<snapdata remixID="12843408"><project name="U3L3-TicTacToe" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="2"><scene name="U3L3-TicTacToe"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="errorObsolete"></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script><scripts><script x="229.00000300000002" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="makeBoard" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Empty</l></block><block s="show"></block><block s="doSetVar"><l>position number</l><l>0</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>3</l><script><block s="doChangeVar"><l>position number</l><l>1</l></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>-240</l><block s="reportVariadicProduct"><list><l>120</l><block var="column"/></list></block></list></block><block s="reportDifference"><l>240</l><block s="reportVariadicProduct"><list><l>120</l><block var="row"/></list></block></block></block><block s="createClone"><l><option>myself</option></l></block></script></custom-block></script><comment w="128" collapsed="false">The nested FOR loops are the important part of this solution.  Details like the starting position of the sprite might be different in student solutions.</comment></custom-block><block s="hide"></block></script><scripts><script x="205.66666666666663" y="281.1333333333334"><block s="doSwitchToCostume"><l>Empty</l><comment w="144.66666666666666" collapsed="true">Another possible solution.</comment></block><block s="show"></block><block s="gotoXY"><l>-50</l><l>50</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>50</l></block></script></custom-block><block s="setXPosition"><l>-50</l></block><block s="changeYPosition"><l>-50</l></block></script></custom-block><block s="hide"></block></script></scripts></block-definition><block-definition s="Possible Win Conditions" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><custom-block s="TriList %s %s %s"><l>1</l><l>2</l><l>3</l></custom-block><custom-block s="TriList %s %s %s"><l>4</l><l>5</l><l>6</l></custom-block><custom-block s="TriList %s %s %s"><l>7</l><l>8</l><l>9</l></custom-block><custom-block s="TriList %s %s %s"><l>1</l><l>4</l><l>7</l></custom-block><custom-block s="TriList %s %s %s"><l>2</l><l>5</l><l>8</l></custom-block><custom-block s="TriList %s %s %s"><l>3</l><l>6</l><l>9</l></custom-block><custom-block s="TriList %s %s %s"><l>1</l><l>5</l><l>9</l></custom-block><custom-block s="TriList %s %s %s"><l>3</l><l>5</l><l>7</l></custom-block></list></block></block></script></block-definition><block-definition s="TriList %&apos;1&apos; %&apos;2&apos; %&apos;3&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="1"/><block var="2"/><block var="3"/></list></block></block></script></block-definition><block-definition s="Status of All Win Conditions" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="status of triple %l"><custom-block s="Possible Win Conditions"></custom-block></custom-block></block></script></block-definition><block-definition s="is %&apos;thingy&apos; a number?" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="thingy"/><l><option>number</option></l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="move in this square" type="command" category="motion"><comment w="53.333333333333336" collapsed="true">5.6.2.3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block var="X&apos;s turn?"/><script><block s="doSwitchToCostume"><l>X</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>X</l></block><block s="doIfElse"><custom-block s="won? %s"><l>X</l></custom-block><script><block s="bubble"><l>X won!</l></block></script><script><block s="doBroadcast"><block s="reportListItem"><l><option>random</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="board"/></block></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block><block s="doIf"><custom-block s="tied?"></custom-block><script><block s="bubble"><l>It&apos;s a tie.</l></block></script><list></list></block></script><script><block s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>O</l></block><block s="doIf"><custom-block s="won? %s"><l>O</l></custom-block><script><block s="bubble"><l>O won!</l></block></script><list></list></block></script></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportNot"><block var="X&apos;s turn?"/></block></block></script></block-definition><block-definition s="won? %&apos;who&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListContainsItem"><custom-block s="status of all winning triples"></custom-block><block s="reportNewList"><list><block var="who"/><block var="who"/><block var="who"/></list></block></block></block></script></block-definition><block-definition s="tied?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="board"/></block><l></l></list></block></block></script></block-definition><block-definition s="move in this square SICKO MODE" type="command" category="motion"><comment w="53.333333333333336" collapsed="true">5.6.2.3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block var="X&apos;s turn?"/><script><block s="doSwitchToCostume"><l>X</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>X</l></block><block s="doSetVar"><l>extracto</l><block var="position number"/></block><block s="doIfElse"><custom-block s="won? %s"><l>X</l></custom-block><script><block s="bubble"><l>X won!</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="uno move"/><l>1</l></list></block><script><block s="doSetVar"><l>uno move</l><l>0</l></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="extracto"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="extracto"/><l>3</l></list></block><block s="reportVariadicEquals"><list><block var="extracto"/><l>7</l></list></block><block s="reportVariadicEquals"><list><block var="extracto"/><l>9</l></list></block></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><custom-block s="if extracto5"></custom-block></script></block></script><script><block s="doBroadcast"><custom-block s="next move SICKO MODE"></custom-block><list></list></block></script></block></script></block><block s="doIf"><custom-block s="tied?"></custom-block><script><block s="bubble"><l>It&apos;s a tie.</l></block></script><list></list></block></script><script><block s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>O</l></block><block s="doIf"><custom-block s="won? %s"><l>O</l></custom-block><script><block s="bubble"><l>O won!</l></block></script><list></list></block></script></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportNot"><block var="X&apos;s turn?"/></block></block></script></block-definition><block-definition s="j" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>1</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>3</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>7</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>9</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script></block-definition><block-definition s="next move SICKO MODE" type="reporter" category="lists"><comment w="53.333333333333336" collapsed="true">5.6.4.3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><custom-block s="Win Condition Stat entity %s"><l>O</l><comment w="126" collapsed="true">First rule: win if I can.</comment></custom-block><script><block s="doReport"><custom-block s="winning square for player %s"><l>O</l></custom-block></block></script><script><block s="doIfElse"><custom-block s="Win Condition Stat entity %s"><l>X</l><comment w="192.66666666666666" collapsed="true">Second rule: block opponent&apos;s win.</comment></custom-block><script><block s="doReport"><custom-block s="winning square for player %s"><l>X</l></custom-block></block></script><script><block s="doReport"><custom-block s="best empty square"></custom-block><comment w="165.33333333333334" collapsed="true">Fallback: move somewhere!</comment></block></script></block></script></block></script></block-definition><block-definition s="best empty square" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block var="board"/><l></l></block></autolambda><list></list></block><block s="reportNewList"><list><l>5</l><l>1</l><l>3</l><l>7</l><l>9</l><l>2</l><l>4</l><l>6</l><l>8</l></list></block></block></block></script></block-definition><block-definition s="Win Condition Stat entity %&apos;who&apos;" type="predicate" category="sensing"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.4.2</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIsA"><custom-block s="winning square for player %s"><block var="who"/></custom-block><l><option>number</option></l></block></block></script><scripts><comment x="10" y="87.46666666666664" w="366.6666666666667" collapsed="false">This is a place where students are likely to use an unnecessary IF/ELSE block because the solution above seems &quot;too easy&quot; and therefore suspicious.  Ideally they should both understand that their solution is correct if it works -- there isn&apos;t only one &quot;right&quot; way to write a program -- and that composition of functions enables fairly complicated algorithms to be one-liners when actually coded.</comment></scripts></block-definition><block-definition s="winning square for player %&apos;who&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>triple</l></list></block><block s="doSetVar"><l>triple</l><custom-block s="winning triple for player %s"><block var="who"/></custom-block></block><block s="doIf"><block s="reportIsA"><block var="triple"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="triple"/></block></block></script><list></list></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="winning triple for player %&apos;who&apos;" type="reporter" category="lists"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.3.7</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><custom-block s="how many %s in %l ?"