;vii°</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>Converted Numeral</l></list></block><block s="doSetVar"><l>Converted Numeral</l><custom-block s="Converted Roman Numeral %s"><block var="Position"/></custom-block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Type"/><l>Major</l></list></block><script><block s="doSetBlockAttribute"><l><option>menus</option></l><block s="reifyReporter"><autolambda><custom-block s="%s Chord: %s Octave: %n Chord Position: %s"><l>Major</l><l></l><l></l><l></l></custom-block></autolambda><list></list></block><block s="reportNewList"><list><l></l><l></l><l></l><block s="reportNewList"><list><l>I</l><l>ii</l><l>iii</l><l>IV</l><l>V</l><l>vi</l><l>vii°</l></list></block></list></block></block></script><script><block s="doSetBlockAttribute"><l><option>menus</option></l><block s="reifyReporter"><autolambda><custom-block s="%s Chord: %s Octave: %n Chord Position: %s"><l>Major</l><l></l><l></l><l></l></custom-block></autolambda><list></list></block><block s="reportNewList"><list><l></l><l></l><l></l><block s="reportNewList"><list><l>i</l><l>ii°</l><l>III</l><l>iv</l><l>V</l><l>VI</l><l>VII</l></list></block></list></block></block></script></block><block s="doIf"><block s="reportListContainsItem"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Type"/><l>Major</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>7</l></list></block></block><block var="Converted Numeral"/></block><script><block s="doReport"><custom-block s="%s Chord: %s Octave: %s"><l>Major</l><custom-block s="Get Note %s"><block s="reportListItem"><block var="Converted Numeral"/><custom-block s="%s Scale: %s Octave: %n"><block var="Type"/><block var="Note"/><block var="Octave"/></custom-block></block></custom-block><block var="Octave"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportListContainsItem"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Type"/><l>Major</l></list></block><block s="reportNewList"><list><l>2</l><l>3</l><l>6</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>5</l></list></block></block><block var="Converted Numeral"/></block><script><block s="doReport"><custom-block s="%s Chord: %s Octave: %s"><l>Minor</l><custom-block s="Get Note %s"><block s="reportListItem"><block var="Converted Numeral"/><custom-block s="%s Scale: %s Octave: %n"><block var="Type"/><block var="Note"/><block var="Octave"/></custom-block></block></custom-block><block var="Octave"/></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="Converted Numeral"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="Type"/><l>Major</l></list></block><l>7</l><l>2</l></block></list></block><script><block s="doReport"><custom-block s="%s Diminished Chord %s Octave"><custom-block s="Get Note %s"><block s="reportListItem"><l>8</l><custom-block s="%s Scale: %s Octave: %n"><l>Diminished</l><block var="Note"/><block var="Octave"/></custom-block></block></custom-block><block var="Octave"/></custom-block></block></script><list></list></block></script></block></script></block-definition><block-definition s="Converted Roman Numeral %&apos;Roman Numeral&apos;" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Converts roman numerals to arabic numerals using an association table.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Roman Numeral"/><block s="reportNewList"><list><block s="reportNewList"><list><l>I</l><l>1</l></list></block><block s="reportNewList"><list><l>II</l><l>2</l></list></block><block s="reportNewList"><list><l>II°</l><l>2</l></list></block><block s="reportNewList"><list><l>III</l><l>3</l></list></block><block s="reportNewList"><list><l>IV</l><l>4</l></list></block><block s="reportNewList"><list><l>V</l><l>5</l></list></block><block s="reportNewList"><list><l>VI</l><l>6</l></list></block><block s="reportNewList"><list><l>VII</l><l>7</l></list></block><block s="reportNewList"><list><l>VII°</l><l>7</l></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="%&apos;Note&apos; Diminished Chord %&apos;Octave&apos; Octave" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Reports the notes of a diminished chord, given the starting note and octave of the chord.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportNewList"><list><l>1</l><l>3</l><l>5</l></list></block><custom-block s="%s Scale: %s Octave: %n"><l>Diminished</l><block var="Note"/><block var="Octave"/></custom-block></block></block></script></block-definition><block-definition s="Add Note %&apos;Note&apos; to Chord %&apos;Chord&apos;" type="reporter" category="other"><comment x="0" y="0" w="280" collapsed="false">This block reports a chord and appends an additional note.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportConcatenatedLists"><list><block var="Chord"/><block s="reportNewList"><list><block s="reportIfElse"><block s="reportIsA"><block var="Note"/><l><option>number</option></l></block><custom-block s="Convert MIDI %n to Note using %s"><block var="Note"/><l></l></custom-block><custom-block s="Convert False Sharps/Flats %s"><block var="Note"/></custom-block></block></list></block></list></block></block></script></block-definition><block-definition s="Chord Rest" type="reporter" category="other"><comment x="0" y="0" w="189.2857142857143" collapsed="false">May be paired with a musical duration to insert a rest into a sequence of chords.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>R</l><l>R</l><l>R</l></list></block></block></script></block-definition><block-definition s="Drum Pattern %&apos;Step&apos;" type="reporter" category="other"><comment x="0" y="0" w="245.96442522321422" collapsed="false">This block reports a series of beats that tell the drum when to play. Beats are represented as an “X,” which can be typed into the block. Beats can be added or subtracted using the arrows on the right of the block.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%s"></input></inputs><script><block s="doReport"><block var="Step"/></block></script></block-definition><block-definition s="Drum %&apos;Instrument&apos; %&apos;Pattern&apos; Beat %&apos;Beat&apos; Times %&apos;Times&apos;" type="reporter" category="other"><comment x="0" y="0" w="288.5714285714286" collapsed="false">This block reports a drum pattern, assigns a drum to it, and sets the duration value of each item in the pattern. Different drums can be selected from the drop-down menu. Beat durations can be selected from the drop-down menu or entered directly.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Snare Drum<options>Bass Drum&#xD;Snare Drum&#xD;Crash Cymbal&#xD;Cabasa&#xD;Toms={&#xD;High Tom&#xD;Mid Tom&#xD;}&#xD;Hi-Hats={&#xD;Closed Hi-hat&#xD;Open Hi-hat&#xD;}</options></input><input type="%l"></input><input type="%s">Eighth<options>Quarter&#xD;Eighth&#xD;Sixteenth</options></input><input type="%s">1<options>1&#xD;2&#xD;3&#xD;4&#xD;8&#xD;12&#xD;16&#xD;24&#xD;Loop</options></input></inputs><script><block s="doDeclareVariables"><list><l>notes and durations</l><l>pitch</l></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Instrument"/><l>Bass Drum</l></list></block><script><block s="doSetVar"><l>pitch</l><l>C2</l></block></script><script><block s="doSetVar"><l>pitch</l><l>C4</l></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Times"/><l>Loop</l></list></block><script><block s="doSetVar"><l>notes and durations</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Loop-Melody</l><block var="Instrument"/></list></block></list></block></block><block s="doForEach"><l>item</l><block var="Pattern"/><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="item"/><l>x</l></list></block><block s="reportVariadicEquals"><list><block var="item"/><l>X</l></list></block></list></block><script><block s="doAddToList"><block s="reportNewList"><list><block var="pitch"/><block var="Beat"/></list></block><block var="notes and durations"/></block></script><script><block s="doAddToList"><block s="reportNewList"><list><l>R</l><block var="Beat"/></list></block><block var="notes and durations"/></block></script></block></script></block></script><script><block s="doSetVar"><l>notes and durations</l><block s="reportNewList"><list><block s="reportNewList"><list><l>Melody</l><block var="Instrument"/></list></block></list></block></block><block s="doRepeat"><block var="Times"/><script><block s="doForEach"><l>item</l><block var="Pattern"/><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="item"/><l>x</l></list></block><block s="reportVariadicEquals"><list><block var="item"/><l>X</l></list></block></list></block><script><block s="doAddToList"><block s="reportNewList"><list><block var="pitch"/><block var="Beat"/></list></block><block var="notes and durations"/></block></script><script><block s="doAddToList"><block s="reportNewList"><list><l>R</l><block var="Beat"/></list></block><block var="notes and durations"/></block></script></block></script></block></script></block></script></block><block s="doReport"><block var="notes and durations"/></block></script></block-definition><block-definition s="Chromatic Notes" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportNewList"><list><block s="reportNewList"><list><l>Cb</l><l>23</l></list></block><block s="reportNewList"><list><l>C</l><l>24</l></list></block><block s="reportNewList"><list><l>C#</l><l>25</l></list></block><block s="reportNewList"><list><l>Db</l><l>25</l></list></block><block s="reportNewList"><list><l>D</l><l>26</l></list></block><block s="reportNewList"><list><l>D#</l><l>27</l></list></block><block s="reportNewList"><list><l>Eb</l><l>27</l></list></block><block s="reportNewList"><list><l>E</l><l>28</l></list></block><block s="reportNewList"><list><l>E#</l><l>29</l></list></block><block s="reportNewList"><list><l>Fb</l><l>28</l></list></block><block s="reportNewList"><list><l>F</l><l>29</l></list></block><block s="reportNewList"><list><l>F#</l><l>30</l></list></block><block s="reportNewList"><list><l>Gb</l><l>30</l></list></block><block s="reportNewList"><list><l>G</l><l>31</l></list></block><block s="reportNewList"><list><l>G#</l><l>32</l></list></block><block s="reportNewList"><list><l>Ab</l><l>32</l></list></block><block s="reportNewList"><list><l>A</l><l>33</l></list></block><block s="reportNewList"><list><l>A#</l><l>34</l></list></block><block s="reportNewList"><list><l>Bb</l><l>34</l></list></block><block s="reportNewList"><list><l>B</l><l>35</l></list></block><block s="reportNewList"><list><l>B#</l><l>36</l></list></block></list></block></block></block></block></script></block-definition><block-definition s="Convert False Sharps/Flats %&apos;Note&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>converted note</l></list></block><block s="doIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>E#</l><l>Fb</l><l>B#</l><l>Cb</l></list></block><block var="Note"/></block><script><block s="doSetVar"><l>converted note</l><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Note"/><block s="reportNewList"><list><block s="reportNewList"><list><l>E#</l><l>F</l></list></block><block s="reportNewList"><list><l>Fb</l><l>E</l></list></block><block s="reportNewList"><list><l>B#</l><l>C</l></list></block><block s="reportNewList"><list><l>Cb</l><l>B</l></list></block></list></block></custom-block></block></block></script><script><block s="doSetVar"><l>converted note</l><block var="Note"/></block></script></block><block s="doReport"><block var="converted note"/></block></script></block-definition><block-definition s="Measure %&apos;Pairs&apos;" type="reporter" category="other"><comment x="0" y="0" w="286.4285714285714" collapsed="false">This block is used to group sequences of notes and chords into measures. Each note or chord in the measure is paired with a note duration. The pairs are entered into the block using a list. </comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doReport"><block var="Pairs"/></block></script></block-definition><block-definition s="Section %&apos;Measures&apos;" type="reporter" category="other"><comment x="0" y="0" w="428.2220145089286" collapsed="false">This code block groups measures together. This can be helpful for separating groups of measures that repeat in various places throughout a song, like verses and choruses. This block works with both notes and chords. To add measures to a section, put the measures into a list.</comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input></inputs><script><block s="doDeclareVariables"><list><l>Section</l></list></block><block s="doSetVar"><l>Section</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="Measures"/><script><block s="doSetVar"><l>Section</l><block s="reportConcatenatedLists"><list><block var="Section"/><block var="item"/></list></block></block></script></block><block s="doReport"><block var="Section"/></block></script></block-definition><block-definition s="Track: %&apos;Type&apos; Instrument: %&apos;Instrument&apos; $nl Musical Notation (Notes or Chords): %&apos;Notation&apos;" type="reporter" category="other"><comment x="0" y="0" w="272.8571428571429" collapsed="false">This code block specifies the type of track to be played and assigns it an instrument. Both the track type and instrument are set using drop-down menus. This block accepts notes or chords paired with corresponding durations. This block also allows for the creation of note or chord loops that will repeat for the whole duration of the song. Both types of loops may be selected from the track drop-down menu. For a loop to play, it must have an accompanying track that is not a loop.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true">Melody<options>Melody&#xD;Chords&#xD;Loops={&#xD;Loop-Melody&#xD;Loop-Chords&#xD;}</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input><input type="%mult%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Track</l></list></block><block s="doWarp"><script><block s="doSetVar"><l>Track</l><block s="reportNewList"><list><block s="reportNewList"><list><block var="Type"/><block var="Instrument"/></list></block></list></block></block><block s="doForEach"><l>item</l><block var="Notation"/><script><block s="doSetVar"><l>Track</l><block s="reportConcatenatedLists"><list><block var="Track"/><block var="item"/></list></block></block></script></block><block s="doReport"><block var="Track"/></block></script></block></script></block-definition><block-definition s="Play Tracks %&apos;tracks&apos; Time Signature: %&apos;timeSignature&apos;" type="command" category="other"><comment x="0" y="0" w="198.57142857142858" collapsed="false">This block is used to play multiple music tracks. In most cases, several tracks with musical instruments are played in parallel. </comment><header></header><code></code><translations></translations><inputs><input type="%mult%l"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;5/4&#xD;7/4&#xD;6/8&#xD;9/8&#xD;12/8</options></input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_playtracks(tracklist, timesignature)</l><list><block var="tracks"/><block var="timeSignature"/><block s="getTempo"></block></list></block></script></block-definition><block-definition s="Beats in Measure %&apos;Measure&apos; $nl Time Signature %&apos;Time&apos;" type="reporter" category="other"><comment x="0" y="0" w="297.14285714285717" collapsed="false">This block determines if the combined durations of notes or chords within a measure are correct. The combined duration of notes within a measure must equal the number of beats specified by the time signature. &#xD;&#xD;When reading time signatures, the bottom number determines which note gets counted as a beat, and the top number determines how many beats are in a measure. For example, in 4/4 time, quarter notes are counted as beats and there are four quarter notes in a measure. In 6/8 time, the eighth note counted as the beat, and there are six eighth notes in a measure.&#xD;&#xD;The Beats in Measure reports the discrepancy between the number of actual beats in a measure versus the required number of beats.&#xD;&#xD;If name durations are not entered correctly, the block reports nothing.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s" readonly="true">4/4<options>4/4&#xD;3/4&#xD;2/4&#xD;6/8&#xD;5/4&#xD;7/4&#xD;9/8&#xD;12/8</options></input></inputs><script><block s="doDeclareVariables"><list><l>Beats Necessary</l><l>Beat Value</l><l>Actual</l></list></block><block s="doSetVar"><l>Beats Necessary</l><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block var="Time"/><l>/</l></block></block></block><block s="doSetVar"><l>Beat Value</l><block s="reportQuotient"><l>1</l><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block var="Time"/><l>/</l></block></block></block></block><block s="doForEach"><l>item</l><block s="reportListItem"><l>2</l><block s="reportListAttribute"><l><option>columns</option></l><block var="Measure"/></block></block><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListContainsItem"><custom-block s="List of Note Durations"></custom-block><block var="item"/></block><block s="reportBoolean"><l><bool>false</bool></l></block></list></block><script><block s="doReport"><l></l></block></script><list></list></block></script></block><block s="doSetVar"><l>Actual</l><block s="reportVariadicSum"><custom-block s="Note Duration Value %s"><block s="reportListItem"><l>2</l><block s="reportListAttribute"><l><option>columns</option></l><block var="Measure"/></block></block></custom-block></block></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportQuotient"><block var="Actual"/><block var="Beat Value"/></block><l> of </l><block var="Beats Necessary"/><l> beats</l></list></block></block></script></block-definition><block-definition s="Note Duration Value %&apos;Duration&apos;" type="reporter" category="other"><comment x="0" y="0" w="311.42857142857144" collapsed="false">The Note Duration Value block reports the numerical value of the input duration name.&#xD;&#xD;Inputing a list of duration names outputs a list of values.</comment><header></header><code></code><translations></translations><inputs><input type="%s">Quarter<options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Notes={&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;}&#xD;Triplet Notes={&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;}</options></input></inputs><script><block s="doWarp"><script><block s="doDeclareVariables"><list><l>Note Duration</l></list></block><block s="doIfElse"><block s="reportIsA"><block var="Duration"/><l><option>list</option></l></block><script><block s="doSetVar"><l>Note Duration</l><block s="reportNewList"><list></list></block></block><block s="doForEach"><l>item</l><block var="Duration"/><script><block s="doAddToList"><custom-block s="Note Duration Value %s"><block var="item"/></custom-block><block var="Note Duration"/></block></script></block><block s="doReport"><block var="Note Duration"/></block></script><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Duration"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Whole</l><l>1</l></list></block><block s="reportNewList"><list><l>Half</l><l>.5</l></list></block><block s="reportNewList"><list><l>Quarter</l><l>.25</l></list></block><block s="reportNewList"><list><l>Eighth</l><l>.125</l></list></block><block s="reportNewList"><list><l>Sixteenth</l><l>.0625</l></list></block><block s="reportNewList"><list><l>Thirtysecond</l><l>.03125</l></list></block><block s="reportNewList"><list><l>Dotted Whole</l><l>1.5</l></list></block><block s="reportNewList"><list><l>Dotted Half</l><l>.75</l></list></block><block s="reportNewList"><list><l>Dotted Quarter</l><l>.375</l></list></block><block s="reportNewList"><list><l>Dotted Eighth</l><l>.1875</l></list></block><block s="reportNewList"><list><l>Dotted Sixteenth</l><l>.09375</l></list></block><block s="reportNewList"><list><l>Dotted Thirtysecond</l><l>.046876</l></list></block><block s="reportNewList"><list><l>Whole Triplet</l><block s="reportQuotient"><l>2</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Half Triplet</l><block s="reportQuotient"><l>1</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Quarter Triplet</l><block s="reportQuotient"><l>.5</l><l>3</l></block></list></block><block s="reportNewList"><list><l>Eighth Triplet</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>.25</l><l>2</l></list></block><l>3</l></block></list></block><block s="reportNewList"><list><l>Sixteenth Triplet</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>.125</l><l>2</l></list></block><l>3</l></block></list></block><block s="reportNewList"><list><l>Thirtysecond Triplet</l><block s="reportQuotient"><l>.0625</l><l>3</l></block></list></block></list></block></custom-block></block></block></script></block></script></block></script></block-definition><block-definition s="List of Note Durations" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><l>Whole</l><l>Half</l><l>Quarter</l><l>Eighth</l><l>Sixteenth</l><l>Thirtysecond</l><l>Dotted Whole</l><l>Dotted Half</l><l>Dotted Quarter</l><l>Dotted Eighth</l><l>Dotted Sixteenth</l><l>Dotted Thirtysecond</l><l>Whole Triplet</l><l>Half Triplet</l><l>Quarter Triplet</l><l>Eighth Triplet</l><l>Sixteenth Triplet</l><l>Thirty Second Triplet</l></list></block></block></script></block-definition><block-definition s="Note [ Pitch: %&apos;pitch&apos; Duration: %&apos;duration&apos; ]" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s">C4<options>C3&#xD;D3&#xD;E3&#xD;F3&#xD;G3&#xD;A3&#xD;B3&#xD;C4&#xD;D4&#xD;E4&#xD;F4&#xD;G4&#xD;A4&#xD;B4&#xD;Sharps={&#xD;C#3&#xD;D#3&#xD;E#3&#xD;F#3&#xD;G#3&#xD;A#3&#xD;B#3&#xD;C#4&#xD;D#4&#xD;E#4&#xD;F#4&#xD;G#4&#xD;A#4&#xD;B#4&#xD;}&#xD;Flats={&#xD;Cb3&#xD;Db3&#xD;Eb3&#xD;Fb3&#xD;Gb3&#xD;Ab3&#xD;Bb3&#xD;Cb4&#xD;Db4&#xD;Eb4&#xD;Fb4&#xD;Gb4&#xD;Ab4&#xD;Bb4&#xD;}</options></input><input type="%s">Quarter<options>Whole&#xD;Half&#xD;Quarter&#xD;Eighth&#xD;Sixteenth&#xD;Thirtysecond&#xD;Dotted Whole&#xD;Dotted Half&#xD;Dotted Quarter&#xD;Dotted Eighth&#xD;Dotted Sixteenth&#xD;Dotted Thirtysecond&#xD;Whole Triplet&#xD;Half Triplet&#xD;Quarter Triplet&#xD;Eighth Triplet&#xD;Sixteenth Triplet&#xD;Thirty Second Triplet</options></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="pitch"/><block var="duration"/></list></block></block></script></block-definition><block-definition s="Tone Number: %&apos;number&apos; Frequency: %&apos;frequency&apos; Amplitude: %&apos;amplitude&apos;" type="command" category="other"><comment x="0" y="0" w="292.14285714285717" collapsed="false">This block assigns a number, frequency, and amplitude to a tone.</comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5</options></input><input type="%n"></input><input type="%n">0.5<options>.1&#xD;.2&#xD;.3&#xD;.4&#xD;.5&#xD;.6&#xD;.7&#xD;.8&#xD;.9</options></input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_settone(id, frequency, amplitude, balance)</l><list><block var="number"/><block var="frequency"/><block var="amplitude"/><block s="getPan"></block></list></block></script></block-definition><block-definition s="Tone Number: %&apos;Number&apos; %&apos;newOn&apos; On/Off" type="command" category="other"><comment x="0" y="0" w="371.424916294643" collapsed="false">This block turns the specified tone on or off. This block will play a sine wave. </comment><header></header><code></code><translations></translations><inputs><input type="%n">1<options>1&#xD;2&#xD;3&#xD;4&#xD;5</options></input><input type="%b"></input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_turntoneon(id, bool)</l><list><block var="Number"/><block var="newOn"/></list></block></script></block-definition><block-definition s="Tone Off" type="command" category="other"><comment x="0" y="0" w="234.8779296875" collapsed="false">This block turns off all the tones currently playing. </comment><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_stoptones()</l><list></list></block></script></block-definition><block-definition s="Play MIDI Controller: %&apos;controller_name&apos; Instrument: %&apos;instrument&apos;" type="command" category="other"><comment x="0" y="0" w="285.7142857142857" collapsed="false">Passes through the signal from a MIDI controller, allowing the user to play the controller using the assigned instrument. The name of the MIDI controller must be input exactly as it appears on the user&apos;s computer.</comment><header></header><code></code><translations></translations><inputs><input type="%s">MPK mini 3<options>MPK mini 3&#xD;MPK mini play&#xD;MPK Mini Mk II&#xD;M-audio Keystation 49es</options></input><input type="%s" readonly="true">Piano<options>Piano&#xD;Brass={&#xD;French Horn&#xD;Trumpet&#xD;Tuba&#xD;}&#xD;Strings={&#xD;Banjo&#xD;Bass, Acoustic&#xD;Bass, Electric (Finger)&#xD;Cello&#xD;Guitar, Acoustic&#xD;Guitar, Electric&#xD;Guitar, Overdrive&#xD;Harp&#xD;Koto&#xD;Sitar&#xD;Violin&#xD;}&#xD;Woodwinds={&#xD;Bassoon&#xD;Clarinet&#xD;Flute&#xD;Oboe&#xD;Saxophone&#xD;Shakuhachi&#xD;}&#xD;Drums={&#xD;Cabasa&#xD;Snare Drum&#xD;Bass Drum&#xD;Closed Hi-Hat&#xD;Open Hi-Hat&#xD;Mid Tom&#xD;High Tom&#xD;Crash Cymbal&#xD;}&#xD;Other={&#xD;Accordion&#xD;Marimba&#xD;Music Box&#xD;Organ&#xD;Vibraphone&#xD;}</options></input></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_playMIDI(controller, instrument)</l><list><block var="controller_name"/><block var="instrument"/></list></block></script></block-definition><block-definition s="Stop MIDI Controller" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_stopMIDI()</l><list></list></block></script></block-definition><block-definition s="Convert MIDI %&apos;midinumber&apos; to Note" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><custom-block s="Convert MIDI %n to Note using %s"><block var="midinumber"/><l>Sharps</l></custom-block></block></script></block-definition><block-definition s="Convert MIDI %&apos;#&apos; to Note using %&apos;Sharps/Flats&apos;" type="reporter" category="other"><comment x="0" y="0" w="217.808314732143" collapsed="false">Reports the corresponding note (in scientific pitch notation) for the specified MIDI number, matching the use of sharps and flats to the input scientific pitch notation.</comment><header></header><code></code><translations></translations><inputs><input type="%n">60<options>§_pianoKeyboardMenu</options></input><input type="%s" readonly="true">Sharps<options>Sharps&#xD;Flats</options></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="#"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="Convert MIDI %n to Note using %s"><l></l><block var="Sharps/Flats"/></custom-block></autolambda><list></list></block><block var="#"/></block></block></script><script><block s="doDeclareVariables"><list><l>Octave</l><l>Note</l></list></block><block s="doSetVar"><l>Octave</l><block s="reportLetter"><l>1</l><block s="reportDifference"><block s="reportQuotient"><block var="#"/><l>12</l></block><l>1</l></block></block></block><block s="doSetVar"><l>Note</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="#"/><l>12</l></block><l>1</l></list></block><block s="reportIfElse"><block s="reportListContainsItem"><block s="reportNewList"><list><l>♭</l><l>b</l></list></block><block var="Sharps/Flats"/></block><block s="reportNewList"><list><l>C</l><l>Db</l><l>D</l><l>Eb</l><l>E</l><l>F</l><l>Gb</l><l>G</l><l>Ab</l><l>A</l><l>Bb</l><l>B</l></list></block><block s="reportNewList"><list><l>C</l><l>C#</l><l>D</l><l>D#</l><l>E</l><l>F</l><l>F#</l><l>G</l><l>G#</l><l>A</l><l>A#</l><l>B</l></list></block></block></block></block><block s="doReport"><block s="reportJoinWords"><list><block var="Note"/><block var="Octave"/></list></block></block></script></block></script></block-definition><block-definition s="Convert Note %&apos;Note&apos; to MIDI" type="reporter" category="other"><comment x="0" y="0" w="273.5714285714286" collapsed="false">Reports the midi number of the specified note. The note should be entered using scientific pitch notation (e.g., &quot;C4&quot;).