<snapdata remixID="14010999"><project name="wordguess" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes>A game where you try and guess what the most similar word to a word is! Built with the ECraft2Learn language library blocks.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="wordguess"><notes>A game where you try and guess what the most similar word to a word is! Built with the ECraft2Learn language library blocks.</notes><palette><category name="Language" color="219,165,0,1"/></palette><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square of distance from features %&apos;features 1&apos; to %&apos;features 2&apos;" type="reporter" category="Language"><comment x="0" y="0" w="245.00000000000003" collapsed="false">When comparing distances one can save some time by avoiding many calls to square root. See also the &apos;distance from features ...&apos; block.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="combine with %repRing items of %l"><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block><block s="reportPower"><block s="reportDifference"><block var="features 1"/><block var="features 2"/></block><l>2</l></block></custom-block></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script><list></list></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="cosine similarity %&apos;list 1&apos; %&apos;list 2&apos; JavaScript version" type="reporter" category="lists"><comment x="0" y="0" w="234" collapsed="false">See https://en.wikipedia.org/wiki/Cosine_similarity&#xD;There is a pure Snap! version of this.&#xD;Note that the &apos;features closest to list of features&apos; block should be used to compare one list with a list of lists because it much faster.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>cosine_similarity</l><list><block var="list 1"/><block var="list 2"/></list></custom-block></block></script></block-definition><block-definition s="Open help page" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>open_help_page</l><list><l></l></list></custom-block></script></block-definition><block-definition s="set default language to %&apos;language&apos;" type="command" category="sensing"><comment x="0" y="0" w="275.7142857142857" collapsed="false">Language to use for speech input and output only if no language or voice is specified. Can be the language name in English or itself. Or the official code for the language such as fr-FR for French in France. Also used as the default language for the word embedding blocks.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>set_default_language</l><list><block var="language"/></list></custom-block></script></block-definition><block-definition s="all words in language %&apos;language&apos; with features" type="reporter" category="Language"><comment x="0" y="0" w="224.7398158482143" collapsed="false">Reports all the words that have a list of features accessible via the &quot;features of&quot; reporter block. Data obtained from https://github.com/facebookresearch/fastText</comment><header></header><code></code><translations></translations><inputs><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="wait for word embeddings in language %txt %br or use this word embeddings url %txt"><block var="language"/><l></l></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>all_words_with_features</l><list><block var="language"/></list></custom-block></block></script></block-definition><block-definition s="closest word to %&apos;features&apos; $nl in language %&apos;language&apos; $nl not including %&apos;exceptions&apos; $nl with distance measure %&apos;distance measure&apos;" type="reporter" category="Language"><comment x="0" y="0" w="328.5714285714286" collapsed="false">Reports the word that is closest to the features. Uses a distance measure which can be either Eucliean Distance or Cosine similarity. You can choose from among 15 languages or leave it blank for the default language.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input><input type="%l"></input><input type="%txt" readonly="true">Cosine similarity<options>Euclidean distance&#xD;Cosine similarity</options></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="wait for word embeddings in language %txt %br or use this word embeddings url %txt"><block var="language"/><l></l></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>closest_word</l><list><block var="features"/><block var="exceptions"/><l></l><block var="distance measure"/><block var="language"/></list></custom-block></block></script></block-definition><block-definition s="location of %&apos;word&apos; in language %&apos;language&apos;" type="reporter" category="Language"><comment x="0" y="0" w="384.28571428571433" collapsed="false">Reports a location of a word embedding use t-SNE. See https://en.wikipedia.org/wiki/T-distributed_stochastic_neighbor_embedding</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="wait for word embeddings in language %txt %br or use this word embeddings url %txt"><block var="language"/><l></l></custom-block><custom-block s="let %upvar be %s"><l>location</l><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>word_to_location</l><list><block var="word"/><block var="language"/></list></custom-block></custom-block><block s="doIf"><custom-block s="empty? %l"><block var="location"/></custom-block><script><block s="doReport"><block var="location"/></block></script><list></list></block><block s="doReport"><block s="reportNewList"><list><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="location"/></block><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block></list></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><l>2</l></block></block><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="location"/></block><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block></list></block><block s="reportQuotient"><block s="reportAttributeOf"><l><option>height</option></l><l>Stage</l></block><l>2</l></block></block></list></block><comment w="282.14285714285717" collapsed="true">Convert from 0 to 1 coordinates to Snap! coordinates.</comment></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>label_of_size</l><list><block var="text"/><block var="size"/></list></custom-block></script><scripts><script x="152.14285714285714" y="80.59523809523814"><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></scripts></block-definition><block-definition s="repeat text %&apos;text&apos; %&apos;n&apos; times" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="n"/><l>1</l></list></block><script><block s="doReport"><block s="reportJoinWords"><list></list></block></block></script><script><block s="doReport"><block s="reportJoinWords"><list><block var="text"/><custom-block s="repeat text %txt %n times"><block var="text"/><block s="reportDifference"><block var="n"/><l>1</l></block></custom-block></list></block></block></script></block></script></block-definition><block-definition s="display word %&apos;word&apos; in language %&apos;language&apos; with size %&apos;size&apos; and zoom by %&apos;zoom&apos;" type="command" category="pen"><comment x="0" y="0" w="220" collapsed="true">Displays the word near similar words.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input><input type="%n">12</input><input type="%n">1</input></inputs><script><custom-block s="let %upvar be %s"><l>location</l><custom-block s="location of %txt in language %txt"><block var="word"/><block var="language"/></custom-block></custom-block><custom-block s="let %upvar be %s"><l>x</l><block s="reportDifference"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>1</l><block var="location"/></block><block var="zoom"/></list></block><block s="reportVariadicProduct"><list><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block><l>5</l></list></block><comment w="278" collapsed="false">Attempt to center the word. 12/2 would be correct if every character was full width.</comment></block></custom-block><custom-block s="let %upvar be %s"><l>y</l><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="location"/></block><block var="zoom"/></list></block></custom-block><custom-block s="let %upvar be %s"><l>pen color</l><custom-block s="HSV color"></custom-block></custom-block><block s="gotoXY"><block var="x"/><block var="y"/></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="pen color"/></block><l>.2</l><l>1</l></custom-block><custom-block s="label %txt of size %n"><custom-block s="repeat text %txt %n times"><l>█</l><block s="reportTextAttribute"><l><option>length</option></l><block var="word"/></block></custom-block><block var="size"/></custom-block><block s="gotoXY"><block var="x"/><block var="y"/><comment w="224.99999999999994" collapsed="true">Display the word centered at the location.</comment></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="pen color"/></block><block s="reportListItem"><l>2</l><block var="pen color"/></block><block s="reportListItem"><l>3</l><block var="pen color"/></block></custom-block><custom-block s="label %txt of size %n"><block var="word"/><block var="size"/></custom-block></script></block-definition><block-definition s="closest word to %&apos;features&apos; $nl in language %&apos;language&apos; $nl not including %&apos;exceptions&apos;" type="reporter" category="Language"><comment x="0" y="0" w="328.5714285714286" collapsed="false">Reports the word that is closest to the features.  You can choose from among 15 languages or leave it blank for the default language. There is a full-featured version of this block as well.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input><input type="%l"></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="wait for word embeddings in language %txt %br or use this word embeddings url %txt"><block var="language"/><l></l></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>closest_word</l><list><block var="features"/><block var="exceptions"/><l></l><l>Cosine similarity</l><block var="language"/></list></custom-block></block></script></block-definition><block-definition s="features of %&apos;word&apos; in language %&apos;language&apos;" type="reporter" category="Language"><comment x="0" y="0" w="343.5714285714286" collapsed="false">Reports a list of 300 numbers that &quot;describes&quot; the word. You can choose among 15 languages or leave it blank and use the default language. &#xD;To learn about these numbers see https://en.wikipedia.org/wiki/Word_embedding&#xD;The new name for this block is &quot;features of word ...&quot;</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input></inputs><script><block s="doReport"><custom-block s="features of word %txt in language %txt"><block var="word"/><block var="language"/></custom-block></block></script></block-definition><block-definition s="wait for word embeddings in language %&apos;language&apos; $nl or use this word embeddings url %&apos;url&apos;" type="command" category="Language"><header></header><code></code><translations></translations><inputs><input type="%txt"><options>Chinese&#xD;&#xD;English&#xD;&#xD;Finnish&#xD;&#xD;French&#xD;&#xD;German&#xD;&#xD;Greek&#xD;&#xD;Hindi&#xD;&#xD;Indonesian&#xD;&#xD;Italian&#xD;&#xD;Japanese&#xD;&#xD;Portuguese&#xD;&#xD;Sinhalese&#xD;&#xD;Swedish</options></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>loaded</l></list></block><block s="doSetVar"><l>loaded</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="Load words to features in language %txt then %cmdRing %br use this URL instead of default %txt"><block var="language"/><block s="reifyScript"><script><block s="doSetVar"><l>loaded</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block var="url"/></custom-block><block s="doWaitUntil"><block var="loaded"/></block></script></block-definition><block-definition s="Load words to features in language %&apos;language&apos; then %&apos;do when loaded&apos; $nl use this URL instead of default %&apos;url&apos;" type="command" category="Language"><header></header><code></code><translations></translations><inputs><input type="%txt"><options>Chinese&#xD;&#xD;English&#xD;&#xD;Finnish&#xD;&#xD;French&#xD;&#xD;German&#xD;&#xD;Greek&#xD;&#xD;Hindi&#xD;&#xD;Indonesian&#xD;&#xD;Italian&#xD;&#xD;Japanese&#xD;&#xD;Portuguese&#xD;&#xD;Sinhalese&#xD;&#xD;Swedish</options></input><input type="%cmdRing"></input><input type="%txt"></input></inputs><script><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>word_embeddings_ready</l><list><block var="language"/><block var="do when loaded"/><block var="url"/></list></custom-block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block var="data"/><block s="reportNewList"><list></list></block></list></block></block></script></block-definition><block-definition s="closest words to %&apos;features&apos; in language %&apos;language&apos; $nl and include distances %&apos;include distances&apos;" type="reporter" category="Language"><comment x="0" y="0" w="218.57142857142858" collapsed="false">Reports all the words sorted by closeness to &apos;features&apos;. Optionally can report pairs of words and distances. Distances are measured using cosine similarity.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input><input type="%b">false</input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="closest words to %l in language %txt %br and include distances %b %br do with result %cmdRing"><block var="features"/><block var="language"/><block var="include distances"/><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block var="words"/></block></script><list><l>words</l></list></block></custom-block><block s="doWaitUntil"><block var="result"/></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="closest words to %&apos;features&apos; in language %&apos;language&apos; $nl and include distances %&apos;include distances&apos; $nl do with result %&apos;process result&apos;" type="command" category="Language"><comment x="0" y="0" w="244.2857142857143" collapsed="false">Reports a list of all 20,000 words in &apos;language&apos; sorted by how close they are to the first input. Optionally can report each word together with its distance to the first input (using cosine similarity).</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%txt"><options>record_callbacks(finished_callback);</options></input><input type="%b">false</input><input type="%cmdRing"></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="wait for word embeddings in language %txt %br or use this word embeddings url %txt"><block var="language"/><l></l></custom-block><custom-block s="load tensorflow"></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>closest_words</l><list><block var="features"/><block var="language"/><block var="include distances"/><block var="process result"/></list></custom-block></block></script></block-definition><block-definition s="average features of each word %&apos;words&apos; in language %&apos;language&apos;" type="reporter" category="Language"><comment x="0" y="0" w="152" collapsed="false">Finds the average of the features of each word in &apos;words&apos;.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input></inputs><script><custom-block s="let %upvar be %s"><l>list of words</l><block s="reportTextSplit"><block var="words"/><l><option>word</option></l></block></custom-block><custom-block s="let %upvar be %s"><l>number of words</l><block s="reportListAttribute"><l><option>length</option></l><block var="list of words"/></block></custom-block><custom-block s="let %upvar be %s"><l>list of features</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="features of %txt in language %txt"><block var="word"/><block var="language"/></custom-block></autolambda><list><l>word</l></list></block><block var="list of words"/></block></custom-block><block s="doSetVar"><l>list of features</l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><l/></block><l>0</l></list></block></autolambda><list></list></block><block var="list of features"/></block><comment w="241.99999999999997" collapsed="true">Remove features from unrecognised words.</comment></block><custom-block s="let %upvar be %s"><l>features added</l><block s="reportCombine"><block var="list of features"/><block s="reifyReporter"><autolambda><block s="reportVariadicSum"><list><l></l><l></l></list></block></autolambda><list></list></block></block></custom-block><block s="doReport"><block s="reportQuotient"><block var="features added"/><block var="number of words"/></block></block></script></block-definition><block-definition s="get features of sentences %&apos;sentences&apos; $nl then do with result %&apos;process result&apos;" type="command" category="Language"><comment x="0" y="0" w="385.8571428571428" collapsed="true">Passes a list of lists of 512 features of input &apos;sentences&apos; to &apos;process result&apos;. </comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%cmdRing"></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="load tensorflow"></custom-block><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>sentence_features</l><list><block var="sentences"/><block var="process result"/></list></custom-block></script></block-definition><block-definition s="features of sentence %&apos;sentence&apos;" type="reporter" category="Language"><comment x="0" y="0" w="208.57142857142858" collapsed="false">Reports 512 features for the sentence.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="get features of sentences %l %br then do with result %cmdRing"><block s="reportNewList"><list><block var="sentence"/></list></block><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportListItem"><l>1</l><block var="list of features list"/></block></block></script><list><l>list of features list</l></list></block></custom-block><block s="doWaitUntil"><block var="result"/></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="tokenize %&apos;sentence&apos; $nl then do with result %&apos;process result&apos;" type="command" category="variables"><comment x="0" y="0" w="287.8571428571429" collapsed="true">Passes to &apos;process result&apos; a tokenization of the sentence.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%cmdRing"></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="load tensorflow"></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>tokenize_sentence</l><list><block var="sentence"/><block var="process result"/></list></custom-block></block></script></block-definition><block-definition s="tokenize %&apos;sentence&apos;" type="reporter" category="Language"><comment x="0" y="0" w="182.85714285714286" collapsed="true">Reports tokens for the sentence.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="tokenize %txt %br then do with result %cmdRing"><block var="sentence"/><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block var="tokens"/></block></script><list><l>tokens</l></list></block></custom-block><block s="doWaitUntil"><block var="result"/></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="features of sentences %&apos;sentences&apos;" type="reporter" category="Language"><comment x="0" y="0" w="267.14285714285717" collapsed="true">Reports a list of 512 features for each sentence.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="get features of sentences %l %br then do with result %cmdRing"><block var="sentences"/><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block var="list of features list"/></block></script><list><l>list of features list</l></list></block></custom-block><block s="doWaitUntil"><block var="result"/></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="features of word %&apos;word&apos; in language %&apos;language&apos;" type="reporter" category="Language"><comment x="0" y="0" w="343.5714285714286" collapsed="false">Reports a list of 300 numbers that &quot;describes&quot; the word. You can choose among 15 languages or leave it blank and use the default language. &#xD;To learn about these numbers see https://en.wikipedia.org/wiki/Word_embedding</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"><options>Chinese&#xD;English&#xD;Finnish&#xD;French&#xD;German&#xD;Greek&#xD;Hindi&#xD;Indonesian&#xD;Italian&#xD;Japanese&#xD;Lithuanian&#xD;Portuguese&#xD;Sinhalese&#xD;Spanish&#xD;Swedish</options></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="wait for word embeddings in language %txt %br or use this word embeddings url %txt"><block var="language"/><l></l></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>word_to_features</l><list><block var="word"/><block var="language"/></list></custom-block></block></script></block-definition><block-definition s="load tensorflow" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>loaded</l></list></block><block s="doSetVar"><l>loaded</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>load_tensorflow</l><list><block s="reifyScript"><script><block s="doSetVar"><l>loaded</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block></list></custom-block><block s="doWaitUntil"><block var="loaded"/></block></script></block-definition><block-definition s="Answer %&apos;question&apos; from %&apos;passage&apos; $nl process answers with %&apos;answers receiver&apos; $nl and if there is error %&apos;handle error&apos;" type="command" category="Language"><comment x="0" y="0" w="191.42857142857144" collapsed="false">Uses &apos;passage&apos; to answer &apos;question&apos;.&#xD;The &apos;answer question&apos; reporter is easier to use and relies upon this block.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input><input type="%cmdRing"></input><input type="%cmdRing"></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="load tensorflow"></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>answer_question</l><list><block var="question"/><block var="passage"/><block var="answers receiver"/><block var="handle error"/></list></custom-block></block></script><scripts><comment x="37.85714285714286" y="158.71428571428572" w="509.4105747767857" collapsed="false">This uses BERT to answer questions.&#xD;See https://blog.tensorflow.org/2020/03/exploring-helpful-uses-for-bert-in-your-browser-tensorflow-js.html</comment></scripts></block-definition><block-definition s="Answer question %&apos;question&apos; using this passage %&apos;passage&apos;" type="reporter" category="Language"><comment x="0" y="0" w="161.42857142857144" collapsed="false">Reports the top answer to the &apos;question&apos; using the &apos;passage&apos;.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><custom-block s="let %upvar be %s"><l>answers</l><custom-block s="Get up to 5 answers to question %txt from passage %txt"><block var="question"/><block var="passage"/></custom-block></custom-block><block s="doIfElse"><block s="reportListIsEmpty"><block var="answers"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="answers"/></block></block></block></script></block></script></block-definition><block-definition s="Get up to 5 answers to question %&apos;question&apos; from passage %&apos;passage&apos;" type="reporter" category="Language"><comment x="0" y="0" w="253.57142857142858" collapsed="false">Reports a list of 5 elements where each element is a list of an answer to the &apos;question&apos; and its score of how good an answer it is. The highest scoring answer is first.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="Answer %txt from %txt %br process answers with %cmdRing %br and if there is error %cmdRing"><block var="question"/><block var="passage"/><block s="reifyScript"><script><block s="doSetVar"><l>result</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><block s="reportListItem"><l>2</l><block s="reportListItem"><l>1</l><block var="answer"/></block></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>2</l><block var="answer"/></block></block></list></block></autolambda><list><l>answer</l></list></block><block var="answers"/><comment w="238.57142857142858" collapsed="false">Only report the answers and scores. Not the position of the &apos;passage&apos; that the answer is based upon.</comment></block></block></script><list><l>answers</l></list></block><block s="reifyScript"><script><custom-block s="inform %txt with title %txt"><l></l><l>Answering question from passage</l></custom-block></script><list></list></block></custom-block><block s="doWaitUntil"><block var="result"/></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="Wikipedia summary of covid-19 from 6 April 2020" type="reporter" category="Language"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l>The 2019–20 coronavirus pandemic is an ongoing pandemic of coronavirus disease 2019 (COVID-19), caused by severe acute respiratory syndrome coronavirus 2 (SARS-CoV-2). The outbreak was first noted in Wuhan, Hubei province, China, in December 2019. The World Health Organization (WHO) declared the outbreak to be a Public Health Emergency of International Concern on 30 January 2020 and recognized it as a pandemic on 11 March 2020. As of 6 April 2020, more than 1,270,000 cases of COVID-19 have been reported in over 200 countries and territories, resulting in approximately 69,400 deaths. More than 260,000 people have recovered.&#xD;&#xD;The virus is mainly spread during close contact, and by small droplets produced during coughing, sneezing, or talking. These small droplets may also be produced during breathing, but rapidly fall to the ground or surfaces and are not generally spread through the air over large distances. People may also catch COVID-19 by touching a contaminated surface and then their face. The virus can survive on surfaces for up to 72 hours. It is most contagious during the first 3 days after symptom onset, although spread may be possible before symptoms appear and in later stages of the disease. The time between exposure and symptom onset is typically around five days, but may range from 2 to 14 days. Common symptoms include fever, cough, and shortness of breath. Complications may include pneumonia and acute respiratory distress syndrome. There is no known vaccine or specific antiviral treatment. Primary treatment is symptomatic and supportive therapy. Recommended preventive measures include hand washing, covering one&apos;s mouth when coughing, maintaining distance from other people, and monitoring and self-isolation for people who suspect they are infected.&#xD;&#xD;Efforts to prevent the virus spread include travel restrictions, quarantines, curfews, workplace hazard controls, event postponements and cancellations, and facility closures. These include national or regional quarantines throughout the world (starting with the quarantine of Hubei), curfew measures in mainland China, various border closures or incoming passenger restrictions, screening at airports and train stations, and outgoing passenger travel bans.&#xD;&#xD;The pandemic has led to severe global socioeconomic disruption, the postponement or cancellation of sporting, religious, and cultural events, and widespread fears of supply shortages resulting in panic buying. Schools and universities have closed either on a nationwide or local basis in more than 160 countries, affecting approximately 97 percent of the world&apos;s student population. Misinformation about the virus has spread online, and there have been incidents of xenophobia and discrimination against Chinese people, other people of East and Southeast Asian descent and appearance, and others from hotspots.&#xD;&#xD;</l></block></script></block-definition><block-definition s="inform %&apos;message&apos; with title %&apos;title&apos;" type="command" category="other"><comment x="0" y="0" w="217.14285714285717" collapsed="false">Will display &apos;message&apos; in a dialog box with &apos;title&apos;. User needs to click &apos;OK&apos; to remove it.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>inform</l><list><block var="title"/><block var="message"/></list></custom-block></script></block-definition><block-definition s="$arrowUp %&apos;word&apos;" type="reporter" category="Language"><comment x="0" y="0" w="300.7142857142857" collapsed="false">A concise shortcut to the &apos;features of ...&apos; block. It uses English.</comment><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><custom-block s="features of %txt in language %txt"><block var="word"/><l>English</l></custom-block></block></script></block-definition><block-definition s="$arrowDown %&apos;features&apos;" type="reporter" category="Language"><comment x="0" y="0" w="239.28571428571448" collapsed="false">A concise shortcut to the &apos;closest word to ...&apos; block. Uses English and excludes no words.