><block var="who"/><l/></custom-block><l>2</l></list></block><block s="reportVariadicEquals"><list><custom-block s="how many %s in %l ?"><custom-block s="opponent %s"><block var="who"/></custom-block><l/></custom-block><l>0</l></list></block></list></block></autolambda><list></list></block><custom-block s="status of all winning triples"></custom-block></block></block></script></block-definition><block-definition s="how many %&apos;letter&apos; in %&apos;triple&apos; ?" type="reporter" category="lists"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.3.5</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListAttribute"><l><option>length</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><l></l><block var="letter"/></list></block></autolambda><list></list></block><block var="triple"/></block></block></block></script></block-definition><block-definition s="opponent %&apos;who&apos;" type="reporter" category="operators"><comment x="0" y="0" w="108" collapsed="true">helper for 5.6.3.7</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="who"/><l>X</l></list></block><l>O</l><l>X</l></block></block></script></block-definition><block-definition s="status of all winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="status of triple %l"><l/></custom-block></autolambda><list></list></block><custom-block s="possible winning triples"></custom-block></block></block></script></block-definition><block-definition s="status of triple %&apos;triple&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="board"/></block></autolambda><list></list></block><block var="triple"/></block></block></script></block-definition><block-definition s="possible winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block><block s="reportNewList"><list><l>4</l><l>5</l><l>6</l></list></block><block s="reportNewList"><list><l>7</l><l>8</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l><l>8</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>5</l><l>9</l></list></block><block s="reportNewList"><list><l>3</l><l>5</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="move in this square DEMON MODE" type="command" category="motion"><comment w="53.333333333333336" collapsed="true">5.6.2.3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block var="X&apos;s turn?"/><script><block s="doSwitchToCostume"><l>X</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>X</l></block><block s="doIfElse"><custom-block s="won? %s"><l>X</l></custom-block><script></script><script><block s="doBroadcast"><custom-block s="next move SICKO MODE"></custom-block><list></list></block></script></block><block s="doIf"><custom-block s="tied?"></custom-block><script></script><list></list></block></script><script><block s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>O</l></block><block s="doIf"><custom-block s="won? %s"><l>O</l></custom-block><script></script><list></list></block></script></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportNot"><block var="X&apos;s turn?"/></block></block></script><scripts><script x="338" y="146.4666666666667"><block s="bubble"><l>X won!</l></block></script><script x="321" y="198.96666666666664"><block s="bubble"><l>It&apos;s a tie.</l></block></script><script x="366" y="307.3833333333334"><block s="bubble"><l>O won!</l></block></script></scripts></block-definition><block-definition s="if extraco8" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="extracto"/><l>8</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>2</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>7</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>9</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><list></list></block></script></block-definition><block-definition s="if extracto 6" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="extracto"/><l>6</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>3</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>4</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>9</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><script><custom-block s="if extraco8"></custom-block></script></block></script></block-definition><block-definition s="if extracto4" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="extracto"/><l>4</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>1</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>7</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>6</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><script><custom-block s="if extracto 6"></custom-block></script></block></script></block-definition><block-definition s="if extracto2" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="extracto"/><l>2</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>1</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>3</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>8</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><script><custom-block s="if extracto4"></custom-block></script></block></script></block-definition><block-definition s="if extracto5" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="extracto"/><l>5</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>1</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>3</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>7</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>9</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><script><custom-block s="if extracto2"></custom-block></script></block></script></block-definition><block-definition s="makeBoard (2)" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Empty</l></block><block s="show"></block><block s="doSetVar"><l>position number</l><l>0</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>4</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>4</l><script><block s="doChangeVar"><l>position number</l><l>1</l></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>-240</l><block s="reportVariadicProduct"><list><l>90</l><block var="column"/></list></block></list></block><block s="reportDifference"><l>240</l><block s="reportVariadicProduct"><list><l>90</l><block var="row"/></list></block></block></block><block s="createClone"><l><option>myself</option></l></block></script></custom-block></script><comment w="128" collapsed="false">The nested FOR loops are the important part of this solution.  Details like the starting position of the sprite might be different in student solutions.</comment></custom-block><block s="hide"></block></script><scripts><script x="205.66666666666663" y="281.1333333333334"><block s="doSwitchToCostume"><l>Empty</l><comment w="144.66666666666666" collapsed="true">Another possible solution.</comment></block><block s="show"></block><block s="gotoXY"><l>-50</l><l>50</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>50</l></block></script></custom-block><block s="setXPosition"><l>-50</l></block><block s="changeYPosition"><l>-50</l></block></script></custom-block><block s="hide"></block></script></scripts></block-definition></blocks><stage name="3b3(2)" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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id="1992"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></block></script><script x="20" y="90.83333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>grid</l><l>0</l></block><block s="hide"></block><block s="doTellTo"><l>PvCPU Button</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>PvDEMON Button</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doBroadcast"><l>GOGOGO!</l><list></list></block></script><script x="251" y="103"><block s="show"></block></script></scripts></sprite><watcher var="grid" style="normal" x="10" y="31.000002000000002" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="X&apos;s turn?"><bool>false</bool></variable><variable name="board"><list struct="atomic" id="2032">X,2,3,4,X,6,7,8,X</list></variable><variable name="Already won"><l>0</l></variable><variable name="X score"><l>11</l></variable><variable name="O score"><l>1</l></variable><variable name="cpu mode"><l>2</l></variable><variable name="extracto"><l>1</l></variable><variable name="gggg"><l>4</l></variable><variable name="uno move"><l>0</l></variable><variable name="grid"><l>0</l></variable></variables></scene><scene name="4b4"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="start"/><block var="end"/></list></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicLessThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportVariadicGreaterThan"><list><block var="i"/><block var="end"/></list></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doIf"><block s="errorObsolete"></block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script><list></list></block><block s="doIf"><block s="reportVariadicEquals"><list><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script><list></list></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block></script><scripts><script x="229.00000300000002" y="196.77778077777774"><block s="reportJoinWords"><list><l></l><l></l></list></block></script></scripts></block-definition><block-definition s="makeBoard" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Empty</l></block><block s="show"></block><block s="doSetVar"><l>position number</l><l>0</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>3</l><script><block s="doChangeVar"><l>position number</l><l>1</l></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>-240</l><block s="reportVariadicProduct"><list><l>120</l><block var="column"/></list></block></list></block><block s="reportDifference"><l>240</l><block s="reportVariadicProduct"><list><l>120</l><block var="row"/></list></block></block></block><block s="createClone"><l><option>myself</option></l></block></script></custom-block></script><comment w="128" collapsed="false">The nested FOR loops are the important part of this solution.  