</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><custom-block s="MIDI %s Note"><custom-block s="Get Note %s"><block var="Note"/></custom-block></custom-block><block s="reportVariadicProduct"><list><l>12</l><block s="reportDifference"><custom-block s="Get Octave %s"><block var="Note"/></custom-block><l>1</l></block></list></block></list></block></block></script></block-definition><block-definition s="Get Note %&apos;Note + Octave&apos;" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Extracts the note name from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;C&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="Note + Octave"/></block><l>2</l></list></block><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block><block s="reportJoinWords"><list><block s="reportLetter"><l>1</l><block var="Note + Octave"/></block><block s="reportLetter"><l>2</l><block var="Note + Octave"/></block></list></block></block></block></script></block-definition><block-definition s="MIDI %&apos;Note&apos; Note" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Association list for note names and their corresponding MIDI numbers in the first octave. Used to convert note names to MIDI. </comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="$flash assoc %s %l"><block var="Note"/><block s="reportNewList"><list><block s="reportNewList"><list><l>Cb</l><l>23</l></list></block><block s="reportNewList"><list><l>C</l><l>24</l></list></block><block s="reportNewList"><list><l>C#</l><l>25</l></list></block><block s="reportNewList"><list><l>Db</l><l>25</l></list></block><block s="reportNewList"><list><l>D</l><l>26</l></list></block><block s="reportNewList"><list><l>D#</l><l>27</l></list></block><block s="reportNewList"><list><l>Eb</l><l>27</l></list></block><block s="reportNewList"><list><l>E</l><l>28</l></list></block><block s="reportNewList"><list><l>E#</l><l>29</l></list></block><block s="reportNewList"><list><l>Fb</l><l>28</l></list></block><block s="reportNewList"><list><l>F</l><l>29</l></list></block><block s="reportNewList"><list><l>F#</l><l>30</l></list></block><block s="reportNewList"><list><l>Gb</l><l>30</l></list></block><block s="reportNewList"><list><l>G</l><l>31</l></list></block><block s="reportNewList"><list><l>G#</l><l>32</l></list></block><block s="reportNewList"><list><l>Ab</l><l>32</l></list></block><block s="reportNewList"><list><l>A</l><l>33</l></list></block><block s="reportNewList"><list><l>A#</l><l>34</l></list></block><block s="reportNewList"><list><l>Bb</l><l>34</l></list></block><block s="reportNewList"><list><l>B</l><l>35</l></list></block><block s="reportNewList"><list><l>B#</l><l>36</l></list></block></list></block></custom-block></block></block></script></block-definition><block-definition s="Get Octave %&apos;Note&apos;" type="reporter" category="other"><comment x="0" y="0" w="90" collapsed="false">Extracts the octave number from the provided scientific pitch notation. (e.g., An input of &quot;C4&quot; produces an output of &quot;4&quot;.)</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="Note"/></block><l>2</l></list></block><script><block s="doReport"><block s="reportLetter"><l>2</l><block var="Note"/></block></block></script><list></list></block><block s="doReport"><block s="reportLetter"><l>3</l><block var="Note"/></block></block></script></block-definition><block-definition s="Import MIDI File" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doApplyExtension"><l>ts_parsemidifile()</l><list></list></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="getLastMessage"></block><l>ts_file_input_received</l></list></block></block><block s="doReport"><block s="reportApplyExtension"><l>ts_getparsed()</l><list></list></block></block></script></block-definition><block-definition s="Convert MIDI File %&apos;File&apos; to TuneScope" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Note</l><l>Duration</l><l>List</l><l>Length of List</l></list></block><block s="doSetVar"><l>List</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Length of List</l><block s="reportListAttribute"><l><option>length</option></l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>6</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="File"/></block></block></block></block></block></block></block></block><block s="doWarp"><script><block s="doFor"><l>i</l><l>1</l><block var="Length of List"/><script><block s="doSetVar"><l>Note</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>4</l><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>6</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="File"/></block></block></block></block></block></block></block></block></block></block></block><block s="doSetVar"><l>Duration</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><block var="i"/><block s="reportListItem"><l>2</l><block s="reportListItem"><l>6</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="File"/></block></block></block></block></block></block></block></block></block></block></block><block s="doSetVar"><l>List</l><block s="reportConcatenatedLists"><list><block var="List"/><block s="reportNewList"><list><block s="reportNewList"><list><block var="Note"/><block var="Duration"/></list></block></list></block></list></block></block></script></block></script></block><block s="doReport"><block var="List"/></block></script></block-definition><block-definition s="Current Note" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="Load TuneScope Primitives"></custom-block><block s="doReport"><block s="reportApplyExtension"><l>ts_getcurrentnote()</l><list></list></block></block></script></block-definition><block-definition s="Load TuneScope Primitives" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/WebAudioFontPlayer.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/webmidi.iife.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0100_SBLive_sf2.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0291_LesPaul_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0020_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0121_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0180_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0230_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0241_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0260_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0320_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0350_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0400_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0420_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0460_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0110_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0560_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0580_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0600_GeneralUserGS_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0650_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0680_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0700_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0710_Chaos_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0730_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/0770_SBLive_sf2.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1040_Aspirin_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1050_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/1070_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12835_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12840_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12842_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12846_0_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12847_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12848_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12849_21_FluidR3_GM_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/12869_6_JCLive_sf2_file.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/tonejs/package/build/Midi.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TS_init.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/TuneScope/TuneScope.js</l></list></block><block s="doWaitUntil"><block s="reportApplyExtension"><l>ts_loaded()</l><list></list></block></block></script></block-definition><block-definition s="average %&apos;nums&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:a soma de _&#xD;</translations><inputs><input type="%mult%n"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="nums"/></block><script><block s="doReport"><l>0</l></block></script><list></list></block><block s="doReport"><block s="reportQuotient"><block s="reportCombine"><block var="nums"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="nums"/></block></block></block></script></block-definition><block-definition s="remap value %&apos;value&apos; from range %&apos;int1a&apos; , %&apos;int1b&apos; to range %&apos;int2a&apos; , %&apos;int2b&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="int1a"/><block var="int1b"/></list></block><script><custom-block s="error %s"><l>Range A : values should be different (not a range !)</l></custom-block></script><list></list></block><block s="doReport"><block s="reportVariadicSum"><list><block var="int2a"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="value"/><block var="int1a"/></block><block s="reportQuotient"><block s="reportDifference"><block var="int2b"/><block var="int2a"/></block><block s="reportDifference"><block var="int1b"/><block var="int1a"/></block></block></list></block></list></block></block></script><scripts><comment x="497.7705078125001" y="21.999999999999982" w="424.0000000000001" collapsed="false">Remap a value from a original range of value to another range of value.&#xD;&#xD;example:&#xD;you have a value in a range of 0 to 5 and you want to transpose this value to another range of values 0 -100.&#xD;&#xD;in this case:&#xD;if value = 0 return 0&#xD;if value = 3 return 60&#xD;if value = 5 return 100&#xD;&#xD;another example:&#xD;you want to do 2.5D (size change with y position)&#xD;you can remap the y position of your sprite to obtain the size of your object&#xD;remap &quot;y position&quot; from range -180 to 180 to range 100 to 10&#xD;&#xD;if y position = -180 return 100 (the size)&#xD;if y position = 100 return 30&#xD;if y position = 180 return 10&#xD;use the result to change the size of your sprite !&#xD;&#xD;Block by Loucheman&#xD;&#xD;See example at: https://snap.berkeley.edu/snap/snap.html#present:Username=loucheman&amp;ProjectName=remap%20value&amp;editMode&amp;noRun</comment></scripts></block-definition><block-definition s="%&apos;numerator&apos; div 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type="%n">1.5707963267948966</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="%&apos;degrees&apos; degree to radian" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">90</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="degrees"/><custom-block s="PI"></custom-block></list></block><l>180</l></block></block></script></block-definition><block-definition s="pick random odd number %&apos;min&apos; to %&apos;max&apos;" type="reporter" category="operators"><comment x="0" y="0" w="90" collapsed="false">By Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="min"/><block var="max"/></list></block><script><block s="doDeclareVariables"><list><l>SaveValue</l></list></block><block s="doSetVar"><l>SaveValue</l><block var="min"/></block><block s="doSetVar"><l>min</l><block var="max"/></block><block s="doSetVar"><l>max</l><block var="SaveValue"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="min"/><l>2</l></block><l>0</l></list></block><script><block s="doChangeVar"><l>min</l><l>2</l></block></script><list></list></block><block s="doIf"><block s="reportVariadicNotEquals"><list><block s="reportModulus"><block var="max"/><l>2</l></block><l>0</l></list></block><script><block s="doChangeVar"><l>max</l><l>1</l></block></script><list></list></block><block s="doReport"><block s="reportDifference"><custom-block s="pick random even number %n to %n"><block 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s="%n div %n"><block var="max"/><l>2</l></custom-block></block><l>2</l></list></block></block></script></block-definition><block-definition s="pick random %&apos;min&apos; to %&apos;max&apos; with %&apos;NbDecimale&apos; decimals" type="reporter" category="operators"><comment x="0" y="0" w="90" collapsed="false">By Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">2.5</input><input type="%n">2</input></inputs><script><block s="doReport"><custom-block s="Round %n to %n decimals"><block s="reportQuotient"><block s="reportRandom"><block s="reportVariadicProduct"><list><block var="min"/><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></list></block><block s="reportVariadicProduct"><list><block var="max"/><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block s="reportMonadic"><l><option>floor</option></l><block var="NbDecimale"/></block></block></block><block var="NbDecimale"/></custom-block></block></script></block-definition><block-definition s="pick random (decimal) %&apos;n1&apos; to %&apos;n2&apos;" type="reporter" category="operators"><comment x="0" y="0" w="90" collapsed="false">By Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%n">0</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="n1"/><l>1</l></block><l>.5</l></list></block><block s="reportVariadicEquals"><list><block s="reportModulus"><block var="n2"/><l>1</l></block><l>.5</l></list></block></list></block><script><block s="doSetVar"><l>a</l><l>.6</l></block></script><script><block s="doSetVar"><l>a</l><l>.5</l></block></script><comment w="177.57142857142867" collapsed="false">By adding 0.5 or 0.6, the &quot;pick random&quot; is switching to the decimal world...&#xD;If (n1+.5) and (n2+.5  (2 integers)), adding .6 instead...</comment></block><block s="doReport"><block s="reportDifference"><block s="reportRandom"><block s="reportVariadicSum"><list><block var="n1"/><block var="a"/></list></block><block s="reportVariadicSum"><list><block var="n2"/><block var="a"/></list></block></block><block var="a"/></block></block></script></block-definition><block-definition s="Round %&apos;number&apos; to %&apos;NbDecimals&apos; decimals" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">10.12345</input><input type="%n">2</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="number"/><block s="reportMonadic"><l><option>10^</option></l><block var="NbDecimals"/></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="NbDecimals"/></block></block></block></script></block-definition><block-definition s="value %&apos;Value&apos; in range %&apos;Range1&apos; to %&apos;Range2&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n">1</input><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="Range1"/><block var="Range2"/></list></block><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="Value"/><block var="Range1"/></list></block><block s="reportVariadicLessThanOrEquals"><list><block var="Value"/><block var="Range2"/></list></block></list></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></script><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block var="Value"/><block var="Range2"/></list></block><block s="reportVariadicLessThanOrEquals"><list><block var="Value"/><block var="Range1"/></list></block></list></block><block s="reportBoolean"><l><bool>true</bool></l></block><block s="reportBoolean"><l><bool>false</bool></l></block></block></block></script></block></script></block-definition><block-definition s="easing %&apos;choice&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Beschleunigung _&#xD;ca:de forma _&#xD;pt:a forma _&#xD;</translations><inputs><input type="%txt" readonly="true">linear<options>linear&#xD;quadratic={&#xD;quadratic-in&#xD;quadratic-out&#xD;quadratic-in-out&#xD;}&#xD;cubic={&#xD;cubic-in&#xD;cubic-out&#xD;cubic-in-out&#xD;}&#xD;quart={&#xD;quart-in&#xD;quart-out&#xD;quart-in-out&#xD;}&#xD;sinusoidal={&#xD;sine-in&#xD;sine-out&#xD;sine-in-out&#xD;}&#xD;elastic</options></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>linear</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>id</option></l><l></l></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l></l></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportDifference"><l>2</l><l></l></block></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quadratic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>2</l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportDifference"><l>4</l><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block></block><l></l></list></block><l>1</l></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><l></l><block var="t"/></list></block><block var="t"/></list></block><l>1</l></list></block></autolambda><list><l>t</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>cubic-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>4</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><l>1</l></block><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><l></l></list></block><l>2</l></block></list></block><block s="reportDifference"><block 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var="t"/></list></block></list></block></list></block></block></autolambda><list><l>t</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>quart-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>.5</l></list></block><block s="reportVariadicProduct"><list><l>8</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><l></l><l></l></list></block></list></block></list></block></list></block><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportVariadicProduct"><list><l>8</l><block s="reportVariadicProduct"><list><l></l><block s="reportVariadicProduct"><list><block var="t"/><block s="reportVariadicProduct"><list><block var="t"/><block var="t"/></list></block></list></block></list></block></list></block></block></autolambda><list><l>t</l></list></block><list><l></l></list></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicSum"><list><l>90</l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></list></block></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportMonadic"><l><option>sin</option></l><block s="reportVariadicProduct"><list><l></l><l>90</l></list></block></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>sine-in-out</l></list></block><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="reportQuotient"><block s="reportDifference"><l>1</l><block s="reportMonadic"><l><option>cos</option></l><block s="reportVariadicProduct"><list><l></l><l>180</l></list></block></block></block><l>2</l></block></autolambda><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="choice"/><l>elastic</l></list></block><script><block s="doReport"><block s="reifyScript"><script><block s="doDeclareVariables"><list><l>p</l></list></block><block s="doSetVar"><l>p</l><l>0.3</l></block><block s="doReport"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><block s="reportPower"><l>2</l><block s="reportVariadicProduct"><list><l>-10</l><l></l></list></block></block><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportVariadicProduct"><list><block s="reportDifference"><l></l><block s="reportQuotient"><block var="p"/><l>4</l></block></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>2</l><custom-block s="PI"></custom-block></list></block><block var="p"/></block></list></block></custom-block></block></list></block><l>1</l></list></block></block></script><list></list></block></block></script><list></list></block><custom-block s="error %s"><block s="reportJoinWords"><list><l>unknown easing function "</l><block var="choice"/><l>"</l></list></block></custom-block></script></block-definition><block-definition s="PI" type="reporter" category="operators"><header></header><code></code><translations>pt:π&#xD;</translations><inputs></inputs><script><block s="doReport"><l>3.141592653589793</l></block></script></block-definition><block-definition s="degrees %&apos;radians&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:_ radianos em graus&#xD;</translations><inputs><input type="%n">0.5</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="radians"/><l>180</l></list></block><custom-block s="PI"></custom-block></block></block></script></block-definition><block-definition s="trunc %&apos;number&apos; to %&apos;decimal&apos; decimal" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">123.456</input><input type="%n" initial="1">2</input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="reportListIndex"><l>.</l><block 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var="value"/><l>2</l></block><l>0</l></list></block></block></script></block-definition><block-definition s="is %&apos;value&apos; odd?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">3</input></inputs><script><block s="doReport"><block s="reportVariadicNotEquals"><list><block s="reportModulus"><block var="value"/><l>2</l></block><l>0</l></list></block></block></script></block-definition><block-definition s="// %&apos;commentaire&apos; %&apos;code&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input><input type="%cs"></input></inputs><script><block s="doRun"><block var="code"/><list></list></block></script></block-definition><block-definition s="// %&apos;rem&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%mlt"></input></inputs></block-definition><block-definition s="restore all saved sprite properties keep vars? %&apos;KeepVars&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%b">false</input></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveShown</l></custom-block><script><block s="doIfElse"><block var="@SaveShown"/><script><block s="show"></block></script><script><block s="hide"></block></script></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveX</l></custom-block><script><block s="setXPosition"><block var="@SaveX"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveY</l></custom-block><script><block s="setYPosition"><block var="@SaveY"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveDir</l></custom-block><script><block s="setHeading"><block var="@SaveDir"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveSize</l></custom-block><script><block s="setScale"><block var="@SaveSize"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveCostume</l></custom-block><script><block s="doSwitchToCostume"><block var="@SaveCostume"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveGhostEffect</l></custom-block><script><block s="setEffect"><l><option>ghost</option></l><block var="@SaveGhostEffect"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveColor</l></custom-block><script><block s="setEffect"><l><option>color</option></l><block var="@SaveColor"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveSaturation</l></custom-block><script><block s="setEffect"><l><option>saturation</option></l><block var="@SaveSaturation"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveBrightness</l></custom-block><script><block s="setEffect"><l><option>brightness</option></l><block var="@SaveBrightness"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveFisheye</l></custom-block><script><block s="setEffect"><l><option>fisheye</option></l><block var="@SaveFisheye"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveWhirl</l></custom-block><script><block s="setEffect"><l><option>whirl</option></l><block var="@SaveWhirl"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveNegative</l></custom-block><script><block s="setEffect"><l><option>negative</option></l><block var="@SaveNegative"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SaveMosaic</l></custom-block><script><block s="setEffect"><l><option>mosaic</option></l><block var="@SaveMosaic"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SavePixelate</l></custom-block><script><block s="setEffect"><l><option>pixelate</option></l><block var="@SavePixelate"/></block></script><list></list></block><block s="doIf"><custom-block s="does var %s exist?"><l>@SavePenDown</l></custom-block><script><block s="doIfElse"><block var="@SavePenDown"/><script><block s="down"></block></script><script><block s="up"></block></script></block></script><list></list></block><block s="fork"><block s="reifyScript"><script><block s="doIf"><block s="reportNot"><block var="KeepVars"/></block><script><custom-block s="delete var %txt"><l>@SaveShown</l></custom-block><custom-block s="delete var %txt"><l>@SaveX</l></custom-block><custom-block s="delete var %txt"><l>@SaveY</l></custom-block><custom-block s="delete var %txt"><l>@SaveDir</l></custom-block><custom-block s="delete var %txt"><l>@SaveCostume</l></custom-block><custom-block s="delete var %txt"><l>@SaveGhostEffect</l></custom-block><custom-block s="delete var %txt"><l>@SaveColor</l></custom-block><custom-block s="delete var %txt"><l>@SaveSaturation</l></custom-block><custom-block s="delete var %txt"><l>@SaveBrightness</l></custom-block><custom-block s="delete var %txt"><l>@SaveFisheye</l></custom-block><custom-block s="delete var %txt"><l>@SaveWhirl</l></custom-block><custom-block s="delete var %txt"><l>@SaveNegative</l></custom-block><custom-block s="delete var %txt"><l>@SaveMosaic</l></custom-block><custom-block s="delete var %txt"><l>@SavePixelate</l></custom-block><custom-block s="delete var %txt"><l>@SavePenDown</l></custom-block></script><list></list></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="save all sprite properties" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="create sprite var %txt defaut %s"><l>@SaveShown</l><block s="reportShown"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveX</l><block s="xPosition"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveY</l><block s="yPosition"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveDir</l><block s="direction"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveSize</l><block s="getScale"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveCostume</l><block s="getCostumeIdx"></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveGhostEffect</l><block s="getEffect"><l><option>ghost</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveColor</l><block s="getEffect"><l><option>color</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveSaturation</l><block s="getEffect"><l><option>saturation</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveBrightness</l><block s="getEffect"><l><option>brightness</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveFisheye</l><block s="getEffect"><l><option>fisheye</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveWhirl</l><block s="getEffect"><l><option>whirl</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveNegative</l><block s="getEffect"><l><option>negative</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SaveMosaic</l><block s="getEffect"><l><option>mosaic</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SavePixelate</l><block s="getEffect"><l><option>pixelate</option></l></block></custom-block><custom-block s="create sprite var %txt defaut %s"><l>@SavePenDown</l><block s="getPenDown"></block></custom-block></script></block-definition><block-definition s="let %&apos;declarations&apos;" type="command" category="other"><comment x="0" y="0" w="251.4285714285714" collapsed="false">Declare and initialize any number of variables.&#xD;Values of earlier variables may be used to initialize any later variables (like Scheme&apos;s LET*).&#xD;&#xD;Example:&#xD;LET* ((v1 4)(v2 SQRT OF (v1))), initializes v2 as 2.&#xD;&#xD;Thk to qw23 and cymplecy</comment><header></header><code></code><translations>de:deklariere _&#xD;</translations><inputs><input type="%group%upvar%anyUE" irreplaceable="true" expand="$nl&#xD;$arrowLeft" initial="2" min="2">$_variable&#xD;$_thing</input></inputs><script><block s="doDeclareVariables"><list><l>setter</l></list></block><block s="doRun"><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><list><l>setter</l><block s="reportAttributeOf"><block s="reifyScript"><script><block s="doSetVar"><l></l><l></l></block></script><list></list></block><block s="reportEnvironment"><l><option>caller</option></l></block></block></list></block><block s="doWarp"><script><block s="doForEach"><l>tuple</l><block var="declarations"/><script><block s="doRun"><block var="setter"/><list><block s="reportListItem"><l>1</l><block var="tuple"/></block><block s="evaluate"><block s="reportListItem"><l>2</l><block var="tuple"/></block><list></list></block></list></block></script></block></script></block></script></block-definition><block-definition s="a new sprite" type="reporter" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>sprite</l></list></block><block s="doSetVar"><l>sprite</l><block s="newClone"><l><option>Turtle sprite</option></l></block></block><block s="doTellTo"><block var="sprite"/><block s="reifyScript"><script><block s="doSetVar"><l><option>my temporary?