</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="closest word to %l %br in language %txt %br not including %l"><block var="features"/><l>English</l><l/></custom-block></block></script></block-definition><block-definition s="call eCraft2Learn reporter %&apos;reporter name&apos; with %&apos;inputs&apos;" type="reporter" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%mult%s"></input></inputs><script><custom-block s="load eCraft2Learn"></custom-block><block s="doReport"><block s="reportApplyExtension"><l>e2l_call(reporter_name, parameters)</l><list><block var="reporter name"/><block var="inputs"/></list></block></block></script></block-definition><block-definition s="$brush set pen %&apos;dimension&apos; to %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen"><comment x="0" y="0" w="265.3333333333333" collapsed="false">This block allows you to set the pen&apos;s color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels).  The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>color&#xD;color number&#xD;crayon&#xD;fair hue&#xD;&#126;1&#xD;size&#xD;transparency&#xD;X11/W3C name&#xD;&#126;2&#xD;(3D color spaces)={&#xD;fair HSL={&#xD;fair hue&#xD;fair saturation (HSL)&#xD;fair lightness&#xD;fair HSL vector&#xD;}&#xD;fair HSV={&#xD;fair hue&#xD;fair saturation (HSV)&#xD;fair value (brightness)&#xD;fair HSV vector&#xD;}&#xD;HSL={&#xD;hue&#xD;saturation (HSL)&#xD;lightness&#xD;HSL vector&#xD;}&#xD;HSV={&#xD;hue&#xD;saturation (HSV)&#xD;value (brightness)&#xD;HSV vector&#xD;}&#xD;RGB (0-255)={&#xD;red&#xD;green&#xD;blue&#xD;RGB(A) vector&#xD;RGB(A) hex&#xD;}&#xD;}</options></input><input type="%s"><options>§_ext_clr_numbers</options></input><input type="%mult%s"></input></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doRun"><block s="reportListItem"><block s="reportListIndex"><block var="dimension"/><block var="✐ dimension names"/></block><block var="✐ dimension dispatch"/></block><list><block var="value"/><block var="more value"/></list></block></script><scripts><comment x="460.08886718749994" y="4175.599999999967" w="251.33333333333334" collapsed="false">Note to myself:  When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding &quot;unfair&quot; values, and &quot;raw HSL&quot; contains the numbers the user actually gave.  It has to be this way because in the case of HSV, there is no &quot;HSV&quot; variable; rather, we use the pen&apos;s actual remembered-by-Javascript color&apos;s HSV coordinates.  So our HSL variable has to be analogous to that.  In both cases &quot;raw&quot; means the numbers the user gave us.</comment></scripts></block-definition><block-definition s="✐ update HSL" type="command" category="other" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>L</l></list></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><block s="doSetVar"><l>✐ HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><custom-block s="HSV color"></custom-block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="evaluate"><block s="reifyReporter"><script><block s="doSetVar"><l>L</l><block s="reportDifference"><block var="V"/><block s="reportQuotient"><block s="reportVariadicProduct"><list><block var="V"/><block var="S"/></list></block><l>2</l></block></block></block><block s="doReport"><block s="reportNewList"><list><block var="H"/><block s="reportIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="L"/><l>0</l></list></block><block s="reportVariadicEquals"><list><block var="L"/><l>1</l></list></block></list></block><l>0</l><block s="reportQuotient"><block s="reportDifference"><block var="V"/><block var="L"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></block></block><block var="L"/></list></block></block></script><list><l>H</l><l>S</l><l>V</l></list></block><block s="reportIfElse"><block var="✐ fair?"/><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSV"/></block><custom-block s="HSV color"></custom-block></block></block></block></block></script><list></list></block></script></block-definition><block-definition s="✐ update HSV" type="command" category="other" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>V</l><l>L</l><l>HSL 0-1</l><l>raw HSL 0-1</l></list></block><block s="doSetVar"><l>HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></custom-block><block s="doIfElse"><block var="✐ fair?"/><script><block s="doSetVar"><l>raw HSL 0-1</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportQuotient"><l></l><l>100</l></block></autolambda><list></list></block><block var="✐ raw HSL"/></block></block><block s="doSetVar"><l>L</l><block s="reportListItem"><l>3</l><block var="raw HSL 0-1"/></block></block><block s="doSetVar"><l>V</l><block s="reportVariadicSum"><list><block var="L"/><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="raw HSL 0-1"/></block><block s="reportVariadicMin"><list><block var="L"/><block s="reportDifference"><l>1</l><block var="L"/></block></list></block></list></block></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><block s="reportNewList"><list><block s="reportListItem"><l>1</l><block var="raw HSL 0-1"/></block><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="V"/><l>0</l></list></block><l>0</l><block s="reportDifference"><l>2</l><block s="reportVariadicProduct"><list><l>2</l><block s="reportQuotient"><block var="L"/><block var="V"/></block></list></block></block></block><block var="V"/></list></block></block></block></script><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l></l><l>100</l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block></script></block></script></block-definition><block-definition s="✐ make integer RGB" type="command" category="other" helper="true"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportRound"><l></l></block></autolambda><list></list></block><custom-block s="RGB color"></custom-block></block></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#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="ignore %&apos;x&apos;" type="command" category="control"><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="✐ no spaces %&apos;text&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportTextSplit"><block var="text"/><l> </l></block></block></block></script></block-definition><block-definition s="✐ set pen to crayon %&apos;which&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations></translations><inputs><input type="%s"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 cinnamon #b87333=38&#xD;39 copper #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=54&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;purples={&#xD;90 violet #8000ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><block var="which"/></list></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportVariadicNotEquals"><list><block var="color"/><l></l></list></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block var="which"/></block></script></block><block s="doSetVar"><l>✐ last set as</l><l>crayon</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></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="220.66666666666663" 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;</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="set pen color to h: %&apos;h&apos; s: %&apos;s&apos; v: %&apos;v&apos;" type="command" category="pen"><comment x="0" y="0" w="283.3333333333333" collapsed="false">Takes three inputs for hue, saturation, and value (&quot;brightness&quot;)&#xD;values, each between 0 and 1.  0,0,0 is black; 0,0,1 is white.  0.15,1,1 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you&#xD;use the very much superior HSL (hue, saturation, lightness)&#xD;color space.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)&#xD;</translations><inputs><input type="%n">0.3</input><input type="%n">0.7</input><input type="%n">0.6</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_hsv(h, s, v)</l><list><block var="h"/><block var="s"/><block var="v"/></list></block></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><comment x="0" y="0" w="266" collapsed="false">Reports the current pen color as a list of three RGB values in the range 0-255.  The PEN block in this library provides a large set of ways to examine the color.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l></l></list></block></autolambda><list></list></block><block s="reportNewList"><list><l>r</l><l>g</l><l>b</l></list></block></block></block></script></block-definition><block-definition s="HSV color" type="reporter" category="pen"><comment x="0" y="0" w="312" collapsed="false">Reports the current pen color as a list of three HSV values&#xD;in the range 0-1.&#xD;&#xD;See Appendix A in the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>clr_hsv(clr)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block></list></block></block></script></block-definition><block-definition s="✐ subset %&apos;pred&apos; %&apos;data&apos; %&apos;catchtag&apos; %&apos;result&apos; %&apos;set pen?&apos;" type="predicate" category="pen" helper="true"><comment x="0" y="0" w="228" collapsed="false">Don&apos;t ask.&#xD;Only for internal use by the SET PEN block.</comment><header></header><code></code><translations></translations><inputs><input type="%predRing"></input><input type="%l"></input><input type="%cmdRing"></input><input type="%upvar"></input><input type="%b">true</input></inputs><script><block s="doDeclareVariables"><list><l>best match</l></list></block><block s="doSetVar"><l>result</l><block s="reportKeep"><block var="pred"/><block var="data"/></block></block><block s="doIf"><block s="reportListIsEmpty"><block var="result"/></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="result"/></block></block><script><block s="doSetVar"><l>best match</l><block s="reportListItem"><l>1</l><block var="result"/></block></block><block s="doIfElse"><block var="set pen?"/><script><custom-block s="$brush set pen %s to %s %mult%s"><l>red</l><block s="reportListItem"><l>1</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>green</l><block s="reportListItem"><l>2</l><block var="best match"/></block><list><l></l></list></custom-block><custom-block s="$brush set pen %s to %s %mult%s"><l>blue</l><block s="reportListItem"><l>3</l><block var="best match"/></block><list><l></l></list></custom-block><block s="doSetVar"><l>✐ last X11</l><block s="reportListItem"><l>4</l><block var="best match"/></block></block><block s="doSetVar"><l>✐ last set as</l><l>X11</l></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script><script><block s="doSetVar"><l>✐ X11 catch</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="best match"/></block></block><custom-block s="throw %s"><block var="catchtag"/></custom-block></script></block></script><list></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen" helper="true"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ dimension names</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last set as</l><l>✐ fair?</l><l>✐ color scale</l><l>✐ HSL</l><l>✐ last crayon</l><l>✐ last X11</l><l>✐ raw HSL</l><l>✐ raw HSV</l><l>✐ X11</l><l>✐ crayon colors</l><l>✐ fair hue table</l><l>✐ colors</l><l>✐ brights</l><l>✐ pivots</l><l>✐ HSV brights</l><l>✐ HSL brights</l><l>✐ HSV colors</l><l>✐ HSL colors</l><l>✐ X11 catch</l><l>✐ dimension names</l><l>✐ dimension dispatch</l></list></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>✐ HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><l>0</l><l>100</l><l>50</l></list></block></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ X11"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ X11</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>255,250,250,snow&#xD;248,248,255,ghostwhite&#xD;245,245,245,whitesmoke&#xD;220,220,220,gainsboro&#xD;255,250,240,floralwhite&#xD;253,245,230,oldlace&#xD;250,240,230,linen&#xD;250,235,215,antiquewhite&#xD;255,239,213,papayawhip&#xD;255,235,205,blanchedalmond&#xD;255,228,196,bisque&#xD;255,218,185,peachpuff&#xD;255,222,173,navajowhite&#xD;255,228,181,moccasin&#xD;255,248,220,cornsilk&#xD;255,255,240,ivory&#xD;255,250,205,lemonchiffon&#xD;255,245,238,seashell&#xD;240,255,240,honeydew&#xD;245,255,250,mintcream&#xD;240,255,255,azure&#xD;240,248,255,aliceblue&#xD;230,230,250,lavender&#xD;255,240,245,lavenderblush&#xD;255,228,225,mistyrose&#xD;255,255,255,white&#xD;0,0,0,black&#xD;47,79,79,darkslategray&#xD;47,79,79,darkslategrey&#xD;105,105,105,dimgray&#xD;105,105,105,dimgrey&#xD;112,128,144,slategray&#xD;112,128,144,slategrey&#xD;119,136,153,lightslategray&#xD;119,136,153,lightslategrey&#xD;190,190,190,gray(X11)&#xD;190,190,190,grey(X11)&#xD;128,128,128,gray(W3C)&#xD;128,128,128,grey(W3C)&#xD;211,211,211,lightgrey&#xD;211,211,211,lightgray&#xD;25,25,112,midnightblue&#xD;0,0,128,navy&#xD;0,0,128,navyblue&#xD;100,149,237,cornflowerblue&#xD;72,61,139,darkslateblue&#xD;106,90,205,slateblue&#xD;123,104,238,mediumslateblue&#xD;132,112,255,lightslateblue&#xD;0,0,205,mediumblue&#xD;65,105,225,royalblue&#xD;0,0,255,blue&#xD;30,144,255,dodgerblue&#xD;0,191,255,deepskyblue&#xD;135,206,235,skyblue&#xD;135,206,250,lightskyblue&#xD;70,130,180,steelblue&#xD;176,196,222,lightsteelblue&#xD;173,216,230,lightblue&#xD;176,224,230,powderblue&#xD;175,238,238,paleturquoise&#xD;0,206,209,darkturquoise&#xD;72,209,204,mediumturquoise&#xD;64,224,208,turquoise&#xD;0,255,255,cyan&#xD;0,255,255,aqua&#xD;224,255,255,lightcyan&#xD;95,158,160,cadetblue&#xD;102,205,170,mediumaquamarine&#xD;127,255,212,aquamarine&#xD;0,100,0,darkgreen&#xD;85,107,47,darkolivegreen&#xD;143,188,143,darkseagreen&#xD;46,139,87,seagreen&#xD;60,179,113,mediumseagreen&#xD;32,178,170,lightseagreen&#xD;152,251,152,palegreen&#xD;0,255,127,springgreen&#xD;124,252,0,lawngreen&#xD;0,255,0,green(X11)&#xD;0,128,0,green(W3C)&#xD;0,255,0,lime&#xD;127,255,0,chartreuse&#xD;0,250,154,mediumspringgreen&#xD;173,255,47,greenyellow&#xD;50,205,50,limegreen&#xD;154,205,50,yellowgreen&#xD;34,139,34,forestgreen&#xD;107,142,35,olivedrab&#xD;189,183,107,darkkhaki&#xD;240,230,140,khaki&#xD;238,232,170,palegoldenrod&#xD;250,250,210,lightgoldenrodyellow&#xD;255,255,224,lightyellow&#xD;255,255,0,yellow&#xD;255,215,0,gold&#xD;238,221,130,lightgoldenrod&#xD;218,165,32,goldenrod&#xD;184,134,11,darkgoldenrod&#xD;188,143,143,rosybrown&#xD;205,92,92,indianred&#xD;139,69,19,saddlebrown&#xD;160,82,45,sienna&#xD;205,133,63,peru&#xD;222,184,135,burlywood&#xD;245,245,220,beige&#xD;245,222,179,wheat&#xD;244,164,96,sandybrown&#xD;210,180,140,tan&#xD;210,105,30,chocolate&#xD;178,34,34,firebrick&#xD;165,42,42,brown&#xD;233,150,122,darksalmon&#xD;250,128,114,salmon&#xD;255,160,122,lightsalmon&#xD;255,165,0,orange&#xD;255,140,0,darkorange&#xD;255,127,80,coral&#xD;240,128,128,lightcoral&#xD;255,99,71,tomato&#xD;255,69,0,orangered&#xD;255,0,0,red&#xD;255,105,180,hotpink&#xD;255,20,147,deeppink&#xD;255,192,203,pink&#xD;255,182,193,lightpink&#xD;219,112,147,palevioletred&#xD;176,48,96,maroon(X11)&#xD;128,0,0,maroon(W3C)&#xD;199,21,133,mediumvioletred&#xD;208,32,144,violetred&#xD;255,0,255,magenta&#xD;255,0,255,fuchsia&#xD;238,130,238,violet&#xD;221,160,221,plum&#xD;218,112,214,orchid&#xD;186,85,211,mediumorchid&#xD;153,50,204,darkorchid&#xD;148,0,211,darkviolet&#xD;138,43,226,blueviolet&#xD;160,32,240,purple(X11)&#xD;128,0,128,purple(W3C)&#xD;147,112,219,mediumpurple&#xD;216,191,216,thistle&#xD;255,250,250,snow1&#xD;238,233,233,snow2&#xD;205,201,201,snow3&#xD;139,137,137,snow4&#xD;255,245,238,seashell1&#xD;238,229,222,seashell2&#xD;205,197,191,seashell3&#xD;139,134,130,seashell4&#xD;255,239,219,AntiqueWhite1&#xD;238,223,204,AntiqueWhite2&#xD;205,192,176,AntiqueWhite3&#xD;139,131,120,AntiqueWhite4&#xD;255,228,196,bisque1&#xD;238,213,183,bisque2&#xD;205,183,158,bisque3&#xD;139,125,107,bisque4&#xD;255,218,185,PeachPuff1&#xD;238,203,173,PeachPuff2&#xD;205,175,149,PeachPuff3&#xD;139,119,101,PeachPuff4&#xD;255,222,173,NavajoWhite1&#xD;238,207,161,NavajoWhite2&#xD;205,179,139,NavajoWhite3&#xD;139,121,94,NavajoWhite4&#xD;255,250,205,LemonChiffon1&#xD;238,233,191,LemonChiffon2&#xD;205,201,165,LemonChiffon3&#xD;139,137,112,LemonChiffon4&#xD;255,248,220,cornsilk1&#xD;238,232,205,cornsilk2&#xD;205,200,177,cornsilk3&#xD;139,136,120,cornsilk4&#xD;255,255,240,ivory1&#xD;238,238,224,ivory2&#xD;205,205,193,ivory3&#xD;139,139,131,ivory4&#xD;240,255,240,honeydew1&#xD;224,238,224,honeydew2&#xD;193,205,193,honeydew3&#xD;131,139,131,honeydew4&#xD;255,240,245,LavenderBlush1&#xD;238,224,229,LavenderBlush2&#xD;205,193,197,LavenderBlush3&#xD;139,131,134,LavenderBlush4&#xD;255,228,225,MistyRose1&#xD;238,213,210,MistyRose2&#xD;205,183,181,MistyRose3&#xD;139,125,123,MistyRose4&#xD;240,255,255,azure1&#xD;224,238,238,azure2&#xD;193,205,205,azure3&#xD;131,139,139,azure4&#xD;131,111,255,SlateBlue1&#xD;122,103,238,SlateBlue2&#xD;105,89,205,SlateBlue3&#xD;71,60,139,SlateBlue4&#xD;72,118,255,RoyalBlue1&#xD;67,110,238,RoyalBlue2&#xD;58,95,205,RoyalBlue3&#xD;39,64,139,RoyalBlue4&#xD;0,0,255,blue1&#xD;0,0,238,blue2&#xD;0,0,205,blue3&#xD;0,0,139,blue4&#xD;30,144,255,DodgerBlue1&#xD;28,134,238,DodgerBlue2&#xD;24,116,205,DodgerBlue3&#xD;16,78,139,DodgerBlue4&#xD;99,184,255,SteelBlue1&#xD;92,172,238,SteelBlue2&#xD;79,148,205,SteelBlue3&#xD;54,100,139,SteelBlue4&#xD;0,191,255,DeepSkyBlue1&#xD;0,178,238,DeepSkyBlue2&#xD;0,154,205,DeepSkyBlue3&#xD;0,104,139,DeepSkyBlue4&#xD;135,206,255,SkyBlue1&#xD;126,192,238,SkyBlue2&#xD;108,166,205,SkyBlue3&#xD;74,112,139,SkyBlue4&#xD;176,226,255,LightSkyBlue1&#xD;164,211,238,LightSkyBlue2&#xD;141,182,205,LightSkyBlue3&#xD;96,123,139,LightSkyBlue4&#xD;198,226,255,SlateGray1&#xD;185,211,238,SlateGray2&#xD;159,182,205,SlateGray3&#xD;108,123,139,SlateGray4&#xD;202,225,255,LightSteelBlue1&#xD;188,210,238,LightSteelBlue2&#xD;162,181,205,LightSteelBlue3&#xD;110,123,139,LightSteelBlue4&#xD;191,239,255,LightBlue1&#xD;178,223,238,LightBlue2&#xD;154,192,205,LightBlue3&#xD;104,131,139,LightBlue4&#xD;224,255,255,LightCyan1&#xD;209,238,238,LightCyan2&#xD;180,205,205,LightCyan3&#xD;122,139,139,LightCyan4&#xD;187,255,255,PaleTurquoise1&#xD;174,238,238,PaleTurquoise2&#xD;150,205,205,PaleTurquoise3&#xD;102,139,139,PaleTurquoise4&#xD;152,245,255,CadetBlue1&#xD;142,229,238,CadetBlue2&#xD;122,197,205,CadetBlue3&#xD;83,134,139,CadetBlue4&#xD;0,245,255,turquoise1&#xD;0,229,238,turquoise2&#xD;0,197,205,turquoise3&#xD;0,134,139,turquoise4&#xD;0,255,255,cyan1&#xD;0,238,238,cyan2&#xD;0,205,205,cyan3&#xD;0,139,139,cyan4&#xD;151,255,255,DarkSlateGray1&#xD;141,238,238,DarkSlateGray2&#xD;121,205,205,DarkSlateGray3&#xD;82,139,139,DarkSlateGray4&#xD;127,255,212,aquamarine1&#xD;118,238,198,aquamarine2&#xD;102,205,170,aquamarine3&#xD;69,139,116,aquamarine4&#xD;193,255,193,DarkSeaGreen1&#xD;180,238,180,DarkSeaGreen2&#xD;155,205,155,DarkSeaGreen3&#xD;105,139,105,DarkSeaGreen4&#xD;84,255,159,SeaGreen1&#xD;78,238,148,SeaGreen2&#xD;67,205,128,SeaGreen3&#xD;46,139,87,SeaGreen4&#xD;154,255,154,PaleGreen1&#xD;144,238,144,PaleGreen2&#xD;124,205,124,PaleGreen3&#xD;84,139,84,PaleGreen4&#xD;0,255,127,SpringGreen1&#xD;0,238,118,SpringGreen2&#xD;0,205,102,SpringGreen3&#xD;0,139,69,SpringGreen4&#xD;0,255,0,green1&#xD;0,238,0,green2&#xD;0,205,0,green3&#xD;0,139,0,green4&#xD;127,255,0,chartreuse1&#xD;118,238,0,chartreuse2&#xD;102,205,0,chartreuse3&#xD;69,139,0,chartreuse4&#xD;192,255,62,OliveDrab1&#xD;179,238,58,OliveDrab2&#xD;154,205,50,OliveDrab3&#xD;105,139,34,OliveDrab4&#xD;202,255,112,DarkOliveGreen1&#xD;188,238,104,DarkOliveGreen2&#xD;162,205,90,DarkOliveGreen3&#xD;110,139,61,DarkOliveGreen4&#xD;255,246,143,khaki1&#xD;238,230,133,khaki2&#xD;205,198,115,khaki3&#xD;139,134,78,khaki4&#xD;255,236,139,LightGoldenrod1&#xD;238,220,130,LightGoldenrod2&#xD;205,190,112,LightGoldenrod3&#xD;139,129,76,LightGoldenrod4&#xD;255,255,224,LightYellow1&#xD;238,238,209,LightYellow2&#xD;205,205,180,LightYellow3&#xD;139,139,122,LightYellow4&#xD;255,255,0,yellow1&#xD;238,238,0,yellow2&#xD;205,205,0,yellow3&#xD;139,139,0,yellow4&#xD;255,215,0,gold1&#xD;238,201,0,gold2&#xD;205,173,0,gold3&#xD;139,117,0,gold4&#xD;255,193,37,goldenrod1&#xD;238,180,34,goldenrod2&#xD;205,155,29,goldenrod3&#xD;139,105,20,goldenrod4&#xD;255,185,15,DarkGoldenrod1&#xD;238,173,14,DarkGoldenrod2&#xD;205,149,12,DarkGoldenrod3&#xD;139,101,8,DarkGoldenrod4&#xD;255,193,193,RosyBrown1&#xD;238,180,180,RosyBrown2&#xD;205,155,155,RosyBrown3&#xD;139,105,105,RosyBrown4&#xD;255,106,106,IndianRed1&#xD;238,99,99,IndianRed2&#xD;205,85,85,IndianRed3&#xD;139,58,58,IndianRed4&#xD;255,130,71,sienna1&#xD;238,121,66,sienna2&#xD;205,104,57,sienna3&#xD;139,71,38,sienna4&#xD;255,211,155,burlywood1&#xD;238,197,145,burlywood2&#xD;205,170,125,burlywood3&#xD;139,115,85,burlywood4&#xD;255,231,186,wheat1&#xD;238,216,174,wheat2&#xD;205,186,150,wheat3&#xD;139,126,102,wheat4&#xD;255,165,79,tan1&#xD;238,154,73,tan2&#xD;205,133,63,tan3&#xD;139,90,43,tan4&#xD;255,127,36,chocolate1&#xD;238,118,33,chocolate2&#xD;205,102,29,chocolate3&#xD;139,69,19,chocolate4&#xD;255,48,48,firebrick1&#xD;238,44,44,firebrick2&#xD;205,38,38,firebrick3&#xD;139,26,26,firebrick4&#xD;255,64,64,brown1&#xD;238,59,59,brown2&#xD;205,51,51,brown3&#xD;139,35,35,brown4&#xD;255,140,105,salmon1&#xD;238,130,98,salmon2&#xD;205,112,84,salmon3&#xD;139,76,57,salmon4&#xD;255,160,122,LightSalmon1&#xD;238,149,114,LightSalmon2&#xD;205,129,98,LightSalmon3&#xD;139,87,66,LightSalmon4&#xD;255,165,0,orange1&#xD;238,154,0,orange2&#xD;205,133,0,orange3&#xD;139,90,0,orange4&#xD;255,127,0,DarkOrange1&#xD;238,118,0,DarkOrange2&#xD;205,102,0,DarkOrange3&#xD;139,69,0,DarkOrange4&#xD;255,114,86,coral1&#xD;238,106,80,coral2&#xD;205,91,69,coral3&#xD;139,62,47,coral4&#xD;255,99,71,tomato1&#xD;238,92,66,tomato2&#xD;205,79,57,tomato3&#xD;139,54,38,tomato4&#xD;255,69,0,OrangeRed1&#xD;238,64,0,OrangeRed2&#xD;205,55,0,OrangeRed3&#xD;139,37,0,OrangeRed4&#xD;255,0,0,red1&#xD;238,0,0,red2&#xD;205,0,0,red3&#xD;139,0,0,red4&#xD;255,20,147,DeepPink1&#xD;238,18,137,DeepPink2&#xD;205,16,118,DeepPink3&#xD;139,10,80,DeepPink4&#xD;255,110,180,HotPink1&#xD;238,106,167,HotPink2&#xD;205,96,144,HotPink3&#xD;139,58,98,HotPink4&#xD;255,181,197,pink1&#xD;238,169,184,pink2&#xD;205,145,158,pink3&#xD;139,99,108,pink4&#xD;255,174,185,LightPink1&#xD;238,162,173,LightPink2&#xD;205,140,149,LightPink3&#xD;139,95,101,LightPink4&#xD;255,130,171,PaleVioletRed1&#xD;238,121,159,PaleVioletRed2&#xD;205,104,137,PaleVioletRed3&#xD;139,71,93,PaleVioletRed4&#xD;255,52,179,maroon1&#xD;238,48,167,maroon2&#xD;205,41,144,maroon3&#xD;139,28,98,maroon4&#xD;255,62,150,VioletRed1&#xD;238,58,140,VioletRed2&#xD;205,50,120,VioletRed3&#xD;139,34,82,VioletRed4&#xD;255,0,255,magenta1&#xD;238,0,238,magenta2&#xD;205,0,205,magenta3&#xD;139,0,139,magenta4&#xD;255,131,250,orchid1&#xD;238,122,233,orchid2&#xD;205,105,201,orchid3&#xD;139,71,137,orchid4&#xD;255,187,255,plum1&#xD;238,174,238,plum2&#xD;205,150,205,plum3&#xD;139,102,139,plum4&#xD;224,102,255,MediumOrchid1&#xD;209,95,238,MediumOrchid2&#xD;180,82,205,MediumOrchid3&#xD;122,55,139,MediumOrchid4&#xD;191,62,255,DarkOrchid1&#xD;178,58,238,DarkOrchid2&#xD;154,50,205,DarkOrchid3&#xD;104,34,139,DarkOrchid4&#xD;155,48,255,purple1&#xD;145,44,238,purple2&#xD;125,38,205,purple3&#xD;85,26,139,purple4&#xD;171,130,255,MediumPurple1&#xD;159,121,238,MediumPurple2&#xD;137,104,205,MediumPurple3&#xD;93,71,139,MediumPurple4&#xD;255,225,255,thistle1&#xD;238,210,238,thistle2&#xD;205,181,205,thistle3&#xD;139,123,139,thistle4&#xD;0,0,0,gray0&#xD;0,0,0,grey0&#xD;3,3,3,gray1&#xD;3,3,3,grey1&#xD;5,5,5,gray2&#xD;5,5,5,grey2&#xD;8,8,8,gray3&#xD;8,8,8,grey3&#xD;10,10,10,gray4&#xD;10,10,10,grey4&#xD;13,13,13,gray5&#xD;13,13,13,grey5&#xD;15,15,15,gray6&#xD;15,15,15,grey6&#xD;18,18,18,gray7&#xD;18,18,18,grey7&#xD;20,20,20,gray8&#xD;20,20,20,grey8&#xD;23,23,23,gray9&#xD;23,23,23,grey9&#xD;26,26,26,gray10&#xD;26,26,26,grey10&#xD;28,28,28,gray11&#xD;28,28,28,grey11&#xD;31,31,31,gray12&#xD;31,31,31,grey12&#xD;33,33,33,gray13&#xD;33,33,33,grey13&#xD;36,36,36,gray14&#xD;36,36,36,grey14&#xD;38,38,38,gray15&#xD;38,38,38,grey15&#xD;41,41,41,gray16&#xD;41,41,41,grey16&#xD;43,43,43,gray17&#xD;43,43,43,grey17&#xD;46,46,46,gray18&#xD;46,46,46,grey18&#xD;48,48,48,gray19&#xD;48,48,48,grey19&#xD;51,51,51,gray20&#xD;51,51,51,grey20&#xD;54,54,54,gray21&#xD;54,54,54,grey21&#xD;56,56,56,gray22&#xD;56,56,56,grey22&#xD;59,59,59,gray23&#xD;59,59,59,grey23&#xD;61,61,61,gray24&#xD;61,61,61,grey24&#xD;64,64,64,gray25&#xD;64,64,64,grey25&#xD;66,66,66,gray26&#xD;66,66,66,grey26&#xD;69,69,69,gray27&#xD;69,69,69,grey27&#xD;71,71,71,gray28&#xD;71,71,71,grey28&#xD;74,74,74,gray29&#xD;74,74,74,grey29&#xD;77,77,77,gray30&#xD;77,77,77,grey30&#xD;79,79,79,gray31&#xD;79,79,79,grey31&#xD;82,82,82,gray32&#xD;82,82,82,grey32&#xD;84,84,84,gray33&#xD;84,84,84,grey33&#xD;87,87,87,gray34&#xD;87,87,87,grey34&#xD;89,89,89,gray35&#xD;89,89,89,grey35&#xD;92,92,92,gray36&#xD;92,92,92,grey36&#xD;94,94,94,gray37&#xD;94,94,94,grey37&#xD;97,97,97,gray38&#xD;97,97,97,grey38&#xD;99,99,99,gray39&#xD;99,99,99,grey39&#xD;102,102,102,gray40&#xD;102,102,102,grey40&#xD;105,105,105,gray41&#xD;105,105,105,grey41&#xD;107,107,107,gray42&#xD;107,107,107,grey42&#xD;110,110,110,gray43&#xD;110,110,110,grey43&#xD;112,112,112,gray44&#xD;112,112,112,grey44&#xD;115,115,115,gray45&#xD;115,115,115,grey45&#xD;117,117,117,gray46&#xD;117,117,117,grey46&#xD;120,120,120,gray47&#xD;120,120,120,grey47&#xD;122,122,122,gray48&#xD;122,122,122,grey48&#xD;125,125,125,gray49&#xD;125,125,125,grey49&#xD;127,127,127,gray50&#xD;127,127,127,grey50&#xD;130,130,130,gray51&#xD;130,130,130,grey51&#xD;133,133,133,gray52&#xD;133,133,133,grey52&#xD;135,135,135,gray53&#xD;135,135,135,grey53&#xD;138,138,138,gray54&#xD;138,138,138,grey54&#xD;140,140,140,gray55&#xD;140,140,140,grey55&#xD;143,143,143,gray56&#xD;143,143,143,grey56&#xD;145,145,145,gray57&#xD;145,145,145,grey57&#xD;148,148,148,gray58&#xD;148,148,148,grey58&#xD;150,150,150,gray59&#xD;150,150,150,grey59&#xD;153,153,153,gray60&#xD;153,153,153,grey60&#xD;156,156,156,gray61&#xD;156,156,156,grey61&#xD;158,158,158,gray62&#xD;158,158,158,grey62&#xD;161,161,161,gray63&#xD;161,161,161,grey63&#xD;163,163,163,gray64&#xD;163,163,163,grey64&#xD;166,166,166,gray65&#xD;166,166,166,grey65&#xD;168,168,168,gray66&#xD;168,168,168,grey66&#xD;171,171,171,gray67&#xD;171,171,171,grey67&#xD;173,173,173,gray68&#xD;173,173,173,grey68&#xD;176,176,176,gray69&#xD;176,176,176,grey69&#xD;179,179,179,gray70&#xD;179,179,179,grey70&#xD;181,181,181,gray71&#xD;181,181,181,grey71&#xD;184,184,184,gray72&#xD;184,184,184,grey72&#xD;186,186,186,gray73&#xD;186,186,186,grey73&#xD;189,189,189,gray74&#xD;189,189,189,grey74&#xD;191,191,191,gray75&#xD;191,191,191,grey75&#xD;194,194,194,gray76&#xD;194,194,194,grey76&#xD;196,196,196,gray77&#xD;196,196,196,grey77&#xD;199,199,199,gray78&#xD;199,199,199,grey78&#xD;201,201,201,gray79&#xD;201,201,201,grey79&#xD;204,204,204,gray80&#xD;204,204,204,grey80&#xD;207,207,207,gray81&#xD;207,207,207,grey81&#xD;209,209,209,gray82&#xD;209,209,209,grey82&#xD;212,212,212,gray83&#xD;212,212,212,grey83&#xD;214,214,214,gray84&#xD;214,214,214,grey84&#xD;217,217,217,gray85&#xD;217,217,217,grey85&#xD;219,219,219,gray86&#xD;219,219,219,grey86&#xD;222,222,222,gray87&#xD;222,222,222,grey87&#xD;224,224,224,gray88&#xD;224,224,224,grey88&#xD;227,227,227,gray89&#xD;227,227,227,grey89&#xD;229,229,229,gray90&#xD;229,229,229,grey90&#xD;232,232,232,gray91&#xD;232,232,232,grey91&#xD;235,235,235,gray92&#xD;235,235,235,grey92&#xD;237,237,237,gray93&#xD;237,237,237,grey93&#xD;240,240,240,gray94&#xD;240,240,240,grey94&#xD;242,242,242,gray95&#xD;242,242,242,grey95&#xD;245,245,245,gray96&#xD;245,245,245,grey96&#xD;247,247,247,gray97&#xD;247,247,247,grey97&#xD;250,250,250,gray98&#xD;250,250,250,grey98&#xD;252,252,252,gray99&#xD;252,252,252,grey99&#xD;255,255,255,gray100&#xD;255,255,255,grey100&#xD;169,169,169,darkgrey&#xD;169,169,169,darkgray&#xD;0,0,139,darkblue&#xD;0,139,139,darkcyan&#xD;139,0,139,darkmagenta&#xD;139,0,0,darkred&#xD;144,238,144,lightgreen</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark magenta,99&#xD;0,255,255,cyan,100&#xD;255,0,255,fuchia,101&#xD;18,18,18,grey7,102&#xD;36,36,36,grey14,103&#xD;54,54,54,grey21,104&#xD;72,72,72,grey28,105&#xD;92,92,92,grey36,106&#xD;109,109,109,grey43,107&#xD;127,127,127,grey50,108&#xD;145,145,145,grey57,109&#xD;163,163,163,grey64,110&#xD;181,181,181,grey71,111&#xD;200,200,200,grey78,112&#xD;218,218,218,grey85,113&#xD;236,236,236,grey92,114</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ fair hue table"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ fair hue table</l><block s="reportTextSplit"><custom-block s="multiline 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s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ colors</l><block s="reportNewList"><list><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>128</l><l>128</l><l>128</l></list></block><block s="reportNewList"><list><l>192</l><l>192</l><l>192</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>85</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>70</l><l>5</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>140</l><l>60</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>114</l><l>93</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>30</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>50</l><l>50</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>80</l><l>0</l><l>90</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l></list></block></list></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ brights</l><block s="reportNewList"><list><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block><block