Details like the starting position of the sprite might be different in student solutions.</comment></custom-block><block s="hide"></block></script><scripts><script x="205.66666666666663" y="281.1333333333334"><block s="doSwitchToCostume"><l>Empty</l><comment w="144.66666666666666" collapsed="true">Another possible solution.</comment></block><block s="show"></block><block s="gotoXY"><l>-50</l><l>50</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>50</l></block></script></custom-block><block s="setXPosition"><l>-50</l></block><block s="changeYPosition"><l>-50</l></block></script></custom-block><block s="hide"></block></script></scripts></block-definition><block-definition s="Possible Win Conditions" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><custom-block s="TriList %s %s %s"><l>1</l><l>2</l><l>3</l></custom-block><custom-block s="TriList %s %s %s"><l>4</l><l>5</l><l>6</l></custom-block><custom-block s="TriList %s %s %s"><l>7</l><l>8</l><l>9</l></custom-block><custom-block s="TriList %s %s %s"><l>1</l><l>4</l><l>7</l></custom-block><custom-block s="TriList %s %s %s"><l>2</l><l>5</l><l>8</l></custom-block><custom-block s="TriList %s %s %s"><l>3</l><l>6</l><l>9</l></custom-block><custom-block s="TriList %s %s %s"><l>1</l><l>5</l><l>9</l></custom-block><custom-block s="TriList %s %s %s"><l>3</l><l>5</l><l>7</l></custom-block></list></block></block></script></block-definition><block-definition s="TriList %&apos;1&apos; %&apos;2&apos; %&apos;3&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="1"/><block var="2"/><block var="3"/></list></block></block></script></block-definition><block-definition s="Status of All Win Conditions" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><custom-block s="status of triple %l"><custom-block s="Possible Win Conditions"></custom-block></custom-block></block></script></block-definition><block-definition s="is %&apos;thingy&apos; a number?" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportIsA"><block var="thingy"/><l><option>number</option></l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="move in this square" type="command" category="motion"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.2.3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block var="X&apos;s turn?"/><script><block s="doSwitchToCostume"><l>X</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>X</l></block><block s="doIfElse"><custom-block s="won? %s"><l>X</l></custom-block><script><block s="bubble"><l>X won!</l></block></script><script><block s="doBroadcast"><block s="reportListItem"><l><option>random</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="board"/></block></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block><block s="doIf"><custom-block s="tied?"></custom-block><script><block s="bubble"><l>It&apos;s a tie.</l></block></script><list></list></block></script><script><block s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>O</l></block><block s="doIf"><custom-block s="won? %s"><l>O</l></custom-block><script><block s="bubble"><l>O won!</l></block></script><list></list></block></script></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportNot"><block var="X&apos;s turn?"/></block></block></script></block-definition><block-definition s="won? %&apos;who&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListContainsItem"><custom-block s="status of all winning triples"></custom-block><block s="reportNewList"><list><block var="who"/><block var="who"/><block var="who"/></list></block></block></block></script></block-definition><block-definition s="tied?" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportVariadicEquals"><list><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="board"/></block><l></l></list></block></block></script></block-definition><block-definition s="move in this square SICKO MODE" type="command" category="motion"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.2.3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block var="X&apos;s turn?"/><script><block s="doSwitchToCostume"><l>X</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>X</l></block><block s="doSetVar"><l>extracto</l><block var="position number"/></block><block s="doIfElse"><custom-block s="won? %s"><l>X</l></custom-block><script><block s="bubble"><l>X won!</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="uno move"/><l>1</l></list></block><script><block s="doSetVar"><l>uno move</l><l>0</l></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block var="extracto"/><l>1</l></list></block><block s="reportVariadicEquals"><list><block var="extracto"/><l>3</l></list></block><block s="reportVariadicEquals"><list><block var="extracto"/><l>7</l></list></block><block s="reportVariadicEquals"><list><block var="extracto"/><l>9</l></list></block></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><custom-block s="if extracto5"></custom-block></script></block></script><script><block s="doBroadcast"><custom-block s="next move SICKO MODE"></custom-block><list></list></block></script></block></script></block><block s="doIf"><custom-block s="tied?"></custom-block><script><block s="bubble"><l>It&apos;s a tie.</l></block></script><list></list></block></script><script><block s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>O</l></block><block s="doIf"><custom-block s="won? %s"><l>O</l></custom-block><script><block s="bubble"><l>O won!</l></block></script><list></list></block></script></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportNot"><block var="X&apos;s turn?"/></block></block></script></block-definition><block-definition s="j" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>1</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>3</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>7</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>9</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script></block-definition><block-definition s="next move SICKO MODE" type="reporter" category="lists"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.4.3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><custom-block s="Win Condition Stat entity %s"><l>O</l><comment w="126" collapsed="true">First rule: win if I can.</comment></custom-block><script><block s="doReport"><custom-block s="winning square for player %s"><l>O</l></custom-block></block></script><script><block s="doIfElse"><custom-block s="Win Condition Stat entity %s"><l>X</l><comment w="192.66666666666666" collapsed="true">Second rule: block opponent&apos;s win.</comment></custom-block><script><block s="doReport"><custom-block s="winning square for player %s"><l>X</l></custom-block></block></script><script><block s="doReport"><custom-block s="best empty square"></custom-block><comment w="165.33333333333334" collapsed="true">Fallback: move somewhere!</comment></block></script></block></script></block></script></block-definition><block-definition s="best empty square" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportListContainsItem"><block var="board"/><l></l></block></autolambda><list></list></block><block s="reportNewList"><list><l>5</l><l>1</l><l>3</l><l>7</l><l>9</l><l>2</l><l>4</l><l>6</l><l>8</l></list></block></block></block></script></block-definition><block-definition s="Win Condition Stat entity %&apos;who&apos;" type="predicate" category="sensing"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.4.2</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIsA"><custom-block s="winning square for player %s"><block var="who"/></custom-block><l><option>number</option></l></block></block></script><scripts><comment x="10" y="87.46666666666664" w="366.6666666666667" collapsed="false">This is a place where students are likely to use an unnecessary IF/ELSE block because the solution above seems &quot;too easy&quot; and therefore suspicious.  Ideally they should both understand that their solution is correct if it works -- there isn&apos;t only one &quot;right&quot; way to write a program -- and that composition of functions enables fairly complicated algorithms to be one-liners when actually coded.</comment></scripts></block-definition><block-definition s="winning square for player %&apos;who&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>triple</l></list></block><block s="doSetVar"><l>triple</l><custom-block s="winning triple for player %s"><block var="who"/></custom-block></block><block s="doIf"><block s="reportIsA"><block var="triple"/><l><option>list</option></l></block><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportIsA"><l></l><l><option>number</option></l></block></autolambda><list></list></block><block var="triple"/></block></block></script><list></list></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="winning triple for player %&apos;who&apos;" type="reporter" category="lists"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.3.7</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicAnd"><list><block s="reportVariadicEquals"><list><custom-block s="how many %s in %l ?"><block var="who"/><l/></custom-block><l>2</l></list></block><block s="reportVariadicEquals"><list><custom-block s="how many %s in %l ?"