</option></l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><list></list></block><block s="doReport"><block var="sprite"/></block></script></block-definition><block-definition s="let %&apos;var&apos; be %&apos;val&apos;" type="command" category="other"><comment x="0" y="0" w="183.33333333333337" collapsed="false">LET (FOO) BE (5)&#xD;is equivalent to&#xD;SCRIPT VARIABLES (FOO)&#xD;SET (FOO) TO (5)</comment><header></header><code></code><translations>pt:cria a variável de guião _ com valor _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="val"/></block></script></block-definition><block-definition s="dash line %&apos;pos1&apos; %&apos;pos2&apos; dot type %&apos;type&apos; flat line ends: %&apos;flat line ends&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%txt" readonly="true">small<options>small&#xD;medium&#xD;large&#xD;x-large</options></input><input type="%b">false</input></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>x-large</l></list></block><script><block s="doSetVar"><l>type</l><l>4</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>large</l></list></block><script><block s="doSetVar"><l>type</l><l>3</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="type"/><l>medium</l></list></block><script><block s="doSetVar"><l>type</l><l>2</l></block></script><script><block s="doSetVar"><l>type</l><l>1</l></block></script></block></script></block></script></block><block s="doDeclareVariables"><list><l>saveFlatLineEnds</l><l>dist</l><l>dotLength</l><l>spaceLength</l><l>nbSegment</l><l>nbDot</l><l>nbSpace</l></list></block><block s="doSetVar"><l>saveFlatLineEnds</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetVar"><l>dist</l><custom-block s="distance between %s %s"><block var="pos1"/><block var="pos2"/></custom-block></block><block s="doSetVar"><l>dotLength</l><block s="reportVariadicProduct"><list><block s="getPenAttribute"><l><option>size</option></l></block><block var="type"/></list></block></block><block s="doSetVar"><l>nbSegment</l><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportModulus"><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><l>2</l></block><l>1</l></list></block><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><block s="reportVariadicSum"><list><block s="reportRound"><block s="reportQuotient"><block var="dist"/><block var="dotLength"/></block></block><l>1</l></list></block></block><comment w="90" collapsed="false">should be odd...</comment></block><block s="doSetVar"><l>nbSpace</l><custom-block s="%n div %n"><block var="nbSegment"/><l>2</l></custom-block></block><block s="doSetVar"><l>nbDot</l><block s="reportDifference"><block var="nbSegment"/><block var="nbSpace"/></block></block><block s="doSetVar"><l>spaceLength</l><block s="reportQuotient"><block s="reportDifference"><block var="dist"/><block s="reportVariadicProduct"><list><block var="nbDot"/><block var="dotLength"/></list></block></block><block var="nbSpace"/></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat line ends"/></block><block s="doIfElse"><block var="flat line ends"/><script><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="down"></block><block s="forward"><block var="dotLength"/></block><block s="up"></block><block s="doRepeat"><block var="nbSpace"/><script><block s="forward"><block var="spaceLength"/></block><block s="down"></block><block s="forward"><block var="dotLength"/></block><block s="up"></block></script></block></script><script><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block s="getPenAttribute"><l><option>size</option></l></block><l>2</l></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><block var="dotLength"/><block s="getPenAttribute"><l><option>size</option></l></block></block></block><block s="doRepeat"><block var="nbSpace"/><script><block s="up"></block><block s="forward"><block s="reportVariadicSum"><list><block var="spaceLength"/><block s="getPenAttribute"><l><option>size</option></l></block></list></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><block var="dotLength"/><block s="getPenAttribute"><l><option>size</option></l></block></block></block></script></block><block s="up"></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="saveFlatLineEnds"/></block></script><scripts><script x="435.00000000000006" y="962.2000000000012"><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block var="dotLength"/><l>2</l></block></block><block s="down"></block><block s="forward"><l>0</l></block><block s="doRepeat"><block var="nbSpace"/><script><block s="up"></block><block s="forward"><block s="reportVariadicSum"><list><block var="dotLength"/><block var="spaceLength"/></list></block></block><block s="down"></block><block s="forward"><l>0</l></block></script></block><block s="up"></block></script><script x="312" y="1105.333333333335"><block var="dotLength"/></script><script x="309" y="1144.0000000000018"><block s="forward"><l>0</l></block></script><script x="386.00000000000006" y="443.19999999999965"><block s="doIf"><l><bool>false</bool></l><script><block s="doShowVar"><l>dist</l></block><block s="doShowVar"><l>dotLength</l></block><block s="doShowVar"><l>spaceLength</l></block><block s="doShowVar"><l>nbSegment</l></block><block s="doShowVar"><l>nbDot</l></block><block s="doShowVar"><l>nbSpace</l></block><block s="doPauseAll"></block><block s="doHideVar"><l>dist</l></block><block s="doHideVar"><l>dotLength</l></block><block s="doHideVar"><l>spaceLength</l></block><block s="doHideVar"><l>nbSegment</l></block><block s="doHideVar"><l>nbDot</l></block><block s="doHideVar"><l>nbSpace</l></block></script><list></list></block></script><script x="309" y="885.533333333334"><block s="doGotoObject"><block s="reportNewList"><list><l>80</l><l>0</l></list></block></block></script></scripts></block-definition><block-definition s="line %&apos;pos1&apos; %&apos;pos2&apos; flat line ends: %&apos;flat line ends&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input><input type="%b">false</input></inputs><script><block s="doDeclareVariables"><list><l>saveFlatLineEnds</l></list></block><block s="doSetVar"><l>saveFlatLineEnds</l><block s="reportGlobalFlag"><l><option>flat line ends</option></l></block></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="flat line ends"/></block><block s="doIfElse"><block var="flat line ends"/><script><block s="up"></block><block s="doGotoObject"><block var="pos1"/></block><block s="down"></block><block s="doGotoObject"><block var="pos2"/></block><block s="up"></block></script><script><block s="up"></block><block s="doGotoObject"><block var="pos1"/></block><block s="doFaceTowards"><block var="pos2"/></block><block s="forward"><block s="reportQuotient"><block s="getPenAttribute"><l><option>size</option></l></block><l>2</l></block></block><block s="down"></block><block s="forward"><block s="reportDifference"><custom-block s="distance between %s %s"><block var="pos1"/><block var="pos2"/></custom-block><block s="getPenAttribute"><l><option>size</option></l></block></block></block><block s="up"></block></script></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><block var="saveFlatLineEnds"/></block></script></block-definition><block-definition s="letter width at size %&apos;size&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">72</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>55</l></list></block><l>100</l></block></block></script></block-definition><block-definition s="letter height at size %&apos;size&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">72</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>360</l></list></block><l>564</l></block></block></script><scripts><script x="121.00000000000006" y="98.66666666666664"><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="size"/><l>133</l></list></block><l>200</l></block></block></script></scripts></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;ca:fixa el llapis al color r: _ g: _ b: _&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="paste on %&apos;sprite&apos; with effects" type="command" category="pen"><comment x="0" y="0" w="120" collapsed="false">A better paste on block !&#xD;&#xD;Now you can apply effect and paste on the target with these effects...&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>§_objectsMenu</options></input></inputs><script><custom-block s="save all sprite properties"></custom-block><block s="doDeclareVariables"><list><l>savedPentrails</l><l>cstWithEffects</l></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>savedPentrails</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="setScale"><l>100</l></block><block s="doStamp"></block><block s="doSetVar"><l>cstWithEffects</l><block s="reportPenTrailsAsCostume"></block></block><block s="clear"></block><block s="doSwitchToCostume"><block var="savedPentrails"/></block><block s="doStamp"></block><custom-block s="restore all saved sprite properties keep vars? %b"><l><bool>true</bool></l></custom-block><block s="doSwitchToCostume"><block var="cstWithEffects"/></block><block s="doPasteOn"><block var="sprite"/></block><custom-block s="restore all saved sprite properties keep vars? %b"><l><bool>false</bool></l></custom-block></script></block-definition><block-definition s="preferedLouchemanColorList" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportColor"><block s="reportNewList"><list><block s="reportNewList"><list><l>207</l><l>74</l><l>217</l><l>255</l></list></block><block s="reportNewList"><list><l>3</l><l>192</l><l>60</l><l>255</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l><l>255</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>236</l><l>213</l><l>64</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>210</l><l>105</l><l>30</l><l>255</l></list></block><block s="reportNewList"><list><l>123</l><l>63</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>56</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>20</l><l>147</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>145</l><l>145</l><l>145</l><l>255</l></list></block></list></block></block></block></script></block-definition><block-definition s="favorite colors" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportColor"><block s="reportNewList"><list><block s="reportNewList"><list><l>207</l><l>74</l><l>217</l><l>255</l></list></block><block s="reportNewList"><list><l>3</l><l>192</l><l>60</l><l>255</l></list></block><block s="reportNewList"><list><l>135</l><l>206</l><l>250</l><l>255</l></list></block><block s="reportNewList"><list><l>30</l><l>144</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>128</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>236</l><l>213</l><l>64</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>210</l><l>105</l><l>30</l><l>255</l></list></block><block s="reportNewList"><list><l>123</l><l>63</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>56</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>20</l><l>147</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>145</l><l>145</l><l>145</l><l>255</l></list></block></list></block></block></block></script></block-definition><block-definition s="draw a point of size %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">2</input></inputs><script><block s="setSize"><block var="size"/></block><block s="down"></block><block s="forward"><l>0</l></block><block s="up"></block></script></block-definition><block-definition s="distance between %&apos;param1&apos; %&apos;param2&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="163.57142857142858" collapsed="false">Calculate the distance between 2 positions (x1y1 -&gt; x2y2) or 2 objects.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>x1</l><l>y1</l><l>x2</l><l>y2</l></list></block><custom-block s="// %mlt"><l>Détermine x1y1</l></custom-block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="param1"/><l><option>list</option></l></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="param1"/></block><l>2</l></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="param1"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="param1"/></block><l><option>number</option></l></block></list></block></list></block></list><comment w="90" collapsed="false">Si le paramètre est une coordonnée</comment></block><script><block s="doSetVar"><l>x1</l><block s="reportListItem"><l>1</l><block var="param1"/></block></block><block s="doSetVar"><l>y1</l><block s="reportListItem"><l>2</l><block var="param1"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="param1"/><l><option>sprite</option></l><comment w="90" collapsed="false">Si le paramètre est un sprite</comment></block><script><block s="doSetVar"><l>x1</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="param1"/></block></block><block s="doSetVar"><l>y1</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="param1"/></block></block></script><script><custom-block s="error %s"><l>Parameter 1 : must be a sprite or a list (x,y)</l></custom-block></script></block></script></block><custom-block s="// %mlt"><l>Détermine x2y2</l></custom-block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="param2"/><l><option>list</option></l></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="param2"/></block><l>2</l></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="param2"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="param2"/></block><l><option>number</option></l></block></list></block></list></block></list><comment w="90" collapsed="false">Si le paramètre est une coordonnée</comment></block><script><block s="doSetVar"><l>x2</l><block s="reportListItem"><l>1</l><block var="param2"/></block></block><block s="doSetVar"><l>y2</l><block s="reportListItem"><l>2</l><block var="param2"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="param2"/><l><option>sprite</option></l><comment w="90" collapsed="false">Si le paramètre est un sprite</comment></block><script><block s="doSetVar"><l>x2</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="param2"/></block></block><block s="doSetVar"><l>y2</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="param2"/></block></block></script><script><custom-block s="error %s"><l>Parameter 2 : must be a sprite or a list (x,y)</l></custom-block></script></block></script></block><custom-block s="// %mlt"><l>Pytagore:on trouve la longueur de l&apos;hypoténuse</l></custom-block><block s="doReport"><block s="reportMonadic"><l><option>sqrt</option></l><block s="reportVariadicSum"><list><block s="reportPower"><block s="reportDifference"><block var="x1"/><block var="x2"/></block><l>2</l></block><block s="reportPower"><block s="reportDifference"><block var="y1"/><block var="y2"/></block><l>2</l></block></list></block></block></block></script></block-definition><block-definition s="angle between %&apos;param1&apos; %&apos;param2&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="163.57142857142858" collapsed="false">Calculate the angle between 2 positions (x1y1 -&gt; x2y2) or 2 objects.&#xD;&#xD;By Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="// %mlt"><l>#include &lt;cmath&gt;&#xD;&#xD;// Computes the bearing in degrees from the point A(a1,a2) to&#xD;// the point B(b1,b2). Note that A and B are given in terms of&#xD;// screen coordinates.&#xD;double bearing(double a1, double a2, double b1, double b2) {&#xD;    static const double TWOPI = 6.2831853071795865;&#xD;    static const double RAD2DEG = 57.2957795130823209;&#xD;    // if (a1 = b1 and a2 = b2) throw an error &#xD;    double theta = atan2(b1 - a1, a2 - b2);&#xD;    if (theta &lt; 0.0)&#xD;        theta += TWOPI;&#xD;    return RAD2DEG * theta;&#xD;}</l></custom-block><block s="doDeclareVariables"><list><l>a1</l><l>a2</l><l>b1</l><l>b2</l><l>theta</l></list></block><custom-block s="// %mlt"><l>Determine x1y1</l></custom-block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="param1"/><l><option>list</option></l></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="param1"/></block><l>2</l></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="param1"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="param1"/></block><l><option>number</option></l></block></list></block></list></block></list><comment w="90" collapsed="false">if parameter #1 is a coordinate</comment></block><script><block s="doSetVar"><l>a1</l><block s="reportListItem"><l>1</l><block var="param1"/></block></block><block s="doSetVar"><l>a2</l><block s="reportListItem"><l>2</l><block var="param1"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="param1"/><l><option>sprite</option></l><comment w="90" collapsed="false">if the parameter #1 is a sprite</comment></block><script><block s="doSetVar"><l>a1</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="param1"/></block></block><block s="doSetVar"><l>a2</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="param1"/></block></block></script><script><custom-block s="error %s"><l>Parameter 1 : must be a sprite or a list (x,y)</l></custom-block></script></block></script></block><custom-block s="// %mlt"><l>Determine x2y2</l></custom-block><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportIsA"><block var="param2"/><l><option>list</option></l></block><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="param2"/></block><l>2</l></list></block><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="param2"/></block><l><option>number</option></l></block><block s="reportIsA"><block s="reportListItem"><l>2</l><block var="param2"/></block><l><option>number</option></l></block></list></block></list></block></list><comment w="90" collapsed="false">if parameter #2 is a coordinate</comment></block><script><block s="doSetVar"><l>b1</l><block s="reportListItem"><l>1</l><block var="param2"/></block></block><block s="doSetVar"><l>b2</l><block s="reportListItem"><l>2</l><block var="param2"/></block></block></script><script><block s="doIfElse"><block s="reportIsA"><block var="param2"/><l><option>sprite</option></l><comment w="90" collapsed="false">if the parameter #2 is a sprite</comment></block><script><block s="doSetVar"><l>b1</l><block s="reportAttributeOf"><l><option>x position</option></l><block var="param2"/></block></block><block s="doSetVar"><l>b2</l><block s="reportAttributeOf"><l><option>y position</option></l><block var="param2"/></block></block></script><script><custom-block s="error %s"><l>Parameter 2 : must be a sprite or a list (x,y)</l></custom-block></script></block></script></block><custom-block s="// %mlt"><l>angle calculation</l></custom-block><block s="doSetVar"><l>theta</l><block s="reportAtan2"><block s="reportDifference"><block var="b1"/><block var="a1"/></block><block s="reportDifference"><block var="b2"/><block var="a2"/></block></block></block><block s="doReport"><block var="theta"/></block></script></block-definition><block-definition s="is JS enable?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">return is javascript is enable&#xD;&#xD;Thk to Joecooldo </comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>JS?</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>JS?</l><block s="evaluate"><block s="reportJSFunction"><list></list><l>return true;</l></block><list></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>JS?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="JS?"/></block></script></block-definition><block-definition s="MouseCoordinate" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportMouseX"></block><block s="reportMouseY"></block></list></block></block></script></block-definition><block-definition s="stage size" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportAttributeOf"><l><option>width</option></l><block s="reportGet"><l><option>stage</option></l></block></block><block s="reportAttributeOf"><l><option>height</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></block></script></block-definition><block-definition s="On Stage (pivot)?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Return true if the pivot (rotation center) is on the stage</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></list></block></list></block></block></script><script><custom-block s="error %s"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script></block-definition><block-definition s="On Stage (sprite)?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>self</option></l></block></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></list></block></list></block></block></script><script><custom-block s="error %s"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script></block-definition><block-definition s="On Stage horizontally (pivot)?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Return true if the pivot (rotation center) is on the stage (watch only x axis)</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>left</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicLessThanOrEquals"><list><block s="xPosition"></block><block s="reportAttributeOf"><l><option>right</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></block></script><script><custom-block s="error %s"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script></block-definition><block-definition s="On Stage vertically (pivot)?" type="predicate" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Return true if the pivot (rotation center) is on the stage (watch only y axis)</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><script><block s="doReport"><block s="reportVariadicAnd"><list><block s="reportVariadicLessThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>top</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block><block s="reportVariadicGreaterThanOrEquals"><list><block s="yPosition"></block><block s="reportAttributeOf"><l><option>bottom</option></l><block s="reportGet"><l><option>stage</option></l></block></block></list></block></list></block></block></script><script><custom-block s="error %s"><l>Don&apos;t run this into the stage !</l></custom-block></script></block></script></block-definition><block-definition s="On Stage position: %&apos;position&apos;" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><block s="reportVariadicAnd"><list><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>1</l><block var="position"/></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportListItem"><l>1</l><custom-block s="stage size"></custom-block></block><l>2</l></block></block></list></block><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>1</l><block var="position"/></block><block s="reportQuotient"><block s="reportListItem"><l>1</l><custom-block s="stage size"></custom-block></block><l>2</l></block></list></block></list></block><block s="reportVariadicAnd"><list><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><l>2</l><block var="position"/></block><block s="reportMonadic"><l><option>neg</option></l><block s="reportQuotient"><block s="reportListItem"><l>2</l><custom-block s="stage size"></custom-block></block><l>2</l></block></block></list></block><block s="reportVariadicLessThan"><list><block s="reportListItem"><l>2</l><block var="position"/></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><custom-block s="stage size"></custom-block></block><l>2</l></block></list></block></list></block></list></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="key pressed" type="reporter" category="sensing"><variables><list struct="atomic" id="11048">LastKeys</list></variables><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="LastKeys"/><l>0</l></list></block><script><block s="doSetVar"><l>LastKeys</l><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doWarp"><script><custom-block s="let %upvar be %s"><l>currentKeysPressed</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportKeyPressed"><l></l></block></autolambda><list></list></block><block s="reportConcatenatedLists"><list><block s="reportNewList"><list><l>control</l><l>shift</l><l>alt</l><l>()lock</l><l>func</l><l>space</l></list></block><block s="reportNewList"><list><l>up arrow</l><l>down arrow</l><l>left arrow</l><l>right arrow</l></list></block><block s="reportUnicodeAsLetter"><block s="reportNumbers"><l>33</l><l>126</l></block></block></list></block></block></custom-block></script></block><block s="doSetVar"><l>LastKeys</l><custom-block s="pipe %s $arrowRight %mult%repRing"><block var="LastKeys"/><list><block s="reifyReporter"><autolambda><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block var="currentKeysPressed"/><block var="value"/></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block var="LastKeys"/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportConcatenatedLists"><list><l/><block var="currentKeysPressed"/></list></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><custom-block s="$flash remove duplicates from %l"><l/></custom-block></autolambda><list></list></block></list></custom-block></block><block s="doReport"><block var="LastKeys"/></block></script></block-definition><block-definition s="right mouse down?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list></list><l>return this.world().hand.mouseButton === "right";</l></block><list></list></block></block></script></block-definition><block-definition s="duration %&apos;c&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Thank&apos;s @dardoro</comment><header></header><code></code><translations></translations><inputs><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>t0</l></list></block><block s="doSetVar"><l>t0</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doRun"><block var="c"/><list></list></block><block s="doReport"><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="t0"/></block></block></script></block-definition><block-definition s="duration %&apos;c&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Thank&apos;s @dardoro</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>t0</l><l>result</l></list></block><block s="doSetVar"><l>t0</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="c"/><list></list></block></block><block s="doReport"><block s="reportJoinWords"><list><l>timer: </l><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="t0"/></block><l>    result:    </l><block s="reportIfElse"><block s="reportIsA"><block var="result"/><l><option>list</option></l></block><block s="reportListAttribute"><l><option>csv</option></l><block var="result"/></block><block var="result"/></block></list></block></block></script></block-definition><block-definition s="average duration (run %&apos;times&apos; times) %&apos;c&apos;" type="reporter" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Thank&apos;s @dardoro</comment><header></header><code></code><translations></translations><inputs><input type="%n">10<options>1&#xD;5&#xD;10</options></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>t0</l></list></block><block s="doSetVar"><l>t0</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doRepeat"><block var="times"/><script><block s="doRun"><block var="c"/><list></list></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportQuotient"><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="t0"/></block><block var="times"/></block><l> ms</l></list></block></block></script></block-definition><block-definition s="average duration %&apos;c&apos; (run %&apos;times&apos; times)" type="reporter" category="sensing"><comment x="0" y="0" w="90" collapsed="false">Thank&apos;s @dardoro</comment><header></header><code></code><translations></translations><inputs><input type="%repRing"></input><input type="%n" initial="1">10</input></inputs><script><block s="doDeclareVariables"><list><l>t0</l><l>result</l></list></block><block s="doSetVar"><l>t0</l><block s="reportDate"><l><option>time in milliseconds</option></l></block></block><block s="doRepeat"><block var="times"/><script><block s="doSetVar"><l>result</l><block s="evaluate"><block var="c"/><list></list></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><l>timer: </l><block s="reportQuotient"><block s="reportDifference"><block s="reportDate"><l><option>time in milliseconds</option></l></block><block var="t0"/></block><block var="times"/></block><l>    Result:    </l><block s="reportIfElse"><block s="reportIsA"><block var="result"/><l><option>list</option></l></block><block s="reportListAttribute"><l><option>csv</option></l><block var="result"/></block><block var="result"/></block></list></block></block></script></block-definition><block-definition s="mouse touching %&apos;sprite&apos; ?" type="predicate" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"><options>§_clonablesMenu</options></input></inputs><script><block s="doReport"><block s="reportAskFor"><block var="sprite"/><block s="reifyReporter"><autolambda><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block></autolambda><list></list></block><list></list></block></block></script></block-definition><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing" space="true"><comment x="0" y="0" w="144.66666666666663" collapsed="false">Allows reading global settings programmatically.&#xD;Copied from Snap! library.