s="reportNewList"><list><l>170</l><l>20</l><l>0</l></list></block><block s="reportNewList"><list><l>139</l><l>69</l><l>19</l></list></block><block s="reportNewList"><list><l>170</l><l>90</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>127</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>255</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>190</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l></list></block><block s="reportNewList"><list><l>0</l><l>240</l><l>200</l></list></block><block s="reportNewList"><list><l>0</l><l>255</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>127</l><l>255</l></list></block><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>60</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>128</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>255</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>64</l></list></block><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l></list></block></list></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ pivots"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ pivots</l><block s="reportNewList"><list><l>0</l><l>5.8</l><l>12.5</l><l>18</l><l>25</l><l>30.5</l><l>37.5</l><l>44.5</l><l>50</l><l>59</l><l>62.5</l><l>69</l><l>75</l><l>79.25</l><l>87.5</l><l>93.75</l><l>97</l><l>100</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSV brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSV brights</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,1,1&#xD;0.0196078431372549,1,0.6666666666666666&#xD;0.06944444444444443,0.8633093525179856,0.5450980392156862&#xD;0.08823529411764708,1,0.6666666666666666&#xD;0.08300653594771241,1,1&#xD;0.10457516339869281,1,1&#xD;0.16666666666666666,1,1&#xD;0.20915032679738563,1,1&#xD;0.3333333333333333,1,1&#xD;0.47222222222222227,1,0.9411764705882353&#xD;0.5,1,1&#xD;0.5836601307189543,1,1&#xD;0.6666666666666666,1,1&#xD;0.7058823529411765,1,1&#xD;0.7503267973856209,1,1&#xD;0.8333333333333334,1,1&#xD;0.9581699346405229,1,1&#xD;1,1,1</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSL brights"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSL brights</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,100,50&#xD;1.9607843137254901,100,33.33333333333333&#xD;6.944444444444444,75.94936708860757,30.980392156862745&#xD;8.823529411764708,100,33.33333333333333&#xD;8.30065359477124,100,50&#xD;10.457516339869281,100,50&#xD;16.666666666666664,100,50&#xD;20.915032679738562,100,50&#xD;33.33333333333333,100,50&#xD;47.22222222222223,100,50&#xD;50,100,50&#xD;58.36601307189543,100,50&#xD;66.66666666666666,100,50&#xD;70.58823529411765,100,50&#xD;75.0326797385621,100,50&#xD;83.33333333333334,100,50&#xD;95.81699346405229,100,50&#xD;100,100,50</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSV colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSV colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0&#xD;0,0,50.19607843137255&#xD;0,0,75.29411764705883&#xD;0,0,100&#xD;0,100,100&#xD;0,100,33.33333333333333&#xD;6.944444444444444,86.33093525179856,54.509803921568626&#xD;1.1904761904761905,100,27.450980392156865&#xD;8.30065359477124,100,100&#xD;7.142857142857142,100,54.90196078431373&#xD;16.666666666666664,100,100&#xD;13.596491228070173,100,44.70588235294118&#xD;33.33333333333333,100,100&#xD;33.33333333333333,100,11.76470588235294&#xD;50,100,100&#xD;50,100,19.607843137254903&#xD;66.66666666666666,100,100&#xD;66.66666666666666,100,25.098039215686274&#xD;81.4814814814815,100,35.294117647058826&#xD;83.33333333333334,100,100&#xD;100,0,0</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ HSL colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ HSL colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0&#xD;0,0,50.19607843137255&#xD;0,0,75.29411764705883&#xD;0,0,100&#xD;0,100,50&#xD;0,100,16.666666666666664&#xD;6.944444444444444,75.94936708860757,30.980392156862745&#xD;1.1904761904761905,100,13.725490196078432&#xD;8.30065359477124,100,50&#xD;7.142857142857142,100,27.450980392156865&#xD;16.666666666666664,100,50&#xD;13.596491228070173,100,22.35294117647059&#xD;33.33333333333333,100,50&#xD;33.33333333333333,100,5.88235294117647&#xD;50,100,50&#xD;50,100,9.803921568627452&#xD;66.66666666666666,100,50&#xD;66.66666666666666,100,12.549019607843137&#xD;81.4814814814815,100,17.647058823529413&#xD;83.33333333333334,100,50&#xD;0,0,0</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension names"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension names</l><block s="reportNewList"><list><l>color</l><l>color number</l><l>crayon</l><l>fair hue</l><l>size</l><l>transparency</l><l>X11/W3C name</l><l>fair saturation (HSL)</l><l>fair lightness</l><l>fair HSL vector</l><l>fair saturation (HSV)</l><l>fair value (brightness)</l><l>fair HSV vector</l><l>hue</l><l>saturation (HSL)</l><l>lightness</l><l>HSL vector</l><l>saturation (HSV)</l><l>value (brightness)</l><l>HSV vector</l><l>red</l><l>green</l><l>blue</l><l>RGB(A) vector</l><l>RGB(A) hex</l></list></block></block></script><list></list></block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ dimension dispatch"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ dimension dispatch</l><block s="reportNewList"><list><block s="reifyScript"><script><custom-block s="✐ set pen to color %obj %l"><l/><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to color number %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to crayon %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen size to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen transparency to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to X11 name %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair value (brightness) %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to fair HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to hue %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL saturation %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to lightness %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSL vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen saturation (HSV) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen value (brightness) to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to HSV vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen red to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen green to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen blue to %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB vector %s %l"><l></l><l/></custom-block></script><list></list></block><block s="reifyScript"><script><custom-block s="✐ set pen to RGB hex %s %l"><l></l><l/></custom-block></script><list></list></block></list></block></block></script><list></list></block></script><scripts><script x="327.1142578125" y="21806.466666666656"><block s="reportTextSplit"><custom-block s="multiline %mlt"><l></l></custom-block><l><option>csv</option></l></block></script></scripts></block-definition><block-definition s="✐ set pen to fair hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>old value temp</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>trans</l></list></block><block s="doSetVar"><l>oldHSV</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportVariadicProduct"><list><l>100</l><l></l></list></block></autolambda><list></list></block><custom-block s="HSV color"></custom-block></block></block><block s="doSetVar"><l>trans</l><block s="reportIfElse"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><block s="reportListItem"><l>1</l><block var="more"/></block><block s="getPenAttribute"><l><option>transparency</option></l></block></block></block><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block><block s="doSetVar"><l>oldHSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script><list></list></block><block s="doSetVar"><l>value</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3.6</l></list></block></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doUntil"><block s="reportVariadicGreaterThan"><list><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block><block var="value"/></list></block><script><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doChangeVar"><l>index</l><l>-1</l></block><block s="doSetVar"><l>scale</l><block s="reportQuotient"><block s="reportDifference"><block var="value"/><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block><block s="reportDifference"><block s="reportListItem"><block s="reportVariadicSum"><list><block var="index"/><l>1</l></list></block><block var="✐ pivots"/></block><block s="reportListItem"><block var="index"/><block var="✐ pivots"/></block></block></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><list></list></block><block s="doSetVar"><l>newHSV</l><custom-block s="HSV color"></custom-block></block><block s="doIfElse"><block var="✐ fair?"/><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></list></block></block></script><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportListItem"><l>1</l><block var="newHSV"/></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>2</l><block var="newHSV"/></block><block s="reportListItem"><l>2</l><block var="oldHSV"/></block></list></block><l>100</l></block><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>3</l><block var="newHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block><l>100</l></block></custom-block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>2</l><block var="oldHSV"/></block><block s="reportListItem"><l>3</l><block var="oldHSV"/></block></list></block></block></script></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="setPenColorDimension"><l><option>transparency</option></l><block var="trans"/></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to color number %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>brights</l><l>index</l><l>scale</l><l>oldHSV</l><l>newHSV</l><l>color</l><l>pivots</l><l>old value temp</l></list></block><block s="doSetVar"><l>✐ color scale</l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doSetVar"><l>color</l><block s="reportVariadicProduct"><list><block var="value"/><l>3</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="color"/><l>42</l></list></block></block><script><block s="doSetVar"><l>color</l><block s="reportModulus"><block s="reportVariadicProduct"><list><block var="color"/><block s="reportQuotient"><l>15</l><l>14</l></block></list></block><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="color"/><l>60</l></list><comment w="96.66666666666669" collapsed="true">spread out pink</comment></block><script><block s="doSetVar"><l>color</l><block s="reportVariadicSum"><list><l>45</l><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="color"/><l>42</l></block><block s="reportQuotient"><l>15</l><l>18</l></block></list></block></list></block></block></script><list></list></block><block s="doSetVar"><l>color</l><block s="reportModulus"><block var="color"/><l>300</l></block></block><block s="doSetVar"><l>index</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="color"/><l>15</l></block></block></block><block s="doSetVar"><l>scale</l><block s="reportDifference"><block var="color"/><block s="reportVariadicProduct"><list><block var="index"/><l>15</l></list></block></block></block></script><comment w="77.33333333333333" collapsed="true">grayscale</comment></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>color number</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doSetVar"><l>✐ raw HSL</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>50</l></list></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><block s="getPenAttribute"><l><option>hue</option></l></block><l>100</l><l>100</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB hex %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportIfElse"><block s="reportIsA"><l></l><l><option>number</option></l></block><l></l><block s="reportVariadicSum"><list><l>10</l><block s="reportDifference"><block s="reportUnicode"><l></l></block><block s="reportIfElse"><block s="reportVariadicLessThan"><list><l></l><l>a</l></list></block><block s="reportUnicode"><l>A</l></block><block s="reportUnicode"><l>a</l></block></block></block></list></block></block></autolambda><list></list></block><block s="reportTextSplit"><block var="value"/><l><option>letter</option></l></block></block></block><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="doSetVar"><l>value</l><block s="reportConcatenatedLists"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportNewList"><list><l></l><l></l></list></block></autolambda><list></list></block><block var="value"/></block></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicOr"><list><block s="reportVariadicLessThan"><list><l></l><l>0</l></list></block><block s="reportVariadicGreaterThan"><list><l></l><l>15</l></list></block></list></block></autolambda><list></list></block><block var="value"/></block><l><option>number</option></l></block><script><custom-block s="error %txt"><l>Badly formed hex color.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>8</l></list></block><script><custom-block s="error %txt"><l>More than eight hex digits.</l></custom-block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>6</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>7</l><block var="value"/></block></list></block><block s="reportListItem"><l>8</l><block var="value"/></block></list></block><l>100</l></list></block><l>255</l></block></block></block><block s="doSetVar"><l>value</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>6</l></block><block var="value"/></block></block></script><list></list></block><block s="doRepeat"><block s="reportDifference"><l>6</l><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><l>0</l><block var="value"/></block></block></script></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>1</l><block var="value"/></block></list></block><block s="reportListItem"><l>2</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>3</l><block var="value"/></block></list></block><block s="reportListItem"><l>4</l><block var="value"/></block></list></block><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>16</l><block s="reportListItem"><l>5</l><block var="value"/></block></list></block><block s="reportListItem"><l>6</l><block var="value"/></block></list></block></custom-block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to X11 name %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ no spaces %s"><block var="value"/></custom-block></block><custom-block s="use case-independent comparisons %b"><l><bool>true</bool></l></custom-block><custom-block s="catch %upvar %cs"><l>x11w3c</l><script><block s="doIf"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block var="value"/><block s="reportListItem"><l>4</l><l/></block></list></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>exact matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>?? multiple exact matches for </l><block var="value"/></list></block></custom-block></script><list></list></block><block s="doIf"><block s="reportNot"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><l/></block><block var="value"/></custom-block></list></block></block></autolambda><list></list></block><block var="✐ X11"/><block var="x11w3c"/><l>partial matches</l><l><bool>true</bool></l></custom-block></block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Color name </l><block var="value"/><l> not found.</l></list></block></custom-block></script><list></list></block><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><custom-block s="substring of %txt before %txt"><block s="reportListItem"><l>4</l><block var="match"/></block><block var="value"/></custom-block><l></l></list></block></autolambda><list><l>match</l></list></block><block var="partial matches"/><block var="x11w3c"/><l>head matches</l><l><bool>true</bool></l></custom-block><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="head matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="head matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script><script><block s="doIfElse"><custom-block s="✐ subset %predRing %l %cmdRing %upvar %b"><block s="reifyPredicate"><autolambda><block s="reportNot"><block s="reportIsA"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>4</l><l/></block></block><l><option>number</option></l></block></block></autolambda><list></list></block><block var="partial matches"/><block var="x11w3c"/><l>non-numbered matches</l><l><bool>true</bool></l></custom-block><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="non-numbered matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>Multiple partial matches for </l><block var="value"/><l>: </l><block s="reportCombine"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l>4</l><l/></block></autolambda><list></list></block><block var="partial matches"/></block><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l> , </l><l></l></list></block></autolambda><list></list></block></block></list></block></custom-block></script></block></script></block></script><comment w="294.6666666666667" collapsed="true">SUBSET throws here if it handles a unique match</comment></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to lightness %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to color %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%obj"></input><input type="%l"></input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><block s="reportQuotient"><block s="reportListItem"><l>1</l><block s="reportGetImageAttribute"><l><option>pixels</option></l><block var="value"/></block></block><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l><l>255</l></list></block></block></block></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen size to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setSize"><block var="value"/></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen transparency to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>transparency</option></l><block var="value"/></block></script></block-definition><block-definition s="✐ set pen red to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen green to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block var="value"/><block s="reportListItem"><l>3</l><block var="old rgb"/></block></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen blue to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>old rgb</l></list></block><block s="doSetVar"><l>old rgb</l><custom-block s="RGB color"></custom-block></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>255</l></custom-block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="old rgb"/></block><block s="reportListItem"><l>2</l><block var="old rgb"/></block><block var="value"/></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ constrain %&apos;value&apos; %&apos;low&apos; %&apos;high&apos;" type="reporter" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIf"><block s="reportVariadicLessThan"><list><block var="value"/><block var="low"/></list></block><script><block s="doReport"><block var="low"/></block></script><list></list></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="value"/><block var="high"/></list></block><script><block s="doReport"><block var="high"/></block></script><list></list></block><block s="doReport"><block s="reportVariadicSum"><list><block var="value"/><l>0</l></list></block></block></script></block-definition><block-definition s="✐ set pen to RGB vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportCONS"><block var="value"/><block var="more"/></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list></list></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>4</l><block var="value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportDifference"><l>100</l><block s="reportQuotient"><block s="reportVariadicProduct"><list><block s="reportListItem"><l>4</l><block var="value"/></block><l>100</l></list></block><l>255</l></block></block></block></script><list></list></block><block s="doSetVar"><l>value</l><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>255</l></custom-block></autolambda><list></list></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to r: %n g: %n b: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>RGB</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block-definition><block-definition s="✐ set pen to HSL saturation %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><custom-block s="✐ update HSL"></custom-block><block s="doIf"><block var="✐ fair?"/><script><block s="doSetVar"><l>✐ HSL</l><block var="✐ raw HSL"/></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block var="value"/></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to HSL vector %&apos;value&apos; %&apos;more value&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more value"/></block><block s="reportListItem"><l>2</l><block var="more value"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more value"/></block></list></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doSetVar"><l>✐ HSL</l><block s="reportCONS"><block s="reportModulus"><block s="reportListItem"><l>1</l><block var="value"/></block><l>100</l></block><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="✐ constrain %s %s %s"><l></l><l>0</l><l>100</l></custom-block></autolambda><list></list></block><block s="reportCDR"><block var="value"/></block></block></block></block><block s="doSetVar"><l>✐ raw HSL</l><block var="✐ HSL"/></block><custom-block s="✐ update HSV"></custom-block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more value"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more value"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen saturation (HSV) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>saturation</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>saturation</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen value (brightness) to %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block s="getPenAttribute"><l><option>brightness</option></l></block></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more value</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>✐ raw HSV</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><l>3</l></block><block var="value"/></block></block><block s="doRun"><block s="reifyScript"><script><custom-block s="set pen color to h: %n s: %n v: %n"><l></l><l></l><l></l></custom-block></script><list></list></block><block s="reportQuotient"><block var="✐ raw HSV"/><l>100</l></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to hue %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportNot"><block s="reportListContainsItem"><block s="reportNewList"><list><l>HSL</l><l>HSV</l></list></block><block var="✐ last set as"/></block></block><script><block s="doSetVar"><l>✐ raw HSV</l><block s="reportNewList"><list><l>0</l><l>100</l><l>100</l></list></block></block></script><list></list></block><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportModulus"><block var="value"/><l>100</l></block></block><block s="doIf"><block var="✐ fair?"><comment w="118" collapsed="true">if USED TO BE fair</comment></block><script><custom-block s="set pen color to h: %n s: %n v: %n"><block s="reportQuotient"><block s="reportModulus"><block var="value"/><l>100</l></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block><l>100</l></block><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block><l>100</l></block></custom-block></script><list></list></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><custom-block s="✐ update HSL"></custom-block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block></script><script><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block></script></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block><custom-block s="✐ make integer RGB"></custom-block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSL) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><custom-block s="✐ update HSL"></custom-block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>2</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>2</l><block var="✐ HSL"/></block><block s="reportListItem"><l>2</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to fair lightness %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>newHSV</l><l>index</l><l>scale</l><l>oldHSV</l></list></block><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block></block><script><custom-block s="✐ update HSL"></custom-block></script><list></list></block><block s="doSetVar"><l>✐ last set as</l><l>HSL</l></block><block s="doReplaceInList"><l>3</l><block var="✐ HSL"/><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="reportListItem"><l>3</l><block var="✐ HSL"/></block><block s="reportListItem"><l>3</l><block var="✐ raw HSL"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSL"/><block var="value"/></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ update HSV"></custom-block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to fair HSL vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script><list></list></block><custom-block s="✐ set pen to fair saturation (HSL) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair lightness %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><script><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block></script></block-definition><block-definition s="✐ set pen to fair saturation (HSV) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>saturation</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>saturation</option></l></block><block s="reportListItem"><l>2</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>2</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to fair value (brightness) %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doSetVar"><l>value</l><custom-block s="✐ constrain %s %s %s"><block var="value"/><l>0</l><l>100</l></custom-block></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="✐ last set as"/><l>HSL</l></list></block><script><custom-block s="✐ update HSV"></custom-block></script><list></list></block><block s="setPenColorDimension"><l><option>brightness</option></l><block s="reportIfElse"><block var="✐ fair?"/><block s="reportVariadicProduct"><list><block var="value"/><block s="reportQuotient"><block s="getPenAttribute"><l><option>brightness</option></l></block><block s="reportListItem"><l>3</l><block var="✐ raw HSV"/></block></block></list></block><block var="value"/></block></block><block s="doReplaceInList"><l>3</l><block var="✐ raw HSV"/><block var="value"/></block><block s="doSetVar"><l>✐ last set as</l><l>HSV</l></block><block s="doSetVar"><l>✐ fair?</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><custom-block s="✐ make integer RGB"></custom-block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="✐ set pen to fair HSV vector %&apos;value&apos; %&apos;more&apos;" type="command" category="pen" helper="true"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doIf"><block s="reportIsA"><block var="value"/><l><option>number</option></l></block><script><block s="doSetVar"><l>value</l><block s="reportNewList"><list><block var="value"/><block s="reportListItem"><l>1</l><block var="more"/></block><block s="reportListItem"><l>2</l><block var="more"/></block></list></block></block><block s="doSetVar"><l>more</l><block s="reportNewList"><list><block s="reportListItem"><l>3</l><block var="more"/></block></list></block></block></script><list></list></block><custom-block s="✐ set pen to fair saturation (HSV) %s %l"><block s="reportListItem"><l>2</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair value (brightness) %s %l"><block s="reportListItem"><l>3</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><custom-block s="✐ set pen to fair hue %s %l"><block s="reportListItem"><l>1</l><block var="value"/></block><block s="reportNewList"><list></list></block></custom-block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="value"/></block><l>3</l></list></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>4</l><block var="value"/></block></block></script><list></list></block><block s="doIf"><block s="reportIsA"><block s="reportListItem"><l>1</l><block var="more"/></block><l><option>number</option></l></block><script><block s="setPenColorDimension"><l><option>transparency</option></l><block s="reportListItem"><l>1</l><block var="more"/></block></block></script><list></list></block></script></block-definition><block-definition s="substring of %&apos;string&apos; before %&apos;marker&apos;" type="reporter" category="operators"><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;</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"/><custom-block s="substring of %txt from position %n to position %n inclusive"><block var="string"/><l>1</l><block s="reportDifference"><block var="index"/><l>1</l></block></custom-block></block></block></script></block-definition><block-definition s="use case-independent comparisons %&apos;tf&apos;" type="command" category="operators"><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="substring of %&apos;str&apos; from position %&apos;start&apos; to position %&apos;end&apos; inclusive" type="reporter" category="operators"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1).  