</comment><header></header><code></code><translations>pt:o valor da configuração _&#xD;ca:paràmetre _&#xD;</translations><inputs><input type="%s" readonly="true">Stage size<options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support&#xD;Hyper blocks support&#xD;Visible palette</options></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/SciSnap3Extensions.js</l></list></block><block s="doReport"><block s="reportApplyExtension"><l>SciS_setting(which)</l><list><block var="which"/></list></block></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><comment x="0" y="0" w="233.12820512820508" collapsed="false">Allows changing global settings programmatically.&#xD;This block is for numeric or text settings; use&#xD;SET FLAG for Boolean (checkbox) values.&#xD;Copied from Snap! library.</comment><header></header><code></code><translations>pt:altera o valor da configuração _ para _&#xD;ca:fixa el valor de _ a _&#xD;</translations><inputs><input type="%s" readonly="true">Stage size<options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#xD;Visible palette</options></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>libraries/SciSnap3Extensions.js</l></list></block><block s="doApplyExtension"><l>SciS_setValueTo(which,value)</l><list><block var="which"/><block var="value"/></list></block></script></block-definition><block-definition s="recognize speech" type="reporter" category="sensing"><header></header><code></code><translations>de:erkenne Gesprochenes&#xD;ar:التعرف على الكلام&#xD;bg:Разпознаване на изговорени думи&#xD;hr:Prepoznavanje izgovorenih riječi&#xD;hy:ճանաչել ասված բառերը&#xD;ca:reconèixer les paraules pronunciades&#xD;cs:Rozpoznávání mluvených slov&#xD;dk:At genkende talte ord&#xD;eu:ahozko hitzak ezagutu&#xD;el:Αναγνώριση προφορικών λέξεων&#xD;es:Reconocer palabras habladas&#xD;fi:Puhuttujen sanojen tunnistaminen&#xD;fr:Reconnaître les mots parlés&#xD;he:זיהוי מילים מדוברות&#xD;hi:बोले गए शब्दों को पहचानना&#xD;hu:A kimondott szavak felismerése&#xD;it:Riconoscere le parole pronunciate&#xD;ja:話し言葉を認識する&#xD;ko:말한 단어 인식&#xD;no:Gjenkjenne talte ord&#xD;po:Rozpoznawanie wypowiedzianych słów&#xD;pt_BR:Reconhecendo palavras faladas&#xD;pt:Reconhecendo palavras faladas&#xD;ro:Recunoașterea cuvintelor rostite&#xD;ru:Распознавание произнесенных слов&#xD;sk:Rozpoznávanie hovorených slov&#xD;si:Prepoznavanje govorjenih besed&#xD;sv:Att känna igen talade ord&#xD;ti:ዝተዛረቡ ቃላት ምልላይ&#xD;tr:Konuşulan kelimeleri tanıma&#xD;ua:Розпізнавання вимовлених слів&#xD;zh_CN:识别口语单词&#xD;zh_TW:辨識口語單字&#xD;nl:gesproken woorden herkennen&#xD;et:ära tunda öeldud sõnu&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>tts_recognize</l><list></list></block></block></script></block-definition><block-definition s="stop speech recognition" type="command" category="sensing"><header></header><code></code><translations>de:stoppe Spracherkennung&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>tts_stop</l><list></list></block></script></block-definition><block-definition s="who i am touching from clone of %&apos;sprite&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"><options>§_clonablesMenu</options></input></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><custom-block s="is %s is in %l"><l></l><custom-block s="clones of %txt"><block var="sprite"/></custom-block></custom-block></autolambda><list></list></block><custom-block s="touching neighbors"></custom-block></block></block></script></block-definition><block-definition s="touching neighbors" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportTouchingObject"><l></l></block></autolambda><list></list></block><block s="reportGet"><l><option>neighbors</option></l></block></block></block></script></block-definition><block-definition s="ask %&apos;question&apos; and wait with conditionnal answer %&apos;cond&apos; error msg %&apos;msg&apos; %&apos;Answer&apos;" type="command" category="sensing"><comment x="0" y="0" w="191.99999999999997" collapsed="false">Ask a question as long as the answer does not meet the condition.&#xD;&#xD;See examples inside this block...&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%boolUE"></input><input type="%txt"></input><input type="%upvar" initial="1"></input></inputs><script><block s="doTellTo"><block s="reportObject"><custom-block s="%s"><l>_askClone_</l></custom-block></block><block s="reifyScript"><script><block s="removeClone"></block></script><list></list></block><list></list></block><block s="doTellTo"><block s="newClone"><l><option>Turtle sprite</option></l></block><block s="reifyScript"><script><block s="doApplyExtension"><l>obj_name(obj, name)</l><list><block s="reportGet"><l><option>self</option></l></block><l>_askClone_</l></list></block><block s="show"></block><block s="gotoXY"><l>-80</l><l>-30</l></block><block s="setEffect"><l><option>ghost</option></l><l>100</l></block><custom-block s="repeat %cs until %boolUE"><script><block s="doAsk"><l></l></block><block s="doAsk"><block var="question"/></block><block s="doIf"><block s="reportVariadicAnd"><list><block s="reportNot"><block s="evaluate"><block var="cond"/><list><block s="getLastAnswer"></block></list></block></block><block s="reportVariadicNotEquals"><list><block var="msg"/><l></l></list></block></list></block><script><custom-block s="simple message %mlt at x: %n y: %n for %n sec"><block var="msg"/><l>0</l><l>0</l><l>2</l></custom-block></script><list></list></block></script><block s="evaluate"><block var="cond"/><list><block s="getLastAnswer"></block></list></block></custom-block><block s="removeClone"></block></script><list></list></block><list></list></block><block s="doSetVar"><l>Answer</l><block s="getLastAnswer"></block></block></script><scripts><comment x="7.8125" y="436.3854166666664" w="90" collapsed="false">some examples</comment><script x="7.8125" y="487.10416666666646"><custom-block s="ask %txt and wait with conditionnal answer %boolUE error msg %txt %upvar"><l>Enter a number:</l><block s="reportIsA"><l></l><l><option>number</option></l></block><l>Error: you should enter a number !.</l><l>upvarAnswer</l></custom-block><block s="doSayFor"><block s="getLastAnswer"></block><l>2</l></block></script><script x="7.8125" y="567.4687499999998"><custom-block s="ask %txt and wait with conditionnal answer %boolUE error msg %txt %upvar"><l>What is tout name ?</l><block s="reportIsA"><l></l><l><option>text</option></l></block><l>Error: you should enter a number !.</l><l>upvarAnswer</l></custom-block><block s="doSayFor"><block s="getLastAnswer"></block><l>2</l></block></script><script x="7.8125" y="647.8333333333328"><custom-block s="ask %txt and wait with conditionnal answer %boolUE error msg %txt %upvar"><l>Enter a number from 1 to 5:</l><block s="reportVariadicAnd"><list><block s="reportIsA"><l></l><l><option>number</option></l></block><custom-block s="value %n in range %n to %n"><l></l><l>1</l><l>5</l></custom-block></list></block><l>Error: you should enter a number from 1 to 5...</l><l>upvarAnswer</l></custom-block><block s="doSayFor"><block s="getLastAnswer"></block><l>2</l></block></script></scripts></block-definition><block-definition s="new play sound %&apos;sound&apos;" type="command" category="sound"><comment x="0" y="0" w="133.33333333333334" collapsed="false">This block replace the &quot;play sound block&quot; - BUG FREE !</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>§_soundsMenu</options></input></inputs><script><block s="doPlaySoundAtRate"><block var="sound"/><block s="reportGetSoundAttribute"><l><option>sample rate</option></l><block var="sound"/></block></block></script><scripts><script x="263.50000000000006" y="146.03333333333336"><block s="playSound"><l></l><comment w="90" collapsed="false">there is a bug inthis block...</comment></block></script></scripts></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos;" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _&#xD;ca:digues _ amb accent _ _ to _ i velocitat _&#xD;pl:powiedz _ z akcentem _ _ wysokość _ szybkość _&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></script></block-definition><block-definition s="speak %&apos;text&apos; with %&apos;lang&apos; accent $nl and pitch %&apos;pitch&apos; rate %&apos;rate&apos; and wait" type="command" category="sound"><header></header><code></code><translations>de:sprich _ mit _ Aussprache _ und Höhe _ Geschwindigkeit _ und warte&#xD;pt:fala _ na língua _ _ com tom _ e velocidade _ , e espera&#xD;ca:digues _ amb accent _ _ to _ velocitat _ i espera&#xD;pl:powiedz _ z akcentem _ _ wysokość _ szybkość _ i czekaj&#xD;</translations><inputs><input type="%s">Hello, World!</input><input type="%txt">en-US<options>العربية=ar&#xD;Български=bg&#xD;বাংলা=bn&#xD;Català=ca&#xD;Català - Valencià=ca-VA&#xD;Česky=cs&#xD;Deutsch=de&#xD;Dansk=dk&#xD;Ελληνικά=el&#xD;English-American=en-US&#xD;English-British=en-GB&#xD;Esperanto=eo&#xD;Español=es&#xD;Eesti=et&#xD;Euskara=eu&#xD;suomi=fi&#xD;Français=fr&#xD;Galego=gl&#xD;Hrvatski=hr&#xD;Magyar=hu&#xD;Interlingua=ia&#xD;Bahasa Indonesia=id&#xD;Italiano=it&#xD;日本語=ja&#xD;にほんご=ja-HIRA&#xD;ಕನ್ನಡ=kn&#xD;한국어=ko&#xD;Malayalam=ml&#xD;Nederlands=nl&#xD;Norsk=no&#xD;Polski=pl&#xD;Português=pt&#xD;Português do Brasil=pt-BR&#xD;Român=ro&#xD;Русский=ru&#xD;Slovenščina=si&#xD;svenska=sv&#xD;Tamil=ta&#xD;Telagu=te&#xD;Türkçe=tr&#xD;Українська=ua&#xD;简体中文=zh-CN&#xD;繁體中文=zh-TW</options></input><input type="%n">1</input><input type="%n">1</input></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>tts_speak(txt, lang, pitch, rate)</l><list><block var="text"/><block var="lang"/><block var="pitch"/><block var="rate"/></list></block></block><block s="doWaitUntil"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="activate speech synthesis %&apos;msg&apos;" type="command" category="sound"><comment x="0" y="0" w="201.00000000000003" collapsed="false">create a DOM button element covering the stage displaying the given label text, if any, blocking the current script&apos;s execution until the user has clicked the button, which will enable speech synthesis on stupid iOS / iPadOS devices, where Apple forgot to activate speech synthesis when the user interacts with a canvas element. Sigh.&#xD;&#xD;Do this right when you start the project. What a kludge.&#xD;</comment><header></header><code></code><translations>de:aktiviere Sprachausgabe _&#xD;</translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="doApplyExtension"><l>tts_activate(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="new position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="String"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicNotEquals"><list><block var="small"/><l></l></list></block><block s="reportIfElse"><custom-block s="use case-independent comparison"></custom-block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><custom-block s="to lower case %txt"><block var="small"/></custom-block><custom-block s="to lower case %txt"><block var="large"/></custom-block></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block></block><l>0</l></block></block></script><scripts><comment x="453.5714285714286" y="85.33333333333341" w="166.42857142857144" collapsed="false">addign the 1st if:&#xD;if small=null return 0&#xD;&#xD;By Loucheman</comment></scripts></block-definition><block-definition s="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="String" helper="true"><comment x="0" y="0" w="294" collapsed="false">Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.&#xD;If it&apos;s not found, reports 0.</comment><header></header><code></code><translations>pt:a posição de _ em _&#xD;ca:posició de _ en _&#xD;pl:pozycja _ w _&#xD;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportGlobalFlag"><l><option>case sensitivity</option></l></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block var="small"/><block var="large"/></list></block><block s="reportApplyExtension"><l>txt_indexof(sub, txt)</l><list><block s="reportTextAttribute"><l><option>lower case</option></l><block var="small"/></block><block s="reportTextAttribute"><l><option>lower case</option></l><block var="large"/></block></list></block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; from position %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="String"><comment x="0" y="0" w="183.33333333333334" collapsed="false">extract a substring from a string from position to another&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%txt" initial="1">abcdef</input><input type="%n" initial="1">2</input><input type="%n" initial="1">4</input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportListItem"><block s="reportNumbers"><block var="from"/><block var="to"/></block><block s="reportTextSplit"><block var="string"/><l><option>letter</option></l></block></block></block></block></script><scripts><script x="464.1666666666666" y="131.63888888888872"><custom-block s="substring of %txt from position %n to %n"><l>abcdef</l><l>3</l><l>2</l></custom-block></script><script x="463.33333333333337" y="110.30555555555546"><custom-block s="substring of %txt from position %n to %n"><l>abcdef</l><l>2</l><l>3</l></custom-block></script></scripts></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="String"><comment x="0" y="0" w="175.33333333333334" collapsed="false">Reports the part of the first string up to the first instance of the second string inside it.  If the second string isn&apos;t found, reports the entire first string.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;ca:part del text _ anterior a _&#xD;pl:podciąg _ przed _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>0</l></list></block><block var="string"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>1</l></list></block><l></l><l></l></block></block></block></script></block-definition><block-definition s="substring of %&apos;string&apos; after %&apos;marker&apos;" type="reporter" category="String"><comment x="0" y="0" w="203.33333333333337" collapsed="false">Reports the portion of the first input string starting after the first occurrence of the second string.  If the second string isn&apos;t found in the first string, reports an empty string.</comment><header></header><code></code><translations>pt:o texto de _ depois de _&#xD;ca:part del text _ posterior a _&#xD;pl:podciąg _ po _&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>index</l><l>end</l></list></block><block s="doSetVar"><l>index</l><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block></block><block s="doSetVar"><l>end</l><block s="reportVariadicSum"><list><block var="index"/><block s="reportTextAttribute"><l><option>length</option></l><block var="marker"/></block></list></block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="index"/><l>0</l></list></block><l></l><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block var="end"/><block s="reportTextAttribute"><l><option>length</option></l><block var="string"/></block></list></block><l></l><l></l></block></block></block></script></block-definition><block-definition s="insert substring %&apos;substring&apos; to string %&apos;string&apos; at pos %&apos;pos&apos;" type="reporter" category="String"><comment x="0" y="0" w="90" collapsed="false">by Loucheman&#xD;&#xD;Insert a substring into a string at a defined position</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>pos</l><block s="reportMonadic"><l><option>floor</option></l><block var="pos"/></block></block><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block var="pos"/><l>1</l></list></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="substring"/><block var="string"/></list></block></block></script><script><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="pos"/><block s="reportTextAttribute"><l><option>length</option></l><block var="string"/></block></list></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="string"/><block var="substring"/></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportLetter"><block s="reportNumbers"><l>1</l><block s="reportDifference"><block var="pos"/><l>1</l></block></block><block var="string"/></block><block var="substring"/><block s="reportLetter"><block s="reportNumbers"><block var="pos"/><block s="reportTextAttribute"><l><option>length</option></l><block var="string"/></block></block><block var="string"/></block></list></block></block></script></block></script></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="String"><comment x="0" y="0" w="275.3333333333333" collapsed="false">Reports the input text with lower case letters instead of capital letters in the input.  Uses the user&apos;s locale&apos;s rules for case conversion.</comment><header></header><code></code><translations>pt:em minúsculas _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>txt_lowercase(txt)</l><list><block var="text"/></list></block></block></script></block-definition><block-definition s="Align this string: %&apos;String&apos; length: %&apos;final length&apos; alignment %&apos;alignment&apos;" type="reporter" category="String"><comment x="0" y="0" w="255.8333333333334" collapsed="false">Return a fixed length string align on the center,left or right&#xD;&#xD;Hello world,20,left &#xD;  return Hello world_ _ _ _ _ _ _ _ _ (spaces)&#xD;&#xD;Hello world,20,right &#xD;  return _ _ _ _ _ _ _ _ _ Hello world&#xD;&#xD;Hello world,20,center&#xD;  return _ _ _ _ Hello world _ _ _ _ _&#xD;&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%txt">center<options>center&#xD;left&#xD;right</options></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="String"/></block><block var="final length"/></list></block><script><block s="doReport"><block var="String"/></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="String"/></block><block var="final length"/></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>left</l></list></block><script><block s="doRepeat"><block s="reportDifference"><block var="final length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="String"/></block></block><script><block s="doSetVar"><l>String</l><block s="reportJoinWords"><list><block var="String"/><l> </l></list></block></block></script></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="alignment"/><l>right</l></list></block><script><block s="doRepeat"><block s="reportDifference"><block var="final length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="String"/></block></block><script><block s="doSetVar"><l>String</l><block s="reportJoinWords"><list><l> </l><block var="String"/></list></block></block></script></block></script><script><custom-block s="let %upvar be %s"><l>nbBefore</l><custom-block s="%n div %n"><block s="reportDifference"><block var="final length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="String"/></block></block><l>2</l></custom-block></custom-block><custom-block s="let %upvar be %s"><l>nbAfter</l><block s="reportDifference"><block s="reportDifference"><block var="final length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="String"/></block></block><block var="nbBefore"/></block></custom-block><block s="doRepeat"><block var="nbBefore"/><script><block s="doSetVar"><l>String</l><block s="reportJoinWords"><list><l> </l><block var="String"/></list></block></block></script></block><block s="doRepeat"><block var="nbAfter"/><script><block s="doSetVar"><l>String</l><block s="reportJoinWords"><list><block var="String"/><l> </l></list></block></block></script></block></script></block></script></block></script><script><block s="doSetVar"><l>String</l><l>0</l></block></script></block><block s="doReport"><block var="String"/></block></script></block></script></block-definition><block-definition s="Add leading %&apos;char&apos; to %&apos;Number&apos; Total length: %&apos;Length&apos;" type="reporter" category="String"><comment x="0" y="0" w="322.8571428571429" collapsed="false">Add leading zeros to a number By Loucheman v1.2&#xD;useful to display the score in a game&#xD;&#xD;example: add leading zeros to (YourNumber) Total length: (5)&#xD;if YourNumber = 123 then the result is 00123&#xD;if YourNumber = 1234 then the result is 01234&#xD;if YourNumber = 12345 then the result is 12345&#xD;if YourNumber = 1234567 then the result is 1234567&#xD;if YourNumber = 12.3 then the result is 012.3&#xD;if YourNumber = -1.2 then the result is -01.2&#xD;&#xD;version 1.0 : a zeros with a for loop: 12.2 seconds to treat 100000 numbers &#xD;&#xD;version 1.1 : almost 2 times faster with the reshape function: 7.3 seconds to treat 100000 numbers &#xD;&#xD;version 1.2 : now accepts negative values&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%txt">0</input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicGreaterThanOrEquals"><list><block var="Number"/><l>0</l></list></block><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportJoinWords"><list><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="Number"/></block></block><l>0</l></list></block><block s="reportReshape"><block s="reportNewList"><list><block var="char"/></list></block><list><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="Number"/></block></block></list></block><l></l></block></list></block><block var="Number"/></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><l>-</l><block s="reportJoinWords"><list><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block s="reportMonadic"><l><option>abs</option></l><block var="Number"/></block></block></block><l>0</l></list></block><block s="reportReshape"><block s="reportNewList"><list><block var="char"/></list></block><list><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block s="reportMonadic"><l><option>abs</option></l><block var="Number"/></block></block></block></list></block><l></l></block></list></block><block s="reportMonadic"><l><option>abs</option></l><block var="Number"/></block></list></block></block></script></block></script><scripts><script x="122.00000000000001" y="422.8888888888892"><block s="reportReshape"><block s="reportNewList"><list><block var="char"/></list></block><list><l></l></list></block></script><script x="187.5" y="290.9444444444447"><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="Number"/></block></block></script><script x="348.0666666666667" y="438.44444444444457"><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="Number"/></block></block></script></scripts></block-definition><block-definition s="Add leading zeros to %&apos;Number&apos; Total length: %&apos;Length&apos;" type="reporter" category="String"><comment x="0" y="0" w="322.8571428571429" collapsed="false">Add leading zeros to a number By Loucheman v1.2&#xD;useful to display the score in a game&#xD;&#xD;example: add leading zeros to (YourNumber) Total length: (5)&#xD;if YourNumber = 123 then the result is 00123&#xD;if YourNumber = 1234 then the result is 01234&#xD;if YourNumber = 12345 then the result is 12345&#xD;if YourNumber = 1234567 then the result is 1234567&#xD;if YourNumber = 12.3 then the result is 012.3&#xD;if YourNumber = -1.2 then the result is -01.2&#xD;&#xD;version 1.0 : a zeros with a for loop: 12.2 seconds to treat 100000 numbers &#xD;&#xD;version 1.1 : almost 2 times faster with the reshape function: 7.3 seconds to treat 100000 numbers &#xD;&#xD;version 1.2 : now accepts negative values&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicGreaterThanOrEquals"><list><block var="Number"/><l>0</l></list></block><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportJoinWords"><list><custom-block s="new reshape %s to %mult%n"><l>0</l><list><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block var="Number"/></block></block></list></custom-block></list></block><block var="Number"/></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><l>-</l><block s="reportJoinWords"><list><custom-block s="new reshape %s to %mult%n"><l>0</l><list><block s="reportDifference"><block var="Length"/><block s="reportTextAttribute"><l><option>length</option></l><block s="reportMonadic"><l><option>abs</option></l><block var="Number"/></block></block></block></list></custom-block></list></block><block s="reportMonadic"><l><option>abs</option></l><block var="Number"/></block></list></block></block></script></block></script><scripts><script x="417.62499999999994" y="269.2604166666667"><block s="reportNewList"><list><l>0</l></list></block></script><script x="80.37499999999982" y="270.7083333333334"><block var="Number"/></script></scripts></block-definition><block-definition s="is this string: %&apos;large&apos; contains %&apos;small&apos; ? (case-sensitive? %&apos;case-sensitive?&apos;" type="predicate" category="String"><comment x="0" y="0" w="204.99999999999997" collapsed="false">is large string contains small string?&#xD;Block by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%txt" initial="1"></input><input type="%s" initial="1"></input><input type="%b" initial="1">false</input></inputs><script><block s="doDeclareVariables"><list><l>csSave</l><l>resutl</l></list></block><block s="doSetVar"><l>csSave</l><custom-block s="use case-independent comparison"></custom-block></block><custom-block s="use case-independent comparisons %b"><block s="reportNot"><block var="case-sensitive?"/></block></custom-block><block s="doSetVar"><l>resutl</l><block s="reportVariadicGreaterThan"><list><custom-block s="new position of %s in %txt"><block var="small"/><block var="large"/></custom-block><l>0</l></list></block></block><custom-block s="use case-independent comparisons %b"><block var="csSave"/></custom-block><block s="doReport"><block var="resutl"/></block></script><scripts><script x="339.64285714285717" y="91.76190476190459"><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block></script><script x="339.64285714285717" y="124.61904761904748"><custom-block s="use case-independent comparison"></custom-block></script></scripts></block-definition><block-definition s="reverse this string: %&apos;string&apos;" type="reporter" category="String"><header></header><code></code><translations></translations><inputs><input type="%txt" initial="1"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportListAttribute"><l><option>reverse</option></l><block s="reportTextSplit"><block var="string"/><l><option>letter</option></l></block></block></block></block></script></block-definition><block-definition s="multiple positions of %&apos;small&apos; in %&apos;large&apos; (overlap? %&apos;overlap&apos; )" type="reporter" category="String"><comment x="0" y="0" w="240.3142857142859" collapsed="false">Search for multiple substring in a string and return a list of positions or an empty list &#xD;&#xD;Examples:&#xD;  overlap = true&#xD;    11 in 1110111 return 1,2,5,6&#xD;  overlap = false&#xD;    11 in 1110111 return 1,5&#xD;&#xD;Thk to bh for the overlapping search&#xD;Thk to sathvikrias for the non-overlapping search&#xD;Assembled by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">aa</input><input type="%s" initial="1">aaa</input><input type="%b" initial="1">false</input></inputs><script><block s="doIfElse"><block var="overlap"/><script><block s="doDeclareVariables"><list><l>small list</l><l>big list</l><l>length</l></list></block><block s="doSetVar"><l>small list</l><block s="reportTextSplit"><block var="small"/><l><option>letter</option></l></block></block><block s="doSetVar"><l>big list</l><block s="reportTextSplit"><block var="large"/><l><option>letter</option></l></block></block><block s="doSetVar"><l>length</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="small list"/></block><l>1</l></block></block><block s="doReport"><block s="reportAtomicKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="small list"/><block s="reportListItem"><block s="reportNumbers"><l></l><block s="reportVariadicSum"><list><l></l><block var="length"/></list></block></block><block var="big list"/></block></list></block></autolambda><list></list></block><block s="reportNumbers"><l>1</l><block s="reportVariadicSum"><list><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="big list"/></block><block var="length"/></block><l>1</l></list></block></block></block></block></script><script><block s="doReport"><block s="evaluate"><block s="reifyReporter"><autolambda><block s="reportAtomicMap"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><block s="reportTextAttribute"><l><option>length</option></l><block s="reportJoinWords"><block s="reportListItem"><block s="reportNumbers"><l>1</l><block var="index"/></block><block var="list"/></block></block></block><block s="reportVariadicProduct"><list><block var="#1"/><block s="reportDifference"><block var="index"/><l>1</l></block></list></block><l>1</l></list></block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><block s="reportReshape"><block s="reportTextSplit"><block var="large"/><block var="small"/></block><list><l>-1</l></list></block></block></autolambda><list><l>#1</l></list></block><list><block s="reportTextAttribute"><l><option>length</option></l><block var="small"/></block></list></block></block></script></block></script><scripts><script x="533.6571428571428" y="193.99999999999997"><custom-block s="multiple positions of %s in %s (overlap? %b )"><l>11</l><l>1110111</l><l><bool>true</bool></l><comment w="90" collapsed="false">bh version</comment></custom-block></script><script x="533.5714285714286" y="243.1428571428572"><custom-block s="multiple positions of %s in %s (overlap? %b )"><l>11</l><l>1110111</l><l><bool>false</bool></l><comment w="90" collapsed="false">sathvikrias version</comment></custom-block></script></scripts></block-definition><block-definition s="duplicate this string %&apos;str&apos; %&apos;time&apos; time" type="reporter" category="String"><header></header><code></code><translations></translations><inputs><input type="%txt" initial="1">*</input><input type="%n" initial="1">3</input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicGreaterThan"><list><block var="time"/><l>0</l></list></block><block s="reportJoinWords"><block s="reportReshape"><block var="str"/><list><block var="time"/></list></block></block><l></l></block></block></script></block-definition><block-definition s="cr" type="reporter" category="String"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportUnicodeAsLetter"><l>10</l></block></block></script></block-definition><block-definition s="delete char # %&apos;x&apos; of %&apos;str&apos;" type="reporter" category="String"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">3</input><input type="%txt" initial="1">abcdef</input></inputs><script><block s="doSetVar"><l>str</l><block s="reportTextSplit"><block var="str"/><l><option>letter</option></l></block></block><block s="doDeleteFromList"><block var="x"/><block var="str"/></block><block s="doReport"><block s="reportJoinWords"><block var="str"/></block></block></script></block-definition><block-definition s="remove all %&apos;subStr&apos; from %&apos;str&apos;" type="reporter" category="String"><header></header><code></code><translations></translations><inputs><input type="%mult%txt" initial="1">b</input><input type="%txt" initial="1">abcabc</input></inputs><script><block s="doForEach"><l>letters</l><block var="subStr"/><script><custom-block s="let %upvar be %s"><l>posToDelete</l><custom-block s="multiple positions of %s in %s (overlap? %b )"><block var="letters"/><block var="str"/><l><bool>false</bool></l></custom-block></custom-block><block s="doForEach"><l>pos</l><block s="reportListAttribute"><l><option>reverse</option></l><block var="posToDelete"/></block><script><block s="doRepeat"><block s="reportTextAttribute"><l><option>length</option></l><block var="letters"/></block><script><block s="doSetVar"><l>str</l><custom-block s="delete char # %n of %txt"><block var="pos"/><block var="str"/></custom-block></block></script></block></script></block></script></block><block s="doReport"><block var="str"/></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="String" space="true"><comment x="0" y="0" w="225.33333333333334" collapsed="false">If input is TRUE, comparisons made by functions in the string library will be case-independent (so &quot;FOO&quot; = &quot;foo&quot;).  This is the default.&#xD;If input is FALSE, comparisons will be exact.</comment><header></header><code></code><translations>pt:altera comparações ignorando distinção minúsculas/maiúsculas para _&#xD;</translations><inputs><input type="%b"></input></inputs><script><block s="doIfElse"><block s="reportNot"><block var="tf"/></block><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><l>global</l><l>_case indepent</l></list></block><block s="doApplyExtension"><l>var_set(name, val)</l><list><l>_case indepent</l><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></script><script><block s="doApplyExtension"><l>var_delete(name)</l><list><l>_case indepent</l></list></block></script></block></script></block-definition><block-definition s="use case-independent comparison" type="predicate" category="String"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportApplyExtension"><l>var_get(name)</l><list><l>_case indepent</l></list></block></block></script><list></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="-- = %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="delete var %&apos;var&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%txt">MySpriteVar</input></inputs><script><block s="doApplyExtension"><l>var_delete(name)</l><list><block var="var"/></list></block></script></block-definition><block-definition s="create sprite var %&apos;var&apos; defaut %&apos;defaut&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%txt">MySpriteVar</input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportNot"><custom-block s="does var %s exist?"><block var="var"/></custom-block></block><script><custom-block s="create %s var %mult%txt"><l>sprite</l><list><block var="var"/></list></custom-block></script><list></list></block><custom-block s="set var %s to %s"><block var="var"/><block var="defaut"/></custom-block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="set var %&apos;_name&apos; to %&apos;_value&apos;" type="command" category="variables"><comment x="0" y="0" w="240.4931640625" collapsed="false">This block sets the given value (last input) to the variable named with the name givent (var input).&#xD;&#xD;It looks for that variable following the scope order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos; (the first match it finds).&#xD;&#xD;If that variable does not exist (in any scope) an error happens, stopping their script. You can check it before using the &quot;does var (name) exists?&quot; block. </comment><header></header><code></code><translations>ca:assigna a _ el valor _&#xD;es:asignar a _ el valor _&#xD;pt:altera _ para _&#xD;de:setze var _ auf _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>var_set(name, val)</l><list><block var="_name"/><block var="_value"/></list></block></script></block-definition><block-definition s="-- %&apos;n&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%anyUE" readonly="true"></input></inputs><script><block s="doRun"><block s="reifyScript"><script><block s="doChangeVar"><l></l><l>-1</l></block></script><list></list></block><list><block var="n"/></list></block><block s="doReport"><block s="evaluate"><block var="n"/><list></list></block></block></script></block-definition><block-definition s="is %&apos;value&apos; is in %&apos;list&apos;" type="predicate" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%l" initial="1"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block s="reportListIndex"><block var="value"/><block var="list"/></block><l>0</l></list></block><block s="reportBoolean"><l><bool>false</bool></l></block><block s="reportBoolean"><l><bool>true</bool></l></block></block></block></script></block-definition><block-definition s="show var %&apos;_name&apos;" type="command" category="variables"><comment x="0" y="0" w="181" collapsed="false">This block turns on (show) the watcher view on stage (if it was not already activated) of the variable with the given name (slot input).&#xD;&#xD;It can only access to the closest variable scope (if there different variables with the same name in different scopes) following the order &apos;script&apos; -&gt; &apos;sprite&apos; -&gt; &apos;global&apos;.&#xD;&#xD;No errors if that variable does not exist.</comment><header></header><code></code><translations>ca:mostra la variable _&#xD;es:mostrar variable _&#xD;pt:mostra a variável _&#xD;de:zeige var _&#xD;</translations><inputs><input type="%s"><options>§_getVarNamesDict</options></input></inputs><script><block s="doApplyExtension"><l>var_show(name)</l><list><block var="_name"/></list></block></script></block-definition><block-definition s="variables list" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>tmp</l></list></block><block s="doSetVar"><l>tmp</l><block s="reportListItem"><l>2</l><block s="reportListAttribute"><l><option>columns</option></l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l><option>blocks</option></l></block></autolambda><list></list></block><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block s="reportTextSplit"><l></l><l><option>blocks</option></l></block></block><block s="reifyReporter"><autolambda><block var=" "/></autolambda><list></list></block></list></block></autolambda><list></list></block><block s="reportApplyExtension"><l>ide_blocks</l><list></list></block></block></block></block></block></block><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="tmp"/><l></l></list></block><block s="reportNewList"><list></list></block><block s="reportListAttribute"><l><option>uniques</option></l><block var="tmp"/></block></block></block></script></block-definition><block-definition s="rotate $turnRight %&apos;degree&apos; ° around x %&apos;x&apos; y %&apos;y&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doDeclareVariables"><list><l>myRadius</l><l>angle</l><l>position relative to 0,0</l></list></block><block s="doSetVar"><l>myRadius</l><custom-block s="distance between %s %s"><block s="getPosition"></block><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></custom-block></block><block s="doSetVar"><l>angle</l><block s="reportVariadicSum"><list><custom-block s="angle between %s %s"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block><block s="getPosition"></block></custom-block><block var="degree"/></list></block></block><block s="doSetVar"><l>position relative to 0,0</l><block s="reportNewList"><list><block s="reportVariadicProduct"><list><block var="myRadius"/><block s="reportMonadic"><l><option>sin</option></l><custom-block s="degrees %n"><block s="reportQuotient"><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><l>2</l><block var="angle"/></list></block><l>360</l></block></custom-block></block></list></block><block s="reportVariadicProduct"><list><block var="myRadius"/><block s="reportMonadic"><l><option>cos</option></l><custom-block s="degrees %n"><block s="reportQuotient"><block s="reportVariadicProduct"><list><custom-block s="PI"></custom-block><l>2</l><block var="angle"/></list></block><l>360</l></block></custom-block></block></list></block></list></block></block><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="position relative to 0,0"/><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></list></block></block></script></block-definition><block-definition s="set my width to %&apos;width&apos;" type="command" category="looks" space="true"><comment x="0" y="0" w="157.96875000000003" collapsed="false">Set the size of the sprite to match desired height&#xD; &#xD;by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">100</input></inputs><script><block s="setScale"><custom-block s="my size at width %n"><block var="width"/></custom-block></block></script></block-definition><block-definition s="my size at width %&apos;width&apos;" type="reporter" category="looks"><comment x="0" y="0" w="175.93749999999994" collapsed="false">Return the size to match the desired height.&#xD;&#xD;by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">50</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="width"/><l>100</l></list></block><block s="reportGetImageAttribute"><l><option>width</option></l><block s="reportGetImageAttribute"><l><option>name</option></l><l><option>current</option></l></block></block></block></block></script></block-definition><block-definition s="New delete %&apos;indexs&apos; of %&apos;list&apos; (2)" type="command" category="lists"><comment x="0" y="0" w="90" collapsed="false">Delete multiple records from a list&#xD;&#xD;recNo should be greater than 0 otherwise it will be ignored&#xD;&#xD;by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%mult%n" initial="1"></input><input type="%l"></input></inputs><script><custom-block s="let %group%upvar%anyUE"><list><l>newList</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportListContainsItem"><block var="indexs"/><block var="position"/></block></block></autolambda><list><l>value</l><l>position</l></list></block><block var="list"/></block></list></custom-block><block s="doRun"><block s="reifyScript"><script><block s="doDeleteFromList"><l><option>all</option></l><block var="#1"/></block><block s="doAddToList"><block var="#2"/><block var="#1"/></block></script><list><l>#1</l><l>#2</l></list></block><list><block var="list"/><block var="newList"/></list></block></script></block-definition><block-definition s="switch %&apos;val&apos; $nl %&apos;cases&apos; $nl default %&apos;default&apos; (3)" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%group%s%cs" irreplaceable="true" expand="case&#xD;do" initial="2"></input><input type="%cs" irreplaceable="true" initial="1"></input></inputs><script><custom-block s="catch %upvar %cs"><l>tag</l><script><block s="doForEach"><l>case</l><block var="cases"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="case"/></block><block var="val"/></list></block><script><block s="doRun"><block s="reportListItem"><l>2</l><block var="case"/></block><list></list></block><custom-block s="throw %s"><block var="tag"/></custom-block></script><list></list></block></script></block><block s="doRun"><block var="default"/><list></list></block></script></custom-block></script></block-definition><block-definition s="set my height to %&apos;height&apos;" type="command" category="looks"><comment x="0" y="0" w="157.96875000000003" collapsed="false">Set the size of the sprite to match desired height&#xD; &#xD;by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">100</input></inputs><script><block s="setScale"><custom-block s="my size at height %n"><block var="height"/></custom-block></block></script></block-definition><block-definition s="my size at height %&apos;height&apos;" type="reporter" category="looks"><comment x="0" y="0" w="175.93749999999994" collapsed="false">Return the size to match the desired height.&#xD;&#xD;by Loucheman</comment><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">50</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="height"/><l>100</l></list></block><block s="reportGetImageAttribute"><l><option>height</option></l><block s="reportGetImageAttribute"><l><option>name</option></l><l><option>current</option></l></block></block></block></block></script></block-definition><block-definition s="countdown from %&apos;number&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">5</input></inputs><script><block s="doFor"><l>i</l><block var="number"/><l>1</l><script><block s="doSayFor"><block var="i"/><l>.75</l></block></script></block></script></block-definition></blocks><primitives><block-definition s="switch to costume %&apos;#1&apos;" type="command" category="looks" selector="doSwitchToCostume" primitive="doSwitchToCostume"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>§_costumesMenu</options></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>doSwitchToCostume</l></block></script></block-definition><block-definition s="is %&apos;#1&apos; on?" type="predicate" category="sensing" selector="reportGlobalFlag" primitive="reportGlobalFlag"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true" irreplaceable="true">$_turbo mode<options>turbo mode=$_turbo mode&#xD;case sensitivity=$_case sensitivity&#xD;flat line ends=$_flat line ends&#xD;log pen vectors=$_log pen vectors&#xD;video capture=$_video capture&#xD;mirror video=$_mirror video</options></input></inputs><script><block s="doPrimitive"><l><bool>true</bool></l><l>reportGlobalFlag</l></block></script></block-definition></primitives><stage name="Stage" width="480" 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lt/TK2x/p5Tc/0nPUj548o73XHdS+gzdoWNmrpb0HGbwHGbCHtLznkMarBzUCxqupX9/bSx1/A7yBQ1raR7n/pl4uH7hRKwduAm7WynW3aPU6yv03Ut6k1YO3aBnaMu3lfTdi40ZkAGRWD96kyAW/si915JDt+OtuRO7GGT2yQHxY3ntIK/sO4cf16Lqhw8r+GxRYgjbac73K6nXAQeB6DYkDXGiBMTxjYlnaewOyNwI34efNWsXHFWLqvl53E7Zvws8byMshSvighzYmhrJ6vQZ0DOgd7b1eY/wJuNu9Xok1+BG2RtiJD0vUA+PI4NMSclcA3DL0noPkgbzGn1VytLIf+3uvI96DWsZOYCn81FfISWAvOd5z8GZ8vV7nL23r409PanOXMTta1aWNXa1vTXRhbZOFaUnf/f7v6Cu/+VWdu7Sh5155X4dPXCT2m4nxJuK4gbhv0Ar9klh7v+DLolyZ15fIQeixuffgrdpz/W3aQ7n3uluVdiDtVXAZD8vIpUy7A2Nk5cAtCn51/81ahb5MH0bnygHaIec60wAAEABJREFUGQOUy+Qufd7z1vvmRi0R89LeG7vPq+iJL+mT5eQNWCZnI3I2ZEwnx4s65R74984h9dhaxnb0LNO/Y2SXsZ0xuXLgBu0BF79G+67X0nU3aPl64AD9Qe6X8GcJ/0bMES8fUB3v1e6wovXpoOMXNvTyu5+wg3taf/bTh8jzuzpD/rNATSRNWEcaj55UeSd1dZGy3XdRtudU/epR66RVfiYsZTyGKhClUX760mU9yWr+3/7LH+u//Vc/5i7wij4+dlbru4O8nElxvQYG2pigA8tJcoD2Kh2yhw7cd+g27Tt0e+/QfdffqgM33Eb7Nu0Fv5f2Xjp77/W3ay/41etvYYLfqlWSNgPaSfAhBgKwh0G5kiTObSwzcFa6rZuZ2DcryV8mkeM+IQ7qLIPy2Mlzuu6GW3To5tu02wZVL6kNy5pwh52UsQK1LCkwoVzANHXuvhP4p15W1TIyy7y3WNJucCX1sXa1pCn1icbaroX3Y6OO26qDArvgp8gGWAUVmKB3F4itHeg7DR1eQf9Kl53EXtlDX6yie4/qaK8ak4+Vk3JFzEzKVVUGSK+P4aNeB3jnoNE+CTkt7VNZ2t/rU3gmZQV9e6TlfbNyDB9QB2ww6OpojybxZQ4NPRWd07KKzb34s6qJqBfq8EzRp/F+fNlLfpfV4DN6hM5uP3qRb5RCt/C1DqvoWVFFtoGr+LmLrt3kCfkp/AsIb4N/Qk4ClRjSf1P6oCE/IX8X6OczZy/q/MVLOnr8uE6fPauv/sZv6jvf/Y62d62XeAx558Mj7KqWtUV/bZP7HfpsO/VGf9Ge0N5FZ+Da+hR8oJL/Nt5DDlbJG4Af4ZtQtqW9HZf2tPu6pAk6p4yhXcbYrke9HdwkNrCbcorshHjT/4k9MBF58aqmvVxR4p0iMyHOhg9Txu4uuifo3gG3C4Qn+rYrsWQsoX+X8b0DbBPfhDxN8SuwQx6n5Dz90ygrEPouMtPEiv7paEW78AVXwYUvsoGaHACij8vKAYmxVenrHfrvyOlL7Hyf01/e95je+uCILu9OtcuSs8uWh7cr1KTKC3yWmr5QLeqlU37p0liU5IGXiVnhGoNLTCjpHG9jX3jjI/2zv/iFfvzAY/rg8Eltk4Qxq/MqK+6wep0qzmWAp2Mag0uj/Zp6D52wR1PaOwS7g8xuEksik9RrEzolwT0ZCZ5OyqRVgl7aI9PZpu55vWVgM2BFgk0yRyv7NQAZLBPk64jBAnDLlZeZiMhOsXlpc6J3P2Kwnl/X0soebW3tMIAv6uLa5Q4XLq7pIgvwpbUNXWK1v3Dxss6dv6RzF9Z0NnB+TWfOrTHYU0K7sK4zZ2mfuaQTPNqeOHVOJ0+f1ykmxskzF2d12mfPXdIFHjEC59jqnr1wSWfRdfrMBZ3i/Ug+gwdOnb6A7ks6Bf8x5I6cOquj6Dxy4oyOsOML7jDlp8dO8ZL39AyOn9Enx07oEybhZydP6bMTp/XZ8dPsCs4ovIeRDXx2/JQ+BVKGP+WxE+d07Pg5HUbHp0fP6NMj8PC48xn6Y/PwibM6gv3j+HXi9EUdP3lex3i5fPz4WZ06dUGnwJ0m9uTgJLEcx+ej6Izu+HGU2I4QwxH0nwB/Cv6T6Irdw/Hx2Glsn9bR2AE+g+/wSWzi81HqkQukHp7D4DtAOwrfcfQfBZcbznn64sLFdZ09e0HbW7u66aabdOcdt+nmmw7pD//gb+j3f/8H3FCKnsou/KnneS91Uacvbeo4fXWcvjqVfgwQz0n8PE48x4gnkPoJ+E7OaSeI4Sj+xrcjlKkf5abX65RpH8G/BRw9fVYnzpzXcfSdRPdp7JxjDAbOUD9L/Qz+B38qvtD/pxgfgdOUp89e0tlzl4ltTcnjcXRn3JygPEmfnACOJA/4coJxGPvHyPtx7J7E7gn8DRyHNivP6Tj9emwO4c8YmPl7TkdPXmDcXSBHgfPUzzH+zuoo+T5OXo4TxwngFPWz8T++XdjQOd43rW3u8sHBLPxjTZifW3Xc3/E+9MQzeu2t97W+vUs/WLUBWX+K1fhJ1c616lcWp8qOqUGrAbimwDaNjxmMf/6zh/SvfnI/u6RzTPbrtMyCVFglt9tYF7eqLrB4nVvb1kkmbk8ok/o0k7DXSW46/tT5y0r7JIk/SbJPAb2kfQZIBwROZRAAJ+ikDPieXJJwikUik/YktFPnLirlSXhO9/oFbF9SOvIMPpykM06Fho3oO0pHnUBuc9d698PDevWND7TC48Eq7yIusRitr2+yKG0A61rb2OJxYEsX+Kpz6fKm1ta3dekyOOBi2pc3+u/SXEZmbR38nH9tc1uXef92OSX4yx3AbUQ+era0Dn0NPReYFBdY/NbQfXljB/wusrvY3sbeli4jszaHrpPJthbZ6GZB3aC9Qbm+vaNNOntrZ6ItPl1t8gizuT0BB/BubRPcBu31zr+rrdB7faKNBa3Tp1rfmgPtGa1qcwcIH3LreURicV+n3QH+DWAmt6tN6hvQY3N7W9readrChy10BDbwcR3b6/i9gc/b6Nnseie6vLkLbGttk9jJ2wZ8m7vY5k67Du9lZNa2tvFnouhPbi6TxzW+xqVv1uiXC5cu6dNPP9Prr72uI4c/0+72lkaD9T12S3/wN3/IzWhFz/L+5pEnn9eZC5vaZte8sdu0gZ0NYo5f69jawOfNALj4uUkZ2gY+bqQeoL6J7z3nxJH4NikDG+DXgU34NsFtEHf4tmhvUd/c2aG/t3R5YxPYIu/bukzc6/T3Zfr30nw8XWR8ZbwFLtP3GYtnmQOXGH/rtNcybsjTGjKXgXVwl9GxTn1zZ1cb0Nbps8vwXaY+Gz87ukh+L5K75G0G24x1xj85PD8flxfXtnSB+Xz+EiVw8eKWLvHIfBEIz3luAhfYnWYMh3ft8o4uIRP8Web5GeAiuK1pUTYLZnNxBt1PPf+KXn/rA21Npmxcqia1iVdHrDifPz+3ONXGBz+XvqJNWKEYTyL/evO9z/RnP3mQ58Z3tDUdq/Dotsv2cm2r6SzOnGLVPHHqEgvFGgvDZZ1ldxDnE3ySe4GAL5CItC+v7yjJWqO8RMICFykv0L5AeRGDl4DLwBpJniVzV5fp6HWSewldgTWSexn6ZTpjDd5LyEf/BTrtPBP+PBP+IvTeZuE5z0KZDj5PMk+TtBMsXG+/+5E2mUwHeb9gDSplJLFj1LwkZ6zlWdGtbD+nrPINehnGCk9VUfMM0vawRHsELzLwGb5AGY0hz2RUhi6bsiFvtvfhqZrZaLY8jDqEJ/WGTB2QA48iBWZyMz7jr6HFr15PGxhGSxrwoVC3iY9daWFHKXaPjbqwLejCPwPDGP4FRDZAu0CLfsNbwAVSVxnhC36hO/qlgfiLVMABHqB7pKYZTFthbIUe/CxXyWH0lLmN+DAaL4Oa5at2namHfyzjs6/YRS+2VQrnoDH2dra29MknH+rjD9/Th++/1eGOW27Qb3/vmyr0z9N8qHmMl9IXN6fs8vewo0cvOgWY+AJCf/MggRO5Erv8lCZ3RkcZLcs85gh6+AIohz8yxIa8AOOPrymrisJbYgd8c1ENFPJGOzINu78C6NESfo7H2p5msZ4gN+DDkgStFXI6pD3PDzhjY2YHHH1mctrKGLn4B25Y4lF7rEYp4hGloaO0z4EuCy76hW/NkQOG+Fp0xWYZVAbwpTDuNQez4FisjVrnRnWe9eAS8zWL1A6Pk1kfXnnjbb3z3kcsyrvwNnZQmpVqkiyRq8K1n5UvcS3PgMxI3jMRhLQ1qXr+1bd5ofWA3v/0BJ25tz/GnWOh6Tsidjpn2catczfIQjZh8E1RqgQJVA04GyiUVoU2BVd7oCS2lyOCG2sxOE2ggSRSJCcJCyi8gBksi3ZD1wJfqfcEekxcI2DQopNFRzkdhL7W6yta3nMdL02P6fEnnqU8wmPZBW2x0I3hK4VBTyxOyWCpKkq94JvSbkY3uCE2RGJbz2GuBpdYCKrzNJeZL+hoyPForSkDbDqVJpPG4rijLe7UDfqA7YbdXfI+DS+4hr0Su3QYtw50CrAa7dqEbYBK7SCe2Y0v0Fvrdhp6OqBr4Xt8iL3ElBJ3FKgVOcAiLuTiZ61VFd0NPNUZH7QKRDaQeo0/xJq4wsvoxRf8UQ6jA0BmoWOK7/GrkONCn0ixKVXwQpfQ1Ww1C5vxQWrgQ4+vTUUuBdYCFoB/i63a+XPs6iXt27dHy8tj/e4Pf6A//pM/gNd8wXtWD/N17yI7/MqjxoSxskO+d+iL6BO5rirYmUGNcdoGH19lnMFmbep+GnyJ75S1mnxjGH4BoUmWgFJYOPAPMU1b1c5kwkQkJmgVmLYGvjE/iDX1WvEBWeQacsnVLmNik93QFjN+vLSs8dIK/MaPGTT0NPwzMgFRRxWFlXZTgVcS9OisVMMPUbUtdBTsJpcDvMRDoLgr3On4qhkfSpT+leBDb/qjNqvZ+AQJnMhJo9zNGN+e6jK7t7wi2WInXVmgTvAU88lnR9hZ7+BS7CLbpF12U5M6Fe+7kcbJnCTQXaGLpjjBhkKvvfOR7nvkKX3EI92UdzdT7hzrrELZSm7Qo7t0bEuwTJ6BhI2A3PniVBJa0ROdZRjLDEJ1h+OEGbiY0yBVdzC6TDsgSsU1cK3NeHsbXAN6IiijL2B8iH6zeCVpjSCz0FKoEc8MsJUFsw0koGparW228oePHNcu5V4e7bazSMwcxz94mGmVnqkoqsRCVW3KwKlSOm06p9PSDLhiPLYjt6B3OeRbMe6VDmU80jAaNOGR7BLb9HW2u7t0YiNeJ0+UDcPdXmsyFkxJr2EbH9oUDI6oyoYOtCu4+BEJWDo9JTjqMrL0cK0TVEWHVJhwtmdMXCt2MK2m0kGybHe+RWziSL2lhNbwt7hoYHG2ibM1/JTcGOzosdEhqxRuHC7Yhk67ISeU2NDAW/jZmq7Nn8ELum0KhwP6RI1OKOTUDk68Y9rmJnNG58+f1dLSSH/3T/9Uf/ff+5M+MX72wDN6mk/uG9NB04EXu0yQSR1U8U9liAuKzdYaeoFYQW2yFReFnSYzbpoqdhswzSRK54J3KVJ40g9oi65KEqdVXaahz+GJr0DzjF8FioWE6B2Y04bUgoFPgGWRWRio4a8Z53Xup6LH8R8h7FOVbHw0dtVByES+kHvPfWgycVq1ohP+jCFh0zZXKfphkbrOIqd0EQjoBV8ND80w2WpAFlnUMbqassHJ6Ao+Mqw5yuPtOo+rF3m3u8ujuvFnk43NRd7tbvC4nlxNmrquqI21WOhALiFIzFVeGB/Rg489o7x4XOIl8w4ducajUx6DpgQrsmAWJTPh1ZOl7mxTkUmAVSQsVDXwWKTu4AHZUnHIKrRtgiPZtcJNKQ7bMjxm4EjQqzjA+Soo+GZJM1ui3QGcwdlc0S/aqO6dEd7dLED4ftPNt8rsxM7yTmqNR8GTvERe4xFwKIUxg6wB6jb2u18NHU0LPwu+BWwrR4MnkHXkYFEAABAASURBVLpt2TNoDGRIAhFX1PjJwgWVu/syE2lJ29z1z549pzNnzuoS700qC9+o6xeJnaqm52QV/AnYSAPiaCgPUO2n7St84riWRlOOjqGgzeKCN+kf9dgWvLZlW7NjVi5owaVeomcO9ixHi9zYviJvu/szDMMMh78LWXsmF322tThCH41YwJERaDuXBVWyaUu9Lyg0Goo4NYDfs2eP/uiP/pb+5O/+e3rn/cP6r/7Rv9aLr73LR51xf4zbZWGqLmqARMnAx6Wu07aoAOr5EEd8C1CFBD0VoCxiZ5xCUEmpWS7t8Blc6aAcM5Qq46HnCVznBm+789k0BFCGhxrjYwxt5s/S8jLtJanz0IdlDvA34ohMxpc4bCMHnVIcV2JAJn0xcHMsQ/T2ySXbHRZxlWHo8pELRLcsmThtKsqRMiA5ylx66TKSjXIB4CTyLCvzcIuF6OZbbtHXv/l1PkRd0D/9//xL/cs/+xEv3k+zjhZts0vcAYrmB41+32VB61+innvxNV4af6rqJU2z/Z2Y7ahUWZiaRmrghOHWrBicAWlppNuWhyKTBHfHREdn4QlAx2aChVtVTDw6K20ZvkCnC70NufCDnOM6HyjPAQVadEo6HXe63ejCSSa1oIs7uBXXFJ9IetanKUx5hv/k8GG+Pp3QqVOndeTIUW3zbsskunVlUiGWYRjQayXfZUBf0fyI3kCaTTY8LrJgQj7+ziDWrAI+V3GQDWUHtffAPh284Xrtv+6AjOzapTWdP3NO65cvq3LLKegcSlHK6JIsqfAYkfy417uv2EtexCBNmQUtA6q28MU3aRisUiwbn0le7TuoSg0ekyuAK/mSUrVzbZrpqaSUgQyqlAy2ihz9lz6k1hQbEDU77Fm9yzJApoywaWPHA2/vDPyKb5rzLXYiDAe1in8NT+BpraIZO5Thb4re5GNQRBv6KnpXVkb69ne+qX/wH/4HuvmOL+hn9z+mnz/0lE6v7bBbWsXLsdjwa0J+GuPYcncUE2rkjrPbEfqSP9IER70Cgmpb9gy6MBcDBUBJrkryGjtUBaILuRIZDLjbLV2HmqTEyWDMzSh9rQqyNTXyxUUiZ5OdbV45bGhnZ0u19xc5BN/gEzqTE9SIjoUf3dgo83EWnqaq+GJxwEgahRV01Q6dJ7ogK+Uc4tOER9CKrUr2uGMrekS9gWvordRDb5FBa4ruOgYqjdZxTbE9Ysw2xvN0d1e58WzyHvkkXz7zHvjZl17R/Q8/rmN8hd7hRpw+KuKY1tpsi12q+JCgt9//RG/wNn3CbkllhccfKbuN5ixKI02biSFQMG1yUjrYlh1860Gjtpczx9UP273MJfhAUHbwAV2RsWft8M6gzQqsRi6NBYu94G34VgHKOV/nDRkIFmdVXVRJ1o0336Iv3HOvhqUljXksHY+WtMuXlCLLdvclu5yajMcgkHp0BmiqsFrZAzYNtC6zoC1Ke0ZLewGRXUAp1srKkg4dul6333a7rrtuvyoDY+3CRV1mNycGVcFG+ONPYBgGbBfZM19b4g0wKOKjFPygYvoHHtB9QZvWpinxNM0OO3ymEQwDGR2Rj41AhR+iYANmfDN87bGGfm1MqS/oqUc2YDnFFaj4MAM8xzkrfo4kSprKJFKzSimyLUuy3UH9aHBaY3I3neww4Iu++51vaXVlVT/7+S/02pvvaljeq4GvRFONSSG6C8DElSw1dfnkRxxtHmfDcGWxC4Nt2XOA55fPhqOBikzPKW17zk8Z/l/OxZV4oKceSF+O+CggWTnSjn/b7DLW1tZYmLa1zPgYLxEHNnBdtjss/I+cnXGG5/As2k4FsN35ofZ+A9Xbsd8BenDpk8SUuh2ZkqoaMS5kWxan3u6k+aWgbwAKvHDi5NwN6I2xt6sLF85rdXVFt956mz47fEy7E+n3/uCPdcvtd+v1t9/TOx98RD8VVfq0NA7bEmeVlN+beO3Nd/jydlGNd0zZSbHYEUzRFGMVRrskb0CTbRk53KKcJUbUEiw9n6pwE7h6Gnnbci8HdMPRo5gN0oJjkAmwdiFc7GUus/pMdtGe4RrNikxK6DHOwAap6MJCqsoAzCDa5bFpk0Uoz8nX33Cjrrv+IH7M7FUSL1Ut8eg3sCAPLAqJL33R0Onut9VjlNTazG+q/ez+8+6goUPGl4F8GT435Y7aPXRRKWgNHns1d0Qgz/6jcdGePas6dOgQHVp16sQpbfOZeShDlMj8DC7U0Te3HR8cHL5qDqY0d9HGwhYQpWgXJudAXCZH7pM1/RavNDuMhaHIBbBnuFyJveuQhWowlOjjSh131FS5k+YOG3pzU0Rgl20V/C+xC7FbA2fH9rzfLOSRUZNtIPbJHX53/wVOkokZihqLSc0dFakRtg5l5ynpgw8+0IkTJzWlOye1KGN4Cu+UARzoFtCRnAUwpfzNMqFH8KFK0R9rttEoha81/KSPaHQcjkgGR8wN2VJmvLkW5FIGhowjXn+M5mByRpcrO9vZwtV6P2eXkhyJpG1tbCqLUt7FjJdXtHf/AS1R2iaPpUMTctiu2BZHJaYpOJxX+qDiG6nr1NDCV+EnjYp/iPSzIddyo0gJxrbsqyDixlkJHpEfrGugHwfGjk3/IVOx27DU4G3oATU/wSKXOF2kjO0vffnLuuvue1SWlnXg+kO6/a67dejm2/sT25u85z5y/BR91lSwRSc23jM1TZp05PgJ5e/hVGGUwTQhUfSpWjGmAQQSaMMZzY/4EofsWUCCtlh9O59hNMrRSY0zdbgQnMlJdmdSjoqN4CGrElhI9oxuW6EFnzL8iu4OnuvBaoQh2jOcbVpNSZDtGV9vkGpeTt9+55267Y7bWdkv8Pn5A507c0bpMOELCeomCnJDgR+wrYUPVLu+3MGMzvgVEATb2BVVd1A/Wr/mYlvDMKjMdTY6d8qOacLimYG1uncPd80dnTl7RhO2ww1/FnbnIXa9tkVlDpodMNj+nH4bPl09Gjxp2UZ8BmkvILamLACVPmUoiFEtmRP+UqhIPQ8UApWiQ/RmnCQGDUWGNzh7JhMme1YvpSg5kKzUR7xrSqnYvMa/4iEcEldxhGco4ODJrxBcd2C/Dh44oDat2r/vOu3bf1BmQagaJI9VskgM+DKXF0c86NBEaNBscQKtQ+IPxHfYwTleqbdbPLwKU/rOtmDqdNsqpWjAx/Cvb2zoDOPq1KlTCpw5fVaXLq5pA3xlkiW+Xfp4ff1yx43HYx0gnpWVla4nfnTI2GBeRGfAxqbUeWwrfkzwpec/fHgcPwI2/pOvyOEkZ8Ndd0BFb0euIT+DGX1gjAaiI2A77J3fntXjW2Ss/AyyB3iMX9ZosNbZAeKKbr7lBp29cFZPPv2CHn1yBh8fOakdXhf130U8dY4xhVyfdZZcrHymPHL8tM6eXwPB9lFFzRChlaFoNLIWd5isBUWGAzBQ0oLeBJYS3OCiQDCiDkE52iI5NGxL0LqdVJ2LsCvFN9QKMnWWS+4EZokUiYNDdngxqAAsKbklNegNG5Fv3CnqHLJ6TyfwNodTDfkJk32LrfOUCXjzzTfr5ptv4vl+i0FzEfGplkZFpYS/qaFXAE3lMNEXDSoeySZX4mjwZka2ogLNKQPzuikFBTYJ+6XM5NI29WEYk+exgs8iNYxGCv4yXzi2+YwceoFHHtT1YKstYEpWFkBcLTmAy0CR+4/AVQZ3cgG3hiIlnvRnq2JQCBZyRJ5tyXb3hYoqTNOey9b5+iCmT4SO+C9TodFo2ANNFKjJ/OQ6bU2T6QTZKhu9AWKWpcpPSnGxLftaKLSLJEsA802EJ5s2JyZU2d6Xih4W9kyS/Uzq1dW9Yp3SBFpFAPMKLwFSNvW4iUn9WOgXuolPphSsrYuo23JvVxxIbluXEySjCxDOYKRBt2mTj4YDFy9c0JnTp7W1tcWj2YquP3SD8kL4xptu4vH9oPbi52jgCYJ+WaefN/mitXffARamg4yFETYrQMeiXujtIHWbI2ywSVfAdGAhjzwO9XaB1+5Can2MzOPB8Sbw0GxKgQf62fOBLaK2LU7l0rBTJU1b1YTdY8p2haeolJHCh6cSC5GKyR8c5CNDZKyiHXb/e1b2aCj79M67R/XJ0dN65Z0P9eCTz+rYmQsarx5QflfxCDunTb5iE5O70ibpHO83jrAdXg+Bdy+FSWCgMEEEW3jMYCplkA0CmZzpqHSYcDbtgH2Vnnbo4QvYn6dFLnjiCCuBFvSL0r2dzp7R58EibxtrtfOFaUFPHZJmi2iDPtPR8STMnrULcQzcSTFCd6LLg1b37dMtt92mm7JAMZDOcpeb8lA8IEOiWKywz8CbMtjJvIZS1O/yobvQHpQjuu2rdnBC8c82VSv0oeeQyOlsO7gB/NDpzG0Fkut9+/f3x7thNBu8Njo0O67NafQHggvVuQBpT5iwgdQDGMFWkfmJTOsTN7mSbHeaOEKLr1mE+mCkg4KDND/R4NJjW+DDH5gzdH1ZCGf2p/Cq48QRvZGbQXIRaP0RJzIVv2CDX6rcPILDBQ1D8lRUSZKVOIpGjNcRO43sRM6fuygZHvq3wTNLplUKOPApSym6ctQ2m8xyR9mzMn51RKPfge48iMgGwmXnCpLTtmxrwL/QsyM6zaK0u7ujgwcP6IYbDmkfY2xpadx9GfAvfAhxzuSyW1rmi9wwJL6pKuMtfthGpnSwGa/4s6CFrmuOsoitqWcn601lnBFF5wrddq/nEvkOzASp4UsBQm+QkUI2tgLhs93pqV8LYFU8SORTbBKMXBbPvbwrm5KDDT70fOHOL2i8vKojvKqo7GrLeFUD7wU9rCjtrd2qE3yYunDxkkrWSN5JKXD6PJ+yeXyouLTLYNhhUCeomkQADefNLG2esoJOaFWgadH/VanPAoqDDScrgCga47pF2MrdJAkrLpIcVvRIVJWjYVsE1tIxAQgNycYORAGYGnfwBk8NHQMtQF1ddqoGjcsVW8atWCuphFZb10qeZcc39cenDIoMkAysbL2PHT3SH/Vsa2lpSUMpeBIHmiq2KncRakReextKPwv8sIJPhqfYwB62hyJ0SIbS/et+NzpUaZKHaENX4oPXCOTzcXYGW5sbEhwd0vnoKwP64BlKUQGGYYCnoR2IbkD4omKJU9RntqfSPA+aHzNWqKkE5vgROgeZCWwN/JgOD7lxqeLALlelHUCx8u6syF2mYLMU6pRxoRFD5YVzi31JdlF81/ywwyXluoAB+aGoh4EhXT3cZRN3xtPW9hYfdabg+NyOnzZ0/BdHFrcpY4RsK8rzTixjO/4qPtGfrWdOmOhcylGGAX0FimUPsi250gbQB3ME1FJXqq2/L7q0dlGre1d0/Q3sgJYGTevuDPrucTZGM37jV/woLFare/ZpaWV5ppv8xlQpRY1YKrswKhio5KHhU7yd4k+V8R8haEW21ecpY6TNfbItKYCu4JL7hjwQnaG4wQGkHb8qc6RhF6xy2NE9QC6M9WAKl4JPeSNAAAAQAElEQVQvM2jItsgA2b0t02erPHlUvjaeYB4d4LH7xptu1HsffKijPKF5tCznl0lZpOrAkxq5TYgXLlzSufMXxeLUNEXrdl+xzrF7uiSXQUmUYW44F5DiPrG3Jtsa6DDbONpwtPayQQvY7jzisGd127Ra57NTn+kCeeVMMiqJuxY6ca43ujvQC/ZMR6dzCR6N1Lh2/vhUr7RTKciwtmqQNbgoRzp+YFeSsoDbw4vo/Xzav/HGG/TFL97LnW6vzpw8qVMnj2vCC/QV7mqBpdFYSwymeFHZjmfxiA8lNhhM0S3sRK/Ra4cz8U+Fh7LdIXkMhC9gG3o4pEykDMjszpaxG74QY8e2SpnxzrjVj04rpffPQt+CKwyhZyKkbrv7QKekCcQ/+peaPadRjwxFP+NP5oFp2daVAU07fOm7lAFQ/VzgJKsfrV8x29glTfv4qQzoYCNXs0jQh5WxkHbwM2jKojcMhdiLog0XJC62tby6quaB9qDVPXtV6KMmKfFmJKSk2e3WTE4aJoeVIPo7mrnChU3bqLYQ4JzlpuIn7CqyCvRSqM3L3NRs94UpN7frrjuo/bzIjr4AihRIvRJbAISiI2UWqUW5ubnJ4+gudqvCF5kF2JZtWAPq9PBkHEbHldg0o8OInpn/XQeIRUn1V87QbF/xS0liQLMDkuxrdYOnvwYXjcjHmEm2TDesjIum25v65IP3eN90Ub/3ez/QwUPX68TJ0ypLy6rMnwn5DIj1ZDReEop1kfdwl9hlFcuK8R1exF3K8+7mDu2iVi1jqADYVcuOBTBQNEiCB4dtowFIHSzCXGlwNYAg17QDYNKzSh3OlsQzWSlnO54MIfBolAeVMshGBn4zI2zoQMGn4pGMD8qBg10t9RpeFygDdMsQCnhXbDIgColzIHos6FZ+YnU63dX6+pouX77UJ81AwvLF7NbbbtUO76U+/ehjBS7xOXQ8WEvjQSP8G5dBozJooB578VX427hzZdA04mv4WLpX8FFmuztG/6jHIo6KzV0G2oSUNbnHT+dyt11dXdaBffu1NBppNEhsB+GZylQHYqUxl5tIxBW7AeFDoKUEn7hxU10E4aQkd6qUuIc+A005Gj4GF78DwZncXs2fMNuASqWKNCMh5KlL5GJE27O2QfQTWnJfJNsd0pcoIaRp18NFOSDLJRYDYOOWqZt6GADbxN00ZYefhXyddxrnGdg7eewmt1P8rfPYF35ntyT0yrPxO+sfdV+MbvWDCvlXeGjXJIKyi5HHuCIVGVCSV0X8RWLOrK9taHNjW3v37us77SkJZtipQ270SCmKAJqq+LhoV1qVHXN+XWCJXbpV+BnIZYC6xQEXi3f3G9sNmx1QZltDEb6oyzm24nuryhMDQ00Zn6ItDhsOAGS8kIhXKjSHDg2daXeg7vncLx513qYcTQ2fK2O98RRR0L1M7keU508c14dvv64xLwP/wd//e7rt9lv1+htv6eL6uobxkgqLk4FeylGmYRj6E0xfnCpKgt+iYy9dvNyTOHDHkXFQg2ScJSpTCgdba+p3T0p7ptC2bEuybAuScpTIUXEAPL1HbR5SmFIFQi/Qww8D8g2oHdIO3g6Xuv7YzzuM+KLPHe70qA7adoqOs6lDaHSosBlCI/bJ7jaDe5u4J/BBCM+kqvKuabK9q/Bed911uuuuu3Tohuv7wvXB++/r3bff0Sm+bDYG35ivfeNx0VCInVFYgegv5GwAUhZycQXwxTAkjh12Y4tYQBMzPkDLeUUPspu8A7vAVncXn+gRFZgbvuZOGd7oNraCuxZmNMt2qlcAUWzNmnZon7cbHTPq/NoF1PWEVtNOcgDb+COO1umgGCMsDeQ6bLOFy8oPTNht5LvCNi/DFEI40JWkx8YCIme7cwQ3XUxO5BpaRH7MY8GZsxd4XDilqYvKEo8J9G8F4lzr0rkgAS65rcgHM1ed6hWInfAEYdOv8C74f8W/OX3j8rryRfUAL+NXeK+CSMRlWyU+CskFcl6357oZM7FpW2NuQuGf8vgXHKw9Z/bVHARnz9oY4JzVwx+YsptPGT2B8DdsoCjVDqEH0rBn8vasXMTeaVwy5kKx8Ze21FuzfiQm24z/Iu7XvPi+rI/ff1dHD3+s3/neb+n/9H/8P+iLX7pXz73wEu+aTkj0Vf7tbCsjNQ8ANwpJtsnToDzJbW5v80qgmoypf7pcv7whsyCVwqpWxrKLpIBlas6V1TOFWOVFJ4NWAvxl6Hh4sCcxMjKJFwHbVhJmGxqDhc+osEoMZqGzr/KQND8iF/1p9pLRnl2AorjLoIOVO7ILHY12JWkNZ3tJPayVBVaxO1MmR0c33oLRiK3JPl5aZku+vLyidPLOzhZcU+UL0F133aNbb7mtD8JPPv5E77z9ro4fOaodkplFagn58cAA61A0KgM6RxqGQRhTjgmDbo33Ead4XFzjhoBrsg0U8jIC6DCQlUmYeBN/3qWcPXtWm/TRmM41/SRZOcITSD5sy06fAdRVZhGGHgi/BI9Cl1I0dgO53ZLFnr4gSXFQkA2II4sJWwRqzkSL7uSS8RO9NTk0HuB32rChC42I1NpUmRjBB2zLxi/6uvdjtw8j7Twek2wV6I4SGsnDtfKlWJFr0EoZJA+cY33w0Wd65bU3tbU9VRmW8MgzuMYnSyqyBhcVW7Z19ZjVg1qMQTs4wzcAZc7qeSlw7rrym8/p1z1792rPnj0dLxkP42VV4s4I6yVxZgfjEnpyRux4qn4UeAuSsTfShLlB+sA1xiK6knMVOAOGTz232Tk2Wi30pt53blQYQzDA1KCCJ55SimwLpeLaIfVGHy3ybONb5AVbAMbMo07nhiycyhgp5L946E8Qq+ORdtc39CmPcQcPrOo/+9/9p/qf/S/+pzrBR4EHH35cJ86ckxi7+WCe3W3+fV1FT3JS8aLiu4mtlBHqUwPZQG5zR97c2FS/i8dJEshGm+RKcWAWmjSUojhjF4kAxFHA2RYF4AWa0upZakg3zeQUOfXDXEvkgNRtI4/+YmQRwHrFlzgvDttcSRb6rsXZ7nK2kbsK4UlCCU8Be0ZrNZ0804825Yid3clu51thcI1GY2WwdTkCi67AMu9+brv1Vn31q1/Vl7/8ZQbiqo4dO9Z/N+r4kWP91xAGlx52JloeObbosEvnL+j0yVP69NNP9eGHH+nkqTMa89y9f/9+cjpbjAir+x9/AslrcGNeGl5/6EYGZ9V5dk/xNb6kDF/KtKVZfISpHMFNuYOGnnYgOLhk5wqGfjYFTXACZoMyfAsQDPEl0HH0SQYmaOUILuUC0u42cT714EsMUEk7tJT2TINt2TOIDcOX057V0lOzfmqdL7ToGwp57jzWaLTE9C7KP09ZWlnVmMeGBqPLTAfVLmtf09YsVlEO3Dy67TndnvHFz4KOvpgEBT5jKmBbkdnmS9TFy2uKvejJHJrFWDPngbmd1hT+gG2sSi2Lx7wPxBF7FMSTm1TpjzhbvH8KPn6EZjuFggtEXyBYO7Yk2x1CD9iWFNDnjtCCsN1jsS07OhKNug3ND9uzGkXkasYBmAJkIbx0/rxOHD2s73zrG/qH//B/rYEb9T/55/9cP73vfq1tbmvMO0GQUmG8CxvIFerpu6HwqEg7Z2V+7tCReRQXvco2vLFaAVDzgrCR6lKK4k8GuMEbRcip4hT5ZAJ6DpLFkXgYkAWhQB/Ac5zAhachm0lbmTQJMPgrEBXIc1LDtqxco0scLUbjLL7RFMaVu34WkGbuONhgOLAtrHA1gdJsUJk69EKo3KUTX1XqXGwuszPxNoxv8cUnL0gLdwIPBV0GihpsU74yTRhQJjf7+Tx8+1136I677lShfezoUX3y4cc6+tlROukE76c+0QfvvqfPPvlMx4+d4JFwQ0ssNDfeeDMyeUy8QaOlJTV8aM1qJLdxV2rkKH40DNbgqNjWFPwWO7QpPGUo2BzwiKCwrUIcJLyxY2zzPCGiYRjkMogLAI+kTocPizI/AqyhX02kiny3mVHALQo/VI2gZgft1ulCbZNtcVVwmh/GpxlIxkWYOIuMHXG1zfXz7fSn6J/0adVUjXjE0URvFSn64kRl5yl8zO6GwUi1qmBvL7uW7HrzdVM2pBZ2Feq21fLT9aM7+tFrG8XSFH2dTlziqJSxP9uhkYO5L5BQ7Q6V/shCNHt5PVEZGCPRH13ISwW+gEUFgE4/M3xE+iX6tnSSO7nHEwLy0Z187vIueGt7R5iChz6KvxL1yFiFuKlhKbSifuBrix+9lDA5AxEhfmFWNUgh2fUZpvjWpcnnLG9Gqxf9JQ66oc3HQfKC6SROo/CxHTrDzffWW27R3/j939dHH3+qP//RT9k1XdDy3gMareyRCy/BefKaMH6n5F62cAdoqSoXTOBlYVHeResgcVWSIbkHm3qe6ye8IJ6yrUQUAXG0Th+GkWzTdi9rYzEge0mmHVzp+qIHps4TBXFEmtGHYZDLLJmRa7UpPFBlWzls9/pMTt227Y5Lp4QnUGEIpG77Cp847CSgkoBKa9Y5VDA1x1mdP/riUz4M5G9Nn794Qbu8WK2JH/2hjUZ0Az4jqf6rFgycOH3jDTcou6jspg4dOqRLFy/xde+Uwp/OuosF7N5779G999yjO+64Q9fDM+LOPiFn0RV/bPe4Upes2ItPYJXjBmzcfvvtWuEzM6xwOGjiUK/3HOKnfs3Rev9MyQE5RoIQZCcvtJGpDJZMsgmTPn1mu9NhTXjI4SV8nF07ZBUunJ0PLeAN0KcM5lKGnlMxOcITPdHbFgrgzElvpOiwoNnusgUnS7GGkbGBG122YVcaZeyIg/wZ/OACbsROd6qV1T267uD1auDilwtx6qr8zE50XgXI/QwtEIM2dPkKHg1X8hC/bCs3i11exo+Xlvoj/3LvGys247/6gX0cSfyBrl9Ejt+zumSLAyauOcOXMuNnPB4T26DoC5vlkDp0XIQRvarLnVccwdmx3/p8TDsAibMJEqU6rdtsvakyFJm8zVrX0G1k5iALLo1KEeH0f1GxwpPA7XfcqdfffFsv83i9su867T14SBota8qixFRSRYeQsfELwQZk7mYu2Ka/RzwhTJUFv0x4+TtFqgyDCtuwBoMHJuEwls1gc5FtSQvAFxIrjsagD1CV5jz9rsBCY1tlGLpOo9fzgEspCjR0BMSRdsDGBtAIRAHCb0GRKJtgevIKDnAykYgr0hrKABTq6rr7YyfyuNcTHzuNxhXx3FVoM9qk2pSOcaTxKZPU7i3lOl5a0kA+GrSKTPxpGG65w1FGbJdFvPEVanXfqm685UbddfeduvOu23Xrrbfohhtv5LP2Hh4zRpibapcX8JWvGjOYdtvR0QGD0d/r+DVXT2fVvtAd2L9Pe/esiHQgxyMoPhTCLoPncRcVDbKzbS7YS84yoaETE+plB1+QJ/Q6g9gJLaX60ZANSEZjw6nkrnFpNTqtSqOBTz8VeAqcCHE2JZ+VgdCIgUIhCmbVIwAAEABJREFU5U4r8p4SVzpfayx67GAKiAG/FuCu150ndkyQARAyPmRBErrTHog9cJL3d5988qnKUJR/8kNoYmjDZtmBJq7IF2G241uTGhfbykEVHnI31y1aYhyZnM5Kq8DbWBTzqJWPSKWMtLKyovHySGHPghWfEwLa1Vj4k9fSYzCTszJRq2qQmI39BX9KccCKqqpd3nVurV/WhN1ybE552qhA6o2+ryQ38i5S8hp7Nkq1OEx8lmGwKQUj8YAUlAWT4ltAYH0lVvKwyA9yNvFBT9/O8hRdDoX3oJe5GZ/UwM37Iu9EP/z0iNqwrNHqPrGfVP4jg11yNkni48cCEihq6BQlr6UMkgq5EdBUhqFo4O40Gg/gTYdO2TFMmBATGDkN4E2SEMcyeZOkAJQrZ+gLCN+M0PrjYqOzQws+MKOJUAEc1TUHpshdBRrd12THgRlDdARsqxCY7U4PLiCO6E899GEYrvBBQue0x5UOlpoMEhUauAylKHeq/BODS5cuaTQea7y0pOgLROeUgZY67N2u7Stl8rHDl7fQ83ixh/dWGag7vMeaspA2JmGlc0KfMsDEER9tU8ObBE7NNjoFuPuuQhsQxw47tbXLl7W9w5cMF0i+AjbD7XM6kANnW9ceiSOZxYBMzPaMbltDQaesEmiKU+SMQQLNnvGB7TnperD3y2XouEbf1VSVGGn0ei6JP6Vt2TP4ZR22YcFL9NvufCDUxxF9IMbTeGARWl7KuNbhzw7rnXfeAd106MabVIYldlEVs02xV9HT5SljC4WcFhflCM628pN2cUnR4/esNrvCE96Mg5R9VzPiTs/Eu7ZPwxw65mRbZd5/DY/EYbvjGytYI8+VeCobBAxCVaeVUjSUogJvxvGYsTxQ1/yY6W+dd45ScPGj4k8geHtmy6YsDqrz9Ur3J/0EeKYrOlAqDKsM2MeH8HY8FdvMoamyDgj52Lm8tqYJY7oSzzZfufPOr/BkMJX7wrQTmrvwFduJ+6pO8h29+J05I+TEUbptBNOB6fxaSWEkIdYwRzFlYy2rQCOIyNoIAQ2IbEUOX/G3dQe64WZYPcdV2UUug7hwFtgzoTQ7FnppWfzY1CI601fxAQGhQSV6jJ4GncHa4iOLQBad8DUWgcadRZTCr8riMK27JHUCqkroMvhYaNST6Ck8uywuk51djYZBSyxO0ZVPw424K4sLgn0yiLgaUFvjLjiBOu0wI8KJrd3JNs/Nm9ibaBjwmnhwW3wfRRwfkIifuvYgHuFXfGr4P2WHNaWsatrFvwm0dHpekC+NuTOVQSV6oDUgqnBLpE82uUWuxUdyxE0WX8Cx8zF3z4KksBe6JQ1yXJsBddu5KvTkgYoyttEAXmlykTCvxTvEEpkilWKVYVCOmr4BGj5EyDbyRQ0/KvFMoU3xvdIPNrRAdMxz1jJp4S0EVqAVaJA0KtYGC/UH77+nTz/+WHt4nPvyl76s6647xESppDE5lgoCDTuol12Utu24ph4/ursvUynYvPdJaXJkbIr8GUrpGaLWZSt9am5gxMG4aGqScAw+KhI8Df8ERAXmUWOGR5GxF3bUwieF14YmoBXBIQYVUNkxsUGAf8wCWOnAhqDRWQa4PKCzqTJGFqBWZVxBk0oZAYNypA9nJfTShLk0O4QWSDLQ1nGKczgdXb1OJzfirJSy0It9KoOLckPf4aZZkRmWRjK+DbmpMzanBF+MH4CJzbR1zRG7vwLQMa0Kb0mnqUlDKRqGAWRlEk9Vawtatjv0Ng4gi7+4ieC0D6wZL2xysWBWjhhd0NMu6O8JQEcl0RX5RVtdjAuMthVeY93wGmIWo1k6xIGzyBoYaHWw8N3ISeFr0CoDPhM2MFjqv/RYBo2BtJVJz+OY6dChSJVYGrA0Gmn/vv39N8MHGCt8DZ6GL5ofqdvGXpFt5bDd26HhoVb4MjHlndUGX+oES3ABwWeDEDbxMzmKDE3ySs6xk3Y6mxb9UJW7ySh+8WUPV7TBV9VhGPoCOrgoUNDZtWKkpe/CSA6jy7YK+bdnpTg6njL4oQy41aXBzP1CviIfRCiB1EsxvKk1/BXQ5FK6/kquKn2bmJLPcNnutNixrRyzvpeKZ/kzZfBdjpxU/K+UuIB+KPOcRMdoNKavB75antPbb7+tkydO6OCh6/WVr35F1/MIXWHPWYip4FdD1rZsRhT10KK0YaPXuYSHQobfhpcGczjBKXyB+JN0FOgDupeYgCP6BFaZS2wFqKrieHTalu2grkB4bM/xBm/qszzQUOQG+jYw5oNMfn1llV04c7U/1bQsEGGcQ/drXrejy/gNYh6rbcVm9OqaI+2FrI1MaC0XxJHtdMoK2DP/wmXlJ3x4wg1ne3ND+bUY29q7b5+M77s8TyOm2LXhN4s4uis5Dz66o8G2gss8maKr48G5WIUygDeCKdC66VJQWERdPVkZNFRocDZJhlgAW2A6RHFlQNGQoYVt4UjkA6HXdFyYgPB4QAdnhbmFxgA3UGhngBidvU2npAzk7iZ4ppMdNe4cpm4mRXgLfAGjS4AZUQ3aoi54hc6uH95ZO3eoiabcAXa2tkDtElZTwwfjm20l0aLMIBGhN1dVdDV4ND+QUOiJaWBg5WtfVVPFfsXPKQtmxXZiDV7kOdDg6Squ6C9g8BxlpQzddqVjC3ndWF/X+++8q/ym+tb6pgbuSkN4UBCpQkzJT1SbBM+ACr4SmBp+GJ6e9nls8WVCrtg8cH+0mkvXJlGX4JbQoMQ6JZbUixEOBdb4n5jUcaKAhu+NWGdfS0UOKgAn+erqyV+LT8TVsF2x3HC2YqkF4Ms2gNCU7dzsnUpFd9PFixf1yaefKn+C5At336Nvffs7uo4Fajs7X/yr3Q8cq/iCs0VWAPVCtUqxmEMCjW7LRep2IIbHljRI7nyDiqkTK01lImWnXYmtxUdJlTL1Ba6gOGOXhEHlxAeYlHZ4wFCtHVKnokYeME+THqSeVwQTxst4aVAZFc2+JkImEswp9tKycQ798Tu6a3IaReAaPgq/G/kN7wIyjjq4oG2Q6KuZbHxCcM7YMGRb9gwKCUh/NvRFd8PWpbWL2thc1979e/ouarJL0rs+acqC0/XSJ+lTl9JtIT63EL2l64fQY8qTSmKPXGGMyLBil3LuGIiGY1N2EukMyOrBoNx2VxIcVdkw0wh/h9QBGzwn1Zks7cIIKOgIrvNiA2XxCz1SfBjgG2Tq1gBisDI2RQgaIzuGboItavO22BWJurUEf+hLLroKVnAzEHWgSKMi9FaZASC+uCxjaO/KSKxQWmZh2cOXlymPit0/4SIDhqKfV3zvrauXBX7Cjim7nUovbGxs9C8PoYVzUS7qaVd0VwZS6sFfWzeIDLwsCtmN5TfVr7vuOh0+fFgvv/SS8kgz5VE0X0rGwyjzWYouwOQocY7J24icFHJXqJv8dhvYjU3bCr6DyexiGIC34Z4DYhJ1cURuUbfDAxJ7uVYGZQZv6uEL2OFxULg3mwS2UXEVwheG+JayWPR7I6YqkctCH124cEEfffShLvNI96UvfUlf+vKXYLJ26MMsSpUxFfkAkugvgK9CFMPTbVHaVuIWR2VcTVm8p4yJyIPqvqYcWM2yG7zMl9j8Ibjg6jx/qQfs2CqpKvoXgAnFRugpO8M1F9vQr/qYd4qJb0JME3xKbE2zo9KvgbRspwCabM90JGnUxXHVvjsdVC/tWdt2j6+RW9vIlw7iaOSmUdJTWd56PIk/kAiXRoOWlkba3t7qOg9ef1Bj5kw1XSWOCFPYVnK3iNuGQfBEP5CWbfSDEy2X7lNiLOAVCCmISkI0bQwIg7ei1J4JiyNOd03pGPjwnAFEUI7LaCF5DQiPjQ4mA4rUgcHbIgeII8YzkCsdMCrWynhJe5aXlYVhL4HuXVnRPt4l7N+zVweAvcsrWuVz5b7VVe3bs6r9q6vaG/7IjZAdjbXKIFrB5grlKovM8lC0jG8rwBI2F7QVJvLqMNYeZPaQ5DErwC53gO2NNdXdLRauXQ2s3KSKXEwJZyqiIwxTcpJYkL1d8J1Q1e/86OHGAYO0iu/L+DclT/Yg44NtGWrhCqtELtK2DUbY+jyoiaOpMmkm0x3tO7BXX/rKV/TFL31Fy8ur+vijT/Tyiy/pCDuJ/OvvlVHpi3VBMEChKI5PlUFYyXW/C+OzAuLABiQFKv6kjwNCsJQBNjT1eMGElzqFctj4bWGGYZx+R17Qgwks9Ij4g+5tnDGAkIxs3HAUIttY2AiWTd6kg7k7lwwy4t9k13j86FFdOHded91xl+688y4edaq2eQm7w6PEFHnbKqV0sBm3woCLcsTE3Kxsd4g/FcdqfI9DbHkKiyAqFBgln0NRfgP84vmLTMZdLTEOSxkRnoHCOBnUXeRmjioJI0VWIHGZdnDiiJ3YpCobeSoNemVWx78MgGBHPDIu8ehYjBb4SpxROFioe4mZyMLc4KmyCF/RzWjBHcar26zdIgczZ+gZAx3ARya2VY2G6JyiZypc0syXShwCDN0amFdliE/SxsY6u9gL/Uv0KnNxemVsoYc89vmgpspPy84YqI1+xa7yDgqt4miAbYTgpf/TbrQLISAqHIKA8sYIbV24xTfEpHT6lMQHOg03O2F+acjURAneNtcrhJ6cyAUaeiGrMBptd1qCHQ+Ddra2dfrkCR3m5eYnH32kjz/8UB+9/4E+fO89ffjuu/rg7Xf0IY8zH737nj5693199M57ep93Dh/wlSb0D999R6m/D98H8Ecu9MB7b7+lt998Q++FH9rHH3yo2Dh25LDOnDqpC2fPaOvyGovjoOuZ/PtXl1kEx1oZDezIigYiKoTUiLHWDAODMRj1GCp428RVZFuWZFt9cJWifAHMXRBmNeQ1P2CBb6GjqkKb5cjgPeea0YMPfYdHz0q+8ysK3/rOd/Td3/otXgJfx27iI7366qs6e+assoNaZvEdpfPROWXyRtZ212v7iu6Cf9EdhF0oikxpX+VpDDAIV86B/gsEEdnQbcseQBmQ7FkpjvR94g8fTc4K0CKOKbuUKWMr/jXaYjQaeyNssCSQr6nSHjNG8veALrJzuvXWWxXY5UaaXUW06Rp7sdwYa4EM4sYCF/0YVXDXAqYU/ozDQCEf4Q3YWEZPfm/tyJEjvR+vO3iwv09c6IjOSv8ritAUfHALsGc6WmJrgsOyZ6D50bDRAR0VvmZ1ngl5yYeQ2uclwpodNgy9OsN12bmOjp5fgrdn9ivjIO1F2bATvUJVQ7bOIXWTAxvCFT215y3Nhi/pl9FgbhJntc1rkFtuuYUb8SqPcdOwEAUF4tEVmNJP6ePUbSs5tvELTjRzhdloneMKdRu+Ok+szWAJG0j1wzJ3B8NYcLYMA+3SKbOOoGpqyCkDabDs4MzwkhJsUheHCoShFHUyNqBynSo2g4vzJ48d1+uvvKqXXnxRL7/wvF554QXgeb3Go8vrr7ys114FXnlFr738sl596UXwL+oNcG+89ooEoyEAABAASURBVKreeO01vf7qDN56400F3njtdb35+hssSm/pnbfe7v9QN+Xbb72lN15/DX5svfCinn7qaT3++ON64vHH9Pxzz+jE8SM6d+aEPnz/bZ0+cUzivdZyMY+D1giv814r/hfiLeA5Cd+q7I4qd29WcjVyOs2jHY+Feam5zB0waRrIJWKIc/fgZbzYDZiJ4+glR8mznYyQR87KAMouh/uYuLGpFfdywkCbMEgyKQ9cf71+85vf0je++W3yOejNN94mtteUz7t7uJutjJf6YjUqg5wffIidgG31/in0Ta9XURUt5nTBA3U67lFvwjyPw+iBl1MZoANsA42CbrilAittrvPT6BzgHVTAc6rzqSLRNMLgmLEVHakvFiURn5kwJpeB7Y1tnTl5WpOtXd146AblJXFyMIFe4UOZFnfqhoXZyZgmh71dwLhpwFZxCbtKMYAPLOSDB21ubOn0qbM6ffIMN6zz/WX7Z599prPnz2l1317ddOvNWlpd0pS7f2UX0NhZC8j7MNuEhaXYg96gV8qAsAuRXFbZ2AQSm+j7QJ8H4AiAHI00HtFn47FGo0HDAH9Bt9CQOCmVZnYmmHMrGspAHEU2E5yVLWy25WvaEWszQqodCjxDcbdTSsEAMtyKhd7Wfav4TAO+MhR8E6FU+ky6dOG8Tp08xYejfbrxppvkYdAku57YEKoobfQBJf55BHY23ip9n/xVcpX1J34tACbMt263jEYowMEgh4IDgORuKCs3fQ+zgJmAOLBLm4qBa07CYFGqYK7ylq4PeYRad2YKXbJnwsGlej3PrPd+8R595Stf1pe++CXujLdoL5NrkDTIGqNnTEeNhqLAgM9DKXTMDAr1QPcB7yowxWYgOKFDMUSHKSCDIlnwVZKa3x86fvy4Ap999qleY0F8+onH9dzTT+szdnONl60roxF+IMfdvrKDyaShpcpi0QAyKtvdp+Ab9peXl0T02s4v0hF/eNST2jqvbUpY8CP80bUAOzR8RE9otjUwCIYxyyTx7zKAtlkAd/DnEF+qvv3t39Kdd93V/071Ky+9rPfYJW5u8tKc3MTXhd2FfnFEb9opF5D0lEEMRsvwzCYPFXwUk25gsl0B0NFd4ByGooKtlLgq270dnO3etmc42wLRNcauTZtW64tSVZE0IsYx+qL/8qWLymNdHuuXWHAZYT0c23JJhunx5BcdsmRbC7uhdkge6ev0gWUNxl/KtUuXeId3RCdOnNSEm8p+3umt7tun5ZVV3Uhe854vv6E/0P+xG3/FsdCfdgB1wiyAdiq24crZcun4yjiZ0l/M8t62rYLgtbriX/7ZSv6tpzhwG1S7wg/q33rGl8CCKfWAjT9RBsGmrhn0mMhbAx++UtzHWXwKBFfTL/CsLI21u72j42wmlnhlkX+6lfE4JfceilyKfvWInV+DtcWp5CQ2koehFBUg+MLOEWIEC6bNXaGyruGmg6vgspjUrmSI00ghK899gLPzNxseqygl16FI4GI0PB0sCR2S1dgKTNNRBJ323gP7decX7tJXf+Or+tZ3vqXvfe+39NWvfZVHlgOItEio62pVwqvGNfKVZDcmywzXNCZh+w8e0g233KpbeSdx171f1Be/9hu692tf0+13363rbjykpT0rMpNcBDHiLrW0tMoj2B40Dmzdd5R/LS0sZoCcOHFcr778kl564TmdPHpEhYE1tjTgQ774kTApPsUHfCEZGXcaLJEBJbnT3Z3+x7Z2tjZlS4UcFENtpl1kCd6GTNOoULdUSul4o9sozQLRqDdsLMC2UKEJE26bl+IRvpt4v8UitXfvfnZ/H+P76zzqndOIBW3EnbjgZ+CKPmynlys2cALDIMoc4CWAjh4s/BP1Rny1l7MRU4UbCOQ0dacCzMqG3gAI4Tr0QmwjygEUPAhPIaQfLX6a0M+FsVF3tmV2mIUd5jbvm7b5uEBa0FOVrzqxn0Wyu4mIfvlAb6flZgDMwqqK5cqj7oWz53X8yHGdPXVGy7x7vPOOO3Tbbbdp7969ys5sP4vUMu8NGz5WNVXyn4lkmxiiTf1If6SC9yk6BBdII6VxxNlldRAxNCC5a7BMQUyJnjo+z/gNPhA74Z3Shs4VV8hRUXFoiM5lQgoYfCnJMRn6JVpk3NDL/Atv5QbX9cmym8yOjAq+mXjRDZPDQH+Yem6yR3nvV9F79733aGXvPm2zoOehgRQjk0zBqPiGJHyNvAVjcCb7ZrcXUEM/dM2PRj16K4qyI46GOUn4ZJVh0Ig7xIitbp8gdseLA1muOZ2LxCQLhC+IKJ+VOAjzom37io7Q69zZAVuyuBdXXmxOtctKucUkW9/cYEhL2Un95m9+TXsYIFMGk4mmxGaUALZVSVoeoQ4cvE7f/d739Lf+9h/rj/74j/U3//AP9bu//zf0/R/+UN/9/vf1vR/8jn7n935Pf/BHf6w//pM/1Q+pf/mrX9EBBmAmR8ORUkY8N1dgqqEUttcjSmzwIvrk0c943HxWH773thpfKMb4Utm1VBar3NlFQhNvYEoc8avgX97/JJf5PLrF4tQ/OJAb9aMxCLAMn00iOm52iZ7UbCt5st15g4/ulE0cwRf3fGWxzri76ZablZfmt95+u3ZYGI/wZW/z8rrGyTdCkQ8Qsgqy0R9AlcTkSf9Ef9ozMKxOxMoAHoGs7CR3WCzMzaUvEFBNXG2eB3HYzhWZ2TBr9FVjIU0JQRBY22svwzqtu8RI7hGbMAY++/gjHf7kY+WfcEyJIx5MWLB2AZsW9urcHlXUGZAqi1ltE/Q2FfgS9xVgbOcdYB7X8tckMtbvvPNO5T+3WOFFd+Ke0KfJgeZHcBXf01yM9UV7gbOdKvZnZRr2rG5TckLknPkdeiC6F+Wi7mLFTpvHZrMQlRmII7YDVGVb4bXd67N+vGojtAXOkgLimNlqsi3TPbbI1dwGybStyNIhMj8rvJrIY3fG0kke52644SYe6Q4wbxt9KHpfgg1AGZXor91/cRi4eoYWmAlJnonQbDSu8V3zw7bizIDiTLbOD66xkDScFUelzEQWeNtioc06KEPr7lHJ5DCJDIqpp7QxmSZ8BZmi4kH2jLk4K3xg0MDdq4wGZVGfqLIiT3R9/sHrnbezI+LxCJn4En3RazpxYMKNxku64447lU/L+bOoLiJhlR3FlC85O9rYWtfa+po2GPATJlN2V7fecbu+/b3v6ge//3v6Dru0/McGwecL2PLSCn3SNGXx4cKXuyqrMUnW+uL04fvvaMICtTSYWJpwS8aX5M8mLuqJYZdBPmGi5E//7uNunEcGuGV8JhEq8KWsxJq4pkyACdCwlUUgObXRJ6wTcGQrNJoSMmJZF4tJo6yUgnfCwrjOIjhmd3jH3XfxmHc3sUifffqZLp6/0G1e8ZP+FP0baNgV7cXiEX8yuCTL+Fls8iBlAarsZg5/+jHv895QHolCiz8NXQ0dcGlho9PAh554gw8IfeIYXGTKyBVwSc0wNPSe553GCXaym6FqL/EEosN2stAzQFrUiuVSFGT8H9AZ6CnBn6FYA7j8338neBz5jC+bU17S3sEYuPmWmzRaHpHBqXZ5v5g8IMICVzUll5W8xDfNj94G55n1ObZJMRYcE9KSCv7Y7mUCzNxZ6CnDIEGT8VkzMHOi2+WSeTAsLaMNK3N9xkTiE8dCNyRQ7I5ksISPbPyzLdt0ZwUfiDBVOZcOMx2DShlkg8dAw2JiRqnUlTcN+BoI/tSpU8o/7bqNvF1/0w3a7uN7qvSBh6L4XbjB24OasN8toZsyseMePtGOvUIJ2AVqTiSCjySoAq0UKrQ1xZl0WJwwhA6ywmCjSJLtDjGUJKTU/LBntDSvxacOqcvZV3nCF1jowTV8ICeZ1WUW3A7vdQbudPm9nmXe3SCuoSerdH2SlaPgbxlG2mFvuY1MJvgug2/CQpTERbfgdSksWFWbfBlc29jUZcDou+3OO/Td3/6efuM3f1MHDuzTeGnQKM9XvNAsnspAyqFU7W5t6NMPP9Bnn3yk5MuSkrPEucjVbIA3KUQJXSPyOGidR5P83pMhpKPiY4+f3MOt+LfQgVg/ozeV4BdgG31FtunsBlRgqilb9IWe6NrDljuPyvfce69Mjs6xOE3IUfTYluj4xsIRH2wr+EBybC90w4XShsPBZyd4/swZHeO93PrFi8r7h5Y8M2HDIw5Euc7O4Gx3X/FYBl1jE0AzfqMcXM7kTejJu6WzZ07zBXer84/oo3379pLHoe8EMy4qfLaRlyofI3APFZZtSqlQDtw8GjlZu3iJx7ejOswCnS9v+e+/vsy7zeuvv77zThgr0ZdGfMwOoZgaOmwrOQnY7voTU0CLA/ys6l7El+hbQJA2vs4quXYItw2eFIQX5Zzu4yljKn7l1UJn7pfW6b3KJfLxI7IpQfUz7UAaC7xtZAW4x+NiiTN2Agu+RZxpt4xLoCC7tram0/T7TXyZ+8I9d0vMpSqKYUx1oDaLIzLT7I6bZn1DMjihz07bswrXbmNOtC0XqRQDA1C4GaLEFg1gGGRjhI5nyCvvciIbJQm2srJWVtiU4rDNlZOyCrletWynJvNTgJSijK6ai2ZH9NpQAdzAnsWokktRYQfloXBHQ/PIGsa5Q2QCTpROww0VW/YMois+Z21LMLzpl4eRVIYOqTfq1YU2eA9sSa0dBvYWg3Nq6fa779TXvvE13XTTIV23fy8v5NmtsUA1dgrMADkTCsjj2ScffayjfF5u5CoDWXTilHria0JZIx8A6sma+Py8ohVesKZRuSPblh2eJiriKrpT4g6cOJQDOkHOaZIlFa5I0fFTxXbyMBDTQGylWPQoEEa4IBZyd92h63Xzbbcr+dxgQW74qjji8FhKSb8E3bDQZLkUlWFQobStHAUbmSy5g17kJXKPFSGTS5eRhsBQwgpUpTbIlKmVWCRNRNd05bCt7ja+Ch8aA/sMd+jTp04iWbV37x6Nl8bsoLZZmKYSNoxfUdHoC3EYThSjp6DC/UtlfkXkKI+z+WuleXzLu5Ibb7pR93zpbnbjB5V3K1Pu/I0+c3TY4lTPf/TiyyLxvcrAmqGbXAowkhr2wCtAHWFVhGoYJfRZOVoUUOkt6guboPCXfCDV+w3Z0KYs9pWRX+i7kpvkLEHCqKQCGJCcn5ZSHC3SAFVO27nKpgdcZNPXUCt6O7BoNyA79IJ+250HIUpGgZsG8KNSVHmntHZpjRv3Ad1y660S+L4ekLtZbGZBrbyr3dWEudLwP/1olNlcATt+UCfWXFGvXsIDBZVpCQ8bOUkWm8qUwTBlBiWftlVwhng7kz0TsMGbADuhyZ7h41hgio6U5B3FTZJlmyIg1VpVCWSG8owm9dK2ctietbFfhkHMa6XPTSJGWaisrnsoRcNQIhKEQHf8lAnfLUOvOBJ5ItYC19AvFfWFBJ0NPrMrK3mUHMZq6Mwj64GD1+sgd9Qxg2JpaYT+qinb/UBUxJeC7GUeE48c/lTe2XBKAAAQAElEQVSXL17gXY7ha+odYqmg37ZsU5/5ml9SW+Zl/UXu4pfXNvAdmgv+tZ6b5C9+ByAqR6NTkrdFmXqgJT5gxtOU2INPOxB62hnkE/KSHdXy6rLydSW84bHjn7qP4e9AH6XU/LBNrZHfqYZMFJqn+KKV/41G9HmRNRSu4QMa9C5PKdrT+I+fldK2kjdxpByGuRwZqAxm01H5ErTFe6yTx0/o4oWLPS+jMqjIqllI0LOysqLksWBXoZg+pZ52dqb5g3+Rz+MHppSvbPfec6/y8vbgDYdUhkG5uU3RV3PjQWf4GmVgVk/M1wALcCOOQOi2Uwi3FLviuJb2y7jeF/TDtTyIkNfWYww9EJxtdFrj8VgZM6PRqPMsZMVhW7Ylkua8wFZVxowNjprtGZ165KI7Jc1+2lfptrsfodszfCVewznIZFg8Yl9U/Lidx7kyHvqTRyUfdlGOyrhJGbCtMhQV+sS2bMe1bkPzw3bHc+1lxV5lDVIvpwwtbkLwoKN0BhtWJhWjTR4XZaBNSWj02e7GYMZZ6spxNSFDsQZLhKkcbd7RKbObgCBUqOUHvrooCbABM5mmOMmYpwQT9TSm7GoqJf3A5IdnwigmCBoETRDYCq1gILqmGXQM9pmuyn2iaYoNzljt3djFNfOW/YcqiUxudrDTmAw38aUv77r27NmjQPTa5ATT0VPgL7RzNzl37hxfjiZKuxQrP+LaoAdQSTytw9J4RcMw7vwmwZ03hlHqQj8AUoHXgDgsOwCtl6lbQreHkRR+0zQXkQ704KIyaDWLlJjT2bsa0acHrz+gPXtXVLljNniT14aDUdPv3DM1UnKKPF4oX/bGQ9HIgy6zYJzgS8362no3EXbb3ccsMAHUqoPARzE5ETyVAVzRqyLJFZ6q4Br4oMK2u7Wl6D935iwsTY1H0B0+W+/wAjy/EpHFp6BzaczNBLmFPIq0y6N6/hHqXt5N3XPv3cpj251fuFMHD12ngcf0LNLRk53fFD96vxsbmdyUBE2uNBsrmh2m6KRQ8Fk07GDhTpDgW0ZYaOjJk4bthItkncUIn81kNf3VCiqMMCc+NPpB5Dk5HkD3P0sbPehFgVAlwgUMlK4vMgvAW0kT+BpgmdZQsBF55kDatmUbSk5TH6hEl6+UuEhdXb/wJ/or70pNXNub69q4fEkry2ONRmPt7jCeGLMMm1hBpqkwNkriU3RKjQmW8UWI6iHO8d0IF7IeK+S6dmjdv6bImPlXMrbhS18TuGRGR3FBc+MulcROQVY5HSKMNkgYFUeUUMgGTyXtgP35NgwyyUKUQHJFB5kIL2KQ3WFRjzOm0QcdfLY73TZYZFksnaQzMA0oAK6yIE0p4dBQioZhUNdFTLbnOgo6DFw97aIyDEDKkcxdaoLdpdUV7d23X/KgLCh7VvdpKCNg0AieUqzRYFVemF86f56X49vsnqC7yJJMGR8CtnvSxbGXl+K5G+b5fY3HIpPPUYlMpGb5gU22O0iWVICrZ3JTibUldtCwoj/91SgDFaxkG5BQLw9SZaAN3PWy61j41XPk+CepzUs19R0XsVW26ImRrZmmLBAnjh/TOd4FWTMbjb6oDOIMZiOH9X61rW5clEI1OQ2tMlJrl4l8E6nv/iWXy/i2dumizp09wwSuIr0q6FniK9GEL7Xrly/j14Td31gu7rufrj26mQWjcWGXdAi4QePxmKFRO08Wo+yUavezKTGPSEpxl8bfSt4qXkq2OzR0isN25w8vFOW4lrZoN/qi4+dywQdsd3nbymGTpZaaOj6+BGxjl36mD3CGevgaaZ/2OKK7YiM0HJZRAQdlE6IAZQjYb8yFTofQS+WKAGf0BMJawBtQGkClX6bIVladAdnkqDHO0h+R2b9/Px8MJsoi72INo4H+GxT/G/Lhsa3FYbvTXMRRcR2u+NcBFKdtPCAScIZx4MZdKCFJ0Epixh+S0FTp5CYxKAAciGEb4RjvAxIqE0ok0WbEy3BLtjuIw7ZKl1XXg1fqB3iYZlWurHkyZYIKUJ2dJhp0Z9ehUjQw0JKIJNEhIWjuVsafAqSe5dls0YMjCiXRjYkQhdHdCHLWxn+QiSugeEAsCSl3007FSBaogzfeoLyjyEvTQzzqDWUgnsLEaYq+2WCp2li71H+HKXe/0VBUiD2hLnSLxIujkVvhLyza4Utffu2/oHOgQ4bIwEdo6Ccr1MMfG1MGSMq0I5+bRS/V4K3KQoV6xWYAtBoBNXRUGlOgm+Ze03LH6/qIgbhhQc4a8CODAsuKnDgKygxDcixye+LYYR355APtbq+Th0qcaCfHjUlvbJRicOQHOangIljmPKmH2mRQpSQ/RcNQ2Im5+1/QwUM8u7ILOn74iDbXNzRm1RoFxgOPcEvKsbOz03+l5LqD1/XFJzhb+C+JAI2vjYFceT+SxSyLUiVeUg6DZGwaH20jU/Aw/iWGpsWR2CsOQ9FAZwSEf33sUBobRe6ykDFLgBhApQqXUizRFnyGz84VFKdtriIXc8CsNZADNNaimVhDSuDqHBr4GcRegTqgJ34Euh36WgFykL6KzykdhdyQFL+pZ9wEUCgxf3pM4FNWbkIi7sFFBarxPzvlyc4uC+SE3fYeDfTFlHGQx8iuh8Us9mHnbAp+IMcD/VYGqwySsM9I6zHjOjyg4HGx7EChBEqBYPiaJKu45Mpm3hK1GSjHTF06KiBERGaCtS0bJTg/o4X/Ktgz+lWMGIhDB3smV+KIZvVfp+OKLA4K3kpyKxOgAQJMO6XyOzF1Ry0JI9micxpgFNhcA/hJkwjwfl5Pu9IRVwFaDXZQGbJ7GjSwIOb3n5Z5gb12eU0Z6CNoLXJMgAH/BxKcDt3e3NQWX+HaorOY9FJRfKng4kYgFgLZPWX3kkeUne3tpFb0oQRvh8RgyeZCX1mWiCBgW4WcDKUoAyiUtEt8mfeROBqxBqj203aXC699Nfe2ZV8DpajQxnvFF5PrZXaKG+xojnzysS6z20vMUwbzAlr6BP9aBjogixaTPn1C3UVySQWQ5BRZIHlcL8Sa90wFf/M4d/rkCczuYqIvqeqs6F/jBpD/2CEvY/Mb2xW57O7ytXPC3b7RDiTfDV22Zc/gaszp5KbQK31IRaEF3H1sSlnsnoPOR383YJFr28oRWso0F/W0F/WGP10/DMWDhsK4om5bQyavixaHbXxN3gGQka3YrOS+kc9iKf2RHKUUuulBktxEomgSF/yNmOJrI/4uT44bOW4ZV7AKPB2DDFrDSzt6on80GvAL4/AO+LPEDXNKH589xy6WMXGAGwJWJEtlGCQqFZsVfnEkhxSYiCH1MvTgbMsYQY1s6kB8DIQOktPiMnOv621pErc4ZjS1PkuaYqwnEY1R0hAQq3Ovw1uGgjAVRPvZuEIPT6CgtmjAS8InCZGDAxmpMtikRj3yKTWvg4WXyHqbGASmbyOzqymDVeIfC5LaLqQJuijBDfgzjAb1Ry4WkVIGmR91gBVljQQ1UY+NRRtctVSDg2YnroHHBymvtsZLy9rmnccFJuckHYGcbTViNTDM6xMGAmsDHTyoDNgGb1ucgMVFsZM7TxmsPbwXIbXYnWo0LshZg4uKROkO1uzAWseHZgamyF9woTb6xfge26UVDbJ4j6+hWAUDxQOYQbOjYg+g4U6X4p84GpCGbQqnJaF3oL29taHDn3yqs6dO9wUxeBN7QNifEnsGYpG502nGo6qMpQBo2VZ8bplw+C/oBafH8RE7p08c18ljxzTdpT/RXdE55X3TBMjfbjrJ17vi0r8WpY9tK/G5CL0m5gJYhKXojq0BYsqWnGHD3DTihW0JYJTLKoTDZGW3VXl0ZJuA/2wx6WsjB1UD7AP8Be4ZroKLdIW3qWAHJWosksmH8N/BlUHS0OmmtoDuj5CT+WlQqrITCT5QwAwWkiKf5BFfBBgQ+Z5Bw7ZkfnJtiQ+dwudAsVRyAefkGjA0k/9C/cruCtyAjgCvutAZvfgDz9rFi7wIv8TOdUUDsSz6uSY+2oX3T3ZBZu4jtsSBKyrQ008DczGyhfw1aIh29y1+QBgZSBJCGcuJAzaaVRXfShrwgGiyjWJQTYoTERCHjbISKDM6uMVZSVhDkQ19Dgsazc/ptX1FvuGQbc2OlO72FWdITsoKD72rMhSwlYVqR7us6Lu8D5lQysJP8Az4ig9TfMlCNkVuknakqCeO2IutUogPubQDV3Aoq6wgjUHMjSXjgYVjScN4iRgEtG4rMvHH8IMMQY3J1LCHObX0QOsJhIMSZMI0uNDyPuTgdQeV3xdaX1tTfjFQyIzwa4DR0VMZIPCPcJW0y7a634q5q37QVIMvtMCVNvyeNYSKCKWlodB/0CKTfguk3rA3A3Ys5HIg/0t8nYv94599psMff8TCsaMBpRlQNROFuKK0+5c6MWCIUKIj/kNNLOiqTNzKXRxnFfkB/uXxiBy4/5OgTz78UJu8eDU3mhZeOiDxNOTPsCjmC97tt9/W/ylTdks7uzvdzlCIhwCzi1rEgtV+LtopA408pQw09DYmaiMOE3viTLz5sznLBLnCjW5pGLSUkp1jyhGBjspAPokA/xowi0cawTsA8XkGw7y/Zn2lfjAWPIPYr9gNusUvfBGx0zWg4CFnWBEmNaQeegB/u9/kL3LTuQ8DggOShbhE/hrzg68ucmTATWlXFv7GIkziFIj/UxbkgOm7JRaSEfnMnz7+5OOPlb/CcODAAR06dIibdVODR8wPTGNpdsaHxJEyEKzp4ZSBLsN8MlHYRbPcFC2OyES+t4nBvSLZlqXOrzKkZom7b+U5fTdOT6oaiqFIMCtkAo3Ca8GGEKKuHlfpkg2957uRLOqfC5C2rLDY1rVHdFTsxflKJ/QShim4XSZQFp/AlMeHaWuakLxp77ym9KpJNOzoNgWLG3ZhUWQqldlOoyRtcn6wjxplzNhFIwZlFpJCcmCXBJdHchmpADbDB1PiiL6KYI19fDODYrCUbrgK7m3BMwRJucMjYcFoBmFjgYtxp80IyN0NC1itoCea5DGW2A0mPKZOVIqd6OzQ/YlyKTuT8GQQKgHMoSA/FK74T4dLqsQjFi4gdtE7AEtuunDqBO+ZPmQBvUzfTTCxq0Z88de2KjFPGPApKzHDoMgmJsSFlQ5jJu6YoAesBW982N3c0ifvf6T3335X+SVJxz/6uWE77y/EZN3Z2VIg/4tN/lusgs1RkVaWRlpCH+unAj0HxOEoh96oN/zpupAp8GYok9ruz+CC+iqxYI5ALuPXEnZH5DhQpjuasmPcZPdw6exZXaasLIgj8jMuYtEqWhoPGg2DCvp7/OQCVWgqgk1KPB2BHfwpxYIV+uy0aVMdKCFRm5LbXWCids0C07gJm1jclTb1EA07lUWMLbYCxICwGn2UstA2ukwfmdyaMRfdlcVK1EcYzsLbGHsX+Op8+NNP9RlwmVcZh264XjffcrNGzANh28kZIFmVWGtiw3cxPxxwkY1jBW7sp3CfZQAAEABJREFUTrGp8MzBdADoLhtU9NiWBT8Q3lmmGtZaMOwcUwK2Zc9gYBUdYrCzcEFbnYs06vaMD0qXKaX0MrQFLmXANgUGkQvdthb8mh+Q8A0LVLhSh58EZGKhWSaJdpGMLsDYw+XOp46f0ZqsKZ0wYdAleTb8kmyrREdno+7ScTb1Mq+LOu0ugY5Kh2UrK44xW9gRz+GQu80pHV4ZDI4e9I7YBQzkqw8S+BNnpfNhFr0BNBYRK4NByGZi7VlZBicZvj6hDU+RsuCI2AO9To9iQpBR15Sj4EgG9WB1HYhhowJT+KqM/EAuZxO3MYGxjYzRJewZmqMIiK8NXPADC8IIQ2P2+OdOndS7b76pi3w9Cy538IExENtdJjpQMhoNWl1Z0b7Vlf6H/1Z5FN5Lfd/qqvbt2aPV5SXiVo8rce9dWtI2X95ef/UVvfXm61pfX4NGr+NDw79SLNvKGBH2brjhkO7+wl3osLY21rWzuaEt5Nd51N5g0dgB18ip4W0sAj0WfNM1R6MdeiFRjYnONpDFTfg70t7xIE+2tbt+SZsXz+ooL/1fe+l5vfTsU3rj5Rf11muvKn++58Vnn+n108dPqDG+llmYltA3oK/nBXtmTNBJMvXC1bZsLBNXZcFolCa/hRg5Ca92cPD4XwDDJyB9m/5bHor2kNOV8VgjkKiDzELGGEVYlcVrmv9ujDI3pOWlUe+LfYyvveR+/+qyAqvjkZYQLuQ59lArk5fcGLIgZadknLr3S1/U17/5DeVfTZgYd4g1YclFBKPYHMDbpi6VgtfoaXPo8UMr6FrgUobZducvhZxTRwSV4Ki7FBXKQmlbpkw7+kR+SE0TC5xyRDBlwLYGD4pAK84QUA5UEKBkSbY/B8oRJURmW0JOlmxfAfXD/bq42IauDiUy4ogerFYmXQItsoZSVIZB9gwKARf4Qw8UF43KuEOR8LMC6kemeHZbFb3hFSVmFfkCswHh987WFl+nthW7TB8Zom10FLnbtcbjJeUXA23yQhJbfGRhE/KmPTAYl/FrBdkMjqXBTAxrdWmsDJRdJlvKMWoDGZBZxApWhK4iy74K9BB7RbxB71AK8Q08Hg1aHo+1kgE4SMsoyUIQWB4VLXO7H+HDgJ4MrsaEykAewNn4jZ3GhDADF1atX7ig9996U2dOHGEnNAXIGLSaOy4LwSCJIalddjbHjnym9956Xfljfx+//77yiPbZhx/ps48CH+rEsaPKo4LJ8ZSvP599/IleffElnT52XIPMj9gd7bCJ2aUbKpNtCkw0ZbKlb07zWPfE44/rwft/oScff1RPPvaYnnr0UT3d4RG98uyzOnP8mIRfJg6rKf33OSBXYvyIGLIwNd5ZGli/eEaHP3pL6+eO6/vf+pr+l//Rv6/f/s5vaM+yZHZRy6NB6ZP00eUL53kEPax332CxYuE6/MG7qpuXtVykJfI4DowK/SENlgYWeJrUmyCpH+QgeSj4KPqgAz6LhcYBcOYDT2wuoyR6d9ldH/70E733ztv9vV+d7KCqkrdKSBNU7KgwIpYxlvF1+dx5ffDW23rpmWf0XP7kD/A6i+3hj97XxqUL+Fs0Ylye5z3e+2+/pU8//pAxPNI9996ju+6+W3v271Pm+C5jeIvd4nZ2kckd8dhSYcw15B0cN7Mp/manm0VXiUvzA+YKT8U3k6MZFp/BqUPrqIZMQORmhgBP3TQKJWRqOcGnsC1OyepHJYENxsaEW9RDKGTdNnqbgg8ufKmnDMxwuUr2jHeBF0fqAapX6FMSE6cKUdkzJzAvDAGCr9AhhQHkXo7gGzxoKCMNLFiJfbIzYcBPul9JaPAuRhagDM62csR+Y+AawQyccSkaMTAnu1N0NLkMmG4dJKuUkWTz/qtqYHHKn9cwOjOhavRAg5lJua5jhw/rPQbB66+8rFdefEGvvPSCXqb84L23dfzoYX3w3jt6hTt06J/xrL+9saGB4J2AG+GmJO8zT9WP5CW7w7Nnz/V3A4fzXuizT3Xks090gsXi+OHPdIz68cOfMqGO6BQLxAV2QLvbmxKLUGXL3ejT+FjQOML3MXkbs2POi+/8LauTvKS2DD9DLAtFj6s7JFMk56Kfjh85oldffln5o4CvvUTJwvMK8NILL+iF558n9neUP3yXX5344L339carb/THuKEMqkzIfK7uucfUUIoGFxVo4zE7S/zZ2d7V+uUNPkxss65M1eiTTOZGDIkjXzzzxTTxlOSdXOXldtqVGKcsWmLSF2DQhAW8iLeI+uzDD/TME4/p7ddf1RfvvkN/4/d+W3fefov+4X/8H+n//p//n/X3/sf/I17A79fyypJuu+1m3XLzjdq/d5VHyqLtjYt8JHhPhz9+XxfPnNQu78u4H7BDFTcckoPdFj+IL2OLFPezMakFmP4dilXm+SURyNW+cOxfWe31Y4yb5555Vg8/+JCee/oZvffWW7rAI+bQY5xoyiKVftvHDnVM3o7Q/088+pgee/hhvfbKS/rkow90lLFwmHHw3jtv6aXnn9VLzz2r995+k0f1j3XhzGnt37Oqr7BTuvuuO/ruN+/y8suum7kpk7eajsZeZQxO2EFNGANTYhOH7VzVoCXPKd3jaYRTO77g18C4gqW3wxOIqA33HFBERho8LF4wgyY3DYCShkmWUYbIjImJamg5STe4pqEUjcvA3WGQnRQ3uKZdsXL0YKr66FUO6KyslYHRMNo6Z/hxPmQLPTMQR3hsgyudM21WF6UTO3QadqMLpxrvxzJQRYdn8JnEGT0DCaHQDtvdKXdAgSwsKNYgtaL8pJNBKzZsq7hAQymDqtDOoM6fbtlFZysDYgA8BhRBeAbsHDiwX9k57XKXmdKBGTRTdhiXefR4/4P39TIT9803XtN7776tj2jnTw9/9MEHyt3w+NEjOswn+s8++lAfg3vz9df0/nvv9smMeg1D0VCKyjCoUMZswXgWkcqXrPybsfz3SG+88ToL3ot68bnn9AI7iTyCvJSSu2fqzz39lF596UWdY3AnzsScx98pi0sj3sGlx36Y9w2vvvKKTp8+I5Er0qoJE0weZKCRO1Lfc0YHqcAT2UGmVrhatjXiPcXAwrKyvEd33HGXDh26QafYAR3PI1GUwrNDjrZ3tpVBL44CNGxloJtuKGi3RnSvNalNU7b0U/A7LEo7LFC4jkRBvrFwTSirElODyVAcO0wwM6EqtqbYSn17Y01vs/t5k5vFDn2Ux9AsnEOpvHDfo8uXt3Xu3Jr2XXdAv/2DH+hv/e0/0Z/8nT/V3/t7f09/+qd/W7/13W/qjttv0ve++w39b/83/7F+8L1v6xIL1NbF2a5keTzS0qgoO9PsJgJih5HdBV2oxNnHKbEOJJPbnJZHA7u1sRo7y0/5OLDor5P5gkm84/FYoo8qQTduFHn/VYhtBW2Xz5zXq8+/yCPoK+qP4HRMduUrPD6Py6DcREaU1x24Tnt5zD51/Hj/Mnr7rbfqN772Fe1jwZ2ia5F3Y0c4amDE64xSRnJ61yMN1HvbA1aIhP5IX5m+KfAIThXjqpUj10acLXOIWBGSkemlLU41+jbjMfhB1uCigj5pUYoD4RYlAZqKpKmgLIK9Gh5gSpIWEMVw9bNhKEEGgm/xAkrquUs2dNPsDtUMGvhDCyxkQrexht3gC4kNOCXvfWYJGyQCyEQjRRIJ0Jw/yTCNUtCBsl2+UuQffUZ/KUUDE92e0SATpoHUAPyLWBabtbXLOsPOpMkqZcAelrAZnxL7LguRh6IDBw9qzDuXHXIihA1MmRgFWzfffLO+8tWv6kvA7Xfdqf0M+BETt2B/TLnEQB6KNdDOZNrNL2fyoji7gcoOpwxFZRiUowyDRgzSAi53r6XlZX3xS1/St779rf6nYu6483YdQL/DTBzRicdq+FXoM2auKoOQcFTwzYazwQytx0Q8E3j37T/A9p4t/j336I6779F1h26U4A2rbaoWyVCl/6jo+utv0D33fFF3feEL+sLdX9A9X/yivnDvPfoyMX/jW9/SzbfdpmE01i233KL8vfPf/uEP9Vvf/x3qv61vfee7uvOuuzQesZfhg0UpI42oB6SipaUV5VHj69/8tr7yta/rq8DXv/Et5U8Sf/0bwX1DX/zK13TTLbdhYxl3Bsnc2IhJwEBuSYCMr6vkbnfjst569WVexL8nM2YKvCYXnx05pvvuf1T3PfCY/sW//pF+9NP79Cm49Z0dbbBgnL+0pkv5XTbG1e98/7f0n/9f/y/6h/+r/7kGbnyTrXV2Upe4yXyoC+xOx8OgJeKN7uQpubVNHxcmnZS5NCqDlsfjvltZHo+1duGiXn/lVT3y8EN6kR3n2dOnZebGCF0F2cRSLPI0aFBBdqnDEXbMz3MTOsZOudG3GfeNWCv9OKU/K7jRULR/3z7tY2HK+MpfFD17+hQ79nd19swZhX/KHDHbjBHjseCbxU9yQ1nIT0AciSVQGV8NsMMXKFB/3RmaFXlYlXykLvRW4mOaEI01uMjGAwZZ1yuBs4qFCMjOTId67oxt9R/KMuOCcarGLoiKbKskEA+SDL6pkpg4H7mhFAwMUAAmtcVBKe6+dokKZKoad5X0Wu4s9AhM7LxIVFhEmb8AsMMgaUIGiKxjd4ReOk+pDwxIta6v4OsAblSKlhkk48Idibtp/sDYJl9gdnn5OYuhihCYDIOyExksDcguoXeTgXiMwXnh/EXuyBNNGciJC+ewgR0qlVxlIu/jc+sE+hQb5FsBy8ricdPNt+hLX/6qvv6N7+i3fvsH+v4Pf1f3sKDkn8fArsgJJ4zdxD4MRfv27dF4acQj41RTbDRohV1IU6FtMmJFZsDPfdft7y8uv/IbX9MPf/d39Z1vf1v7WVwQU46C7kB8b4yExoBqEGdA7snZlD5LfrPY3nL77ewWfqjv/c7vsoD8QL/7N/9Av8HCsLJ3H3aldJ9JlEepVw3jonu+eI++/4Pf0Xe//9v6zve/x4LzbX0LP37zm7+pu+6+s8dTiGt1717dcvttupP3Gl9gAfvyb/ymvvVb39O9X/mqVvful8tYHmbQPIiGRstL6Lin833re9/XN4Hf+PZ39bVvfQf4tn7jO9/WV77xDR1i4StM8uSKrQKig0y+KruOBoypb3KzeZd3Mcd4XMrEt6RSRiyad+rgDTfr/U+P6tmX39Txs2uqo1VpvMJDIDkv1gTY2N7WpcvrOnv+vFy2deDAWG+8+aqeeuIRba1f1u7WJu9vPtIJdsONnI7pn8FFJaCCP5KpD8Mg2zyqXtZHvKPLLumpxx/Tu2+/3V8DLA0jLY+XVfDNRg5eS0rf5UY7lKLsiD58/wO9xq58gw8Kw3ikysDLLjTjUvPDtlZXlnmUHeky75vW1i4o46yUprOnT/Ia4FNNeGxeGo1kW5VFLXaa+GGciMPU1Xtfcn6aVBRolNbAYLDDMVXlKan19aEqZUAcjbEn9BR8bwu9CCEGembLxFqgp7QMXujHGDQKYaQAABAASURBVHwqxXJhkiNcF4MYhcaTAi1JLcOgKFiAjevwx6BxIng7NXSDj74Fzr6Kj365yUAj8AQRHY0gkiAi01AG6EWVjp6StEg3bFQ6QUqrKPoHOrMwsFMujcYaD0VIAY3ElX4XW11eUe4glbvJ9samsvjs8FxdubNU7hoTHv9MzEujEXyDjrOd/pRHnAwGOzEm2Y3FobJoVB4XJ1rds5cdwr3snK5XfmHT2C7DksygarYqsUzwewv9GzxS5PEwk/y2O+7U9YduULM6j0RU5CExB5aXl7XEeyzI+DIiUoNuHWzLpo1M9Me/7LImPFLW+D8eaxX5PAYM874SR/IX3kqfDMNIBRhlh4KdQswNnYkhvq4zCbfI0xaPjZu8t5siLxaNAoyIcUCvjQ+WPBpUi7XZY9yhnGgDX9b4gpad5wbvzwKL9xhrLPoX12a7kDVoa+sb5HKKP4NG+FEKfYpuuyi7wykreB7j1reje1fxazs5xb9NYGt3ogCu4swgIU9FfUFw0VBGWl1aVd4dfvTBhzrBDadUMfSaKrr3sCgeuvFmjZdZHEd7tLTnIHCdBh5HzeK0C8/G5rZ28x9FDmMt8X7n7PkLev2N9+mPEY+B+7S9s6kJsMMO6uLZ03qPDwmf8og+ZXwtDYMscXObAD2Tso2+XR0+ekzvsjidY7EbjZe0h/G0xKPYIgeIKbIYUqNvx+g6wA5oKEX5Tzree+cd5YZSm5X4prUpi/oE3uDHS0v9cTo5WCPnuTlnHNhW+nDK2D998qTyS66lDFockFX6zyCGS0f3fGK3LACmAVgwLPADPtoGzZhG0rZCCz5gW/ZVKIwdmhrkDqyZWHaXsVNakMRhlSBcJHS3CgFKBn2g4SknhmNcCm5KIjLgW6ualcg05JETuiqraGU1FShy2Hki11iQFCPiymARRNvKT8F+YJoBz+A1bq+u7u0JdRR5kAAz8AKplzKoeISyAlgD7cEWI1BZqEagM1D2raxq78qKxqNBowIf/pnHp5Ga8kKz8m7iY74yvfPue9rY2OqxEqKET4I/ZbM1Wl5mB3CvbrrlDk2NtAcZm6JzWoC6h5GG8VgjBklhUk8lJuKuRstL2rNvL6wjlYJj4A0MHmgTg4sqOdzZqX3QFRVlcDb8VACfhb/J/ZSFu2mKbTDgpzxmDIOIr2goRTKa0WegNSuxpBQ6a2PwGSjAgC/jJQ2AUDAR+iIPvlEanAb8oF6jywMqiFvIoksj6gHo6jDIyHoYVMh1gZa67JwdcmmMmwk3hkymvHxl2OFjJboqD5aK1SyZsmNtTV3Y0ViVcgHCjgZiYAHJoluouwxaXlruC/0ZvkwdP3YCk0Wj3EA8aLy0xE3ikJZW9mhre6KmsVpZQvegnam0nfdacQg9NLXNYrjDYrXLInD46FF9wiPVV778FX3z618XHaQGfcrCvH75oj7+8L2+i8oNcFSKxvgzKviH3aaiJRa/r3z1a/rDv/239Yd/+nf1e3/0x/rmd7+nQzfdLMM3ZQFu9GdAlCZPY2KMvjffeFMfffSxRqNl3Xrbnf0R93d///f1x3/nT5Q/Uf032O3+rT/5O/r3/yf/QL/xm18nlqk2eV1gSwOxVPxvxNEYDPnH5xdZHBvjaIDB+vxhfCUpas0dpBlHa23WT/gVH9O2B6Fa6SeXolJGshkz8HJKKjI8M4i+qooPkV2AbZm+NvIa0DFFY4gyOUZFo5sGEjFApCpYumMLRbDItgoKylA0DEOHQtue4+d1K040Tem4yM8sqB+x2fse3pQzupBApkoTbofLbG9XGTwjbJRhkHG8FEoX5aj4XgkwEN0D6JGtMfQxfEvA2IMGkjsGt4SOFSbKHhaNPUtjpdzHtncPC8bltUtsk19V/oup/Av4EVvlAf6AOLJl3mXBHDPgv5L/MOHLX5aXlqSCfiZ1GY2pjuR0CoNRlA3bKd3b1oDd5eVVLfEuJTsF2XIZVDySZJVStETMKXNHu8yjSMH3wQWq6Qd6h55O7mxrKEU5GoMk1WEwHT5hUduhzJSyBB8GMsbUqGfiDsMY9GzgUNGAfx1PHPEx/ELhQK7sgi7sqqgJfYDBKQdNuqrjI29iMXEnF0K+hWcODb9nVWvaH4PxD4bgjYYpu6BdHt9neSYGxsyEl7+ZqJEz+qbEOYU3ukUsiFMkBwH3emtWgh3TH8vk+QKf1o98dpic7LJo018qxCON6cf9113P4rSi6qLCZPewpNqsGh5ZDbzJjcugQlyN0vTP6fNrev7FV3Cr6Otf/4bGjJU1FqUdvoZWbnD56wqffPyBzpw+oRF9MhpFvsA/OzGhYWlJe/OSmtcCBw4d5PH2K/rCPfdqibFoG3sFDyScoSzMhykL3if6hJvnCnF9+zvf1R//yZ8of8H1rnvu0c08kt/CrvyLPCbfevudOsrHh48+/pQxI9mFsoqINEJ3SjepsQhu8khaGdcD+OS60jcwc9Ln7fOQeRawrVLwj1IctTZV5iFCKAXBmX6t4Gdlpc+nxDDp0O3AHxqsqizAlU3MlJtv7GcMBN/fleKnCoZc6FiwYWg4mZZtFfBcCc6yZ6AcMY6RmiCMX0BV6z8VfAZhq0Z3ARqyTXm/1BpcyCSYRtlBOazI7fBokcm7l/cUGWT2IItkAOGNXJKbsrLqV7aoedmXLzKFQBmJKvgfqUAWqQD3d+U3n5clVbbdF3kh+DGft5998ik9/cST+oRP+Ts8g1sDflgTdGRBmtKJ4tjH+5yvcTe6+4v3yksj9clCLEwzsZZqlztSzcjD34avqddKzMgWcAYXn00+gw2tEVkF36A3SRX/x+MxNWmdx6AJtodS4CB1YA3AhJRlz0BkPHINWdHJjZx0O1bnGZhYo2GZiTJWBhUXNXyIa5V+qlToBrQYIM/xBcSE9zUTFonaeWrMAOGRhLwH/MK3Bu+MpwnWDqBUuUzIzySDDp8q9QoO6X4mrxMWpUzo/D7YqIhHrmkHocjwNmSm1Cf0cXyZ0idT8NVSdltT8ZO4JZmf0nPS1LC3cXlNx3gHlAVKxBh7tjUMA+/C9ms/X1pbob00lsFV7NhF9iCw6LCmdGx8pmsZD41dCPY00tkLl/XGO+9qH4tL/peg8XiEiQn8u8puKbuco+yuLpw7K5YGFaMRnoFF0/THhDi22WltszBs89J9Qj+P6Pfx0hJ9QI4ZR5UgCVWNyza7n0uXLungwYP6we/+UPfy7nKHnOTxOH9uenNrWxjRDv317nvv6RQv1b/JO7lvfPObWl1dkU0s8Ff6opGvWTlh17gObGgx5xv5btjT4jCVwmUO7v0t+MHjY+eFHw5sFGWci6Fi9AgI3Q4VfiJDkkqD1zOQaUvhq+iZMrE90AfUi23ISUZTOicQ7oITEKEJCI+gt65E88MGD6QZ5YHIB4KzZ/TgAzGeUr+Ej53sjoZSYoS72ljLy8vd1oRkzxaIiSpJBSm0EiYLHANTrppyh/3oww/0yEMP6dEHH9bjjz6mRx9+RI8DTzz2mJ58/HE9BTxB+5EHHtSDv7gP+AX0R/Uyn2GPfnpYOzzGFQbmkDslZWIgPzGngUGVL1C//wd/U1/+2ldVGGAZrI04UjeDjf6QaNt4B5SBjirEQ72hKCCODM4xO5KhFA3DILgBCEQ0ZYBWYIVHz9XVPTp79rzynzxOGciGxegpcJdhEOyaMnFAyYbK5AttwHdlUDA5p+QujI3R0shVSKhRYwETPBErXEoxOpCGwc5YkCr6WiWqJlkSVMVm42Iw2dEVaAMyQxnkhhwysMqGAyjBI4lI0IqvUbnQnUm8PJ4tmDX+0o95D1kspBoTYKoJMbQIYUuySimzvKHftmzP/CIeEacoDQwoydez03w6F+NmNCCLIw07FX37eLROnpPzKbhddjzdFk7GXng0P9J3FZ1T2s2DPCyp8E7qzLlLysv8r7KTXmbHMwxFAytsgxevdI6vd/9ftv4D3LYku+sE/2vFPufe+7xJ816+9KYys2z6rKwsb2QQSEJqUCNgoGnRiMYKJ+F9M/TXM/SYnsH0NHw0DPAxqLtBqEEIUZLKZVVl2fT25Xv5MvN5f905O2J+/zj3ZmZB73vWiYgVy8eK2LFj33ffCQ7gZ5yZEZ3uT8UGL7ZdL2Mt2pksX+aBKYeiwHZU9U9EqjDemKVrrrtW7//gh/rj3waLzCZ2j/AHPMPSEkcRG3rqqWd04eJF3pzeon379mvgvDWJ8Rz6RG5aKvFwnEeOAVbZOa3zhth91lPKoALYpggMksFMWIoRttsLWQR4fygj8I6xb8S1QUOzM0SEIuI/qXcZW7QVeiX+Q2ZSTCT3KuM+KomljEC8bLghYOhKBAeiPVCGiEXbfaBtrRoTRxgWJE/S/45Tghskk0L9SkWkOg10HUVgEYCcKmaa/EuCSRIt86i10CRFhhxIYRPrEJOgAaMC52TdQGOQr165wjb6tE5xyOeDvtOcMxhOkpxvASffeqv3nT19RlcuXtYmAyJklAilpJDY1AVyQ+SJW1pikfAj3G/4od+kj33ik9q9/4BmPSGkymQUXBHwaHE1ig7IdVxaF1QVESqJ74D1DVHkeDXuZHLSMKkYHuxoavhpWOHwtZCUPheYs5srmXJsIZDw1zaX4LtKVhOx0GFcVKxATglpIMaFPqHDhOEVhT5hY1DaDlFav9vWnRkavICSHFRhXcizOosyjfA//IfXWSD7OEgyn/sXEFrIlQpCSqaGLNSzxyMiZDMrq7z1JvaVkAyBQ40J1NpMjQnUiFGowRsKqY9TIVp2JbBd8DZA9CZyhwyNHFKfPfMmb8DOaYhRQsac862RBXAYUt6VLzGhI1JIVMTCZxqiwSco8ZsAjcSqdj22IjTie+HcaJUXBq/z+CR828lhtSedsNPguneF58i3izxaDtBMGE9ro1DiaCjwN0SXyiBNlwbinoowjpIOLNBIoPwC5g7Oqa49fIiXAJvs0vGJ/mUO0t135sw5Pf3sc8oy0d33vq8/Mq7xBFJQttT9lGw9AeUzqhHjiOAhY9YP6CNCgmIbGv4aIFRDv+umKCl0SGIyNmTUHhuWXLf7GFT5ShXGCVpwBYTHStsyaTfqcKmrlNxFPjTNye05N4rKeC0e6xwBoGCgnQmcNrMD7DJpZyldTvBtnI1CviJC5jGNFPLlfoMilemVGEMtI0IRYZIOEakQgKBNtqUjjxGW03DYEPT2SQKvrXcCGha6myxqAaH9+/frjjvu0t13v1d33nW3brv9Dt3Cs7j/t9bruOPs3beH1+y7tcydJIJhQsdiRzYy1wHu0P2tFwvGkEUF2+bYc+bMWb3Ao9/rx0+oshAucwa2zLmR7RKXbTHY1qDd7cQfVzNDiazMVAD2yTE1/Yget8Uk9ITxYIuB9ASazzd5Vb1H13FAepVzJ/9fYZvcfSckXomCbUWp6JN9abqkKTu5pclEKyymnniWY7nJRElJQRI1fJnz1nDkMaL3M+k8Rral4Ve/OGvGAAAQAElEQVQlKXod2yPERXzRQYWP61VBzJxkQyT6QVu+69jUfYRxW6bgzS3fi0vo3CeukinHbyhYyGJvfEIjLttQwVUS1JO7YVfaHuxCHXpDvR+aZgQ8ibxOwsLTnNQ0/Cc/zp0+xcTbUAU/EtNGrF0vCNy5a0UrO5b7eVEpRAlcRUcjViNjU/G1MSldIk7b47oVCSkGFo3U1dUN8movb8YOdLuCSepX9SjF1tb/PeCl82dlf+TxxQ7nHeFQYZFEEJFqEr5Yd0PvSC52vVvxnGPPlBv2CsccOQyaMs47/B8/MOZ+1DvBm7+L3HCXyMv9B6/RMi+QKguoYTePnXv371cQI8fLIDRGhMJGyGNg/WDBiasRB4r+iQglvIYI84R8bdNEBKFp+F7fLj1v5vaBWNqPbXg3z7YMx7zWhX6rNSQyM4PFDbwRTSjBUGLTlUTQWVIR0RVXOjqQLOS1OthOhIz0jeArSU78lT1Zi3x12Y3QY4D7LUMELiKhS3khIGdUssjbbCjRNxdq1fjpsuG3E3r7AoEiO2v5WUr/Zb6HH31E9z/8oPyfaz708MN6iPbDPJ9/5KOP62Mf/7g+9olP6BOf/pQ+9slP6sFHHu2L2N59ByRssf2Z2IQ/DYMKZVGwy7qkF597UV/6wpf15V//ko6/8poa5yQ7Jkta9gFyhIayBSk53wq4BBAsXxGBJIlC/r2uGbuBkYSr46Yak2yxeMyF48REAgmM/VX1yq5l+e8Zvfryazr11mmtXV0n9gmEvKBv0N5c29Tq5TWtU3eMC/GY+FZMzBtjEgQpEOtPI2HcLiAS6Dhiqa1JZVw1HzwVWk+MkQnfiImgCxF7xttF9wecxwlSwWJxwjoSSxYJi+2c6fKFyzzmnNOFCxfk356/wuvty5cv6uKl8zyOXGGizwSxAnmJEV68SiY4sNgTEUraASqLZOGgZFxCH05IGwV/ZQHwguAFyouyYxIRSkMmO5SpCvEZiU3D6JEx8GRyOdLGCEWELC6cq7gcCknJEDVuZk0zFnvDaxwJPM/Ny2c/IzFqDgQ2+DfEhdzN9VVdYHFaW71KbgQ3FiF37DuWvviizzk+I6dGZI7MI9tRKSs5kgxUlqLCQpTY7MfKwk1qfX1Trx17ndw4oz0c7N99z706dPgGdh5N6+zoEpoC35Q83bljl9yeE8cR9dxmcK0oclACi7JogN6QxEj2N1LNIEzGzsq4jyOjTUxaZaSqiIc7Q9ESjqSx+EAixxIStXAAe6130gIHLzLbFli2F2YnkfV7/FPIi5C2By5LUWCcmRysbYbOjKCI6Ar8VXG2YrDrFlhKKuF1exvcb1luR8SiHxGB9YGVfh4fWWUnk4nM31rVnEGag3NSbfNHwAsInoYd4rKuBRQNw1Rzkm2dg8O1zXWtUq7z9meDQ0dvb31Q2BjoycqS9uzbqyM33qgP3n+f/Ar2U7zSvfueezSZTrjTbpJ8c4LuYRT2Fk1ZhLxjOMMh4zeefFJf/cpX5NfTXpyWuJOJOIRBUkQoMlwB1C/b2zC8D1K3HSfsfAT09OCz3E9pv6kq4FzmIPO2227TbbfdLof5OMn48ssv953cCy+8pOc4kP32t7+lr331q/ryl7+sZ59/Tmsc9Ju3MjHEJHHp+FpAtxHVjulI4m8vOA2924BJ8sRqVghtYUKUoShLdpucPA0fzGvaSt07AeMzsid40rFJ7P3G8ezZc1q9uqYkL3byCOKznpUdK3Ishsmg977vXr3/A+/VdDrIh75jn5SL2E+Iu8fVuTEQZ8SipuGKE129vrClKSIU4mLy+N/aXbx4XpvkgfVG9B46Jds7TCYaphONxMgLAxJVWYArbcemEY/KQmNa3EMPrG0BblfGujI5y7Ck1bWZ3uSmsc7OHwp82JD1e6fmv9Y68ih5lh3cudMnNScn5yycDSGtVvTPWeQ2NLJLFDKNS4RMy0AcB2oLuyOi5+AuHh3tz/HXX++/TrDEU8Att9yqXbt3M9JNSYy8eMyZB/2ciTmmUjRdXlFhkVJOFGWqwtu+gR13RLFa/GsK6hGpil0N3yNCQVtcxo2MS7cb27frUkhK+AW0zmvabbrtchu3XcLUPxHR+SzPfRXZjR63nVNZHRSQgrAyKCOD1Cih6Z9GX0TIQYkIyEJSKCJVSlHHJ0ros2DTb4O4SmanMZ2h9xEAuvCID/JLSWQlqNaNRVTniUCPAAQ3bHIi1T4MIKD2JyI6rZN9zkGvwWMi24TIRlkp5ywGc3TN5q3/DssmC+Cm71bYsv/gAd3/0IP65Gc+rbvuvVtLK1Mh1iIAdKG7RGqJx6ci9YXpW1//ml567jmRXeCLArtQA31QD6j4wMp39wnVOCtZbuErhK/o7j55UjD4XkS8OFXwBt9ZPTEP3XBYd9x1h26/8w4duenG/vs5u3jTdLD/P2y3630f+KD8avlD9z2g977/A5w37OLt4bzHdCghPmpejNDTgC3rul3iigjssvUiwUbwUqYtHDWyuwMpNlYKaF0JN3CokjuwqrBdzISfSbHOQnSOBekSh7INGk8oP3L7D5etsNhOJkO3azr1WylpaccOffRjH9PHP/4x7d+7RxNyaqnHORUtsb1IxNG5GREqWZRYwnDSF9SZlBK0LkOToWjOZN9kIUjou10SLpA52IMoKVKtAx7xsZ0K/HUnNHLpL/xsBtflqxKbcSEL3+f4u7q2pgsX2P1x5knQleAwQHW2rpHFsbEYrXHo7Hj40RxmjBkRhhJ0WbehoH9aJsoYFNgGgUABoczQOjedV19+Rc8+/Qw30JluvfU2dkqHRSf5POvgx74d5EWVepyWWICWpivauWO3VpZ3qiC/DOR2DlIUBaXj4GPDTTYDc3JQ3deQS9TKsS7QFttFiw4FP70MfxMTcr9/M0+Msb0uca+7K/MxloLPvlZi1LiJiBgSULD0hDVJldz3nDDkkKEAjHQCmNkdilAhUSI8aE0hKUvKEz+gj1jgQSOfiWZL3PiPAbqKEQYhJaOoJBBpS+Rt5FI/sEMedAV8AhUj/QZle8K6rF44ATkI0DaC2aBrtOu7Jl1lIqJWmdgrydYHOpOkN0QZ1BgY/0LfBnxXOYu5yuAv8Rx//0MPMVk+rmuvu04jchv8IvjWERHYm30CrLJNf/7Zp/XySy9xkL+pxLeKPXMWvWZ6krq6BCynEp+IlH0LickESIsSBB8F/QbHuKFLac1IwccyDNrN5N3H+cG1nKEdPnxY/rd7Bw4cYCe4T3s4rN/AjxEbHnjgAc7e7kJ4ZZ5sksybDPocYFLgUMMW9ahIiR7HaRvE1fBb0EyI2RKxSuPsB7H3HW2z65nBizDkbBK7C+fO8GbxpHxG5rOvgwcPat++fVpamso3vBljUqG1fY6R/ZxMp3r11aP6V//qF8iJ1KfZwR46dEi2paDXOXCOw+TjnPedeP0NnePQd/XKVRbMUaUUYMCGJIYNEIuVNAXfuOlsbu1ktv2LIL8ajihVmKDekTXqniPMFdyNLb0Fual3X7bDdruszjti0wIKZA6TqW7jfPP973t//wXf7RctYV3sQBr5NSM+q5cuaba+pmAsnbfOFQZEBTEpbLNc18nZ6jo6IhLM4jPnrNDtG264QTffcouWWOg9TyMCf4rKZNDAbnAXuyhh2xqLc5AzCSyT10u8/VVOVIYldd9xoEHovBqGIsdcXA29zg2qmDcSl/p2GRGKCImPuOyjqwHCeb0tw+NrORH0ANU+I9f0jTqsXV/Eor/zYk8mdnRcqmBrwmNaVRJyZJQctOrgOJGckOCtqFG34K4AJkyGomG8bBrDHNs+GSF0waEuF30ymF9N0LJoMIl8J/GgW0hjUvvRKcVl+TjRdUFXuROSkWoMUKPu9pzt8gjMGXBvlxe4Gc/ynoQV8rED0tDN4KMXkRqR3V8yIXxEWc1Qb0O4zrP6Gm/GDl57ve578EF2KTeJKMmDXCZFYXqEpEITBn0Te44fOypv24cSGtKAIGIWeB/ocFxlp0FXeAVvYRAiQosrcJ94uA2/MmW60ZMZ+pHknm/tCDc52J0jew5upLRtc2g2eHT1GM2x55nvflcvPf+8PvD+9+v+++9TGVLM175ILLFQFBqJrsCOCHuCFcSE7+/5NGy2HRQK+me8+fGfFB7RYfDh+ubGmi6eP8eicUqNhevA/n06eHA/Z4dTVSbmHHsrtlb4R+ys5FVEUQDynRQYuGGc43H5BR5Rz3E2c+XqZV1ZW2UT4onRkLXMmcpe7v475dw8z2J16s1TunjuAo9JmyrIGnJQyYL9wWI8l/+5zCYLVNpPAPWKKCosSsqpWkzIg9CIPY1EDeKg1lS3bBzZSjTmQqPfOAQrM5WRChqQdltm5Askuvaaa3kZc4f2HdivLFJj7ByjigyEwtOwa0Z1lOUImywpkSWPo2NErEaPIyUC6KnAqEr/nDmwtDzVdddfK++YR9pz6DoQ9xF+41yWkoiP/njpfFjYaqsxjBgsFmMmA367TwqVTHI3e04P5HVEKGIBTdCGaGvrSpnPcak43yqdCn7w223kRmSnLRmMTxMcCkmJzEKf2wRQIt5tC6p9Yswq7YhQRGghRVw0giJLUaYnDEYplKUoAIV7hWGtVzNTmaZN2os+bV0R7jOEAjrFosP1Ql/J7IgyFE2nU7pDESHxafZc21eVJ3ihL+Qf8ATATtlBSwkWgepkABoTIjNUsDcomxaX7SxlUESIL8K9KF1XIoW+mkVySXBXOWzcuXuP3vuB9+vwkRvQ0Ejk2n0vyG6tyjYM6FhnW3/qrbfkf7M3gd/4Dt2PkBSKSEWEfDXwcEvojSzKArgeqUXi1E5bSppcSV+BJiK6/gV/g7bKSWsfS0mVITUw0ZfYhb558qS++a1v8xZptz74wQ/Kj1Y9ebkBOJZLxHyaTGh8VY9nI1dGOVFKIAud4ooI7dq9Szt4SxS0E3zQ77KUVOVRYIlF23/O9QATczIZEFflSdKI0QLYrTniyBLQVdKek4SNWEyweceu3SqTqXbs2M1CtE9pPRkaphN2i7vlRW/P3j39jdiRI0d0/fXXa47u1zl78b+D9CPPQIymnCVh5tsTU0EMI2R5hVzLUnpdXKFUyQGTUs1G0W4EszoeEnh7rK2rQfMOdCS0gsTFVf9aSiSPTstyDCPoMBECE7ybc26qIzabvuK7YE7rV0rEg6YgfRcw3sSg0uc4QdQX7A3k9F0oshXBJ2T/TLOQ37SDMRum7FglFWKYLDjWaxopFAW/iYeCeqQ8vym4mc+BEXTKVyPzgycAQ2M8HfPGguu3tY53p2FhrMw9+1SyqCAoA7ko9OJomyo8DXsNovRLMENAUxTwQC8tXqLQjghlAvIFEVmlDhYEWFlFUGWwulCYFIkEwAGtMBLkxornAaHFpylCSr5SwR0XFPzEl5Z6uyK7v5kAH5ny1aCvBjcoHWzLoKoyIIctVWPhEQGShRE01xttm2G6RIMToWKTqfs6LwAAEABJREFUJ6LJLCeSQSYKFZ7WS4d8AaP9ayFFkbKoRmomaYbcde5iuzk4958C2cm2WEkHUG0HciwhUZKqfedw5uSbmLS4Myay0omH3ABaix7aFiGGXl6EiBTcyERnlqKIEOKFEGixlvjYl9rLptbgwBcZTEvsshQ1mEbs9QH0JsmPBZKKjnF4/tWvPcnk3qMPP/aY9rDYvvDsc/r6E1/TWXYeBSr/Vc4J/ANQQqLoEArsCOwLLa2s6OC117JIH9Ee4hEl1f1o0sx3bXSLq27FvZKsNJXYV5gUUQY15Nl+hC78sP0lZTm4x6STXn3tmE6fOaM9e/Z2XstryN5gZ7zOG6+RCTCib86bzsTo/dcc0PWHD6kgxwvUm7xO90F0Its5IcrCYhmlKLcmYrdLoUBp0shMQdZtqmpCMe2gJyiLMlIBmlankaiBa4xFo559jEPnOXM6/vpxXbp8CSxxM1PP2cpkJ6NsNy8IZoyPtq5GOSKn530WVcvNBW8lx0biWIkpGhXY2ZCM2XBJEdA1ovk2hKSQfRjhTfqnnDeJcrRfZRFrZSgZ7MiUggwALBMxqhZRQlmKErqIkH/kywTIoVuIUkSgPMV3p82k7oaIPPpXr1zmaeI0b5dP6fRbZ3Tu9BmdfOOE3jpxQufPnOXN8hXeLK9qjUd039x9VIB4ZKeKpTJBRm6kad1drnvpiEiVbiAOERyjQ6kFCKOanIALwBhQEQsJVPsgLvpGNxURSmDIokLp38s4f+6cUtJ0mNKPHgapbQN4f9IiwfVxphFUGsYYMBE+6zb0yMkBMgxMiIE7aCEhIxgwfBhJcge/0Y4IBfIaoJIyfkYizKExLrDTdxr3zQiQJ6bPn2yfk8UwsiBHSIETiU0ba1d19swpbTCJBmSmB0vZf0oUlTLRMFlSMeDzAGQOmi7t0DJnAe53OxBo3qTsXqFDW1fEomE7FmDfAWLUbDt2ODaCtwIT3sjgul568RW9+eZJ7eNMymcVtv3b3/62vs3O6vSp00y+YBwmmmTRtLCbgrcA/usGgezjx4/Jb4eosu1fkoQdEcqSKqUoIuWJ5Bi3lBJ84L/tbzAZtHVVzwTq27iEzrSRhfcKVc/zBvI4Z0v79h/si5RCXXZSDsh2DowsUjNuHL6LT6cTXcujzpEbj/S885vMo0eP8ljHuRRjatompuy2HY4Tk2dkgRtZMFpvSxHRASEiwSnM4/xtCzzYiADfAIHDGKnPAzh7HFrXkbIvxvU2YxIRUJp2roZNbnW/jafRDFC4NL5DQQ79oVSSJ5LbjA15lMQqgh5iJwU2iF3kSGlbE1So0R/0jySAIQhg0h6GIrp6TPEQOolJuSipRsCrRn9FXlX3Ab8UdPJxuyJztv34RUcieyhBHlVd4VztrTfe1HleiJh23969uo4b2/b5427Ow6bs6LzT9a+TrK6u9r+KcI71wGe4HlPzoRhtEt70cvEVUgQGMmgBlHS32wwKiVWBhnGQdTpxWViDVjjVcMQQEUqMFvuERhKIfkvyYaZ/96TQP2ERMW0HCfrsQJW7zaj+yOJE4tl65I7T9YY6TYgfZJi2YpMD7/rIorEoa399vcHjWUSBpxitih3+91iNVuA65mpxBeZvAQhEYnJgR9V0MtX+ffs1JagNfk8Qu+b4hBMfEDG5cvFS/52oIdPjLffZxIhEIktYQ77r9IcXgWECPtTAJ23jXCbJZz2VRK7Idblokyw2DHDbi0FtjAtxjwiZz1Dpd/J46+8YeuBfefVVXSRxbjhyox5//HF9+MMf7o9rr7z8kp57+imd4bG08rhQMjWgfwJMscn/JdNZzoM2eXTdXJ9ptjmq5AQYFNCWyaAJC8QwFEVEB0zCJ+yiUrG/UWrrCkruMSr8ZIcBfVPkTeAtvJbfkP+MSrOsUtTwpREHj6sT1xNNW/5GhOy/fRymg649fC0L1TWa83ZslTdncKNBPCqEUlzIaSxsjXycsYvZ4AyteeySuFJGhIKB9e6amQaDs4SCj32o+EIVO6GLBYgYNHjkeC3v0DAZ1McFu4O7nndoXSd5GTAn9AW/MrpFQpiCH3EFuELMTYOLiqAHnLQow3rEhVk2xRCBHOgERAShISajNHJmth2ztaurusoOZeazQp5aWgsFEYmWxH7QJAcNUZQxAEW2b2Budjtk2kI4kjiann588A24hJTErZE3Vy5d1Mk33+AJ4ow8r/1Swy9rdvDEEX7ygXgHb2X37tunvTz+H+Rl0zU8mh/kxc6Bg9f0x/VlduiB7IhAq+TYpbgaDjPv5EEQXTYwk+ElyM1RoEyYSmIkQBTUWHhcauta8IJBWCURKgtLhQ+hOBb9FwYvsEIW5OzHyCwhkak2qKHcPA1eg6CJCIqQLwd23hco0sk0ICtBFoMzMDEwv9NOJpO+iGzwdsRvgY4efZVF6mrXj8FwLexzknvwrMsJXvFxG9xnuQ3Zc28v6dvJmcsKwRtJMvN4gVIsdi2JicHXFRLg/Pnz8uNVl9XtbN2uQkIaMgr2LWmFgZpOpjIusqjrg36szeHqplpmyez81imuiFCCy0gldbxR8COlq8LUDiLx1OOjfjl2M+LX334yNis7V3THXXdyYH6/9jEWr7zyir755Dd19KVX2HJflg9m15jgI2989nN+cYDHOY/PJm/phL4goSMKOkNN21dDd8X+RVxa92XRmxnKTEWEfNWeG3ONLBYzdkEjNoVlEotGHPwPnlfZjXqhqUwohPLZklUSWZay0Ge/fPjtcdy3f7+uueYabigToVIYxAuSGQvWvOsuW+MwZ0Kt87hoXZlFhUVBsm2B7JSvRk4aPJYNmyLc7x51msQfjwNdLNqzPu6mM33tvFv2QhewRYQiiBcM7gclnJLr9Mhg/uZaFAVQbFukAuJKPKt5PcjEJJo6PiIUEdq+RnJ0JK4RoaWlqbJk1+P+Lh8ZEalMlhZkGZfWA0QgB7kNvG0LaOEmlqGhFHnRKpEq0PHpv0x74sTrPMKd1cp0RTfdeBPngYd6jlvunCcPw4hNHqd1XmBtMN7r5NHGxibj31S4SU94BJ0wHyIW8UlsK+izboFbgEKuSyHbJ6UyiyLDKOGlFoZL4QkAnbauiC5q0cIpEcwC24AiO+YFwwmxzFuHMiEwJGgDRnZGM+52NnqTpKnmRUoTzMjMUkQaqrIYBAuRsIUpoDl0rB1aTOiGo2NPkhl3eDExE7orV1Z1+fJVOVADfiQyXY+F6K6FTsrFZ9EXigh1/QrkVnYHU94W7VDJVAKi3xyVJKyLQPUJcIUJ7TtyQBMpyJpYGdWwveGrKIOziIJtZTIo7FuI/lDiW5aEJ2R+cTXBj5+Nydv5LcOgqqA/+O5JCg1NtzpvIJ+GuTkXGuVdlGN/9colJtGqNjbX5UVhiQX35ltv030PPKgj7Kr8yP3sM89yLvWEXnzuaR5VT6rxCLSyvESiT1RsY2KjlaGz4ntjIvScYLwFzl14xKfKOYCpIkxybOUKOxcBDYBAxo89ieeqyKsk8iYLx/rVq9rkbeBstg7NuIh9hOxU5avheKQUAU6gSQbLqcid45/tmgyMF3RCr6kS2x1jmzoywaVUaFCQy4kMT0bZh6DhGAJRUuZJ87qNvIq8ht4Gd8RgYsYff7NoYJJlFJk+4GnwqBi/pEK/fbTPWCzY1Wkkjdw8bFOANBAMVWI74k9lDFrdVFAmtMKGhg3VeUF/UFdDIrZHhCnQH8ph0HR5WUsryyrYYN8qsbbcCp9lGLpNUtfs8dIYShVNyoQyUIdwxiaI2RDJzWvef9fvDMcCy31RuplzyevkY4u5xwHAFEUihcWnWE56ZzZIyPWNv8clQijF1aqRcW9mEhf4RldWRqqCrChvhq06JHKADWEJRgBuFxx1GbQj+jd+40BvS9EjuB0sscJe1NmzZ+Tdxx7uwiNB9d3LYgsJ5BXZkFlgRh4ftyfTqQoTokwnCsrIUASQRQNOZ3e+qNA3Y2Hz5Lp0+aK8AN588y3ayxueCxcu6OKFSzhPSuObuLqv1CNCXQb+RIR8OUBe7RtxiUg18JPplLvB1N1qxCjcBwhATMfjLTpGmT8iKEV3k3+6ZGx3fc6W249dpkvkh6BFQlUqssj2BO1GwlkX1f6xzR7AnlgMZK9jix8j5thBVRFFATRZQlHt+IpMdGwlY2KHNLKojyxUm/JiOpDE/uXOBx9+SB/44PuI2y4FC+n77r1Hv++nfkqPPPygVlevIG/eZZUy0G9d1oN5BIGPhD7mjbrzeE7FnaqM9za0Tgia/sZCOx83sAW5EQrQzX5v0dhW/7Z6ZZJW24+cxuxp6Kk4XCkjAptSkQD1fTyCP/rYo7rnnrtRj+/46j/HMnIDrMiYkCtCzhUOr/2v8W1vwxZtXW1Ld0SCsUXC/roFULbo7lX0Q0C9YX/VgNzJZKKAL3KRNyxX9DUsVl8gpssrsBRlFAnR1lXxwSoNFZnGeW54fBFu5dCHySXbybiUkopY2BGxKN2X1EtIYFSJ40jcjDf9Agp2Dirku7ia9bHgFPim4CbA0mSi6TBoEtDiy5SxXmbBXZpMWJRGHt9O6ugrr8q720O8kDh8+AYV+ubkpF/IeNPghSfhK0ASiyxFURY2p9uGQruEIkJ8KScFOYNwttvuWGRm0BfqFxHyYBUYEogMhTv6lyuNr0rMHHbcplkJLjXwNLaCJ4ajkQiVu8Emz/brwDKPEgeuPaglVvJuaGEAofdghBI9qUzKMBRFRDfSh9UVu9znSeQEWGK7urQy1fLKUg92RKgQ0Cm7sgl9gZzdPI74IE5cc+woWZTQsXFR8hPAyAo/Yn9lkAyNAa0kbmPSjJQzntMbQTcPOQFHyLEJ7I4I2SYK+YrIbkuix+Eyjbgqto/EIzIW/TDMSQgvUhXdUqjkoIxUZqowkC4jUotSXI6tFLGQvPjWOxc6LGpuP/DBHQtfKnKFzU0lweJXT3zfPfGtMkZzYJOJO2MHu0Hpu+yH7vug3ve+e7Vz5zKPfXs4p/qI/DtTiQ8V+cxPDSTkUKbYOFGShBF4HJL7ArohU4V24rsXGHrUxAWOj2yOF4kZW/2RBUptTmeV3EkSVtoNexNZhRuYkF/Bj/hqOREQ8vHUb9gkLudAA3/doRv0Ez/5n+u3/eRP6J6779Q1B/Zql3MFCyqPFSM6z589q8uclaSNBO/YLWQn+Y0vVoJMf7IUCTsiEzNK7/fYmSQJbCmFXG3sRme4NJoFgFaMa05Vpju0Y9deLXMuZRlCjiJlCEpDghscx1aIW2rArsDfcOJhX0RIAuw/4HgG/Y16jwFx9ng6ZqLeiElzDvMINcPn1mWkhIwGTwIFnBd+v6A6+eZbHGj7kd5vF0eoGIsuo2p9dX2xKL16VJc4u7z+0PXyP6vauXun5iz+I3QVeTYRN2S7tm2oPSeFJmIKgXe8sk/YHhHQhpLYNhJ4ZK6Jy7Ggg4cORxiICIgKOIS4bWUwhBaXHTK4FbHARvivZ/4AABAASURBVESnr9C5rwPGoJfJkMqSGiZDPwc4dPiwpktL2mRS+FxGXJnZ+ctQVBiYkoM80JZTkYMJUElelJaXljWdTuXd1wpvuKaTZfCTBT+8K5wL+Q9/TaHzLyuu8Whg+iV0bnB20gcIgZbbhfKF+Z2fai8jwlV2QIsF2EF2wNbWVnkUWlNlIo9MGA+EB4QwQe94uda67fYJJJ9EZgGc7I07aNWI/jmxqiyKqot+UDwSMDGtGxgZxgq38dbjWESk3pHLQNO5wIcigIKsHkvRVr8iUhPiUii1dVUnEQmbISXJP7qNLIGYg/fjnhcqe+NzsePHjuuX/t0vddqbbj5CXGZyTCJCisIUCI3wOaYBCjHdercNtnEb5AuaBkVDbyOODQkGgTMYHynZtrSwjpeCH3FFUHsXmCYykSKN+FGh22Th/cKXvqR/+a9+QTfceKP+1M/9Kf3hP/wH9MmPf0S333aTdqywA5iva3P9CudrFzTjDauwB7GKCJVSVHJQhqHI18IXLGyhhh5qKsQvu41SOs5AZFJPWIAo7sC2IG+XtGPnbgU0I3kdEZ2mdXlUW9OQBRgUbgIV3xsgaK3TgHJVaEfshVXuizAHFoE3TUP+oiSTPNnBzzZn/Z+/bLBJ8DyozMGRJw37JW6UVy9d1ikWJ/86ht94+r8bM3z3u9+V3+w+//zzLOSXdejQId12++3as2+PlNIc+fbHdgY5mKVgUthqlqzWwbsoRTeVryYspRkdGn7UngfgQ4oI+cc+NuxO4ilw7pHvTBXRbYupMhldB+WPggDKQVcqDEEZiAuhs4ETkBJ9GYMKgxwo8IQeeV5umMtyqMCJJuiIcEaoGGg68cUVEYoI+IuGMlVGYVyQHwm+SCIhmeRzAltFMOg3TsiDDR50syju2bubhfGAjJszIAW6gg+FJImwzJAHqCILoUJDh4jo/th33/U3WNzWOKBtqiZTpVumoYzwF+QZKugU5ZwJ25DUCHB1ssg0C10O+MAiGyzIHrggFsMwhaI4TzokcZv4sRUbA5/NE7ElQ+jaqlu+qGenCSW6g7EzpLCVumlGdo4zdguV8YRchKlDl1tStkPmzZQTY423WZc483nj5Jv6xje+odd42zeFDpMha6K60IWwSuysQ5hnCH8JG/G9uYRGBuoRwXfDMiZOVGxodAWyskMhFqHQ9hWREjwVEGhEoj/Qn4oIcsJ6AFGHtgHKgvzUN7/zlP6Hv/239f/7+Z/vv1X9e37q9+jP/tmf1R/7mT+oH/uRH9Lh6w5o7cpFNSbphF23dy0JLxZJkfI1MnYjStt2wEAGdiSxoqpKfyUHQdHEhhrgUoGcYl8YxygT7WTXtGv3XimLFEUBpEHUAeNao0uQZPIdACU0Dd0Mo5p1OdboIHBq0EO0+Lje+4gp9jiJGmVloQ7w3iWJnAzmHxbKI9ABwc7Dw0du0D3ve69u5yWJ/8LmrbffoSNHbtJNN96sW2+9VXfeeafuuOMO7du/TzlEX5R8jtljgzRFKDIpKCOUrhtKyPOdQwQ0j1LwcT/4klIhjmk6OkgHpftol0JcKDlz0tuORoQiQllSSSdVKfAcCJmOOmUfFIIFBt4m95m24Szdaq1xl8Uk2jNW1w2SfaR04jcILFswVByrBG/O5KldHpIgsJERW3XTB56IsEJjORuc9JunDxCDV0iAwgTHfQ6AsQr6ANy/zGOkJ+fFCyQiCDveKCNCrtsWlxHRfRFqDZhBolX5MejSpQs8Y19RBDRCPvzdF4gaPjba3hXu3L1bk+kUOQEtMSyp4sQHIowLbcc2k7ZSkUVvLw4K9M15PJiLsCAHBVpc1uFaBHyA68Y5bi5tGUuLvJh6EQnsGpl4lXMH04wkq2P3jkRzSIu+UfbHyeYJOYenYNeBAwe7P16cd+5Y0Y6lqeY8JjgmBu+AZzPzIocYmNfybFsEdlIJwPZRCIe6HoZMhoiQ9YRSzT8Y1+ioTMDWwAHSoIyiMGCThN0NQkkRlq6tq8l2T9gp7z94kAVhty7xMuRf/etf1J/7839ef+/v/d0+hg88cL9+7Md/VD/9+36vPvLhRzUwDgU5tkNKbAwWtyZMoJnoSMpQMJaeC/SAExDKyF7Wat2NcSwqjH+UiZQDUDSwwz943fXavW8/HiZyigQfXxSJjBBBITSNAqiV0rDwsdJ2/OZbZ5XeqRqMN3geVBYe1xtj3KD3OI8sTI055zev/v27Obsm75hmfskAGF/hQ7mEZY18WchqPH4uay9nwweuOah9+/fLuT2HdpN8co60TAkIYhcR8EvWb2jIqoDLxjgZtkg6jdu2E4c7H6TEIFWIbyjkTyLbT0vZGcGJy+EwOFFp8glkGCNFUMfxisOdHMU2Rix5TRXFnlAjulgiAgz4isMRoUBZlegLvp10yFqIpS/kgScnkTEqkGVKCPsCt7kx6zYUJrhyqzegCL6iKNlhBLMxS8rnUaUw2SVV7JsxyaacQ+3dv492lSdTZtJLP760Lfs6on9hNzhXG4NROYfZXF/nQP2C1hncCHQiF4OwUwsAFxHyPxHZzeIUlt/tDG5gW05KZuGbEr1Jv+AhatjVOpivA3g+Sr5KWQyaGRt6t0EKRdCXRUUpsSOa81ZrZHcU1APbvTjRo4a+CsCu5iCbHl5Qqkyqxqh0eQoKgPiJ/lUei8+fv6jjr72ubzz5DZ08+ZYKfZUEDbbiHomF7FHOCYRZsmx3P6Nr+I4STxD3dTDOelh0AsutRxF8Um43kRsxKMpSh2GyomFYUuYAFC0Wg5Qi1C9UkGoCIyG7os9jPGeSJjerFuRCDLp8ZU3/5pf+vf7KX/3r+hf/4n/RxvqG3vOeu/Txj39UN910hDybqTLuEaHIRBc2RJeKquyAKlEBJJcJnbaVR2gdmet+UxxTlcmyArujTLWya7f830+tcOxQQ/Lk9pNEZS9BSyLfw3OFcRs586t+wsAWDCKulX5/unZ5+Awdg7/OhwiEgmjIaeIHUrPThJ+xYbxmvL2cb66pzTfE3UWBrmAME6LS+Ss3xM0t2NA6i9casAqsc141g95zyTBaODxBbMU4NoMWNgi8wbEp5ErSDuwxJDa6bZubgjgE1obCcQ6pZSing1SSvkpfFTsnO9QUEtAEmSLcEqXBg5XUFzhxWQFF/7jeusFSoKAStJHJ0Si3IWLB67b+o8u4d4PgC8wwJHwFYyNCtTbNuRvMeDwbST6rrCRjBY8nZoNGcnIVFit1lU1JEnn1N+4MbwzfXmS0uCKi0xQHE/Czf1ggBvh8a86uzr8iIK6IUMQCtm22/oodO3fu0K7du6QQV//qZafDxsAvGxkRb+sj8vIBoW0WV0TgQ4WsKTJ6OXIzMNDdP/anFI+Hm9BhZ1JdwvYdK0vya/9d2LLM63+PJV2Md9HA4p7Ewu0OwTc6rHsb323FzoKsyWSqDRZk+3758uV+N93H289KPBrxlweABB9ZwK2nBFY04b5jThmhBEqmJsgrWegLFehKt2Wx4BRuLqKv0kuYZBsiUpkTJYuUJ3p6oucgCR0KRQQqiR5xByla9DQlleBr77593Pn3S/AEMOWMcnnHTr116qz+v//0n+u/+7/83/T5z/+6rlxdkyK7Tm1d1u9qgDdk2pZURBhNmb0kTCr4NeHFgMtN4jJjrBLfhM6WheUntGfvAe1jB1rhqsRsW76E/cSvMldk0ZlqFo39AWJB1xRBq4PrEi38TDmfGuPQiIHliiuho8CfqorsBgidrL4S4xQsMkHbgDaJdh036Z6p+k8i2+IMoUA+4vFC5B1TxVYVdA5FgZ3WYegLJfQJzhARigh3qTlAChlviFjUCzFz2xCxwGUWZaQ8j0Zi2IhJSspSAr2htJJIxEUXXO002WIlBvlCWKO0sVVV/p2dCCkSPhRQU0Qo3aaMoFOLKyIU6LBDDAt00jZdI2AOZITAByApRH9gW8p33xl3pjkHe3igCGy0LGDsdlYNBG6YDJRbMJ0oSRysVJbCwrGbQ+2Z/LYh4StDqpQUliu0uFxPZEeEBvoCH8+fP6uLPNaZpvtO0B2biFAkfME2eGW5/40lJ6oXT/eLAQ1AxDAkRdDa4h1sK3EXtgc43znF3dPy1lbX5H8jNjVNh0GTyaABSGxu2FRJKqIi8zYGUiRhomR7x1IZ4MqusZG8Ff0ZRaHCuC5sgFEdbJ98NWqtoxJKTEXnhDdMu9Tv+Nh5Ay807uQwdIJNSRIndoTf1czWNM7XcGWTm8c6pswkbGrdRqE1eowLQhMHDeEkANtakXKi4DGoYaOyKFmsCuNW0BOZ2CUpkk9R0o7Ahwobdk5KasDxAi5pC1+dKxV7d7Bj2bFzd7d0VoOyaFjeqcZu5sVXj+kf/MN/rL/7P/5P+trXn+Sw94omw6BSAh1SRJMfj4ukkBQR4NFAKa6IhDaV2JOlKODdnM3Zmc8kaFqGUKnpzhUdPHRdL/0/pVRViXF2ri9yXgsZyAl4xGXbndNSKCIkeGyPwdEojkjPmaBfHbBMIqagGeMqT3DfRMS8GlmURhYgCBRpemwgX0byY2abOSLZ4OnAeWu91ULQ2aCJgB7bEI14+IiLuLqN5JibeE+sAjtiUTY0kXcNkC8T4XMhtl4vuv/gIOs8UJtKWbK3k1YKeS5tiwmp908PGoMrd4gePpVBr+AiYHoXtE7T2SBvShwxLDCopd80BuPgFnah2q0m77AckIjovBHR5Xi3MrKdNPggd0a9IktctmMBTdV2MQDu8wuwCNwCMgdNSPDJdKKBSR3Ytf/AAflvifv8a3VtTSWh1UJftW/46vxoyAOrHZxV+Vf/T771FpOOx03kti0bshRpy1aFdO3118v//k7gaMq/V8NYUErJQIuJirEK/6S0smNJyyucTTFlRvqqB5I4W+/qlUu6cP4cu5Z1VRKoMtFhU2JcIr9k9hg27PQEmtLeMV1mURh1/PhxnT1zlu35rP9FTCdVwdaGbwbHydDwo+Fzs15iSNDlQ1PLaySl479B0rrczaPqnN2qF74bbzzSd2Yjjx8NCGRcvXRJV3klHyxUxb5i88jjZZcnYWtVJZEr9paC7fhg/dU24NiUR6AJUKlHFhXsla9EIr579zbC3+A3JPyTDBXoDdbTmICNOAqakbOZxspwgHOn6w/foCVe3yePeGIB1LCkmKwopytyvbYkVpVYbTDGcyS2Dh67pCYu56sa0QMignFIbMxeRoSm0ykyZrp48RJDDD/jMWK3fTnCgfKhI0fkqxKrhgzXDa434tXIAY8FQyRFWpUiQokcbV2mdY6YznIqj2qNmAT9vQ/ZxrfmKDZNhpRvrha2sL9K6HJ+mYcGtla6qyrj7TlonDCiEsc5u8CGrREL6kbnHB1znlysh0GVF5pM+iOYxxVZ7W2ICOwP/EBvCKnSnJhsy4wI+tSviIBvJP6b0FVFatEXof5YV0nQptC7r0YD+zD+HaVOMiShrcpONPONvakIKzFthQQl8A+UuZJfAAAQAElEQVSZKuDfkdygW0AjkA0FcBA2AcEwVcomeSZQGwmUD6P9HxbWrWfxzkOgiIgMPfgKRQTOBUFo8vZ67iRlxapMwAp9YMt1hw71HdTZc2e1vrYq33mnw6Dl6UTTYdCQpcMODlXn65u8pXpNF85dBDdBduKzuBJdSVtd185de3SYNxsrlDMOh8etAXSsak+iOQuHYaZGe2TS227rCoVSYqyrhK8NH9d5tX3m9EmtX71CkhX5jtmY8AKSmPGyBHxiU2iQtMziKxLspRde1NFXjmqOv4qiyAEbU4WdyDBZghKbiTcVJbHwY54TOIizSBzn2QIaNjWtrV7VxQsX2G1u6PTZc3r+xRfRO7DAH1QwUsVjxKPAFRamSyymIqEnCC/YOAkRTylj1Injx/TSCy+wG1zvehWhYAEKbDAsraxoZecKdha6QmJFJa16bOf4fPnqZcbqqrwI23d5F8BiVPC5cpbyxrGjevn553T14kV4m0Ym7Rx/BhaN69nt7d1/UHNSqvaYTKXwWA5a25jrHC9JIosKfbO1TU3KVINtC+zQ4oqIhd1aXElbNtCAXIfhMnHyH9sbscu55hzdx6Ol/7zLMrtq5+NI7B1ZKWUfU0GahwI5DZsxXLXnDkJNQ39EqF8UI3F1PETsjY4Aycf9LtIVZLkIdAn6YGwrcXJMKn1MA4apymVEynkQEeKjYDyyFOpuG7jVVKSx0CeLeFFRRi76RUl7RE9VAwcdu6O2BdZZGYNGf7Myuk0EJb4nEMaACpnGjYhQLCqKkirYki1AGSxoC0TbBC0XzK07VnFqAZaROONyASwx8KJJjclREuHAJm/p5iRtBDog3DaEKipCifzA1ooDlQEK9PjuPbFhJbTBoayN3MlhYmZZGEypllYlXxGW3RjbUXNkjMhqBuqBTSVTCY1x1uO/Irl75y75z6Z60AryooW8WCxzeL5vz241kuSZp57Sa0dfkzCwMMEDuhZFYtJXZU/4nExZmG5m13RImE4qCIhFHRusj8goQ0pJgT2N+Awl+w4EF+UFTCRQY3FKEsoT8NyZ03rzjdclkt0TPRhodaiQjgp8WyJGy0tTFs+z+sbXvq5jR4/1P4uyZ+8+VfypTSgtTmXVCAl6+1EomzsB22R9EwxMkYnoG7ARL5XwLHFuNbD4jej2Xybw7vPee+7RjAXWMZqWQYGcE68d06k3TrAgJTvOpb5g+t/mvfjc83qRRc05MGWxsEmGiFCWokY5wYdlzsgKerCAuFZFphaL59D/MfWl8+clFsLi3Zl/OZOD3csXzuul557V89/9jq6wOBRimhnwTZQ5SFG0c89eHbyOx6qlFbwr8l8+TeyYcgZVJlPe3q3Jv4C4Tp7NuXGIMQjGoLEoijLTEZIIqIYIhZoqsWiMbYBeRobrZ9mtXrlyVYFO2DRhJ3j4hhu1lzddc3KpEiNY4K2qjJ15DYlMxCjCdmMzwTFdRCoiAJeGAi9mICfCVjQ15wxjZX7YaNcFkF8VG4Wttt9xdDyazIesLErGzbjCGJiuz8tGfwWa0MUX/BFh8d8Dpt0Gd7hecbrPuy17IkIRgMIk2GV7kekPNHQpEl0BglIlJZdQByB0N8Y5wy1oam0YtXDQzlVHCcKAr2/hmEnJdjH6gJmpdyAGoi0jRFnKoGhFs81R66sb2uQNBvboP74sIegIAp6UHvwhC3cTaWRAL1+8LD9WLbElb2PIb+3m7IT4qCXc3aEiYaBtHUkoTNTSUDQh6CVCOASMQJXvSuPW48nhQ9fr8KHDTKaJJkORJ/kOtv872GGcefOkvvaVJ3T06FGCWtXwaU4sGvICuVWIAzfh0eD2O+/WrXe9R41Hhhl+yPZDE5GKKApKBCBHALJImpHHoUa5tLSsgg+L9hwCJBOHhGHkdf1rr7zcdwRzJs4KE3cFOw1L8HjROsvbs29+9et64ktPyL/dO2XSXXf4kPbs36eWUjAOSeyouKFM7AHvhXFpYIzwadxYV+ORWbzpC2C+dlVXLp6X/3ie/zOHAf4CzEn4l156Sc+xGPhfm1/PDlSEd8KiPQXWOSd76fkX9O0nv64Xn31KT3/nW/3f5x195VUV9HpRWyK+waLhRSGxDaNYMJog0BK7p44LsJmKCJWSyhJaZyd57LVXdfrkSdze1OUL53T0pRf1nW89Kf9VhUrM9h/cryUWuTlnKP0GxWRZvPaWrmWcr7vhBuWEfR1ym6ykIHuQyKPLPEafP3+al1hX1eoGuTsToUZ/KBOSIsk7AiZLIDfQh1kyTLDx3OkzeuP11zVn1wy1pks7dMttd+oGHukqujbJZadGyVTSLnwP4e9UNEQDjfjOmS+rHNBvsGNHhUaYRpIdlQroRxa1K+ymfSwhrpHxm+Ov8ZW6wQuF8JFuLfBNwY9j1NCbjJXBuWEQ4zE2YsyucY79AWNEqjA+Li3KYLkGuhefTPnA39IX+FBEUcAbQZ24CmBJWtBvfbdo8gSHRAGOllgPyXgaHSMtbF2004EgDnIZCIwI8QEoQYbpgIUR6nhtXQlhYug2n2kagTJs8qbHARomNnrB0PuRaWXmjQgFXQMyJlkEJQk4ckB5WRGhQyTWwOQ4d+4CjxdzJYuACEITXJEK+JJAbnJQ7gQ5d/Z0X5xWJhMtMxArk6l8HrOLO+WO5RWtsCAsT5e4u6/oANvufXv3atfKTiURep27/6/+h1/Tr37+V/Xmm28pY1DmRBIDwWz34I6UmxUMd8Zb73iP7rjnXvl/VN0kcVqEopQOWQZ4E97Fp5FhdlsKXG9yIu3bt7f/qYgIcPBXLxIsWmKo0MjCfkXPPfO0vvqlL+o5dgfHXnmFSfmSnv72t1mQvqwnvvwVXvMfVWVR9m/P33nH7fKZ2iqPY6hRy5CAMmzZggEXeDw7+vLLeun5Z/UCi8jLLzyrV196Tkdffo7Hr5eZLJu65sA+LU0nJHfVbnYeU+J2+eqqzvHY9Myzz+v2O+7UZz7zGURjJbqnQxLPZcZtxiL5pl568QUde81/U2lVlZ9r2LkcufFGDRMWA3x1vmQpylJwNSSM3cuCunvfHs3JHZoK7CYMKpFusrs5y4L3bX3za1/VM099R0dffVkXeFExJ2b7D+yX/zlFYcxhUBZ4yIsgnyrcy+ySb7n9Tl1z7fUaafdHEcZDESqMkxS6wrmZc2fG6/bgUTShNIjHbO+iwvTYFsTQubqELzvIpdMnT+npp57mJYvzNSWlbrjpJt125x2arqzIEz+wI7Gnwet5YZhxk6yMeUPuyOQbyNVG/wXOra6urioiOiBQ5g/4N3kKOXXytFavrqv/MxilKvzOJcuKSBX8sXzv1lyfkus+qF9n8RH0yfwJQMlYAFmmYgh1/vwFbgLr7OZ3aECG7bVuz9/aRimYcRHavho2ux4RigwpAL1zNXwxGB8RFAtI6hnJHBB522Q5tr/hR4PHEkzjauUr3SkyIUuoZFFkyBd9YF3bBoSBaQycd1KBwa6Lu4o5aKpEIMOD1LS0NOE16i5NKRGrDqlOQyEiS7hC5puzuHhX4yDbSD+v++6cBOrY8RM6dvxNbc5DYrEYFQx6kvYFoGwCkzrHxHvyia/pCywuX3/iK/rut76p53g0e/HpZ/Uyk+oYd/Hjrx5lIr7MhHxZLzzzPMn+Df3qf/i8/t0v/ZKeeOIJ+S8qEicNwxKeploLRTgmRY2yTKY6cO11eu+HPqQ7732vCgfRGzy2OuExA3qpMnAVIVVgHMsQV/+S8WDlhPQ/D/Gfm13ifMtJ4ISw7yPZ0uAvCpXW2Clc0CsvvqSnvvVtPfOd7+gYi9QVzkoSQRGhGRN0Zdey9h7cqxzQQ3AjU4Wbgl8Hz5Bnm0KpS+cvsRt7QS+yAzr5xjGdOfm6Lp59U/t2r+hTH3tcP/W7/0/65Cc+qmE6aJMJxE1fkykJyy4xy0SvvPqavktMb7nlZt111+34MwPmmk5YoFaWWPyn7EKXmDzLyiwsvtfolttu0/KOHX3hGVl8KyBf2C7i0yh3792va687JC+Ebru74bsftart53FzlV2Dd3MXzp1nIdyUZ9Xy8kTXXn/tlvyRzARNCCoye54Qw012Jf5do1tYMPYdPIC95HGkAn8aY7rJjmHGDmTG5N+7a6eu3b9XAzm9lNISPgwRKkF9MtEOxmrXMr41yedo/i/C/IfVShmU3ARuuvUW3f6eu7S0Y4Vzz03GeUYWVPK0UjYhihLLkI9IDcj3IjdhcTpz5pxOnzothl4C750JlMQNe5tk5gsXL/SXHn5J4BcVu3fu1g4eWc3veFUW0AE7V1gYpyxMGUVnT5/TSRa1+dgU2NkiRZU4ECty1fVLl1f11luntcrCOIG/lIK6lEtxWfY2jCxWlUg3yoZnEEKx9Wnq8zkVMkQLaoX4FWWERLv7ZzraQW9ocdGU+BrV5Dxh+IlpYgTITJM1pUIlSy8DIW1LWmYqoQvKCNOqX81SEBixwLnt6jAUTQDzNBIkCIQnVCI/CZDp/ArTjwTWMydBLl24IP8t7tXLVxn8V/TEV7/BQezLLExNhQnScqocllUmy8oyVeREQZLlxPVB65yFnGKAj7IIPf/cc9zVntK3v/UtffPJb/CY8VV95ctf1hNf+Yq+9sRX9eTXv65nnn5aJ9iSX7lyRbanlKJML0qNtkiwEd0kWKT27Nuve9//fj36kY/oVhI9mPwbTBqeOLEhpQiiQMC0uCKCinHhIVRzO4sqskZ65sTDB7Y33XILrKlNFujKmYeAxvmHt7QT6D05Uo1ETk1IrimJPGBnIxErd98jN96g++//EHe9qc6cPsXj7ybyRJIQM4nEkCZDAJQMwMqkaA9na7uXBt1xyw36rT/+I/oDP/1T+r7PfVo5pJ5m4brCTun6G47oGg6Uj9xyqw5ef0galjjxCX3ru09pid3U577vs9q7dzfmbqBzjbVirgmJHRHywnbg4AHd/8ADuvbaa+Vf6JxtPc42Fqc5C18lJ7ZjjZm6CT1HbrpZlbiYf86iJHKvhDQtg4qoVNEvFuRRS+yG77z7Hh3CTj9Se5IF8Upos0CdSdSgZ0j8aLV7zz697wMfQs9t8gTdJN+CsZhOpxqGgSOEK9q5NNXdd9ym3cRn88plibOtSYYG6Co3oYucfT393e/qV375l/WNJ5/UGq/go6QS/jvvfo/u+cD7sGtZ6zyWzz0+aqr4YP8q82R0nfiEgvPUdZ1noXX+fYsc/Q5yL166iqypFAN8UOWg7P4MGoapIopeP/GGvvrVr+kpbhJv8SZ5k0XV9i+zcC5Nppg800Ve4hw/+rq+zmP/d77zlLzzzWEix8igTDUgwE1Y3GoLHT/+ur75zW/p5Zde4YZ4iRvATCFBin+mBYSvwn7PlYp/uISHAhUdxPVOH4HfalMoBY0r74agAVmrLEjkQyU+EanBc5oxTPmCqJHoRERUZcVeIfszovuBigArdr8wqbFyOnkCgbKV0LifgkAWFCAaBxAmg5lOPAAAEABJREFUmRflpvOBt0jQq5cus52+At1EO3bs5DFmTS8+/6Ke/NqT+vKXvqLvfPu7Wyu+GKuJlAMBnWiMiWq6HDQPwOdbI3mEDu9IrBJCBX2KosgEQsJmvihC/SdCSV9xEKg3tgkjCVgRUO1TkfxfMd1y+2166LFH9fgnPq67OAxextbNfrcdBalqCwbdIEqpylfyFV1jQ1ujVWl5IWslpDJoA+bN2nTjzbfpZs4oksWWsLCoBIAc28Ii5XHpMWbRql4MmbSVWC4tL+mOO2/Xe997j5aXBibXZa1evgRcFJklDkHEiqGBBSl9XlI3pbahSZnrvffcpp/6Pb9Df/7P/Cl97jOf0K5dO7TC3f553vh9+ztPq7AjXOGRrpaipd27WaRu0MrufSosSsfffFNf/uoTeuihh/Rf/Be/m0eq6/ouOfHc50Mj9t108y166JEP65rrruXOP6pkordoOhSlBDR8JH74OJJ3m+z+Covme+65S7fefotGZKxx/rXhSc5b1zn+zgjOSAyH6ZIO33SLHnj0MW4Sd6tgq+NpaJFQBMOPllIUho4TN5qqFR7x7n7f+2TYuZuFlfhHS2yRLpw9q6MvvaC9O5c4Gqj6yld+XV/69V/VE1+g/LVf1a/8u1/S53/lV/oN78L5i2o1iGdqH28DP8BO+ubbbpXwc4Y/zh/nkadFRMHjoAs9YQhuout6gTeMX/i1X+OG+YRefvlVXeFxzb+PtT6XNuZNsw61l5uzxrFG1YwzBZ9NeVF74bkXuMl+Xc/yBLDG2W5hQvuPHT7JjfiLX/yivstRwJtvvMkiuClSDTmVF0aN2ALEdHRMyfnNzTn4qrW1dZ186xQ37Gf1jW98m0fz17WxMVME8ZQ0qjHCrfso/FjMnVRG0AswDxo0ohrBl7EUUQhTNDlcSqk/dalSBdwffPVASdqqRwZ5W5Q2cmQ5bQySuEaM9iITARPtiPQ3gBKEzLcSyjQdyZfr6Cf5JhpIiM31De6m67IDbieyCnjfWUcidYHzixkJuI+3GUtsk52cQeK6bfAr/8M33tQPM68/cqN8976BhDcc5pned/RrDh+SDzqvPXKDrr3hBl1z/WEdvO4QcJ32XXNQezkk7XDNAe3ev4+dz17u9Fuwbx9nENfq4LXXaN+BfToA/eEbj+imW2/VrZzdfOC+D+qxxz+ij3/yE3rw4Yflv6hA7HWF85yra2sM9NzDIBxUZJEiettxMDgxq2PKSlWJWZPk0tCUIu9YyIIkHBUk1d33vk/3P/yo9h28VjP4NrirzxgHqnK81pmk1uv/i8x2XHf4ej30yMPy/5brXVF/rc/iNefMxH8aZMoCWOfrKN0ANknqVc03r+rQtfvYKf2o/szP/gn9yA/9oA5fd41uPHIY/67XUzz6fv2b39FOHrGuYzcyMC7BnXjCDuUQi8E+zo5WSeQag1565ai+xR35U5/+jH7/T/+07iJmS0sT3XTTjfrhH/lh/Zbf8ltYdG8ioaUpcvyYscJuZGk60fJkqhV2K9NS2BGlJkzoVGjGbmoyGfT+D3xAj3/8ozwO3qodO3eqsBtLFnP/ysatnHc9+Oij+uD9D2jfNdfJtrSc9BgGNy8qxDlUa+vjkcgOQ2Rvr6NjZDxuJIceevQR3fu+92oXi9ScSWraEyde5+D9Td2CH7t3ruj06ZPquFOnWPxX5ZuX6ZZZyA8duUEPPvqwHv7Ih3XNoUN9TDeQPyevUa8sRZlFvpwThohQRIBP+cXFDTffxI3pVt3mf1h79926/T0LuO0ul/fI5S34fBOPxjfdfrtuIs6u33LbHbr9zrt0x113MUeu77u1QoxWuHEePnJEN9/KDe+W23QjcMvtd+g2ZNzonSlz6KbbbteNgMub6bP8G2+9VZ5jNyPXO/lrmBfLjFs6dgBG81nYjQfyfI7YijPxtG8Kdb8ioANIQZF80nY/rYig6dkAOiTPB0PLUACQ9P5K7lsm+kMlpTKkMotKpCZMmAFnA43IVoRrEqLlsybXIooC2gj60NdYdBpCr1y4pBPHXpfvLtV3O3ZYkKB01NXVK7pw6YIKCbf/4AFNuPvbsBGCnfv26a73v1cPfuRRPfjhR/TIYx/WYx99vJcPPvqQHvnII/rwRx8DHtdjH/uYPvyxj+sjn/iEPvbJT+ljn/q0Ps5E+cRnP6uPf/Yz+uTnPqtPfe5z+iTtj37ykzL0Nge5H/nYR/Xhj34EeY8i+1G5/Tg4/4GyBx55kPOkD+hmEmHfwWtI/tQV7ihXeBu1xiPjJkk8J/P6ooHPcyq4jW8hKfkpypYCwWTgXmPfCWCInx6vwoDQjb8tqeegDWRwY9S1hw+T6B/VIx/7hG6/9726jkV5Lzbsu+ZaXXeYhLvjDn3owYe67+/74Ae0c/dObW6ua2Q3df7M6X7IffHsKTXeum2uXlLdXNV8/TLtq3rv3bfpD/z+36v/89/4q/qtv/U3aze8/rOpvjFcWV3XL/7iv9e//Ff/VqvcmVd27VXVgP2FhbFpg13i8q7dxOQu7T1wncQO7+KVNf2L//Vf6hf/93/b/+upP/vn/oz++7/1f9Vf/At/Tp/5zKf7TuoME/u1V1/RN3h8/rXP/wd95Qtf0DMc5r95/JjW2OFNQpyXTNmlpAbf2VhcN/BnRnnwumv1wMMP6tN9HD+rj37iE/rwRx7nsfqD2n/tIdVhKkwFWl8UvOCLXBRxli9WcELvDbr6+DAyjX6Gjsf0ymPXprIUHbn5Zn3ooQd093vv1S5ejhx7/Q197Wvf0t49B/S5z32fHnvsI3r44Uf0oQ/drw988EO674EHeax/XI9jz/3ctK45hC3oWyxKI7oaccOxSLAG6tSCNmlAPEduPnNNeAS7jfF8kAXyAXblH3r4YX3o4Yf1wIc/3OEhjg4efvxxPUL+P+rcJN8fefyjevSjHyNvH9dDj35YDz7yqD6EPTezACVz1TewHZzt3XnXnXrgoQf1wCMPM48+rPu8mCP7Qcv86Ef1EHIffOyxjr/vkUd03yMPQfuIHoTufvL/gw/crw9wc77xlhtVJkVzdoJeKBqBbNRFYFur+FrxbAFevzLxlTlBAMA3pkCVHHCg4XyFf87GxotRhQg0NJBSj4BXoYhQEitxmScjtpGLMpKgbglr9LUQQUUcuIDRYEaDFdrokqkpC86M518f6lUWpZ3c9UyLbm3L2KB/At2u3TsUGcgdNeJo76fcxPk17j5XeZa/vLaqKxtrHS5evapLHNZd5bX6ZXYvxq/xKHDFbeiMN493F6u8Hvef/FhnS2rY4Cxnjj2bPCKdv3iB5+8r8sRcRYfPQq4g+8z5c3qLCX6GM4CLly+zIK3KcjbgMe+I7y1CQUL3+ETI4xAB7l3AkPRBq0TeQIwVES4WQL0Kv82M/0FSNc4r5pFaZ+GbQeUdyt0f+KD82PLYxz8pw8OPPa4PMEE8mZa5a899d2ZRGkowuUt/lNu4ekm33HiYXczNvIncpZuPXK8f+sHP6S/8uZ/Tf/s3/pp+22/9LbqOw/yBib3EOcOJN97SP/if/6n+0l/5m/r8F76qHbv3a/e+gwoWnznejZid0A7TJSW4Q0du0q13vkctp7rKs8dZHm1eePkVXeJ86gALqOEcN6bP/+oX9K9/8d/oa199Ui9xkH/uzFnyuXLYuqY33nhDT32Xt41f/qK+9uUv6SleWpzgzd6VC+c14PseHruW0TeSB05ilaIkPoUdV83UBjEy+IzJNwnHcnvR2Y43YvoH84l0r749JgwjnknmXScXvRPFOd14662678GHdP0NN+q142/wiLWmm9gt3sQZ2D333KN77r1Ht9x+GzuRm+Wbqm+u3vlvkIPOD+dEGSayra4vtEoRocxc6OcmFFHQH5pjyAY+eie3zk3PeXiV/L5Cbl/m4P8SZ6CGnuvk+FUW7VXgqm+SPJWsAZevXJXPSjfI98btROiaM4dszyZxWiPv19mBbwDOLd8EXa7i9zq6N1ksbMMqdKv4YVjDljXesq8i076N0DQsdrqKyzFN9NiniEAl45OFHuGjF+c5C04DH91vcQX80fiuQSt7P2KFqfIaYh1etJqRfd6w1rgOeRInmITAJiGowuXJGBGyIVJ0RZFQgxNtRUqUESEbKq6Kw/7dJCfWgQMH5FU8IjC6aSRYNsRbRW/xIcewqpFFw7qcZIyd5hg1x0ADmzDNQBqqkj71u96Io/OxacZz83bpQV7jwHWNxaQnL8wuDU5k0164eFmraxvyAiN8cVl4xHBCedDfYLJeZaIlSdZIqMbE8IQYAx8M+NsA274Nrcer9SbRUfITQWy26Bd+NWyvHTwQnRj9DCNnZ9Ay+UZ4KruoEdgYpTWe+9YRu4ofV7nbrBGXdcAJRbeyFHV9xOrMybf0Cmcl97zndv3RP/z79Wf+zJ/Qf/s3/5r+9v/7/6E//+f+tD7zqc/w1nQ/C8qMt23H9M9//n/Tn/4Lf1V//Of+on6e3dJMSzpw/RG1YYnJ37SBzk12S0JDYlvFp01i7RjecOPNuvOe90E71QXOSF585bj+w69/Rf/yF/+d/s7/9A/1P/79f6zP/9qX9Oprr+s8h7vrmyN33kqUQqVMNJ0uazJZ4own+mPS66+9pm+xs/ryr3+Bs50v6VnOGc++dVIjEyTRX/CzSZqTpIZK6XwbwJehEIeQd/KNu7mYoIGmhD6gC0qRK7WDyDdLksyfpVApmhHTdfLmCpO98ZLlrvd+QLOWLNr/RL/0y7+iixw/+AjiMjcwL2Ybsw3Nxk01HliTG0OWRH9KkQr8Uxa1yEU7Qkm9IU/gBa37FnSDRuwirMhr3XKVUEtLHpE+7zBnFzkjp0cImSqaY++MyiY3phl9o5rmW/O1IqXSrkrkYAc5XMmz0aAQw6qKTttiO8amjmvQu8/zcCFv1LxiE7QNQBimF6XlNeNhFBf+NeszLXPfLwwa9YYdDZsatBFBSxppw8FnwRsR1P0JZSTW0abLPB0kJEtJSSffCGugohRlSRBS4FiW6GVkUQaAkYV6ZCojVIAhsr9lO3/uHMk30T4e0QoyRoKZpajfVSj9ViEiNBIN3+kyixI56lfwHb0d4KIgHx7Hp3bn6I+UjY1wXQQbi13tdKEGvgo8YBmJnIkXoCQZ0OnHmGWey4VemZaAiL5de/ZqmbOVDRaCZDeTOUE2QkoqmARdLvGp+PNugEJYwOPDqLq1AEs2KBQR8hURykz5iggVbHU7S1nQBH0lFwtVOqmKhE0tCgmachnYVNhRJLvOgLZkageviytJepxHpx3TQZ/91Cd0J2+aDuzbq3u50x8+ckjrTPJvcjb0D//RP9PP/Zm/oD/yJ35O/6+/9w/0/KvHdeT29+i+Rx7XwcM3aZ5THpEKi3/Db4KS0Uv76mSp+L5J/Cp2+JdOH/rwR3XDLXfq2Mkz+vv/+J/pb/0Pf6cvUM+++Iou8MgXLHTXcW71wfvu1+Mf+7g+9ZnP6qY5iukAABAASURBVCEeQw7xqLrEo4cn+lV2Conv9mNa2P1duqhXXnhOX2dX9SUOoJ/x2ysOqQds8W5qwOckfiOT0yCubhtjQrUvPq3niTOg9fbIojUyiY1v+DAyiQz2i+AT22TiiDiHKrZMV3bpehbgNc7WvvLE1/VNFstT/q+x2G0k+gcW64josh2TgCfAN+PUFBEynUEh5GIHZUQoIrS4XIYKsTR0WqnLtI1UlcXjDj82C/kec+vJUrqcBLewxdSNry1AR0X8nJh48alhOUUir1Sow9di4XOV866w9sQCtqRkKSrkvHWiDKzkeG3b5tK+27SKEvdJoQggqQX0jIPpmriMB6j1TwQExKo3+CJCndfyDIF9HmdTIU59gOasegKTW764bGItBl87MAEZbOTxIQEwoBIE61liAShRuCM2DSVU6ZsDludkMARKBcCpoDSY37QVq+yMcXLQFOhYfCIWdfdDBjKV6EpoMukDRjqasveJEnN7YlQwXiDXOVAWQR+WlvC1creac3cYu50NO3ft3K09e/Ypomi+vcgQ2coOhrmgwN7MVER8DyC+f+hWcNeraB0BRUdLEYQnSTyq4sJO+6wWxGqBd7v7HwyqtugR2OANdMp1QUtfliJP0pXlgRdya3rphWfUxg39nt/9O/SDP/BZlZR28Gi0weT65V/5gv7iX/2b+tk/+xf1d//+/6ynXjzKQnSLHv34Z/XAYx/XdTfeojZZYackFiURDxEbYMQO/PZQjyzWcxbAOePsWM4J7Dp38d0Hr9P9j35UH/vsb9DDH/uMHgE+8snP6fFPfVaf+Mz3cSbzSX3wvvt0AwfLK7t2kEWVM7Jduve979XjnHt85vuh4WXDHe+5S7v37OFmNePAfpVHVHVYv3xBLz71bX39i7+uF57+ri6fP6Mp47wyHTQJKVlwKnaJsQOtCAEhhozoN/n3u2pU1UWr421/g87jM+ft5ZyBHRmPYJEQye4d+vqM07blnXoPOyjD1fVNfffpZ4Cn9MaJE9pg550xqLBLKuZbKFYh8BFBPjVi2NArtZYKxk1bVwTKqTfrxNCofFEHBS08jjH+CIcatF5EbJfLiqQGu3nhkuum8wLiuv0YqZiuIrBC20FNoDtUNexqjHOVcVGwMVqv97fyaclSNaNSwn5RVogtk0LWl0PBrFSkFhAhpEAaigj5CoQ3A/xSUZiYDrvnvGo1aAH439UuVCvJ9+wy6IMXFdDxiTBC8rcJEpVmdFmiyTi9fYUSyiGLDE7iK9z5/GsCBw7s17IPuluVkFlKUSkDigHqESnBLTtvj2lBpoigtvj0QcBwItQHzrZHSUVGp4tQL/nu/eJyn3UNkUoTgKvYsM7Z0tWraxq4m2/vmlqGshQVAh0pzdjai+vypcu6cOGiShYAOZldz7Y9LvtiUvENen+MG2k7QSDmw2B12+nF8EafeWh1W03v+n8MxtvePtD4hyASpW4BKwapFfizc8ey5jxefOsbX9Xzz35X99x9hx5+6D7tP7BXU86SfvlXflV/8I/+Kf25v/w39MQ3ntKeaw/rkY9+koXjc7r3voe0l/YsJjw6Sutj0waujAplMj5R5Csiuq3ju3YaY20kNrFiB7XGOcYqi3glpit7D2jfdTdozzXX9183EOdUG/T5/O8iB98XLl3S2QsXdIZzpbM+8+MFQwzsrjnsv/v97+NFxif1/T/4A3qMg9rDvHVtLDz2c9cyfq6v6qVnntI32E299tLz8j+vmUaTD9AH4uFFqrGAEiRShcgRnwZUFh6XIHEHPLRUFOHAgmV82haueaK0lCLVgKqinK7Ib67u5zDcu72L5MVzzz8v/wLq66+/rk3OZkL+kYWpERs1gZFSQIQigtr3fiIWuGb9QOcBV8jFJNcMEdF5I0Jui6uSQx6L1hlA8DHOQJVPAFJFJmaYCnCto/tXRHS5lmkw8m07aESExLwIA3XTbAPd/RMRvTRfr/DlekTItIEPEQsacdnekbGwndt0EYv+bZytNMZoHw3Zh205xLKJVOzCs6QqgfZjF34qIjokSrFZ0Qe0ys/53imUEnJgz549reOvH5MNGUg8G5JRVAoJT9vKxBUsRiUK/EFLlKkgGUKU6GI7ocYdz05p64oIWUdEKCLkq/GFKIlmRHTb5ctGu8QHL6wT9NsWy4uMnkQRoRIpQVsZ9A5MwlJSSV//BUHwdOudC0VK1AW8AHVV5EHUfCuQr7RIVXC1VXW5yHEpOBs8GYMKP8K+gA4JIrRAKGIB8tUdVMeVDE2H1HJJ7VlZ0pVzZ/TNJ76s115+QXfeerM+99lP6xBv8775nRf03/x3/0/9nb//z7TelnXfo5/Uxz73m/T+Bz+ifYduUp3sYDESb+RGcRSkMYpUJgpAWTSqqQLisv0jPihSyaIV9LcI+qUZthvm2DjDhzUWh8vcAK7w6LPKywyf+61zTmKY069SlH4kBcR4VOSsQnv+8hUWrEs6z8HuyE3iQw8+qD/wh/+QfvZP/6w++9lPac/uFU0YxGV8n61e0dHnntUz33xSbx17VSOHxkvYOQUKdgYLphhDx9SxNXhnQioJEUQ8lJLTi3bSTkotAHvCnfjeDLRHiUW7aYW3lPew2/Ovk9x4003aYFHyfwDwzDPP6CIL7oTcHnjUK/hYEployYV0JXIUTjOkkge2I0FEgMxQM1BFFVqpRFmUIBw2CGDOBcAThTol3eQZI7WVdwFfIa7JOHnOpVIlAegpZJaIUIAX39q6IkKJDRSKwB7GMxo4hQRQxR71KyIVmb3e5xMGupSgdV9QSoqgBCr9zvtKrpiuISyiSEKPcKlLJi6Uvd+4hgGUEdD0eijTBgLw4bS4QhHRSyHUzJXguowAjwwnQaHuXdMV3m6d4Y3MMmcgh244rB27dsIWsjMRqYhAFgah0DLcQKnogE79snyDtDBsi2XLHr19oVqi0/wRQTXka8GLDhqub/e7PmPCuKSL/B1VCZhkuwzRZSSTY/ee3X3Hd4W75PramhL5grbhewW2bbccBd9ARMiJKRDu3wq3IuJtsC3i6v1bMYjY7k96AnjnExHw0oaWaMi71h2Tol1LEx1/+UV9+dc+rzdPHNcH3v9+/ezP/Yx+04/8Bj374qv6XzmUPr821733f1h3f+gR7WVBmuVUq3PxxnOuNQ65Z4znyJgYgomVgDJxE8vRZxvRjP4EwtUOxtOtgDYSfADJZIrCohZCRQdP6moOJmwAYtIGdAiTzAd/VUieSJyfqQyat+TVftVzL72iX//yVxQcEfzU7/t9+lv/9/9ev/13/nYdPLBPqQZUnTv1lp77zjf1zLef1KkTr2ncXJV3T1FnqrzBbCxSgX4Dxdsf2+9GRChiG1I0yLEGryc7OqIouYEEoEh8ExDas2+f3sNbuw/d9yEdPnyDrvI27fXjr/eyQBfkCXdmxiqUGQuZ5AxmyxcaFzgW0t6OcNHBtm3nl+sG87k03tCQ73Zn4CsiFBHU9Hb57n4hoG3pagycqxRGy1dEvM0XYXulUCrC9dZtNV8E2DResh0GcTmnI0Iw4G9KMp/gE1cqIikXnwjosMe8lgkVHX0mU/LBsMbuqtlISCuLbiV2FVxSoliqDKwHt3IHqqMNhBLeCCt2uylwIPsApgr1GXfMN18/rtO8MdrJQeeePftUmQBz+C0XvfIVGBtwiERsNeQ+0gFnkIvhwYBGWF8okN9Mh3x1nBZ0CAtJBhD9Lthqk6+IUARAIyLUquAuGnKiKW+HlpdXVCaDmvtgGfHR0DCk4reDIWzYw2Gy74SbnDWYtzB5Eh4kIhmh1KtIWmx5J4hCdwJFQR81ylBEaPuKiN6u7D0WZyFNIzIMVSEFXGEtIbsERtOS8r/v2sHOYVxb1Xe//oS+9bWv8EhxVZ/7vk/pz/+ln9Md976fRekL+oVf/qIuz1K7Dx7RrCzpIvZfBlZ5/NrAvxEdjSTr0PWgfzsG2BER8hXYkSwcEaGIMEo9NtQigrgyXoxfawFenM9VylDAoyh4F6ruG0U+ARWAtwk89ZF4jwyOYYZdHF8xJoOCx8PK4+AZ3vD9+1//sv7Jv/hfdPzNU/rhH/sx/ZE//jN6/wffZwmapLTCOK5evqinv/VkX6jWLp/XFPy0BOMdSvRjSFeMZfIVfEXjy0AhpAW+hrBLTbgkzAOaWmvyE8Dck0RdjObY2qDdvXev7uSc7OZbb+Flw5pOnTop/1mfQEbALc6yGo+lSJGQr0ADoFC/YrtSG3aq57C4GBr5SSQikJTEsEps+zoumxLfIkKiV9bjGn5iarfXOxVlKAyBjCbwAVUqIuW+DiFFBJC9vyGjYot9li+C1HWih6r6/GDM4IC9fys8N6vlW4krgHkVfKOL0v4jWkKXlBQBgGXsBVtH41+jTZM+92M3nfal4aOfzlicqoxO+WqyLxFh7aoY1lpzhxZlg7bSV5UEYrY567/Z67vJDZwXFHYgpjNkZqcxc4brqYjoYFwEdWhAuPm2/N6I/o0e0R0dLE9clk3xvfQgjMcy3IMNm90emYCb2Oi6bXAJKfJsS6FalKXIgTTsYvdUuOOf463jBgtvMHAoknVHxNvxiIiOy4QfHyLcXoDefYEXcVK8Y5O7I6LzR6SkQEXrQE0D9AX6KeZ5t3TxzCk98cVf1bPPfEfXXntAf+AP/Nf6w3/kj+rcpU39/X/08/r8l5/UpY2mzVjWlZl4HEnNtICWgwRU69iCQH6m9arrFBfm8L1ob495RKgQG9M6bgs84uA13jCZTpSlEBfbLymQi/yAJiIUEZLwams8xGW+zKKIwiLQNCfHRiVjMCiGZVXg9IWr+je/8nn9f/7hP9Jlzqj+yB//4/ptv/Mn4R517vRJzdaucjBedf70W3rz+FFV/xs4dAWycEqWn/gdEYoI+P4PPgx4C+zFjuZ6w3/G275Gtz/xqy52263Jk8a55JvXkSNHtJeF6tSpUzp75owad3mZBv2VutuNiYfE71HcxA90bQu2Oyt6K7yNsrmkf7sv4nvtN6/7IqL7FhFK7BWX2WyngU4ZIhZ04sJFWY8hYoE3byZjxB6xdZvV5UVEL90fsV0P+YqI3lcY++3+iEVftQ9WJKE+Ol1EKoC3abXA97ZEHlTiXKlJiZyIWNRLSdm4XoJMBqokOCsOhKIoIe3k9h6oBLBiRCXY3m3cePNN2r13j2CVmFllQqIhV4KTldbBmnNXGVkRayAs/UUphINrlAF9oNfYtwGyhj5TGYyPCPIAELJtH23jF4AkL/l0udv2RNfVGJQ5JASg9yMYXe7HDeSJ4IyKCO3ctUsZAzuUmYpjkEUR0SGR5RUdQfAEMiswB/CMpKzEpSckOiw7Aj78FxDIKix8mTYOKvwSyRAdpJBE6FS4Yy+Vpqybevm5p3m1/gVd5JzpM5/6hP76f/NXdP/DD+qf/2//Wj//C/9Wpy+uS0u7NWe3tDZK6zgzI1BVqSxFUVK2w4ClavxEFKV92rI4OWQiAAAQAElEQVTDNvuMEfUK+1dSAY1trgwWltCFLAHmgcbyDB5Xj09GoBGAr3CGFZbPrlMKibgkRcGehD8iFBFCizKwT6EZNxHvouboqJool3YplvfoHM+kv/rEN/Sv/92v6MB1h/Rf/cE/qE//wOd08Jr9evCBD+k3/8hv1PUH9+sSC8RAHCcoKiEkAujAXfQ3+bK9QX9iQ2YBFewC1CGNs71A311K8vAE45aRcr+FtmiaccZW8OXgwYOaTCY6zXnr5SuX1AVpoUvkdLAzEG3HpzEujrMoAxC2yv0GaN02TaMe6LDpetdlGY61Ud0WV3AIywQ57NUY2UZDREoeu1H0hbpeVaWCnyLhV6O/l039styI6HV/RbxTN4l3vbWhJ2lFU0QApmz+QmbIMXMj0J9bNwc6wEPDBw53K+gPxjrwgU5I6HSsiE1jlzryQqUiLEs0pSswlLThTSMDUAHhUGOyNBJMGDZy0GmYMDitVu4aZ3m7dUkbHHDOSTArTWREhHxVeCp0Dq7bEVt4cP8x3jRv42yrGd4F7qvYiUhRvN1jvoiFXBdJAuIK/RbS1H+3ifOwCGjw1aPZEGIZhm25lg2TnHS7WKDWVlc18liUIFOhNL++9+q6wG+XIsAGy2188VkwQOMu4yJCmUik5CMnIyFT3zER7wk2rvPm04feX//yF5Xgftfv+p36qd/7e3X0+Fv6pz//Czp64pTKyl5paafGMtU8Bo1RoCwSpSK5GzXiFMhPbesTl/31jtKlIxQRvR9CmwhPk/sWNGNvQ0J32LXedr/B/qhfociQ+BhneHd/BB2CnYBY7kgCmmZ74nf7CEKQ0GJxm5O49imnO1SWd+mtsxf1BRapY2+c4u3eZ/XX/sbf0F/+K39BP/3T/6Xuv/+DevON18nF01pmJ1fQ5QW/+fHK44xeGQdYZyX3GpMgIpTYnCmu1v1yv2Rbg76tuNFuyIFcxXkv/KCx/8AB+WnBZ5qvvfaaLvEmcqC/wJ6OpOcMNgjeht+wLT6M7yIHW4+z7ekd0MCqCH+jg3bH+wtcxDbefYuFwOO36N7u28JsFe4zBH663LbDpfW6jIius2Enkk2mhm73G1w3MiIEoXwZ575KHCGFbcseGhHQmQiIoI4tGcQSCIVyEXB0VLk7IjSUlE1sjM0IJLgp56HZqgXDhpBAuAPn506R6iYOSakgXaQC04DwCXcY/3dBZ8+elZNN4A0uxMBEhLAbCaGWQSmuPmTUGxQoowaST8ISVkspxFA3Sp4YVf3CrnAFNqqSG53GsqSKQ+JqdHDcheTQvFUkVBUOJGJgsqLVC5ADK+rNi655otDCRgT7Di7sXdm5rDIU4YZK0m9ZLL6VsiLdC77pFKnMASkYw3dngD+BEtmbzXdHoMFnvYyKHIl+U4gGTZNI4sbCnyR03VyTX5sff+lFTRm07/+B79MDDz6kz3/xy/oPX/yKVtkaJRN2c0xtUJ+N0gynq0ItDLKKLUA2eDVsARKbMrE5CjYUehxI6NUWP8Sgxwc5EaGIBSwoPB7QkS8Zg0LmX4BoVXhHDqVHDqdb9xVsGPiiT/hGTYHuiC07w/YZhApK6KoTB5raijbRNdegYcce7TxwHY+vo5745nf1D//JP9c//mecS71xWrfdcZeuv+46nX7rzf531/27UE72kqmIUDJ+BhpShlRCLbS46N+ud1TDcqDTmsL2eewY95HxN0ChSu4IBu+yVzjP9J9See2VV3Tq5JvEvaqUYm6gQVaxoSk7qkrOVeug992fCARC3egLylThmxr4BAJiupDvCrD1adjYxA+d5u3oXPho3yp9c24GfPqouC3kZY+PXNXiClUYmhKOAB8yDWJVGbvW7Rb66bNtkfo/umxD0OEdUGU7HOIHfdY7bsWxIW+hBW0hKCibNMGmKYGaRJHXGWha7xyGZJu6mIg+JLYSQ9KbUmdcHgYmzNDfUpw6eVoz3knv3bNfu3nlWhiQhTMVZ6piy3jL2AYp9M71Th3bO9rlNm1EKCI6/t1fEUGAGjqYlXRs07uk2T+uR8ALeCVuhFs0eydftTa+F5+IUCaJQEAiUklbXBubGxx6bsqTzgMUEco0pLYv6xlJ2srAuS5ZiUO6sJGhhAeZuYAI90umrwxQM4wztXFTqbn27VrR3h3LSib4Tuo/+uO/WfezMH3pq1/XK6+dkH+DOSbLajnRiM1z9FVktkjZJdtgiAgl/oh+txtJoX4t9INWxFa949XbgZ2OjOkbTvPpsTYuIhT4H7Htm96+enxpBTbFlt6IMAZQl+FKRCgiqMZWueizea2GKk44nnO29Y3FtAKjEn+nqt3nidpkpcOvfOEr+st//W/quRdf0l13v0ez2Yb8VzjXVq/Kvws2mRQN5KTPiLIUBb5FxJYtWBwL8M4VtNL9BjdsIWVEUNuysUEP2EbPD9u5g5dAR47cqP37D8j/zu2lF1/UqyxSq9jQyImKH/0pxOPcKrIqfjcgOoDon0WsG/W2hV/Y2XVZDmCabqNtCkj5YBHfi09ELHygdHeEvxe26z+52tuYimyDEW/Ld2MLuhgWLWkhT1wVXxwD8xm27chIWQZhgmrxsd2mcSsiFLHtW+1jwTCwMWkdVJGE7KGkdq7sUJYCA0lXWHj8DL34JUbJv1DpuzvdglbBugsZ+OBQ8hxwVkvTaT8YXJou9R3UyCAQjq50YRDK4IsihQUFvVjeRBk0xEQnARuggMht92GgzAdJRCgiFX21DikWA5zGS+ql6+8CB2+OLdYOieS+nnjIsR7kNUCui+R/V/CddOaPCNhCyYQrpVCmZLoqSoAPJNA0BV1RUglERPffgxIRpoI+oDNeWsRFSuyx7UWhSZN2cnPgpFevvfJCf0z58GOP6rGPPq7XTrypY2+dkpZWJCbm2AZtzhtvkJqq7YlUAHyrUBowgA9C0e6PayZVuCW12mT77E+rIIm/y8YOjFYnarZ9uwFjc5woqxp6LREy02QosogvLa5AwaIGuRrNwNfosaaLXUcDHAfb0EHICwjVvYA5ZbOCHbrgm2PvJratz6TNkcTde41uuv1uzthC/+oX/42+/MRXIRt0+fIV+Y+3jbOZliZTOcbbi08E8Rc6ImWbmtCJJtE2NJBBfxiHPqFPlQaxEXbJffiRBV8pvTPfmG9qx86duv3OO3XtoUPa5Cjk9ROv6+jRo9rk5ub5VNI+2W8i15qoyTmshfA+Do5BRFgDaCxrlV5uviGp6w9FhCp2NQLTsJWPQOIF+CbVZr4tgA6E4NIiBiZtciyE5NZq1wuzunzrAEKS5z1DSu2dT0QolJ22oV9cQTMCvMG9lBCosthhhRb2QYg+6zW4v2GnsW9DSBGhgtKCTB7ltLI0aM9uFiczhZpWlpdA7JRXrUTgpBPOlG1TQ5txTDnnsHauq5cuaH31Sqe/5pprtW/fvi5cXCF+sDoZENixpYHVwuAtoyJMs4DeyZcN7oAdNGX+iHC1gx029AZfEaGIoPbOp/Nv6SgkkME4U1R2N42guW5cxDu8EYu68UJ/Fr6h9R/fWucszR40krR5wJFvOrNEELWttm1bAMPC4EWk7APdajA34tlowCID40BcRTxD3sbuIvbnTp/SL/+b/13PPfOUPvXpT+qTn/60Xjl6jPOlNzXZuYed0hKPOSn/4uOIIy1SToARWysLMShkhwsF8Y8I+ccI6343RITRiogO230dyVfEAh+xKN0Pun8iFrje2PpyP+7RCtlvg7auiOjj7/gs6FrXGRHEpi2oKNznhn2Kkp2m88j6eIyMicTuqVHOycalnft17/vv05FbbufxPeVdzI4dS3qL86cTx16Dq2o6KUqENp5pGnGiqogAjJV67DCcj7vehszsNMYbAikRxBs7u00gkSJflfFd5kzzjjvv0oc+dJ8OHDigM6dP66233tKM/MFJdd3wSG3x0+tSRMhXxKLcjoGbCxsWeJhM1ukjQkkCRWz16XuviFDQb+y2PNcNEfQBhSQvaR8XbfeZ1tD9Q6HrDd/6EU9g99s24wX4RjvRk+n2qMYNB9Gy3YX5NwAJIiIsvkPEoh4RymCOKPiRAllhnTxFjLN17eJY5eB+XkxZCX2asHPaRZB3LE80yVFDsCiJx5rNy9zQL2hcv6L5+lVd4FXuBd4e7dqxrOuvO6gcgrOPjZ6AliNnlys4xEfMS4lV2ShtX26QLJWzlspbPAfA0LrTi1W9IaeyIFTo8EXuR9C2BILxTsC2HW3QmqC7DG93eCtoxrfWFBGudv5K34j+1o203rpIWEgwudMEdmQpna+Zn8HocjlfkXVAWHLRr9ZFv+trgQjxQ5VvFcuCIrC1MK2CR7rXj76i737r61q7elk//Bt/o377T/4OXbq6pqdffLnvDkZ2S2MNbBOSijKLK3r7wifMRL0tS+xe9FTiuYgfmk2DDcLeRmlfKv43bJB3owkymiJii7mq4Z9pI3KB2/puIN8NEaGIoBf9NkSmd73J+huWNXQ07EFFx/W4m8W+eIe0BWWYKnPoUMBlIstA3JJ2i6INbjYctymGZV1z/RHt2rtfZ8+f12UOpWcbVzl/OqH1y5e0a2VZpWS3LZGRGb0eEdhqPHEkHiF+wEUsStzuGSG3s5OqUW9BbDNVQ72tKCJiWjyGSrt27dEdt9+lGw4fkX85+cqVy7L+tF6FIkJ8SXJsRByaFpfLKnf3dm824s8YMD7N8UZpZTfX646j6oK0hUKpwA9RKvCJMgIs4Hh7fgT4Bq1pFjJGiTHpkAIdEv7pbTo3U63LKirEPyARApNKStjnRQmKQivxCRxd7uh9VMDwaThEvjeAlhb68Y1A24RU8IMcfCr4e3DfHl2zf58yYtGxxFbptltu0LUHdmvt0lnN1y5pqOs6sHOihz5wr3737/gJPfbw/RLnIQcP7NWNN96gnTt3INTq3gErriitNiSkrtjGdfswiLppZLczlJlbxkIgX9EHzTQRoYjo/e7ZBsve7jeuMVhtS677DBGB7LLgxx5iisrWHz9NGxHavhr8ld1HQ4ZxKyT1lEfWtdU1zfzGLhJe6BncUMg2b0PEf2pfBFSA+lXVd6fhRlVlQXAN1zVlwM9yiPrMd74pDNNP/uRP6vt/8Af13Wef09PPvaRhaZcKj3KNyeqzF84XRX4SOSGHeCHTdkQEOsJie6zalh8hfuhzPAyNOPTHVsbGNBHxti9um8bQFcgXOnrDpdsLSBvfqwu8ed10af6KHrczC/KLq92uXtn6iljY5qblRUSnqbademQq4I8wf8gyu+/G8YbSMeHpVss7durwDTfo4IF9BIUbKjv92dULOv3Ga9pksR9Q4EeVCCqYi1QFP2n5IG2zoRITg+PjdgRUgCd2WmfASTtEqaLobUnGMY5Ngf3qO7jDhw9z5LGki+cvaHN9w/NZvVOCytUmXxELHRHh5ttg/Z0CdEQoInpfxKJ0wzSWGfG9OPvg/ndDZTw6PchQqGCvoftFHHILx6BDNwAAEABJREFUxGW6ujUX3uFjofS40B8Ryj7+thBptLV1NebR6Js2tGkcZSWurkYsaM3qvkJ7yJRLL/GVM8PN9VVN2ezccuMhHfLGZ+QuZGMImW695UZ96uOP6dMfe1j/2W/6rH72j/60/uLP/Yx+7+/6Ud1+0375nw9MJ4NuvuVm7hK7mE+jvJrLkxZlER4gjOYTXskpFyODeRjqBcJbuIQuokjwicAt8FJGKiLeBriIv4W4ZkA+dxBpQSOuhlz735BVmMQlEjlBD+K7bGRC34OEKPcXdEMl9whmpGoxWGDQ7/rK0rKS+iZbc+twPTMEBYItPyXkRoQCnRGhBJXRBJkitvGEvnlwK/jogzHhfGl5aaLGzvHi+XPgpR/9zT+q3/IT/7neOHlG3/j209w/JiqTHRprEmdUNr0tU8L6KApK2ybkC19dRoQiYsEgmPTOFRG9r/OApsU3H8hSoUL8MgZFpJyw7t8eG8tPSZ7o23q6ePT6scmHv4uxbQpuh6iCrKnSL4UiHGUgkAIkuoJSXKZZPGLRgE49kNy0qFdQSJTCfEEZVBd9Xqw2N+eabc50EzfL//q/+i/0V/78n9Ljj35Q65fO6PK5U8S7qo8HMUICcbGIXqNe8dltSYFcwH4Xl5LASEIXOddoGUAs3HY7irJMJErbGVYEfsoZrP9VwurqqtYAP5V43gwRkuOBLWIiN0a5zw+jRVeHJlJZiFFESip6R6/7qswu5ldgWzQJAr6kRH+BpcefnXB/2mAsug4orN59ZmgoMQRyGoFsIx7wYfOisFyI00DLCtuWrREhgctMRTCeyFmsIXNZboT7qfJJqpMSKq5IgrqD889jLpQl9iWl/41k4cZ9zf69uvnG67VjZaqMMtCVHOBVXeVR4sYbDum3/vgP60d/46d15y3Xas+OVOMW9eUvflXPPfuMfFfw7wIVFin7gm1MoFEzDgNnrJo21FCZ9OIKzMEN2UGaigi5zxARBHQxEbI7S31rctgBcUVEp4kI+ep0WtQjQhFB/6Lc5rFsg7gign7kdvnv0Jk2YtGOCPmKWJSTybSfpVlX/3d2CkWESTqYt1e2viLi7f6I2MIKvQFelOgP0CSk7xZTBmua6ov9qTdP6MOPPqrPfOYzeu6FF/RFDnc3Red0WS2LPD4qlNjfhSHHvhmQCCq6/IhQz9PWtuI7EnJj1GnE1aCIiLfblYkCOfwBMM40KuO2DREhBg6u2nnopoltQldv0M0nIjARG4M+EsL8784Bx/HdEGG56ldEaLsviItoO75vgyTjCzEwRNhOyTzDMJHHanl5mRcze/TB99+m3/D9H9Hv/Ikf19133KwL506rcfMdkJsRCuJqsGxxRbzjR0RIQAQ4PNbWVSkbOG3xRqQyCzDQE6qMaXUsIiHxQiLZnmuuuUYJzo93jZi6HhEqmfIiFQxNtlAq+EnwRRHU3wUgpOADiCszFBHUYObbn4hQZnaIiN5v/wzauroOs9hOcJVxr9hku0xn/gjzCjnRQVuX+xUChxRojN4qQAf5IEW4L+ULDDgyDV3mtR7jraMDzKWEOhDnYEHyOdN8Y1Vtvq47br1Rd95+iwbE+VdrdOnSqr7z1HN64okn9eILL+vihUsQNk0gYAFjUXpaTz75LYm73ZRJM59V4ZsiIQhsoagosjGirQg+gELq4O+Q+0cC0+hvdOFCx1Vwltf6QL+zAjccFJfLBVRVnxGBb9zNzEc3HyThZAPvG4CiKIAmdL5LT4Oy2s6eGdhNn/ChmQ6DYN+yZ5RIhMICDIu6HvqDRkS4S8mSjnT1y4zdhyb/LkfrSOQbjz5qiggVINgyO4UvnTurE8eO6n3vvUc/+dv/M62uX9K//9Vf08WrG8phGTkBiCs6LxVsq6rwB/YbWqvv6iMG9DV2YyIWQi/qcM/85jZAwx3Q+AjjA7JAptC1kN3wQ/jaqbv9CxqUQws/AxURyM2um94FHtoGmF0i/h0WNFJIREy99HeqMX7BGCU7j8htOnERvZAqPooyGQeQavhUsd1nV0p1E6sadMGLzB06d+68nn76JV06v6b33HW7Hrj/g/3uO3Kml5GKQJgFySXAp7mODaLfXaDQ05AaIrJqAcZAZ8SiXql3PkrBVzHGOIuy72xC5HKJBXNpaUn+XcBjrx2T/1zxnF3egL8Di+owDBrYGAwsdI6W3VWzJAM2EEu3bYmwRuwwmvvBB6a4vQ1BX6ejvzI+Ns3Q6eFtxM00oq8xQRIBXihMI+QZukgQdMk7LkN1zOGp8JivkV+V/KqUDT6DeWWHbbahSWFh6JXr7MxctX/bkPAGMhJEnW9oc+1Khz07V3QXC9N1B/bzsqgpT505ry9+6Qn98i//e508eUrPP/+CfoX668d544Hwrz7xDf3CL/wbrW/MtP/AtSgumnM38iSsGD5nx2RwHXJVFNtog3EV2g7QiiuiW06NkOPU9h3W9NvQ+aB323UTu+7S4LrxBteDJHGwDRGhBq/prKk5sOiJCEWE0TKPeQ2uS6EI+LZsd3symWjKDmrGa2lDllQ6kds7dOY1RIQyU6VkL2l2HbaD+NtRBSM0lNDKdKKNq1f00gvPaoNn7I9+7CPasWuvvvnd53kVXbWyc7eCQ+EWKUwHmrbtDHCJHm1dEdH1VPwzyn0RC18i6SM7RnazttH9EaHvoYmUr0q8TBMR+Bjy5fbosaNvu404heBhoDvPVl8Eunrs1C/z9grUoMWckUvRDhUFeg0Vu61jxFHzOH4RoZBM1UvjCaDkQCIkJEX0b8lUxCOZ7HPuJy++9KpOnX5Dw1DlxB831/svZgoDLIehUwc4G6CQjO9VZEaEIsLNjn87lzuGL7ocvyS2tL73A1+WoizMD/RNeQN7+5136MabbtLq2pqOHT+uV199VW++8Yb8d8OcG5MkFhUbHEdi0XdSkbKOCJShYds+qt22/7jP/dtgGoPbFZnbIJwNxdtyt/HbdB6DbdzIojHOK8c1wjC4sMN0BilBBvnYOGoYKWuPU0QqtkGhpJ45KCJ6f5dNHtb5JjJHDSlGrqpurmlz9bJGymgz3fue2/S+u++gr3W+/Of/4uf1ta8/Kf82px9hTp58S+trq9pc29TRV4/p1/w3oSnnGOzzFy9KkQ5gyAnjFZYmdT4YM9go0SfsIJkoFAxClqKIdxuLAe70QAONegd4HAgDqM4TCiUmuzTeEJIchIigJkUU+QoWAaM6DZWypXfRJ5sskQiGED/QvHvAIxa4bX777D9Y5wF2slYSr2LjCNjeCNOLq8oJ1+XSt/07YowDg1E0YcCWsWWDNzivvPiczpw5qQcfvF8Hr7lO//4/fEGvHmVSTXepxoT7XCImURnIFVamMosi3A78pk48pIBGUqAF/5vbkGxPQDr4FAnaDJJFyMS2ah9I3kbZaCukiADoD8lBSgbVd/dSUlkCKLLckbvpSKIJvoiF/iYpoS8FWnCpIMZCG210B7XgDoo6VWJv+ubFBlpBGxHwF2ppStSHhLIIJNEnBT9FiQ+thpg/yJHsx5yFrSo02bFTZy5d0WtvnGIx2NR5zvLOszvdWF9ThaHir3yFlPYHezNSmUURSU/gUqjrVShiAXS8U8emrh8bpAWP+wV/pV1pkAWICHkHley8r7/hsN73gffpPXe/h0fPvfLfJX/5pZf02tGjvW4fSkmRGlJIDSGNGOndF7FOOgOwH97JCBqH0KXagthj2fu3fYVe2GVo2E5yydBpeAIh0IoIJfOPYlGHHozCPyAjpcQ+BRUJlugUQ6YMkyy9TMuQ6IPOY91tCmWmhoJ/9A+Dy0pGVA3s9sbNVYmdk99Y33LksB575AEdOXSNSkiBf/n1r39VJ14/Lv//XMfZLT14/336yf/8J/Teewjmnt1aXlnhPGpT6xzsXb54kVekFzXybOhHhwGFSWQag09VBtHGHlW2f440eii4rTlgBpI7Wuu0uEEIBAtDCt5yRF+AzfA3fRhZ+x18Dh189JUMnBa1Jm31j+MM1ipfsCK/4SBteIMR72D9QIHAgQ1sFW3rNbjtAR6ZfIbJZOBMYxCCO7g/zVuKSqaooq4iYtSIHhp80BvCvsSGJNChIZtWJkX+1/RHX3pOx4++pPdyh/i+7/+sLq1e1fG3TmrKjqmx1fc5U4tEQCA/xJd6XjVMkGgGkIDLQEfIPbZbVCNCEVuAjQk0/Ld9hFahVCI/IvT2hWzXTVvwzWWE++lgBjRi3GDexgcyI0IRC4BKVb7ZuKZ38PB0XvMDkMhXRMiybLe4LLsyDrbRpfEB3uB4C95KfBs07jeYZ6Q9p4/7ppZ37NKcQB07cUqzmrqTXcu11xzQyFugfqMoicSGbY3ynQ+m9IblGXqjf5nOgDX2A+hovkzXiCk93Y+IQK62IOSrQj/DsDl2j9Du4M32kZtu7IvU7bffruDnNRaoM6dOq1BfYrfsnBwwM+Bt8LlM+hy3Bs556HbJ7Hqtx9BYoA3uD3RtQ9LJ8InkVJvPMJf5QL8A6w/3dwLGDlwzEE/riwglBAtIRSwgt3S7hEQIRRxyscELisdI2FqgL4mdyAiyo6RYkBqPa8yVzatau3xOjR1T3biqHdPURx97UB98393obApsyhLKO26/VbfefESf+OiH9Qd/+vfqx3/0h3QDqxdydeDAPt1/3/t16PoDWr16HsaZKgvT1cuXFCwGEwRMhqIpkBjUwG2DgzxkEHgMwkBhoGUWPPKClm4DQUCSaCT1pCzQDikZb0jwTi6XwWqfmivZWwSLGcYg1u0KrsIz9tK0BgdFnW6EbpTbhYWi48Cb5h1o8DZkVMqqwso+tSHY538aQayVdgA/PVkSaYm9tiPfZaPtT3ExcXofeib0b1y+oFef+67O8Ir7gQ/do5/4iR+Du+pZHqNrDJoxsTypZiSHJ1xFfiN+UVKlg9AfEvGr2GTQ1pWRSmwLLA8VGdRSreJxFVcu+uGNAN9A8XHRwAmc6Su+bS8yzXUIyDmZpqF65CZkvOiDXXRTbcoIoYF6qFFXuiThAwrqbkeBgoUvgj58dAxFd5dnHPIbUMVQIb81LCGG1QaAxz2pl8hBJh8triYvUo7b5hh69qVX9DKT/sGHH9THP/G4du9aVsGOAYZED0Yy/CNgTRhAn9GJ7KBOAsi6+hhih2wk+SbywU8JvYTOPNZfiQnCRFRtHihkwtMXUMoRGXN82JyPWufNr7XuP7hft91xm47whvEqO+ljR1/RmZNvanP1isSNMfF9gLcASe7Yfpfb+R7k1LvBj7Bp+8CbzvTb/W67L22zZeFYCWFv/R5Y4EJBIByHgDbC7jRCsJg72RFGgsIv10qGBpgLch234jrgmHgtCGI3oXMKbkBmZSe7euGc6sYVxbiqHUvSpz7+iD7+kQe1a3lQQWUgW0D+yZ/5Gf3sn/zj+snf9p/pjttu7Hd4/FAjgQYUPv7oQ/rsZz6hSam6xKvZOlvTbP2yLl08ow2eF5Md0hQrp0xjWyUAABAASURBVKXJBjgwhkS4g9nqTI1DSS9mjdW7bQU/Pahb9T4IDIgHZhuMMwT4aj70iOA3+Cp8ouwBxPnwokW/S+vjdkkOzZUdP7JaV5xuEjS2IZGzAFKFunW6LWQmCVEIOB8WhdB0OhD8RF5V43xNTJiuF76A1nTCRnV/kYcM+xjgpiXl/xllQO8Jdkun3ziqz37yMf2lv/DH9J733KTnX3pZVzewk5cMYySeSI0ECEbZkPBHENxtYOAq+imwrSihM0Q3QpiGjbbDBJ1HiogORlfGdOSOrK0rYruPhQSCBlTkuzRJRMjyxRUR1N+lk3aEcUQMvgXPQo64IgL63NLdvtc2NcLVhHaVXNCIy4ujJ/NI7FwH1T9t2yb0GBEB5xaYbgSfHDTv3X9AG5tVZzkcP3DNbn3604/3v7G+euWCRA4m+dDHmknSc5TS4xSMmSHRa3AeEE2l+z0q4D2mzkP3hcd+CxY0DbPwCTnV8YW+MCaJjSVSCQQUCQhbfVRgnw4eOKDbbrul/2uL148d02uvvqpNzqemGeQuucTNPsidha1NtjWJXS/RMUFooTSNwXNqGwp6gnnieVegMd4x6HMRmW4v+sk/+gN/0jd++nqddjB31dtV4TFw/uOf7+8pyXaIfkMSK68XA52FmLmcFKnESOw3NG6saf3KRW0wFhPrGTc0tE196vFH9Ju+/9O6bv8eFftmCGQDuWfnsnYuTzUhSazQQRPGFgLrRWo6SX3fpz+mH/lNP6AdywUF5zWJOY8ol1ntT7BgnWGx8h//anJQpwg1DBhYOORawJxgL6BohlM+GNtU1E0lRhoK9QF6QyEoycAkCRXs1Ho/9UIg0n1AGDhgSwO0bicyCg4n4IEwFBIyHQwD9cIdxrunIJiJjbbTpdtDCRaiYNJUOQ6VwXBSBvFIguH+yZBKB5DBzy0otIeQJiWFiAWASwbYz9QnXn1R5948pt/8G79Pf+gP/m5Nl1b061/6Tj8fqWVqy7CmMCKpzKKIUGhxNSqkfW9EhIZhUPKWp9JhaFhTKxTYEpEKQNB1gAtP8JJ+5IikF+PsvoiU4BFJB5l6H3wRIRmghQuSJl998aHLdI3+puh9jhMVSIyREny04JsoIb8Su4p3hoW8SmSaIBBiFjZAQ2XR1uLqtOFvdjmg7KewKUh+Ic/2vAPS6BjEoLXNUa8ce0Ovv35O+/dd058CJjmqODeIxISBKsjxOCV6gwmcyPP4GoK6c2RgUiUQ8AR5Y5qCPQZSQObv4443SQyDhSmpl5T4SLQb+drzh7qY1A0QOWH8yA13JHct69B117KI3qUjNxzS0pTx3dZDOXG+kuueF1N8nxiMQ45zvjAXkzmV2DiAH+BZQNUEX6bABB+mWbWE0UxnHq8qMGLnyM2hUa8aoCmA9Zm+IL8Qn8E+AYnsQjwmyJlgg/HJ+KZp0Lm9ECV2uN96C3O2sdheOXtaF3hRMbt6UctsYgbm586J9Bs++0n9+A//gA5fu0+22XEzhIIRT9YMAtsI3gKqItwhVXDqykP7du/Qj//ID+p38cp7366pzp86IXGYNdQNrV06o4tn3tJ5DtKvnD+jurGqIPCJYQGIA68kMZIAG7dYTFiYwMe4zgK1oURO9kVqU+KMQLN1yrUFzNeQtw5s0N5QzFjQGNSAxvKKg0gSFCAZ/GT7XCgn4CcMzEBQXXYgiAN472SmHgjXCe6E+kBQbeNAfUrwPUgr06KdSxMW3QaIwZXc74GYEGQPggd7QrJPUnJ7KaUpeljHtXOQTh57WS88/U09cN+97E5/WHs4x/vyV7+lp55/STUmimGq5G2Td0kEX4aIxRgQfr37iljgt3GenJXxiwhlplnlq3mignc9IkhA973Du82nrcs9QQIuSr5RbBnUtIDoZUNm4xGlEt9KfliORVi3wXXjbFODFpHqOQT3wKKb2GK6DOwBZ/rtfuNKpoYMJXQlXUoJLkuIRBHCIGfBwj7XIQO39YlUA6pSL7z8ql46+rJ27h502y2HtHfnkmbrV7SDrcYOFqcO09SOpYEb80BJfXkBO1cKb1SLliZJmb1/1/JUuwH/ZdKdLB4+P9xBbrhcJhl2LBWeOFLLyPZ/yDClnA60J0OXA2nvW0I/5JriD+rlHCv91jTTrh0THdizQ8nNePXCGa1fOicfBaxdPq/1yxeYZwbql85rkx3IfPWS5jzBbDDhDTPaG9BusjPZpN+8G5SbVy/JsHHlUpezTfNOeUGmn0M3R9Zs9WL/1yEjshtnQ9Hn3/YcZB4y74Knp2TuFmxN2j47mvEUtYb+qzxReT04wxpx+s3jLEonZDk7h8ZOaUOrF09pP2vIb/+tP6af+LEf0rX7djG0I6MmeTwNyYBnZuQiTUK+GhO1Mslduu0EkFiwmpikg37o+z+hP/XHfr8effBezVbP4dQ5TdsGsKm2fkkbl85izBs6yy7hzBvHdfatEzp38g0WMxavt8CfOKZTJ17VyeO88n39aP8nBidfX7RPgj/NecwZeF12uhM8i79xTNu4Bf4oMl6D9zjlMZ20HOSePnG8406jt4Pbxm/J9FnPWdpn33j9bTrb5xX90tmTunxuARdOv4nNJ3T1wmm2oOdJgEv0neo2XDr7FsE9qxmDOK5dZhAvk/QL2FwjWcCNPEuLwfPd4dLZN/XW8Zf02MPv13/1X/423XzLLXryW88Dz8j/ul5lWZXD2z6PiXEyMh4JBkZZijIBFYnzo3DZIRX8LL4btaoMQdM6eJFxO7usUPafUDChvwe0TS9lCN4KjB0sw7QMvRYALQteQlb4Gkqw4And4PlYFKuGDJYVARLABGhMp96n9o4OcWOIhXA16o2bV2UH7PzrwAKIiG53Y3cjL4aA4HF+NvJUAKZ0+0fqm9CVpSWtbsz628+zZ65o3569LHiVcXh5MYbcSC8z3hdOvalLvDG9fPbUojxzSle4w3c4f1pXL57TFc5Grp4/q7WLZ3WVG++Vc6d1BVilblgn32dXL/R8mJETmywMa+DWWFjWWUQMG5cvkkeXtOqJS9+q4cLZnkeXsOPcyRPk42t647WX9PqrL2AnOc8cOPvWcfKbXHd+k8POfc+V0yeO6uSxV/Tm0Rf1Jjvyk8df6XTuN4/ninP9zInX5NJ4w5k33X5VZ984qrPUO476uTeP6jTz7BRg/Pm3jslgulPI9s31FDl8+vWXdAo4eeIlvfX6yzrFfD178pjOnWIBAi6fYc4wP65y9LNx5RybiKvcDJr27phq56QxVy70xemTjz+sP/6Hf59+4DOPs/gXiZwoJIpTMCMjorhKwkikGl8ZSi9TsShLnxjZcXSpsPsoZMoEeOD9d+nP/sk/pJ/9mf9aH7j7VgbmnM5jpA3Kca0vVEsxU6Ges1VNtKmJFzDKpZzRb9jUEu1ltqNLbPGGuq6+CrNKm29Bb7qFnMIqne6br8K/2cH8U+RO+q5rvd9xktP/gR3ZhEQfLJd+34m8y/NOq9Cexia6kc1ubkDvlEfJZbarS9zBBnZvlme7grvGJkGer57XlfNvMNCvkKSnuIOdZHCPyoN9/uRxXTx9gv6TusRCdJIB9qBdOntC/3/OzjzI6urK4997f7+3dDe7bLEBZdGYmMQ4U5k4scQkoAZRCQgiWiajwQUFkcUNJoLKvjRNLzQgshjzb6qmypn5K6mZTNXUTMZKVSpVqWwqINDdr/t19+v19fbefM593dBmyqmpad+3773nnnPuufd37/mdcx9CMw/0d7/5L91w/TSte+YJ3Xbbl/Xb3/5e//4fH6qvf1ipFG9J1tyz5hGII6/IO/HSlbcHxiGMWe+Ik5+EngD2DKwdU48jKRE54OEvBrnAA3/goYyB5+A7YKlsHELyArxFXeMpKCJqTDBeAGuRIHKM7JlDi8bAs0aO9RJrZ2VEX8Ir6Iutjkw8JvIs0bCNvhidFm3GZkOEjGffQffA7PNhziW7CDCCTodd4lkaTwy/rYfHQUWMYTwJWzdJMUAlc3KKuXtybOs//vFP+vjjP+uG2ZX64ry58kTxWV50TUSy9ozsILY28pK88rGyzecBh7fpvFpBC3Tra2NfZzmsbc2X1Nl6RfZcczzbHPUcaUoXz9zqXRzKLpxejheblb04t14iiF5ecD3tGV5uTQHdHFz7X2q62ptlMj28EPtxVgPd7Rrq7VCBF7wGuxVxURyDpPo5O3l59n1pr/bT18chz4MBRex9268p9nrEeRPnLexz9rHxx9BiohuDna/Y+DkDCfhjO1PwR5yrJO0UZ9H43UC3TGdZNKy0H6KeD0gil+Zcpzi3VjckoCXtPAUMqiJZ5FLbkTkM4Jy61d+Vxak3Kh0NadFdd+iNVzdp/bN/p1vmz1F4nuzjdCLhPM/Re+/0Fz+e6wG2cInqnKdiKPHZby9Xeug0EiCGexJX7IsXfkN7d76qQ7t36NHlSzVnxiQV+3OEjix8+2W1t1wkAjmvDh5wjoebxeO38QawegcPPIe3zWUuycrOlk95a11WV+ulErJXZA+9g4Nvh76j5ZI64GnPmM4LoW7tHPxGM+SylzQWHa3mOKAh28mGsjE6GbOLdg6bOprRA9pBls1oaL38EXdDnwS0XOQt9snvNHtqhZ5+YoXuuP0mnNJHaoaey1xQrvkTdWbOK8dmzlz8k9qbLrCv2GQ9bczhsq6c/70qp0/QmtXLdOutt+rTT5v04a9/o2x7LvzxjAjvEkc+fNNpKYA5oKQXIb9CCpDmWaUc9UhK+WJAGamkIYUDGUWaw15GyJyiTHK3kuSLi9QI0tCN33iSOBZDwkrkA40yCVJBf2mcJA4xiZNJoc+QZsxrMHscm81Kg9k1hG1D0IZDmWJDp7CjLEYfsgnqKco0Y1iqm8ah2rzKmHtFIuLt6tjUnrQpBglNSCU1MZ3SBDAumYCW1PiypCpSsSqSEfAg4q3rVcYOLzN9AbRJo8rA+HHjlM/n9QdS59ZMm27GOc2t/IKK+R4l7YDawRzqUTTYo8Rwj7w5BNpxoU+GJE4hbQeumFcKJKGnOZTjE1JFXFDaD6g8HgYFWVRQDq2cw1wRF1URO5WzduXcBZUz9zJQzvwNZUZjvSuikpyta4Q93pwESDJWSnls6JEGO6WBHLZ1yQ1Q52z5wa7QLtnbDb1LeIDgvCJetI45+OFuHJihR565FdBh0FCX3FA3OkF/l2Icl80z6fI8t34cSj4g5fsVF3vR0QMPKPQi08U4nWG8Yj6nQl+7hsmcivkO6KW20czONPZPn5AkcJmjhx/8rrZteV4H396m559+TF+95QaenZf5kYARh+QpCwVCc332xzvnAqVI2B8qI7+cc3KuhEBCNqLC2uOsiorgH0eu/fVb52nd2sdVU7VHZ07WqvbwXu18fbNeI7Lasv4ZbX5hrbZueFqvvvScXt74rF6h3P7yi3p98/rQfm3zC0RiG7Vt6wZt3/qifvzKJvCSdrz2kt7avjV4221bNoS+na+d1GaPAAAMGklEQVRvgb6J/hehb6TcSLkpjGf8O1/fRHsjvOjc+oK2vbxe21/ZoG1b12ublbRt/FdeelavbnoOG9dpy/q12vT8UwGbX/iRNjzzAz335Bo9C370xCqt+v69WrLoW1qxdJFWL7tXa1Ys0cZ1T+rN7VsCTP55eJ9as0JLF92pWxfM1pfmz0bufv099j6wZLHas6362c/+QT//+S/U3Nys5sZGZQMuq5XwPdt4SS2knK2kpIZQJ7RvDfiUKA3g2C1Ut7C+hXA8g7O3lLaZFLmJML/JQnDqGdBMveniR2ok9G8iXWi68JEMjRc+xmlCH2lnkCvhE2Uugk/PK4NsxujosQij2dLuUdDfBF8zpY3RzBgZ6i3GC72FurWbqTcxlulqIS0xHY3wNnIPlKEvgz6z15C5dEEG02myrSPzbEUuS6Rja5MlRW8jHc828tLjK/f2zBW1h+uCy8qSFmWt3tLMCxGQnuXasmprbdGvP/xQn/z5D7I/P/M3t3+Nt7pXGicybUJKU8cnNanMaUp5rKkVCU0q95pIeyoHa8akskCflPa6jr5pI7wV8ZAmphRoUyoiTUw7oUqTkJtGx8wp5ZoxKa1p6BiFtafTNw3GmZPLNXv6BN0wc7JuvH6K5s2aqtu+OJdDfB97aatO1Vfp3YZqnTp2RKePH9WZE7UB596p07l3qB+v0dkT1E/W6b136vX+uw36yakGnT1OX8NRvXeyPuA0fGdO1Og95H5yqk5nT9aCOnRRR+4cOEv/mRNHGatax2sO6Vj1ATUcPUi5X/VH9qrm0G5VH9itI/vfVs1B6pRVe9/U0QO7wEh7305V7YNGf/2RfUHedNThC3b9eKvW/mCVFv7t13XjjEku5XU1wo3xOnycxvyYgxrTDFVvTqloVe+IiaxWUJEQ20j4H+rSqGCgc0Hi6DAnFeO8IkQSXhpfFmkGi3/L/Erd/a2/5pupRXr8kaV69OHvaeX3F+mRFYv12Mr79NjD9xFp3aPVHPo1y5dw4O/TygcWa9WD92jVQ4txAt/W8iULtfx7C7Xsvru04oHv6NEVyADzxKNYvhQ+wwPf1rL7F+qhJXdpGVh+PzJL71bov/9uPQxWwmel6V1B38oHvyPDw9BXoX8lsHFWLVuMbffqsVX364drHsJJPaIHFt9JVDiZOf2VXtu8Tttwak+uflAP3XOnln73Duy/R089vlzP/HClXt6wVlV73tDhPTu08fm1HIpbZP/g6Af/+E/65S//VZ0d7bK/DytH+J8jKswROXZRdhMp9rY3yUpDD+0ecvheyr62RpXKJsom9Vkq0JFRf0fzCFp4ybaCFg1w2ZhHT560YZAvKga7oHe18NJsob9V/fQPdrdqiOjOQu48/QPUB7qz6u/MaKATvq42Wd8gIXnQYbSAVg3CP4S8lf2kLXno+a4M9ycZ9WBTD2mMpTN9jG06B9E7wPglWzPqJ4XJm37KfnjzpDzWN4CeAWQG0Z3Hjp5ck3o7m0mhM+qzeWKL3e8Y+pA19MLfgw191gd60dGFvk7ujXI4pr6uHjVfbtSv/vNXyjQ1avWqZfrp2ZN6/3QDB/KIzowc5nMcXDukZxqqdQ6HcBoHcbLmoN49VqWzx6t1uv6ITtUd1ql6Q5VO1h3SiZr9YJ9O1uzTieq9ajiyW7WH3lTtwTdUf3gH7TcDjlXtVB3tusNv0t4VUHtwp6r3v6GqvW9wyHfo4O7XtP7p1Vr4za9o/qwpmvuFyVowa5punjNdN82eGnDznGm0p+mmOVO1YPYUnNpkzZ01OZTzKQ0LkF1QCe36SUHPvFnX6cbKKZqHjgXIzYdvAZhP/1wD/PMqr9M8c5JgAY6yNB7jzJ4WxvvS3On66oLr9bWbKnXbzbNCGdo3V+orN83Sl+dV6pYbZ2LXdM29/jpVXjcuOP1xeCL8upKS0s45CiW9c+aUIkpr/18AqyNCEk4ILyOHDE4K51PACUHFMZWUcw9lnfQX4SrSVaAscE9S1OgdhcepWUSV9FKMq/NEWwFG527B+g3i4tJxgentLgR6NALrixg7ZpSAInoKJUToig1GA9b22BjDn4DfEMa0sUACxMBxR2Ew3YYIuyLG89xnOGxw9HsQBQxxfzNIWDuM/QUixBKShOlJ0h3TZ7yeb6yi4aKcldiQQKchZakLhicI3clA0DWsf/uXX+ifP/hA3Z05pfHiZXFRaUL9lIX4UUGWFgRAt7Sg3GikCbysZW/m8VwmWhpQTrpkb+5x8bDKqKdBOXrSpBsJQvoUZZkfpG+QDTGgJPcB1pfmLiFpdwrcF5QRNaSRsb4UqUsSmaTR0VnOOGl0prFrHOOPo11BWY6M1QOsjXwFNk5IOo2Li6Qww7I+m0MZ/aUxhkgVBtmQg7JIpYJdWk6f6TdbktxZpRk7pTwbeEBme5KUxpGWRCN3LbY+qRHb7V4kZo5JB68fgn+I+Q0oJiUyJJmD8SfhtzLNG7OctbZ9mG1uUheOcBILOn1KhWYQ3UwhPxvF5IqEpmDglHEpTSxPaCIv2YmcrFFMKJPGpyW6AwiAND4l0pNrQEwGS2UJxGRADXNXgPUxREkmITFkqKdjiWVUXBT7rRj2i+dMlFCgfQ1hn7KfmRpZi/GXELH/o9FzoVGaAo+HbhiVYXuyp8fyFGkXrqJ0PgqMOzwC6mN0YC52luQTnAeD0Ub1Wz3BWYix03Q5ZIeHMRC7/j8fb04IXTgaL+ccsNJgdSf6i6Z4mFG89zirazB6kbENMMpjcOShotA74bhGgN7IeY0iEcVciEVX20b3crQdOnQVpssucgPQ7Zh4ZHBC3ikJQ+yFHItMf+RE3YFrY5lug0f/NVi/2RBf5Y19hE7gokDzgV/UDU6lto1D2xuKOGUXbEh4jeTRTknWKM19UtI7dZJeXLl4QUP9eXkcYR9f7eb5yraPi/Z8d4sMgz1ZBfRmNdzXRlSTJcLIyCIIQ4ggLDohorDIoZ+IIU8ElM8hTyQzYPK9bbLSIqF+ohXDAFHIAHWDfbNqGOa+YLgvp6GADhWs3dvB+O3It2FPVn1EOn1EIXlK05cnKumzCIUD3ktk0s+Ypr/EAz+RTJ5oaIA5DfW0j+jKKsibnhEM8sXCEHcVQ8xxoLdV/cHuDmxBhr7hfIcMA6zDQLC9Rf2sUV+IoJoV1oKosIuIsseiSaLDPtahh8iqu71RXW2X1Umk2dnWpJx9C0Z02kE5mO+VHRLPPo2dFPYPL6eY/TIWSdopkJRKDoPS2z4GJhPuSKCVHAl6OBV22D16S5CsjQoZPLwRsAMb4ER/kb4ie4l62MfUud9z2ONC2ysKZ8XB81lE4fxAQ7mdM+MXtlnpjMaAbD0F0Hbo5HjIYHWTMRivIdQZE1ZsMnscY/ur446OF0dOhlF+76QSHKXjlNgcSnCmT5KH6q1EudlTKOClaH/ep1AoFAuF/8njnXPiE/C/CTvnQrc5ogLRgjWcK9GsiFgF7x16zFCFCWOr7Mc5Z8UY8JBYPJvMKNG5azw2hsH6nEr/eeflR3nYEAIOBk//X8L6rsoj45yTcw5uAj7kQmXkl3Mu9Dnan0Ggo5lxnXNhbLPhGo+TkwLgkpeoF8JmiOOIB+1UOXOm1q9bp5+eOxPw/plTOn2inrSiRu8cO0qKUKX6I/tVe3gPOf4eHT1k2B3qNdSrD+wi39+l2kO7VV+1T3YXUMd9QH31fjWQehznjsBwgjsDKw1WP1l7WCfAceh2B2DlCVKThqMHZDzW/05dlYzX2qMwuskd4/7B7DrOGCdrD2HnYZ20dAeYrgbGbYDeUHtQx0hx6qv3cd9wQPXYVVe1Fzv3cXdxAOwPdbO5hjnWHtrLXMDhfapj3nXGT2l9Rw6+zR3H28x3t44e3B3qdt9h9aMHd3H38ZaOcgdi9x9H9sG7fxe8e6DtCvcegZd1qgamr545nKiv1ls7tuub37hdiUg8kwLPycAeZXP6MXB20A0j+9I78SwdMkJGPFtKZ2XRNpGs3/YvpNBXqqMXwti68RlsT2qsfqQ4u/Zbzjl574XiEVCM+TjnAo9zny1NxuAcI37evqbPORe0OeeCntDgl8mOwjkHRaHfaM65UNfIj3OfbRv56hmjUZqLRmRYI9ZW/IzyUP3cD+M564TXBK0a8N8AAAD///l1Ku0AAAAGSURBVAMA1yqKLiWBVHYAAAAASUVORK5CYII=" mediaID="Keep an eye on my button_front_cst_explosion3"/><costume name="explosion4" center-x="146" center-y="113" 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" mediaID="Keep an eye on my button_front_cst_explosion4"/><costume name="explosion5" center-x="159" center-y="124" 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" mediaID="Keep an eye on my button_front_cst_explosion5"/><costume name="explosion6" center-x="175" center-y="152" 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" mediaID="Keep an eye on my button_front_cst_explosion6"/><costume name="explosion7" center-x="170" center-y="149" 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" mediaID="Keep an eye on my button_front_cst_explosion7"/><costume name="explosion8" center-x="148" center-y="147" 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" mediaID="Keep an eye on my button_front_cst_explosion8"/></media></snapdata>