If the third input is empty, reports the portion from the first position to the end of the string.&#xD;If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.</comment><header></header><code></code><translations>pt:o texto de _ entre as posições _ e _ , inclusive&#xD;</translations><inputs><input type="%txt"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block s="reportLetter"><block s="reportNumbers"><block var="start"/><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="end"/><l>0</l></list></block><block s="reportTextAttribute"><l><option>length</option></l><block var="str"/></block><block var="end"/></block></block><block var="str"/></block></block></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="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="%&apos;x&apos; with only %&apos;n&apos; decimal place" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="x"/><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block></script></block-definition><block-definition s="Set presentation mode to %&apos;flag&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>set_presentation_mode</l><list><block var="flag"/></list></custom-block></script></block-definition><block-definition s="remove trailing while space from %&apos;text&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><custom-block s="let %upvar be %s"><l>letters</l><block s="reportTextSplit"><block var="text"/><l><option>letter</option></l></block></custom-block><block s="doUntil"><block s="reportVariadicNotEquals"><list><l> </l><block s="reportListItem"><l><option>last</option></l><block var="letters"/></block></list></block><script><block s="doSetVar"><l>letters</l><block s="reportListItem"><block s="reportNumbers"><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="letters"/></block><l>1</l></block></block><block var="letters"/></block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block var="letters"/></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="Open web page %&apos;url&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="run eCraft2Learn command %txt with %mult%s"><l>open_web_page</l><list><block var="url"/></list></custom-block></script></block-definition><block-definition s="run eCraft2Learn command %&apos;command name&apos; with %&apos;inputs&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%mult%s"></input></inputs><script><custom-block s="load eCraft2Learn"></custom-block><block s="doApplyExtension"><l>e2l_run(command_name, parameters)</l><list><block var="command name"/><block var="inputs"/></list></block></script></block-definition><block-definition s="load eCraft2Learn" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doApplyExtension"><l>src_load(url)</l><list><l>https://ecraft2learn.github.io/ai/ecraft2learn.js</l></list></block><block s="doApplyExtension"><l>src_load(url)</l><list><l>https://ecraft2learn.github.io/ai/js/ecraft2learn_snap_extension.js</l></list></block></script></block-definition><block-definition s="Load eCraft2Learn library" type="command" category="other"><comment x="0" y="0" w="238.57142857142858" collapsed="false">No longer needed in Snap! 7+ but retained to avoid error from blocks that expect it.</comment><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="lookup value of %&apos;key&apos; in %&apos;association list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%l"></input></inputs><script><custom-block s="let %upvar be %s"><l>entry</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><l/></block><block var="key"/></list></block></autolambda><list></list></block><block var="association list"/></block></custom-block><block s="doIfElse"><block s="reportIsA"><block var="entry"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="entry"/></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="position of %&apos;small&apos; in %&apos;large&apos;" type="reporter" category="operators"><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;</translations><inputs><input type="%s"></input><input type="%txt"></input></inputs><script><block s="doReport"><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></block></script></block-definition><block-definition s="text %&apos;string&apos; contains %&apos;marker&apos;" type="predicate" category="operators"><comment x="0" y="0" w="218" collapsed="false">Reports True if the first input string contains the second input string, otherwise false.&#xD;&#xD;Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.</comment><header></header><code></code><translations>pt:o texto de _ antes de _&#xD;ca:text _ conté _ ?&#xD;</translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportVariadicGreaterThan"><list><custom-block s="position of %s in %txt"><block var="marker"/><block var="string"/></custom-block><l>0</l></list></block></block></script></block-definition><block-definition s="to lower case %&apos;text&apos;" type="reporter" category="operators"><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;ca:_ a minúscules&#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="use case-independent comparison" type="predicate" category="sensing"><header></header><code></code><translations>ca:comparacions ignorant majúscules?&#xD;</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="all but last %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doIfElse"><block s="reportVariadicLessThanOrEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></list></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script><script><block s="doReport"><block s="reportListItem"><block s="reportNumbers"><l>1</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="list"/></block><l>1</l></block></block><block var="list"/></block></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o texto multilinha _&#xD;ca:multilínia _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="let %&apos;var&apos; be %&apos;value&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>var</l><block var="value"/></block></script></block-definition><block-definition s="separate with commas %&apos;list&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportJoinWords"><list><l></l><l>,</l></list></block></autolambda><list></list></block><custom-block s="all but last %l"><block var="list"/></custom-block></block><block s="reportListItem"><l><option>last</option></l><block var="list"/></block></list></block></block></script></block-definition><block-definition s="features %&apos;features&apos; closest to list of features %&apos;list of features&apos;" type="reporter" category="lists"><comment x="0" y="0" w="253.57142857142858" collapsed="false">Ranks the &apos;features&apos; in their closeness to each of the features in the second input. Reports a list of indices into the list of features and the negative cosine similarity between each of the features in the second input and first input. See https://en.wikipedia.org/wiki/Cosine_similarity</comment><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><custom-block s="Load eCraft2Learn library"></custom-block><custom-block s="load tensorflow"></custom-block><block s="doReport"><custom-block s="call eCraft2Learn reporter %txt with %mult%s"><l>cosine_proximity</l><list><block var="features"/><block var="list of features"/></list></custom-block></block></script></block-definition><block-definition s="listify %&apos;jsonString&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:os dados JSON _ em formato de lista&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="jsonString"/><l><option>json</option></l></block></block></script></block-definition><block-definition s="value at key %&apos;key&apos; of %&apos;lst&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:o valor com chave _ em _&#xD;</translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>each item</l><block var="lst"/><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><block var="each item"/></block><block var="key"/></list></block><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="each item"/></block></block></script><list></list></block></script></block></script></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="%&apos;method&apos; url: %&apos;url&apos; send: %&apos;payload&apos; headers: %&apos;headers&apos;" type="reporter" category="sensing"><header></header><code></code><translations>pt:a resposta a _ de _ enviando _ e cabeçalhos _&#xD;</translations><inputs><input type="%s" readonly="true">GET<options>GET&#xD;POST&#xD;PUT&#xD;DELETE</options></input><input type="%s">https://snap.berkeley.edu</input><input type="%s"></input><input type="%mult%l" readonly="true"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>xhr_request(mth, url, dta, hdrs)</l><list><block var="method"/><block var="url"/><block var="payload"/><block var="headers"/></list></block></block></script></block-definition><block-definition s="key: %&apos;key&apos; value: %&apos;value&apos;" type="reporter" category="operators"><header></header><code></code><translations>pt:um par (chave: _ , valor: _ )&#xD;</translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="key"/><block var="value"/></list></block></block></script></block-definition><block-definition s="current location" type="reporter" category="sensing"><comment x="0" y="0" w="200" collapsed="false">Reports a three-item list containing the latitude and longitude of the user, and the precision of the measurements.  Works only if the user allows snap.berkeley.edu access to location data.  Some browsers also require an HTTPS connection to Snap!.</comment><header></header><code></code><translations>pt:a localização actual do dispositivo&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>geo_location(acc?)</l><list><block s="reportBoolean"><l><bool>true</bool></l></block></list></block></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block s="evaluate"><block var="callback"/><list></list></block></block><l>3</l></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></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="error %&apos;msg&apos;" type="command" category="control"><comment x="0" y="0" w="268.6666666666667" collapsed="false">Throw an error.&#xD;&#xD;Makes a red halo appear around the script that runs it,&#xD;with the input text shown in a speech balloon next to&#xD;the script, just like any Snap! error.&#xD;&#xD;This is useful to put in the second script of SAFELY TRY&#xD;after some other instructions to undo the partial work of&#xD;the first script.</comment><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="safely try reporting %&apos;this&apos; then if %&apos;error&apos; report %&apos;that&apos;" type="reporter" category="control"><comment x="0" y="0" w="316.6666666666667" collapsed="false">Catch errors in a reporter.&#xD;&#xD;Evaluates its first input.  If that expression successfully reports a value, this block reports that value.  If the expression causes a Snap! error,&#xD;then the final input slot is evaluated with the text of what would have&#xD;been the error message in variable ERROR.  SAFELY TRY then reports the value of that final expression.&#xD;&#xD;Sometimes you&apos;ll want to throw an error in the final expression.  You&#xD;can put an ERROR block inside a CALL block to do that.</comment><header></header><code></code><translations>ca:prova de forma segura reportant _ i si _ reportant _&#xD;</translations><inputs><input type="%anyUE"></input><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doDeclareVariables"><list><l>value</l></list></block><custom-block s="safely try %cs then if %upvar %cs"><script><block s="doSetVar"><l>value</l><block s="evaluate"><block var="this"/><list></list></block></block></script><l>err</l><script><block s="doSetVar"><l>error</l><block var="err"/></block><block s="doSetVar"><l>value</l><block s="evaluate"><block var="that"/><list></list></block></block></script></custom-block><block s="doReport"><block var="value"/></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 %txt"><l>int1a should be different of int1b</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="497.7705078125" y="22" 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="fix %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportMonadic"><l><option>floor</option></l><block s="reportVariadicProduct"><list><block var="number"/><block s="reportPower"><l>10</l><l>4</l></block></list></block></block><l>100</l></block></block></script></block-definition><block-definition s="%&apos;n&apos; to %&apos;x&apos; decimal places" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1">3.1415926</input><input type="%n" initial="1">3</input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportMonadic"><l><option>floor</option></l><block s="reportVariadicProduct"><list><block var="n"/><block s="reportPower"><l>10</l><block var="x"/></block></list></block></block><block s="reportPower"><l>10</l><block var="x"/></block></block></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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struct="atomic" id="5589"></list></costumes><sounds><list struct="atomic" id="5590"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="90" scale="0.8" volume="100" pan="0" rotation="1" draggable="true" costume="3" color="80,80,80,1" pen="tip" id="5595"><costumes><list id="5596"><item><ref mediaID="Sprite_cst_sitting front"></ref></item><item><ref mediaID="Sprite_cst_hopscotch"></ref></item><item><ref mediaID="Sprite_cst_drawing"></ref></item><item><ref mediaID="Sprite_cst_cartwheel"></ref></item><item><ref mediaID="Sprite_cst_dive"></ref></item><item><ref mediaID="Sprite_cst_thinking"></ref></item></list></costumes><sounds><list struct="atomic" id="5597"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="setScale"><l>80</l></block><block s="doSwitchToCostume"><l>dive</l></block><block s="doSayFor"><l>Welcome to the Word Guesser!</l><l>2</l></block><block s="doSwitchToCostume"><l>thinking</l></block><block s="doThink"><l>Thinking of a word...</l></block><block s="doSetVar"><l>word</l><block s="reportListItem"><l><option>random</option></l><custom-block s="all words in language %txt with features"><l>English</l></custom-block></block><comment w="90" collapsed="false">Pick random word in English</comment></block><block s="doThink"><l>Thinking of similar words...</l></block><block s="doSetVar"><l>closest</l><block s="reportListItem"><block s="reportNumbers"><l>2</l><l>1001</l></block><custom-block s="closest words to %l in language %txt %br and include distances %b"><custom-block s="features of %txt in language %txt"><block var="word"/><l>English</l></custom-block><l>English</l><l><bool>true</bool></l></custom-block></block><comment w="90" collapsed="false">Get 1000 most similar words</comment></block><block s="doThink"><l>Ranking how similar they are...</l></block><block s="doSetVar"><l>closest</l><block s="reportListAttribute"><l><option>columns</option></l><block var="closest"/></block></block><block s="doReplaceInList"><l>2</l><block var="closest"/><block s="reportPipe"><block s="reportListItem"><l>2</l><block var="closest"/></block><list><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="fix %n"><block s="reportMonadic"><l><option>abs</option></l><l></l></block></custom-block></autolambda><list></list></block><l/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="remap value %n from range %n , %n to range %n , %n"><block var="value"/><block s="reportVariadicMin"><block var="list"/></block><block s="reportVariadicMax"><block var="list"/></block><l>1</l><l>100</l></custom-block></autolambda><list><l>value</l><l>index</l><l>list</l></list></block><l/></block></autolambda><list></list></block><block s="reifyReporter"><autolambda><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="%n to %n decimal places"><l></l><l>2</l></custom-block></autolambda><list></list></block><l/></block></autolambda><list></list></block></list></block><comment w="90" collapsed="false">Fixes word distances so they&apos;re in between 0 to 100, with the furthest 5 or so words of the 1000 being ranked 1 (even though their distance would be more like 30%).</comment></block><block s="doSetVar"><l>closest</l><block s="reportListAttribute"><l><option>columns</option></l><block var="closest"/></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block s="reportListItem"><l>1</l><block s="reportListItem"><l>1</l><block var="closest"/></block></block></list></block><script><block s="doDeclareVariables"><list><l>percent</l></list></block><block s="doSwitchToCostume"><l>sitting front</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>What word is the closest to "</l><block var="word"/><l>"?</l></list></block></block><block s="doSetVar"><l>percent</l><custom-block s="value at key %s of %l"><block s="getLastAnswer"></block><block var="closest"/></custom-block></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicEquals"><list><block var="percent"/><l></l></list></block></block><script><block s="doSwitchToCostume"><l>hopscotch</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>Your guess was </l><block var="percent"/><l>% correct!</l></list></block><l>2</l></block></script><script><block s="doSwitchToCostume"><l>drawing</l></block><block s="doSayFor"><l>Hmm, that doesn&apos;t seem right.</l><l>2</l><comment w="90" collapsed="false">Word isn&apos;t in the 1000</comment></block></script></block></script></block><block s="doSwitchToCostume"><l>cartwheel</l></block><block s="doSayFor"><l>Yay! You got it correct!</l><l>2</l></block></script></scripts></sprite><watcher var="word" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="closest" style="normal" x="10" y="31.000001999999995" color="243,118,29" extX="147" extY="150" hidden="true"/></sprites></stage><variables><variable name="word" transient="true"/><variable name="closest" transient="true"/></variables></scene></scenes></project><media name="wordguess" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><costume name="sitting front" center-x="109" center-y="150" 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" mediaID="Sprite_cst_sitting front"/><costume name="hopscotch" center-x="120" center-y="150" 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" mediaID="Sprite_cst_hopscotch"/><costume name="drawing" center-x="124" center-y="150" 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" mediaID="Sprite_cst_drawing"/><costume name="cartwheel" center-x="105" center-y="150" 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" 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" 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34+Chg0Vjnx2T+9rri+o8O3264mYZyp2VNbN2VNSbY86c4d5v3pw8NnHYpm7ateudJ3v1kn0+D83zWuzf9wOuJadiwpjRkCUfQNEKTbN4b8OH1PiRzz4CYPefUQ7kB6wH9G6Wk6AJqs5Fd2Rr6q3WWj5ELEwpZF02BQ5RgUxz8FI0YqtysBjk0kyhVov3X5uHuOZPonKV6nDZiyCzPFLzKVi9NEb1ZiEICmKCLfBkpCKucox87PiPdPt27WcAeIt0Lz1Y6vL7f7/NAv/4yNSu/8XZ40cGRBr04vAeD7G7vv9O5niesnnclCyKakjH8hoVfEiIp9PqwDPkU0R+CiXKIkUTJbBa4kD8IwUZDh8sPAMLR5eClno1CgpFPCwKsiSDoRnIkECpFTf3/spF6ur4EAVJcXm81IULF3Dp3DnpiVGjqXCziRzE7NmzG3v37ZfmvrIAHp2WofPyEsLDw1+5Z7SWtTp0OHRyz26tRW+QBdFLc6wG+w/sB5FadG/TGrLigaIwYGhOLHHa2ea9u54Zc/B0l5mA/X6Hhn7A+m2LtkKPLv9iLwaqfDZo1MWZ76+2CDluyZqcz4jQwAMWNp8MXTCHOlUIEcsg0GjB+oXz4NPUQ/vu/eB154PXaLHvsozebTk0qqUB5ZXx9eZP0KNdO7RoWM+28+3F2r7TZxHAWlamWPaLR3/7TJaH8e98c+Xa1FqVaogKo7CHv/gImdn5mPvSHDLivXZVvSg1YFMkSpIkioAT8Y5omYLs9ILV83BKEi7meeDTs2gWpIWJpSHJBKTKfqUxYpkXVY6ZpX9LvCwy3s8JyrK/JrKY0lQNhVM/nqD2/ngKUydPBK1IipbmlNXvraKtXlGYOWUSdyc17fXqsVVe0gBxXqBP79HPzv3g9YWWiJAQWRR9NMsSOkLC9m92olPn7gg1m6HIAohPpygyGIYXfjh6gOveoctwABvLJBPELfxPWdPfPgP3SPZ/18n+kyrEAmqG5UWgXdqClXv6Pjne6ErPkmWRpW0eCYKooJjiEB3JINxCoV7VILyfmIBilxaPPjMDSbcyYPNpYDIxiG/Oqxous06Lqwe+Rf3qcahj1KR/ue3rsMdemD4dwEp/dvB3zVl5FqzrtLUf/TBhyNNIT8lTWJ2GqhLAYvPGVcjJzAcxcXhY2D0XuMfzURSIdi8oSYLoFuESZTgNOpRY3bAYaUSHmUApEknvlZLnsgyaZlRQIO5WOdiVo0BpPU9p4QIBLrUYUA0NS8GtNDzkIAgiNmxYj95PDIHZZFIrJwgfOnLUaCXxtVcpW25OdrPnJqSO7/1Itd6d4sPbNmsOs1EvC5KPZkigyTCwuj24dOUyGjVoBKOWAyUTHk1l08AyvHw3N4ceMOiRzecOnx98z8Pfly64fg/rd63fCj+p/IVInP35oXlNG7aQ7TnFtN3HwCmIkEk6W2ERE8Iiii3G97sOom6TpqgUWRnnrtlgl4HWdbWoU1MDiuIRyCrw5OcgLizUx+3dfXlbkbXZwFFjXgSw2N9O+TfPXal+amC0jtpacPhKdmZzxcNLeTYr4wWLYC2HWpEGnDxxBNs++xQ1qtfAkKeegslsVIFG8QrIuJOKa3fuokWnboS/QlGRA4pRhxA9hwBOhtaihySVOiWETCdAoIIPIdZVwqrMy6JkMBRZKmWOnKzAS64BSmX2VRQp26eEjEEcPIblsfnLbeCNAXi0Rzd4fS5oeD0++3gdDlxOV5a9mUCxgqBehuc5GT6Z8vk8FGcga0mBXQJEioaepuGURARQpaBIwljVw5NV3gwrli8TQi9eWn+VpaVX3/9wEYC0+6HR8gPWb16/FX9COZ81DAizTV1056lnXzDIxUWKR1KoYocMu0zDx7HQi17INisswaEI0rMoKiyGU+HhFCQwHIMeLcMRoXVg7crlaN2hE3rx1OkCtxDy6Ib1sRGffPrYNuBLP2D95vkr9xReXr5564KHO/cTHQVWluZo+GTA6RNUr6hxtVAUFxXi1o3zOHHoJNLTUmE2GRFTtzFqN24GXq+HxRIIE89B4/UhiKFhDtSCNnMQROJN0aBIKKfIKpdeSsITcIDKX7EsDUWU4JMZOBUJXhkg96ChWWgpgFcIt3VvHFbq3VE0i2+v3UEULaBx7VoQfB5wvBabP/kI6blWPD91ksJ6BFLqQwmKSNMMB4gSiKLLRQh9LQ+OoiEoCvSUBE2ZN6eCpqKGu2AZLd5dsQwIDceT/fsjuGWDM8GXb/crALIquqrCD1i/ef3e3xNqdRj63bwVy3qEM5ycnW+n3TINp8zA6xHh9RIClwctC6A9XhjMGhgMwNV8PW5l5KFxYAqUmweVVvE9qe6d2nqUC2dvv3PsdP3pUyYfUN55pxf1wgukpYhf4f77pjD5+0tJ1eJCK8u5uYW0OcCAKkYOIkcjzeZDdpEXvJ6DWa+Hx+mDkRPhI+GZTMOiY6ChFOhpCcHBJsg+n/q+U3oCEwSXKFCErBdKJQw+jwc0y4E1aiHZbWC0Bggci9z8EuTZRRSbeJi1LII4GjE6DqwKVsQzK//0EbCiQVOyGnredMioH6gFq4gQJBmERF+6ZBnimrTBwx1aQnR5wOs4VaSqeCW4rG54tKx6XywH8BYdNIqkFl2o8gkShiokY0lCQwJYGqxetRJOu1OeNnOmlJWfx0WFhZOP42P3MHEVwmn5Aev3Ld6KP6us8PQnPuvl7WduLQgwRkrZ2cUMwzNILyAeFFua9pZ9MJJWMy4RBj3A6ANg1wXi6qn9EI68iXdWbVKbaxXk5clvrFhOr39v9UlFUdpSFCU/qILVijfWnzNiuXfQGWjWbOaL+ye9uNBckm9XWA0oI0shJkwPaHhVYW71yHD4RBRYPWBpBjoNo0ZnlXQcGPhUD5jWatRQT1Ik0DSvQowoCKDdIgSXALdPgiAz0GuIsp0i9YJQNAY43Fbk2K3gAsIQwinQ6TVgKBlGhmTqyHgk+ixVupOQUlJDw9LufWQMJ2iYyc1IZB1pkJGagunTZmP5uo3QMRRMWgo+cm1BgSjLqpqCBgW7Q4DexCHQTLTzsupJlurCyrg5AliyogLW8iXvQAKDqVMnq728Vn2+kX5+yHDSFfdwRYaGfsD6c9b+f75KmfrdBIx+Y+elD6Ijq4l5OUWs3sAhPV+AwnIIMjGgBTcUSYaT8A6hYci7exfb9n6LOkYBleyX0apjDzwz6lk1dbT10GHK6RNKRnTvunrLli0vDxo0qEzwc38yOP/5If9eR9wD8N1fXbni67HDx+myM4oVjY6jwhgK5jAtwLMqCa2Gc790XsuAQ82oqURYqYaKYVhQkgKP1Q1WkiDzZly6XYicYgf0Bg04jobbLYIJD0RGdgpGjJqOI9veQuMatWA0qOlB9eNFPCpVBa9GkCREIz1iSLNHEbRCiHryZwpuhYZO8KggyHM6bP/0c2R7KYwYMgjWIhvMAVp4BUnlvDgdaRUJeEo80GgYmAM1UEoRsUzzVVoRWd5iTZQk8JyWcFgg4eTzz48ndyNcSbrINahNyhixuiJpCD9g/VXeoX+U64x9b8e51THRNcXs7CLW7lVgd8vwQoNAExCikeDzuOHVBeGWXcCJ98djeI/m2LL5C9Qe+BKKfQ7UrdwA9oBaiK0qK/XqGqlrx45hYsf2pHxksj9L+OsnfODAgfzWrVtJA7xWc1auPjTmqVGaoruFijlASxHpuilIA8aogSwJKlbJJMwjwRmt5upUDrz8RzwrFagoCpLdgbtpLnjAIybGhM+2fgNjaCyiYqpA9rrhcstAZBiSLu3FilnLsGTLUnStWR0G2gfKoC2tL1RBSkUtFQwZmiJ8ORygEFguLoUCD2h4JQVGSGA5HnarFW07PIpvvtuCAFMQvIJX7bNG0TQUhoKGyBhkgBEk6PUsRIpo7kszkGpSgBQLUSQEJXWOhFsjpULAlInjMWrseDSoX5/8Ufpm15dM7z6PzS/dnLziaAg/YP369XtfjyytR1VTPMu2Hk2apNGGS3lFNuL5o8hDQZAp6GkZPCWB19CQTRaMmT0TRxYNQ/s27fDesreV0+Z4qlP7ZvAWuXDkgh3GQBEtW3Nyh6gw7P94FT125PNPAdj0Zxar3lej3c/By0L0gUCDrcDihR9s6fFo3wGyNSufrhqih9bjhSZYDz5QC9EngGWIZ6KAUb0fBT4SVJGwTJUYKGBZDoJXQE5qMY6cLcJVJ4/OzcJw8Yf3UYRAxHfvB8kro7jYDU1sOFKvHsCuDdswdenbaFPVjGDJC4VnVG+nNJNYiobk/0mvNJeowKrQCOIoaBQClgokioJNoVX+CS4XjGYLPl69AjcZMyaOGg7F5gRH8wg0c3B4fOo56nMQEl8QVF6r3JOSZbH0iqo3SVogkWwljaKSEixauBAGkxkJc1+Gz+3CiePHpaNXrjDXfzy2fNPn2yaX99mqiOnyA1ZFWLFCx6h+eu+Vw8151qxk5Foph12GXSQEqghOlsExChzQoUC0Itp9EuMe6eNjFIrdefIo3fetvcrC+W9QWl8x7F6D8s1FHx7rw1CDQlzeAI1O89TUKSnffPRJGwC5FemmV+jj/zUGUxMT1arVHF+zfu239+zYoZ33zhpl6FMjqILUXEQGGxDGKJBZBtowA4jSgMil2DKJgU1SoCHhlxqyqfV9cNo9uHEpG6nFwMksBdUqh+D7Le+he3xDtOr8ELKzS2Cze+A1BSI//wq+eOstvPjhR2hdVadm+BSKkOCS6lVRSpn0QdW8U2otzXmrD+FaFlV0DESJsE0yZIqBjRD6RI7AccjMSEfMIxPw+ecbEEq6Qei1cBXlwpF2GT379lMBqcTlIaWDkD0kT0juHSBdbzQ8D5ai1T46BKpsNhu+2vUtNm/6FE8PfRJPPjkYHocV72/8FDViY6Wa9eowdTo1eENMtc+652P8h2fXD1h/2IR/fIB7ehX1Gzl9/vZx42ag2OqEKIq4escOt8TCpKdBSyK0WgrXC2V0bhGk9K8bRJW88+Y+HWsSXM881SPIZKZf3nkFwSH1cPxiBrYm63FsPK3c+m4l9fDgibiVchsdmjRXiVA/Af8v561c0T5o074Dm3/cuxtmr1NUgiLZ4RNmI/taGgIC9QjVMghkSaZPA1rHgtezKvldSEqqAGhVcpqBkWPULNz5szm4VSCiUNJAbw7CgS9XoW2b6mjffQCSb+WCowGB18LDCpjXPBQTj9xCx/qxaGoiIEWXSqyIu11WQ6iGmBSlclR3XIJacVhLz6rNtghXRkI2wme5SNhGUTAxDKY8PwbBfUegTu2mcKVlQwcGHOWDx5GGds0aQXRYUTW2mloWRuJgCIra/cNOAJhyQSkuVMfdvX8fLhw9gi6du6BXn96wBASqz3wkKUX16PrUriLdvnmDiatVZxCArRW5f6YfsP443vzREdSv+Qhgiu/leUvGPfk8BKes2NwSJVIMcgpdoBhW1eq4nV44fDLCYk0YFx8NzlEi2Fcs3Yc5iVn04bPNJu/6tlEOFaZkspWp0NfW5r135wM6qzApJL5F63efGztWSxl0o1a9s7QFgDN+wPqn06bOxXpAO/vxUQeTPl7Vas+2rcLsyU9xtTo8gUWLl8GoM6GowKH23A+igcqB2tKMnF6DElIHSPRSxK2SAY4mXhaFy6fScLOIgd0nwRAYiTsX9+BuyilMmz0f2WnFKLL64FNoaMMsOLHjA/gCq6BD/77oaHCgUoAOokj4L7XKB4pMlOwky0hDoFjcdXnhESTUMvPgVcEprYZ0DlL+UybsDGI5fL75Uww7VYjts8YjKykdeqMWnCSCo1jEN41A0ulzaNOyGT5cvx59+j8KpyAj6epFNStd4qFx/ep5pF48jvqNW6NH5y6IqRoLXXAIHF4JRQqQmluCKuFBqK2lZAag1+3YWjiq36B2AJIqcq35AeuPws0fPL/cXW7a+qH17+3YPEK2sUJRZjYHSoMSkZCcRDAoo8AporDYA9moQftalFLNKFKVQWX4Zk+9cZJnwm4xVWLCR04KHBAfp3zT8O5BAAAgAElEQVR/4jrVPdy858aFAy2GffjZ0TPfftN/C6DbDwyp3LPnzjm7d+f/0w6Uf/BZ/gtOLxeJNpq8cOWFaePGKSG8j1r7wWpMnPoC2sY3xdJlmxFoDoXV7lIzg4E6DjRHocirIFJPPC0OAkUU5jS0Ohapd+04fqYAXpZFgNkM2VeI4Y/0xJGbZyF5AIfDp+qoXAwPUcNgUJMArD2WgZAQM7rHkrbYBKBICCipHjfPsmo2jqyMVJtdDetMFNTjyN+DYeEkYFXGnRk4Ds7cTDQa+ixmLP4MrNsLVnYhyKIHI8qoGWyExl2M9Zu34Plnn8beHV9g95HjaNCwESLDI3HofD6iqlVDk7ZNEBplgYbowygWBXYnZB2NgqIiJJ07jR0Hj2HxgK7o0bOXaPW52V6PP7r72M7vSBcHNT1QUbWFfsB6sG9ZadkHwPXq/eSuiW+v6sF4RMlWYGNEmQKl52HmKNxJd8BKumwrEkJjdHi8SQBY8vU+dzYlbf7c9OyG9YILk2/qOy1dH/zl0aNmEycq9dp0okY+N/lUuz07H1oKlFQkj/BgTVaxVydaq2sAtZUMO3AgyjrBvrhyw5Y3+/V6TPbZiuigAB1uJl3FjyfO4NaNy6hSrQZ6PzoSApEkyCKsIoUin4g4M49KRh4UATCHgIxcLy6lecFpWXC0iCqxlfHG5AGIHzYJ3dt3Rl5eHhiWg9ctgAkJQHryJbz4zChs3nMQYeE8msQQsWdpMTQJBSlZAsVxqqxpyYqV6NSxE5o3agBF9qkaKTdpM8Sy8ImkhIdouVgwgoAXnnsW2W1GYHCHlijOyAVt4FDNrEEoJSEuNhzfbNsMU3QMunRuDz2Ag/sP4N21q7Bg4QacuAvwOhEQfRAkBQyJXSEj0EKhYWwwfIU5mNS3BwY//wK6du+hREVHU+9/tU0eO2BgRwDHKtK7Kke+il0B/tF+iwXKv+gxDfv1/n7urFW1jTqd7LB5aRcomDQUZLcPxU4FLpcEL2S0bx8D583jiiUgmGrEULdOtG6Uqps8Jbp430fueou/rGJu0iLYYjC6yCYCq4AV40s3C1CvU9FlEr/lQf9qx/5yC/h7768Z0L76rHlH1sxPgOIGPB4vdBoizCTlMz54PG4k3RXh8AgIMnCQBAU1IrVqxo6U0Dh8wM10B9LyfXDIPAL0EnidBa7CG5i5YAXe/2AVQnUS8vI9sBhY5Nt9sESFY+OSl9C8TUP07PckWFcxasdYVOkASVgyDA2nKKm1gSuXLUOg3oBRz45WAZOw46Svi4uQaEQjpepGZWi1Wvx47Cgebv86XrryBSrnZUNr0sDAMbDIAsIDdAizGLBr6yY0bNMeNerVAi+5oWd5fPTBuziv1EX7ju1RUlKAIJ5DmI5XM481K2kRHkA2vChV5hdb7QgMCCDpQ+nUpYtsq0aN3/hJyjWrIrmr8vnxe1gP6E0qB48ngOrshIm7pycuiEvP9snOQgdtNBuQVSLARImQJAqioMDh9IExG1Gtig8JiQuUzxJnUJa05GOXXp8ONOoQ6SjM0EQ2iaebTpweMX/BgszEefOqo3SvuX+3XfkDevoHetmf94Qkd5EABCUC4T+Rw/UAEM4l7LHho2WtxjigW5e2eo9dVFq2aERVjaoKnyBDFnwwmrS4nmJDkUOERsNBxyrQcAwEgeixaCRn++AUZfAsU9qyWHYjKiYG2zYugT40HE8MGYWczGz4RBo6WkKhR4QhIhzzxw7AuInPoW2nHghmXIiJMKvdFjiWht0nwK3R4ez332P3jl1YvnI5ZIWAlQynwqCQ1JMS6kyW1ZbLpGDeJ0h4WM+j+leX0SMmGlRBLowWHYJ5BkaTEZEhRtiSb8Jeko328R1B00opCDGklFrBgTNXcdkZhOgAHaxuAZV0LOpXDUC05Zf9uCALAH3i5Cl0at3q6y0DBz42qHTPggoLBf2A9UDfGfXixLcnGekZc99d8cbIEc9Lxy5kMhY9B6ekICvfA14kfr0CyS1AVmjUrheEYYP7Krs+Xk21jqvqOT+8xwVbVO0Qp0/QaXQ8YyzJ8zRZ+H7Utps3uKEdOg8F8GlFu+QP3mx/6A5+Bm8D0MAJDOIDwvqPHDc8pGur1hGWgKoIjwiBXsuiZmwUZkybg3oNamP4iKfx/IQpmDJlAsLCq+PU5WyQMkCvICPXIcOko2HWa8DREoocMm5luhFuZiDJUMttLAYNtKwPa1ctwpCxLyE6woKMAhdoitQB+pDlkVC1UgDemP4URj03CY0btQH0HlSLsMBU1rkhxUtD8dgxpHdvbN+6FZFRkRAlIvpkkOsRIXMcJMJhkS+UDEh6DX7YtRMjv7iEl6ZMQUR2GrQGPSJDAhBgZHDkx5NoW7M66lUNg8GiB8h+hqQ5IMVCIvWGHAOr04096TI6Rmnh8/lwJV8Ea8uCkJ+KAh+NulFhSkR4IO5kZlP7jxzxLZg1a3lCQsLssi3E/O1l/tBS/YudXA4k4UCf7hOnfvHc/MVcRkqOIssyRRTRWXlulb8gmubsXBcsegbdu8Rg59dblU5NG1EtYyvnn+hc9Y6m++AwLyUaNaLgi2zcTh/bf6ClkNfST2n18/cAif4Ooz9PvApWHwFRw4E5g4cNG/7k4MGGnt27g+U45GRZ5eJirwwdqLfnz8DAwU8yXXv0gKPYAaOOxZatW7D501Vo2PM5tOzQBwEaDi5bCTLyvPAyPCoHszBoWdUTzi0RYNSyqvTd6vSicnQYCnNT8cpLz+CtDccBR5HaskUBB7dHgI1WUDfShNcmD8YTo6egSeM2YIwehERYEMnSKHR6QRl0ePXll9GzXTs83LMnfIIHPMfC6hFQzPDqBrskM6hlaBT5ZHhpCguGDcWx4W9iXiUTqnAMqkQH4uqlC9h/aB9iY6LQvWs86tSMhOz1QUtT0BC1e5ksgnQ3tbo8uFHiQKuoCFCKGz6Fw4XL13H17I+K4hVlbVg488WOL/Dlxk/Xkm62JCNYZu37AlZ+DusBgtg9WbrQCS/Nv/j0pLmVLt5IV7wQKRPPw1HkVTeVMOgUlBR70bC6Du3bVcb1u8nKhc8/o6Y/Pzr/dEzV05USp9ekjWyYotH5KreIDzTHRCtCUCTbPCZ286X8nMFlmwOo/d0e4OM+6EurL9BooOHRSpHbln/+WVy3jh1V97bIbkNGegHuJtuUtu0aU/v2bMGLc6YiOzUTtvQikKbEvNkAzqJDSUEBNqxdhamzEvD+1u/QqFEHyIKErIxCeCXCGZUWqBNxr1ekUWQTwHNAVEQQUm9ewpo1r2P2m19AsBch3MTAI1Iodgvw0AriqkVgxbxxaNOlP7p36QHBng9ddDBkmxu8SY+C/DSseOVVrF69GgYDKUaW4JFp5EoUnFnp2LhuA156ZT4yS+wo5oxIOrYHz6w7jVkvz0TtjCRQOh0yT+7ByeN7MXbGIoTUrQUjJyGYJV0kKOhIB2eKUZXtoiiA5/W4eO4sGjdrjjvpGYiNjipbQv9gkfacPY3V8+Yt+vrbPbPVCS6tDijtKniffn4O6z4Z9jcMyzz6zPPJo6ctqlJgtct5HE1rnW5QdhEnk5zQ6rWIMdFoVUeP4EAeReBw6sRhPNe7new7tPdcztr13upvL27NuNyQbiWJ+uatGW+lKmyL+PYnBp44/XAiYLsfXMJveL4Hemg5V7gUqLWuZu2jb32xLSTGbHKlnDiRefj69duU27Hjwpubu7ycdHrgjcu35J2bltAPd38Yox4fCoVXwJo1apM60iZYoyGVx0Bqym28t2IJjiR70Kff44hv1xYsrUFuvg1ejwBR9MCg4+H2kJpkH4J/6hN18/pFrFoxFYvXn0De3XTEhGrh88qQORolbh/CoyLwzSerERNhQd8BQ1CSk6dqrUjYWSUuGm+9MQ/RQcGYNGUyBNGjlsZct3tQ2WLEW3NfQo8+j6Jpy+a4UmCDm2bx6asJyOn2HPpXMsHisuLcgZ3Iy8vGC1OmIaxKOL7auR0xQSHo2LG9qlwn/ASRvBISX5ZL6yFJH67LFy9i/eataFqnNh7p1QslXjeuX73uTrpy5disGTOWAPhW1V2oOHX/gMrPYT3Q16js4uUFz2ytI5tOfd+es4TIxzKddIjVDp0kqL2MCu0adK1BNqEg2h4AFhPsLhvsdy6jW+sW0N+6nuHbt9/G1KtVTQmJYLmmLWlWZ6A37vjCPrLf4+0BXPof5rHIW6RuPdME+MLYrn23/h3avzNt0aKTAPaUzUL7HTuPzWT06P3Ga9PlrZu202ERYfDmFoMPM8Cr0KpMwMwTxboXtqtp0BoDobMYcfbiWfxw8DvM/nQ1Zk5diVYN24FmdWC1RtjdLrCyHZIgw2QyQxZK8HTnOHzwYyYExQSztxChFj2sPhmFggi9Rge9Yke3lrFIzsiD00bmW4JWp4WseDHm2VFY9/67qFq5skp9Xix0I9BoQNbZ49i25wckvpKINKsTHlqLrOSL6L1gM9YsSoCUmg1GYRAYFoIaoVqYFQe0QTysOdmwRFQCo9cjJ68ATocDHo0RzcIDEEAcRUkhDpcKZU6nA3t275bmv76QuXruwjcK8DwAsm3YvTjyp3jwfg/rQQLXPzo0vLXqx+PTzbEt5KtJRXS41wnaQ1rK8LiTJ6BNJRqhJgaMnogLeXAGBRsSZyPhpZdRpWpVWK9cKOB5TqerWY+4AKIIhX1p0cLsN2e/TOoGycK6b5zCgzTfr7028bIOBgc3a1BYWLASSCk7r1qLju0Wzpy38onqlQPwcM1WyokLJ6nYelVx6PARtGjVHHqDFj7BBy/RMzm9yPvxFry3C2EM0oE1GRBULRqUnkGGPR/ffb4dcxa9iHb9J6Flh56IiKqMwEqxENwuSIIDIaHhuHD2BF5b1AWL3k1BdEAUgph8FNo9yPfKMGtoVI4Jw5tzJ2PQEwMQ37EbXDbS+sWMU2dPolePTmUdE4AUmxP5MoVGFi2q1KyJA9/sRkjNONzMLIA5OAAfzJuDvBZP4Im46sjNKyHFgGo9YVAQh6AwHjqTERqTFjdOn8XBH/bjw+8PQ3MnA6cObked6lVgc7vBMmQDXxkamoGG9GIDI7279gNmwugxr//UZmvOFmULc3X+VSUxMbG0jcOf9PMD1p9k6H9xGRVIqgPDh27asaFRjz7yrbsFtJY0dSvxIK9EhEHDoHYIDZOOAaflkO8WUblqKBZPeQYvTpqAeg2bQEe+wqSiOStLvnMnmV636VNh3erVk8p6EVV4avnBmqxCrv74SytWvj9u8JBAxRuknDlzXB7Qvx2juBQcO7IfKx7q6u77ySZNr8ceoy1ajVJSUEIlnUkHT3qqa7XgSHhIk8SaD6zZhIBgM0pcDFKdQF7KGQx+6iHEP/IUKLcTLbsNRvO2neBwUdCHmJF24zp2fPAKHho6CW1btYBMyUjLzQPtdSG6SgyKClMxrmtT3Cy0oyjHjrDIcGz98nM8O2ooFFlGuktAmsuN5qEWXDx/Drv27cfY6dNxLaMYEqk5dFgx5NU1GDPkeTQ1yHD5FDAGsnGECEswB0SG41TyHby+Zi2edaYorbl05Soq0y++tQIRwQG4bnOD43lAFCAqUNvNxHCKunFqic3KBloCyjuJlmPHnwZWZOb9gFUh6/93D1Lu+UyeuPLTpU0eHyK7Cgtpqsij7qxCCllNig9BgXo4RBEmDQe90QBJ9oDzFeH4/gOQvE4MfPxx5ctNHysZVjv97tuLSd3q4wB2/q97Vr+YlXIZycR127YuH/nY40i5nCOm2Bgm4+5l6qvPluGrr7/G1x9vg+747pIIrd61IzgsYvq8ubSUnKmknE+n6GAztEadqiinnF4QbQPhmUltn0j4Jt6CsEAtRj4zDH2nLIRgs+P0j3vw1epXUDOqA3SVq6Nt1y6QbHexevlcdH1kMEZPmA5dpepQZAYemxXBIRasefNFPP7QI3i4Wxd4PRI+27oJy96YhOs5Ply0edTe6nUCTFj77rso0eowYPgzOH4jE9ViK+HMnm1YfKIAc58aBV1OJrRGEnaKMBoBsVY0Nn63H/ue6Io3Fy7EuLGjcWz1XOXw9SxMeeNdKiwyBlkOJyheq/J2JGPIyzKCtSzJEUmXbiazU2rX+uAQMObP2un5l2+WH7B+N9ZUyIk/b3Dw6vbdCyq1fUiWC/JovU1Qi501kOHzCKANOtCUApOWQ25GGmIjKqFy5RDIsgQj5cPmL79WOrZtisvpGdQzvXuTdqMfohk4nFUTYf7fP8SzA19ZunTL3MmT4UkvkE/dKKD5sAgknzuK61d+xKsLXkVx6i3Zvm1jbuWYKs5dh/ZbzrVqGzo2vg+o5BKUBOrAmXSQfSK8Nhc4sw4yzUDyCao61xBghk9xYcI7K/DoiBcheCjIXgEOQmdzbsgeKzx5mTh8Ohu1K4fDRBXjnTmjMXLSPGgt4ajRojca16qElHPHsfmDmViy+jvwLI9PP1mLjetm4eCNYuQ6vTByLDQQMXPGLIyZPhORlSrB5XJD5ngseu01+Co/gkGt6oBy20GashfaPIhqGon3jx9C5JJZWLHzAA4c3I/02zfw0ooVqCXkK9PHT1CaPzmJqlwlhrpld6vbe+kUGZWNOsUrCNSipUsxf8bMVR+OGjV31Nq1xaU9T//8nx+w/nyb/+OKZRxWPeCNgSfOz6hRs77sycinpWIvfGRDAJcHwSYtJAoIthjhFtzYsW4JJryYAMHtU8WLipZD7ehAKc9qZarGxGyF3T4I8fEsDh68b5tZPkiT/Y5rqyFxOyDyVq16F6+cPh4SonBSZnIe82OeF5VCQvDFmvlo2703OnfsBENRpk/48qMsuXr1EIvbeenNZ8Yb+/5wtGEoF6wUaGiK0WhBMzR8ggCOZiC4vWT7ZrCk8QpDgzPq8OG33yCsdU94rDZVfU62/KK1pGiYAVNgxY1UAYaYSLiI4NPngL0wF0kXTyIj9SweHz4dIcE1sH7lW6gW5cP0+a/g4LaPMWvS07jqEOH2elA1wIDM5FuYMT8R769bjzybG8FmIwoz7qDFyNl4ecGHqMF4wPM0iqxeiCEW2JV0JE0egQ/2HlZLdrZ/tQ0XXhsoGur3YWZ8fJD6eEIH2dByEN1z8DAUer3gaRoBHKVwDI+jJ09SHVq3XvATfTGvzP4PjGbwA9bveAMq6pTyXZjjouvvHLlnd++I4FAZ2UW0NccBk4ZR238Qbsqg18BgMiIr4ybOnj+BGTOmgPF6yY4UYFgKUQY9Vq5erUx87rk6RLznrxn8/2aI1JmQMHnh9ydOzO7eurVQeCuLO5ZSgmIf0KByJTRrFIR9u8+halwszL5ikd7xWaHWbBSZ9JQTu/Z+oy98qM/DQ56aSqXnOylWx0IfYIbg88GtdmxgyjZiYEC2qdeaA7H9q49AN3kYtNYIwUP2AWQgEnGn0wau0IEbVg0orQEexgxWx4HnNXB7WPic2ZBp4HYeixa1I7Bk6Ti8PvwRVK4ah8e7N8axjHxoTEbEmrTIuHgBc5e9i6XvrkBasQM1KoXg7pULmLbiO0x/YRoc1gKSfYFIM4iINePNFyZg04IZiIqNVcO9G0lJ+GT8E0Lj5q3pvSmZzNgezZAhmtBr7Azo1O1xRIDWkI8eQ1XiTiJHbE2s+qAzzn7Aqij0+QPjtOn/9K3H3l5dI5wVZKbARruKfRBIwS1ktcQiUKdRa9ayC9JRxcKhU8vGoEQvFIoCx/BSWkE+029Q7yUXDpx6wb8V/T0O7E++TyIgPwqEZQ4cvP/I55/Uo72SdOZKGnMpzQmDRoMqYSZ0aBWNk8duIyjYAErDIOTE3kKeFnjf3fQ7ttQbN+dt39ThielvRrRo3V/M9omsOcioZmwlQYJCAEuR4XJ5oGiMsOXn4cbNJJy4eh2d+o+Ei5MglTjgdXkgCzLCjLwKIt9cdCE8Mhp6swkOmwfFdiDMAjhsVthcWtSoG6T23Pp++VQ0CnBh3acfYcln29BrwKMI4mkknz6FD7/ahZcT5sHq9CAk0IgN7y1DltwEHTu0Ql5JMSQG0Bt0iDTJ2LloCmbNfhlVqsdB8jnVWsOH+jwqj6mulVt37sjk5GYhqRh4YuZCSkv2XBS8ROulsAxHfbRubeEro0ZvnDhixCtTN2woqYDWRL+bsPcD1h8Amj94qupWLwfM2ye9fK3/nFeizM5i2ZXtpGF3w8TTcDp80Jk1oBQKFguHwPAAtI4ygZNJqw+ZbDwg04yG/nzvd3lDejzcimgaH/QX8A/apKJPL68d7Lpt3w8/PNalq5iSnM2mFbqRnuuF2aCHaM3GssXz8faSNYiIDADZFjX45hknJ7p00sVrV4tuXEg6npUbtVvMb7VsxRfw0mF0sa0EJrMenEELSZTg8nihNxuQnHIDfd9chy5VIlAHGrR++AlYZS98igSHzQWK16NahB6FxQ4kC5VhE4EbVy7Bm38LOppFTJPe4LQ6cIoTUER4oENAOIsDmxNwfP0SjE5cgqfHT0a1EArXjx/Fzr1HkDBvNqwkLJUFjOrfB8MTN4LlzUgutKkarhBeRmSIFiXWPGxa9DLmTR2PFu1I5xcKZ86dwXPNWojvLZsBhvLRBwt01KSEV8g2GaBpdXMJRVYk6sCRo3K3TvFkE5Op90zQvWHhLwHoZ1xJKEvsJQJU/E//O1jKfRHPDWRDFCUxUa0G+rUT7wesX2upCj6uPGxbANS6/N7Hx3oNHRosZBYoealWKoIG9BYdCgttMGhJEzcaGosWsoZB18oGWHQcfKIADW8QJYAd+MzQXV+t/7RPWWmEutAq+Hb/nsP9Y6/HV5PT01+qFh0tnTyfyrhcMm5lORFqNiPn5nEcPbIPCS+9BlYrwxhkRlhuss+Rc5dnC4rSS3bvOe8K1gufLVnXtPbOHbGP9e6jOIoclI+4RJyGtNWDV1Zgtphx8/olrPliO16bk4iki2kocNhhIfwVx6Kg2InISjqk54k4aa8EyZWPc5/MQ93m0fhh9z4Yaz+GAU9PQ+rV8yi6cxDZN68grlcCqteqhIBgER/OfQHX963DDzcz0SUuEl99txtHL9zA2KlTUGxzwiN6MX7QZMxdsgIFNh9KZAkRRgqeAhdMJg6VYkJxM8+NnR8tQ9dwCb37PYp6jZvhh3378PHYbnLD+P5o99zLdOtmzdS5Przve0THVJGqxNVkWJomewuS1toRNYHuE2p02DPp9pH8BIA9FB+PAwcOqABEde7MxHfqRA6UExMT/115Trm4nmzs+/P2r79mkfkB69dY6T4c0wzgzgJCS+CFgedT3g6OjJadadk0U+hF1QAeHq0GOTkl0FEKggN0kENCcfLQ9xjToQ6q1qgFn+BSeE6PvadOUj1atR4D4IN4gD0IdZ8A/+8fFqB6jhmzd93ixV21EiXfuJ1HuzzAtYwSNK5dHcf2fArR6cPAgUNBcz5Ay4C+c06MNutYMT0rTz547PqN4oysyFrVo9ccO9s6cuRobvBDfWAxmCB4SXM+LdljSxE8Hqooz4bvdm6B1aNDmy59IEhe2Fw+GIw6BOgknEkBjttC4M67iU8mN8bXV69Bq6+EUbGBiF91BRbahfwbR+CUdKhSpzlKvJGw2tyIrhqkioVXPtcJ4yaMxcJ5E5F0/CjaL1qJo59vBONTkJR0HRtXb8PA0S8iv8SOuCgOtCSgsEAAabWt42V4WAMowoWmXED6iW/QupIFQ0aPQ1FBHmweEQ1r11JrFLds2IDnd+7HwZVvKvWioqiD+/fnx7H0motO91NWSaz6ZJ++5fsN/rt1RrCF8Ic6AnR1zFEB122ZAQBqjHyyT8/Q4OCIjSs2fDYXWP084Pi1YaYfsB7Mq/1zT6Y2PR/ZMW7DV30cqcWC7HZxQV4RrIaGxqxHTlYxTDoOlkADCsDgzBdr8eqU0TCHhECRRJlmePrpUSMzP163IbasVc2DeZq/9lW56YkJV1+dlxCXnlKg5OaXUA4nBQ8TiGCTG4vmjkSPjk+pdXImC4f07DRcO7BNerpPX9gy0iX+yKnLzuLioutF2c4qOl74YO3WqqFvL24xcdIkRZB8uJ6eTfFaHcIDzNj3/Zf48fhZuPkoDBowTN1thnhgpANpcrqC4/lmFKUcxbZ5fbDtYhJCY6rhyq1sWO9exZ3rV1FYrKB+kw5IT0tBnRaP4OKlPNwoYSG6FNSsG4KWdb2Y0aEjXlkzF306NcWokSPx+d59KBE53Dp7HK98eAhDhzyHcL0TUUGsuvt0UYmA9CIBJjOHTFGGKNKoExYAg55C6u1r0EDBsO4tYWABW1E+Nm74BM6atVG3XhPQ1jw83LiBQkqi753i99a8V7xo3PiPpw4b+XWG19lWX71ap/y8POqrtetyevTsSXEGXZCH5XV9HnuMi4qK1B068WP43GnTAp5/vLu+U+0YmIxmkJ5vmXYv5sxcvOQO8MKv1Qz6AevBvGzl3ErbUSs3H2vW8RGZy8+lgo1aCg4PoNOAYhS4XT7QkoygmHAcuX4NYTnXMGHsM/D4XNDyevli8m26ac+uK+RbaZP8ZPu/nEjNkuXv3JoycWrM2auZisfpRKXo6tiz7xg19ekx8AVJ+CDxFXVjBdrAwOuyIfv0d2L7anFSider4b2eQpw+nya4XYoYEGg1V6tWKcViqh1hNiqmwAB8/9nn2Sf2nxCiWjUKQMfR5kM+M9WpaRiE1Dy4fQzigihcSqZxvoiF9+xypGx4HYM+P48a9WuhyJkHWh8APS2h4Po5BAYEQW/RIy09C3aqOorTPHBrLPBQFGKDFGgNRvhoCue3L0PxqfUICqmG97ZsQx6lQ9rFy1jz8W7U6zsKNYJ8iAnQwszTEAUZKXluZLtlpNpltKtiQucYHgzLQmc0wOX0IFiv4MLJQ7hd5EZ4s5ZwO1xqQfWJ7Vvxyrx5eOrpYUpAQKCUlnKLOXH4KOnxTh05fRwH9x4Sh4x5lu3f87xWvBoAACAASURBVBG1A2pAYOA/nYT9338L/tRn4PThPofLKWsZiva63FJ4bIxu2ZFrmWc2fNHuPHD312S3/YD1IACrjFtpFBb1zuDtp6dG0pxkpD0M2fXE5RLBGbVwO9zw2Utb88qBAbidn4uhNbWoVj0OouAGyxnkDV/voEf270e22r36a79QD+JxH/A1uVffeePq5Kkz4m5cypRiYgKZ42dOY0CPeO/ar/dqKIXF2V17MG3qTEiUE3qTAYc3fSj3b1ZbZAKDGGg1jK+oyM3YXaK2eqzJ57CB0+khZWYW512+rug93vOuo9+mjbrGPX74yQ9NjwSZobM4Yfx/7H0HfFVltv069faS3HSSkIQWei8qHQFpSlcBEUUQYRSxIqjAKHalSBNFEUGlCwIqKkV67x1CSe+5ubn1tL/fd+7FjL83T5ynzrz/790ZZ2JybjvnO+tbe+2194YKXgZO5auIczrBlx/FyU190LnnZBibPAprkhkWu4JkAw8BKtwKDyfHgrdxcJhZXMsPYtF2L1onsijnWCR5NWiSCtlmAGtxgindh0+e74rXF6xFxx79UXUtGwvnvI17np4GUZbhsBqRVyXBZWBh4jSkRRuxfEcRUmtYMLhlHKCRIQFkEo9eH15RWo4SawzKSwvw1ftz0HPQEJQEgsgpKEOJuxKFxUVIqZEMp9MKnz+ksgwDo8ixPneFOvujj1T11CEsXLocPe/sBrPFSirOiDeCTjH8ePF8JrXkGJOanqmNmjGP6daygdalQZridDn4DSez/H9fuIoU6R+7lYTR/wHWv+9usgydNje/w4DRNpe7EHaHCVxIpj2zWasBnsIKuIs8MBgYVFpsSMhMwOAaFihyEBxvUEo9Hq7dE0/sHL50KWkhE159/ye2/xeXkx0wfvy22a+91slpc2DzD9vcw3p2e27kuJen3j36qVSrJml3tYllvtt6CRkZiUhyATv37NCKv10fHPnYo3zQ6+cUlmWIVqWIgqa4qxjSxb18z4H8JWfdcW2rLv/Qlg9c/bgU9xTE1Eu8Uv8+nkE0o2lBQPbCKAh0wMP8yePQo0kAR7Z8hXaz9qNlu0aoZS6HQzCgUlIgMwzUqhAMFhaOKDMOHZVxOFtBRoIEyc8gVK7hnmY8jAYWQZZFj9axWLJwPh4f/zJOVhbCpWqYOHwYJr39ClJTM5FfVA6V1WDjWaSYBdiijAgEybAKBiKxLchk2Ks+P5q0sOLoJGcGFe4yqAqD6GjXzVPp1gB3KATBQIaWAT4yyp4B4hlotCm0JGH9l19g676DGP/yq0iPMiNeZCCTmYiciIKCfMyfMQkDm9TUsisk7Z4pS5kVj98p1ctMFz87ejXv4JI1nfYBl/+3MyyGpESJj+bfhyl//DtHhPHWwPh7vzk1PzM5RfOUlzFGnofdwMHPcXBYRVw5m0O6YCI5PQFVTidOb12CNydNgNlkAFGHrxQVibXj458F8M7/jZ7/J9fplyzhO+euX386aDKiWVz84wCO7DhxaK+JScG5HA1q+WU8PLwD9u29ioyaieD5APYd3o6rm7/Whg8erNpjY7hQICAp57OK+cb1Eo2MphzcuNP/Y4HH3K/i3EYrZ5KtDtFo5lR2Znag0ypkWm9v20XzBo1MfGJ97D+2AY+lXQOX3gzXHTWw74O1aDZ6Eto2iYYm++Eur4STOOEDEjgHj+NZPHYdD6BerAqLlXQR5dG2BofOmQ4YNBl+RYFfASQjh9deeg5SSiYmT5yArP1n0eX2hrh0LRcxSUnILSyn8wyTeRaCxQCDmWjggKySVv8sGNLPlswuDI8EI2DEcfpUHkUOgdobGJaODqO5PNIzXpP13918sLTxX6QsuTAQgjsooS7JakOhPbV4zgjNW4zjX8zSAiX5OFusadG8JjdpXFec/uPR/GNL13U8878csP6/HJwQ2UHIoM6tk2ceffDR5+pXXs9WVJ7longejBKCYjWBU1VcO3ENQV5ERtN0zF84B4/3bI677h6AkBKk3qs3Pvu06qWRo7oBOHgrVPqPh97/Fa8YWUd3TZ0955uLVy7lr35/XlJmkwYrth04NOzyea9y7koxl+py4erVixj/cEd8vnovGjRqDpfRi+zsq0iWytWUWDvrLSz0wS/7hNTEGP7i+Zzvtp+15Uc5ze3O71ltjY1zVPr9oXiDSVq9b0Pbz/pvqJmkeLTGt3Vldu/ajubqerz9xjy8/8Fi3GhyBzrUr4uTe3LhCVXAHCpATK3boPmDSE+3oKAc2H1KhoOREW+XkVUKDG5lxx0ZPPKz8+Cyu2AyG1EVlFElirDbBYy9bzjaDL4PT943AMcOHcdtbZrj1JlzqFc/ExUVxCArwkzquAB4PJUwmw10pqL+0OicOR24wv9Px4oRUCINumk7MZ2JhbsUkUIkjYnMmCCNRhU65ZrQL/1lyaRqvckt5XCaRn1dss+DKzs2qbm7V2nOhDoKFx8vNr/v2bXhYv1bMpP+lSEhM2TIELbB6tXajH/0Cf3aM0QLglcNGWLauHp13VrAqf9vWNaQIVx47t3kFecKXo+WRLmkqISPdVggkC5WUGCPskKTZZRX+iGZrTDwQUwe1gdfb/0BSfFxCEJTyhSVG9y40ea95873/Yuq5n9rnfxH+r4iqXJt1SqxxtChG6MB42mg86iRIw988umnbX48mKucOV/KRZsVxCRloLikACPvycRrszai4+23o2EtI37auFbtGGdWzAajIkdHibzJzApHj57b9vFq/9U2t7W4m/fuki5fyLrhC1nqZtQSPlk7v+GUBk/VfmbiDC3vykXG+9MjmLpgOywWB77dshrKhYvoNOoRzJw7H2cWLEbS+EVwprREejIP3iTiQl4IKQ4GlUUK6tWwQ/1Z8+/T2ol4E4OLZy8go3YdGA2kclFDIKjAJ4pQGT9G3D0cM994CT07tUd+QSFeffkl9Op3N9q1b0+PPX70MO68swfOnz+HevUyAS1Ih62SeYaUL5HZYJEhN8TKSQb4kpFh5EdGHzVGux/Tv+m/IwBGpvTo4EeASZ9BwDCRoKj6siCvRUJKBtfOHtGmP/sMcy3n0qXUk3zPz3Cd9Ci7pZ5tv7UQ/6ht9J9+mPCAT/I5bs7Nux/I/AL4/IHkGrnLcnLvJtLgkGqtcFbrYeKffZP80QWekdfLnLBg8ZG+fUeYSy/kaQlRBsYkiAh4g8SHSFvrkhIOmedQImtU23BGMWgY64CF7HQGE7Z89y2G3tXrfgBf/sHZQXbaz2sxvEGQc87SAaMRZ/I/Xw3k+pLnqv9pm0uE1a4bOdI1IDpaYWbPTnh6+vRtr0yekvj11ktqQaXGpiWakFtUgcSUenDnncCooXdg+7YzaNYoFbu+WKq2r5vGWExMVeBGUSmXWTvNYjAGL3+34dzSjT/VGdyhTXFiafFeX7HbVyhnJT+Cod1i6rcT2mbyOP/jx5gy+32EQjyBFzRJcmHWjOmwCzwGjxyFt999E/mNx8PprIEo0YeCUhYmExBl0RAqluAvzkKdps3Qo56KaDNHOzcogRCVs8m0aJvAoMQnQbVZIHlK8fxzL4JRJDw4chj8HjfuGz78H2Bg2SdL8cCDD1BwKg6EYOJ4WHkGSgSYwmGfDjoE5tQwjoW96P/gbdf/hfyHghq9Gwkc6c/TyRsJF39RdAi4kYN51qAePHWCbduk2UoAkbkDuvv9Nx5/BWBRWl4baBeITZrWtDhv4WZgDwBiIiuG3nMc1UyPhvufeurwPf3vbnRfx87dAfzwX32HPzsMulUj22+d4Mjfh6xaxa0eOpQ0XvhqVXbRPWI5q3gLy7ikaAsdM073NDLHTtILnhWeQQUr4tr1LGSkRaNN3QwwoQBYkwkfzJkjvfDkk3VJKc4f0a+dftchQ9gw+8Ovuz1omsYxDENUWJL+ITUbZEBwKfSJ0h6GofGB/hgyhBuyejVW/zbI3eqp+x8f96tr2frlhQu+e+GhMVGbNp5UC6o0NjE1GvklfjC8gFb1EjFqzGC8Mn48evXtBffxvZo5UAljjDMQ+mbrBb5fnwZGm1VUKsuVXZ+8X3hq1wlTUou2aqCotPTK2S2uU70XufoOGYUpnTtg4YmlSEyrD095GQwGA0yBAB576EG8OX8OGtavjVOH9qJ72yn42+ZvUVReBTOvoGECuRgGXD11Evvm9EXb8ctx94DuiJb9cDEqDCJPRXPCfsw8S9vaBCSFDsqQWQX7T13BrkPH4FQq0aJpCySmp8NsZGFhWUS5XCjzBZDlCyHBIiLZwIHjNDo7kQINmUlIQkESG2ocDfsYwrw08i7kIJ1VUWwiTCsMRvrvdP5Aysg0ytYiFvbwXyK/p6/NaBwnMk888Tff++/P70EmRN+K4K5D4h/8CL9xpG1qREPoMGTchPWTpr3k+mjxEv/1k8eVPt07iV+sWZ+La9d/tF2+PH0bkBv+KK9fyM2fHCwrQZPGjQd+16TH1p4nt5KRHeRGcZCb5OeY93T42FuikX/wV/zdL1cNjLtN+HTlDwN79IP/TJ5msYmMqpJhT4DBwIMVOfjcPoDnUKmosKbVwLKP3kermjEYMHIkaTejqgEf23PChM/PfvklmTv4P3lQsv+rwQHJ6wYMCA1cv74o/MINABCdrNdrs2e3tNitLiPLsQaOY67m5so/7N+Tu+erTUcBnABwqitwoNp1JC8RUWf/7YmTateg/cdr13x73139LMs+2a0FrFEMqQNUyQ0KCbWSYvHSS0/j1SdGon7Dhti2Yok2oG0T1ZCWzEllZX7t7OUiOTkxzlCzpgkcGwwWFQTO/PiDb8/ar6syEuLLbuvTOf7Vbxek1R8+B+37DEB2RRVYfwB5bgf27PgW6bZ89Bn5N1QVlaJBhgvzXn0JSwsbo3fP/pCrilHTKULkzXhh5nS8NbQrkmJZeOLT0DQpCS42RIeqihwLkdVgEXi6uYkEeAwcZUN+TUBAYUAG6/iDKnLKfbQbmM1sRInHC4bVaC/5VH2eBgUrAlCEVen/Zchs1nAoGAEeXc/Sf0neUQc1AmY62IUBrdpqJH+jrxnWsCjbYiO6F6uxDM9MfGJcxdz3P+hA7ud/F2BVJ40ktSD3BdqIj07Y8sbs91yiKEq5vqAgBqvQ3OVC0eH9nqx1q03tl35xDPn5bQAkjnvxxaMTBw9MYDgOl65dy/vqu60Vtvgka62MVFOUxWz1aKxn648/nls/bx7pzUNqnP6jQeumjgIwGW1u3zHnm+87KhfdslMJ8pqiwiSKYDgVnEFAMCjTqn9O4BE0GeAVBXz1+cd46tHhsERFI8pmlk8fO853a9F8BIAV/+pU51+zRyeQVgG8POyh0Xce+mTJsUvAQQA9n5k+o96oe4fGxcfEwC+HYLVYEGUjewa0kKowFRUVCPr98AeC+GTll/jsow8u517NJp6wNfOBr0jJRXgNE0wmJUN/dhj/3wF4ZPPstPabLd90v6OLaeFHBzVrUjRjNvAor5IRFZOAkCcHGz56Be+9twABxY0LK5bKd3dqqzGJsbzGsIy0desFlHqCama9GkKTphbRbjBmrf/ixKX1m3O79L2bnf3izKb578xLnPDIOJzLKaXlMcdPeeGIc2Lvl3/H3U+8iMQYGzg5iJbJ0dj59TL0+7wc4x8eD7ayCIJGACUKhw8fxt31GAzr2wGF5ZX05g+EJJgNAlW2ScmWiWPBCBxIa1rBxFEQ4QiWyBpC1AalwlMVRGlQhdHMw2kSYRIYiBxDmz/qwnr4QRmTzppuAtZNvSpy5cjKCTMuhnyim7wq/Bwd9PQHYWc6E4ywrQjosWTB/4z2Lzwz8fqX787NvKbbcm7p8cczrJYtU7ccORI6BBRMBOod73PP9llfLE80ciY5z+3ho8wmzSPLJKZgWtu5ANZ8dmLdtt1tB330xZOAdG7p99u+i66RrKRHu9i4+GimOKQgimWQtW8HEpJTUbtGCrx+P/6+fFnwrb9NbAHg7H80aP0itA+Ze+D0qmY16kgll7OFRJsZVRUeOhVYMHB0cm/QL0FRFbAmA8oVoDIkISS70bppHajBIFKj7fKHn3/BPzN82L0AVv0rgFUdrEbc0e6R5Xv2P5nevEX8Vyu/jDlz7CiGjRyDrdu2ovvt7eDxeGCz2eQzFy4ynyxZwt7dty9T5guic+f2sBhJ2lrTDHpcoKqqwpFk0NHjR/Hdt99gy/Zt1/f9uHPOOGDFIoAytlvdRW9p5f7+gyKA1X7eFyu+HdZrgGX5mpOayWRmIGhgTXY4zQJ+/GY1UqJFjBwxBkcunsWNVQuUh+/qJZMpICFF4bhAIMSdPX+j8vzZnJKCnEohMSE6xHNanMFW+s178+vtee2dBs9NeBr7zubCYlBRlu9DOROLYP4+HD11CA9MegmctwJOO4dmNZzYu3YZem0J4fGBw1GUdQ0xzmic278Z4wa0Qc+2jSBVlkIxGBGUFYgsIBD96uchqRzHgiODTwmUsQSwCD/QdwSdOpPfk+lbegtnQrN0MVylE6n18YE30Up/HinCYTXSokHPGLLhVyNTvFgyAoywqjDbqq5XUUGevJYOYVSbDy80KspH3osyufA7sQZm6uuvBV+bMrU3gG23KvH8oYCVDZjuI+Fak+aT9pw8thEwXNly7XKGKzZJLi2t4EVBoDsAp6nULJfmtCHDU+gzfbPu+tYruck9X3vL/fqGbcl33t0F2VeLYRAF1Wk2aYWlZUySt4RpmOBS2R3feM2JKYy7cUvbc1OmbFy8aPE9YeH+37l7/7e3TwNA7PzGqyfvGf1MPfe5Qi3FwjImlkNpmQdRDgssNgMCioZQMISgLwQ+2gw/wyC7oASNmqXBHwghxmJAHKMpox+fyO3/5KP+ecCG3wtY1QGjHfDqfmDqW++8izGPjIbTYVPOnTuH9IzaLA9N23/wsHq5tJyNbdqKNQgG2AzApnVfg68oRK0GmXT4RXKNGggGQ7CIHIw8rwkM8Y3TFckRZ/TeI4fx6LNPXy4+fX5BA2D+Wb2RHjftZxXjrxbnq3339DmL528fNujBmh8uO6razAxbt2F9nDy2Hwe2f4bMBi2Qdb0c4yc8CYfNiDWfL8Ttglfu2qad4jUKvOCwkhn0WvHm9d9dm/HeDaF/j6SM9IzAxT0r4uZ1fOqOFyZN5YoLy6BxEnKLAyjxWhBtUzGmazI+OVGGWDuPKJNKfVcuA4eP3pyBQK0BuBpIwZXsSjSqHYuSy9+jpd2HJx64n05cpj4o0tWUYSDJMliepV4oMrdQD8s0CGYeLBf2VKm6HE60JQJmGmSwxIqgqVQQJ8+j4EbDOt3OQC0M5PWo10qPCamySn8RDhdJmBc5NszOyGAMHQwjbEtXg27qWhEEjRC5sPDOsQb54tVLfL2MumRq9CO3upb/EMAaMmQIt3r1amVEp66PeZo3XxA1+92RS4FBHx88fE/9xi1lNwUrjn5Zk8CS6w1G1eAOyJozIYppkX/FY9y9vfCsyZb4txUbjJNmzeZcdjtK3T7YTQKtd2psA+Lzb1TJu35yqzajzXLXQPubX29yTx79CGFZWZHP8Ps33j/1GTQs/tn+8vSiPWfeqZtQU60sLGXjzSKYIGkHKUEwm2A0cSDhocfjh9/rgys5BqrDjs8/+xiD77sbjMUFUZOQauDk+yeM4098urxrAbD9Vi/yr9lNHWB21yefnDhp3Ditbt26GnMzX81g3w9bsfngYZgatcJtHW5H0KfAajVD8lViw9oNyGx7B64fO4hOLZvh9haNUeYLQSKGDHLTMIBD5KkEaxYEzQQolVUe/od9+zCoX8/dpiCe9uvh5r+FbU3TNHYGw6hvzZiyY/TE6Z2WrjiopKUncEae0/r0SFcXLN/GJSSlYWDXDLzy7hr06dYLSrAYF45sR7fiawWOWhmiFJ/g5Exkfo4iB0orctVTJ68azxwp6L7zev/Jm380ORhOC/jcDMOLOJkdRL16Kdiw4EXYGnRBx64dYGADcFgF1HRZEbhxCfW73o9dR/Zi885inM8FasRwtGFj7VgFg1s6YGQASdbAixwURSFtsvSBp4TOMiw4cj/JKniiYRFcI+Ee1ZUIahEgIZ4o+SYDolJUhDlFREwCXDQzSK5cJAFPaBLxVkXCwOrIo6tTukT1S2AYyQrqmcKwCF/tZ8rAKBgSp7yohhSZvXPYkOzoVRvu2ABk30qk9IcAVjirJNdp1Wbzrp929N64dInGpWQwzXr3VnKzy7loM0+RPBT+7hyjUeEpFJLBGgxaVVkeE7tvp7d1tx7lp4sKE15esYofP3Uagl6JAhw59RsWz2FeadvQYzp3qdAfUkT7nV1dG8vK+fHde9+ZD+yuBjv/EZpWZEefALhyH5tyePwzM9K8eXlqvENkBUWDTCcEy7A5rTAYWPirgnRBigIDyWBECRRs/2oFxo17BB6GR2GVhPpJTvXoj9+zA7r3WKYAD95qhrA63U4E3uk+5tGn5777juawWaEqMsNyPCqKC7Dqq0246kpCv84dYDNbUer2Eq8yFEUD6ZobG23D1XIJPoRwdtd2ZAgM7uzTGwF/EN6gCpPVBFaTYCTaCkPGnwN2XiBdf9Xcgnx+/sdLpNenvvSStn37u0yXLgTI/1KDcOfOnfkdO3bI7Tu0fHfx2q1PlZ2uUPNlkbl4/Cdm6nPDsWTVUSQlpqHK48EXKxfDqHnxzuuzcOHcUawe39L73KhXgmarKBqdsZoSH2901ExmmV07T7w45gln1dL9GY1Sa2vFOfmMxgqQNKB2Zgou7/8cp85VoP/oiVC82UhNd8FiZFEn2oppzzyJdu26I6lNN1y8XozjV3Qvk13TcG+fGKQlGmClZTAK9UFR5qIxkHxkOrMGjmpO4ZJA4oUi5T2yCoZnwNNNkPwqkqXTvVZ6PprW4/wSP9KCnV8YmM6sIp4r8nPkUukCvf4SYVMp9WiRn8mlJIBH3pTcsb+EjtXeKHysbn3gWIOyffcOrmuHLk8CmPPXAVZYpxl0T/8fZs57v9ubzzyptJ/4Mmuu14CpKixHDZL5YBhaTkCEDqeRo9/ZG5DosEpDyIs1yz7CmDZt89M7dbE/NH6ipcuoh7U2bZoyN7LLkZQUhWULF6JXk4Zql2irJ3j0kJ8rLPaU9uhVq83fnjh6Y/fe9QD2Qgcucnb//aD1i3b11sZDWc/yYpQEX6WQaBJAktE8Hf2mQCC+K4ahoSDdzUiFPcchv9KNmolO1El0odTrh8cfQoLdjJzzZ9GsaTPMSqzZYFL+9XO/pQtFsmNha8KnfYeNHP7p/LlatNOBUCjAiKIRxw7sx5ebN6PRsIeRnJwOxV1JdQ9O4CBXSeBZlmYyZV+ItiNhSXNBTcHlMi8yoqyItZDwRoAc9IO0WiHHm3gWFaEQVEVDjFGAVRQUEeDWbdqEIf367Z4NDH8SuPEXlxVFkkIN1mz86kSD9PbcyWsBZt3KafnfL1+ydsKM5WNbtuoo5pWUwBntwvoVb6Nfv0HIu3EeR7VUNK/TGM4Lu+T29mLFUVnsL7tW6M/SFNP9eUbnG0+9jaqcKwhBBCnLa9ggDZeO7sS6lavx1CuzwaIKLC8jLsGCjIQonNixAx8vWo4lSxZg78UiqBwDOwRcyleRVRrC8E4O1Ktpg09SYGI1OuSCAAPHcQjJMkh1DclrEsaikNBPU8ExLJ3gQwCHt/G0caCeAYxk9iLaFWE/JDwMh31UdwoL5FRUjySQI+BE/FjE3U7YEQkRyYakP/9m+KdLUzdVNPoXqm2FdSvyHJY8R6NrQtU0TRRM2sXLl9l6deoQeaP/rcQ6fwjDiuxc9drevurVl6YOsTqjlOzYulyA5VFWFUIspyKK6BwGFlaLAWay6KFC4Dn4QjKcJiOiKguwbtMWDB04CFNfnonO48ahorgQrvhU1EpLgBYK4sSefbj+3Wbc0yBNapeaVliaX4SRh48nP/XYOEDRsGLtqjOfvPk2YR5H/p2gVQ1EWkx9d/7hAfeOZTz5BdQ3YyTfOShDFBlYTCZUhUK01QcROsFq8MoSQoqKmhmJUCqLsXTRIowf2BdRrmh4y8vRq8fdyrApk7l1c+Z8tffKlQG/4XSnDEb7ORRiGGbLI89O7vn2i1NUp93GSFKIEQQRh44exfxvd2HQ2EdhJjukrwqaQKaEMghUBhFl5mESeISChP2xCAVksEEJcqwVhSqQU+oDa7VAvXQMdQUJzTp0QRWdJAN4JRkSYWccR7sGOI2iZgGjHDh+lL+/ectzLDD0im5RiYTOt7Jm/2fHhO+iu+7u+vnzL35+v5Fz4tkpA7d3+27L3UfHT798X++H4j1FJVpIMDBOm4D3nqqHu57ZhpSGXXD8Qj4kRoYLEmr4r2olksa89tI8jJk+FolpTcH5ymCyGFGnTk2cObIT27+YhUFPLYHdxMFpl8AYBdRIcUKTAmjuysC5C/thtCbiam4JHDYTkqONtJHest1ePNDRjtrJdgRkMp+SActqlFXpzis9A0d2ZoovCvl3BpqsQAkS4CJTwjlorArSVSHCiDQKGuT0EQCrBkrU4BkGqpuARQ7RbQg6+ERASjeEUnGeClrVzaJhUZ56rtTw24QNpjRC1H1cLEtqGulz5e+2/cDf1a37hyCzDm9a7f/5Jf5DAKtayDF69Zo1H/UZNEj99HIZa2eBvOIAeIOAaJGB6AvSONsSb4fTwMCoMXQkticoo6bDgoqr5/H4s88jlH0dPbt1R4e77kLdLt2w5Mv1SIqxaV3a38GsWv45esY51FZJMb7yY0dzx27dl7Bo2VKHK+jLLwqEEse/8/aNtXPnkZYrnls5Af+z1f9Pnv1L0e1P6/ef75CSlKpqbjdrUVWonIBKr48uJIvNTFsdC0aR7jw+lfTACiIqIwHZ54/g5fvu12Yt/oDp1LkDWasqKxj5hcuXoX+XO7Fw2Sf5r055sTOAi/+EZVEQ2DtpUvTts2aten3+B90mPDhCcRSubAAAIABJREFUsVnMrKRIjMAJ+OH4GZz1aGjYMBOy308nC/MCA9UrwxBSYTKyMJEEQFWIjhXjRAFySIHKswiSVBMJXzkWZX4F18s8aJrkROtkB4rcPgRJKEN9PiplXE4jDwvHIKBqSDaI8pkLZ/lGmQ2J+ZQ49r8HKIn7K+YoRsLQNq98sv7A+Hv746HxE/YnL13QfXeM+b2JX14YE+UNyrnFJTxrdUEJuvH12gWo03YA4pKbI6fShCMXC9CuqQudm1lxbyurNm3ddcYpGlBSWIyGDdOQc+EAtix6BQ9PX4aqEIt4mwJnrBWihUdqvBkvTnoCDw29Hw1b3IEb2cV0ujK1JPAc1aBulAD1UnhEuwyw8FQSCYdxYawJ61ekGwPVpEhIRsR1og9RMNHr/hRVDgvvej0fvSLU/KnDBbneRGj/5aHDAUNKbCiDIiHoL251KqRTnImU6lQzqpC4X1EoOyOfRc8M6joWsVDwtKhaz2SeOnESUYkJvuS4OPOqDWsL3u4/+I7DQNZvRQsR2eyPuGfpp7sbsOW3aXV1/aYtroucQ71wtZC1awJCRpG6Pc3FFWD8QXBGHs4aTsTEmGENZyd8sowEuwWcJoG5dhUxPBnTbgrIp08HpfoN7Su3b2OuV8h4YsxD2vZ9B5jmxTmhVJvgnrJoiX3c2+8JcVMf+9Hy1tKkeWdONHx8wOBIF4O/6ia4eQ4jIRgH9J84c9b6+0Y8RpiRZjLwjL/CC4Mg0JuYDC8QRQE8r8FgMpK2Syj1BMBG2bDz8E7semkiPt62HzEcWxHc/mOhZDZGs6FQQKnX0CjWqRP7wEOjylZ/+lmv/6r4ObKBrBo9OnrokiU/fb75u4b39u6hkAStpMiQfV58c/AEimNroVZ8NFhVBs+q8HhlaBUyLIqEpGQ7Hd7qqQwhxyvBIPC0EyovcDCRDJXAwO2X4ZMVcFYBMgSUhiTEBcuQkRgPj8qAwDBdvCREYUm7EQWyCqSaeMQYDUp+YQE34N4hoQM7d/cNg9ZfxbQiksHb265XPFN09QLu69y2yTQgePnlRafu7XiPWFlWrBWVeZmEOvWQfe0Ynh/dDQ2bd0V650lo0KQDAp5CNKsfjQndY/HYR8eRnpgA3mDC9fNH8PXyuXj13QUoKw/BXeVG0/oJUDgWderEYM2KJbC4Qxj52GO4dLmQGkEFjqcjwkgyjkgEFiMHSdMQE22EiSciOjFXUUEqDDaEyRCQU6j4TnQtXZIiDExnVLSsplrtXwR8CBD9omPp/apocXOYLVFGFs4g/qJjRVgZRcIw+EXoXTiTqL8pFfxVRaahK3mwFLzIhGwV589f1ObPn6fNnz+ffXzMmJfmPv/8ti2vTvP0Wbri1K2WmP0hDCt8t0YWwbBZb721oue4cbhcySm+vHLO7QuiSmbhNPGwkcVdXEl3anu9WLgcIiwMixBJd2oa7BYLGDUE7uwRJFw4VcHmFrpZZzQvdups3Hb1qis/yMLRtK3GXT7NdBdC8o/7djMpsYlKY7OhQOPM8s70mhld2rV//md8fOuv7nFe3ePUoVef7a8tXttZKqqQZUXi7Q4jvG4fGZ0EhrTcIK1zWQFWswCGZEIlGaymocxiwpXNX+ChQffAFO3ynZ3+zAVN0pLq3NYhyp93o8qRkla+x2Sr1b5bjzMa0JwkkX5lBKU3/eEPPhBaPfroT5v2HWjXp10bSZVDAgkhSD3a1zv34rQYg2a1aoIN+uiU3/LsUjBVEqTKCqQm1EBiSjQMJhZFV4pRGtCQ2DgBBlZFeakHJtFASzpg4JCT74NPYMFZeTjNHF6Z8irefeJhJNetg+NFlbAZBBg5XZINKQQYeZhEFk4WiDYYlNKKUm7I4MFV23/ccQ/x4/xFQvzN7f/BJ555O61542fmP/TglyXA/VZg/sxVZ8bHChY5v6SQt0bHoqKqBBtWLcLQBx/F8tfbouWgnUht2A5mrRiTBibjkVknUL92CqpKs7H5izcx6rm3IChA/rU8xCZGIz3Ziug4G4xaJd6ePAWvzHwDfs1AR3/xHAeRZegUJEYQqLHTzJP5FjxCDIsYh86+dS1KtyH8g9uKlNNQ1qMzG2IWpboSEeCpBypiOYiU3ZC/6uGdjj6ENRFtSmdeeqYv0sGB/KwAqs7Mbjq8aAlPZNYNeV/dIhFurkWPJTYK2rVBVXHmzGksmL8AosCrd/XrxzqNpmv5nTrdPgjID6OjLnbdwuOPBKxfOCAwps+wexc9/+Y7bKXPoRzaf4GrlZmE5Fgzysr9CGkaQh4/jAKH2MxYsCEZBp70pmDpzWw0m8BWlkG4ch413IUBQ1FJqXjk+HVm9NioH0orMrMT0piMaCuSd/2gfrRxLTN80BCtUWxUFRJSBHdSTdOCO1qNmnLy4qdjW7YUFh858leEGZFTHQk3RszasuuzpulNFE9eAUcGoWrE6Mcw8FUFAUmBK84OUljBizxCAgtvQIGfZWAWJa1zKJ9B3abKtXlvnbr00ya+zbDHUwQy2lLgRbvVLL325lvOqd/vehfAM7+6wSlYbZ82ythlxtLv9h052rFdi+ZyKOTnedFEMxFniirxfUkIaVYRvCZDYzhUXCqCXOFFowbp2L1tIwTBASUEpKfHUmd7VWUVsn0e1G/SGOmJsfC6KyCpDKKiTSiXZOQUBxAQAJPNCAR8OJ+VjQfaNabrOycg0/BRYDUYWIYyTDNHwhUFVkaFw2BSikqLuLv73VWWtu9Y+5XAub8atEzAkIdT0uvMz776Wn8gTX7wpeNjHnraUVyQo7m9EhOVlIjnx4/BWx++ApHjMbxLI0xZegPx8S5M7GXB2NmnUSctGRf2roJsMaJJ296QKwpgs1pgMfKIixbQpGE81qz8FEVZeXj6hRdw7XIBeEGgYMMSfxTRqUQedhMPC6uitFJCpcyiaT0nlAgIhd1Vemik60e0l9VNICPciWz8OuOi7CvCygigsGE7QsTVfrMMI+xwJ8+j9oabBs/wuo4EpXrfK72+MEy0SOaRWht07xbL6G1sSKb17Nmz2Ld/HwL+EAYM7I+0tJqqKBpYyMqRTQJ/Vz+gZNWqVdzQoUNvqfD5jwwJq0fZFCkfAbqvMeLzqZ/vj0mqk6lamBBr5wF/QIFqFFEWkCF5vIhNsEG0iBA0FXaTCJmEGAS7eBFBlkNUSTaEQ9u17B0789r41bPWSRMb7+Is8ZdOnEH+uqXyjTIPY4qLY88UFbGG1Jpal0ZNmGeee/ZLqo2sWsVh6NC/orND5Fxq04G4T3sNPLP4rQ9jxEBQC8oh0p4dDM9TmwACEqxmA2x2E0Ry/Y0cykh3BnLJ4uxIOrlTa1irJhPUVPfuv/W+cdvYt1ItHKOFOIY1Go1alRTiX1zwgTjvm20ZP5/mnGo6HQXLLb1qG3p/c/mbA0ePdWnTvJkSDHo5g8ECn7sc2eVu7JKc8PpCiLJwVFPyXSmFEAxR42FCQjIObN+ITxZOBiPfQNcRq+GwW3D+QhZMUfH4bNbT2PT1BjSpnwmvz0c/u2jg4QWDwjI/fCxgtJsQkDXEcgraxtngVSSccUu0u6WZ42nSge69YRHZwWowi0b5Uu51vm5y2kFt+/Y7iOXhVvSMW9iQf+uQm8NAyIERL18aMPvRRfsn1q1RQy0oL2SNUalYOmsSGvccgE7d+uPCt5/h5denYe66A1g4qSfaj/oINRNcUMqOocyQBJG3IM5hQozTCLOJg93CwmgnLZE1jB81CjMn/Q1NW3ZEfmEFDCQkJPoTWfMCBzsJuQWgxC3hxFUvureLg8lMBpvK4DkeSjjzRti4RhgVBQ5dXNeZWLiAkzrWdX2KMiBqzoowNEZP9hGuRb1X4Ro/Ajzh19etCeHTwxIgIoxNg98fomGe0SSGmRmpPaQWBcrsSopL8OO2bbh4+QoaN26Mho0aok4GWarkQYIBQT198QL3dr3M0cuAj6dNm8bPmDHjlic9/ZEMqzpokZtHngy0XJuQsW3+gdN2YhCp8vhZgdFgNYu09CTgC0ELBOFIcYCRVVgJDZZV2Iw8WEUGyf3zogCjpxT7v96AEzMnBYaPebqyVnqKsnLjFsfIsaNDrMfLZZ85UViSnyNzDZsnMq3bO04XFgVH9+37ys9C7szwh6rO/n5rEf+rf4+wq/fe/nLzpP4d7lSuZOVwhPKTXYszinCXe6AFQnC57HQHJHqnZjOjIhCAJghITY3C4gf6aY9OewPM2cM3ApeuGFr26hNPxkCXlJdzZobxny8tN7Z8cOxFbdWqZswvOxNlViMB1zLg2wPHTrRq06yJHAr6eNFgRmlRAT5eOB95dz6MWLsTsaICC1T4s8pgE3iIFgFSUIbZaMTB0wXwBCR4PD5YYmrBoHnACyLSa8ajpCQPL9zbAOOf/xQTxt8PTqui2gzPs6hSNVQFNVQxMmUKZX4Zd9WwINpoREVIQrafeOp4mGhZCQMmFKIhEDkHLrLzs6K0ZssmYUiffosBPPoXZnmrpcv0AGUskHr8rsdPjhn1pEMKejWnK5758pOXEN+0Bxo1boUkixnbvluCPVkBNK0bg+j4JsjMrIczOz5EVGZvGCx22nUjIdpAGRO5G70Kg7oN46FU3sCd9WqjwuNFXkGAAgEto+E48LxeI0gmL5NddvfpCrTKdCIpyYagIlF9ihh0yYOwdVI1QqVxIsITbhUW4/U+VURyqM5JItpVWOOqxr5U0oCPZMNosRWpRyRZvOrQoCIUDFL9UlPJp1VualQ088cIKC4qxu5du3ElJxftWrZAg2bN4bRaKKvXtBBkwrJ5QZXBshOfnpRd+N6cXmuBM7daklMdXP7VG/S3nke+NSnF+Gzumu9GNOnSXbmclcfVsBtpV0K/osFLwoViD8xJVphdNshBGSFFQYKJo200WFWFwDAQrVY4jIyWc/o0s/H9WTCXlvuvr13PvLPtO9lRXlx2cf+OYldUrOITRN7SrFW8MbOJ84g/YOnYov5sVKmRabV/GmjRk65pagHDmDs2aHvg/ZVbGroYVckt93BKUEa0zYjKYAgi0SlUwGA1gdSsKiyLkMUEVQ7CEWtDrJnH8peew+iO7eSTu3/ILip0W9refrsp3+9VDp6+aHr0nn6+01evRrWfNJlqdDdFCL2ViwGduu86vfTD1g3TasqBgJeCVcDrwYez3oW34xBY0+sgVF4OZyAIQ14FZAJWdhO4gASbzYCgpGLHGQn5btLvm4VdDNKBCOTESZIfsTVqguMkTP/7RAxtWw9TJ09HMOiF2+OBwWqGP6jQ+kc5ygiFWDgUBbdFibDbrCgIhFBBNiOep9efURWIBgF+TwBOkaV9wABOeePdN7gXnnmBzln8S+0O+mqma+T0kGli59UzvnpmyZlesSZGiY6L55YunIK6rbqjSes7kJOTg/jkDLwzcywqLv6IqXO3Q7am4/qRjZBUATWadAEbLEOMVURA5mEycxCMPIQoC9RAEV5/bCTGPzwafQcMQ6XHR7VLsrER+4KB18M9s0nA1Xwvyv0S2jZJgJGODNO5EGk7rNs26fTvcN1eOEZj9bBNIzWplFmRUhyOakk0dxhmYpHaPz3tp2cQaTaPF3Hl0kWsXLkGFZWVsDkcaNCgPmJd0Wh3WzuiQ9ETRdPWpFSIZih5XMvLgxwIIi0lGaQEj/YpVQLUf0nCXf29SXqHZRe9PHXP2lde77uDtCf6xcL6W3hy8wLd0oG/96BqlL7NiEeePzD8xb+jsMqNeJ6DILAISgo8koSAyiBYXAlTvBXRMVYEfBKdp0ZuaCsLWA0iPdnkEpnMZs2lKTiTdYXJyr6BjVMnKx8/OCzPxKr5B44d4KLtsUbJXcgHyq4KTd/83LrL44vr3ar10wDe+zN0kV+HLQ8AjSoefmzbzNdnxfryS1SfpLBenwyOZ6i3SvWGYBI4qMSISUyZJg4/fLsewx4ZCc5ohM3Aa7aDO0K+4weq9u76tkq0uXibACkn5xIadrg3pvmdPdj+06bjwJatbct1/xLh4aRBd1SbUWO2LH/ztXZ14mIkWQkKskp2aiM+fG0aTrTsjabN2yJQmIeoigC0/HLkqywS4m2wKAqqZA1WE48rOSEcvRGEr8pHWa7CiUhyiTCQ6xWUca3AA1eMC80apODLpe+iDq5hxptzNZLpzMp1MzKvO9zdZLd3ihBMRqxZ8gFGNc1Ex5534Zo3AGLxIokHsjOTm00mjQt5AVFmUtRrUAsrytg66a7Cv1eg+SQg//fuwL93nVY7noJVy7FjhSOLF0sjDXi2x4/5b3HlVZKJswlLP3oJ9Vp2RYPWnZB1/TpcCTWoz2n126PRbejzcKa3QRRKsO+b5Uhtfz+sRhZ+bwi80YQacXr5lcQABpMAtSofbGEO7rijE4pKSUCtUvYZhpqb+pTBwCErrwpVfhVRVg6JMWbExZhBZCJZY2llBM/pwjaRuUloKNCCaPlmh1BSAkesC+R3RFCnoV0kg0g1sLAeRkJDAm4chwp3JfJyclFcWk7Bpk6jRmDMJhh4AkS6cz7SQJkMTSG/sbIsnZpK2yUTNkjDSAKpES2dhp8KIHALP1x0ffzYx9oCKPy9of+fERL+w5rRpm3nmRldjn++40JDNS5RY9UAk2jkESD5bQYoVTQQFqKWuOGoEwuV7DS0cT0LQVNo+EhYFtmFiM9DMRgQY+BhMvK4eiULn774AiY2b1TiMhqKS3Ozgi5rjFbqrzCppXlCnZkLa73/3Y/y8yOG1yP1hr/35ND4IMyNIzmRal+uegp+EIASAO0a97jzjbUrNyuevEqurLQcfpmFV9NgFVlaNiGRENhqQ5G7DJVyBRq1aQGeJ+GwEXygEjF7t/kK9m2/dPzGBXtyai1jk/R0af/la+a0Bk0MCa44m6v//Z8DIL2wImBlavPYxJ1fvP731skOu8zKIZ4sIIE34NTBvbj/2/O498HhiPGWQcwqgVjuRZ4owB5lR4qRhzcQIEXm8Ic0bDvhhcUqwGxgUBVUIYU0mIwCnBYWHM+ivCJAJxm7nDZEJ6Rg/44VSsHhj7m5s5agVq266o0yD5td6QcflBEgHQQS7BAEBes/XoLxXTqgbus2yPMHYOKJFqO3MeElRQ+HOAYOTgHHG+UDR47w7Vq1qu5+/tPYcfXFOhYQFk+bpmHGDLlfM7w3eX3ppH0/5UnpDqtw4ewOHLuai2Zdh1BGzLEaUmpn4Maxndiw4wR6D3wEteIMOPnTSgjRKUjNaA4p4IbVboPBxMAgMpDAwWo1YfuaRejZrTPq1syEz0cqCWiBH7WWGFiOsqxrxQFE2Q2ItrCoqFLg90u4ku9DdLQZqfEGuGIslEHJRBXiyCbAISRJtIMD8WURjTDiXqchZ1ig/3W9oC6gE/jRBXtFAySOh56i0R8kpK1SdeghjnrSwZ1kJMk9SY4yEDsGyRxSIOT0HlthY2kEYMi15jhRzSktZj/s33vm33cffvFfqf/9cwFr2s+h9Qwajj85d8uBWfHJDeQyfwWfKHIwWQyoCMqksweCDOCuCsKuKjDUigMnSVAlhbT5oXGzhaTNQWqnyD88ZJmUH2iIjY5CUVEeCvf8hP6JzuD+Iwekx5+aLq9+5cVc77lDldY7hwhRD45s1W/CY1t+WrSkTwSA/gvwqb5uf31OIlsEvWl+1aAwAcD7r7w3e3DTZk1w+sQxbc3mr5kGTbpj+NAHYLPZoSpBKB4PgiqLkMBBIk5xJYTiiiKY0uvDlWCCk5PRJM6JTRs3ovLsCYy5rXX2939/sDKp6xB7gDUbPvvpkGXGwO4lK49eSHx00bKBADaHP7CIvoO3nvv0o04xTocsyEHezhMKIyBYUYypy76DqftA1GR8UPIqIOSVo9RmRJTA09R5SGbAqCqcJg7ekIZTuSqpnqUCb5FHQ3KMEVYTh6KSKigMhygjUFTJoKi4SmvVto6amOjlHmmTTCOE12bOYYeOGKlcqQxxnnIfSI8pn8sEp90IgyDjk7kLMf3hBxGTnIgCXxAiYQFgIPAiRFlFgAX9TA7a7kFQXpj2Evfm32eSjWDdv7LR/B6m9UlamnHUtWtkGUau9ZDRU6asmjNtGr5dcxJnS1gIhkq8MO4JTF+1CVZU6SZPswPlN85g6+at6D1qMoRQKexmFfu2fIau/cfCKFBPOowmHk6ngIAmQPJVoH+rmnht7lw89tB4XL5cBCehl5oGI+kfQ9Y9yShT/5VenUcyyEVuCUFFQ0DScDnPg/Yt45GebEN+WRDuKhmZCSIsJh4SqTEM26VoFBjOJpJMJLU6ROLesAtBHxrxq/1AIxyMuHiJOE/qSIk7Xc9I6l0d9A1HhzRiqyBGU937RR3xkdOoC1g39TASElYGg+zWNes+GDLigXHha/S7NqM/F7B+KW7tOOTVd3aOGvaImn8hn02oGUtbklT4gjCwLKkCQbmiganwweA0AWaOljHwJFGhELbAwBiuMLcS8CIXhGER8PnhdDogSj6Unj+vRTNgtn29VmtacC63Wbtunuw9uwtcHdskXK9Ru/7Qu+6fnIXQm+FCbdKSGTv01szo1Lkz0Imcvk7qjBkz/qE75p4HHojbevGiOOPAgRxotPw9koJ99PV586cO6t8/pZbVLLPFhVVyyC8Uuyu1S1V+y9/nL2DqtuxO0rlaPZuTOXg+B6xJhNVuh9lqwaGffgBSktCyeSaYYAiZsXb4CvMx8+kn8d6UZ2Sru9Jdcv64cnbD8qzmPe5V8x1R7eo9NOEQYXHhCy2gx92bj3+8qHtijURZDAZ5p8hBJtUDLIdVRy7i26ANrWJMMOYUgs2pRK6RR4zVCBvHoFIC7EYenESyPixMZhE3ShXklquoCioorFBR4ZWQlkCGugbhDqjwKkC0wCttWqVxElOInfOmHDZvXvNaaovWzOyjhxY/8uQU15gXX5CL86t4ucIPJtYCzcTDZTHC7y3Hnq3b8MyIe6ERthbSNRaB40hzEhqmENHYzigwCyb18vWrbJ20jJMatGZ6TuuPf0T0k0rANTk2dtKC4uLzP/cZa9Bz0KDnVyz+kHVFR2nuG0XM0ZOFCBgtGN29FkZ8uAMNmzVDzuVrMNriUFV8FTtWvIvBzy9Dcf51pMQ5cG7PKqQ37oiouBqwCCqsdgNURqVCNWn0cuXyWeQd+R6PjZ8IWbNi27E8tK5toyzcSOv1WDAcA4Fj4fNKWLa/FKkuA2onmhDrEKHIMoISA6PDCL+soCCvCk4LD2eMGSIBfQNLNWAi3hNNONI9gWbfKTiRc00YkaBbGCJARKCG+rFolaIOSLTMhoiO5HWII0GDJ+BHlJl0ySY6ln68blutZkrVVatf+rvrGUmtqMzNfLd37+bl/e55eCtQ9Hs3oz8VsG7aPPRath/WF1d28V3xyIym8PEuC4KyCm9IgY0YJ1UV5ZIKo8ePIBGFLSLMiVG08lwjA0apA4ADIRBkIyKAR1qyEDe2IBoRoCeMTNGV1N1r16p5i2fxnVrW99VPrVUZfdsd1gUbv7FOfXf2HeEi6f929dcG7O2B0FK9E+Kx+sDOcwCpKMfXQEw/4LWpy74c07Z2OmyeCqV9k1qab9XKHEOZ1w+LWRNatoj2Spx55dHDti/Pn2MG93kETTt1wrkjBzG6T1us3HsRkuSDP+8MBt43DKdzy2E1sGgR48CeffvQvvftOPfV91pRXr5ye1JiSZnJkPDU56tyVsyZd+fPdo0LxP+J27p9dWnN8l5RSQmKEghycUaOmm9FVsSRQ4fxeqEVLeokwRrwwplVjGsVfnBmHlEGEQpP0ucszKTWmucQJDs5T0JuFoeyJGSXy6hh11Angac7PZmZmFPgR1y0XbmtfRr3w+6deL1/5zfnAi8P1RMrmD3w3tZPrlv57YRX340eNmyC4i4u4YioIUdZ6KLNSHJiwbyFGNG9G25vlIn8QAga9WZx8EukfAdU1yPX1En8aYJBmfvhIm7i2Mf+7KqFSHb3w3HTZzzy+EMPIiUqmjQuJDyDUXxBnNp7EbE1k1HmyUezlo0xdtE3yMxogVC5GxY+iDUfv4reY+bBW1GEeJcVnFaJn9Z/gsHjXwanBmAy81BkCTLLobBSRmKCEza48cMXH6Bh005gHPXoOQhIKloki6idYKZDSDmWZOU0lPlUeh1IhjC/PIAoiwGBoARVZWgplUBGXMgMqkIKRCNH63YtJhaJP5cBySR0i5Qph/UNsueSTYJaGiLtkSOgFa49pFO6wuRLp0CEoek1r96QRP1lNDNJOGS4kwQ9nlot9C3o5i5DQJF+H6Nyo6SEm9Kzy6rlR0/fT61i/ymiewQRWgLCEb1G7PnX1331RpeuveRTe6/wqbXiYKTGWgbFEnFBK7CQmluiIpP/CQSh+EMwJdogWkWEAooeN4fTtwYy1ZaEiwae7szkxPtDCooVYsATUHD9Im5czcb3X23C0S8XqyaA9QNZLYF1J4E8CbgeqV3rDlg5IFEGYpWazVJLGtdp3KxWYkH5nLnZ9umvPmy8ceXYY137vpataO3PBv33OeumxZcXlGnWgFt9btRIbkT/nnhz2kvgr91wmyo9fhQW+aXs3DJbhy4FhQnxzRfv/DHpSKlJa1mvJhOvFKOQM1HfVds2rdC0eXPaApdoEbFmDjWsVu365cta3YED2IUTJqBH9+6YtXjeN/PenD0+PHSC5A+Wnbl65YGUtJqyx+vlkywGuvOREIBkaN7efhFZqojMGnZYr+ahKNsNPtYOGw8ENT3pYSW9qziCNiwkspjAYOc5CRJU3FbbiBg72Z01SLIKiwBk1EqUDXaB37Dp6/xnR9xLGq5tIdc4XE1AE4kLe/Xr+tg3X3815d2Vtr4jhyol+QUcKclh7EYYLQIqi3JwdN9RvPzQfZAUCXm0oJoHT28a3a1N0vWMHEKM0SRXBX28zWg5snz48K4jVqyo/L2L+1Y4WTVR//7nnn/+80kTJ8oJiYk3J4OeP3IJ5R5Eiu8qAAAgAElEQVQZdiMHR40E+OVKvP/KCyhMuQsd2ndBtCDi84XTkNykO5rfdidyr11EWloi7Rpau04DpDdoAq/XQ/VXos+W+lUYeQ0dmifDfe0MWjZshJ/OVKGopALukEbtJa2TTRAEBlEOI01SkLItklEv96vIK/WjpFJFQoxIjbjEN0VCT6IBlnpkBEIqYp08rU9kSILLwtNwrmaskfagU0immmzyHAFDKWwsJUBE5ADdDa+71okGRlKWen1gpPcVxbObSEPWnF7QHAG36q1kIu5S8nSOFt1xzJqPPnRfGjt++KBpL37faMYMstn9R4WEN9fMKkCcbOSuzD2TlWwI2iUGikAclTzPUztZOdGzyEcnKVuS8ucEBAIhcBUeiElOMOTKCXpzOJJ+J3E1cYpbSRkD+ZljUCWrKCMiJsMiKc6OooCKQMgHWfbi8sVCLRgMMBWSBNFTBpfVCKcowBodBR9vRqOkONSystjmAy04FTgGc+d8glH9B2iSGmRctZLAWqw0J2fjoAYK89hEl5MWMrsL8qCcO4bk+Fgk2R0IXL0UTAiGctwvv7rTeFtHxTJ+bJ8TJmPSiOcma9+vWc9UlBbjwJXraNehE3z+AJ16QvpONY2P0qRKN3PgwAHs3bD+p9cWLFpAkgWE5YW1T3I+Xz527vyMepn11ApfgEk0CwxxQpOmiKTs5uT1Irx8UUY7OwtnVSXs/hBK/LrZP8BxsJsNsHCEomkUKEpDGmwkG5Xtx9VyFi1qiUiPJS1vOFR4gyTZjabN6io5xYXc9Hde3bv3kwWkn/xV0iVCW72alL9FNlKahHihbdverx84sP7Tnw6KjZo003KyyxizkYNq5uFw2LFh3VrcmRKHrp07oTIUQJHMgnjzSEcHwiqI4BwKqYgmJSqCQfl04zpu1D2DyCCMP6tsh94wbwLJC7t2uzSocydjhsOpGm1m1ihakRpfHwkuB1jSu/5nr0WNhjVRUVaI9Ix0fLy3AnZFwtefvY2jx/Zj1IufUf3GLqqIibaC0YIIyRzAEed6ACwngLeISHDxiLULSI2yYdazkxB32wA0btwaOdfywRpFGFkGFh4IyCztUEqygZeLgnBaRSRFGeD2SXDaBcqw/AGZDpwwGkWUVAZhNQkwkE4ZAQV2qxDu2sAhNUaEhRSrE+mF+EVYFqoUAM8TZ3pkyMQvrWWoGZV2Kw1jUbgUR/fAV3fMhwt2aLaQ3sB6zyvqqQg/mxAscMzyDV+VvjJw8MQsfR7Bv/T4U0PCyCeKxKkDgT55ffttemPmLMCRooTkEOv3+ZkoM0e0RlTKCu1Y6dcYeKUQ/AqjdwkIke6cMkSokEUWtmg7zRIGqPmSgYM45RkNVZ4gKkMqbbJPmKlAKLVAXk+DjzXR2nOjyCoKo2kGhuEsHMOQAQqFnqCqsoJqFTWmwhdivHkehmU4zWQ3azGMwjudJk3mVJW8nCYrnC8YYmKjHVADfhhNBvC8Af6AD7VDFVpWbgETDIXQONYG48kjHm7HziNaer0a1kfH1T6bnceMeG4yZk+ejDZ33IZrlT6qN9lZFXFmk5aVdZkZ9/gT+H7LN2/87GGbEil3j4wII9nBTYcOL+/ZqiXKAkEtzsCRTZPyauKCzr9xGTP2lyK+Zi24/JUQyrxQFBkhaP+Pve+Ak6q+2n5uv3f6zPZGh6V3BBUQUETArkDEigpEkSjYFQUUNYpixYLYYwNFBEFBqihFRXqHpbO9TC+3fZ7/7Bril8SavPm+vJNf/IU4szvccu45z3kKi5nSbQtehwqNstWiCdiiiByvxkiOdK0R1ycS1yFLCiTRgqLK8ORmmpv37hbGntmV1AOjaWH0T/hRbLxqDYxONOs964PlcyzL5+FP7K+FkumE5JIhmAbWL1qAcX+4mCW51KVMVJkEW9bnChMnieEdHDJl2dp76ABf3LTFz/ZL+jV3wUnC2xsXfLFmpt/vszd8tMJuUlDMFxc3A4wUeIIu8vPgKgxAT9VYOdnZ3EurqzgxWoXS/Zvw9J8uw70ffgdvZjNYiUr4vV7wJEHSE4joQDRFHQyQ4VeQ7Zch8ibzOvt2ySe45YV3MWvmmzBjOvR4CFluArE5EkUgHCKwnUZ3jukM2WaO9iqyhGAojmyfygTUNaEUiMridsoIEIXCSNsha5oI2UEiewE5HpEVLNr6sc0eR7H16TLz1wSchm4qjUrR/08YGLO1YW9k/sv1CTqsv0g3V4wAS9hYGjOrtzhlVAuBV+lXinOXfrZ/9aDBvWYC1b8Uu2o4r/+WglX/y5g4+o/AuS8CU0bf/li3cy68DO3bF9iRaMIK14aEODh4HQrK42TpmiZZkukfzeZEljMMCw6SKIjkuhiHQxSg+jSIZF1DOjZBRJJY1LQpYcQ1IBinwpc2PqPRxyVwSBKoaZo2Wc+WhlNw8DznsHWEbAFOw2SkyYRNrbiIXAcPW7fZZ4n7QjgQPcJU8tW2LXbCMzUJKepwOMDvdrIHS1VZObJry+A9uh/c4YPlciho+i8eHqjOLZCfffopvn//gThjQH8kjQQUUUY8FjOvuvJy4at5Cx4qBSbVHzNxcIsWwqf79xPX6sxpc+Ytu3nYRYglUlaWkjYRIVxD4CUgGcVTr8zDl53OwRmCCUdtHYI1ERa4GeN4uP1uJjiPh3WcqKXRT0DX5k7k+yRE4wbbPtGVSE4nBCgFvG5kFfiNuR+8Jz4xftTLZtqviF4/5RLK/n17YGbueRffOPWFWUYwRFrvJEyPhsa5PsyZ8yEGNitA39NPhW4kUGHSWFr/VCb+GOGUImFsjB2N+6bej4enTCP8bvmvvdB/opCdPJY8unDV6jtO79AXkUPVdmXpUZOseAqaFgn7ykq4skiVrVkJbtD552H60jI7gAjHGTY2rVoAR3YeirsPhB6PwOeVQc9ZohnEDYu5W/jIwVAh+xcemTQayDxyfA68+thUbC+1ccbAc9CicTGKW2ajujoBIx5hBYeKAY38qRTJ1mzEoilURtJSmSZZEjRZQCRBpGsK0Ekz5cm7jFxgPRp1PgL8GSr8bol9XiKmOrt80jwspgOkBx9bEqdhecbAT1cyduhoWUCTDQH+zEueJh3i7yl02xGHK/3AYZtC8u2ikZP9HskMJeLC12s34NNXXpkx4513bv25zgx/75z9OwsWK8Rs0fnMYoX705BrCxXXxNFPPdfiwosuhNfhtk6U1bJhOGoBCcrlk0SETYtxf2RZhEFENNNEijor04BGIHsyiXhVECrPQ/BpCOspuLN84B0KLJFjvkwU8EBOp3TS6RfoMR2JKDmRcwzXIdmAokgM25HpxpEFVIbj8MgiCryU55ZKOz1S0eTSOXAeNw1VtMYFXOQhZaT9jOiCYPowcKByYVspTqmtBHZt07mKKrvDZZcJUcsQbr7lFtw/aQoaNcqnGmB8tmaVOLhvfxoBx9Ubd9QbhcB6A8i4+4wBG7Z9uri5IcmGmzNEjS7ier8pWZCxaskneK06gMZtOsB99DCU2gjbNOmyzKQwx0N0PAWUV8ag2xwKsz1onKtC5XSE4yT74KFzPFyKjezsbEheh/nmS48LXzxy/0cHAKJS/Cwf9pMWLRzPcUtuufuhgVeNv8U8tP+E4CjwQ/E7UVlbC2nXd7hg6FBGaKTjWmUQ0Enn14AmCMyxVLQMuCTF/HzVcuHs/mdRCPXwBjvuX9NJ/bPP/Agfu3XYyBvvGtD/nMwurYk0KeOLVZ9h44blptW2gxCbcs+d4S5nDjznmQ/PqvnmUzOzsKPA2zz2fLsYXc8ZAfYsYVbBPDPXkzQJTXMUxgSvi5LkjGfk6Ey/CkviUeB3YuPX67Dk4zmoiTohpEycPXwEevdoC6esorI6hHAkBY4WFCYJx0UcPhZBliOFvIDGRi9inFMOIW0HU5bJFlQEzNMEUBdLwe0Q0DjfjXwvLTZSTE6TpipwrAuXZaL1NZQDMl4kLNlCMGEjRDxJC4jGTZBijjzpDdMAmeS2zpGZSwdBEtQVMoY985GnDTBPymDx2bfeKJ1w1TV/+LZbt3Xd02YEvwi3Ovm8/bsL1t88od8EnFcBwwDcPHv+ss5n9TvTOlFezYcIc6H8tXpzfGozqWLTyj6pp5CwCRC2oNBWKZZkFV4kgFi3UFcVhEC6J1VGkkahTBflv0NxqaAOTo+aiIcSbKRUbRO2IMKwbURr6qDW1sEqrUM4bqKgd3tkBSjomMoaAaUC834yBWKt05NSZIRAeo7Q6EndH9Ev8pwy/DS2ygJqkybLh1M1CbZu4nhdBKKioINHxROPP4aevfuid69eViyR4P8w9rpS6c13TpkHHDsJCG44sS8u/GLN2IF9euvBeELKJhZ6OmmAiWFpa/rp2m2YZ+WiRTKOrJpaHK2JgHO7SMcBn8uBugh5yAOxeArVMQtN8rzo0EhDaXUYDkVGhkNELJlEVlEhIrplPDLpJnH/wneWVb255ELuqkHRX8I4b+iCVt4+Obf/9KlrX1nxTdMOxZ2s0qpK3pXngdep4tMFC3BZl7ZoXtwalpliXW+UCIxsm5QG38nvySOIVjyV4Pt367qvzfbdfV8Hyv5FXdYPD9T6GySTAmQv7NJpmMPn2v/Oyq9azPhg0XnBwwcrpt56U6MuWY3eGrl4x7Bjqz4yFE9LsVlhATIDMnTqvPUYToTAgk6JaOn2ysj1iYhGU2yLxhGfyrQR8KkQNAEmzyHf72Zj386jZdi1dT3WLV8HJV6Lq0dfjxZtOiERT8/+R4+W4dCJGrizm6JFjopQDTln8JRnAkUipxMFmsyx4lJXl4BJkfYOleUStipyIccjgSALKiqMAU/yN0lBNBrB/j27kZHhg+ktwJZjxKUjDIRDMmHA6xDZJjvg4O0sr2rR2p8Ad4mzeJIV0eKLXmwk5EVL5ASGVDz2+uupu0aNIvbQunr6Pb3tV9NU/icKFrswJn/fbDZEPdV7N7014/kPR/Q973zjWF21SG6kFEBB2zOaUxwih2CSyIZ0TdOawmRaplg0meZ7GDob4cJJk5FNKR03ZlqIllYhFUmBd6lICRL4ZApxy2QrY0rWA7loGib0oxUoaJQNb44foWNlBFahafe2iFMMOGexdjgYN6G5CJCmUdNghEDNJSJG62QB6ODXkOUkFTt1baSrM+GUBKaJlBUZCSJkJm0E4jWYevddeOyZmXA5XcbeynKxODv30e9x8bsYZaGeKlB/4+Rccdvth5555BGVukWfkB49G0SwNK5UVpTilT0x1MKJJhVlTJ9XZtpwOVW26csNaJB1E0fLkwj4ZZQFbRRlSgi4eCb7kMmfSuGh+f0ICqJ5z/grhQMrP1k/efKTg6dOnVD3S4pVw9Ow4TNDgIGV545c+uj0523DNDlaT2puDdWxOPi9W3Fe/95MI0fjdZgmR+qCKaSk3jXTwZm2wEn2Iy88x99z43hGJP0X+5xxmDyZw4/4eI+OuKbXe2WHbt20etXj3xeyDfnAexe/uXZEUabLfHP8GGHqWwug2zp4zYFt365FILcRXK5MwEzA6RCQn+2EaBN1wYBg8khYButo3V4NtgwkUnQUOGR4NELQoZgJlB8sw9QpT6BbsReDL70Sqi8XiXAd5s1+Bq1atUJB685o36ED5FQKlTVJVMcNuHwOFgKiW2ARbNUVITTN9SAZSyLg5tGmVRZUBrT/9bVm+RK8/+Ec7Iw4cemVN7D4Ns42GIOeSclMC40Cqp0T0ExX2ujq5JdpGkmeBhOB52xekGnHL9ZFY5g19/3yO0ddS0uaZfWdMf27X12sGp4ov3d3/Ut+HtcNEOtpD/S5Je+uPXB2QUGuGa0LC2RsBlFCmOKNiP1r6tA40mTRTE84l8BM923DgkxulmSOR+wZgQodzW4iwuSEoKjMf8uii0JPQEkkmeYq7nTBjCYYK5tOtEMS4XNrKNmwE5FoEu0GdkE0EmMbM8ugUZRGPisN5NN3Im6YkxABoKlPQRuf+oO/Nl0wDZ5F1A1R+52ki9WhoeS7jbh74m1YtnKZzXEC99wbr9eOv2YURXbvaOgeGnzyv58t7nt/0acPnD/kHKs6FufziMbBnmTprWAyEsSLc5diV+t+aFxdjYzaOpQKMtu2MX2ZJEAwLFRVJhEziEHNdBwozuMRcKlszPZINgRZgVyYaT486VbhwOsvbJt025Szbnh8SsVk9BOnYtXPtv/40clvMHV89dkF60e179jBiNoJkZPpqucYb6xPthtemZopGrd5hAlH4XnwFj2pBchWEoqo6Wu3fied3qnbn0hZ8G+yU+b6AcKqyZMt7GzH2XOHn7wRRWNgaI+Hn5/fu38/8blT29oTl5dxxE/KzVARiYQZgMrzGoMIvA7A7ZLh1mToSXJoENJjOHVjqsSsfVj6O/XyhsHslRyqBC8VLkXEtrVr8fCfbsOfXn4TXdq1hFexIYSq8eyLszB06IUobtESVbEYk/2Q00ZKp+cwjx0HQrCpiLkExIIxaKoXnZrLsPQqHDlwEA6HiqQpY976XWjVuSvatm+LqtIQeNtg9th60kJRpoLmOS7LsGxej0exec+e8JI5H+zPiUS/5jq07zzyDyN6ZnpZGjhLaw3HYvjok08iTz7z1Oebv1pH3MUjP5E78Evqxd94SPyiD/7Ob2ZWxiOANsbYe74dO/YOR9iO2ZokcjSu0WxcQ+C2YMHBEdYiIEGYFOnQqJDoJsg/XhFFKDLFd3PMzoMCHkiyaAgSInGDjWzUffG6BUnXoXk16CkDgiwjHo7BKKtC9cEyeHwKWvbtgrowDZEcFI0EwISFkZ+XjpgNCDK5pAJRAM0CKjoHVGYDTFVMoZLSgA8w+iHPODNV8RQzJ5z90os4tXVrYthbNYkYP2rUtWsWvPd+3wYzs4aiNQMIPBAoXL+uZE9Lv9NhSmZKCFCqTr0wn6x1F8+fh6VqU7Rp2gLV63YxDMEVcDP5Eo3FoaiFb7dXwOd2wO1U4CL/rXASxfkqCrOdbJxWiPPTLM9cMOcvwvSbrq+ZNu7WrpNmPnG4H/qJq359saJZX5gLmGcDrT3Xjf3qroeeCewrrbE8WRQjayNiWih2K2jvd8IkwSwHdl51XmRYpcCLkKwkVFE1TlSUiwU5uR/Ytj2CppHfgoP86Nrlhg0bxretrGTTxs5Vq+y5aQkWpv5VWPJDVzC5Xz9x6qpVxmigR/m051acfd6Vrj2LPrNbde/NUOewabAHQKZDQkV1EoXZGprnqqgIpRidSRNIiUCGjTqz4CEZjjfgYLmCNGLRRpdslkSWsmzBq0rIcTuw69BRHKyJoqBREQUVokOeF6+9/T5w+AAm3HMP9gQjoKNKG0OapolntWZrLXiKkpOpFGo4fvwoTmvpwaKP38LXe8pR0OlsdOjRg7mi6kkTiVCQ/Y1pO9wsl/Aumbos4+CBPeKqr74qG3/dmDcAixKqthBLhp7Xwy8d/vgNE24Zk+F2SfsPHaqd+uyz87Z8/jlhsd+x4/zX9KjfpWT8T42Ef+/LN/ivP/f6t0fGZeuqXq5HJUrftcjsz0n8FEDleCTpoBIKyIIOCA+wGGOb5DtERlVdZJVio05PMYfI2piJIPFSNB7ltSnUhQx4BRuaS0GCbFQScQQPH2eCzdw8H3LaNYNT4XG8LMTiu2WVDPgkFq5AWx/q3AjIppur0uaQpfAY2tiTFn0SS7uBLUyrZY70cgLb1tWZAuRUAgG3C0eOHEFRUZG1fsc2/tT2HZ/8nmkwsWF7ctLI84exd9/37qMPTjXL4kk+SxY5r1jvyE02IvEQbpn2NByXjEURHYMTFcwJlMYNKmrVMZGNskglEYxTV2Myvo7XyaFjMx8bvZKJFLKbFtqbt6zj7rhkIO7v3n3IA99+++nvNnb16ydiFevQZs9Z/vV1RQWtrEPxCK9muiDzNvgjezGwSwfwzJXDYATWqC0w+jzddKJBBUuwa4NR7vKbrj/86V8+6PH9YqLydypYPxkHR51u1qpVPxSstvWp1UsA54OjJ2y74MZpTV01ESsajfAejwyTIzlNHDLRVYhLxjzaacvMk0US3A6ZdccEdxwLJlBDhpYcBw9ZhZOBJeuceag8sf8psSjNGXc7NFSFE9hcFkXcMDCoOBeff/gXaJEYLr78SuyqCaNpXg7j9Fk6ibMVfLOjErIMZLocSIWq8eBNozH5xbfx6aJPUdTxVGRn5zCzD4OcM/QUIsEETMmNLm29cCOMb1av1L/bskWa8dijlEJFixeKZWOvl8aMkcbOmtXg5tu5EVB4BNhcbyqJ+mu5wbvmdylW/wkj4Q9/kYauYiTQbMsVl2985uGnfPrxlFETjopyphtWffKtSCCgDXg4C06BdlvU1dhsrKPR0SMIbK1LeSHRpMk2aQTQE9mOzC2OhNOyBAfd78TZiteBr6yCv1MLqG4nMr0KS2BOe2dzEA2DtdhVCQORSBIOlwzFKSJkcYjYgNchoSalo1e2ig5ZLiRp9Uzjn83BKdBCmTgpBG5Shyfjm61b8cXChbj9zjuItGetWb2a79uPxIxYfdK6t8EJYszLny57adg5ZxoVdVHxWIWBToUa/OQDT6vmZBxv7KlBjS3DUxVBrCbEFhHEtzpSQ8p72gjpKAwoqItayPLQAkCBQ+OhmwT+6sjNC9iQLHtomzz+j8CNLwIv/J4j10nbt64P/PnRb84feSO/o7wO2UVuKA4HNq5Yhks6t0VR48YwjCTjpVF6EI3fzAkAJkjVQBKuB6Y/bD9237RWAPb/DgZ/DcXKB6DzFeieV4cdiU8QJ6IuFUSiktTW59T87Q03bI6AuczWd/YTW/ddlyNlW9s2lvFur4KcDBXJpI6yqhRy3AL8LpHRERxOGVkuKkQcW/hQkSJNbFkojlrC4nkOGTkuhuURPkkwAgVQECxCTryWkXZiIF45cQ0Dsojo2mVYsn49Wvc4FX3POgtV4RAOHjiKwb26YvX6b7BgzW4MvfhiFGYKmHHXWHQZMBoZhW2ZPTX9pJraILw+DWYyxTiMuY0LIBh1WPjuq9AQMcsjEeG9l2dt3nPVVecWv/nmcZoA5g4fjrnpAK+0J4NtU3L4DwU9/ceGNenvVqd++EH/SR3WDyNELjC85/ix74+e8CBcEdkMpww74RQ5W+Dg4y0umTC4eDzJ8bR7TSSQ5dEgaipLZSGpDzF9iUFP2izqj2OmzfLeKmp0RuAjT3nafoilZRBSMXjbNIZEm0TCTVQBqiyBpxRmkYeTIeAcKmvjTIitE3lPFHDQFuByyvBJBsNe8r1ONFMM5LgcDEcjESuxtxPMJ5toGOSFpeG22yZiwJlnY8jgc9hJmLdgvn3JBRe1qGe0N9xEP6S6LNix/7bT2jbXdx4OShv3JnFaCwcy3ALcko3KsIGPyy34zQhSO44iZAKuTCdSJoe95SayHQJqgzE0zXUgO+BEaXUUUQL9fTIyPBLrsAoaZVuL3p3FPz3p9rctgABSFh71E44Wv/ZK/HjhNyXnq86AZTpNnlckhKMx9MxwoMDrZIsKcuiIEefHTktqaeEhGClIssOaM+99fsQlfxgJ4N3fWLAaju+AP1w95pmR113UQvQcUA4e3YkDuyqqUuFYrcZruh6VouvnfbFjfckJ6hzCFwHCKed13nz3ws0kQqfvN/yJlSvfz2vX26o5WMGXnjDAE8HTISIVI6ZbEpokMyyzeQGNfRwcfNopg4TNtVFiwoMRoIlH5XJKcHkVxu0jATpx/ZwiBz8VLItoEgKztWEUlGQCjcwwXnzmadz75yewbPUaLH7/LYhFrTDhrlvx+H2PwF3YAhddNgzxUBS9ilx4b/keyA4vKivKoahOFilGj++AxwFBlLHz289xx5hhWPzZCrNlmybCNZddcejeTZv6DInHj/2TjpubTEsKek2dysbo3wqs/7OL6z+qYNV/UUY8PAOYsKVTuweHXjjC2avF6WiS0wxcgRP+LBWWoZE3uq0ptq0QqTNmIEpaLduEojLbXcqyQMI2aEWPunCM5QFWBVOoDRlQLAObPn6fK+jZF1q7DizgNRiMQbXDyOHJLM3LMCi6oR0Sz5wKaKNITz7ymY/QA8WporFPgkrM/NpqbPh2M9r37Y/z80nyQ6Zqad0WPcsYWU9UcORQCe684w688fa7hA3YxCac/ZdXg2OuvI5yFBv82ekwsMgAX8tec75a/9klbp/X3LS7VthxOIVGfg75AYWNnZuOhxAEDy0UBF9RjZgkwVZJVG4jnrBQXaczHaDHpSIYpyvJYMQ/4tyc1k6D1++z62rKuCv7dahZdOPt7YY+P/1fRRloKBB/fH3eyhdat+thHKmrEh2N/RBtoECT0N6rwbRI2ciB9r5xui1pbU6KLDMFSXJYiz/7lB86eMiUNLz0q9O92XfpBZxuD+2x7ImZo1RacVVUHzUdiov3+AROU11I2Tpk0Y8t20pw7HAd4jUhbF65GwsXbKAbcvpANJv9OUrkITfc/sltDz3Q5Ght3ErGdL6uPIVIKp0kQ+C5k610qSxYTPMX8Goo9FDR4nG0KsI8EUj0XU4FSuDg9muMlpDSLcQJ9bBtJvTPcxKBNJ36zBO+bQM+vxdWbSW+mfMWLht3KxbMesZy6gn7LamdcEbrpnjtgdtw78zZKMrIwj1XXYJzrhuHpi164tDho3BoKhwuFRl5WTi85wBefWQcdiiDcOe46+yL+mdxM6aOw/OPP39+Wu//b8uM/MkH4X9iwWoYVclbu/UsoHdroPdugHgxSt+Lr3b1PO30woJATmHzljkw4hziEQ4Or5+RDYlU6vB54FAkWDrZC3GIczxK61IgfhcB0QjWEMBoe87qim1ffYrSPaVWz5FXCFWVtfDQ9rEyDHJS9DkUxpEhQ0F62tGm0BRFJJ0iJJfKNF685oS7+gjmf7II9902EV2cRLIjSw4SUP01zJs0W1Mn34e+Awai/xl9YdtJiwag6c8+e+j+myecchIuwzuYC+wAACAASURBVAoWgMDAO6aue2nqna32HU9YOw8ZfIbTZgsHp1kLh2hgv5iD0hNVaBYPMfF4WYLDkYiNljkOBKsSqArb8LtlRm8IhmOwGfnVhFsBerZ2Q/QHjM3frRFfvur8e8uBh38Gi/0nL6h/8AZWJPoCHXb2PWv1ojkf+o9VJGwtQ+HoZgwGw+goW2hclMvAdx0iEvXpeSQfka0URFGzPlu+jB981sDZTCI0eTL/Y+rBz/1y9WPLd+99OalzYa6kb/i6TPR6cziVT9mrP9lkb9sCFBSqOGtIkd1ncCeoisrX1EY5wVbtXVsPcls2HsbOkrJkYXHj/S9NeiFv3ZatgdqiYnt7SSWX5VcZabimPIVEkvhkaUa4ItqIhsgOSUaTLAVunmdaWdrk0jhIE0BSoK5dhKSJ7IFHCyMaCSsJZ9QUFLoFhtey7BJRQELX4fd50PzQduvInj0QNM3O83sw9bGnUDBxluAzKjHi9LaY9vB0HD6wFy+/8jKeeO1zFBV3QioeQ3aeH5tXv4Y7bpqHP/z5GXj8Bbi8r8sKV67jzz19QPo4/7Sy4ece9t/lff+pBeuHotXwtySu1sJ17wo7X18lzgXD1gsAUGeSBSD33F5DmiRg5BqGLfAetZHH63HJvEdSVacgOjSkTEFIFuTJ7oDfdhVl2Zmtmgt8KgWNNzC9a2s8sOEbK5bfgd9fFkS2bUGLxGEnTCi2zbRf5A1FToyGR2PibEWli4d8vDj4jAhOfLcek664EAGVWMDE9k2PnVTUZFnFnt07MeHuKfhk3vsgjjp5qcUN8I8++fhXU++4ZxAR/OuBZDonhBG0HPfEs3vG3jSOW7m2GtQFNMoSmDtntJbInikclTOwfV8pWkRI3qfjeEpEnUWODyqOl8agqg6oKinuLZBmMqkTETDFCK+92wVsd1O/ffOE0bzvgzl9tgBf/gsvTkaA3T55sjxo6tQls7aX9ePyMgwrFhGz3SrKqmtRs3Etrh52MXMQoB4iyhJb6qPBbFIaaNaKL9fwZ/bpS0/883+NvOMkPtmIG6Zc8t41155uVx9PcSWUrZiKYvXi7VgU7oNOmQK2HK/CKfkc2mrbkCEfxUXXjYXqcsDvCuC155ea0ya9JOw8thjho34MvuBy++N1yznVmYeyYBzlqTizMfYIEuJRGzXBJCI6BztpwS3rMGjMU0Xku0TGB6SCRWecItPIK0zQ6JyloQQvkYRNC5WJdJdW6JEZk57gCiLcyhTftmeb3aT6mA2n0zYNy4xUHk/dPneD6/I/Pws1lsC+bRtx9NBeeHPzIbpykJtXBG+GCx+8+Ai+jjdG30EjwYcjaOyK4oIz/BgzakjKWPxN6y9I5P4bWOm/S4X60Q/5Ty5YDZhWWgL+CwhnUwDHGqBwOeChwGkqAP0AdS0QSAFmd8DIBHLjAO8E9DVO95Xdu57S95b35lgLS8F30KgHtuAwTai6BSueYhHrIbI882psn0tyBBKi0shJgtLS777EhAsHIY+NNjrbLjawf8nY/7yhg3DflIdxSo9uSOlRyJLDrIlGhWvunLii68yXh05Nr4lPJi2OWbh2zUtq4enW2q3lfPPsNNBOyc0ip0JxAhUkrC2NIFRSBoeTQwXJmi0JobokS2rmJYU93VWZxlMeDoUmWerSbDTP1UwpyyVc0zF7+xig9ywg+C9kkNNlxxYJTuCp61974+bzL7vSCJ2oFfM8EsPe1HgYfQqzmHMHjVJR8EjZgIOwQJtZJ1tr1q3l+552OhXWPr+mYDWMkQ5wS17+ctLZTXJc5q6dQYFXNZTuP4rPNgto3r4t6mpqkFvgRjwqYuOr83HNw+Ox/L23MGjwaayQ3HL5rRgycrjtcTW1O7cMcMcObeKem7kYi9d+htycNuDdLlSlaDQkNN2EbhioDFtIxjlEKsMIJ21ICofiPCdyPCRDEkCc2kiCihkQo0RwgYfGg4XOknSMLo1gwkCmJjKjP9L6qYINlyjBojCR0sPw79psJsEjwxdIfbh6ufJ6qCl/08iRSETq4PF72U1UXlYDg+fRqnUuru3N47Tb9yHg9KLmyF5cMri97tB3S/179Hrre0z1qpO0Or+J7Pl7Fq7/6IJ10l/0731PAvv+r2MxZcqUv9la/IKDteih9z4a0nLQeeb+g1VCwCmwvDiuJgEuZbB1dHltjI2EWpYLtkRtHkWSqUwbp29fh+v/MAwSR4RSEpPy0HUTiqJix9bvMP3Z1/H0s0/Co6ZF3JKoGHWhoDh25IVvz1m0isBu1lUSgFnvevrg3A0bJkmeztbRE7W8S+WYAJtTfDi27StEJDcyClrA2LcPEq8jIamo1iUQZ9GlEnFQRlTn4HOmlft0o8VTOjwOAVkB8j8yrLwCF39F96J9Axs1eeKeI4fe6J8umv+S10ndTb8bH7hv8WW3TdWi1UHb5xC5UMJkrqSdPdQBpiOrwoyTJIDs/ySQ4F21Nm/bzHfp2OXb7y2ie9SPdT/7Rmr4/a2APn0eGrt0wuge6v49e+zDpSbn8eXi0M4jWLVdRKvOTaFHKlG5ewdiloiVb87F5C+2I5XXBJ2NCOrKyuEIeJDdKAP+WBSnFOTh7bUzUbGvChOumYw+gy/CJZcMgy+7BYq7tIbidqA6loBhptjDzdItRCpjqKozUBYx0b2JC7mkimYvmy1MKgjZUgS4QNcJ8aoEZklMdsUeRWDifCIhZzgVZhNEfu6knXWuWGSq4TpD8vqsmpSp3Dh7Ln/5xOnMp70mGGW4mMfnQCDTj/1bV+GOy8/FuBd3ISfDC48QtIcPaITRY0dyy97/+Lwk8Mn/QGrRT157/68UrJ/8i/y4c6yX/lCXxhF3Zme9spMUtCRerKQ/9+sH7dgx5obQFuhZPPH2L0bc/bC8/3iNnaFJXCoSh6MqBi3ggB1NIGVzIBc5d46LKe1F00RWhg+H9+5B9VdLMOn222DZqXoDtLQSnnRWd99zN/qfeynOOv0UGKk443AJgmqEwiHx/isunP70gpV3TP7elXUqI0RO/l6UwmyaH5q9bNk9jdsMsLburOADHhKzEpam4XjJTuheNxxaAMaevcxDqRYaSmuTsCwRHoeEpCXCSUGnFMtkpxi1giRIkqgjm/zFk0mc1qWxHSzdyl3Sr1/dnssua1n87rsUpPGrhak/Pgf1bt6sqDTQG64EmnJjxn496rGZmZF43NYILawnB/cIaPCQk6xlImoDKU6Eg8QORHeQNGvj1k18905dyca4zS+9IE66+ca8u+H5l9o3chjfbtwo1sY0uB0OrFyyA2ajfhCi5dj0wZuQ25+CPqcORqtmOYAjG207dACxuIlXRSz90nASeRkSJvcajC5jmuG88y9HPJHC+lWrse27HQhXl2LT4hCmvfsC+p7WEZbLC4uTcaKyGooiIxiM4+CRCHFA0a2Fi+FeFLbL2yZMWUKpYSNlmMigoGQ77e/eyE3vqjciti3IEnEPqYkzITjc4GpKkbHm8xQ4IeVq3lK55s6JUtexD6N1m+7Yd/AEHA4HsvJysHvzWtx9eX9Mem8vmud6sXPfCXRpk2sW5FnCzc3zNy3+vuPOB+NH/xBI/yuO97/kI/+/FqxfdrDqeTWtszquvXDJZ6cWZngtxOO8UR2BEjagumXGqDcEUsubsHyEZYjMDEjTVOihWkRLduG6c8+CbeuwCH8xDdpsYdvWLejYqTPCLB0oxWQVRA4UBVWvqKqQcrJymNzkBynOX8Hk92evWDXcmXeaVXKwhm+SLSAcpvRkg3Qb0AWb2cccP1AJh2UjxnEoDdLvlOGURbidKrk8svALWUqxJ7fMGeAEsu0xUJRJqc2q3dQL7rH7bqlOfbrovOUkUP3127e/OeZzAMHVooU4JG2N88OLboKm3frs+suij4pTssNKRJN8wCEimDJwil+DTybAOe2KQQRSWqY6aD0hOeyt27ZwXTp2rvikY89uQ7ZuOPYLbihWhAkqeOecPl8ufG9Cl+rSUmvjzmO81+fD3k27UJFsjCAc2Pz2WzjrtnvBZ+WjZ4dOKMj1oi4Yg5xIML1fko6jyMGwdHjdbljJMGZOmoRI7VfoN3gI2vTqCYH3o+r4AYSDh7Ht22/wl6eW49xREzDhrhsRKGiCiuoQ6nQD4bgFKaFDETn4JA4eVUOI/qxKSCgC871PMrsjMFzSK/OIpQxGy3FT2KrNsS0qpe5QSJjo1KDu2WwpX6yIZQwYpL62eIG4+CCPC0eMQSIehdvtxJ7NX2H1PhMdOndF4xwvHFwEVZUh5Bf5ze6d/cLK9189uGf0uNOe/9eKzH/Z/fkTo9av/mH/r37wJDzkufHL1o5r1767Fa2s40XDRLAqCZ9gMkWyRdwuCkL1q3A60no44nwJkoiOGU4014jwR0eB/sFDECQ8+ehUuJp0xbCLzkM8EkFeQIFh2LYoytYX274TzujYjSK73jmJ59JAAbhh5qLPnm/fc5C1e0cFT04UEGT4rWOI0GrbX4Sj5THI0RhScYPFchG50udVYTFvK/oxEtOEkXMIDVp6MgXdFhDTo2hXKCKV5G0pFeI+eH5Cjbp8bfHCdFTZ79Vh/dBVNVwXJx3n+R/v3ntBbn4Tq7I2yLs1hREqO5MZnUDhn+lP1NmUdWdBI/cuQbXLqyq5sSOGVV234otTzgcO/lzM7aQ4qZFz1814u3mu11y6areQX5ADnjexd/sRrN8B7Fn4Hs5/aAai3gAaZzVBk+x88LE4i5mznQ5UVaaQMMgVgZhqFgJeCaqmwaizsWfXZixc/SqOffkarrvtQRS3aQc9XodItA4OzUDocAVuHf043vpsCbqfdTZO1ESxtTQI1bKhJE14ZB5ZKmGOFuoMAy4KLPEriFEiusQzET1heyRmZ6Z7FKNWb1dFeJZgk900GQPa8Cz/KOXy5PEb5GzxjNPb46P15bA4BauWL8I3R5Loeso58HJB8HocmflZzLXEma9ZZ3fO5De8NHPmBTf+6SY7ncPwN4Es/wn39/92WHQW/trVPDLuszV3de7ay6orraaKg2RZCAGRI7trcIqAMHmcexXGXGaydebUKeJMH+D1aAwvoJFGFDTUVFUiIysbB8vKwGvZkKw48nwS9JRuS7KDe3vp4tQVg4YOIWO6v1Ow8gbfdMv+m+990LF/T8o+cDzC9Swmq95ybN13ELnFPXDkYDn8ZgoHKmNMJM6CLgWF2UiTf5fTIUGSLXbxpwwL1bVx1FaWQXb70bMlWezy4FMJfPDmUzDnvnHTYmDm79Vh/d2L+6/HedpTK1bc27dvf6uuvJbXyOvMBtp75TSHjTILbVIr1DtTWJRTKdnRWIIbN+rqmpw5H/Z+DNj1cwrWSV1YZr8r+n4947Grmr7zym67JB7lzj29ETTFgbKghHde/RRSRib6Xn0VrH1H0MbZEh6vj2lHS+OAmumFO8MBk7zzk2lTRMoZsKtiEBUZgtOFzFYy7LLv8Mj4m9H+nJYYNPhsGHGTMcrbti7EFx+vxuNTZtnXPjWbu37kxTAsCSuP1SKb3EVCSfgkCZkeCceCcdiyAq/KozDfxUik5KJLbrzkdUVFLU5UCQLmpfoAVY5jluGi6oQvWGbL32ywtud1F3p1b4yPV+zAlpJyrD9qo2O7LhBCx2CnknBnZePA5qWQ3F77ynHDuCJNLyl8dGZv7t4Jpb8UI/x3FbP/LVh/W7CevmPlhj+1atfVqiur4Yktb8STcFgcuHACcbJr4mxobhlOrxNmKoWsTC/K9m5DVzOCbn36wbSSDMMSBRVz33oVu0IWrr/2ekRDMfZULgqIUGWBJeA+/+rLu8ZdN4aSfGr/5uYjPgTH2S5g5qzSuhsP7RJNNRUUOrV0ozYUxNKFC9Fu8EgEDx5HqjyEChq6JAXxJAePS0NM5+F3cJAJD+J4ZLgI9zAQgwu7VryNTbXZ+OOwvvDYJ5DftJ2hGmXiWd2LSS/W/bfwm37yov1rwRo3f/my51r2OdOqqA7yFCRCG7AufhUZKm3MqINImy2yeE72AFDsYCjEjb76ipA+/5MB84GNP6dgnYRdPfneygdvkQzJeGlZVDyviwLNRQGnHhyuELFi4Qr0GXYZ/Kofrh0V8OU3xfEUh6SgwOuW4XDIgENjIR6alLYZNlI2QqEUFIFCCBKIhXm065mDguwUZk97HM/MnYYnn3wMmRlNIdpxLFm7Dl2ObdZbZq3DkI+HSMs+fAFcIA/flJTDr0hw1cSRoYoIJnXIfidLxCEHEdlBVg48fKrIiKPUZbEenuehMIkP+VKRKoAi8Hh4CbA/sBPVrmzk9xyMR6Y8jUrRCb+nAHoiBo9mMVtvSVXx+kOX4axRd9pjRg3iln80/8R1F1/UvF7Y/JOn83/iDf9bsP62YK0cv/5Av2b5+ZZZF+bJOZQSS5Lk0HAsCEUjV0YbnFtiAugclwJeSGLtU9MxbfJ9LG/QMImnzUB1XDv8Upx55ZUYOOgC1FRGmBCa3B3bF3ms8mSS/9M5Z784Z9WaGxocAH4YnQC+3YQJyvAnn4xvW7Ls4fX5p94dq4nb+RlObtuaT1ATTyCz57mwdu5DvCYGw+WFyZJ4EgxwrwtLTC5UkMkxtwYC7FNmCqozA4c3LsLuoyb6DhiEYtdRuJu2so/tW8fddOm5FGz50s8sAr/2Wm0Yd69bsmzp7GZ9BloHKmt5uhEpCbyVW0UeRWKxglVvyECJ3zZ1WIqdTMa4G6+7JrLn7Q8GfgWs/xnflakmegK9Go8/d829d18ivjLviJ0lmVxevgO8YCNpu1ByKI7p4+7A/a+8jvwgD7NRG2wNKmilEFyogDONtCe+JEF1q6xbZVbETgVJjkM0loItCoiUxlF2NIFhw/PRPN+JJYsW4KpzL8CExyeib/8eiNSFceWZk+0TS1omI0f22a1Gl6ofbtvByVmNcaAqCFfSglYdhcvjZG65rixHOkyVeH8ij6huQyXpj0C4pMgejEQeZZ5rpKZgduwcK36eY/uR8ATgb38eJr21CI6kjkhpHRKCgoIAbY8V2LyJNUuWYegVF+O0LgF79iuvc1OuH3Xn91Sgx/6FnLxfe+2wz/3XF6yGkeETwD9j+LXb+k+bWaBZKcsLnQ8ZNktvIeyg5ngIhsVBcBNuITLgNScvgI/ffA03ntIenXueCsNMi6ZtS2Raxj+O+SOGXjMWHdp3RLguxiyYK4JJtMnzouTQN1a/zqf2SwBrfsQpYhhSm0D+0q41J1ZOeO6D5Gct+j8hizZaF6jY9Mmr+CoZQNszzoe2dTsSER260wuI5DRpszV3jBjWiooMD3V6tAI3UReMIj8vG8FjO1BdZwDupmibn7C4vBx+2eyph9vPfqF1PRfsN11QP/HhHwrWvGVLZ7c6Y6BVUx3kibVNYudYyS70btMSmtPJZDrMr6VeMSAIkk2BJeNGXZ2MzZl3/vvA0l9gLLj+y/1P9zx2zDJXfV0j9GrjgqTySCYtlNXwCIYALRnClFsfxCOPzoT3tMuwbucJtEICDofGRMiiQ2U+YgSykVsC2fQ4VZmRhA2JR4KjjF2e/PYhchZOae1FVpYL1ccPYuZ9k3BUP4477p+MuR99hqL3Hkvef9/AmpXf7HINeLPAvXLrUlRHLWZlbFdGoEaTcHk1iH4XMrJUJBJp48oo0WEEgAJzyUqJpdMQ9UGg320zDzEipnsFHtmxakQlDb4el+OP98yEQv5bQtr5IdfHI9tLmlkRpSkv2rcwkZOjWjos/sZLzw/1Xr76nKd+xwXM73lB/dcXrIaLvhjo3/HPMxb3G32zWn6oynarAufkbObXTgUrURNHTXUcdo4bThho0ywHazdtRLuKw7hw+Ij6YkUUAkr4VXCoZB/G3z4J9z4+CwGXA4aug+K4SN6uBtzckndfqRo3+vqi/6v9rh+b2gNv5N7y+FWdO/ZGs+atEDMkxE58h3jtceT2vwg7D5chs6QUNrGpOYKlOXhdaadVXbfh9QgQBBF1oSTcFMoomBBlF8oP7UXJ7k0o6DjEbtTIa9fW7OCfvGzQ9UHglX8pfsWgwsl8Pcds5Ccrlr9ddPoAq7w6yGvkbKk5cGjjBvRp3RTZuQXseJIfVppoRS6koh0MhrixV440Yws/vWQh8PFPFKwGx4vbZy++77GObTPNB55dK3Ru2ggZfhkerwOS5sea1QfQsXML1Bw/gfA+GT0GX4LtFSKcCgeL+HeaAB95mBOmZpmI2+SKSjw7HR5yUxB4Zi7J+5zM9siwLcR1Gs0stC+SUZTth2JE8MS0iSAXzlHjhqNfmxHGsSc61OY08fKvvr3MVXL2e8qll1+Kg5V1CIdTMI4GkeNJhwPnNQuweBtyAaECRRQHIsI7pDQfi6XdMPs1jnV9pDF18TYKPG6sXDwXA6btw1WXXQG/EGdbxWQqgVyXjbwMBTYnIC7JKMiXoDoFNGuWox/bv18a0rbljO/F3rf+q6+HX1PISMb7H8e1+DV/kd/wGXZhDwQe7rxs691c42LTHakVKIHHLQAZMgVV8qiqiaJ0ZyV8xVnIz/YjFA8jvPgd3HLjH8ExLycKpST8hWxkNKz7ajVumfo0Xn9nHmAmkUrqzKM8w61ZCcnib7j1/gXLXp5+wY+/90ljjv/MO587cuaF17t88bCd4nguUnYALgpx8BcgcbwU3N5yiMRgtii92WI6NCslIMPHwUM5TsSCJgPBZAxOj4aacByKPw8zz+2MUfOWWe1aNebva+J4o1u3MaNnbWTeRr/bhvAnQPcrZq9c8Va7Xv2tmso6ntRDHpcDtYdL0M4jI79RM8Zng0VxV8xflRUsEmmOG3t9ctsrb537JbDsHxWskxYYXf70wKj1V17fTX7mmfmW6M7jG/t9iEUNdOjcCpG4iH07TiA334V50z7HrTMeRSipoKRaRKZPgSSQPl2AS5YYbkR2RWTXTSROEssTJyvTIyOVTMISFeiKyJxsRUVCddSEQ7bQrMCG3+NFgazj/NP64exrT0OToizkfTYt1b9Xz7gjt4IfevkJ1y1b9nH5OZnYcyKEigPVyJPAtr1qlgveQjdMMp0kQb5ABGCTCaIJq6IeS6eoB4q2pztZ11Ho80A14ji3f3eUnvY6LujWFCoXwqGyFGTRQPtGDig8ifp16KIMl09Cdo5kd2yewc1fMD98zx+Gnw1g/S/oYH/D7ffLPvpf3WE1FOuD/a5Rr9q6cPmI7UdPq6lOGZxpiFHyzOIs5MuAJPOIBhM4urcK+R3yUVDgwuv3TcXMm69FYfOW0E0y9kvHMelkGig58eknC3Dd1JlYvmQJIqEIIlETLhnILfAapSdKxJ4tmw8HMPeklfsPNICtgP/eM89+deHypWcOuOZe99Cr77ajkTAnxCvhb1SA72rjUA+fgBaMISnJ8PldTFdm2BIkXkRWhsSwLNGKs4h0Cr6wRAdCuoCigIY/Xj3CbnVKU06xkFryxizSMa76dyjyT+qwxr+4dt0z7Tr3slK1QUqWgqKpCJbsQvf8HGTk5LHlRcNIyBLybN4WeIm75baJiaefeHLoPwlW/WvRzWy3YumX1/T/du1mY8WmWnFQ3w5IBnUc3V2OngO74NBhA1lZfuzc8BUczl7o0rYLYgk3ojwRNE1IqsywIqIyxJL0ZLcgkXkj1QUKcpBl5pJKelG3wrPkGtKbkt5TUim0xEZRlgBN09GoIBcr5v4Fiz/5My6/9HwIy97Se7csiOW2NdSthzYq0ytexBN3XYeSUBx79lfBrIggw+uEQxWh5LlYirNMGYE8z7aE1E0FKI8TFpJGWrtG/9vvcEBORHHv6KHYmXU9epx+CeT4UcRI82NQIAmPXD8pHTjURVMMHwvkuZFd6DZbFDqF8ecN3NFnxao+f/5+EfSf2Mz8Vxeshg3SZcAZoSdmr+x16ZXgqmuxOclzeQKH9k4w3RZJKoiBbHs8EFRg+Wsv4/a+p6Bzz14wjATjxNB/WCZu/YbwnTdfw8wFy/Hma39BxfEgG9eI+6763dw7H82PTrryolMBbPtHT7ELhg3bd9W997ZYv3aXHpa6SpmZXvicFhSfhpqyGoSPVDE7EiORQlxUqHNjYLWoaCjM5CHYMVRUReD0ZTFG9LFj+zD5/Y+Bz7/AbWOaoUWnjhAdfmxYvKjm5bnLKFqMglI5houkDdlOvjYaisDPlsL8vefmyQXrna3bn2nbsq1VVR3kybraoTlQsnEd+rdpgazcfCZlYUEUpBKnmQfpgnXHHbeFpk9/YgD+wZaw4QHQDbhx3JIpMyU5any2skRs26wxJE2DygvYvGYbmp/SGYFAM9iJGtx48XN47LUZyJKyUZvUkDQMWKKM7Bwnw4fiZFpFHl0mjdYkVuYZiVSRSb5lsbgriyUrWVAViYWdGJS+bNrwOzk0yraRm5uBdUsW4av5T2HggM5oHPrcbqcYCU7gLGcTwXHH/Tu4q+dWQXI7se14EIkjQSiWjcbZLiREEWIm2RUT94pnNkc0lnopBIVSnCzqsixWOJtkulG+7Wt07HoaJry4Bb5ANsJ1YdYdkmwsy0c5hrR1pEAMk21AaSZvXJxD9gDCAwN6blq7d+/pHEA5Pf9x09d/bcFqKBT7gKzB6LBixN4v2ouWaJVUhvjmXg0FipX22LY58Do5HDgQS9bi84/ewfiuXTBw6BCkjDiLS6J2nHzlyYdcVRXWvk+7fxLqnFn408TbcbiklpaKtP0xcjNEccw1Vy5a8N675/6D2KMGYLrLDQ9O+qx40PjsRMxj+xyCKSfK+PEj+/K3TX0HTocbSdNEIhyHSKEYOvmgG2ic50Q8GiWrEWg+L6qPluCl2W/g2NpX8fp4WH1Oa2UGxJaGq2lvWcwL8Hv3fMIVD1iI3lDv+xKJafWF5h+Fpf5UiOo/7e8b5EfjRo15fdD0GVdnipKViMd5xiUSZBzYsAaDOrVlBcs0SU6UvmPoPHAkJxcUbvKU+yMPTH2QQlU3/HhLATQIDQAAIABJREFUeNKfG48cP2LryFHdPJ+v/sYOeAq4YDSBVk2bUYAu9u04DEdOJgI5jTFnxv0o6jEeA04/C1XHSMFEHmcSDFlBRkCDQn5WlByup4NLqYpKSjptKJygBxlFYKW7HorFUkSBBUHIbgV1OtFgLBTl8miS48O+PUsRiRxCZulh+CIr0dERM42QEc1p7JbW7tukLnV+wE344yVYdrAKdm0cqI4i1+9gtstajgsCi5UjdjttDE3m1UYbQnrVJgwU+dyQqo5gyqPzEG16JhrnZUHlYkiZPGop8su0mGi/UbaCSIKsp2lXI4MSOjt0yzcjNYeE89q2XQuAqDYNteE3PaR+2cD30+/+ryxYJ3c1GcCKi5at79++fTdjf0mVmOkU4Zd4BCR6QpqoiRpwZmdCqCvDB3dNwMOPTsOp7VqzG4qSbVlEN3OEpYcWAe4iEvEUJt0+EeVqDibeOwUVR2sRiqTQrFmmufvwXuGKXu3Y6rgbIJ2UGHTy2WJFqylQfBB4YeQDz/c/Z9hI8HWVmPXwPVb3M0fzjQrzUVcZBu9QIVORTOnQYyHwLhcktx9xI4xVKz5D9LnbMfl+pM7pdkZKEoOcbafkZLjKiFdV2HI+FD6zK/f5BoH7fF8t99zL+yfatj2T47jUjAnDtIlPziXw9QwAL5wCvPM1UF0PxP4aV0nWpU0G1H13T9kzavLkRnIwQvkcZNKJGATUbfwK5/TsAafXA9NOMt9TwgWZKJOYSLzE3TPp3ugjDz1MGMvaHxUs+vn1CaZ45ZUlj1574NC3hiJmix6XH1W1EeRkZiAe12GEDThzvaitS2H66Ptw+RPvoiCnA6wTYbizA4hGLeTmqpApXJc4VjxYgVIkHqEkpSAT69xkUVjELCfw2rDJgI+i4HVWGARVhi7TOGmjKAMoyHHC5quwYeVrqF02C1f26WQ5Q0eSkqCkJNUWvd5aYeIMn3TJ+8sEw+FAtDaO5JEa5LodDKMS/Q74ch0w2aaQQzhlosgloyqhozyqozjghF66H7sPanhvJwenpsAr6wxH87l5VBJLn5KiM2XYOiX2cHDQQ5kWG6aJjqcUmNHgCeG84lZfmUDvej7erznPP111fsM7/usKVkOxWjtjRuC0iRPfu/Iv8wf2O/d8o2RfmSgoEnJEjnmKc7YJr8QjAgGV5eVwHNqOpR+9g1efex7NC/LYKCiKaeuPdNFK+zexWPHvk1an3HMbjrqKcdNN4xEuqyb4wG7eKpP7y6szKx8Yf1NnACd+ouVmRYsYxzkcd5ELOLvDDTdf5PJlZp/S/iyrLiHzoVgCOTle6MkkM2/JLqRRysSiZSugvXmVPXYsEqd3PcOMRsLCwSNV3Nf7dHnrXnCZ/iTXv0eeleOUjbbFNrd6PycITolbtecY18U35p3zbm87iuOGL330sQfP6H1mR2wp2YCP5687tOTtlRMBfPRrAjEbisuFQOfAo0+s+uPEid66iiDRlzjyhCKjxMyyErQvLmZGg7SgYPMI6TIZfVSweV7kJk+6p+KBhx7pDuDoj45fw1bwhgeeuPv5vNacve/wUTTJa8xVBw14XC7md19RXYO6sjjyWjRG7HtTw8nXTcaZ0+ahX4vO8OkRxCUVRgrIy3KyboryAKjDI+VAMMnBIZMTLRBJ2shw0jbQRjCuM1Deo0nsQZYiFrosMmVEVTJN8mzTRIKX4uurQtjy8Uu41jstbgk9DI5LIp4UuLxCN//txi/493NeUc+76gpKvEXoSA0UcrtVJQhuFaJI2JkFV7bGlAEyybUov0Dk0Vzj8ee7/oQX9uXg4m7NkNvpApQcLmMjatMcFWYixQqplyzAJRuKJiGlEz2DZ5twT67L8jfx8Xf/Yfjx/os+PmMacOBn8Nx+Q+n5dR/9rypYDQLjV0eNbXvDay99cMXrH7TpceElRs3hSpHyBnmKlSLvJc5iGjFblKH6VLz96HRckCujVc/e6NiyGbL8PhimjrKghQwKFpDT4a5poMdmBeuRyXejtslAXHzBYERKq5CX67FqrBR/88XDF+/8dunQv7oz/OMTl75gqL1Im/y3BTqbA4Z8fM8jbzUq2X3cTITDgkwiZx5o1qY5du/ejn1vPWCP6LXUGnB6j2T5TttYfahK23U8JOU3dWPwqSKym2YgGvNg10Ed32ysglOz7F5Nj3OO3EsttfHpfPtOs9YBG8KPvXjr2cNHnGnapsnpvGlJkiLOmfsF7rz2kbRFcZqNn+Yc/IzXSZu7i257d/4Hwy88ly+tCNtuledojKKINPnADrTv0BGiTLIhImrQFow6GJPiQGyeE7l77ry17JHHZnQBUNaw1WzoVKc0dw2YciCy5M8vjBPDYtjWJA+nKGSJJjMbYhr1wtEEonTecjwIVlVg7tz9aD/sPjTjFbYRrtVF5GZpyPIICMbJ7gUwLMKHeKRSFnxeER4nxb3Z4AURPEcBJwZcZGtM+Zgy+a5zbERkNt0U6MvcKGy0yDXRvGkhdqz9AvGHz0hcM66fUVFRyZuG05CgW/5iUWt99jfywgNHuZAvE9VltdBPRJBLxVMWEaJUG8tisXMsshM2AtkuiE4C0U04bRtHtn+HgROewP2Pvo3jx2phJnUU5mhIROOIRglTs+HQRHASSYt0ZDh4VoRFl4DcDo2MrevXiLcM7EcPJkpyangI/Iwz/O95y39NwWq4YWZeOKzzI/Pnzj/7rQ8b97voYr3qcJVEybY2ZRrChmZbUNxOWFYKe7/6Cl9u2YJuAQ03XXsVmmZlMKIedVUn6ggD4JHlTRP46L/s7mUGdDyenf4w9mgdce555yNSVo4WbfPNZZ8vFu4YNvSi71Na5v8djgudC44svqaSY3n9i6SJ/SnQM21Vm+wHjMXIG14cMXaaXXesCi4FXIsmmdi4aQ0+u/lCTLkfVryuizVn1XG+XXuO732mhG6dHFC9bkBXYeocBNkBSMSiDtole3m8+PJyLr/b0xg6uL/dum1He8bsO/hzL+5q7dt/kCfzOa/DD83pMDOzvPyCT7ZyE6+Y+hyA8fVf8Sejstj76uO+NODxWYcqb22SETDCdUFRkSU4ZJ4ldufUHEXHVi1hEdpeP243HFuBl62IkeJvGHPdvutee7ttf7Amg0omHRfjIaD9/HYFK7/ZUZU5ZHRXs+9ZXQUrqcDvLyR+AFK0LeXBLHo4ToHsELB323bs3h7AaZfdgdiRUmT73EhCQFGWxPChGKUuUUK4BBYWQQ2NU+VxrNpiGr6CLMCgzICYBSeRychhlkJzBfpyRCAGwroJXqWRERBEHR1b+7DrwCHsuqOD+ejoztFjlTyvaSJnJGKpnCJZXfr1d9IHwgxx4r3jcKg0hNTxCIq8CniJR3U4hUSK/O1J3iXCoUngKcPQncbOVEmCU1Lw5zvvxdpkBi4ecSPKSw6jUY4DkaiOQ8fj+D/kvXeUVXWa9b9PPufmuqFyUVDkqKCiIiBGTChtDmDCnBNtDrSKWadttW2zdtvS5tyKCRVptQmKgORUVVS6OZ18zq+fb8F0r1mz3vedNdMzo7/yL1mWQN17n/OEvT+7kXYdlB4uiyxrM8j3h11IYQnJgTVeKMTxV55wase5n7y718X/8FD47ylH//ff5f8XBWvXGHj9MSdPeeWtBa+Of/TF2plnnOpUOrKi5TlwRYW19EHHQCgeQdf61fjxk4UIj9sL04Y04MDRw2CJCgKeBZXjsLHXRirMIRGiRSxZjf+hyaDx0OPwwPxb0JWcgkMOPgTZfNkLRXl+5vCDO67dY+mYe5ah8A+aJ3oN2Ifu//ByiecB3BOA/c5ttwXm33bbze6cW68784RZaNY8vPfKC/jdI3figqMH+TVNEqYeGORG1eoYEHUALepXc3CMEm9X0rzB5QxOCpiS78u+Xyjzth834vsJwe/yU9Qph67GvPltOOWCSd6GTev4rR09SESjCIciqBpleH7RH9y2h7dxZVA4+ciT7/mb6PW6/8eixZpPWllPSDS//2z7humZKue4hi7SpY2xJTwP41QHkUiEdSM0R9FukIJF6IsKVsEy+DnnzVn12vMvjd3ZodL/1/0lcMi9SDxz6+vzmpcseN+pbfHFfaeNg2sEUK3asD0HkXAQmixDloPIZgqo2BaKnVuxbGkCR55/Hao7OqHJQYSjMmo08ja6CAcEFnDKwrJJ7U7ePZFDT4Ei3Dm2C+oputAUDtGgCN30YVPyDxGOBREVw2UdGhUbm+gKioum2hDioSpeuG0mLmvaWmqqG2DrvqNYFd+JJWUhV90izfngKPnOZx/jMkUDXqaMUNWBSuJVcKgaDqpFHfG6KDjKxvQ8xOuCTEDqOy5CAQ2+aeOkqRGMv2gJ6uoHIq4QQJD2WBVULQG1cbp4cqgJ8dDgMElGKCjAVHm0jRrgbvvuK+GMqVOe/Nva4rz/6iDU/3tJ+j//Fz/7grWrWM0/7uS9b39twfsH/PqZ+OkXnOXkNmVEWpvTHso3bKa5sQ0DdQMakFm7DO+//QnOuupK7JOQINkOE+wproctPSZEkcPweoXluzH31s6fIi3dCZRHWscH7roFP8j74ujDj/S1KPyXX3yKf+HGC8/8W6r987ta7X/cwaSAUB8wHmiKAmn6DLuASRl56//1Jbz1bzDOeWwlQuPh0Wsw8rVRzaJ45KE/+GeeMoFrafEhJwC5k3Psku+mt/rVSqdmKHyedw2HJiw+kCwG4CpEb/b5WEDq28JZA6ektGc+3Sq98l4SD7x0Drbs2Ajel1HUK2zvIwoOXJ9I6yp0O+1PHX+at3lzRDh0n+OfArooqOBfI9r+vbfbrl3ISGDolId/98XF582p35apeAHe56kzMF0fFBC7ZyLULxhlrSqdCHd1rT4rWJlCnj/99FParbc/HPsxWNHH8cBpm4cPfGbKNZfKI4c1O0/e9Btxt0MSGDtmBOyKgL6CjmQihEgwxApjqeggEAzCMQ3o2T4s+H0Vp/7yFpiFPvCeygoDETUigX5ahKhJLOHGE/r3WRoJSVWe2XW2dBnoyhhsOqaUZ8sVMLRVZu8Pyrw0LQ+cTH07abpEiCoQUHzsPiKBBx+5FxOX3mCccewku3tHxuOheYLmamFF9H67kJf58/4o7jl2EDLtaUhpHbVxjRWnbJUQQYRH5uHLAjyictTIrKuLUDyd76I+GcPbTz+GixbZuP7M85A0tkONhGBWbKzfYUDifcSjCntKCq7NEETJiAhOE6AkND9cG+fuv/lGd9jD90z+LfD1/6bR8GddsHYVq7fmXDTkmqcf+yw69+7m86+7xpEKJZEuL0R7RHceiiDCDUlM49S96jsUi1ncOft4vPn5Yozdbz9odhWcL2Lddh1hRcCQegkRlWf7BPpioas7TboCL8HQdcy7/mJ0DTgHRx011e3ZsVZ4/MCRL60GKFOP7QX+zULz/Olnn37hZQfYuyXFl1A2wujZXMb6yqjqF5tCb3/61jffzj9K+/qGd3UC7NH+5hcDm1qn3nThtinT9gM/eMQ+PgSVc3rKqHSWjPx3YpGz4YshR5ATRoiXDJEPSKIkucy24zkcxKAAy7KQbGvCm5/Z+MWleXz9l+OxuVzF5i4Z8ZiHoKJAJdwL14/n5XmJBZ3mKu3++NEzvB839QinTbv8xfdx+Jwj8GdiRvz7O4+/x5XP+WjN2qeahg931rRnReKTk3q74nqoVyWMjdLuamcZZ6Iwqls0bnuUZOxn0mnu9JNPsDZ98vmB64CviMq654wpNxww80jEwiHHLOfE1x9fgP2OG4G21sFIBFOwPBs8JzGxJ6VgOxDR19GDZG0KRqmAN58u44zrfonOTA6KpGJsW5C5FSLB/s7PFWhHSfEPHF0HEKAFNSnMmenZxqbtVWR14vq7LOGG8gYd6trh93cxUQ2CxKHMFvEcIgEPSiiCJPcjJrftiY1PTDHrQrrX12OYxUzAGDhCkz9e8nn0r9M+Eo45+kBs/7ELUslGShVgw0PR55mvsXtbD7RwEMF4AEJEYpvEoMgjpvBoTUaw8MUXcOqsM3DJ+2lEBRFBK4t4BMjmHKzdUkVrvcYyIMtVE0PqVTYquooCXQaUZI1TqWbF2YOaVm4588y9Bz33nPG/ZQH/sy1Yu37Avu9LYzjum+Tc28efe8NcRyxbYm/ZgUxK5b4yTMuCElChh2QMGZTEyi8/wYI/vIn3H70TeUiQw0FEPB+frS2jPiCgtVZGSw2h+4jZRA1V/3WQvuiaROnO6d4+nDipAcNvzvrxuMgtvHfattMWL9/9SiC/swMhHuDOVgKPP/7kiPNP2bsVEbfsQviag1oHODlUixHOj47hlnwg4NArF5bGQ/tx5PGBwRfOSiVGjS4jLidJ6AMjV4CZq7PN9qzt9Jq6FPMEXikpQsBTqQ30aWx1eZ/TFJ4Pq5SeAdcwEK6T0GlHMWi/1XjipbkYtnsAy1cVIYiUQFxmHzA63ctKAOGAC9P22f7Esqqomlm0tbU5W9t18eyD7/tyGnDqov5sxX+3aNGPauTJ5376/G/um+aIimfbFu84/bHstKweFZFZ9t6u4I5/lAFRwaJi6dq2d8H55/BPP/viN3RlnXnNMb8YPmY0ynneVxWBK2RyWPv1Iux75J4Y1DAYHCeiauqQJYXJD7JZA+FYFH2dfWhpbcBzD96DgcN+iYOOPhUbdmRg+SIO3T0KSXBhES+RyKLg2b6HjOukfk+QXYGF45KxXMCPm4rYnjagUidGuyrTQ1/JYl5DkkKkaiMsWKNoOhCo+PEU+wXsNS6Cyrp5+PD8B9x77zq42r65ZLuu4DXVKf5fVnwWW7j3a9JJJx+L7T90gC/baIqrrJMvuhyyFRN22WBJSvFBcQRrFLb4p5i7oMRhQn0M7zz/FJ7401uoCI2Qpp+DvUaOglWpYkjMR19HBu2dFQxoikCWOIxqVgHXgcWLsFQBvsqjoTnlfLf8W/HaAyb1j/5/f+j8Z6e6/9T3/1wL1j+K3p4af87Vc66+e54j6Y6Yr9DTjwPXlWchnjAteDEVSmMN6mvCeHnBHzHBLuDciy5GxfdQ0h2s31YlgQFakjLbqwyMC8xnRh1Wf6R9/xcJRwmL3NvdhZaGJhz2sO919yzh19+53xt57LYa+J40TXNJ9HjtHm3Re5ZtfurNT048/ujdDIdb/TYMgRM5qQmcXIXVyzmBSiL7wZK0+si7rnbClQ3S1LFhDG7JAWLIRkHmTXiCnS379uYNDpyYWyoIthq2ZFU1eM+Bz0Wiku85Pn3yOE70fM7laetOiOZQIoJiKInBE5bi0vlnYv8jGuF4Aj5/bz2UeAKtg2uRL2RRrVaQSqqoiysMZsdMtiIVbB66bqG1rd4plyTxxjnPbfxuxeqzAXz5b9Kjd6nkR8x79NFVR11wkdDZmUNcJeTNTnKmJGOvqMhSnqkzod9j5zNg53jIoD6g7vWiC87F0398Cv/y7JUwBdnb1O5y5WyFCyST6FnfCc5bjf2nH4oQn0BXpg+iIELTZFRKJbYcjxAhtGpj+IhxOOnAkzHl7Lswaf+TofgeNveaOGafCNtN6g4HNaSxBxNd4yIRlV2BXdtBlNJpfeqwHKzcVEK26sG2HYQJm+0BLicgnSmxXMpgLIDOrM2+R2HuGBfxgAE12YgJzTncct1AHKO3VI8/ZHS1o5QN1IZS1jefvMd/OvmpyIwz5yC7oQN2RmeR8mFVQla3UK5aoDxp3XAQbY4xfZap98sWUmESPfv41eUX4epb5kN0qnj0wQdw76N/AS67E7MmT8DIKAfJ5LCxPYNWykgM8kwFT900H5DBRVXUaByiA1L+M8/+gXvu3NnHMjnL/4Kr4c+1YDFFdjMwb4/Tz71l5j33eIIjctWizrmSBGlHAZpMI5HLKAeRIXFokovXnnwaIwe14YxTfwHOsODbPjqzJjth04WJfF2qzGFQUoTCecxYTDaNXUhfBpqTgvhu6RKM3+tmjDj3bKx95hHnwgO6hBOnDObapu+OJetylVPOePZ2AEctWTJr8r67x13zyz/wfsDj5EgcrlBBZZ1c1mzVeObzQuSzYkW+/7a9MCAV8VHJeXamxLl8hOdEHXb3Ft/clDN4P+hLSVfzaSYxZXKJ+L7MaCMcL2nwpSAD4vlWHxxTgKApsGMpnHbYd0icOh2XXHUg1m3YCtfj0bW9CMsLo214PfSShc6eDiQSPBoTAXCcjHI1D49Y6+T/UxTIvIa6xpTr+rww96KX/OGfLjvrpf49HegyS0EfixYtouH7zgff++CGyQcc4vWli3xQoQ8JWCS9r1cxpSHKfHrsIbAT/fuvpwymbyOEioATjpmNySeJ/sRJ4/wXXv6ed/wgXIdHQ2M91vxlBaLJPPbf/xA4loyebB/CQQ2lfAXpQhkNzXVoX78Fo3fbExtXtOPBeU9g77PnYvdDz4XdnkZ9SsaMfeKQ4KLi9Y93u5QbiiIx/x65WiSR8NIONnRa6MhY8F0LxZINJSCgqUaCJEnIlG0sW1tEjQbEqJDJImrjEhOf8qKHgCrDVSIodn+LP18yzXvg4mlFX/AFng9w67//s7Nw5DOxfU86A05PL/T2HJNLRGuCKNMegzpTekCShEJVEIjK0DmPpGtojYcgG3kMra9DZ0cnGhsbYVsmtm3egJVLF+OOx95BfMJBGNM2DGW5DQPrVKRCPosiq43KUAMSi7OrqdUQ1WTXUgThV5ec3/35739P2sGe/2lO1s+xYLGR5Epgxlc1wtuXLtuCqpL03d48R/AzI2swYD+NciKp1RtiiNeF8cqvH8bA0aNx9XGHwbItbO0xkc27SIUp8dlnNgx6yrc1KGigeZ8SaAhF3L8h3tkJUDOjYM45FyG95AnvrOOBA8b/wlWUoK8R+mHYCGHBW6uFUy74A5Z/ewnGj9I8fft2Xs6/AyGqMkxMeZlWiFh86cVlhVRaTitX3jASkplAJcsDTgWSRvskB/rGDY7d6ZicpnByraiR+Rm+SGdujggHZG711SFEeYZrdpGLke3xPddArDGMR55ei9+vnIXb7xuN1e0/wNWjTEtGDKdypYJ8xkbjgAZ2fSqV8iyLOZFQUK1WoZs2TLfE/n/hQASmVUFdfZ1bXzNSmDbidkxB+v4v+ztJhp/+cN487Zb9Jv3l4Y+/GFupWK5rmQLTXRHRVeDQtfhzHHPAZKhBynSkgkUmwr/jxGnUFgUZuVwGh+8/E0de2oxRY0bgq6/bkTNkBLUYBN/CumXLMW36eITDSZRKBrSAAgoNWrdhM0Q5irYBKWzdsAmjx43Fw/O/wYpeCQeMasDIo+bCN3OYMjaEiUNDhLBGukgBuAIkkfZX/a8wcddJtkCYlnLJweqtOgK0y3RddGQtJiKtryEuGSVDAH1Zm4VGhINkoqZ4Gx/BsIyaII9c0US+bGHYqHpce98juF+YWxo1+hA+W+D9QvpD7wXtwcjU0y+FVMogvTGLkCIgGJRhS/0U3JAowFEkJholdHKFQgwBDE9FWHrOgbtPxY/tP7KHAO3XNIUEsRZ+WL8Be4wdg+ETp2PGZU+jkC+gNckhSvFvUQU1YRG5qo1oaw1Ueg00zWnXC+LpzfWv/837etx/VH/3n5r//p1v/lkVrF1L9ltPPrlx3oIFK55duqpWaBvlFjZ2CCGfg1B1CByEsuui6nCI1GqoHZjCwldeweBYGDNmHomAbSBf8bCps99rVReVUNTpg+5D4DgEVA5DGjV26qYnLiniXRfwHAsBLYpvvl2Kh27Zy3viqhme6tegWjV4KSxy3b7InXvMC/hM1/zOjZd7jc0Kp3d385rg+uVsr7905Q9c9ntbP3aSUvlifSb61o+6fNeNIV90Gzij4kMMxgDOhJvt8q1NOcuteg4fl1Q5qgiuYROGpV8BpsgMZ+PJKYjxUfDLO+Aa7eDUOFzTRzjh49uNXZh0whB88vXlWLH9C5SLLhLJejh2heUo0i5mxZKV6OywMGLCIGihEGriMkwrC02yoFs6XN+ALMoMyStLAVimjrqGWs+tqvxdN/4R65Z0vnvS/m2/eu7zzX+lI+J1Ty94+ZzTT3J3pAtkv+RIVCmqCrp27MAwp4Rx43brJzSwxGOKtSKkDG2KiIZgQxKDWLP6B4weMw63PnkqhrQ14utlO2B7UYhKDWw9jWrXZoyfOgGcF2YETiqu9DFetX4zWhqboXllNIxoQ+/aNXj6w73R2hjBlm/exm6n3I2GqIFLZ7ZClQgdY8LnGLGfLet1m2w5hBmiUZhDoWhhS2cVhuUhGpLhOQ4qNlC1XciixK6IEuFhaMQlWQMPVOm9Bx7hEA9Jo/QlH7ZtM1hhkMth4fFDzBvn7m/YXEDcvOnP3NPBRwInnXsBBLOAStFFJV2G5DgIhjVUKjo05ncUYfIcGxX9oAjXdzGmJYXtq7/HW8+/gLvvvZsdEFRFw9q1q3HBRXNx9Akn4LMfLYyZeiTsig6esH0+UBcT2Lg7qjUCWfBRUhUEayQ4uoXUgHp35cqlwgUT97rxbyrc+f+T+6yfVcHaJcZsA1458TcPHz/unEvtru86pFrLgUDxXLwAU+LgGi5cRUSkrR5bNqxGYN13OOXss1Asl6E7AjZ3GCDPa5yScehpSQLAqs3MrRXdxaB6GU01InqzJiS6Gmnkywpjw6YtGDakDTveme42JGpp9+AvWpHm3lxZEFZu7cX5Z03EzFOmIsRXoXeshKbb+uq/pu2vfvSUcXUVfu+98t76vh7xiU8d4eYrJUT4BCxdgsBO4zLcQta3tvbaviv6fE2APsO8Y7LYexqjfM82wctBzvcsINDAkp/9ai88tb97CsoFZHQZDQdtwU0PzUbdkAB6OksIhWOsE6POIhwOo1wto75WBWebaN/cB5PXGF45Fg/BMnpgue1QlTASkSY4ThWWQygYAZZtIp4M+UEt6n3w+vfCb+/8qHLMxHGPvfXtyomLOrr2jybq3UI+L5CUgcbuBXv9AAAgAElEQVRoPqhi05KvcMT4UYglk/2J2cyX+XddG+2yPI8YYwH85csvMWnqVDz89kUsZu2ND9oRCjcgFo/CKvfCTeew+5SJUHgNfele9KZ7UDFsJBO1yO7oQtXdjpOPOxPffbocCzdNwcBaCWsXv4Gvh87FI6eGMWtyK/J5HRmKljdp3CftFZmN+3dq9HNOBGVs7SxjydoKwxYrioCA0G/JyugO6qIKNMmD4faLTRmiyvIY8SFJtFrOYn9vehpWdJM9QAe2RnDrFb/0n5z4Rqm5YV//zZfe4t+f8kj4sksvRndvGrwgI78lx1hX8YAMwfdhUYKORKEjHAtd5UIyXNvC+JYk3nrhaQQlFWeePhu6SRYyCbah48LTjkLtzFsQHjgZG1evR1NMRDQgYkfGRELjYFQdRjQdNyIKMSjD0kSEiRbo2P7gpiTeev1P3C9POZViPV/9n9pn/ZwKFhsFfwFcYB/+i9/OeuF5t6PbEur6CtB2ojjcaBDbd+RglEuIjWyBmIzi45dewZlHH4jWxnp2OdvY7aBYNjEwoTGpQt5wmVhQ1102/kkyvYF92KYPnZNQX6thQExCT3cfbpw93T1g7Hd8pjCeS9aG/f1GhDk+GoCq6qhvCiCkRuEG4+AL65Fbu6369oKSnmwSpH3GuEg1uVK2anE3vZxRb78t7Cd8jqvqKnPTwzbhVSu+1aV7fCDIe5zNCfQIJ38GmRRFgHd436kUPU4O8eBseFyAk6JRuGYJniSzxOFwcxJ3PNSB32xswp1zJ6Ovp0pTClt0xylUwwfK5TJE2SfLDmoiEgPoEYNp+eIuLF9ewJHHj4dhZ2E7JQxspJgssqmUAU6GJEoolfOIJ+JobW50Fvxuqfj4A+/ixnvuwomXXO4bhs/5rs18dhSC0NHVCWxei8MOnc48ePThY8t2Brf5u3PAcSwocggfvP8BDj/ycDz14VWo5ir4dlUBJh9FY20I21etwPgJEzF82BAUSxUYVoV1MCSuJCfDuuWrMWFaG2JCM5656w2ccNuf8JcPFuKDz17GJXc9jxljgaBAhwQP5YoFerUpUTmkUG0hdhT9oGxokogN7TpWdVkIUDSlTT5DHhwJStM2Wxk0JQUm0CzpLoqGwwJt6eefjPGMlaWJPhzHQbpKItAK9pjQirVrP8GG42Zad7x2YfGKK38bbZn3tnTwEUdg5fY+QHdhZAwWK0YXa9uwmT6sQsZwCp8IyAjEZVYU962L4sKTDsd5V96KA6dNgW7q7McZUDSsWbkCo8+Yj4vmPY5sVw9qFZ8FW/QVbdQERAQ5Gz19OlL1QUwYV4s+x0EipjLPYSKouPV/ixG/7c7best33DH5XWDD/8Q+62dRsHaNgsdOnTT19S+WfHr750uFyPDxfuCHTVytICJE7TkLQA0ja3vYvm4tmiaNQ1/nJuTWrMfss2exxe/mTgNFg0NI8tFSI8N2wd50hI5hxUr0EAvJyOQtxkznBRs/rvkRQxtCmP/rP/lzB82vHnT0EWpJqhX+9HoH1q3q9udfsxtEbOdsgcymPgLlbnf9Ztdf/G3A3mekaLXUuJ7j6o4gc7jn5WLkkqs8qalV4oyixAkCzU0BOJm07+Yc3+fp1+jWR09VBbAq8CzdBydxPGTfsco+rwY43+snDPCKwtGT3KgYiCeBL9cGMW3WBvzy0RMwYEALCpk8yrrJjMF0PHBIya84kCUVikihrD7y5RzTHA1sGITebh2bOnJI1CYgCEQqKEASXVbYY6EGlsyjW1XYpovaZAJhpcE/fOK1/seb1nPx+sFcJltELCgyxEskFsWSRZ/ikCGD0DhwEBv7qKNhVuF/Q+MyLR2aEsULzz+Hh988C0cfdAa60gWU+BCJDhCJKFi35HucdPZJUAS5fwdXyLPXr64ugjXLt6J1oIxUUwrp7hieuONFXP/Eh/j0w0/x3bfP4MVX30DIq8A0afT3oJcp+UgALzOGGR2S2UNL4Tls7zFQqnhIlz10pC20JMgFSNM4j3KViryMlqSIkkG7Lpfhh+gqGwtwKBQsSAqBHvuxRbTfiimUbxhEWs/gqfOn+DP3aHHeLY6Urnv0cewoWrAsG5WOMihZqIZw3RTo6/lwyQakiozcQLILuUaBIPEYnwhhZCCI95Z+g5Ejx6GqV1kkHb1GiqzghqvPxSfKDOw2bl+g2IW6aAC6SWwvDiJ12DKHvpKPkcPCiCVlmJrECnmhaqK+tsbRAr44+9Cjl2xe/BEhaJgM8f/VT/pfsc/6yResXXqr+085Jfnrl15aMv7a24ceed31rre2U6jJVhhxIajJ5JVAReCwg/Y9tVFEalU89av7ccU152NsQxL5nIGPVlXQnJQRlYCGKKHSOGQKNruwEeNbFoCqQaplDapfwNlnX4qb9n7N2bwR9g4Oyl0XHOZWqp7w53U6F1MEbtKIsOvkdsBRZEGL1/liocN6d9Fm3pOGc9MnhXmxnDXzmbydSET8BR+XpJY9zMC0gyXoebpKivAlFZ5ehbUjA9/iPF7jeZ58H/REJ1WQTct1my36fV13HdP0+VCEF2uSvFsuwqUEH4n+3EV0VQdi8IzVmHnxZEzcfziMnIOefBG18RgSNVFU9CpMswBZtBEKReGjwpz+IbVfIU5as5pYEsViFe09OWR2OIglydhRYHmM0RBdEalzYLtl1DUnsOavP2BjzyG4YO4lSPcWEKTxmuMRIiNvKY8dXy/BicfOZPA7VqWYOLX/LblLMtIf8UXR7iVcdsFZGH5IAJGkBtdWsHRlEQnCwfTlkM+VcNhhB8G2aKwhdrmF7kwGjlnF6m83YfKR9RjQMArrl9vYvtnAmP1OA0QHLz99Mx588C40DBgIzrFBGamEByroDjRNQbFso1C2mBWHOshC0UG2YKJo+OhOmwgGyCdI5mY6xHhI1sjM6sKKCrUgksDuB7Qbs00bwYACDzZKVUpw5hBSOdgVA0PHt+D1392Ne26Zh0UbNqMUrkdHuoCoYYOruEyZbhcrDFdDemUhotGkBsbDD0jwAjxSqRj0TDc+eu45XHHV3P6HNMXYk/DVcxGviaKjtw8tdbU4+tlOxCUDdYKFXMlDa0oFb9noy+ps6TaqRUPbwBj6CE4pk36MungHLU0J54eNa8VZY8fcv1Oi859ipP1Hi9hPvmDtaksnDxp0wuItW17+1dp2u04KS+FV2xDVNARkAaIkwOU49JkWSh4HdVgjln63HLuLFnafPBm8a2LtBhMlx0c9ufFljoUP0JnYMAlz4iESDSGiiaw9VgQOl930IE5rvhbHHHWi9/4ba5zdBg/gG8Kc/8Sfu/lRzTwm7R72C3225wqcEKtRebvs2K993uePanbdsSPrJNPhOKOQtWMRh1vf7rnvfZfTrrkkxjkkTbB1ihcGdAd2Z8lzDNERArrEywp9agBL79d9eRIEQWYYZN80PM+xfSESE4RYnBU61+gGLaeC4Xpc8VAOj76ax1WPHAfbEjGgrh75UgaZYhkNqSgLOQgH6SlcBseHmYWESASswGhhRgClTLygGmKdVHdfNzQlgc7eXshyFKl4GJriMlGprCmkPMfMiQ9hWTaPsifAs2wmC2H5eaqKzxd+gOMmjEVd8wDWXdFDgd6Mut1ftCiencZDxsiXAti6dT0GDRqO339yBbrTabiGimXrdQwfMgCrvlqOEbuPweiRI1EqFOH45LoDLK+CL/68HC2tPHbftxUxtQ5P3PMmjjv9EdhlD/sfOAZXXHAmzrnkTEyafhScahlBYls5RPQ0Ybo8SmUHlYoBni6DFgeZbdM9dPYZKFZsmA6HdMGFQgt5kUdNhMfgWhm5sgubgk5lAdTgVCkRhwPqEir68jo4KsQij2y6yBwWo8YPwvUzD8QBs8/G8bNmY/GmHhi6D7WvhFRNALBsWLrJdIGmKiOeDMIpG0weEQhIcFRgQFMSy778DPqWLTjn3HPR15OHwKLqVHT37sALz/8RZ11zFd768E1ctdDCTcdMR4grYXPaQoiXkAwBxTwJfYDmpIQhA0LIUScYlKBxLiIK4XM8v6UhgdffeYu77fiZhwH48L9zn/VzKFi7ivSXpz38/OT9z5jt2YvW8DW2g/pkGI5FuNv+olXleaRFAVpTAt998iGO2G9PNDWk0JMxsGyjhWH1AkIi2S/6QyodYmcLHqLREBZ9/BG+/fpLnHrKqRC1JO4+utF/7eGD9LVbO4Xt1ZR88G4J68lXO/hpEyPCqFbVzxZt3rN9L5JSeati+W982uvuO0Rx2ppr+IKeFWzDsxXNFyXetx9fkBVOOlkRmvaMCUaR9lO2j2qGM7s818rUlDgloygxU4Na048MdnRA0OCZdFWLwqNxyu3zfcfxSdnAqzHwgRisQgdijVEs3Sxhr+M24ewbj0KgNgBNiKCloR56tYzuXC+CigRNi8C2K/CQRiIWZ0x4xzPB8zKTH4iiyiLDHNtBUc9CkhUogsSU5LajsXEom6tCVjmMHVOD+Zc/jEtv/RT7T5uKbekMZFFhV1ZV1VDK9sD9cSWmTT8crkdHA9po988WVZsW2D5TbdOkRRcPgVfw+z8+iC9XvIcph41BV08GZlXA1r4AkiEZG1atxsSpUzC4aRAqlSrShRx82CyI9LPXP8ekIxpQm0pB9QK4++HtuOySG5D0bIzfdyiefew+iMlGnH7eOchlMhBsOrJ46OkrIxQJQSBNVsViMof6GpUp3m2PZ2MjjYUV3UO+ApQND8mojNpo/6GmVHHhcECQUC6eg6puIxYW4dAVlCXr0HPHgl6qonVcG5Z//gZWrNqE0y67FOBdZAwXRlcJ9QILIEdIop2YxXZiFkfJORxCARmSIjFqg64AE1qS+Mv7b6FaLGLWqWcgnc5BVgg9A6ihEO6bfweWprM4/ZTj8OLzH+GMi66BXckjY3lYva3MlP4jahXksiZqw8CQZspH5FHURKiqyC6u1CTHQqojRDRx3qWXLT3m8UcmnQ/88wNM/mH+/I92Zf9r/vtb/6YsmAc4lzTirEd28M/cv26bHy0KXGBdB2pT4X7+iA+IdJVSBaSrNrihTVizZS3kTWtw4pmzYVSr2LDVQrHqY2QDbVGpyxDYE1EWPIwYmIRezKE2EcfJJ5+Kk086BjMveBzfzNvm7JGoKX2xTgwPH570PluW5XYfEOBGtUX4nMXx8C12QRJk4K0vdnjjEpo1fHBAzJtl0clbBid7Uo1atddvsq3l3UVt1tlxwRAaeZ43fMHIcMUfcoZdiVWDzdUI/JyI0ECfFzjONSmWPgheiMAzuwFfBhwDvkgG7SD71HteiZQN4CUdgSRw9/0ZvI8DcfkF+2LNmm7GIA9TWIEcQGdfO3zfQjJGjC8PhtEHRTaQqk2iNkq6KBJsUmfZL9sgT6HtkG2wf0wkbTr9poYFbN1exNBRLVj910UobpqCmx6+G5uzFaaRosJHtIOwJmPNJwsxdc8JqGukK6MBnlS5tLri+qUj7DLIJkSXWXJ4zsXeu03AmbfsA6gCClkDngNszaiIyTJ2bN2MsRP3QUuiEVs7u1hXEQpL2LJ6Mz7/4o+YOfsAtDXuhlxnFb97Po3b75mPWqsCLRiGFrQwfHArMqUy1pds/LitgJaAhK7eEuKJCEMQ57IG+XQQDIiIaQIrYMWywTA9lWr/Dq9sEibZRWNCQsXy2d6zaJHkgDH2WNdG309EUlq805hpVqoYPHooFr76HMp6O467+FqU0znoCg8j6wAlKhwSONuDplI4LqFsqNOymJ+QjNhktKaRzwoImDyoFovffAWCpGLGETOQzRUgyQJcy4MUCGBbXyd2HzyIvXazzr0EF82dj0qljKYaBRvai/jDjwYOHlYDs1BAsepidIsKEswWOB56SNop6/AheS4lRzkbtq4Tn95tzJwvgGf+MUzln1kgfrId1i7SweJ77glPufbar4945LlRh8081VWXrBLqSKhH8Ufk+eJJnczDlGWkXQehoS1Y9v0yjJN0TDzkEPT2lbBik45BcRF1QYnZHWhjXZsMIBWXkN64AdffdCP2mzQFF5x/LrZ353D3nEbvN+cNL1crSV5tbAotXd5tNyQVblhbTMhXwNEZmhNsiL7lf7PWQGPQcoe0aChaVYG3Si4nOLxTdQ0v7RQWb3XDk47dEWJQQKHR5+wSV1pV0q1svBgY1JkUZUvwuaDPyxHO84OM2y4oETimCng7IIg5eLoJX9QgRgfAo3QUvw+O4UAUq8jaBlqn5/Dbty4GJ4awo70C3TXRWNeEbLaAqmlClnxU9QxoR08fvpJusB1aS2MU8Ug/45zkBpZTRUCp2al2p5GGfspAxapC4iQMamtFd1cHZh/0JL7v7oajRJCv0vco8ByXjdXdm9dD7erE5IMOhusZbBfXLycnk/NOQsPOF5e6L0kIYsv2pTht9iE47/rZSFezSERi6NhSwJZ8GIJRRakvjwOnT4NlkO7JByc4KFereO237+PQUxqRqg9h3Ih98cmbC+Eo03H0SbOgr29HfW0Yg4c04L77H4AtOTjp8puxblsGIdFkhE5ZkGDqHiuKVIwcSP1YZFZMPVgOpSS5iJI6vErYIQuDG2Xkyy4qpoeARuMlgfzIdwgIsgzJ0VHUHRZoSvmLyxZ/gI7ur3HGFbehmi9DkE3kLAHtazNoiAegklzZ8aFpAmzDQd714bsOwgEVPNstCaztKao8Dmqrw4d//D2aBgzB5EmTUCgUWVdM1b9s2YjWxfDr++7G1kwWW1duwC0PPI9KtchcDI3RCF5583Ws4mqw/177Ire9A8ObCX7IIW16MAkaGKI0IZ+ZrG3H9VPNCe5P99+5qeGWWybMA4r/HaEVP9mCtWtuPgY4/TPg+XO/3uIOF0NCw7Z2xh4KayrrAOiNFg2pcCUR63UXdlMCgc61GNRQi9qBLcjldGzrNNGWktmFKBoLQRF9ZHo68eVH76FS1jFx7AgcdsQRVIlwyW2/xtmpK7yRDQdUC2VP7CwHxFrN8VPJkFC2fY5zeFeQOJ72sMUew1JrBDmker7tW7xXLbi8QEruLMX4VrJVmcvXVyLjx3Kcnnd9STY4fStvlbfW58LD0gleqogeNJ/nPc7nG+ByIYh+DzyKctU58GIOgkTKRAUkF/AlhQlcObsA3Qmipl7Cvfdvwdve3jjxxN3Q3WEiEg4hEIhCEDVUqy4KZcKjuAio1M0Ume6oM51Gc20t+/kRz2nEoCCCqsJonRR7lStRZycgFIzCciyQZjUcjUBWBcwYfzdeW7UCbYN3R09fGjGNMht9aFS07Ao2fbEIMw47jMV69bOu+jVMu76oEPRvs3z2epAo9bFHfo0Fn1+BORdfgA2r08jvKKK+rQk7ylFs+G49Rg4bgH323hM9mTwbWQUJMMsV3DTnKfz6jaNhm1mMGLo3Xvr1fLROfgxjJ+wPqbcPg5qjiMeDSCYjuO2Wm2DIEcy6+Dqs39GDeo02/zwqpQpSIQWdPTZCURW+5zBpA8/1Y2boWlep0q7PQ2fGharQ6ObAsMHsXDQ+9nNoKZSX0ox0uLwELZHC52/9AR7fgcNPmwujVEZTswqjXMHGlT0IhCMQVYptI1WLwwqkL9FF0mO7K/JHKjQS+h4cRYSSCGBMTMFzDz6AY4+fjQEtjYwySrI2wvdEFCCWjOGJJ5+AEa/D+HGTUO7T2d8ppXLsgig6Zdz95O8x4thzECA0s55FQzKInqoHlxT/dOElkSr9Y1toqatxt6W7hBuGt/2yG7jvvyMq7qdasNg72n/5ZeHQE098o3T1bTPOu/lGh/tio9jgOyRBh0KYSDr2cz50x4crS8hJIjI1QexY8x2OGDcUsVQtfthYQkDkECfUSVyDXOrBO88/jU++WoqJ40dhxjFHY8p+k9nn6aPF32Dx1fvYN9xykF0uO4rLSb6b1w0lFFB8JSRQ1pJZcVwtGhBtw/U83/UDYUE0yrojyy7n+UVOkqu8W8zZygBJERMkaJXg8kEfXB9X/oGrurmaYnBkoZbnK7zneT4fjHKeVwvfoQ5EB+dbcI08fFfpR2ZxDoSAxjoYMgrRiOaYRL0kzY+O+KF53Pb0bNiuCdtSEAok4IPGQQ2OY6M3R0/hABu7wkEXhWIOvYU8Rg0bjohqYltnBuGQwha/tXFKByIVus3yFyOhGEziyQsuu9bNOvg2XH37Czji9FnY3t6HWIDShRngki32v/rwA0wa3IZBw4bBtg02uvXPlrukolS8qCEgMCKFg0owqnlccdkccIPTGL/HYHy7sANvPrgSVz9/HIpGHN8s/BZHHT8ZqWgDs6Dki2X2czDNMu6d8wh+tWA6ipUejBs1GddfOA+3/OojjBw/EUZXN6UYMVpBVFXYn//s036BgfucjANnHINMtg/ZgosEvS9cEw6J3SQZiZDELm+ETKYEmlBAwraeKhthPfDYmiZcMqFsKKW5X35AXY7IueyhkkzVwPZdLHj8fnDJBGZfdBEqhTJqawRovo++TRnIqoRUQwwdnUWUdBOqKsMhHpfno1oy4FR1JGsj7NcVoqhKPJINUbT6Jdx9/a341T0PssmCrshV00HB8ZGICKirrcHXy5bi2Vc+wDkXXIlsRy/if0OAD00EUSjrSMYjzGb0+Dufw401YMLwIQjZRWbm7q1YrDDyUZVdy2k1EBV5N1ofE9598rFV8qWX7j8PyP6zMTQ/1YLFsLwXnXxRy2MLHls3d/GP2vBYvR9v7+JCjosgYUo4EQbJY2wHLk+SBh6GKiAfD6Jz4xZMHVKLcLwWazdWkAxxGDQghsWLPsD9Dz2B68/+BQ6Ztj+aWlrR29sHLRplKvBDTpnjvnXQ9+maREQr2pIo0himKrLrKZSbwJm67VhV2wnWhBXX9jy1RpKNfNXxDMPihRIny47AizlBHQCR0wj5QqJMyRdDHFfdkjezi+M7YntmGpREWYXQCg4mCUDhQwUqHbB0A4IQhedkfNdXaHnLgbRa1KmIMRKKwTdKKFcUNAzh8O6iTlz36URcfuEeyPbReBxCWSePHBUuFVs7uxmBk+wkBCOs6gWEw1H4ng5JCqI2IWFzewdiYZWheduaJKQSpHb34PoWREFjlILGQXG8+vQCtHcfinmPzEc2Z0Ah9Tdd+9imVmF7pmazhAl77f33LEfGEdsp49mZP7grCI8KoqaEsWL5MkzYY0889/El2NbRid4OA4Oa61CwJXTnJfT+uBbTf3EYw7rIkoZS1WAhEMlEBPdf+zBmnjYWtYM9jBiwD268ci5uv2khRu+7H3q39aK5gf6ubj/BMxVHuq8Do4ePwMruEja0FyBzNnrTBmK0L5IFBAIyuxbmslW2JyK1DF2OSTSaKbsMJ0MI5qrlM5MzUUHyhscYWqViCYMGNYATqrjtglNx8hXXonm3KTDKBQxrklHoLELvKzFCRENrHCVS3Od0Nk7SPEnJ3pQVoJsOeNtGJEzuAwVBTWIFS0uE0OZk8Jtb5+Hu3zzOvJRF3UbBdqH7HGL1Mbab7dq6GY/+5imcfOalCHJAkoCFUbU/+9H3EK2JoWPbBjz00AMYf9SpaB08BpJjMUhAzvHB1RCgkGdoG9IzpJI1Tql7vXjUiFHEenvpn73L+kkXrCuAiz886qJHLnzqXk9Y1c2nCuX++G5BQESVkHN98IbFTLB5gUfG5+HXR9Hd04M96gLoK4axbmsVRxxQj/UrFuGZOx7A0y8+h1Q8Bd63EVJ90NGIGOBPPvsHpF6bnTn6xMleXymrqbLi2UJSFiRVUFSRq5Yd13McT+B93/MEX9JEUdIEycgVTd827UCNrnrFtK0NFxQpIYp2rgIoMuQQYHYX3MznzdtCIzNJJdoVcQoxkw+6oljbxrtVnXMLP8J3Qz4nSv2jgSBxvmf4cDkqzJygaGzsIlU3WXUIbRmKOrj9qR5sbj0I0yaOBew4iqUCchWH+dd8l0OxrINEmQTyc9jiPYyGVD0My0ZnXy+GDmgE5xvIFnphWCQK5dHWUsNIBU11GtMmJRqjWPbVGlx1+uf4MrsSJYeDVykjovbzm0glT4Urkt2Bka3N4GUaWx02qvQjZPoLFgksaWfFfo1VLRqdJdzxq1shRMoYuIePDZs7kUomEVI09GYl/LA+DbOzF0eeMB3Vio4d3RXIagDgJDTVx7Du+xW477on8PyH18PxS/jDY/+CGTNexj4HHwrFKaEuQaQHB0bFYgWIHAJDmhrwwbc7IAQ4pLM5VAse01gRYicg+TCqhMD22CGHVg101aHOioJK6WLI6B2+j0zZg8dRrD1gGiXUNjTCNXK4ec4kXHbPG2gaMRacn2eY4vK2HKySgWBARrIhBtv1YHsc0iWdaQFpv1Co0MUWECWZ9dFkC6JipqgEn1QRTQVRl+/EfXfMx32PP4FCTxmGY8OQNGzesAG2mcahh0/HinUbcdsNd+LKa+9AXBNQFxYR4NCfci3z7MEcDIeRyRu4/fabcexF14MnLRfvo+QBOU1EkISq8FghHBhWPCco8Z8/ev8b8667iTA0/9Svn3TBAvDX2a+8v+fUaYd75ler+Ihps8W5GNTYm6rPciGRmC8gww4p6MnrsOpi6HVs7FPLYdFSEevSMiYPbsfr8y/H48/8ASUvhh825SgFD41JHyMGxdjp+dyTjsH7Ny6pVHv35jwtIIuyJHhu1HMpHoXew5QM7Queb5iO63iuHFYVkhmYVcdSlF5etsuO2Ghq2mBN9kyBkiLAh8OMZd71HrdDi3K8UtuTYKA9zvYdS/I5McTxQci87HCumfcFPuJ7Ik+rNM4xi3AMwZcDCme7IgRNYp2RXvYRT8lYvT2DPWc34OUlU7DmRxr7UlCUIApFnym6JTnMPGqlsoGqlYOuV5FKJNCQDMA3LRRNcndrbIdRLHbD5zWYZhGkoiczeHNtAAfsNwA/fLcNZx11D+7/9EvsuddEmOk8FFWG5XmQ6VgqiBgaktAUUBhmGUSyeYYAACAASURBVKSR2pXjyLAxO8dBNgbS/qr/H0VUGY+rJpbCq5/djY29y+GaIoJaEIqkIV+W8M6732L86IEYMXYYZD6AUsnGjnQRkWAUkYiGmrCEe3/5O5x07p7YfXIrPnr9E7iV/XHudXNRLeSRJG8NVUjHZZe3ZCqFJx59FCWuCSefdjTauzPQLTI7m2iuC6FcNUBahcZYEJJIEVkyqoaHLWmDJdEQTlq3CUvjIV0VYJg0xhtobGlAOduF2QcOxEOvfoeWEaORLXZieFsc5c0Z5DNl1CZCqItqKDgk4+DAKSK6eiuwzP5i4YkicxzYZR10G4nFNAYGNHwfWjyAYDwIsXMTnnj4t7jloX9BPl0A+R+IsFrO5jF1z4F49a13MXTiHrjml/fi0iuuRUz2EZd5pCIKgmGVkVGrZZsFXBiOiQNmnIib734M8RiZyyvIElM+qrIuk/pH8oQGfQeNLbX4+vUXrUtOmTUOwLp/pvr9J1ewdtlwTgAmf6G1fnzpF18oDZzmOxvbObJPtGgq1DARjXh0VU34lof6SACeJiKbr6IvpCHUHITUZ+ObdTJah2m4Yq/RWPSXBWgYOAHrt/WxC8+OPI08wOhhzfjt71/Cme4Z3pHTR/P5chK+Vw87b9ue61IOJWdW4NLBzLFdn4TawYSqOJbplYn+GbClAL/D5QMlMTA8RJw4tlSmboiXJfR94fXAcLxAQzrlVso2rzWInGBzjiF6nDpQkJKiwMtleJU8ExAQGZIXXHh2mX3YOIhMZiCF4/D5IJljEJQ2obMriqHXRvHI/RPhlyz06QkKpEC5qEM3SZnePwp2pvOM19TT1w7dsTBiUBMkKFADUeTL/WlAibjKlu2khDf0CiqGid13a4Nsmzh+/+tx/WNP46g5Z6PQ1cuCHkhpTl0CXf1UScAeCRWC369nJwLDzpsgexLTv7P9D+uoiOlJaTMWVCmEXz/4MLZkF2Hk5AR6enKoCaeYiFcSQtjerWPJ4rU49MAJiMRTqBZNyFoYns8zo69p6qiprYVgmbjo+KvxzPs3oD4VxRF7XYsfNmxGLx+Fk+ll0oG6hihCQRWunMBLr7+KjX/9FrfdeQ82be8Ap2rwHQeWCXTnDCQjCmo0EoRKsCwftFOnfSEF7joezzosMlwXDZ4lQDe3JFHqXYerZ0zAbz/ZAilRh1y5Fy3NMSBXRKmjhFQyiATp3kiHRmtJsu44HrIVFzJlCZCXlYlZPcZpo+6K3A4eLeHJgB2TkUhGYW1cjTff+QiXXHU1Mukck4hUClWkBiZw19yL8eJzCzB33rVIDZiI/fadgkI+i9GtCbTUUVdKIl0PtuMzJA1phu+aNw/2gH1w0ORJyJfKzGzdRxwzUUAALkyfh+RaaK6L+Ru7d3B/GT3kmmeAB14+4QThxFde6U8P+S/++skVrF3XwUHAbybf8/gl048+w8l+u1qMJ0OIch7iJKUmIWRQRW/FgKE7LOlG0GSUPB+6JKAQkfHJN8CgWAhrFz6Cd393PT5Z041gtAabtxWw4q/L2eJ376n7I9u7Dp+dvZv37G/Gm24wrNqeytk52REg+jbZ+3x4lum4gsgzbArP85ykiQKZNWzLcDWtj/dKHbY2XNGEnRx4z5WhhnmUNnqVzDditnZisdkXUpxV4G1wxLSKECxK4DWbEwMy3GoHwIf78St2GRxHavMSDSKEFQXEKHlA4KCGjcM0ggmciSVrM7hm3koccspe2GNCM/qKCvI6Qdpq4HBBrN3ciZpIEI5dhSDSk9yBpobZjktRY9DJBMyRiJY24RbbZblOGZG4glgwjNMPvBpzr74WJ95yC9IVGz7hphWiBrgsBksJhZFyDQykAFHHYcRQVmRZV0Xn/n7jMH1aKMCDiqPjudDkEDZu3ID99x2Fm56aA93LwyiJSMTjzJai8EFs7c3hh297MHGfYYjEk4zQUDUs5IslRgmlRX6uZGL40GZs27AWd135KF77683YsHIrvnzSw7+8ei96uTDiPFAfk7FxWw++WrwKC999AU6gDpdfNw9SKc38nyohXcpV6GSEl4IIK1SkOMi8AIPJKPrtORxPHkKXoWZ6cgZSjQ3oXPcl7j7zEDy/tBO2FMWObB9q68Kolzx0r+1BNKyhLqZBU0WUaaw0HUb+LJo+MobN+PFOlVhbHLQgXYM96PkSlHAAJsVmKxK8kIC2hgQKKz7Heyt6cMasE1BNZxigkjBKidYwnr7nXuw+bDTmnHMK/vDhtxjeNhwmdOw1OAWRIZL6w2Lpy3H7/aRr1m3DN91AQ0gEPYkLloceRUQiTNdJl2nTiKAaFHi3rjUuvH/bTQvvuP3O6f/M1OifVMHadYG4ZOqhgx75YuHX976zsrYumvDcbJonNbpUKLE2NZaKMkNbwfBQLZvsnEwXjiItDYMSNhgyHF7Dn26Yhykzp2BAbQwtQweit6sDVbuesZdk3kNtQwiz5lyBhac+5x+y757I6AM5CnewsxVHkCRfL3iW61geFSs+oMmKwvFyQBA826Ejl89rhiD5HR4XqfBi1ON8h84rHnh22rG9zrdrtkWGF1NikA85ZtIWY82iZ5YAtYGTCBPgbWWaG8ekJUMAMsuhI65VNzy9E65FPrEwfKmWfdBdIc6e8h4fQKFYhBx0oWoc3nq/HX1iBC1Dw+ij8UUNodeuR09ZRm1MQzrdyS5Y8XgUji9A4kl3paBC+wzCCzNNko+6ZAyqxjOj7I1X3Ih9o3vgjjdfRbcvMZ8ZPXFJoU5dIGU75jZvxoGDm6BFQuxDwNKxd+6r2PhHwlOOZ8wpKljEc1ckCaZhY/aJZ0AYuhzTjzkEuR6fBUEIPg+Hk6GKGrpzZXz82g/YY9pQ1MRr4Toy2+mEQgq2dXQjEgyDp65NEFHfpOKTtz/G9m2LMf/hW7Ho3cX46mUTBxx/LCzDQVwBPlzyJg4+bCxUDMTlF1yF333yA4bHUujt6WWi41SNhkrBRr4qIBmlwm0jpEgMuwzRQzwsw/YF9BQ8WK4FNdqI9u3r8MDxY/DQkk5wsSh0PQ+JESB4WB0ZiBAxsKkGquDB5Xl05U2INPaREt4BKrbDKA+q7yISVpmkwdMtaEEJjuszP2I4Efz/yHvvKMnKav3/eU+OFbuqc8/0ZIaBgSFKDkMQEBM5qoBgQhFFEBBQBFG4cpUgyStJyRgQBUSHzBBHwgwweaZzdVeuOvmcn/utYa277rq/73et+/Wupcv+C2ZBd0/Vqf3ud+/n+TwQchoGC2mseewevN/swkcPPQCsUcfMTAupoQImKxM4auki/Pml1Xj5+T9j+133R1dvH/p7VcxKaZxqQWQKOkk+fB+Ig18qVfCzR57HomW7IU1GeFooKALMjMq9krw7pgBXUYj7+nPCo/f9aqx2+skH3gh88L+1LfynKlgf+gb3AL7Wfea3fnzKFy4Kw7FRSVaIEeSB1dowLAtdBepAwCOQxqbqMCnfLqXxFW+QNTFjaXj02n9DYc6eWHLwvjBLq/Cnu36JJYeeBS3bBxMOBgd78cc/PYbmncfgrjsOht8kP5wFbzoKQscLksiPwphW1jJllwssCWNBVSVqGVRNIIBIIss1JuZiJmeaDH6Z8jwhajok3UX5FXnGmdRde069T5ALiMUstz6EQhqSbjBRdGmMxlXKiV9NIj+gMAgmUhJMewtYVIIoqmBGPx9Wh+0qfG0O2mHHr5cu9qPaqAOsjYip+MntH+DHt7+Kcy/cDbP6bcx4NlxtFloe4NVHuZDRsi04PiDLOvqL3UilTLy3cQsypoH+7gLcoIHeniLuu+Ue/P6ep/D2xk2oZ4ooz1SQsy1EdN+NYqimgQ1bNsFY/SaOOuaYTs7gf2Jc8cJFBYtmXHQd5AUr4gVGkU2s+MtTOPCgQ3HLH89CudJCV6oXhqzBabcQMAVpi+G9dTU8+9Ra7L5PEUzpgaGStiyGaeiozNRQawf870Cyj3J1jItHVz7xV2zZ+CpO+uon0azO4JU/PwJJtWDkuzB//n5oTghY+/44Vr76BL75hdswe2hnMMXAWLWNXC7FQ1NJ0lBI62AJ+QwDKIrM0ci0weNpNhSwm0kj9hs4aZ9B3P7MZmjZLiThDIx8CtF0Ha2RCjL0nGZVTncgyQojmxMVfb/TZW2uByCbdEaX0fAjdNkqIs+HTLcFWeCEBTeIYGU12AUTqbSNl++7DTVlNg47eF/Upqtgsobh7fK4+2d34P7/eAQ/uumnGOovYsvWGTBTwbKFBaRJ5xWSBo9KAbkMYr7Aoc8UyS3ufOINJN3D6FPJBC3DIZ1qSuG/B72PfIQbh4mWzTJ3ZmvjhUXzDrseeOl/61r4T1OwPlTRvnzmt7v3vP2qv/704Ve7+4tDycTGLSxtqUiTB6LtceEeN9kSSlYm5brPNy0JDURjwOlO4abrL8ac4nboWbI73vrLU8ine7Fk3yPRdCW4jRlk0zbidgXfOn57/Pa6OclRh+zMypvJNiKiNtbyorbvaRSXKzIxDKJQJKENrd3iKPKcINKzWU1Pt1VRnkiUXkNgUrNjn3FriZpXWO19q956G3Vrsd8LlmPM6GUJbTBjFWK6i7GozC09QZNoCzGixmiSeC1IWgSpawmjTaDgjAB6CszqQdQqIXIq8KQCWkkXmKjgvc0J1m5p4vlV43hw3TS+few89A12o1JpIN/VhYpvYrqSYKRUQxy30JXLwg06D2FPsZfzqiLfA2GgCpbO49E1U8Ef73scv7/rt3hizRrYgwuwdXQSBXIWSBKXOAiyjHw+hVUP34ejDz8cdjrTsd/QS7QtWYJ+RsTnb+QXTNAiOxTIVE42IBl7zNoHS8+WsfdeuyJyOj5QCi3leXyyjZTp4c3V03hvJMCOwwLeWTuB4cG50FTGB+70c1pujIHeWSiVJjFTG+NCz6HZg3jz+Xdw67X34NpffB6yoUGSEmxYswV33vEm5i0o4rRzDsfPr78OB+9+Hvbe7wgkUgGBS90f0IwFWFKCsfEaJyOQ4TmXlblPMIplNLwQmbwJGMA5+y/BZQ88h/SsBYia4wgUidMVxE2TyJo67JyFnCFCESW+lSXmO+KId04TdQ9bax50kSGtSjwlx9YUmBTQmnRSm90wQswYZENGqmgik7bw1B0/BYo7Yt89d4MqJHjzndf5Rvbt51Zi10NPQF8xA0UM0Kx7MAazmNOlo4fIEnxu1omrI04XvX4yuRsSEbff+1usU/rwkfkDUAgzQyEktsQ7QbqmeiQbiuPEMPW4qHji04XCKZcA91522WXSFVdc8X8KB/4fTbf+aQrWh7OrXYHrzLO+9fXPffYbsTgzLSgUUikLfLXMiOpoEgGSIWQSYnoItplqCR3cZCoefOAWvPnym9j145+A4sqYtWxfqEYG01MVODNVqAiQz/fiodsuworH70DluTmJ5g0wx+uBV0uisNp0BSmk4IMkjuIoDpPYyOoGDdllQaCbGQuYIKYLZU3ONSFavAoAfh2CVEVQM72ppwc36r2lrLmw2A1pThITAwYGBC0H7iP1xvh8AM4E4rgGSvAUZU8Qs4NgWhf8Vh1iUgX0YSRMQVhbCyGcRMjSMHoW4Yd3vIFLHw5x4ZcXo5CXUGu0KVAAgpVDLJgcH9Oqe1i9qYkkINW0hND3IGsmTLvIDa5OJGLt5hEcsOdOaDRbKPTm8PaKlbjxezfj4Vdexbxlu+L99eMQRJFrregDVcjYmC5P4bsXXYyrzjkDu++1N/zQ4R5C2nDxdorPeugqQekyDI1EgBgGMFkIRbHx0IMP49jjjsFl93waswsLkNJIO9bgnyiipjpeEwNFBWs3l7HizQbm9UcI/Ca6c2lMVapwXBWynEFXtgBVMeD7HoKgDdej9Ocshof78MaLb+Od19fz5KN2vYlcdwoLdumHZnd+FrHja2/NwwlnfQVJEnAeVCZvoVltIWwDr6+vQJY07LA4x3HRAoVyKApnYM1ZkMXVXzsLB510Bj5y5KGYKZXQjhgcYsFvmobmh+jOWdzOo+oS6KAiHReTRFTqbaiaismah7Gaw/PSiOpAbHlVEKHyzRylf8hw2j7ndekZDVbWQF+Xjd/ddB2i/A7Yc9fd0dNr4+Z/vwrXXHY5Lv3h3dh936PQqo9xz2gixSjMzaFLYug3SIPX2c5SUaerOl+KMJJ/Kbj1ltvwtjwfe+24BMx3oGQNuCogJYRcIsZbiGknxPwuM5ilJ/IFR3/iyodW/PnSYx94QHzwuOP+7oP3f4qC9eFm8PvI7vhjVF64/LkNVrGexE67JhS7UlwzsmbEQc7WkNeAAYusORIkXUVI4kVZgitImHbauOe2G9G/88HIDixGX0+BD1Mnyi349Tb/4BRzOUxteQs/uOBIPHD1MI45pIHa+HZI0Iv2tO/PTNQdw1QlRaSJgoDYZ7FmSQrB9lpVlwQ9LFVUDVVfLcrZEGLaZLEzDYF5SDwv2vTkko2SEog9S6O+2JqvJmKB78boCE8UC1HkQiHkLYW71t5F3BjhandBa0NUZoFM1UFrBKLRC8jziGWAxB0F4jIitwE704szvv025AP3woIBEe9vLCGbTUOXZPjMQKarD7oQY3JrFRvqMlIy+eZafKahsQBMzqLSTjBTa2KovxspS0O2K413Xl6Fn178b/jhw7/GIR/7ODZvHufXIY/SZcgKBbqySugSYvziqsux/FMn4oB994EftCDQKnXbk0anNxUvKj4znIEuwo49LrkYH59AX18/vnTtfjwAo9ca5jqujh6eTNdEORhHzlZRaThYvzGAS4VWIf5+hJEpoqAu4NidSr2JlJ1C2ra5n290soTurh4IkJHKKvDdBp8HWSkdoh7DbxH3yoMuBLDbAb781bvx0K9ehdpbQNpk/PzwiNAw5UOURDRdEmSKnM6qqzIftg8vmo3fP3Anqu4mnHPJFZgeLcOJGEICAdbacDdMoztvcYJp2iKZSAjVkKDqKufBE5ZZpveeJVzg22z63GoUS4zGZDBZzFXw7TDhsV5WmthgGhJTxqycjSduvR4zyjAO++gRWD9ZxU0/uARzhhdgux0PwbzZfVj14mPI5FM47IRPou27yCkihgyiOVC56hBK+PuzLRSYBu8P3n8fHh/XsP/eByBxqkjnDRBqlTpOmbRgUYyq42F+MRMOapH0hc9/8b4//uruE7e1T9tUwf+jZuq//Z/+KQrWh6z2nYBblt3yu88ft/uBQf2dt2TRtrGl5GNjJcCcIZs/2DYJK4MAeVvErN4UaCYaMrpWxGj4DO9MSsikVZSqHmSVhH4ipidbCAMfimRCih1c94NPY0ljNX57z+w4xVxWrwyzJO6NWzOeW6u0Al0TmGHIwtR0EKcyqmSnZElIkmhkshW7HuJ5/ZGk5Terar8gRO0qdRSJotZZdXXv9OaXZ0/17vreQG7e7ikvKiRxxBgTVSByAYHkeDFEskAkAZJwDEngcYMzzaoQkRanza9TopxFnKTAYg9QyF82hrg9BjuzBF+7fjPWdpvoJdBd2DHKkmmZrDLQTAhMw+hoC3U/gUk3GFmCwjdEGlQtDS+RuKTDc110D2YxtW4zfnjeD3DJbb/AiaeciJlKg89VQtI6ExgubaJZGsfWV17DPjtvh0KxF1bahix3wHEfegXpQ8HFlFHE9Ub0zykhgsFiiLKBb339Iqwq3YyjT/oYatMy5g4O8HRl29QwXZlCreUilfJJmAbLtPH2mgm8t7EC24qhq0TnNNCV64ZAfXIQoFDogtNyMDndgKSosA0LNGZsNZvwgjbSKQWtVgUm34xq8FmCnqlp7JnRklvuuxeLDr+RLdznU9DCGgQ6/NyAm8opqfD9UReNIMFAUeaQP7uH5mxt3PyDC3D+zbfTDhm1ugvJUnnC8vRftyCnqCjkTJ4NQDQHMk5nMgb3DG6ZaXLwYaHL4tvC0VIDvhcgnTJRbzhcpGsTeYFmI5LIU5sEWUTPYBpMEzAvZeDef/8h3PwSLP/40bjmh9dCjNM4/OMnYiNRcef1YnTT+2iXX8dpX78AWyaq6DJVzCUaBCWCbJtJ0faWPJx0YafB+2ur3sHPXxnFbkuXQQ3akFIaxJTCSSi0YImCADUvRK+tR/19afGJX9779DdOPeWov4Wvuv8beqx/hoLFbTgAPrfwqDPvuPDya2Nr62aBBSE2V6nKi3AVBdm0grDlwKYPSZhgrOxg4YCJvMWjr3gowKoNTUSiClFnoBATI22j0fDQnnEhsoiHGWxevQI3X3Yy7r9xNxy3+8a4+v40QnG/xHOzESU+RCFJhmhWw8RWMwntrCWR41lAglLNi30PyYA9EekD45rSa8tRuwaJNFdJNV7/9C5bvHYUz9k9HEzS28thw4mZbDACxdOQMxY0xH6Nv88C6hBk2qTVOf1TEObxRF4xLiMRyIRLj5YEQUkhjtvwa+MwDJvLFk655Hn0HbKUiyfpgZJEG5aegi16kHQdFUeGgwIMgTBGJF1I4DZdqHqBW3LKtTrvlvqH8tiweg1uuegn+PbPbsfHTjkZYcPtsNLJLuJR0QI3OAflSSwpZlCemsT87bbnbxkVJvrqDNU7mnbSn1Gxa1GClACktl0FX3v1Vex22O649d7P4r3NGzDcuwMMhfH5iqFqWDeymaOcMzaNKlvozfbjgw1TePODKZIzYlZfNxTZooRr1NshZg/2wXcdrNs8DkmxkDJVrujXFAW1RplnCwZuC9VWDdvPG0ap3cLkmyV8cUcxWTbLSF5YM8a+8MrB7N8+cwqCZhV6Ng1RF5FNGdgy7uGdrR7mDRCiWMTWaozCUB/eXfErdC1ehB322BNuvYRA0jiSpbl2AlqY8BgtOhwokJbkHKTDUwwZiSJhhGw5TEA2b2HrZB2lcpMr39Pkx0xiyDyhKYEgyQjDiJv6ZVNBT38Khilhnqnhp1dejHmHnIZWu4F7H3oWHzvms2hPlyCR4CVtod0uY3zDizjmnHN4V09yhn5TRZqCWegTxm/t24yd/Eooci3erS9s5guAPLHjCyYEXeAbUU4hTSI0iUUdI547pyCs+cvTr5x26PLlACgH7l+uw+J/4d/8rXG6bOc91h130R3FWZl0rNcmhKkGMONJ6C1qqMcibFq3Ez8pjjFVo4BxKhIxLINaXbpu6WiEEpIwQDsR4Ci0JgZ0si80KGcvQndvN+656gSseuktbFqxKwaNZ9CcSiVueUnYqiueJAZ06pFDMRF4YkKUaClTplhyXWfiO5sc5BQEvebWUFvQNOSsKkdOO5GkMnPHu1sb/zy0pbhwtGDN26krFHOI67WY664MUxAoKILQMYaBpF1GHNV44CYju35E4IAsNygzZx35M8gkyc3xCSObTQyPLEj5BXhtg48DTrwX37npRNQo1Zr+M9FCIU2Ehxo35k6Xm0inZ3Mu/JQToDQxhlRmCExQUKk7iCMPHzviAGxdtx4XnvpNnH/rnTj0+GOBOim9A671IjAqbbOKWRO+56GxaiUOPvBASj7kM0UeLivQUL3DaafOgIbIrSBC1e9EeKWlCJZqY/2G9Zg3dx7+4w9nYKw2gqkpCTvMm4tSpY7hvllotUoo1RyuNne9CpdcGJqJctXF0ys/gKEyzJ89B7KURoPErvAgC1RKGTdQU4GI4iYH3rXbDGHgolSewuRUkzOvlmzXjw+eH8U+XTUcME+NC7oYvrv1RWm/x88VHrvgLJQnxpAt5PignBhpYxUfq8cZcibQdkKkCxlESQu3/eCb+Pqt90NKqmBUkBhDbd0URC/E3L48KDzWabZRKrcxNKsIk7Iogwhbmz4SL4SlSqi0fL7NzlpUIjpXP12lIXdn0epx62gAoiClcgbyPQZMU8WwKuDKC87D8s+chTc3uJDMeQhbdZA6TyQpjcDQ29uHe2+5Bl/42gkYmL8YvtNC3jRQUDqflY4riq6FdNCQqFDkMXYPvzKJSZfMzjEvWEzrXCODOIImMG7KbrlBvGBhrzDyyovvHL/33vsCqP5v4Gb+oTusXQD5de6Cw1e/fNsfrt9++93jcGqL0J72MOVJ0FQVQRyivy8FVaeHwUGl7EO2ZEQOYYND1P0Ymd4M5g2m4bYDbK6SlpoUxQyNdgSVxHexCzGVxuiW93DjVw7AxRceh++eNIkgVhG2tqL5ft51mnag6JEUBSyKwiiO/DCSDV2WZUkglbuiMvH1ja6wfS9COdgYqfNCVc3JUtyqJbLcYqMrh8eqG9X28IH6HNhDQjDTJCULmK4LZJFJBBki+e+2JTRzaoFXhqBmKQ+LOjokfgWImwhbzYSZOhOlBHG7ASbbcAIJLLcEz76yGZ/64m9ww8Nfw1ipglo9QhQyZLMG96JRHDTJEJYU05is1LE5zCAOEqwfd7HbTrtCFSIs2bEHU5tH8PUTvomzb74bR590DFpTVX5loaEvbacUsmQrMgfypZIQ+dhHKpsGyXko347ElHQg0IeAx2TFMdw4QiPoqNu9MOCnexLGOOKgT2GXoy30bQ+sXj2G+bPncz2WJqe5onyyMolsyoZtxqg0ysine1AuN/DKu5N8k1WamUFfbw5Zuw9+mIKuOGi0ZrilJA4DlCtN6EaAJG5gukyiz4jnL8aRjsULB/DqmxuxLFiDT++cgVeRg7Qmh5srT2u7PPAV9ttLv4HqlvchWSmuhqcrW6nm4Q+rI/TnRSjMx9zF83HPVV/CnmeejVTfAuisCVM34JbqcCfr6O1JwyaooCLCqbcRSzLSeRu6LqDiJ1g/3YYVRchkdZTbdHgmCKozoDE7eQopRCKldwbcLiG6FREJ6blyBk9opnCMwb9tSi7/0gnoPf5qKLGM1596DHsefCwatTK/Ups65SHaWL/2PSSNd/Hxz53JX5uMpiCvMFh0Ln7YBtPEnbbWtMoSBTz91iTWTTmQVBnZwRQkISFzRsf/GcWcohp7QbJgbg9b99JfJk476KCdAUz8yxWsD3VXhwNXq5fceuFp++j8MgAAIABJREFU+x4S+W5DJEjBeMlHrRXCCWP09KZQyBFE38NExYNk65QWgbjtQy/kUCiQmpvc9D48QYbrk+ZHxNaZgM9Z1LiJrp4evPCbG3D/zy7HW789Jdmh63VWbRUhumsid2rY87xCrBix5LaiKIqSkGfWKSKlmSeCLIiCLEjVRhzlU4EQ1jZ75iKosuXKAmvDr+juB7/t35xfONOTnb84HcUp0h1xXp0gaSxxnZhphsBkKYkaM+TdZQKI6klbJBLNhxD0hBFLKwlaFM6ZSCaFQ8QsalUgiBo8ZkNLD+KPz23CMec9gdsf+SpK7RgTEyX4nMnEYOoWuvM2NpMUQSN9Z4KKAyhWN1e2+7GOQp+F5tg7+N7ZP8IVjzyGuQcuRzRRQUqkZBwF5XaIVsTQpXXCJOZaCvpocCtI8AIHIoVn0NZJ7GyceMFihD4OUYkYDEngK3kWhRhMZXD/fb/ECeeejDvvOxMrV62GrQ9iu7n9KNerSJtZvoxoB02kicXEfJ5mQ4rsao2KD8Nk2UWpSkLRNDJWHwLIyNsUPCKi0Wij1W6j0SYPZB2mrvFosUxqGDstXoC228TG8Rb6R1/AcYsyHpqMiPKRbQqsJVTMc3/liUd89m5kQgmqRnojEYUeGyOVGE+s8XDwshSf4wV+Cw/88qc49EtXIGfHyBEPX9VQnagj64dctyUiQeS4sLNpaJbKo+ErLQ8BRLQ8H3occ+lDzQ05cLJRafAwjJRlIJ+lq33E8Tk08KdnmTaEmR4bjK6pmoQBETh9nxSWfX8dLAa8/9Zq7LBkey6biCn0dpsDIhJU/PWN13DYkbsh1Z3CmlIL22U17NtjdOQNH/J+eIIcBchqeOmddbji+vvwqXPORrFPQ+j5nJOmUSdNdh6egBYmxYEutnHlCvfs5csXAdj8vyEe/UfusPjs6nPAGe9/+Uc3nfzJz0jd7VFBkFQUNIkHXo61gC0zAfwkRl9BQ57Sb2Ni44EjQ1RFQa6Y4l1LveXzFpdODBd0NfBRqsQwDNrYiHCqM7j0s5/HV76o4qoTkYj1NcyLLIhRGDuN7UO/qbhBHApxwCJZipMwigVRUWmUw2M2FVNRQy8KFDvQosrmpt7rSEohMRTNwZaXB8br66T60F7BXGYulpjRDSbLCKtjHfheGNLgNQnr5SRGxEh2KusmmJJmYauChDpANQGLamCygqDVhJwf4iC/KKgDbgkhS8Huno8/vbwBR579CK659QtAOoV1azdDUky0/Qi6pkMnpr2uo+4GMCUF4zM+Bvr64PkhZgIL9YkteOTqa/G9h36DWQd/FMr0DHSRQPEJ10ltqHmwFQn9toTZhohZZNdJaNZEd0+ae8j8et3x33RIm7Tdm/I7QQ1ylKDieZidTePV557FPvsdiOsfOgkNdxqT4yEKhV4MFgsYK00hbacRJ3QlSvjigNbv9L0ocZqkbxPTNbz1/gxqrRqG+4ZgW71ouQ5UKULK0lEuz6BUKcE2ZeTSKa4HG52cQW9+LtJZDWPTTWz47V9w7Sdyruzo7WZI2qKE0m9YcVAyb/jt83J9u6vZEXsdi3azwmdOtsSwejJCJZTRk46Q6h3GHx78OYR+E7sdeTpkl8I5JCQzbSR1h8eMFQggSfqmMIaZs/jm0/MClBoOwph47RIcx8dUw+MoGSrwjbrD5246OR5IsR/G3LLjEReNOBaGBCVnoq/LRBfpUNotfCSdwXG/2wiDKRAjH42pUSD00DdnPjSx85602h4E2UIoJuhbnIXrutCTGJ+YS2G7hNfuABXp7SONjiJp2LR5M/b90nW48prvwUoBKuncfEprIt4cYTcIqxMg1ZNPJt96kX1mvwN2AfDGZZddJlxxxRU0HPi7ff0jFyz8FTB3Atv0rUdXd+2ZSyVxZZKlNQ0ZlaHiJVhbZ5gsUScSIowEmJYCU6bUFQJiisimTX7a01at2iBVssQ9X26k8H/3gojPOrr7uzE+8RZ+eOaBeOTO0/HJPd9GfbQOmfRJdTFuj84KwpCFHsmLI4SqLstO2400XReihImKLglMTCRqKYxuVY0q7zT9StTK7eB2t8uB/8GfF24aWjCazWy/uBCIw3wIzcIQMfHZ45DH0MdhO4lapE4mfw9doeREkBXGYpopBR2yKNqImctDEmKpH0zJAEEZsTODGDoyg/Ox4q0JHHT8Pfj+DWeApU2sXrsJuUwBQcQQhJTaUoDjeHBCFYZpceTtTKWJqpBHa2oaT153DW55/hWktt8Z4UQJQykit8ZohzHG2hGPWN8hr/LCtzRHpuZtsypaRJAglJRk3LbRsdzQpXDSIdQxZfzFqLoeBrMZTKxdi3kLFuEL3zsIi5f1oVZyIWspLqocmRpBMTeIjKljqraZq+hpDUEJxtTBASIPyBgt1bBlpI3V60YxPNCFrtxsKBQiooVwXfLkJZiYKWOopxczlRokRQaFzYMOvZyMNU8+i1P7RKdP11v1SBA1BSxmseC0hWioX5TufPwZ473h48VjDv4WpsZj2FkBpihh7VSAGSfhxSiUBDz18HXY/zMXwFcsDGRp+5nA+2CS0xwIYWMRpTOKoVmd18uNIgSMlgMu6lWXJzu5cYKZdsDN3zpposKAK+ctmxYxIR96U2dFpn5ZlyGbErr6c1DLW5G3bci6Bcu0kp+8NM7Km6s8XzBsN9BqNDF77lwoChFcCYETIFaIyFHHyjUv4egTjuXZlPv3mBhOkb2JQJA0waL5I4WwqJicnMDnL74ex3/7UkhiyI3PROOgKwJJIeg9rjYdzBrqjiffelE4ad/9aYb1/L9MwTrggAOkFStWhIPAd4+/4/eX7rvsgMgcWy9GgoIMpV8FEV4cDfgbZ9AWpeVwaJuWUsGihF8ZKAOPZi1RIvDWmoaUiqbwGUrs+9gwHiNtC0grPpJcL955awUe/c6nsX7lWehLboPr7QFBnIZXsUNnrJ8i5GI+FJdEIQhZFLpuBKYwUZNlRaKNWEzLHkEf7NGE5N248kptNH9Ae6Cx2ayVVxnT/XuzYaFrmRQH20IWWtPEs0pEw2ZMlllEXBjqyONmwiSbOi9G20zC5EQuiU49JDKdtB6fX5B+K6aACM6QaiAKRViFPqwbD7D9kbfh4u8dg67hHqwZLfMCp6rUaVI3mYcTaGg6ATyvDcs20QhsvP3y23j7/rtw6YtvQpm9E6TJMezRo4HsRzRcj5IIH7QSLM6oyEoM2+UNpEjbGhLbnQZXhGqmQtLpAGhBQE9+LaSMPjJWU3AoJQzrUN02Pn3UcQiG3sdBH9uT2BCIgwimneNUBy/0kLZSaDkVSFKLFuz8oNFlAtZZaLVaYFKCdkvCS6s2IwhIO+QjZRcxd5DEtyJP56lVpzvaLbdNJQA9XXku3ciZATauXImPFafjBWahOllOIt1ksq7UhDCUoygUI1Ozkjff9bSbq6/Znzn2LiT+MjDRRVqX8d4kpdoE6B7oRbM5g7t+9k1849bfY3LrKLr6LIjNBqKRBvp6s1BZh35A3CpKuCFZBAlmaedfqzscd5zvTqPNRExM1+E2PXSlNK5/Iw8nMZJThCf2ArTbHh/mK5YGLWciYydY/dTvceTHj0GrWeNykgfeXRunhCJ7/Mn32GBfBoamwa2OQaBr48AQXLcNSdUgKira9TGUghpy8xbDFhIcNTvDfYsdnycBHzuMfe9v8pcf3XAPCvscip6hNFqEaOaSlW05kjGRTQPMHSrG42++IBy77/4HAHjmX6JgfTioI87isl0Wv3HebX/aQS55UVfYEmWQsRR4azyAoEgwbIk/DPAStEIfxZTK8SL0QhuqxJEcNOdqNyOYloQ2ZG4YDQOKcpe5N8xUErhGFr968HacsnQKl38hg/qzl0FQtkcsOYjr3VG7WghYEkYhd99QQiYL6bBvtfxIT1MQeRQLLE6ma55QWLhYzac+EBprXqskRjfcGdVR0q6e2m6HrNPK8W0NBT2RPotHv0gSSyI/EemkogLruxC1HF0ZWUIxWyIJQ2nYXk0SwWUC/TTqMqLujriUClbggQk6mGJy2Nxnv/UIJo0sjj3tQDiCjZnSDLZMTWNW/yBaPoHaTMjw+NBdy8zHX379ONY//TR+9Pq7cPKL4IxuxV59JixFIJE9Gl6EdY2og4opqPwqOGDTHIYsK3HnCsE1+rQeT0B/F4qyqoWdgkYuJtKDyLKGLlnEuZ//An628jZ89+JTUCvT6xCgpzgLWctCvd3kXKlaswZDZzC1BOV2HV2pHgqP5+8tFdpOPqCOp1/eBNvSYRoWUhbxrWKkUwU0aw1M1erIWjpGZxrYaeEszteyDREjr67CPsJksktfb6Vc80JFFUVNdZgkNKMoTCUEZ/Y9MdJUSTrxvpeyZ51/DcuzwxG0W8jnTaydjtBmDKlCFu+++jRauoalB3yUkzQEXYKwZQIZzUBXl8GJoKRwUzkumqFSbfMlBBnGKHmHBuZMV/nEkraD3nQDukWdlcqH7JQUrZL9xe90sLEowBOAOfO6MfHBGxAcD3vvdwDeeG0ldtltz9ZJX/6a+dXLv4eVL44nchgwP0q473Cwz4ak6TzM1dZEjtV2IwpfBbb6IRalNczJ6dDjDt2EJ07RTIYkFZKKRx97Ai/XIiw/8lBMlOowaH6FmEstqJOmA6e7v5Csfv5J9vnDDt8JwF8vuwzCFVdwSdLf7esf7kr4oar9DGDnLR/71BMHf+X6glmtxUtTTKjVXGysi3z4WOzSOQLWc0P0FlN8eyKKCY+lIkiVaVFmHnUz1EQL3PPUjilXD6DvQ1ecLkOAYKrwAgmXn3Ie7nz4BJyy/1toPPe9REltz2IhSLzxgdBx7EiRkqQ03Y6p09Y0WQijKGk3gkDWREXXZEaamZGKL4/Llrp8lypq761qlTfOLelFz8wtTAohtgOl3jBJQ0LDU/I6eo0k8ZssiZNEkERGbz5t/OLQSQTKb2LUrRCRQULsbIHANoJp3YjFXiRCjs8ZSOuU+C4YU+DFGnL9GVz605fwg5tewg/v/DJi1UbghKg363BDA4mow5AoWsvEaF3B3d+4BIctX45Tb7wVb4UZNMt17NujIUt2EMpy9COU3AhlL8LCjIIhS8ESsmcEPp8HUhfFfw+S71DBpeAISUTdj1APIj5s7hAIgKKu4t+/fxW+ffnluOq+0xAQZCpI0HDbGOgZgNtuQpJ1JEKIwKuhmDfR8pvQJArBMFFrl+EHAWTRwGCxHxu3TuCFtyYxUEjDtjIo5Cw4Hs2wZGwdq/AZGJ1nikrQORfZnIrJqRng0RXRiQcN1tv1dhBEoqCpJJakyIkoVhVf9GNDDEIlGuwThMNPez510m9+pPTLRyIaK8POqbwQj8cmshkLt1x0HA77zk8we/ZckNEhnC6jR2QYGMxBoiKtSLBNdRt+RkC15nIdVRAlnNBArxcdCh5jKJoq6rU2T5Am1UyIhG9hadtN80BuoUIEwzDQ3avjD/fdhZNOOjWxLJv95PZbvEfPOuf0EWDhsuuuv+Kc4z8LedqJ39tQEsabDMMDGX5Vp9QfmkXmMyomahF2GrYxq19FgxrkbVgeeu91LkUhVlmnYL3++qu464138ckTT0VpsoaEMgOikItHaavJ4iiZNVBkT/36oeZFJx5LQ/fRDwXff7dqtU3Y9ff8fv/P3+vDgnU8sHT806c9dchnrigYGzbEi2d3Ce9tcSEQ1pX4SsTWbpL/TIZpduYbBN6jGYqsqVxoR0whQxPRcjr4YOJhxz7pWGJ+uuVsAaKloyWauOHnd+C85QouOFVG9cmvJlJ2Owiqw9qbhnzPt0PfCcIoiGJBYdygqOmaEPpBFPlRRGNyS5OTmuOLfxmBdtZJXULt3T+1R1ctHOnfvTSgpQtGEHYlkG2yq0IwcnwuFDVnEoGJjAcG8OlETDt/3i0JJCQNW0jcKt1l+cBdVMv86seI6x5TegmB3FQkULj5yw9VZAdyeORP63DClx/ETx+6EK2AwXMS6KaFdSNlIKgjk+/DRMPAXd/4Lj56yik48+or0Yh1vLlxAgu6Ulhgk/Kdko4JZSxgohkgrwkYSqlYmFahUsgsGZPoZO1EYfCfzw20cQedWyaDNs1ABBF+HKLbsvDEQw/g08efhAtvPgaSniBoRrBtHalUnhe1hlOHT9fGjIY8IWlCH57fhhM6sDQSyAbc6+cEHrJGFz7YUMHItIN8OouMZSCXtjlWp95imDe7hwsmiVhBfz48YGO6FWLkzt9FnzvM9evrU/WQCUzWAtlti5zZLLEwUpRY8AIZUSKznpyMhx5/xvjr7qeZB3/kfESbnI4zwNbRkE04kYZTDh/AlY++A4Ww2miDletY0J9FT06H1ya7kswN+TU/5GQDDQLclsvN+JIiYaYV8mKVuAEKugSHRgB0/Qtibjin8B7qGslCSEk5ZS9AcaCA0VV/QcGysdc++3LF23nfOG/k+uuuX0iN2u7AmfZ5l9922fnnQ2p60crXR8RqJCJridAU8lpSmrfCxasfWWihL6+j4nf0cZSDQAdOXkyQkmjqSB2zglppDI+88jZyux+EVq3ON4Sk1ifEjhf4lN+Y5Lqy7LFf/Gzsyi9+cRmAyX8J4eiHV8K1QOrs/T/6/H7fuWOHgfHRKA6YWKoGsHWGvmIKpWYASVOQNkV+ZSHdCGmAJN3idhCyLhiqgMlKiHYAdKWlziBWAiYmW3xFr5kyKhTbm+nBy399FfmtV+DWa45F/flvJlFzXqR2NQVnenbkuvko9uMwSRgjBl0YJkwSxMRtk/I9iRtOKNgGS3RTk14ZjY3le3ULrP6yG7bDQMnpVizPZUzJ0rqMc61EM42wUkogkVRB50bT2G8miDwmKhqkdG8Hj+POIHHKYIoNJhKCmeK1PN6pJbEG2iZyJAhMJHIKfsT4B8TTUujZ6fu45KdnozjYjZHRBqptD1lCMmsptMIsfn7Rhdjtoyfh41dchcAHVm6tYoecgWUZgRND+dWaxZh2OyrrpV065qZ0SCzhA1dOI+F6dsY3XdRqkUaL3osyoXAoKYbom56H/kwWIx+swYKFi3HWlcuRLspgngRFE6BJKfQUepCwELUmiUITDBa6eCzY+MwIbDPFN5AUMEEk0mqzxE256zeVMFlNMNQzC216g0mwKoFjibtyOeTShH9pQtMMLB7qhp4bwCu3/zk+Zdc7g/xORbW+2QhG/tRfYkYoxjFLRCkUVTGIwkiMvUBlkhrKuXQo1INEnX/tKvN3d/4a7U2zkTUcSJbJdVR+LOEjew3i7qfXQRjsQjAzA3Omjd6hLqh0a6cPtEHjcoamFyIUACMGmg0PoSLwcNTRms99hDkhgWFqfMPK/ACCpvL5kUaZhnyMAAQyQy1RYFou1v/xUZz+ubNITxZvKk0IR5x87Itrnnp+b3z+8zJuvTVYAJyaO+Mrd1333asRloPo98+8L6bTJmeZ0WKikxgk45ClaRQzCvel03V+kiCCXOQroJ/icSj8goFvA2+/9wGoux4MqBpMISLRDULqwqIIaU2OjZwm3PHDa96wLr/swJ8C9X+JgsU/BQccIGHFCnqdVpzy4Iv77z+wIEzefF8KFTr5BJiGykMkSWFLTylZGko1epNFniZCEeW09qZ5FRUyTeb3FZQbIUwuCmrzISTd4WlTIxkytk618ZvLvoMnHqtjQdfWuPJc05OtthwE2ydhWIxCNwzDKE4YEwXSbgVBkrhtP5RVUfDdkM5A1tstSa9ubMh9+RSb01NNQn1SFpR5SRRZHGVO6+REpnCGCFGzklDqTiKKjGBwYXkmUrqKgmhZ1GLxwhQ6LUiqAYpxjuMKmEL/3yjvwAjaR1IDuhIyifDIhIWWkFAARaGIq6/7E56YAU47/WCsXk3aIwuBZKLRNnHvty/AvMPPwXFXXcWjoKRWC2WmoSjHGDAE/hBSGaRTnn6VHXM6dilSYEPEIXK08eNIXbIHJR1UDCcfhAmqFDUfERCuM8/K2BYaU1OY1duHY768E3Y7aEc4FTIaV2EYOnoKfVBEFbXWNL9+FDMpiAJ1VuShlGDrGXgh4aBFOC7x4mUg0rDqgzHoagFDfX2oN8vQ1Cyq1QpK5Qp2XEQLCbpOpdGbtWBk0nj7pVZyYPSjeM7eTGxVZSi2hNq7stNYk2q2Q9WT1VBSxBCuk4RkYxAERlpRAUIkHP7jNzPXPfogq/x1LrLMBUvpSBW6MF0ex4lH7I7bVqyH1J2Gu2ECA8U0X/hQmjVtUqm415yQM9MRRHDb9CBQUnQEw1Ix0aLrb4AMTQAAlKstpPI2LJMWSERkp+sqg2ZKGGsH6BkqYNUzv8N+8+djux2W8jPj6WefEZbvf8A1f/PvXdgZdK9mAEcUH7nk6FPuvebaG9I2xHDT+1ukiVYMFgnoyuhoA1g6J4O9F6Xh00KJdIF0APFK0/l9qJJRlyWLCn58/fXQ9tgHgwuWwqnWkTU6msaWH6InrUc5HeIXzz1vxW6/uP2IHwPOv0zB+lBwdipwxN3Aoxc9+IayVzaPydEZ+BBh6ozbLIhw2WrTnRzwBImL6siiQx8gN6ZU4ogzqim/reWGmCz76E1JsMQIdTdCzYlRq7VRDz0s2nF7fOnoi/H4I3346JJR1F67IRHRl7SmCk4QDyKJvCROpIS8VowJgqQIgt8KPFGic5ACiJNgaNCQX/qgotTBxKN2YXHNmWFaYQcpbIfUSpEHsNOixT5XGdNCOAqjhO7/kHn6DRPsHjDOf2oirE1AlClqvAo5RcecjrA+ydXqsdSLJGqBZPaxYIOwy5GkcbEfoYTfWB9gz49fg2sfvBytts9DNNe+V8EN51+No86/FAed9TUudVCdOuqSiq3tGEOawNEy1LdZQozhlIq0JmG7tMa3s0TCpL8sB++R+izqUELpClFxHEz7EQxaEiQdrDIhhLUkxiknfg4j7YdwzFnHoVVrcXRYo+VgwZz5kIlLHvr8lHa8Koo5FU2nyWkAlm515l8xaZDocuSj5fjYONICkMJgby+3jtQaLei6iYmpGRSzDH09GlJ6NyzN5JvhTeM6Fq2+Jdr1yFVCuzGHrPB8WaFQDamH8egz2Rm3bYaa6YkEEpRFLw5hywljUm/ew/0vrbI3Hvrvwt7ZQ1BbM4KeOd1QMilMzoyjUnZgDA5hZrqMoqGhf6iLh5uSzs62ZDTb5Bskf2uEdotU7DH3eLpOgLITwI0ZhChE1tbQrDb5gNykDMi0hmbNhWERHZehQiLofBpgDax+/Nf40plnUnWhRUb8y4fvF04+5gSqXm/9p7kR6T+o9uycnbPng/eseHTukJ0NRt8dlTfO+Gg2Y1imBC1v44idsihaEmhATx0uLTe4CJLPUDvhIFSwfv/kk9hi5zFn4Q6ol+u8QyR9GX1lTSXKS5F41PEn/OH0p574xBX0Zv0LeQm5c+oUYOmzi3d58ewbHzTMeoT2WBm5rMVz+Gg2RQEMxOWJJKDW8JFL6Z0PD0G1dR2aHKPZJjIjtcGApYqwhJCnq9RJXBolfO5VCxIsW9qPBx58ALuKL+CiMwSg8QtErSG0NptOeay/baYlxfVZEodhYtDFHWES+DFt+yPGQpbEYmykFa3pRsLamUjaY7idiFqZCZllEpgCki0wiTRWMmJadYoyEs/hKOfED2MllxVCz4Ng5CFSSnJ7Boy6LOJoCVVIORtgee7Ro5VzRNQAt8xJlQksQO3iw0/yzXX1ZTHuWFiw64X4wb2XYWhhEU8/+gLu+P4vce7tv8Ls/Q/HdKWJblXk6vN6QIPxDvKWZmtSHGP/fhODtoxZlsq3Rnxgyzqx69SB8QR0EjCyjq5obaUBm1j6Mj3EHYV7XzqNG2+4Gedf+EVce+dnsXV8C1dxq7KFdKoHlmHwuRTNqahrZUITbbcCSdZQSHWh1a5BVSxkLBstp8VDHapVOpjSaDarSJIQU+UqNM3iCTl9BRnFfApionMQoEyHWLoHxrMvhTvNuZ2JgwvEoNGAIGdB7wlxqBC7Se3FqBnWTWe1Z9sDcqttJ3E71JkVRILcP6DEK9590fp3XCJcevrX8MGjb6B/Tg52MYuRkRFMTtfRs/MOqJarKEJEoTsNxZI5dJA6RNqSWrKI0mQDiSDwhRGZisleU2p4/LUyCTFjaHBapI+LYGsSRI8Y2yQZE8A0DSMNDwNDObz6/B9w5Py5WLTjTiTlSGpuwM69/NsTd//wJ1Swpv5LkeBF62Jg1k+A+6958aU9PjJv56Q9Xk0+2FKmXS5iUUKSsnDwkhSG0irXYZGAlCsaaCvJKaRUxFU8++qreMOVMH/hYmwu1UBHrspidOkSCqYaWcwRdy0WHkqS5HhGD8u/SsH6cPB+au/wWS+Ob/z+Yfe9nBuauyOEt9cIliCwNs2sdBm9OQOtistPKnrgaQU4byCNmBKeWzEqdbqaUMAIbbwEpFQGMQlRmmqiCQU+beoYQArnwRzNuDx8+4TFGHl1GfqtCqobnDiYyDrtVm8oyorQbIShooiCokoCPXiRn8SKwuiLX5eYxATLUqQ/vt2QDloKlkqFLDLnC6IoIWgRrlikuVMHKcPI7BzzB7ITxiDS7hsgnnpQ4Stj6kTgT0MwBYjZLCiunvwTRENN/AaSWCCQIBLJABNTvPt0ExGZHEM5yGHOsotx7BePhC6FuOsnj+Gbv/sTFu95MDZumeBYmJQqo+R0eN50Va44PgYtDQvzKoYNAcMUmSZSx9px8XNRIb8n0KPe+aLt32Tb5f8ucqIAKaQTDGSzePrJp3DUYYfiRw+cjVpzBlIiIJ/t499TEEiC4qPt1mFqFnSVaJdVuGEThmZz4gCZa2f1zOKR9+PTNRjmEIq5PkyXNmG8NAPTlPnwmHBB+bQFXdH4YoUwQdTpuZqJvsZUtGjN1UGy/YBGkoMOacMGxBRddDouiJWlhjOptgLZkIXYjWTKRpVdIRYNzczKwthMW77umZb06XN/Ba/3WxCUAAAgAElEQVSWh+TMQNAIwx1jpDSC7nkLEbRo8MyQy5p8yM6LE3VWUQiyklUrbU7CdUhAygSON26FMc821DSRS0Ko26fnoIvMziA9WoRElVEjv6uuoelXMfrYAzj//K/DD0kIrYUTpZLUWyz+7G9D7i90xFOcR/2fv0hVET0P2PsAV57z49vOPePkMyE1amF9piKFkYgPKiFcQ8WB29lYWjT5ZpokK7QwoaOHOiyFuvDRLXhk5TvQl+6LuuuiKAvY4kQQ4wjLF3YHW9etkT+9dMn3/1YkL/nQVvf/vIX7L9/gH07W8J9+P/5CnwB85q/Ll//Hjod8Fh898niE9VqiOAHqlWpCAW19hOdoO8xFxOj6h0SCpiugTXDdodWsAEOgOzjh9hKeokNtej0SQUbABlkMTB15HagFBr576jex8uYHsPvyWai/7/kjL3aX5XxRNw1BdBxQOg6qlVaUznBzGw2gfM1S1VrdDRMvDGbPz9nX/XqjdOLRfazPYokTGkxUZEYD2CQKE4GzZQ3wIua55ERLEknhYah8akzlQAyonoCFLmJnDGIXqdplJCFF0odcpMk7LRrYh02EXoCE+FiKybuSWTvuhy3NbsyZc+C2l3MRvv/KQ8gNzcO69SVyQKPHkPlQnFp6DyJqboA5xTRyiQNvzWv49PKDoGkdlAkJcDuxXeCvGccb88AICZsbLpq+x7E+VLhJHNqXy2HzO+9ip6U74toHz0eYVBA7Avq7B9Fw2hz8RpOSpleDqaSRNg1OYWiFExCYBFUy4Pgt6CoFZDh4Z/MkZvcOoTufgyb7iCJKDhKQsVNQ6OdS4UlorkhBFzIszULbb0G2Cthj/cNOMvFCoO/ZkyKLk8AM7r1MBIPTPkVVRGNV1QkrQiBKUpyIghzHrYQFkRuLquqFttQ3qyCdefkf5d0+eSYW73MBmlUPBGzkPkk7hRqROGlzLDIYpKYn5lZISTQMqq3xuZRCAnt+R6MRJb3ePk9wzhfSMFJUjCK+AOqSJGRUEZouoR1GGOdzwQhDc/px389vxNcO3ReLl+4E121A0+zoz6+vFA/edc+TAfzyQ1jAf1Mk+Gdp25+fcPRXLr3t3PO/YfWpUuhMVyUnSLCu7GM0lLDncAr7zbX5348mFfRF7zfZoWozU7jp4SfhfOQozNYTXnSpE1NIl5PPJWPPPCZ857hPngDg/gMAaUXnSvp3/fpHLlj8WnjJfocOv/vsk8evBnY55Y5HDpIK/TlXs5DOFJHKZjFAPsDJOqIgCYXYw9TolBREIkRZRmWqDltTOSCNrl7kMk+8CNSheaICVRPgNFzehZEau+JrWLf+LcxafQL+7aZF8DdV4/KbuXooF0VZ0aXIS/icv9XwQ91SZVkWWRyFsWKISqPiekTWzPfoxp9XVYUFCy1xOK8kPjVTmsUEQUvoH8NWORE0m5EeK2xWQWQhyDITNROJQLQZYgfTk03DWdoIupBS3R0GltPiQ3LSUEVxp7hRCg/NXShGSzYtWD0ZNJKdcMu9r+Piiy/HnsediWOv/B482cbk1hJyhgJdYkiR459+DGm4ZA1yOotgegTFjatw0J57ItvdxfnitH/jPEpSsPP4MELH0ANMG8EAE07IYXXUGVBBM2QZSujj0L0/gSPOHUB3fw/CZgxR6qzTiRBK108+VIaCXCqF0dIHkCX6M5kXHTrRBYmhVPKxevMM5vV3oa+YQ8qiLMAm7864pIJWyrQdlhTIpOSNOzowWliwzCLMK03FXa9c0BC3H9b0WZ5K12guGWG0vAkhyhaPf6u9SpnwgpyEYisRVdlv+UHgKJ6gJ7rvW6x/KC/84sHfy2sWXCh/dPmZcLdWYGQ0BEg420tUFRRzJqI2Af48iMY23ZUkIxIZXMfjV2EiHNBXKEm8UyZJjm4rEDUJZLum0F8FIVKmhpjwPXGCtZQr2NeL1197Fv3TG/DZM8/qLCQElkiSwr568UWNn1x1zeEAXvzwZvL/UyEYjj1WwIMPRl8Edrt336PuvvuW6xfOzg3F9a3jAq2NCIj51kgLShTj9OUDnWv/Ng5/lIj8+vf6SBW/qwHbWyLKbghblWCyJKmnbfbIjT9urv3Otw5/F3jh//K7/I+L2D9yweIfx/8ct7IjUFwK7LxmCB+Zv+8ZfXp29vCkoS6GbnYPdvWIsxbtBBbbcCfGYWdMeM1O8KUCcN8gzY2Il0VDa7JGUBtOYkfP8UDzo0S1UJop4/lr98Lrf5kNZ6sf1t6yazALhu/ZYeSHJHQnxi9IxEK3UJr5hEGcCKIERY0FQZRFJxalDdWmtPt2XTQoF5huEJmJK9sJR0zXProewm+BkWaAZGKqhoTU21QiKLCCNm3kKUxiCEYXB9ORRYdxGYTCkTBkhKZPbdieRnreMEJJx0svjWD5iTfxYnT6Dbdij6NO5nORNSMzGExpvNukEkS6tSTwIZo2etIM7z/7FxSnxnDa6SdDN224gcNJrdz3SF0fbQQJTUEMMdK4BTEmCJio0qbI46GdsqrAVnVc+tVvY0x9EJ/42OmoTDUgyjrq9RkuhsxlMjyyi1JuSD+1eWIN6s44ZJkU2Dm03VYHzeImmJxpYaiv0FGLM1qik82muY3TJHMIHyVuC2TFUWxIkgQxCeDLFpbYc5KuFy5tlktbQ2NeyjaGW1IUkGaNGlmZ0yUETYdfjvzyi37DyEdGEmtBool6UJVc30eoWLIeh0bMIjFWFC8qnCnZDz53r2BUZvjh50FAKMqQFQE2Rck5AReI0uNBM6lIkdCoOdwfSF0x1atYoK5OghjHfKNNqzQabptxwtli5OagRUvdCzFOZuhsClNTm/Dy73+Nm664mMslPMp/VPSo3KyLuy0YfG7DeGO/bddB+sz81yvhfy0OvNu6CzBPA+658/k3PrFs4Y5xacMYU3SJBSLDc69P4pN7DWHJ3CyPLOuE3TJOfvig5uHW9RUstiQut6B5ZhiE8XazM8Ivrvne5M+/eyXB+975Vy1YHxYtvlD778ry14A5zwLbV4HDfGDgkBufOPTgvQ7St2wciUw5FGxZZISXDUOSOjC0/KhjJlVFrnYv12hT5yEJPWSyJldb/+bWy3DPpY9jeHYvJlfKrWC6GEZyhnh9CWUQ+j69fSyRdUUOwzjxWr6vmaLMRElSJTH2BSi3Pr1R+uapcyGpBZKEdlSVdPqTFMELkrBZ+//au+4AK6pz/zvTb9/eWGDpsCDSxIICothQY1sithiNKdYYjS8mmoUXjSXWJCaWKCTmqZGYGMUYC5FiIQooUkXKsrAs2/f2O/U8vjO7BiMGJJAY3OEPluWWmTMz33zlVyh4enIoIkma6P6CUzlBelMemZK6JDMDgRh0KHA5wi7el5zx4BGmy3Oghg2EivKwviOAO+78HeY8sw5nff8GjJn+DZSW90JbSxLbOzLIDxuCd0hTqSizUUByydTMbmpE08IX8KVRQzHu6GMEKjxr54RDDaWe3WBQ+pkqBENRkMrm0JLzx+DEESTAK02TSLPqB9/9IdbsuAXnXvQD8EwAuiahI9WORGcbAqGQ6FXR/VtR2B+2E8eO9jUiiLmujXQmgXAwJhQfiP1fXFAE1836siqi50cDFJoQUmkaFCYT1MAmSjPpmxtGFK2dJG4oIfbe47xffGE6kN/PgwrDKMspUokmcVvnPGO7dspzPUtiXrvuOGluSYanMtWQZZ2pnqN76XZkJVVTJFUlHrIbyw+x229/QcO1i5RjCoqgeiZ4MICsJInrSne54PtJqoRgNABqsxKmiqzAPFKctRw4ZDdHqhfUJFOJyM0ENktxPOSHdBRGNcGF9VQZnVkLLSQLpDHc8d1v4VcPP4QRZYWwrCxh0GFoYe+JP/xeOv/smh/vfMr9oJt/u5epS/cEkV7+9FPLV9RU9x3ublnXIPGIzigj9NI2ThxbgbyoLiAPCrUwcjnc+4f52DZoPEbnk56YIyzcOnKeO3VQobzw/tr3v3PjrUfgAEEauoPBXh7j5+JlrLa2VmSFa9YMZ3OrazhmiWnErttrd/zu9cmHHDoW7e05IJ1zCUujwGUe9zjxtQjYQpgf8uBLpBwhfVsUJPyQhKBs49Yf3YJvzZiLK2dUI7Wy2ctuLIq7vFjmRsCQVVWy067JuUKNHEkJUCPAtD3bdT0mEfSQxcIKW1FvKrHCtDJm9BCWtojETCdXh6Tq8CwivXZw5ihcCgX9eZtMwUyBpPhqjtS9pimW50rgZoYyMXAtJiQnXduEZDBEwiayloy5b5q49PqnUTD5dHzzxh+goHoEMgT3SKcFDsii/orI3jjcnCkoJdSsXrN4Pga0bMDpZ56N8j59Ydk5kQ2Q4DPtk0ygQFEQ+lNBusHInDZh2YIPR6UbPc+J318YCeOphx7D5Q9chofvuQlujrJKYvObYspkmWSuoSCe6IARCAsVzFS2HZoeR1APCdiCaO5qBoJGHkyzU2RP1OjPkcWZrInhgN0lkxMOB6EwcgAKwbQkvL8+gYiTw8DiFDYvW4pw23J+0uGVjtUWSFmuKxkRLxDrBbWz0TVZIpAjLTFi9EExOAmcSUEYsqGrTHEkJxt0M/GAqVHlqepSZ5vjFpRIclzNqcc8NEqeU3sTrMY6hMuKhQJoKpNFkDBjEd3n1ukaEsmcaJoLZ2iasKoqrC65HcoMaZ05KUsQHZtcnQ2C5PjlIVFySNSvU5JQ3jcPz9x1G84/+yxMPmwMTDMt+p+Ekr7pphudO267awSADz7rRK47A+I7cVts1qxnnly2/IxBAw71tm3eIZGoQLwjJ8rZE0eUoDhAxq226Hl+0JTEE002+hgysoSJlFy027I7vl9Mrr/t249ccMvPvn6gLL7+GwPWJ6ImYbYWAtIC/3+cm/L7n3JLx6ZnTjvvopbDJp9V1H/EUQHKDPJCBuo6LUFViRkMWUhIZTwEVM4N2eFauhU6s1kTCtgA/jc88T81+PlDFehVYWHrn0vadT1syNFYwHUMz81yx/MkLmuqrBiq7GRzrkcMHe5wghWUV4a09dssvN/cJp83JQ9tOzxuFEQZ0/PAbTJGJeniLCQ9IoY6ZJDJCGyokfYRDQ66yK5GkPBfvhFFqBAOV8BtB+GwCz2i4Y3Vzbhh+jN4E8BVcx5H32Onoz2bQ649gd4BCDcXcoyhZKmRRO1doBcpCNgm1jz7W5xePQCTTp4mZI0JF0bBzSVZXOaTl2lIIQShBaaKIW5yNOUshAg3SlPDLtPNivw8LP7Lyzj55BPxm4W3oLPNgplxKXUAd7MIBwMiq1JlBe+uXIMxhwxHZ3oHAgGS98kJom0sWABdIxWJBIJGDI6ThkmZnpOD5ZBKQjEMw0A0FoTnhpFJO2iP5/DushZU8i0YFHsLw/un0b8QkEOAEumPtuXcNJsMM1Lkaos+UJTykOUN6eV5Jg/InuVZkpRjnqdyojkxNaT4HTsi7ES5azHH9TIsl9W8aCDo5fUJyovWx4PHXf06e/D5FXxgKMycbBKeYSCRoR4VQwntG/OQy3mwSdfK9lUdaKMBRtYi/iATFl8EyiVMTDFJyITJCJigOiqMkI6mjgy25TxYkQiWvPg0KkMMZ592KgaXFSOTTSEYiPLVa1exEdWHfMA5H84Iibxv267N+CfmrFgxo2rgSCfX1KGQgq8tSajvMDGlPIjKiAbTZVjVbuPZrXEMDMuwmAzZMREsKOCJ7RvYG2OHX/skcF9NTY08d64Aru737fPew/osB/xRv+vs6nGjn1mzlKgBvQFcefyFl48fUjWod1APtycVvdOycqWl+YW6ZBiKXFoIrbQvwoUFiHpZDC6Mwdu4EBPHT8aH7xWhrL04++6v81r6HsYiodL8PM+RXJouWTnuKYYuMc4JCsW4nfPsrOUwRZWMiKGm47azcF0LO3GcIim26fJoWJH1QnCuE9aRYEDgOVOMvFkw5Pv1adSItuEK+RQIFj/PpMWkk/5NxOBoaQx19XHMeWQuZs3N4tzrrscJl1yK9lgVmpvSMDMpAfGgpyJVX+S+Q41wQrLbpOXcsBK5N17CjFOmYeioMbAIRS/6KKTMQMx739yUmvn0RKU/BGnYlrFED8YgLBa9hjJGy0JJcRFSjTswtKIct/zhSuSHy5FKWHDcDBKCaiOTTpOQJQ7pYZimCdPpRCLTjPLicFfmporvkWUGVYlAUzWYVhK2bYleGvEIy8oqYJsKVn/QCiuRRHbDe5g8cBn6VHogaF5BXkiIIea4IXp/mS1B06yzTTXEDY+HPZ5z7LUthlbdO+XpSgCJuOzqAVOGl+HQilWmFkiwk+TMIDu2wlnCSqiq5AUq86JxW9Xmr0ji/Nr3LaAje+F1t8RmTL+MS20tzKGMSNWETAwZypKSaI4psF1HTA7TEoNNnMKuKSqV1sLRm7Sk4CIvoCMU1kF5NimROq6LlpSFJshIZDrwxtOzcdl116FfRQkqaGpM2a6quY88/HP5nm9cPXsdcMlnuUl281oRtEgdhQELH/lw41H9evW3AomkmrJdlnY9tJtcYMk6bC5I7SRiSBxThdHlmUFVn2K2Y8mLmDXtjDO3A88eCKXR7v3+dwasT/uuPTUJP+v52J1TRwxA2c5EpA1AejSQ3wFo04CCD4AJlcef1FudcPzY3iOGji9BNvzNmplY/Kcve2PY79vfeyGclfNleVC1kgctolMeJYcNhQolbtvcMblHEci2HVdVuZTutFw1GmElhVxuS6SIpcJjStKxpZgqB4NMItkYVQdTA/DISl6NQiJwIP1bSMXkIAejgJaFE8/Ay2YQDnJPth3EJV165W8rMeP76zD+khpcccNPoJZVoKnNQrKtTVBm4q6vA0ZPbIPbKMzPQ5nBhL77+gUv4tjiIKadMx1aICCyF4Lu2LIibhQqBGnaJ2RFBF+QEDkMTWkLNpNBJmRUohFfhw4sGIkgkUlj4uCTcf39I1FaXInGrZ1QdAsKDQeopCN7d/pchRDUNhQNQqa4tEgR+lKSpKEgnC/6dgRKDQZiUBjJALWKJntpUSVkOYxlK9phNTSg2HwVx41ow4AhgOqRZXxQyCLTwAEsJ/T5O1bnJ+06w4lW85hny1a2xbCUkKYaqsvazbSar8mm57qe7XhMi1iGJxfIEnTP5Umma4wbuu5kMor3QT0zlrXl7HlLmt554ZX6ud8aN+i5MRXD0pc999yfH52/fkyhLXmWm5FIqoWuB1JTDZB0jKoIh54AZ6R8JIY79BCIKKQ0YoPALIIN4NlCaYIegLoOhEJkxupge8ZBsywjWbccQ4dVC/luRrinIBH9g7yzuckbVF4uXzVq1Kk/e++9F/5VzFN3eTgPyL/8mMlv/fLXs4eEyqpgZXJeOmGylowJkyS2SRac1BlsiyWZ4ZWURCQ3noIbDkF784+dF5w5fWDXPba7e/Cz3se7ff2BCFisFmC7lGmUGu4pKMk1O7t/1TtZH7N8AYB/aaMTQJ+1BmBzP6VZ/ylfcN9ZX/rSNXdfUW0XZben6t9anbaUICSW0/MrjKgs646suooaNAiwA26ZDpU5VEXpGmOa4TFTtiTPM5nlqiyV9lHMPG06PBBReNZ27Xg2p8ZCml7eR7VTWUgqp2Y+GEkiEyUHOqQw6dOnYegm5GyS13+QtBe/v1S58K5mCRdciesuOhf9Bw9D1tVgpFLCyaUhR50mIiORXDGHyjzxmc2pBNLrl6Jy9du47GuXoGrQEBEIaLJHYnAUpkSooukW6T5I1CaTYFsWEg7pdfu8QuqBZW3CQHlCRjhPDwlH5UOnnIlTjk/g+JPOQv2GRtLFREFBgXBcFp4GEsRncVgCIJnMdMB1sujbKw9pMy4sw2LhGAIqgUejsJ0scqR3pasIx4qxYUscmxYtxTkj38SQvkBZMTXtw3Bt6gkRQTgB5hK6XudOUrYzm0MuYwbTi6OaFJSl9NZ00uvw0vmV4YARsNRV22zthcVZXH6ymlSNrJ61yZOdqN6kaBFyuK4Zq+KK9Ou/bu74xSPbCJD5yk52K3UcPrqGBwKnj//unX/65kWXeo312yXP8JUPDJeL/QaZTSSzkB1P0Gpsgl5wVxDCibKUI+SK6yKkKgLeQaVgMEaTXw/b4jk0cI6iikKUUU+MjGI96h8JSxs+uCDq3H7fPer/Xnvd4wAu6rqO90eAEJnWA0DZFcBdV/1q9rkTj58qK/kVIPwy0aPI4DebJnwZeM7NsV8//Cg/ZezITPVRh4deuO47Dz0658Fvfgp49V+6n3d9834LWFRETAekuTTC+iTa9qPv5E/XyCi+nGHyZApMhE36eDCrrZUmz5olTdpZpczyL5I9Bbu9WYzdHqfQOhj7dQXLHqZGw+k33n3L7Jun9y6w/vpoqrNukVcwYkKIubAbGqxMNKIpebriyoWKYUdcw2qxck3rddcoDwSTZlZatakF9Y2OW95XlQs1lb+9XsL4oQqbPEzz0hmZywaTrE7XdNKupRfkGUpBvqYZpB/O4coamE6NaAeBkA2loBKmHkHDihV45vHf8JsfB6zzv8l+cPU1CJT3huqq4J1xcItI3DripidoRoQgDysMqucgq4VQv3EtBm54B6cfOQbDDzsMCpmF2qSdRc10iKcmSdRQj4qym4TlCFZAu8ANyaKMIeULIhJTOKSeizDt4hKiURUPzLoZt/3vnbj4tjNRVTJEGCbkcgkxOSKfR7J5JxiGY2UBZpJWIdrizehVGkVemCSbadRPChwFwo7LtHJiUpgfCUEPlWD90kZUNj3FTxxn8uJYhel4jKWsjOoi4DLkJC2SU+xUfs5tDFiwPJZLKq4aNWQ1IhmQsrLmejnXjJgpzmLLNsWlYZWFGDQYTn2TZb/8ui2dMcGQDSnlOGktacQioQRjwTvnNWTvnrP5/wDQ9G2zuLg4WA2D1P1AXfr1r6vjHn74lWeXN0+SdrQ6cVlSAhEdasaColJD3YNtk/68K7iQdI4pYyW6jqLLwuxBE3xDTagnxPKCoh9omy46AHQUFkDetg6RoIaK3n0FZqswqPNeQdV7/qWX5C9Pm/YS5/wUor/s5/Kr2wMU44EjlUjh10/84Q3HOFUDyttYyFPtXE4N5gcOH9ovtH3Zqx9ec96l0y/+9rcvHnDYmGvqzr9o0qPAogPZv9ofTXcKBKKC2DVqHA8Me9UvwQYBIDGvPEAMRGij2TwtDJEjKfvKDgTe2wC8cR2w6W6gdTcRyLd98b9nfwSw7q8QJ2g0cOjga772+lP3XRjGa7dk4w2WFK4qUSwnLpt5QZi6hXRbBbasULDo3SX4sHUHEo3teP5tAndxduKgMnvKofkYPjKk5MfCclWvIN5eb6KlJeecMyYq0L5ZKy2ZKZ6TZEUKl4SDciQiEcs9GjGgGi40ssiCge1xYOXaTjz+p7fxf8+uwuQrr8DJ02dA7TcSjikjL5cUtAySyXGZgh0mxxutFgaHZPQOK0jbPo6nT+smHBqRMPqwsYS6Qoa7on9EiGWHlE6F55xPUiaF0OZ0ju55oejp0rha2HPRQ1eoboknLAU2Eu4LB2Joq1+CcUMn8G/eMwNmLsB6lw9AfiyKXKpVINENXeOUVdFkD15O9DxaO7exjkQLykuI85cHy7EQUCMCsqCo5LFoCuleKFEs+NN7mJb3KkaVjzFDppxLJ1WmxZxQNA+S2Y6MwbR0INpppDI2T6WZI0etsKyHmJRp83Q9yeWSw+VEMqotrWvA83/b9NKDT7e8NvWw0glXnZY3bdy4PGnqd1bxGUcM3lYzSS0OqUHjuXdazeseX/9ctt2iQPVe1wUiTwbYAv86FdfdLmjyr15795OPnT7lZP5B/WaUlBQwljOFWQQtGGHCSNuL+lgk6U1lOsnH2JYt2AMkjqgZpI3PhAYWPRwyNofduxCIN2D2rbfiR/fcBVM2UJ4XcaVEh/zrxx7BD777P39Y+tBD5477xjfsA4F12k0ADNwKDEoCcgmwZTsw6A1gyDnAkuuA9ZOAw2TglL8Cs/ZjtvepScg+Z1hisWprd8IKfFeMHwNDHwRO0IHTlSknDBsw7oiywUPHSn37DkFJSUzoWHFKlT0GblqQyM8sZ6GluRlvL1mIpYv+nJFWL9m0psncBGCxArx/zejyD+5+t3HLP+y9QoLRlIHNFKIx/1IAE2nw4cDU4PGHPndhTT8lGHeUZDzFA2VR3tDY2vDO9o7mDjOVnP9OeRIbVm1XkXnPBpYRX+r4Ufmn/+yCY5o+rM9GBpQp2d69PM40O6iGJb0t4bFr7m/hkw7VMeOIKHlWeLYjId7qZYxgTu3dJxj6/YI0ppzeV41KQba81ZbIev3bt/9VHO4h37gRo2u+gqP75wk99nhLHDHFgqaoyHhEWPbNLndkXWEkWxQJwDIzGBBUMKFQx8CICi0QREMyhQ7LE5ZcxKfUFEVkYDQap6yJEmLitBEQlHh2BHAlMUEy7yDkvpC/JYkRj2yuOGxNRwFM98aaS8BGbpAmHD+ON24JedxVpfJeJTwU1jllYqrKlGBAh21leDqXEpr3jp3hnQkyjOglbthkppUn051ckwJS1lakziRYnu5Ca9rOlzy+BnpFmslWSdZzrUBdy47siRMGrBpcHCxjWbPcdjSmhzx59BgHRYqBTEZytV4RWQ2WoaWjCO/Ey/HQkwt+/9xTL/+yq6TrfqhOBDDmXCjvnQJly0zk99oEdzjQvALAElr7Lmlf+nF37QlRfpG57+3Hn7l21r2/6pVNpXjKdZkuS/ASaaEaosHX26dARSiVjOWAywqipL5g2nAkWbANaLBBIGayr68jcLHmoDjdjIo+vamXyUtCOm9vapC+ct55qaULF925s1/1o+5g+mnYxL0pOfbwGpGIkDTJJyqgj79x1ynjfvjaPX/EvgasXXd0HDDuhvNvPudL4arh2iHjj8WIviFYbhodacnxcoQ+5kxXqXPiO3+EDBI1IxA4KYsD5CNKaUAuaaGtaSPqlkTsG4MAAB+uSURBVC/CijdXuvNmP0BA4PkAFlUBy2++5JJllz72GFlg/32rrZVqd67urFkiwHdnX/uShVFjvuomlPa+BU0busBvlKHTLtI1R6X8RxfwFcDgN6LK4ru/c2pJSUBKNn/YlA4XMKlimJTHJE8J2lpySxtTb3t+q/GDkysSsaDs2W5ciQY0j7GopQQjakMyqL2yulV/8sEX5Hcog8wfh8tumo4JU6YhXtgfQcdCP4VUNrOIc9JWogDDoZOrk8exNQ1stmQ4jKOgZRMuGFKO8UP6CnoHIem3Jk3QlIdIznSiSZiPlEQVgiMwn5rTScJyYmLFkSULejElFJhRMToS0y5FEWwAPURKqLL72/vvlW+54Xs4pLoP1DwTyzc3+z6/x43BmaWFQgLGzeUQLYnYRSUx1SbXGM5RHglg+PByFBTHkE6SAWwOaScFWXagbl6O4GrLHVFgZ0sVL63FChSl0FEzRjT6k4dbUzN/t+pLACiaRwGUAhi1swMx/Ixx+QMmH5I/UA1mB+SUGFB0zNYX32mqe/W5zAPAy370/3hm9Ol3RS2k2lkiVdhDH7V2pwC/eFB//8E//uXWEcMnuBsam+VIxBCGKASpIxURL5WFq6nCHsxMZWExhkg0CIl0xkj7nVM/i6Mgz0BjIod0LASlfSt6V5RhQN9yz3AcaeGbC3HulONfF+RmYJUIqDvFFPa8j3u++ff2FfR99FpKEGbubP1Qb/hpGiz795sgQhzA4Pmx3fzsAaumRiY+0ljg8HeBK299ft7Zhx8+MZAxQ6hv3MYNyF62dQdbu2ol04NRFomFhdBcMk4sfE2QTTs7Esh0tiFW0Qf5vatgewqxirmkGt7wEb1RWQApm/ZYa0s9mtuTSDbHsfC5P2D5L+9dIgGvb/dP3PLLgc2/AFKfXHhKvBil8/srE+v+iu6TQwHbGguMWQY88Nz93z5iXHk8lx/aqEq27TVtceONW6VcXmGeRv5zDCmptDyihwrKpCTXldX1cfbGqnr1h3PeZhhyNI74ytcwbNQhOHFIBXoVFgrD1/bOJIIyqaYS949I2p7wEiTNqVaTY2PcQoJcS+KtOM1rxAnjD0Vl3z6CakSN7DbLQ4pLKNBJQVT2tcOpsU7za7JA576bDf2bZFByluMDNYUyAwU08sDzhPKCTk8CKvEkz338vnuV+3948/Kzjzz8gRVv/c3csBO//8Nzjpx86NTDvmQ2Jdf+9bE/v7wjl/Cad2TXv+0jnulBQIUhGZUJxd+uCxwn51dFB5xQlZ+Ipg7pqy+dMql4YICEBmESxi0I6A576vX6jXc8uZ1G94v2cIORvAoFkZW7vq6rbOpuJbCaGkhzAdTM9Yc8w2toMFODuXPpt3vdchBZ1i9oqtZ/5PK3XlpQ1ZL2PNPJSioRsAmtbtliSpgjVU6y7tJkASR16aEDoDBmIGc6sMmNO2ygzuHoE9UQlsH7lxVwM5eQHnzwl7j/ezfeuBPGdfsuWdX+bovsbdz6XLzuswWsLiVQABcfd9V1D95+2+066+zAmrUfuutWfyjTyLtXVRWSpoaSXr3Rqzgq5Hep9yEY//SUpyGKIiOXs9FctxHMSSOXTWH7tk1IZF3YaggsVoiCohBxz3goEOJMD/GQobG+VQVSygSWvfIy0nXr23IZK/7+iqXN77722t8AvPVlYF05sOU+oPMTq1tbK2HWLKkG4F3N039s6Ivu/8xasJmzulRUPv4hu5XtoPudYdw376yt/P744cHyWEeaRVEocDZqui5ZVJrveIFi7YNUub5g5YfSb+56XBKPydO/jqsuuwRTxw9DQA0gIjFkc1nEU1khq2JyKitc0QMiahGZQDRnOd7qsGBIEo6KSZharqOEZRGMFEExyJKLpEw8gZeh4ESGpwKHKtDoBFQkFa9upVAxdRJ0F4KICookWTyRKDhpuZPDsONBpvIxEOVath23/uhH7IkHHnix5dFHv1x86aUfy3R5228rYcbaWcVpJGT5mbaHAPUb0KsAs9coGFXHHh2rfLZDK9+8evt8wKUMO94V5MQ5EOeJnvQ1YNUtYDNfE85Z/v9xzqZPny5VV1fz/W3i+Q8HJegtEnDtrY8+fs8ZZ9Q4K9c1KGTeSwx51SZOKPEK/bKbym9N9RUYCG3HyPqMVCtCOrZpCooCMsp0hUeK89j6lUvxoyuvXrZiyVs3dGWV//as6jOdwH/ji/c+YI0dq2LZMoo5NZf//MGnv3n+eVj17jp72ZIlyuDDJ7NYXjGihaU8FmaeThAb3yaIDGKgSB7LZFw0t6UYdx1G7h+kP04yskFVESlxNMAQT+XQ0bgDmuqhM5PG1vY04h0JhOA7jbR3xl2LSbykspc8cFA/llNDQpbXSDejYesWLFrwN/zp4ac2IrPpJQBrAay7FPjwJqCpH0Sr4BMbXeDdv5w5c+ZHP4sCU0jN0iaevmIj+AVtXUGPLloaHtAWBkZMBewjLr/8yMJJh1YVdmx445iUKxWubwjwh3/3LAMG4Jja72DCpIkYd8hQDAoC6URScPEIWd6R89BkchgKE0A9GoXXpxxsSANrsy5isozTSzQcUR4QhhB+ruQjzukGIBpIu+UJhDsZQFC73L9Z/OBEulsUtIgJSWoH5NySIcNOidSXuHgP3WyWJ+zwBKpezcv3tjdtlX59w7V4/Kln7uGcXy/6GtXV2uQ1a7zBY8eyh5cto8GCH9BrJyuYtQCU3dJGeIBdfmZjx5IpsL+demqEL6TXzFqwJxmSPfVKWE1X2TJ377Okj/ZjX37o9h6YDRgPTZyyaPYzfz5sy7a4m5U9mTJiO0WiPUxAFrLpnLDwIp4hrb1JstySjEhYw3ZDE846Q6OaFyyPSX/+y59xw7RpP9n53KBgRRvdSt3l177s6kH1nr0NWN1kyROmP/LkvKtmnKtuWtfgfVi/VTrikGpEw1FCBbrNTZ1KZ3sDJKcDuWQnMomccPqo6NMHefm9EIlGEY0obiIne4mOhMQtW2KMs4KYLjSSKCgpuo5oQIIDCU0pj2Sw0beQoDJAMtkBK5tG645m3rz2fTTuaOYdoSL0rapArqwfi5aWsoGGjcYMx46mDrw+f5635Fe/qovZubYV9XU0fSQnj/fPAN5gQN0fgZb9PHUUF8ehQK9m4JxG4HoAlTi+hn95xsVszLhRyC8oRLnqosTLwXJdJFxAJ4Q3YXSEHK0vOUwgph1pGwuaTIHXmVKiYlRJGIUBuncBq0vVkxILQkpl6EagElHYxZNTYhcIinPhCUhTOtqoxKMGldVlNeUbSkgiQJFEjfCjI1cc00JhaYG3asNG6XtnnAZv9dprVwP3iZj0yR4K48TxnDlLJBT7cId0T5up4S22mTN39ktmgs2atd+gLfuwW5/+lo/8M197TWHHHvvao8++dvQxh09wV29qkMn+zCIjByHtTP6Xlij/PJlUSH2UOA0ktpOFVkjB8MKQY0RCymNzZuP2yy757s6H313dwerf1Rvar4tzAD9sbwJW99PtqJNrb3/xkiu/E23elPSSpieVxoIYWxXg7R0tbNHi5XjpN/c677/y8t+SQB311Mk/squHUVjdu6pwwKSji8ZOmapWDRmLI6srYUphOJ7shSQb6ZTFHMdhmspE9pXKOUimLCHdURDRxBSFFBbotiaSqcY4FJo2WlmsWb4Ury9bhYwC1Ns6HzB5iju2uj93VVXNmIDXHsf2bZuxbfMqtG9tRTyRtLKptJVoadykA0sLmdEaWrs63vHeGzvmA52d/tOa9QIyI4AMXZwpwHkTcE8B0isBZ6t/UtTjgL5rgQJq9zLgsNjZ502qGDCkKNK/P9sR6YM+5ZUo71WCKlLvzCbBHBsBckihLEgmg1HiRFDpQOhnB6UBFWmPYXuniRebc7hqaB5GFeoCfkC3LjXIRTCiBSZQosfQYTqQNZJgIVwXuSzL/vhUZLkkacwFoZp6VfQzlXrkhZfzfH888qnr7l/RZxOxOZwf9Za8v0Y699Dh+DLw7d8B94vJkd9l3ZegdAAv43//R3dDCi4Bxi2beuxLD/34gQJJL3LrtjTKXDdgFAYhOxySLZRo/a60xxEojsBSZdS1pwlUyqcMLnehuspjjzyCn1x++eU7Bwq/JPAlRf6edf7kef2nAWuXtLfqvvGnvn7t75/s5XbATSUzsiNLfOKQqLty4avKJWdOI82P354APP2yP8n52PZmTU3gF3Pn9vkt0K+L31d57MSJY/uccNbhRxwxtmjAkGqhUmmAe50pm0uuJSXSNjMdBkMXHvEwNAXl+Rp0csSh0Z1HRhMMIaVbUhaikf/hxk1Yt+I9/Gb+OwhPPJ6PGTWSDx86lOfFANFWyHApk6N5jSeUMimDI3UX08kiZVqwTP9p2NqSRiupHVgWktkcuOMJuZAQk7zqsGdt3l7PWtOurpf2QUFRIQryYoiV5EPSYugTCSBHQcOyUICcUBhwHFs8WaOaInpS3be8APh4HvJJJdXzkHAVvLcjjgZbxjcGRnB4WQDkqiPQ6CSxTMGNgg+DmAAmCXclE8hTE9/h51vCKEOcA4pzwkOQJIOFUzNxqx3x7wQ5CtPaEmbIJt88F5FgkIw/nVcXLVYumjwRlwHfegQgxDcpaf2rMJJ/f2Q5cN8oHuRjgJNG/s935113zY2ykw0gl87wpnjKVQyZZWxbIjiJcOlyOUkn82RQ53UW98qjhjK0MowdDdsx8+ba7dbsX135NvBH+L3W/QWYPnBH/x/65D1lWKIUVIEnr3p1xbmH9hvuJOublGZVx7EDY7zh7WfZBafXNAwGpq0HCMdCIBZp8sKF0oLiYg5/8kKL/4kx8dOANh0o6g8cqx5+yvknTRt/2IgJJxYdPXokeZwh4apOMpGSU1mLUU+HsgOLzCU1hoKIjpDuj+hJ0yqZySFP04SapkbCeNSljXegfs1KPPfSa0jml6BJCWPkhIkY3LuUtNg5ja0IXR3PkK8TdXoghOWiusS3ZRizoXDTJaVcl1FgbDAh3FAytiuFVQlFhgzHslBsqC7RJgiyEZU580ybKY6JCHNZQJUEUZgQ6J05V5hEUPZCT09qg+cbKjodkmpmyEoa1je0w2prQnW+gZNGDUJhgIlAQoUevYVKPWoKUmCjkoPwWMKaSRJdMHgkASKrcIhdLfzsZF+T3fMpNhlyx2Ykd+frYpE8F2VW5IJDMAQ9EkMOrvOXp55UvnfpV52rq6q+/tO6utk9mdWn351P19RoS+fO7ffuqWdef+qMi881iqvCpVUDhbFrJp2mnNTLC8heRGdsW45LdlBj0RBD65ZtaF7++pbXbp312NyV63+xk6RPLYuPkOb/oXjwuf/afxawxBPkAmBy4833vnLht65R0hvaeMpz2NghxTgmEOfD8wr/NkUp+/7Dzo7XaLEn+zIvn2igUqZGU51d+IW0MP/4Osq+zqruE5l2yIXfn3z+6SexoSOHwlAMkO5JW8ZCW0dGUiWy7VJgWhwRQ0Zpvi76MmSfREC9fE1BjBQdSdWza2tp2Io1q9fg7VWr8MLWDgwdfQRGjhoCRQogEIoiL2pAo1LIsZBJZdCcddAunG0UJKmpLzMkyaSUc5QFGKffdbgSilWOgIhAHCrpIBGMX5WEGUEeGQlQsHA9UbJtS1P2IyGmSzCCISRsYEcyi3o6rm31GNzegKnVFRjRtwIFvUlkgjJC22+GU2YlM5FZUUaV7aLhkK6SSZLCwp3X739R8CL1TwpSQrO920Kek+qqI3pVVJpYJM7s2uJxQt5yseI8L51KSN+99nq8/Ogj715x3HFXPDB//ls9mdXe38OEzVsJHD3omhuOCA0bPd6V1IEjhg4IjepTiCBzsWpbC5paWhob31/29l9++MNnVwJPduH8RDL8KUDVvd+BL8ArPy1giZuQOIGjgTlnrdjxlYGRQtvraFfT4ZA3RI9L0V/eceXoO376QNca7WmKs7ul9ButtbU7m7gzdwI/fSG+WlRrs7BmHICpM66+9ssnHXPksD4jR6Jv1WDEGNwsYzybMJU31nWgrj2HKdV5GNonJBQqqeQiQCRZigbJD1mlm1ciB1Px/WY2QxcMNm3eiFfnL8bW9hQig4Yi2qeShNyQn1+CSFk5imJBpEwP9TnqEQElCpWPNgoUICo7Al6geDZKNQ8tpq8bFSYHHs9XJugT1qAwCUnXB3gSubnV8mAqBrKOh+11mxAkZ+QdWzGhWMPIIVUoKCxGOD8inFzIp0/ozDs+t4+ItVS6ttGkScgAU0OdTo9vGU+BR5E0P6h1NQ9peij0rch/xeXIUe9MpeY6lb9cCM+RDnAwaPCArrvvbNyg/O911yI6b949dz///M3jThPwhH05r1+A2+bjh0jmpfSbXWEUlwIFrwD96oEiAJGuaXI7/EEPCe51FSRkfNpTAu7tRfPpAYuAced9K/+mJ365+EfrGobnSTHPy2RZqCLGnn/kntTsH3xvNIANNYA29++j/b393k+8rqtfRiWor3jmb9S4P2rnCZ5xypdOnzxlxnmDp06ahNJggLNIjJtpj0mKQzcsI3VM4qNJJH7HAUqQDJm0tsnqwCftKgrNAPySkRQU6e5u3b4Vmz5YjzV129CYSCLtyVjTlhTl0/ycCighIBjC4f0qcfyQfiguyUeDpaNIgwiIGaZCI6soiwuz0RLNg2T5wdMyTdTnOOrStnAYcRo3YZTdjiEFAQyv6oWKygoY0QLRm6LQQlpKvtufJCZ3JLlCcgeeJIvjyYj/94MSYbV0ArWJRjz5TpMKM2ER6GcJWYcyLx8ZLwRMu/hq5H4jvBAUcmbRXc8y5d8/+yyuPffcZaOB694FCGlAUIQD4nqyzxfIf8EbaZmPBeRJtbUUvD4dqlHLdxL82W6rkf+Cw/yP7uI/DVi3HY38G1/PW/x0w9rhERb14kkT4WJduu97N2zPf/iBKXP9J8X+TmW70OS1O8+/z1Ok7Uyg8I/iL0w74sILTvvu9Bp5+JAhqBg4mETyXRrlcceRSaCf1AiI0Es3J/W+NOaJki1AImquI0T1qSlEdktkbvD3jSPR3obmllYhHpfJZP1Gtmti6cZtWFbfjHc3bcWHqRwyFQMxtG8/FBXkCcIuDe4IqNlLsdFQtxmRolIMZBYCVhZVZQXonRdEeUEUfXv3gRYhLrjf96JsioxhhTm4aJT7TXMCjGYJ1Cn2lQIxodA5Mi5pUhERmfpavuVWUKEpH00DPQENIQ6gSQGL+yWioVDvy0aW0kVFQ0lId2mQ8ObyZfL/zZ6d+eOjj97Nr7/+DnbXXTQ88alOe6Sn/Eev28/9lxP0gygsqCHkXo34i9D01XPnkoRST1N9H8/gPw1Y/KdX6ezqn738QmvnxAA0N2tarDDPkG74/g+b1PvvnDgfWH+geU3iqTV5srxgwd/BhWGgOgWcCODCK771rWFnXXSRMWrMWMqoPC7LPGe7ctI0hcqNJlPjmSQ9CH/k8+jII476UgQnIEJvjgt1b5oAQiUMlE+d+thGISVHTPtcVkzWWlqasHbdOsjpDkiOg1A0JiZ1ejCE/oeMALNNKMF8QTIm0wFJeA5SJkUSuhnhWiNE8sQISYCfRIARwYqRrrosylIq7SiTEvrpRHB0aLLnIaRr4nfCXpfKXho8elyYbFCQInUFwnmRqw3ZgHm2CyUUIqip896ypcqTDz2IObPnvDEMuHotsJw++0Cw//fxuux5W88K7HYF9th0PwO4svKPr/7sglOPc7zWBAtENfnmW+/Mzvtx7QQA7/67+hxdgZEiyT+m2lQynlMCTLjonvvHn3fyiSgpK0VeXp6YTiYsS5I8fy5HyHpqTFOpRKUTecUR75ru9iCN21xbaJiL7KtLJZIQ6PQrCnoEERByKQJY8ekblXeEFyPAJmlD+YY5XDg9E1aKSjShliAyK98S3G8Z+kxScnCmXpznUvZFFSMh2gHLJiVP0gN3hN4JsQS6gxZ9JmWUpMGkqorIpqi3FdJ0hAyNBxWJf7hli/TTn/8cc+66q+Eo4N43gbu7jkKu3U/iiT33Wc8KHMgV+NSA1Y3B6vryZx5es/6s0QMHkV6/8+gDj7GHr7x0EvH3/l0Ba5dF+AgVvetU5TcnnBC66OWXiQVyzoTzLzxnxrGTwhOnnoCBfXpDBcgcSs7kTImsiWRFFchyyk6ywgFGQqAr4yLnOgE4Eh58lN+QHiEFqS5OmNAn9NHKDhFdyeaKMiKSX+myayfJW6HdTXItZDMujB1IZZLac7JoqFNviYIQ9aooAxKBkDBTQlLXD6z0e2q60xuosZ+mwYKsiCyLvAYjmgZy/yFsFk1ISSqY4AuksEBjBtUwQKY+LTualPl/+TOu/uol6YnAz2759rd/OvG++xppTQ90hnwgL96ez/7ircA/xWF1X8w1QGzRkVNnX3HXT84cNKASs2+/Ay/f95OpAF79DwSsj52l3WVeXwMqfwVcTFXO9K9cPPzLX7lYJqeW0qIicnqjPhCzXFs4afmQAD9AkKaA5Dog9gsFMF88w9cz6vZ0/ahso4DluCJwiaDTlS0JLHg3HFwwoynU+HZYIlcje3TZF8YTGsIkaSx6TTSRpCDWZQUvDCSo0S72F3mGgozlCttynRE6nYKmIspTgjEIXXnuS8MEQkGS/OUtOxox99k/SXdee7mTtfCbH0G/82aY3ROqXb3pvnhXfs8R/1euwJ6Aox97Ag8HTmLAEb12ivWV9Rnwk1/XbyQhu/3ddN+nhezKCLv3RYSYVYA2AphCEImdKpJnPPTbJ/qPHjpE9JiimkZCV07atgnAJFipiuLLsDAy56TMySNQAOmjk+IEBR4uAgRlTaIvZtsiM6KekZBk6ZISptqRGKskhEfYcAETJZwW1ZRdUz6CjAs+IBn+keQLBSxiijNZ2JdQyy1ju0J1gSRJKBDS6ymAEpaKaDmUKZpkEcYYFF3lBaoiPmHFhxvkefNexG3fuZqW4YVTgXvn+bpitPU01ffpCut50+dhBfYYsLp2kvBSrFtd9POw43vYB8He39WA4sdf/Wrx92fPJnzX+afMuOC4s6efU3bGKScjSg68jHkp8lF2HMl2bEkhaxfBvyNoAGVQBAplflbj2kIriqgtHk3iupD1lJD56HIyD/WhB1QmUqDya0BCpft6VKQESChz4vPR/4mOGIE8RWOdelxMBCfKvEgHXXyuTEh/Eyrtr5CAscVnRUJBbsiS62az8vtr17I//uEPuPfWW8kd6LffO+GEx29/+WV6qNDWw/r/L7hwe3bxn6/A3gYs8SnCDpt+WLBgb5xwPg9rzyYD8gK/SNvV2LGQ1E1k4Ngf33Pv6AlHHzWyb3kFYpWVAvhFi5IVjvLU9PYkhUmMJm7kkEMZltD6IFdk0T/yaTEETSAisUGSORRjyIacsjXqX4mV8F1pRMknFBL8oCbkhzmHRpNA1/F5f4wyPVdkcRTCqGFP3EeXFEE1g+uKxA2RBUpSY0cH1q1dg3vuvQfzf/+HtwG8eFtZ3pwbd3QSAb176wGAfh6uxp59+JdX4DMFrF2+jd7338bYF/VYrQ/q25XbSEhkAsEedsfPfn7ioJLi8RWjRhu9Bw1EaZe7jEecaYIQ2LZkUfkoLNghJnKCCrOLkkIX0EAQmkmEWKPGuNtt+M6EQgM180ntkyAUonTswksRcFQAKiQZadN3t6HMSpEkzhTVkxTJC7mempMlfLBlK95fvBi/+N2TDe/PmzdnJ8D25RXXX7/sUB9LJT6l6+8ezM+/fJv0fMDnZQX2NWB9XvZ/X/fDz7wmT6ZscVeYBFVnpccDk4Inn3xO9YgRQ6qnTOk7YfToUEEgABYOg0uSR1kYZT3xnMmoPOSe7eugM5K283w9KsqQhPGkCsu2oRO4swsqIVFfirIvAnT6jjSc8jCKe9SzDwYMUTvS9JJUB+1kUqLP2NjcgsV/mYe1by758IlnXnwTXvqpq4A3fwaQy3X3pnRVnf9tD5R9PZc97/sCrcAXNWB9dIq7poyUee1OUjfsmx3gqHHHHjfk5LPPOnJYv6phvfPzUVpVhfLycuFdRqBTKgepVPQk0v4UWr1iikiZFnnV0URQTBPp/4gmo3yE5RKu9F1zQ+F4kcpksGPDBnS0tmB7RwdeXbw4+/j9PyUVVdIrX7pziPBGl8Nu93EImFmPMuUX6M79gh7qFz5g7ea8U/Bia9asYXPnzt2170UvLYCv6TVqzDHHnDzpiPFjyyKxYEFlRbD/sGGBwrIy2QhFIIdCQrkwT2RNTDTZKY0jbBQtODXTiVlMCp+JZALN27byVHtHrn7jxmxbW3tyfd3m9U/NnkMSzyT/TlqBmzjnG8g4s3t/ybCyh+bxBb1rv8CH3ROw/vnJF9PGlsmT2WuvvebuxqON0iTqgfUF0L8YGC4DI8cA+hYgVjR6ZGxQv0FKvLPTNSIRtHXGobqWG09n+JZ33+V1QPthALnLrO5iDTR0BShKtHa3CU/GBT7Pbw9WVF/gq7rn0A/aFegJWHt/arvXSjTuaftHVxbOuXT1KaeEpzQ2Ss+lUursDRsoqaJqrzu4fNQAPywEXjDySOt7Q4Zkjp0z52MGGbvIley6dz3N870/Vz2vPEhXoCdg/esndrdUoc/4sSKT6zKnFB2wz/j+npf3rMAXYgV6Atb+Pc1iPbuYOeLnLqmWj/7ezdf1ZE779xz0fNpBvAI9AesgPrk9h9azAgfbCvQErIPtjPYcT88KHMQr0BOwDuKT23NoPStwsK1AT8A62M5oz/H0rMBBvAI9AesgPrk9h9azAgfbCvQErIPtjPYcT88KHMQr0BOwDuKT23NoPStwsK1AT8A62M5oz/H0rMBBvAL/D2JCOTbUjEkjAAAAAElFTkSuQmCC" 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