><custom-block s="opponent %s"><block var="who"/></custom-block><l/></custom-block><l>0</l></list></block></list></block></autolambda><list></list></block><custom-block s="status of all winning triples"></custom-block></block></block></script></block-definition><block-definition s="how many %&apos;letter&apos; in %&apos;triple&apos; ?" type="reporter" category="lists"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.3.5</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListAttribute"><l><option>length</option></l><block s="reportKeep"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><l></l><block var="letter"/></list></block></autolambda><list></list></block><block var="triple"/></block></block></block></script></block-definition><block-definition s="opponent %&apos;who&apos;" type="reporter" category="operators"><comment x="0" y="0" w="108" collapsed="true">helper for 5.6.3.7</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportVariadicEquals"><list><block var="who"/><l>X</l></list></block><l>O</l><l>X</l></block></block></script></block-definition><block-definition s="status of all winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="status of triple %l"><l/></custom-block></autolambda><list></list></block><custom-block s="possible winning triples"></custom-block></block></block></script></block-definition><block-definition s="status of triple %&apos;triple&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportListItem"><l></l><block var="board"/></block></autolambda><list></list></block><block var="triple"/></block></block></script></block-definition><block-definition s="possible winning triples" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>1</l><l>2</l><l>3</l></list></block><block s="reportNewList"><list><l>4</l><l>5</l><l>6</l></list></block><block s="reportNewList"><list><l>7</l><l>8</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>4</l><l>7</l></list></block><block s="reportNewList"><list><l>2</l><l>5</l><l>8</l></list></block><block s="reportNewList"><list><l>3</l><l>6</l><l>9</l></list></block><block s="reportNewList"><list><l>1</l><l>5</l><l>9</l></list></block><block s="reportNewList"><list><l>3</l><l>5</l><l>7</l></list></block></list></block></block></script></block-definition><block-definition s="move in this square DEMON MODE" type="command" category="motion"><comment x="0" y="0" w="53.333333333333336" collapsed="true">5.6.2.3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block var="X&apos;s turn?"/><script><block s="doSwitchToCostume"><l>X</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>X</l></block><block s="doIfElse"><custom-block s="won? %s"><l>X</l></custom-block><script></script><script><block s="doBroadcast"><custom-block s="next move SICKO MODE"></custom-block><list></list></block></script></block><block s="doIf"><custom-block s="tied?"></custom-block><script></script><list></list></block></script><script><block s="doSwitchToCostume"><l>O</l></block><block s="doReplaceInList"><block var="position number"/><block var="board"/><l>O</l></block><block s="doIf"><custom-block s="won? %s"><l>O</l></custom-block><script></script><list></list></block></script></block><block s="doSetVar"><l>X&apos;s turn?</l><block s="reportNot"><block var="X&apos;s turn?"/></block></block></script><scripts><script x="338" y="146.4666666666667"><block s="bubble"><l>X won!</l></block></script><script x="321" y="198.96666666666664"><block s="bubble"><l>It&apos;s a tie.</l></block></script><script x="366" y="307.3833333333334"><block s="bubble"><l>O won!</l></block></script></scripts></block-definition><block-definition s="if extraco8" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="extracto"/><l>8</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>2</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>7</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>9</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><list></list></block></script></block-definition><block-definition s="if extracto 6" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="extracto"/><l>6</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>3</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>4</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>9</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><script><custom-block s="if extraco8"></custom-block></script></block></script></block-definition><block-definition s="if extracto4" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="extracto"/><l>4</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>1</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>7</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>6</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><script><custom-block s="if extracto 6"></custom-block></script></block></script></block-definition><block-definition s="if extracto2" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="extracto"/><l>2</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>1</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>3</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>5</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>8</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><script><custom-block s="if extracto4"></custom-block></script></block></script></block-definition><block-definition s="if extracto5" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="extracto"/><l>5</l></list></block><script><block s="doSetVar"><l>gggg</l><block s="reportRandom"><l>1</l><l>4</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>1</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>1</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>2</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>3</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="gggg"/><l>3</l></list></block><script><block s="doBroadcast"><block s="reportListItem"><l>7</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script><script><block s="doBroadcast"><block s="reportListItem"><l>9</l><block var="board"/></block><list></list><comment w="53.333333333333336" collapsed="true">5.6.2.4</comment></block></script></block></script></block></script></block></script><script><custom-block s="if extracto2"></custom-block></script></block></script></block-definition><block-definition s="makeBoard (2)" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSwitchToCostume"><l>Empty</l></block><block s="show"></block><block s="doSetVar"><l>position number</l><l>0</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>4</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>4</l><script><block s="doChangeVar"><l>position number</l><l>1</l></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>-240</l><block s="reportVariadicProduct"><list><l>90</l><block var="column"/></list></block></list></block><block s="reportDifference"><l>240</l><block s="reportVariadicProduct"><list><l>90</l><block var="row"/></list></block></block></block><block s="createClone"><l><option>myself</option></l></block></script></custom-block></script><comment w="128" collapsed="false">The nested FOR loops are the important part of this solution.  Details like the starting position of the sprite might be different in student solutions.</comment></custom-block><block s="hide"></block></script><scripts><script x="205.66666666666663" y="281.1333333333334"><block s="doSwitchToCostume"><l>Empty</l><comment w="144.66666666666666" collapsed="true">Another possible solution.</comment></block><block s="show"></block><block s="gotoXY"><l>-50</l><l>50</l></block><custom-block s="for %upvar = %n to %n %cs"><l>row</l><l>1</l><l>3</l><script><custom-block s="for %upvar = %n to %n %cs"><l>column</l><l>1</l><l>3</l><script><block s="createClone"><l><option>myself</option></l></block><block s="changeXPosition"><l>50</l></block></script></custom-block><block s="setXPosition"><l>-50</l></block><block s="changeYPosition"><l>-50</l></block></script></custom-block><block s="hide"></block></script></scripts></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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EaDyuHFleXqZIsLgeRiGTQmw7iWpPOWqrK5U3i4wWPBqb2AvFjK7FBoXcXGFX2OHIUD82Y0mlBDJpzMUM4wKHuR2cODyk5ze0bwAet1vANLbhBxm45E4G7soqzC8tKzLFdgo4eXAQ98emVP+zZGKeZeSscNhEGPF65flnEAgEBeqCsW1Mz86JictmMqhine1yoq+rTWtQ39atUq+9rRW/9jt/+OQCN9TVoVDIo7yiQvUviQzmQKJNAgKiPpvVDMNuDu2trWhoqMfyRkind3NzQw82nUopJFV5KlDEBax0I53ewa7VhbGxcSFiPmSSHjylJC/OPfMUnGYD/CurmPevwb+2AW9Zqb6ErdSBKrdLZcjyegg37z5AJl9QmKtw2nHiQD92ktswma2IxeMwmO3YNZiE0hkmd8jyGIpQ4ynHvH8ds4vL8Hir0N3aiOJcWveazeZQXuZEa2M9Wjp78L033hOgPHLkEJ46cQQTo8NwusqRzBZU8yZSaVUYkUgUpTYL2lqacO/+A7S2NGOwqxWOMrcWi3Wxf35aNW1LczOu3roP/0ZQ6YSMYCS2re/m89Xgu29fEGERjUTgKXcKH/zUqy/phPKzkvliMV+RSBjz/g188aVnRXwwArI0KrWWCPmXWO0IBwMY6u/Gr/7W7z25wM01XtTW1aKhqRnBjXVsx7fEbRL0VLrLhYjJyPAiomT+YB4OBgP6s86OdnR3dSlfBoMhrK+voa6yDA6rCfcml3H17rBOCU91c0urAE8+uyMwwrDGG2usq8HC4qLIll1DicqMfLEJ2XRKvHV1tQ9TM7PYyRUUCR6DHk+5S/dbMFjEOkW34iD13N/VimpPhf7dVFIiGnIlEBFv/dlnTigt8AEVFbJ4/b3LiEbCODDQK0S/GIjpPrzlTrgdVgGwpbWAyBxXWRlWA1E01VahtbVVNSlLHp4covlb9x6gKJ/Rc2N6XF1dQTxvEmp+9uQhRLbiwhjk5gmIWN6lM3mRFccODSm6MIKRk+BGJ6tFFo0glIeErBjTAPl1Im6mqMamZq0VczIJn3cvXntygc+dOoxILK6ajaGRRPa5p04LLW6ur2BxPYTRiWn9kKmwI3bIaDShprYWfW2NqK92q4YjVTY2v6oTdmCgGwf274ej1Ia5hUV8cPGqFqyEOS0a0xcrFBngtNtQX1ONUCiI/q52BIJBIfBKjwdr6+sKhQzbTqdD5cZWOoflZb/yPsO8zWzCZnQbTpdL4YwP55nTxxELBZBOxFHmcsDsqMDCyrrowvKyMhw/PCSRgHm8uJDD0vIyGmp9ugfy1kazDZkCMNDRjO3tOCx2JyKhgKoDLpDdXoqJ+WUsfgSILFYrDPkdHOzvQldnh8BSaHsHo5MzGB0ZFgPIxXxcVjHfM61UlLlEspRbjQJx+wb64V9ZQXdPD2YX/SgymLC8uiYRwVvuwNF9vQhE4yqn9vd2KAoyZ7OaaGyoVxp7ODqGb799+ckF/rVf+CmU2mxSdLZjEZ00EvHtzY3YWF/D6PQ8bA4XnK4y5YlYPIGSEpNCd4XLgZ3tmFAcvxhR6/JmRLmLu4snn0CDu21yek5gyeYqF2reyeQkTvDnGurrxP+SZPfr54Eqrwfzc/MKSdyx9tJStDY34eDBgwIopPiW5qaVLpI7WaWQ1pYWEe6sd2ORIBJZaFeLT3Z7MDE1o43FurPOV6WQmEwmxGKRAyBQmZ5fwvDUPPp6e8S8MZQuzU0JfLHu5dVUX4N7I5MwWUthNpsFKC9fvyVip9ztEXgqMQDroS2pUgRMLI3480TSvFjf93a14+TBAeV78gLEMwaTRdXKtTuPFC0JUJ85cRAuc5G+z+aaH9skl6w2MYDxWBSJ1A6aaitVvv6L3/jakwv8f/3rX8b90Sns5PKC2j0dbVhYmBNFVuHx6uapzGyyfsvndFJYCnBT8KGaDCyXkuju6sb1mzf14axxCaB4VVdVormpSQiPp5G04uz8ov6cLBjJD/45d2F2Jy0lqrqqStwr8x4XmHUhSw2SKtxspAkJakaHHwpgzS0uw+chX+2Er7oay34/wsm9EsJZasNGMKJSjyUW04hAYUMdSh1OtLc26wSvLi9pU1ZWVSObzyMaiQolk+P2eL1C2pHAuriBa3ceCrQx6olZM5pR6nBgN0vJ0ShVbuTRAxw/dhT3Ho0JYzA0M1WR6WJaWt4Io6utSbmcqJyYh6mIvMKjiRm4XQ74gzG88uwZ7OtgyRpFIZ/D6vqeokXFi7+PEYrPSCyb3Yx/+VufAFm/+jP/TGBhPRSTHMd4zhBN5eLBvTtScgb7+1BZXaOwOTk1DV9tPWyWEoyNjenhkL2pKHMgkcogFItjZcWvEofUHQGDwVAsyY2LSaKj2GBU2OLFUoTc6/0HD4FCTgvAwp6Ik4oMcxoXPJHdVblBgoXMFEMwSRhvVZX0Z34eiQpes/MLWNvcC/eRUBCNNV40tXVgJ5kU7xsIhREIhiQqNDS1oLLcIdBFKra/tUYLSN7XUmJQCghFtxVhjg31S8SgXDkxPYvaqko0NDYKjN24P4x33n5bm56/T+G6qho+twPhRBZ/9vVvSuMmceFfXRPQ4+8ggh4fH9emaPRVotLrRVVtA67cvo/hsSm0tTRi+tEddLa3oa+zBRXuSsRiUaxvhsRdzyz6hWnIOcS2U3g0t/rkCf7Vn/4xBAKbyMKAaDyh3URin6pRe1sbHjwaFloj69TY3KZFYm4osTsRDAR00izGYrQ11aGmuko3zQecymQF6Ymq87uQmsJCvLjEghKLTSGYCtHi0p4+S/Dk83oEvobHp5HLZQV0eDLd1XXaFNFICNXuMuxksnpAie246Mza+gblrSvXbihEd3e0icgnQGLtypNG+rWrs10l2+LqOkan5kVrbqd2xF1vBMNYXV7EZ58+jnPPnMXw+JT4AIoGxAy9ne3oaK6D2WITe5bM5FHjq0I4tq2URmp15OEDRajB7nbhBwKilqZGlYHr5O4dVoVZft+5tZAWgmwYK4Lutmbcv38PA/19SOSK8IN3LyGXy8PrqcBARxNaWL9TsQqGMLOwjIejE3rmjABmswUDvT0IhKP42f/t3zy5wL/zG/9KxDvVoYuXr+hmGU5mF5bFsZ44fADNNZW4cfehFpeRb3FxUaeFWiZ3cX53FzOz8yq38vmCiIT6Wp9yH6UyFv0EQIl4HGXl5aIsZ5bW9PeZVwmW4lsxtDTUocJTKaTNkL0TpwYbU73IUqmprhplthLki0tUbvEzGSHopCBXzs+jakNQQimR8iZROUskYgby6IcHulFZ4US2UCxwWFFRrtLmzQs3cKi/E93NNZI7ecWSGWnTRYW88Ae1ZLpJ5hb3xPcyT7VyotJYcgeH9g/gyEAX0okt0bu8yj1eRaedbE4cAynb9p5+3Lh9V/x6JBwRsKI7xuetUHojXVxRWYW3z19V+CfINZewDC1HZ2uzJMnPULu32iXwk9TZDm8isZPHZ7/6CaLjtedPKWyUlZcp7/IiIiOiI5g5cPAQ7t27L7BCxooWE9a4NodTyJAiQWN97Z5WnM2JoOD/M9xl87uoqSxTfmCe4EVLz85OWoTA8npA+i+pzu14HKlMTg/7zLFDOjHM7bwmF1Zw5xHrwYho0o3NTbjLyxUdujvblduoYpGxsptN6GiqVUnDGphRiadwfGxUYIo/L5tQPC4LDmt92nL487rHQh6njx5AZ0sjYltxrK2uYHNzE9FkRqeWiy8rktstHMGUwihGQsZXbkckHBYj6LDbEYnF8Ppb7ysqUfOOBVaFes+cPKZ7vnLjjgQCq6MMnW0t2pjTc4sq2xjp7ozOiPzoa29CbV09NleXRGEePHxEh6ehrQuZ5DamZufhtJrg9lbjiz/3q0+eYJZJRKsmYzHcrlJRd+XlFfpLRIVHDgxiZmYWE7MLCo3Ml5Ss5pZWVKfxyxH1UliXMFAEJJJp+aUM2NWpa/R5YS/ZE81n/ZvanbFIWMoJ82RLrVd6MpUcMkUk1kvNBgS2sxIIHudS3hMfRGong0IuI6DDh8dreYlqVrFYKN4P5U/+Ti4grTkU0MnjUr4kEUKQ+Dh3s8blCZ1a8Cs9MdyePtCrFBVY8+PQwQModzlkm/nr7/w9fJUVMkk0N7fg8tXrmJpbgMNsEI5p7+6VpYbEDbnukLxoeZV+xDixj3Rni+7FI+26qakJXzh3RlULxZSGxgZFi5XVDfnf9g30yRPGzxMgS2fER/NZV1X7BHTvDI9rc/7ff/43Ty7wMycOwWA0wWa1CEXnU9ui1VhskyFhkb8RCIrCI8KlYB+NRjC36Ie1xIgDQ/sxM7egEokPt77Gp9BJIGGxWPRLSUsePbgPLle5kCzzB6lG0nBMB93tLWKE7j8aEdfNcE0yo7O5Xhz4/MKCVBSK9mkKGPmc1BmSGI8lNYohku885aJJeRVyWRgNxcq7LDnotOCmI11qKC7CxMKqIg1z/6ufe0Xo+9HwiHxj5KxT8RimF5ZQ5vYqPZmL8vC4SlFMeTO+JbJkanZBed9VXqET9Jff/Dbq6mqkOfNiiiKfzDQ12NUmhWt6ZloKGVPGtJ86cxEODfToULS3tGBpZRXxWAytTfUy/JlMJXj48IE+j0a8hpoqJPJGVRFkH/l37j4cETf9KcG/p6tTiZo7iRCfrg6qQSw9rDYb0rkCCrmcal6GyJHhRxL69zTcbZ0iEh/0RHEhLCYD3J5KuQ6j4SCqauoUlirKy3D/4Z7LY19fDxwlRWKvRDGWWLG1FYPT6ZJqQw+Sy2HHhSvXtaOtpmJpntlUQmQ9Ad++/UM41NeO19+/gpX1gPxeUqKi2xLbmccP7+tDhcOKqYUV3HvwELndYqFUngqCsBJrKexmI0rteyUfTXMMxQJ9MEhpyu8kBAYNZqtOMyPGmaMHYSouwFbqwk46uSfQWx3KnSyJfvCjt1FuM8FVakM6SxrYjUv3xnRiGZlInqyur6OnvUVVAAUelqJMZXkUi2tgBNjf1ayanQifZgjyDeQYxmcWZI9ibU5DQmQroWjLmvhH5z/BZB09dED6KW2t3G0EVaTfuJgwmGRso6vg6MH9ODi0H9Nz87h1/apIcboLyyo8Wkibyy0XJGE/8xb9QnzgzKkM39MzswrpVHt20in4KhzakQqvm3sEC9kZh92GSDSGcDwFq2EXhw7sh9VsUo4hAOOCk96jbjs3vyjakVVAkO7OqmrltPD2Hm1KRyLZOUYnu8WkiESFpq21RRw074dgjY4Pol4CR9audFKwTGG06miqw6Xrt/W9+Zlf+YlX4bAYlWej4TBGJqdRU1khkYOkRzadQKWnApOzi6iqqZUSd/36dVGP+/cNwGmzShUj3cuowM1z/NA+ZFJJqVCxRApXrl5DidmK4nxaJr2+gX1a6OGREZS7K7GxtqKan/owzYsUf8r456t+vHXp1pMhurulXjmO+qvdakWRwaDEznxAhsVZUSlXJMNaY02V2BOGH+7WsZFhlJZ7kMnldYoWV9ZUZjAH3h+fltDPfMEQxBPPk0yAJrCFgnZze0uTThyBEHOw1VwiirHUakE0tLmHRF1Ohf1mCh3rmxibntduZ34nb07ulwIJ8nlt0jn/GraSGYGSV587g1PHj3zMrN24dQfDEzMqiwhUzhw7gDn/pupdivO8xHebinDixHFsbmewvrqqZ8DvvBGKqDRiOni8Sc2lZfAvLcC4m0dDnQ/7ejtVHRitpWLHGEWyhSLl1YtXron4aW2sRW1tHVEnvvm9f1CIJmJmKcTFHBsdxsbqihbObC7RxqDkeP7yNR0imjP6e7rkEuFpJ3ewHQl9WvB/+nC/GCUe/WKzDV53BZLxKLbCIRAItLa2SZSnw6K7q1OhmgbuW7dvgZ7qIpMVb777gfRYslwDPR16cFR6WhvrsPtRPqSzkQY9OjKTmazUHoZFu7EIga2knA4M+XsCflookj4jhrPb9x/pz8jkEAFTF3WWVcBpMaiO9NLFOTkhhof5kGrL3MomKisrkdiKwu32oLamWveVjO0xSEOC7ujAAAAgAElEQVRHT+H1H3wPgVgCoXgak3OLqghOHRrEvq5W1Pm8SG5v4fbINLzVtZienlLaaKn3adG4cVnyJbeiaGnvxNjkjBiv7s4OgbiVpUUsrawprNZ43bC7KuQyYd7kz7J2J86hxZckEMtC2nu7evuwtLgkRo1MFcs7EhosSekM6e3t0yklOUMwSwcm02MwEsPCwiI+vHLjyRP87PEh0W+sLRlSjx/aj8P7euG0WSTlsVYk6d4kJahIig53Mh8060MCiKbmFjkdlubndDP0EFGkpkjO6EClgyVIW1ubTiIVIJ7y1upyHBrqRzCWFJvW2dEBmMwCbXTw81Qur6yjstKjL0jXJJ0cvDLptBA2xRHmU7PFKjRJnxUfGF2g/s2wNiSp0BdOH1LeLjEaJNtdvXYTY+PjeDi1KO8WOzfIHzPfMVfSfkOfGelDOkIqXTaktmOy1uy5KtZVii3519BMcJrLYnltT2Ejcmb9bLS5EFpfFjfQ3VyrEpFEUF1tjQgMXhR6aKpgJwipUlepVTiFuIGWXp5mnmp6rkjTUrq8OzqNh+Mz+gzSuY89dXxmlEZ5fdy68o3f/21Mz83JfPb+peu6aY+3WiZ45HOIJvZqY7ZxkKDnris2mTH64Da24omPdxcVEdpLlhfndUMb6+t7yFoeK7NYFoKsWDqrWjSZ2pGkeHCwTzoy88nthyMq4vcP9GJw6DDmJ4axtLSksmh5eRmbkW0kdrJC3HR8ZDI7KtkIDtc2A9rt21tb6O9ux4kjB/H9ty9o4Qu5HTR6HHju3DlUusvEeY+OjaFQZEKYFttwRLSiwnN2j5hxl5fJnkrgRRcFH+T62qpUI+rdtLT2tLciGNjQ4pZYHchn0xJUiB/IrDEdkfWjzl1V4cBGOC7gRmDFA1BT3yBbLY2BvKLbaaXGKzfvoLa2VqiY9bjRbBGnzSqDRgCrswKr6xtY8y9jgTYpX7Xss9FYHBeu335ygakm0VvM/qLJ8VEMj02iYLJqp5KNKWR3dPQp0VGfPTDYJ4KAVpme7m6YindV9qh+q6nS6SehQKDEa3ZuTjwqoTwvUoAz80vI5HIK2fFoWMiRC9PbVA2LxQyr3SF/NFHv9OwsQgF6vWrl/6IxjVGFpZrCVjYrxyItsQRqRK+1DU0wlpTI48wQGt5KKk8RfafTKbWwNNRW4+hAp3Ixc6Ov0i0yoaOzE9HNFUzPL+P4ydO655HZJVy4fE1SKenTjsYaNDfWYXlxUfx4b0+XokNxfgcboZg4+8WVDUUWgkw6U4hnSsv38MwP3/lA0YkAkhji3u2bGBgYVIqiCZHl6jvvvqtNRKWNXPcI2SyLBROzizLpMWU21FQrYvG7H+hpU9PCu5c/AbJ+5sdeQmNjg2pV7oqltaBQJFEjgcxrn38ZMwtLmJ6aQn9Hk3RilRUlFgz09YrZmp+ZxjvvfyjRn4DnzIljak/xrwcQCmxI7yRQWg9vyXxHbpoEfmw7IVTLk8ir1rPnKOGiHT+4T+wZTWv8+7ThNDU2wFNagpWVFZUKxWb7x95sRgsvPVzhdeXhErtLv5+1Kk1xHrsJWyk2jQUkA545vE+KjMXpxvrSnL47VartTAGTYyPigVnvkuelzMiwSF6cgJHcMkMre6P+z1/6kjj2ra09SysN6Hw+4Xga+/cNIh4NCUeQvuShIT+dL9pLcWxdmZxflr34yKED4gm4acngsSyiUkVzwPDomO6Hm5+L39HcgEcPH0h4OXJgP0qdLpkBPrh4BZfuDD95gn/hy1/UH5S6aLfJiqEiNTfnX5etk2zPU6dPYXJ2XpCd+i8F+FSKLSNx9A4eUBk1MzePS7ceiPLrbG9Fb2ebat2JmXmVWlx85goqHnRWwGBUWUHmiLuZIYZfiCI2r8LurkqcNMOwmcW+CWUOG470d0hEkJCeZoh2CvQ57Bb0dneJ92UzFsUIatFLwbgeeFtDjVSx4bEJxCMBHBgaEjVLXnxyclJG/kR6j+7kPfHixmLdS28VlS6GfQIkUq1b0YhSA3+euZx8QH21V762pWW/TuOJgwOqgymUECAyytER6nHvSXw9g0P4q299Rz1Joj1DYS0kfz/rehr92V3R1lSv30//Gu+PHDR7t6gbMMWRj2fIp8jz//zdJ2yzTx/dL36VjA+pxuPHjmF2ZhoXr94QxUc6jEwQS5faujoM9XQoT1EfJZrk7uGmIKiorvRgbHwC7V3dekBUfujA542Q3yZS54Phz7I2vTcyoT/n72DZcfrIkFAlW2IYthPpLIb6OtRKEtja05fpGCGlylNOuvH2ozEtgMtqQmdXl0R8smhUiWYW/Ng1WbCvu01Ik9GAdCG7JyjC04jAso+ess1QeC+K+Koxv+SXJ4qfy/ukLenssYP6fUuBKJDLIBQMiJZcXlmTxWd+cRk3b99FJp3El197FbnUtogiQwl57h11JlZWlCtFlDrLcOfeA7jcHpFI33+TfHWJ7MHHDh+Af3FefAT91QS+j22yp44f04ZiuI9tbUlNY2lrMJkw2NeLeCKBX/7N//jkCf7Xv/wzCrs8jQQGDEMVZWUYn5oWQ8Xd197SKOKD4a6luUnuRfLTRMsL8/Oo9tUgnc3Km8WLracWq11fjGVJrlBQqcF/504kCl/dCGBuNYiZmRn9DGtk0o00+NE9yVYSmcjNZp1+MTXbCbWNktAvd9qUw+mFshigKFJV5cVgT6cWk2IICX/aZi7feSQSo7evD3U11ZL02CbKk0KemMCOnQ30cPG/pVNp9Pd2oa+7U5InQ356OyagRy2YZvjnzp6Ar6YOcQoixUb5rujRIihjlKCJkeSLSc+wWIeIEiy9VfScsbTjRqNNid/90NA+4QtuNob/mspylXDh4CaeP3MM/vkZRaud5F7/c09nm9aN3Y4kfljpkLD65X/3nz8Rov/5a1KA+OBJE5bsZsW6PPb70pTNMoGtE1upjE4DRfup6Vk9RHKydINQO+V18sQJJLdjcJSWwmKxypdFozhRLkP/5Ngoqn0+fSlfQ4sAAjljAgiqSQvzc6L4Kqt8YsioGBGw8cuxViZBQqqU90CRYGMzIPbrqVPH0dJQKxKE99rdP4DGhgbVwfxMhjBy6l09fSJkqP0ySvA6uK8fEzMLekjUfkk7UvMl8ufvUStriVW9WkMDPbLksARj8/faBnuKGmWjpf2YfDxPNMMuN+LjdhyCK6bAE8cOa3Mxr9KgX1PthdNagu2tqGp3UqSGQgbPnDyihoSxqRn5t3rbm1FiLJaXm1d7cz3aO7v32lOnJ9HQ0o6V9U38zh9//ckFpqNjcm5JXiJCci40gQQfok6W2YqpmTklexIO5HIZxggaeKJjoU3YiXwtZhjtLjUr8xpoq5cgTp2WShUpOda/3GXMT9zJl2/ewZU7w2j2uQUgaMFlqcPOeBIZBH6kP3eze8Y11pA8FfRgsRSjiM5Fo2OE9SsJmcxusRrQeGJ5rzwJJE8a62sQCoawtBFWbiVF+dLTJxRCyVyFAusoc5QisLosoKSG+LYORBM7ml4wvbSmXi2ecF70qNFXVlpqF83J00+fFT+LoI4git+DLTenjhzE3NwsTuzrVg1M/v3v/+GHinKVZaUyK/a0NcJtN2J6dlGWIuKLp04cEjCkytXS2o6JqSl18A90tYmEIYp2e6t0mPj933j3A9wZ29OhP66D//2v/ZJOKzsI2b7idtrFkhA9ciEYLvjnhO+s6SjLESycPHZED7fR65I2Sq45up3Swyef+pOfex5zM9Nis0hTcoHZ7pFObquunFtYwsVrN+RNOrG/R/QdOdWFxSV1UNCAwFBZ6/MilYiL6mNIpiNRllubTSedF2VMCvwrwS1ZX/nzVpNB/mVaeGk7IuqnEPD08UMCOKT26HsiTUowRrKB+Zal3/DwI30ubblvnb+GbGFX4I/1bVmFG+c+87QOAtH15sqS8jnHRxAM0cFBZwflz5HpBaW3aDKLep8XJ4d6JYfyeTMC2q0l2gR8ZgRUZLJofiQxQ1mT8iMrEPYJnz19Eom8Ad9+/c2P1KduhCMRpQlKnXTd8PpX/+4/PbnADy/8SP4lAgQW7fTZklpT3ovFBAr4z/xCRIfcSdZSJy5ev4VSux2N1W6pT+zlodeJISSVA5wOO3wuM+bXwlJnyDU3NzYgl6JR3SbeeSO6rVLsM/tbtXhspVxfX1e4o7Z77uwJkfA81er1yWTlcSbjoy6/XE7aa2W1T6mDYO3ibY6YcImtooOizGZCS2ODDPuyu0xNCtkLaJVaVb61NdYhk82gylcrEHf34ageEjdRd3szMoUisX3cSKvkwqdmhfz3HTyKMlMOHpdNbBxTHOt5/p5QOKzxF7QJvXPpptyfLT63fFe9/QOYn54QYcMoNTdPN2WJGDIxZXa7/oz90yPzq6q121tb1Ij/YHxGpSVHTNDlwnLy0NCgUtiaf+nTevCf/cHX4PNU6IZvXb0Ig7FEg1i2UxnlRZIDZIuomzKfsuZDsQnvXr4hVFzrY7uLBRX2EhElHCbCkmtpaVEEB1UXWkx5OngiCIoIyCw2hzzSHc31Qsmjk7PyedE1Qmqzt70FD0fHpRlzQak907nIFhqyN9s7BRzprtfJpO2F1GeuyKAcKJ9TOo2Gupo9Q0CxUZSmwrC5CJZSlwgdmvr7+/vVxEWlhkj3YF+n8iyNDNFEBnfu3lU47+3pxgvPncPmxt5ckIs37iqPsumNNCiFAzJz+WKzyA1KeG99eAk+T7k25lokofKQBouGulqxaawmeA+kQPnzLHN4cllG8UrnizE9M6PJARQaONqBaZICCoErczjZLR6gY0cOYcO/iK+//sGTJ5i/kPlk3+CgxGPkM8gVGQWQqOaIsM/uqpWD7BWbsaiU3Hv4SEJ4T2uDPpD+ZnKj3HWU73ii2XlH2dBb6VY7JssGdhxwCMlOfhdH9vfjzsMRRQV20dMaSwKENaBaUdlNYbNidn5JG21osA89zbVC9MFwWDmMOjNr8iafW7qy/NoOCxYCcVy4cU+LyxNBBMte5c+/+Kwcj0Tn5KlVwgTDmJiewZtvvolIJIamhlrVm7yiwQ0BH0qC7KXmSZubnUVqOyrjHu23PN0EfDIvdPdgZn4Bvb09UoPoCiHVyI148dpNyay0OBGhz83OwYSsohef3fDwiCoTXuQLnn36DMYnp3Dj3rDukzNIuClYCnZS+K+vwc27D6WbU0vfiobw1pW9dt6Pc/Ar584K1VH4Z4cfpSkiXI4feOe997BvYEA/QI8WRxgwf5Iv5S8gL7wwOawvabSwMy+MyekZ9dnQj8WBIVxILgh/loU6OxkIVOhsYJ5lzUq4z4t1KYESiQSqR0wdpP54cqlkVZeXClVH40mVF+SsGWIJCLejIRH2/DxX2Z6xj01mrKXptqBzkWXSV177vH4XNWCqTlxk/v/3v/sdzM/OqFIgUcNIdPX6DbFybK3hSSOlqUWPRODfDAmAnT56EHduXofDVS56lRw5QzXJnZ5Gr2hUgr6Othah3COHDuoA0KUxOTEukYPdi/H4FtwfAdt9g/17YyCiCRTld3BnbE7sHb/rgf2DKsWqK90qxR6OTuLarTsCkq998Qv4lf/jt55c4N/+zV8X1Gfe4ziAro42+ZyZuAkGGJ6oseZoSi+1y/TFcLm9k8P88poQJ3t4OBmA7gKL2aJfQDnwwJFjWlyiPDJd/EyeJvbjspSguZyOSm95KRKZwseAg6eEQIhIkg1uLI9ow6E5j2wYUXC9143VAMuIOT2ks8cPY35+HuFQUL+f6UGzvCqrZOtZXJjDbrFJNTvNcDvJhEQGMkjcYJySw4tOls1Vv8gFIvXbd+4imMhK6qutb9SGoPtC39Fi0/MxFxVw4vgxrK/68f6lq+K6CdYo7/HiZ/vX9kZe8JkyylC5IkByWAz45vfewOH9fQK0BJ/cmDyx/GxbqVNO0vrGRhQ+mjBAcLtvcED+aXZD+JeXYXOWIR4J4U++9fqTC/yVH//c3sAz0pVOJzqb6uVJ5hdlHuNCVVZV6SGQKmxsapEAwU3x7oUrch589oVnUV1djVs3b+DhyDis9lIZ19gL1N7ZqVrVbTNpntbVK5cQDQakhy4sLGiBTRY7Otpbcf6D93FvfHavfdRWCo/Ho+jAh02BIRBPa7OxU49+LdaQLN9mZufkaOzq6UUsuKEvTPDC69ixozq5S8ur+v30YRM8drQ2i8+mt5hCC0kPtsdwAclOzUyOoaWlVcrZWjCM9z64IN9THhQqalDpKEGN16OIwe/AiEcWjqMZampq9sgWi1ktLRQbaNRn6UXxgJgininSRqNmTMcLmS+qTHSCkOzh4lJqJYs22NuF8YkJiRsyW9jMiG4lMOkPYG5qAi88fQpnz5xCIBTFV371E77oX/vFr4peo+2V6JaMC6UqhmsuNC8ubCqdUT3Lq662Fu5yJ/KZHWxupYX4CNPphmSevXb7ARqbm+FfXVfdyoXi7vRVezWhhnwuP4q9reSQq9wVqGto1OdniZY+SgmcjUHRgnmpAIMeCF0iRMk8xSxdGNLL3QxXHuTS22iprxFGWJyfRUdTjVo4qTLRJ8bF5fXOhWvYiCZgsnFCXljRgR18/H+KGmw84xQA0qHUt+n28G+EFLoF9iwm3L51Gy88fw6rS/PyJTO9OFwVuPdoBOMjj5RXWT7R88XQyrQx719FfUOjWLnLN+8pFRlMe5P1+rrbcfpAH04ePaiFunT9ln4XbcfsaGRZx+5Dat3su+LGn92I4/0Ll3Hu2F70sTvK8LU//7snT/CPvXxO9CP1TrZK5DMpoTyySPRrcXgYa1AO+Ors7BKaZunEn2Hv0sjwsNwdpaVOnfT6ujrNfcpk89JNx0eH0dnWqpxCqYs5jtPyjh85qFNkMxRE87H9guUXvdbM9yQ9ZqenRLSwTKirb5CvigrR/eExOGxWebXKK6uk6pBjptn+p774WaR2djAyPimTXnNDrRyawY019ezSceGrb8Z3fvi2EHt3dzdWN0N46/0LGin42hdeBjlfGspHHj3EvdEp2VqpAh3Yv08jLXh/dKOwyY1YhCwd7UcPRifFepH2ZFsMOz1YEdBrRuxCcog1L1mzjUAA4wtrWFvf1CQ+Rj23zYiNlSWYLDYJD4MD/Sr9+D2lUIUjmgfCyMCxkTdH5zSJ6Gd+/CVhEjbKfar57Gv//jfFJ/Pq6GjH8QMDOmHMW2z5ePToocIzZ0QQ7ZbQyZHnNBmD6j2GYl63r19FKJmTa4MT8ajwUILjg2EIe/roEFrrqzG5tIF79+/LRsNTyNERFkeZFoknjW2i5IdZHtE3TQ2aitZAT5cozjt3busEsC6kXEmTPTsz3nvvPcytBhBL7Kj84gOhG5PI9uyR/WiqLpeVhg+OfcpEvnRVRuPbikjFllJcvnJNiHdzbVVOFVqGSazQ+EA/OFtm+zuaYcilcOnaLdXWJFWePnlMZRj7uq5du6YQPDC4D1ZTEQwWBxbmZzE/O4vyMgda2zvR1dEuPLIVCWJxPSIN4Py122LFXnnuGYQ313Q4eLpZ/3NUE8M2QSvNBZpRFggiXShGPhFBS22VUtL+/m782n/6iydP8JGhQY1qoPhMTzPZH+Yjdc7x2Jc69GcES9du3ha6pdhOZYWEN2vktfUNIWsyQ+FoFKmdrHYzh6qwHKHthIwWP4MaJpmvUgdpzSSmpmfw1rvvYdfsUH4l8cFTxzmR3JXkkvlFSQIQTbPJiru9o7VFiJ8gb2NlGReu3sBaeHuvbk7viFVi/y1bK4kw22rcYrtszgpZXgPhLTk2drJ5lVoEPAQ2c3NzmF9cwqkTx5X721qaMTszo1PK++AcKw5hm10JKJ01NDTqO9MKxO9JWdPnrUR4c0V+88aWDkyP3kdlda1M62TMGCVJLVIR2rf/ALz1LfjW3/wtqusaEFxbkcHR6/FgndOIQhEkYmHxD+QSSN1mYRRHQKtRb0ervOb0qTU1Nn46RP/8T39ZPCpdE8zD1HrZzUem5PMvP49an0+Lza68+8Pjqm95DQ8PY7C3G/29PXsjAONxNNb6BL544ilCsAuOhD2pPS5qMLoFt8eLWDiIdCqhB0JwcfvBCJb8K+hqb9PQFH8gqk6CZ86cFuK+cuM2Iok9INjd1iQ6k05OghP2QXEeR3rXoJzGupybirmO/511JGtUEio0y7M9k9GArgvacDnthotyb3RSzdg//aXX1LXIizQmSyPaYxmJ6KikKZ89u0SxDO2vv/WexBkyULxS8S3N9OhqbRBI40DSSGBNz5YgjuocL+IPRpHQdlo2nt7+QUXEe3dvo7O1Bd093UqN5y9dRldLIypdVvX//uW3vit3K0828QKVqZdeehk/evsdjM/51duse388L5rF9P/0lZ+UYf0v/vYHuHL9pupgzp2iPYfdbgRcS+ubYl/YxkEA8nCMTdEh5Rb6oNnfw2EtVKY4jJSzIIkkWzv2HubSyrrmZ3z1J39cIvjGyqJmXoQ2VhUeedG4zZDIXMmhoLTQkP5kxwE9xJTpuBgEV+lCEY7s61VU4L+TVSNzdWhgT4v2+Oq12YjkeY2MjKiUoJTpMJFKLRVgIy7oam+RCb2vs1XGPYrzbN4msdPS1o6ZqXHcf/DoY+6b3Qz0RpEgIsEzu7SCv/3BG5qG8KVXnkFLXZXaf0hKvHfxGhqbWzS6kLzzOx9eVIrgpAH2FLFH6vDQIN69eF0gssxuFnKeX/TrYLF8PdjbJjqSShdTJ5vU2TVJ9wfvNRxP4r2r92SOYBn7xAITYre0NOtBEAlKflpcVqtKtgABA8p1DN/19XVqCmPo+NFb72iGlN1SAlepXTUfOV9aUtXKGNhUvVdZ6cWu0axcTkaGJjgNSkmndRpefeVFjfjj7wlubkpV4s+wVSMQZZtKAT//s/9CHPXNmzcl8bGsok309R+9pbGKdHBw8irLK0p5FPvJDGnEgcmkJjrOW2YKYE5uqvFiK7iOjp5+zarixdqWoKj5o7nNvEc2gZHwv0OLcF+XQjOtOYNDB/VM2Nf74gvPIR2P4MaDCXz979/TZ/F3c+AM1SZaj9kCw5xLVyRPOjEFa3tO+mFrD5kpNsrRtdre6EOVx42W1jaFcMqS7MnuaaxCYieHY8dP6H44goLDXWh8pNN1t7BXfXC21hML/Ms/9xUBou1EQrokL7JA1FQJOBZmpqQHExBR0+SE1YNDg2r+npqZF0pkruVOI7hh7qPVhzZROjRnFlckVnCyHHc7Hzi78MnXMtezl4jE//CDu6hwe3D6+BFJbTzdRMw0dve3NeLwkcPK+xdv3BFhwflQRJKpeFR2GVpMKc5T06WseO/RqOZlsQeKFh9ePBkcdMYepamJcXVuFGVT+MzTZ2X5TcSj+MLnP2K6gmHZhivcbmnJW0m2hmzBxdG+pBLjSbR19WB5aQEr63sjpthhSG349Tffk3TIxSUtSQ56bSOolMGJAxzWxsjDvPm5F55VacnrR+98IJWOZRifNZ0lb1y8hfraag14ZaVAxo5eNZae56/fVWcDe7UeX586wb/96/+zhpvk8rvYju2RBtwRnBzD3l8CHXqXuNg3b93+aEiKW321zz11WswQc+p3f/SOwivdESzqOSWAZUQ9ZcBIVPbX8xcvf2yB4a7kzqVTstRVptPOSW9s9SAQo5hOAYAlEjsGdg0cvr2r9EHXJjcNlR9GFYIagiDmdPqG2aTW0dGh9k+/3y8ygQTGUyePocLj+bh+5lyvwMaaHCzUVzkAjSUVmTcOIG1tqlO7yr6hg3p+hsIO5lYCojk5pY9DRH11jWLpyLlzLBPlQlK2dJdcu3kHoVBYE2gZNSg8fPGVF6QN33k4KnvOxMSk+pc1fqq2HkWZJELBTVhLXXjw8BHuDY/rv9PtsexfEcFDpuv6PVqQ//+F5f1xzBSj1BMn+I/+47/FzPQUfNVV0jqjZFVyWSFHHncyKlRbaEpjOKB732W3Krzygfb19mInwzENe+BhYmICp0+ewI0bN3SSbRwuZrZoqrqvolSlTXNjvSbdMJySZuS8ZUqVRKRExXzgBHXvX7klvrXUbNRCTy/40dfRrNKMYTcaCsqyK9OdyyU5klQoZ1eS5lxZXRXqJhBpa2tVWiDzFIzsmf7IiH3pCy9KRaLKRecHIwFBVjIa1DhHSojK4cN7g7ZdFZUq+4ioaZQgmk3tmjQGaWpsWG0x5LafO31UEinLKDZ1+8qs2vQklYjk2XLK1FTudOyRGeubEjHYRUnnB4kXtoymC0Z8cPUW5pdWlL5omCC5c398RgvKmdf/9PrUCf7T3/0tjI+NqeTgzuUpoamLhTovdhwQUNEfxIk0p08eh7nELHTJUEcinqY73iD/+4vPPyd1h0IBRyjFQ5s4fvyYuueziaiQpbO8AqMjI3J7PH3mpLTbyZl52WjkKiwAzgoP7o+Mq3blRqDRjsNUeHLZ5W4s7IhB0piJsUlcvHRFD+f5p07i5t37iIVDql0JFoeG9uGDC5fRv28/djn1lQxbIKAamGMc2UG5sryk1MCWV6aZoH8OrDAuX7miuRhtjTVyeLz37rtKM57qWsz6aXrPiQLd2opro6+vLKvDYaitBnMrGxIf2MYTTeWRS8ak6ZK8CGxu4OSh/ZImv/ejd/D02dOYHnskaZAph6IN+XQCR7YEMf1JR49EcPHOqFi2x4v7eKH5DgoCtSdOMBeY0iCbnSiek9rjGF3mYO4Y0nQrq+tYWFlTG4nG/O9ktYvVyceugEq3qECaAijvsQOOOipBAd0J9R4Hjg0NSMbjgvHB82IJwYfH/h0qM3RWkNxfC+1NkWXZwylybOSmz5iokQ+ss6dPNW5yK6KXcNDUvhqOy0TAdMLfybw0yNkWTY2orXILhRdKHHj44B5SBQP8/hXlYBoUGP4OH9ivcMwczk1GVws3+kBvl4QVVhKkCZmTmUrImTNNtXJ2RjJO0ssAACAASURBVLlLz+rxgYgld1Rq0nnJel0zPoMR9HW2Y2pmRmMgFhfmBSJ9Pp+6LXntZlKqd8+cOKp/T29HRfFyGBrVt/ev39c6PF7Qxy854d+l6eKnX30e//b3/uzJBf7Wn/+R/oA7k4mf+ZKTcwjLNzlcc3ZJLRFsH2F4oaDO8Xusa0kxhiIx9HS06OFzUjwVGA48m55flIhBlqnOW47luWmcOjKk0MoxSgtLK0LT7AqgHssvQBL9sfD94aWrUpw4IIzvJSB1SFQ8s7wmgYHmAZ5qDvJkSwvZI/YT0eVBmwxDGsUINnRzI3IUE4eLaUKQjVp3QH+fm4ILyxr13FP0fy9okg49YwSFZIw4YYf5kyUUa1USKUwr3EgH+jpw/CCnIMzg+JFDqpeJlBnZyJoR7bO0YU1LRyajDA8CZ2bvFIokULBViA4Pg8WO4uye7Yl2KT5zdlvy3RV0uHCcIa/87h5i5sUI1OarwGBPO/YPDX3asjN18wO5LugvGp2axRtvvSOBgN1uNHYzZPMmeMoI/elzVp3qdkswYF1K0zoRItswOMuKpAM3gtVqVRMbe4V48ghO8qktvbyCyJEuSOZWgrOXnj0rpYXDx0PrftwbntB9sd2Tqg27AznyiKXW6Jxfm40D0gg6WN4NT0wrtFGgJxnCTen1lMsYyOmuTf9Y4n3njfdk1KP/6cdfPod7D4dFb2ryey67J4pEY5qc566owAg7CmCQ2MIeIoupGMeH+sSqjU/Pq1WUfb5cWC4qgSPJE0qLPHlE+xx63tDUJOMc528QlLL9hSOmOJztO6+/KdLi1GC7rEMcGkMrTyrLN6gkNHHogys3ZTr8pwtrKNoTfj77mZNq2rebDWpE/9lf/4QeTMtOva/q4x0xPjOvVki2OTKE0G9MlWVvuqtBv5TCBAemsfmaNR/BFmE9Twbft7S6GVZebm1rRWRzXUwVNwLJlFc/+6LCI0FEc61XqJqkAA15FMGdthJpoMzTqxtBPLx3V/1NY7NL+vLswNd44fY2yZYEFYwQRKQ0AtBZyEXia3Zo5CPBwlxFIHX61Emcv3pLnYt8scZLnzmNM6dPy0C+5l/E+1duC7V2dbTitc+/oik4bIsdnV7QXCz+zFBfN5pbWzWrkiE1FtoQ/lhbW9WJ5ebl9S9/6Rc+fqYfXryCb/39m/gceeatbZw4ekgHhOmKRoLxsXFs/OPPsrmc98YD1dTcKqLoj/7qW7h+95Hq3E8uMBvHuSn2HziA67fvSSb91KzK3/sP/043wpKCYYuomSMWvvsPb6rVkyeTIYWCP/lq8qQTkzOw2u3yDtGnHAxsysUw0N+/91mpjMYu0TlIvZVjgtgExjHF1DMZMrlhKlxOnDy8X7uPi8YQSMGhtMwjYoKnvKauUU6IP/6D/4zNNMcGV4ifJhNlMRnls1J/UzYr7jePvfkcA/v2yy/919/5gZq1WI82+CqVPjhvi2oQxwPTcXnu7HHpxZ2dHfirv3tdyhU9WOkkJ/btyDDHN8hw+s/BwV7lVzJOtCfl03ER/TToPW6446K9/tYHcnEcHhrASiAqVM/69dHYOD5z5qSiWZnTLv2XjN2luyMo3s3j6ZNHRfMSZH54/S5u3r6nyXuPARVHIrILgiHZaTMjksqLCYturqov7FNDWDgni6Ywjupn+UKfcHa3CHdv39Zwa1KA5Js5TV3xP7fnm+ZCPJ44S+MZoTtna5lte+oSDWFEfmRnOLCTi8C8xPcvEKBxTjUVGQIMAjO2bRDc0ATANhQOO3nlc59DY3OrGKyv//Xf6nOpg7IBiw3lpDhZrjE008rLiTNEqNupNBZX1sWasfyjGELcQF8W20KLjSXKv3Q98vdTPaIW/c9e/ayGjFF8IGPGUEtNmk4S8utMDyzRSJywNj9z9ozECUYSPh/ijTJvLcYm92Zmkx/gXKxDJ85IYmxt68D1a1elkpH4Ie5geqGzJLNrwBvnr2saHlnFew8e6cT+UyDF78+Jv2wWJNb4sZeelRLGi5UDh6X9xtf++EmQ9dqLTwmAPH7TyYHBXlkzHwyPiWly2i348Vc/j4N97SprFpeXNfGU3Xx049Ogvn+gDw/HJiW/Uf6jD1oOB3LErOUyOQ33ZFsGF5DtJxyEwrD9GMicPXEU5y9fVbnB8bpsMenuaEehQNC01wHR1d2Nqakp7fDJiTH5oDaCIeV3nl7mW/LN7E3mdFn2HRGRzs/N4fatGwIkjBQljnLl5zSb4DgiwmlHe1OD8iUNh+xAfDA+i87mOhw/flzIlj3MbBNh+wqjHM2IrL355jci4peePychg3wx5UC2e77ymdOobWjUieNmYdcmfxf7gR8MjyIcjWvcBCMEP5uAiuQNZ2QHPrIe/dNa12osxi9+9UtorPOpIXx6eQODPR3yodMXdvTIEfyH//LnTy7wF545tocmo1sIRuPy1zL3cYdwrD9LJ4YHkhbMs9ytZXaLLLQ0c9OpQDRMiVBvLAtFhDx5kc/mopOn5gYi0qaDgkwZG6vYesreHeqg6v9JpfXPDN/0VvW21istBAIh1NZUqfeJvbLh9b0udtKjLE/Y9skmNDapV3h9AoEXr9/RlDxWBXVlFgGy5585ow136dZDNDU3KdRyCHhbcxPKSvfKHE5yJeVI3MExwpyIS/BFEojmOQofVJk0IS8cUnrieAZGBerFdGEQETstRk3Fv3bngWZ28ftzKDpdpZpzUlmG8zfua8pBW2c3xueW8XB8SlGM3+vxxVNMQEUx50Bfp4Do4EAf3nrnPXHwPCgkUrhenCH2X//6e08uMDv8r968rRYJOuvV/8M5CYa9+ZQse8idkr3ixVDMEEPViFN2KGFRD71y9cZe977VIjssX1VD9x9JCuY0jVla8ktZog2GAI0PkT3DZR91KBCV099LLEAkz5PQ290pUoWghCQETxNLkqs37+CVF59Db2cH6ptbUUhGQTDDizovXY0kFThiEMkIfuWrr6GupUM2o8nxEXzvjfcxv7klFE4zOkM31ZsCXZBLy9KRaZGpqqIyVC7KkzmWAgE3BC+mNtb/HPVAipYMGEcbsqYmZrl4676oV6YmZ7kHV69f10EhaTQxNiL5sqetQS6Ydy/dEMMW3U48wVBxcZnvOQebSt475y+pTZUCEV/SQU6dm47VDinbb/7gzScX+Kc+d06yFwEAb5QNYAQltM7w+PN9BHqZVS6DjnZOUK1Szfj7v//7gvccx0vHAXPO/v37pA5xsFgktKkZi9xZd+7cFX3Il0cO9vfIu8UprfRyEaFSr2VJRoaIbzJ58ZnTCs+kSsm/smmN7xokBUivE190+diQoFcSZNM4dmi/JtEQaOy14tzRrC6qYwc66tDV2qTPo0mBI3mjsRi81TWaeqO3qORyqG1oxlY6K92bdTVPDWdDM++urqyIpyZ+ePnp4yiv9OHipct49txzMBmA73//+xieWlCXYFdXJ+pra5VS+H4mWoc4cYAsHGVU3se3/+EdHBvq02Iw1JIXoNz3+Hocmpt8lfjyF1+RQeAf3j2vCT8UHzTkrbgIg33daGtuVC5m3/CnXozFEfdsfOZ7j/gmES4IZzFz/ABHFfDitBe6DXq6ujT4hNTbxUuX9OpUDkNh786hff06vb3tTcolZIQ4Y8LttOLi9bsiI06eOCoBg+89oPpCi4uvrkH/zvxLfxJHRfziV7+8Fy7jMZ1akgSsI7/1d99VPhfCtphx9tQJIWUucHBzQ/IeSzU6PTli4cHEHBJbMdlJjx4YxMvnzqrkKnW58e3v/b1QM8u8x50OV2/fF7HPzaYZlxvrOrH0QfNiyciXfLESoOjB3tzi3Ry8vlrcv3dXyJvyIi01FCri20mN9efs7GPHju1RoVY7rl67jmn/hvxtbBgnQ0aj4j8tg/j7Wmur8IUXn0EhX8CFm/c1q+zyjTvyaB0d6le6orhCgqq5tV019o999RefPMF0YVCrZF6knkqfMPVK0obMB5wWV1npxtTUNG4/mlCOoYLD8fJ0O/LmPvvyi7h175FeRvH0qWNIx4J7DFBtnT6rt6cH3/jW32luRZXPh5WVNVlROdSFgzn54gle7P1haVaUz+GrP/UTeP2Nt5W72L1HyyntQvxMvc/4oznTrKknZ2blIyN+YOnAUia0sSZ03dfXK068saZaG5GfyeurX/oJUZjkwUORLfz517+hweg9ne16mZan0qPSr5McdFODXrvD0/vh5ev6+RefPavn09DcoghAEMgODoZzyppvvvWWpgceP3lK3SB8BzAjJU2M1L0ZaX544QbOX7mlhWUofrzA/Of21iYdLPIN7FBkSUcWbnJqSqMsCHSX1oN7rxis8OjdhtTGqYLx+tjRwTnFtNIQ6dFxwE779qZaIUyeFk6bC8bTAlaHDh9S2PJ6q3H7wSMhRg5KcVd69cYTDjThvI2VpQX8wpe+oIXl9Dk6ID48f16CN9+XxBvl2EOyXrS+DA0N4f0PPlA45ULynYQcukJAxJZNvlKmo71dHiTKlzOzs9KuWQbV1dWrT/lvf/ieQB+/MDcApUgCwO6eXkUCujd4ukglsmHulRfOySLEa3z4AW7euqX77+zu3Xt7SjIjxwUVKvYIz0xNfOyiYDjnhBuaAGke5Ewrukf4XCjacJBcCTJwub34wz/9S3mxXnzuHC6c/1DsFUEWX555+fptlXdE5VqU4mIRGu5yFzpb6oUDamtq0Fzv26OCKz173mhO6vF6tZnYMUnPOMEeS9C79z/xellScpTR5BfazQuJ8QUVHPrJi+8G0NDPZEqWFQr0/DMavHhdurY3xp/cLQ1vbFruaq5BT0sD2lsa9JInXqTkpucWVOdx8fgZH77/vlgh1rJ8VwHBG4EVm9h40Zf16quvKsfzmp+exOBAr3haPjSCl//y9W/LWsv2VLJjVFvYN0tEOzs7q0Umt/vm+Wsfb2B+T46soEODxP//+nNfVscEuXMOFP3dP/wTuTZn5hdl6SFJQj6ZpZum9hVDYZh4hOUTD8XyelAloK+mVmmFYZ7CCUEpy0E6NdjU7attwNTSKv7gv37jY3bqMe3I70gGji0wtOWwBGVJxTKIJSrfwcS0SbzE/Mu1YA1dX1eLw4cPo6mp+dMhmvprCccMFBfj5JH98g1TfCavyhKB9R4Jc1pz+DYw5NKStPb198pox/kdPFX0bpGo10TXQka+Zs5uPnT4sJArm8gJ6TkcjXmTpjtytZwfydPM6EGiIbC2jLrmdnU5EHzR/cGmLw5OIdIvLmRlieVmmp1bwBtXH+iNoXXeCuzrahFqpcuBKJ2q1NrKMiKJHY0JjGlRKuXcJLlCYZ423+nxEQFDIvr2Bp9yOB2V9DzTrz0xNqroUNfYpHERHC5KH9aDe3flIZ9aot0GetAMzy89/6wADxvafvcP/liYhXTqy88+hXBiBz98+33d42ObDU8u0+PR/b04SRqTze1ra4o4dGGSP2hrasDZk8fUzyR35qJf5SCj2zNPPy2+nPjpU/3BtM0+fnUs7bF0KFb7qtWyQhRK+w53C1EyQxPDBCE5y5lCNqPZTHwbOPt42VV3+OBBnVROj+UYfwINDgmhAM7X19ILPL24qvFKfCPYe1dui/IcGBzE3Vs3cOzAoBZ7c30Nr/3Ea6ipb1JLx3f/5v9VOONYInqL3/vgvJAxwRCdDRQDOBCG/UJs6ySPTtLkM8eH9EIQuiO4+Cw1+CYZTql9PJCFlOqLnzmD+blZNDY1KfUwwszMLeLkUI9MdGz+Yic+61t+dw5mZaM4jQu0At0fm0UiFkRP36BoU0YDOk9pQ+KGor3nT//btwQk2Zj3/7V35sF1ntd5P7jY9/1i34mFBAiC2AhwARdxFWVttuRKtmO7sROP03TSpG06rWc8nU6m40xnktSJnWltp7XlyLItySa1L5S4gRRArNxAEvtOEACxXuBibX7Px4sSZCf9P5NvxmNKIsF7v/d9z3vOc57nOb6wDEgDmFRWWmw15TvMlhetvGy7gA+pKKfm5AJ0/FCdTNxAuXq7bgsMOXPhksR1Ikk+GNP75sdOjrBxB+O9yO5hASu2F4mZwDwhjEZRrdPrJcbjDQVoAITHi0FsdrPjllxq2VG06NDkUNZQw5IcZWZkqD0GW5JpX9SJlA34acBtZvFBg9764IxCHtk3QzRQAu6v26vFQqaC/RFlEeKujvYWdZZIqkieYEQwz4gh1of3VNnghDOGnZqV8o4p5RNDPdZ0tcP21FSrdiVioNcluSzfsV0YeUJMpHICyOwQC6DF4F1ZWVZiscF+ov9CMmS+IcAHz/69u62xsUENj7q6OlFtoAXDFduzd59db29Wtr/iH2YfnLsks9OxexOyiOL0+hb3xaePSZ56o3tQZnJIS3kfJJL4lSGBhSmzfWuhgCZAIDRXPLBauG7gmGNb8RhU+Ydfe1GCMXYB8Z3mf4gLZYFDZV2xAP0F7ELEafzF7HBkEhh23R0ZVmJDE983th0gg4fwR2Z88dxZjXelG8UHJNnC50qj4HsHxMvmoTyLjQgxV0CgQty1m7dF4UEJSJhjTiADLzAkyUxL0v3DaDc0Qyj/gSpXXQHW1HpVEhLKP6wnIORjAwXFhm4Yu52cg/5wTmqCBYc5znrLMxOKFmABTc0tgitxlPvdl79gh48eUzbM98V7mqk02CkhL2EGBCeZWtb3FBRskVFrTXWFfe/7P7KG9g7Hb+uhhwrjpWePq9whWaJCYVwAYgDyDAnX4xLMHR9j9ZcbdK9Xlm6z0JAgy8jItBsdt4QRwGsDCYQP/v2f/P3mE/zy00eVBCC+5q4lHIPs8IVp5SFK3llRqRoOcnqAyyVboKVFr5gKTAvDIxmXHfBmogHwIfcYzXEknoQr1IewLYAIQX/eeeu0DFBFT52csJra3YIGYSMCQmAlwV3N8GmSChSKmalue+7IPgv0WxXlhdA+713T3zs0MSMWJMp7ELLK0q3W3tGlJgMOslwrMDmHx6fs1u1OS3XHaZw6oIiQrPgEEfWfPPqEFRcVqM5nUbjrwNpJxsp37tBAkq7bHXKm58WCQ7NpcQEEV0ckNjh8VyXR9NK6IEXu9iXv0kZYZgXc8dGyR6IEpM3YOzYtQATu2De+8pKdeu9DtSrx98T5FvQKMzpwCLhkHCr+3fnLjfrsDFABSn3Mq/Lzx+r0AqGokqysP1AUAnrzxUiuSI4YVUP36NqtTtW+mJLyYBJC6w6SHuG7lVk/OVmqo70Ybq/7Ocahyyv6e5j2xc5k8/hE3tyNZOMgQCQxEAAYgAEUyqkt3VpogaHhgjCxdYLCiwUyIZZECc9qHhgfsC+2l5TIMpFIw+OjmZJY0eTHWhCrBAZnbsPFZ3VF1wgolFzXiTJhYWq805VqbG5Ru48Xjl0ivWhOGU4FlET4cRTnZlhFeZkWludv/9erNuVd2/DH9iVUvAsQO3dMuD197KCSNKIn3aPohCTHrmp2VoSFpYU527tvn6oC4EiuHby44FB39jvjCEi0WHCy/4uXG/VZNt3BeFX29vfLnaZ3aMwxGg0IUJyHaooxNouC6SghFxU9w6oIKTS3Mc3mDgarZZIYA57c8bHS1HC/8tJ5QYDsaH80lm56TjRZmhjL6y7hs5rjFxMjoILRPQ1NLWqnEfrlc7Hg0Z/llLDw2CFgkkrmSDkxMzUpJGlnyVY16ttbW6RGJOz3DY9JdoLnBeyTY5ychTlru92rxgE1JckjIAG0F3DkyaEeO3HssEI8HiIMkA6NSdBJPn+xXgsHI5QBHagiOIVk3mwM7vDbfSObTqxeusulk84dC18ckMU7M2lfffmLCrvQjLoGR5VM4rlVu7NYuQucaj4jQjse7lx4crRxMWJDuHe9s0+ieTbwpgXOT0tUAgVwPTPvcSZ8LOFbMa7TjCKQiSI0pdNTk0RtgTuNhhhsltbcqY8uqNsCgx+HACZ9QmTj1JKg5aQnyT8jPzPZ+nt7LTU9w+pqyi04MlZ/FxwoDEhAhqAKiXyAXwedoMwsCa4Rc+GExwmBU4z6gpyBEmpx1U/KBLU3oxkPNK9IwClFPoLEpr6hxT76rF1Ni8K8LHvqYK0ixa/e+UQCO5JFgBZOBFpouj25manmoUYPDhWLkk3HxsX/GTovhuCRocFCuCj/6AI9Sq3hZVPncnKJLsf2VIiyS2MBIiBJFJtUU8tnMboJ1wRVWqaUmsC5+G/ye5hlwQwMz9ysbdlaYq2trUoMEesRlZj8+pjb7H/61pdEG0VXw+rjxCqDUJcT2r743FOOK9zSojhRUGpgLGCIjbSCJygwyCamps2dlCIkZ6C/T79GqBwdmyBDNOYW8cxjSehZEFOwtmaXCvnB/h41ALA3ommOVFK93tFRhUlKBU4wGuNLnzXa0OS8+rYM0EyICnVgUXeClewok0cVNTKUI5R4/CxOF+wLHq8FWtfIpOWlJ9m6d14y0bzCYhu7OyL+U1Felry8WBCGVZFND42Myaich9OFHxjRJjM10XoHHdkrCdSjWLIPwOC+fen5pzcmuiIIgJZ8/fp1a+voVJ8aR7uCvGxRZHlYUJKw7MxMmaDjGUJ1AN2XSIEdBMJyMWDCw+zdMxekMHnMbfa7/+p3BDdCoyEB4TSR7cJapBblFBzcv09/Keaj/DfZCQcGyVoP6isZLmYhcLmQXgCSIBrDGhiERb5PnbdtRh5Sk7qD+DmQ0CivoOICqOiOeSBEu3t3VC51LA4UHrRLwIxdfUPWPzxqUfFJ4lnB4GDkbHhkpBIp5DKri/NCnrjnoQFtyUyTcw4bkpPy87c+lYuPHOy9i2oVkjOsLi9bbnaGMnjC9eKqM5Uc5iTXFkR2OkJcZQ93fng3Dzfmfb9m4T7/1FGrrSxTN4gyEOciFJoYrmJuBhgD2+Ps+Xohc7BfAFUQ33HlsZhQl2C40r0DhAIbR5ZDOzYsKtaZwr64LBrQY/3g7/7R74kCw06C2Q+r8e7ktEInYDkZ8rG9VbZ//36d3PG7Q3rpZLDcvaMjo+rKQCynFIHqSuIFK1902Ae2gLwEwj5/Jj0zx5nGMjFhF+vrxbL4d//hP9r4yIBalQAB9I9BzbBd2JJfIPXF4OiEXWpssoDwGNXZ6KPoXeOEA/Xl03PndU/R4YKsAEkOsTqnm6f1Vq+ICvRjuWfpDlHX0oLjJfIzSoq32ukPPtVsCd9D9wq5DN5hQI8+Kg05hI9S4/u1jzsFOvjH3/qaFRcX2+i9cfv4XL2gV4aEMW8RPTUUIxCttvZ2fd8dxYVqKlD/IoJjUEpzwyW9p/LKKpVJmMTeudVhx488IZwADByr5IW1APvFr998vB/8v//asb4jSYJmgs4GdgK7DT4S4To0YN0RN9uq0CIyOXGQUTakJdmxg3utoblNEhH6srX7D9vdgR5raGiQ/9U3v/JF6+7pEQzqc9o5c6FBGC73GnP49u6rU9IxOtBrn164LAovSZ0tPRi3NzllMYnJQqG4iwmVDz9MCi0vLrC1xTklZtypnuV1+V/wUNtyoulLcw8Dp9Lsh1+Fkx28LU47ntNdAyOCZWFb9o2Mi/vtW1RYI/8vrhR/B4vru28P7auRrBP7ZETmmI/LuzImUiGeX5Poge5RitFa5XRSzwL/gqQxq4KeQHR4sDMZJyxEGirmSKB/JttmQ4MTkBtQRkFV2pRkscAIqlvR+Lj8FPtJ0elgUOIA+yFeXlhZs+iQALX4WGAxLmfmbUd+pmA79DSEXWYGhYZFbNBISbQ41YRG/jthkhPecbvLJucWNHUFtMx30gnjJCyYjLFjMeTkbkYUPjo5axMzCwJYyBhdfn4bmSovPSMpwQ7s2WXBrnVrbWsTWobqgKmf055lu9nVJ0AEfXJGYowV56UreaQFhykLD3Wzc1cHaRMtrWA57GiAHiXA+RbVt9HCQsM00oDDACkfXdOH5+q1yJSdLAZXB1Kevp4ejTCiLOP0lhUX6c81tF6VoSuECep1ykXYM/tqq3SgKGfpsJFbcMWw6BwqTF2y01Pt7099sHmB//Bfvmy9g8M2MXZXFgkA20gcYTSwU0B2mORB3xXkCXMW7ktQIxoAkNUoF5CQ4PfoWVy2Y4f26aQSalEI8rDQeEUpM11ctr7RcTEEKWNWV1d0+hkBy0KzidZcgfKXgpwWHB5lb3/6mcAUz4Kjf334ZT/88jlhENvoFL387JOSy0AVAlGDjE5ZhvqRk3Lv/qxeHp9JdOGKKgkAyK4vNLZtZMSPLuzDgi/uWR4AHtSJUGjpMP3BN7+uUQhosCA1APMyYBru9vjYqEbpEboxsYG7VbKtSDAngz8++Ohj25qTbqP354T1Uxry+UbHJ9UPxwU+NjLc0tPT1M6ExsP8SRpAj1F2TtRVKzWXtCMwRNAXdvzoarSTV9aVacJaRFHHJgC4h9IDdeT4kcNmS/OisYJFMwSKcOHyD5R1LiAJyjz6zdzJaRkZMvvEWpgxOmwOHpoP2ABhawy8xzMy7uiPMPr88x/8RKfWp4XlpUMCxI/5UYWd88IDlOky7QQmBHYJohYtr2n3wz1D0gkGjeY2IztPMtbT7328iRfly4R9GbJvsX2hGkNWfKS5B4FjIfrtr60WNgx2gAs+NGSfIzyf7YWnj9u94UHV7Qzf8D3Vu3ZpPFGfONqFziCU5RXlH7BtqFxI8irLSkWSyMnJllwUX6+U9Aw7sq/GXvr9f7P5BFeVFKjYlxl3/6BgRgxLACuE7a6bukpAY4O4zszPa7EevpNCw0JVXiH0IltOc8ervIHeijcWUCVJDFguXRDaaQAlgA70OQnZJBY82Cn4XH4I96/99j179Y1TOgH/2PMwMfwf/Y0P/iMbw7dB+H+F2wf/zvdrFpHHhz75RuSCSgF1wqwozEyWRPbM+ctWXVNjH5w5Z0cP1VnjlWZJUSn1yI7RL3OycSt6/uQxJayYvTB8Y0dRro2MTVr/6D1b9szakWPHfWoeRAAAIABJREFUNYqI0QmwRfCiHBzCHdBxwCfLh2rUfuOWeuFfeuE5MVQpER+jzX77d14UXXZwcODB/MAQ3R/cc/xA7ib6sjAzqC/x8KA+9j2+l+T7Z140GSS1L+GdewIfCmBCSANRaH9hLy57lXTht0UX5ODuKiV03I++4U78vh/99FWVVw8vyKMLCFT6lRefl3zzDl6ZdHv8A+zixUsaHeBbsIczXU44YRXqKZj6xud/EBE4qWFMT0Xlh/75AVhBJ6iqrESzFFkwSpeh8WlBqLQGEX4X5GYLtydiwAbhuyNToQMHEnbz1h0r2JIjFgykgfb2dnlfUSLB81r1cwnupTTjXu68c0dXGbMNUXLEJzqcsPpLl218ek42FJSseHw/tsB4dHDnUKrQdaEMIAzjcs49DL5MYrLm569R6GS6w0PD+sAP29U//IIePhmPnopHNwanRLP4HgyKfPjXSDYePl1aqAfJju/EoonlPkVFz1Wz5vXYF55+Us36Cxcv6rtcuNRo1NVAnOQYuXl5Nn1/QjKW7OwsJVPYP7ABwYT5brAyuA7YCCRz1O58FmwZkPbAcoEGJGVGaLBoSJRkGJ/CJMHSEISM5JNhHIjq4Y3zQFSAw1W2fZtlJieIDEGkoxyicmhqblaCW7K1SLbMQJvUuETXosJCm5jz2vf+6odyYSCR5LvQ1x8ZHn48yUL0TYOaUyB138qy/hALDcYJYAEviJDQh7cklsCJcVp0mu2+xSR8+QB1vsTDi+M7Qf+/0PloNHj49/sWFHY/XCz4w+h0inIzLD09XSALL/VAbYW6U8CANBu2ZGWIiID8FMc9zT3wLNgS6oqIcAvyWxNMG+NOFeWGMpFBWjycbIj/oFS+jccJhmyI4x0wKieU+z0yNkFJIK1Psn86W888ecRCVj0Cg3AbokkDm5RnYmpGvXH8wIry8+z6VViVfnJAmJm8JzAJmBcxPe1MNmxEaKBDG564b+9+fE6oFtLdyqpqGxseEOjzo9dO6edvNPxPHD4org+nlQWlHUXo4tecPk4WpUKS2607E3AdvBf9DqQxDEMwBefypwzo6h+2uTnsDjf3Pjct1oO77eET+fBJ9S3mw1AfhmTbC3PFeaLJ/99+8GOhOaBCtO2udQ+KHstonqbmVstKiVdOgJICQgAuOTTmWXiUFinp2coDOCEQ+PC6YpYSchskOZXbC4Wf4y2y6gq01975VEkerEjC45OH9mqY9vsXm9SM4aqhXUfoBieHIsTshpSoYKklOaFg/nhst1+7rjuY+5RZwf2Dw1aQm6mFI9xiJwGgg6qD4SSzU/etoblVBq1UG3DMQNgI/eDgZOG93Z0a3fvYUA6Odoo7Xoo9CHNAffRxCVm5OVmqswjffGjCIA8mJ9BhfO5r0F0QeSEdvdFxWyVJWEiQ6mSKeNprnAIE42wmEjXuOIB6rP8ZkEz4AV+lPcmC0dQAaAD1gfAOqgNVlLIAmYf8IYNckog2XbulwdGQ6egnlxVmSQsEVkvXB/8rHso43OqhCklOQ8nk9dqSZ059WRm7xETLVoHyjsoiICTSUtLShFO/feaieRYXNcrg5WePi31CKGcDoVZMiItTfxstMgR6QnJOSoJksXKWHaDlN2Pj96eU4TMZjc3S09Mt9GxfbbXAGHjiLltziHSZGTY0MqLNiddX2807OjxgFs997qTCOX18pDkcxnMtHZtP8DMHd2kub1xMpDBQoErkFxevtDuhOzTIqmp2W+PleotNcOu+pvkO8A/vGP9EWnW4wjJNhN2ampQoyic1c3lltQxWmCiKbS8hBtSIe4t5e/ydoSHUvm51c5ioffbCJQEuNCRkvRQQYB1dvdZ89YYlREdaaGS0gHvKnWB/P+3s3358UXcSPl404cnYUUaCZB2ocMzRoN0AyrCosC2hn3LvYXFIexSMGWkNjq/4bGDVRO+aJzkjxz46e1EsEsAKQiOTWkGpaMwwMwJeOAuBAI7RCK+9eVrKD9qeOODSqQLmRYVAKxVnAZQc/B0krk1tV9Xu5DrcWV6h3rB/gL+t/gMVh8+cmp5ur/78FauqqhJwBF6AdAV7f6wo2OQfXHqENru7bKuF+q/Z0UP75aLT1n5V5iFk0idPHFcjHMaEz/gL7i3MfrjUZNkIo3Fx2wb/2OuwMbEW3laQL7EzTQk4vUwXJZTgVkdvltNWvi1fY97diYl6yTQdrt7qsbAgl6ax8ACZjt27p57u1sJ8KegD1pZlY9RwpUX30t0pjyIPDQMSnS99+cuy2cUPWq244ABLjQ2TgLx3ZNyy05IVssk54FD7Hky6Z+a99vH5etu//4ASKBZGI+l6ekQ66B0YVtOju7vXdtdU6Z7fmpcl6aZmKwcGSXROCYTPCF2i9JRkhXb0S0zvlt4pPlGGrr7xRSgeWq/dkNCdkYA+eylNOZueVmuWux7HW1qgNF9Ov/2uanAEd++cOS+ksL7ZAZY27uA9lTusIDNZp4h7AQjyYG35xoxceEa05uhVgvpwKhnrrriPZ4Ymia6KM3380F7HUwsaqMvkOkuCAa2EO/vEgd322ZVmi05MUbZL/5JGAFAkrnBl27cqEuA/Cf2U6adffvFZlWb3Z51SBkIfGuGszHR5SV24cMFSMnMEvCTHR9v7n1yw2MRkWQBDn3n9jTdFggedw6bpVh/Et3Fh1TAluCfhP5GgUI7xQmGWEE3wKcFvC7CBl1pW4kSC65299rNfvK4JZ/RiB3u75LMBN9yNRUNCvKwpfHkIrj3g343NrRrKRWIFa5WHkUV4juDOR71Nlk+4Dw4KsDW/ANW5AjMGBkRFopTCWVC8LY9HdFnQMZLfY/uq7AevvLF5gb/zb/+1vfqrN7XTCYVY8L7wzJPCVHneOP2uedcDrLuv37LTUuSNiLoBYByC3pnz9bLOJQsvLsyTQx13AW0ufi/mm3wofj7QIGNl07NyxDVKiAwRMSAi8AFBb2VduDF0m/rGNjUXFFpHBq2kdIdTKoSGauwP3h0FW/KkxyFEk9xwYrAX9PoFye0WQj3UovUljyoD7jwQJdiRA2PMIFyUVZFnec1WvQjTcMHpkd6IJgSQLB0eFgdivdcvUK3PoIAAGXazyMCTT+ypsuLMBNXwPb39yj/evtAieQozCJkDCXeN5gGCAbw+uKaocRHfcbXBRj28b5c1NLWqjme0HyeeRPfW7S4dPh42GhgF7JaayjJhFGTbbCrYNN/7y0cE4DAi2CEkF4Qe7hDuGOQrsPxg9lNacGLZkZr4kZsp1qIDNQaIhYEQjdBNmIVOy8ulzuOB5cApjElIEqjCCFceeNPY+e2vKpUjDiIvJmDzGSLj3NZ87aZ9dvWONlNksEu8sOqqSmWeIGs05k8cPqShjIxFB/r70SuvCbBhNjD5wNmLl3SyyVhpr4VFRNrNO91yEkKvC/zaeq3D5ufn9Oeh7hBVmpubFc0AEp49dshComIFCeo+dieoOXCxodn+5sc/tYN1e2zPjkILWlvUIgPFIskhyWIR4Tery7PGxvHo7wbZw92e0uiNdz7U/Xlk/x6dZHB8iPswTmmfclIZeUCU4p9nZmdUn1OukesA99ZUlitZQ5y2KUTji4VsA7AAHjC7hlQdlkSI34rMTaBs0vGgfuTlJcU5dg4QxlD6c9eSzTI6RgMcPYtK4ymrvvbCU6KxwnakFceJRqHAiDmSuKriPAsLCnQYmsGBG8U8ZuL4ZTA8C6ros8cOWN/giL36q9dl1ElSkp+fb587etB+c9rxE4EpMjQ4JGbD80f3KomBoXnl2h3ZJHOCL11uUNjjZe/ft1cnB7/L6IRkNTcoi9A703SAskqoBcSg3oUkSHKXkeqWlTCgBqK7Dz46Y1//ykvyvRzo7bbysh26Asgf8KZmXjC5SmvbVauprdGm8mmnWMyzlxo1C4pFCvD3U5aOhTJ+JDwpSUmKKmDRNErIQ7hSSYS5n8PCw4R0sTmZIbxpgfHKGBwclss6JQaUWMRRwf6mEuXk0UPOACfPogAE2lW6CyenrCA7XZkh41LhVF2+0qLJ2tBtGHXnv+q18tISi4xmuNWC0CBCI8QCNgpdIsISG4DsHPUAYwPQ3BCmuaYoBwq2bNmggzLNBL4WVwDDrWjG407LZiGjDXPBb3LMPeFswV8mc4UNCUOF78ZnQm1Bm5QuWHVVhVAnRtFBmQl+QPvluyDHYXPj58EdyeYMYmxehDMKCCDi0pUW4QZwuhEOYKvMXY5gjQ0dGhUr9gUbBhboQF+vVVaUq8yiXqYpQ0kIPajt6nUtFIucnp5qyQnxEsZxivle5SWFdmRvtX3Wck3WUdTvzW3XpA6VqO1RVmVOqluc59iERC00MB0tO1SFzBTMzs1Ts7mvr1/3mXfdpXqWOYa0Dxkn8+YbzsVOYoK0FObD2HC/7JnAbXnuTjrKfO+6vx3au8uW5qbtoys39VLgUAeGhllRpmPnNDZ+XxNNQZYIq9SCCOJQGLLjYXlAri/akqtectPVm5aVFKeGPRJXSHX4a3JfJkUG6f7Hd4PO2Ja8XCVm27Y7XGk6SaWlpWqHQlpA/be9KN+iHywom0bdND+T0z2fFZYGLrtEOSwn8KDGm8QdF2ulxYW6r8lyafFtyc22lhudqjC4CnFKqNxZqhII9wNuKxiltGaplclTuHfT3fFib1DZxMVG63QjcUH5gKaLMXbc8eQWPLd7Buydj84aNlibTvCzdTvlNjs2OSMiWGiAaSZCcgx3xKpDzJ68b9OL9CPva1omaAo15uzCsrBcwjFUzqWlZX046k0+NO7r2Ukxul95PAtea7h6y8KYpTDvscwUZBr5UtS7QqMshSEeXb1iQsCszMtIcVj762YdN28KTsTenrJKcpjkZEGLjJFtaWuXPgktVUVFhb135pw8P6qKc1UK0RFjl9MhA08HgmSz8N18ond9yDWnrsVZh4Xi95AY0jAhieHKgo/Mu6F/zN0OWeJnr70hjBmCwh9988t240aHrC+uXO2QNAZaMjJTkiF0WywwdomQAVBbYnGIVT9RtLNv0A7X1er3MMoO7BwxOgZuRDR4XXK3jQhVjc3VtmIuAVWPNfz/87dfMr/gCKFX4kLHMIPBsSACA0WLSzuv6Wa3bIjcUaE2510VipWRkijmIgYs3DGQwWSU5lmQLSCObiQr3Css8vT8kuyDSAoANmB6wMj0mVj3js06EzXRCCcm2thgj6a0YNMExxnPZEhq3Ptkw4jVyZwJ9yQcMCE887PmWQ/SHc3L2FlcqE1HDQlGTE297ucvZQTmKdxhmJPSHs3LTNEMCklz3KgQ/QRbwvuCBIcS4tDeasvZWqbBGcwxJEq4wmJEMfqzP/8LbUacB776hc9J5P7L116TsgKKDg18NM502gjFfEYSPZInsGemvIFV8xmg5aJBhgHDACwot93dPTKM5dd93Z0ykEPR2N3VKYVGdHSM/eTXj4x4x2WH2pOxc3hgoXqH4YCCD9I6s3483lWBE5DTaDQAKJRtK7Cq0iJRcxpartn1rkEdAIhsLC686ZF744Lg4GxxTyCqDl5bsN//ygvWcadb/GU2D1k6SBdEetqToEh1tVXKanmBAwP9stcH64W4ByjCdDFCd5BrzZb8gnUSad1hoIKpCQ+T0HhQ1wN6sHEgsdNo2FpUoHsO/jTsEmyJdpYUSiWAgoGTxXiA40eP6GfwYM3InUtSBrgwPNhnIUFBFvoP84r4bz9+9Q37m//xd9I9QTeGqUJTIjfNrU2Dg8/1Gzdkrbi9aIs9deKYeGNIabFE5J1iYQiJHQpOXnKMnXiiTkOwGFKJpgu5Lear8uwKcVA2oFxAJ1qzPcNjm0P0uz9zzEiB4eobmmTuCTyILzIu57996z1LTEnTvYrMFFkHKkF6nnW1lSpP6CVjj8BgDzJpLOmpgYEDR6Y8dvb8RZHHMWH5+heeVP0pm11/PxX8UGl4NPbVL0AcYDozfA6SJzJeWmHY2POUb83TaSQpCgkOVFeHDJurA8d4TgZ1O71XyjXCPYOjYY/CFiX8YrWI3yUeHJ2DYyr3mM4C0Zy/j9YpMxhf+uILG3Mf8M5kzqBvYUcGeqyz3+FHQfGdXPST9SDjZymFigty7cTBPRYa4KfJpLAw4HiTRTNsJDw6XvkPA1Dw9qRHznxhHmwpAGbw3SQBY+Qd0DAut5AmlD2HBCmKHTlYJ1chzMV9vfQNJOvbLz8jsHxm2SWCO5JLkilskI4eO67UnjSe3VFS4tS1LS1tTtdpfdm+86d/ogFZgasLykQXl5bEQ8LdHSRrZpH/rQgZI1TOTk1uwIPIOHJTWMQlDapISEySEO7GzZv269Pv644i/Sc5IaqQGwCy7NtdI0c+nz3E6789LVYKIZWHRYVZyXWRkpyiBLK2pkbWCIRSSg3CXcOVJmfM+7LX8vMcxwIGfE3PzmpUPA+YO4Q5GhckntsK8ywxIcE+OndJEadud7Vt2+a8FzyyV/xD7Cev/NIWFhfkbvCtL55UGQrNCfNSSjcktZFRjuk5YBHYOXZVfFfEAnDZcAnKcsfK0YBHmHdQiAVHxMiQBqPUSdz+glFCrIvnTR7ymCE40hUkl7zgmfsT2u3UnbS3KMqvtrdp1GlyWroIX/QgKYmg0NJqjIsOt7y8LXrBXPUYe+Nmzijy6z1DVltRJuUio2lSU1PEj+JnjN2fUQ8XLwpqzZNHDlpKWrp5Zybs1q3bCkPocfB6xOEWfhJMTAj6GIgSMYgqgPWEVJAr0Cfu3JmJuzILJRe43Tes5Gjfvn0aJsLT3NigKoDSg0iQFhcu2QymJgXZabqG7vQMyGcLGBHwBQXf3P17Ut0Dq5KIwd4AoqVMQ32we89eS8/IsB/+3c/t1TffFrqXm5luTx+sEecMCpIPyAGzpj5GLwyax+antl13+SsrZ7MyqXV8dEglKQ6EyxZor7/3ia4JunkALJRGOBPysH6N7Tc3h+g/+cZLcqfDXzEjO1d3BVgtOmDCF7qi4MBAtbjYPXJ2n5u1k4f2qomO3IW/JNHt1qQwdLKUShTlKN+h4DIwMjYpVXgwpD56yuDR8JfYUNR3NB84nfydJCIkUtXlZQI+kHBgvwsfep7ReE1XrHtozAKDQqyybLtxcAnleG0iymJiKcKs0eEhvfwbKC2mPbpW7o2NakZwWnq6FgB74235OdpQyGaAADlBGMD4BjXzxqjVKYuSM7KV3XJaKbMIxYRccGYIgyR7jOz7r//9f6p/rLq7bLsVpcVLEstYQEgV84teHQJ+BmgXFQGm45AovHNTwhL4b+D/5CiYl3980ZmZER20rgl1XEFscFqp4ODU8G99Ur95gX/wX/69/ead982CHGNOlAeo/cg2g/xWpZyjDGK3M+KF5nRkXKId3b9bxGv6v2TgNAiYQQwZgMyZ2pGkDIXAgb016gbRKyUMQV+h1qX4pwPCl+BlAvZzF+GXgWGJb+AlNShO63wZWnpdA8Mih0M24DOA8a4sehR6SUQIz/SN6UvTTADDpt1IaUaPmu7O6vKi2pX0XDF/CQgOs88u12sD8+dYbMo3/Dj4+dSg1zv7BdHCzqDRgiMQ3CkiHbkDGb2j/BuxnuF7dp6B0AjnI8KVQNFGha06NbdoE0xdgYdu/roSGRAC5Yg6GVGB1ITeJbUJT7/9jsUmp9vW/Dy72NBkLz112NLccQ/8RL0K15igQjF6/d1PNi/wt7/8vPquH9Y32fTEPYULdkawa02tKHYXrT7c2H2YMqcHLBTaLKNaccpBUUBznWSKF8mdhXKBqdXILmntXb/TrWHU2WlJag6QDJFhMpcApT44LiGYEq13+J78J3ChRfgGbReaEKeZ5Ad/LzBhXhjEOaA/qLi419EdutUzIEydEm5/TbltLy1VaSWbxPvTUueXlRQp/FHGEWl4dlVXatw8J1b97eBAnXSiEc43NAoGR8ed8QIul9XsKBKIUlleJrorD6I1SANnr1yzX57+wPEfS4yzJw/t0Smjnsf4haGV+Xl55nYninnKxoRFyZwMgBwlYGayLbzYdFXACXV5ZUmBZSU7cpyklFRpm9Ky8uwv/vqHdvHKI/1gxuowDbPtTp8TblYW5H4KbUQ+yMGBwpzHRoeVVPg0qsy0ra2utNmZKYnIgARhFdLpAFyvKitVTRcYHq2FJzGAIgskCkukamepBlIjVUGH23Hrjurv2opSoWm3e4clQ73QcsNQDNChwmWubneNUR1gCQgKxtSVlIQY3Zd0hCiR0FQxOpaMmNMLe7Efem5KkpIphlsxHh2eNmUaMCldJDyuY93JMmuhrqdbhZIfWJQJNhswbmCA4EQYGgxvpvvDtQRd+P44Mw4DdX8S/l95+5x19AwY5MDsNLftr9qhMI3gjSYNDxsVYRtTV9AgsTEvX2m2kKh4W/ZMawoNQ7CiY0HtblhabLgOCA+keqi4RLKyqlr70+/+2eYTjJUhiQNJD+B4YlSoLHuYAQQozw53rXptdc1set5jkUE4nzo2RuHBLnGk0dWwyP3jszYyOSsaC1NMwGG5z8CgAc5pZvgmjPIposMC7UjNDtFnAEL4Wb4JoaERMeom+ag3AB4kVaA59D/TMrMt0uVV/xciwIFDh60wK0V2w0xKmZxzLCaQsVAC8SD+wtyUrhSWhn3D43b56m3NNiJh4ucL5ZphJmKMogdOO6t+/gqf8LwxXeMhWyV5xC03GilnVKSYFfxZKgFIBkKY1l1qSMAjh078pWeOKDLS16bjxAO7hbINvRE4fX5+gf36t2/pGigvLdb7ZcAJM5/AwLs67xj2y1L4B0A7wuUv2k6999Hjju8n9pZbRs4W2Q6teqaNieAwKgnDCL2uNDZqd2S44yy/sMiC1xYVkjk13Jlkm7QZmYh25fodNRM4bSWFENi9CusgNWwUuh7cRfw5wi3KvsykOCFFcRGhlp+ToVOFWpGowr1JM4Iea1xSqrUyuLGgwBrbrqlkkv1waKB94/e+pWY8ep6//Kvv25WbvWp18uUZvco8YUIfCRsAg0/aCsF+bNoj7jRZK5QiTE8BDdQAANRYWLSW9ms2zZiAzDSVTEnxsTqxAate3bXgyQjYaJMqrK6typMLii0PNGOfXSFa4ZMHajUCkA3QfP2O5iZxaqlWwBqyc3JtET6YrevPc22uLDnNmPC4JIFCkC5uXL8mP2taj+QBpz74VBZWPP+XVVlXrRpq3uPMEgTrnfWuSYZCb5dwywwffBNhNoLYoLFhQSF+y0J3dMS6hsZs1d8p0nGxwe/j3t27MnNRX3XivpIVyHycZu4YbB1IenyjA0jkUuIi5Qg7OzlmoeGRGsyhE5WcakMDDgMS6g19ZF4qTYK5ZWcUOuPOGRh9CN1tf7fCNRksqNNAT5dMs7eVbFfGiWYpO6/AACtWXcGqImCEMoWUciUoKFADq/k1L5RTAoc5ItglJ3dUluQFt3uHHEf46Ghrbb9ufgHBFh0Rou+7JS/HnjhQZ+cu1BtGpz62KP5epYV5ErXDaVuYn5EfGFot4F6uDKoRzGZ4mEQzOXHP7s/Mb8yVohmDSwDKEzjWKCAZJvrLU+9uXmCkK9jwA1bgIgdEJ3rmjDNXgcnWzNbl1wzOaL1xR1AfBT/8KrhaCRFB0vYEhTmWDtB6kMLQQ6WpjxQSuQVlFQgMWSzhBx4VyQcNBdSDjp2Tv6wgctKT7WDNTrEMSWqYOxTit6o5RsB4tACBVvG1Ii/A3Jt+LTsdnNztTrIjR47ovoPZKUh0eU6COSiujJ3lAbSgHYoxWmBopID9z660iE5E94mOD5+TE81DXcpGhKDuM0wj2WIjwK4AMiXDx9ML+Q7XFfBqY5tjuOoj+mOuhiUUTFR3TISuR3w5oPBUV1Yoy4fNymJz1YFB4+FNxwnS3mun3leHjcYL/0/1g2Ly+z97hLKzc/s27U6fZQDZKQvBfQk3CDgRPyn0NZ6lFbt6q1twpOg9+DrFRImbjNEYuDHNBzwj+fJYB9NLbbt2Q7a3nPpDe6oc5ubkjCaBY0vEh6N/ytwg6lcU9Z7pCflJwyjh7weoB9cFXGHGMCgZECB8JzpEIEF3B3tkq8TPIxwz2QzzTpSKdGhy3VH2+adPyIwFZImyq3v0voZmgMEjv+TzEvIo/wD62cCUQygU+X7xsbECJSj5IEdQQrKAMCP5LLjllZWVqS9LicnmAkbsHRgUVZgF9hmgvfzcCWHQQJI93Z363AgA/Y3611+EgrREGCFT+i7MSqQZxHUiMsLKiu3cXixoFdtJysnHFhg+EcgIE1CWFuflZs69eaXZsaUldQfvZFAGmDH28RiusItI2eEnQz1lyBN1HVNY2O0YhgBL8iDZpA9blJVsrpBIS0rNEKu/5ep11Z3wlfILCrSJZifvqm0I9kx2SmPhN+9/KqounReSJvltBIbov7GJeNGoAXjw9CJzZpIoD4kLEN8t/CRXvfa5E0dsmCkoC/P27odnNKaHU6z2ZGq8AIyoqGi54eHjJVvltXXnf0teB8b1D9DmJ9fgXXByqZ05FF/90r9QC5NHJLoVHO0CxNCgv+t7KDMxN6XTBGeccA3j5Qpm5IyiDQ83/3WnLBq/Ny57Y92t/gHaCBGhIcLbTx59wj7+9JzQwG0Fefa3rz3STcLpjvHk0eEhqrOgzQLv7doFaD8rp3Nguv27dupDAHRIcQh9ZHlNeh+8MkgSeEBxSPszk+MVNvGZart6TSUUyQ0ZJqgUiNPk7II+8Nb8HL0EosX+mgqLCvG3+s+aLCDQyX4ZG8P1AEMTywju9/ueJUtNiLWerk4lZakJ0RsT0Dp6h6Sip9sCMsXAqJs9g5pJRL0MH5pFYMGYBk74JwmkgqDOJdxWlG6T6SpmpsOTc+KSPXfyqBXnowS8p2EcqP+cuVFxsjQMiXCiFbZOoF7cywA/QLRkzr869Z6137zlLL6fy1BlHtxdrVNPdXHy2BMK15xW6MfcuZlZ2bbiJ6OsAAADd0lEQVR9W5GlJ8YY0+DgUwdq+EmHgBiuMJzwiCQggD990/HD3kiy4EWnxkVowBKpeGf/kBoEENS5S2EUkOVC4I5EJbe4oB1Lw5s2HD1kJBT4YmBtr0XORDierH9Pp2dhadU+OXtORT64N42Hiq25lsTvCQ/TPXemvlFcKpgMlCw49UCPhSIT7L+uU8ZALsD61OREu9l/T2iYOzbS2m/3SG2RxUj1+RltJu54EsOqXbUSg8HtpjShYwUXGZnqveEB9XmX/QLVsXFHh+lkUhLSNaMUPH+l3dZcAfruABOMGoBhcbmxSbxqZkawMdm40HHe/fis5hES5nG849/Ty4Za5PGu2C9OvS+Ax2f3AHDz/MkjFry+JH8ONFBIZaBGYe3Mw/uCQUIegSAcB17GL3BFoYAYYB5VerqICY/bKP3B15zTBxluZla1J41ncGHhowEB1tk7qCI/9MEKAhGSdLmCQu2Z409ogNRGAhEapjJrsL/PouPi7e0Pz0q8DINCc/tc/qLE5CTHqU6lJu0dc/BvfJ+YrKIW4tSUkCNqXq4Jv2WPLa65LCk2UtQdoM/e4buWGh/lmHdiQDrnsahgRw3JnHsgUTpKC8vrFkTLjukuix7NKKK0A0olwcQPmsRsbHRU/ljAj2DhqCnxwWTC6af1DXa+/rImr8YyNHpqWhktDQ2sGNgUYM9Md8PTk2GRlFK6oryL6q9fb2tSy5OxffPepQ1JKmZnT9VVKnmjxcoDBw7PayIBJAmoyWzuG90DotBSA2NRzDQ36L1ck5AzfvnOI1Dlkd3lFhcXr+zsakeXsFTdK4uOTodaki/BD+c+oCzSrgoLtfysVPVumWwG27C1tcVCgkM09x5TF6an8bJhObz47EmdQmC73s5bWghZFo9PK1NklA3WgCQqMhlJTZYeanhi2mLDgyXCCvFfl48VYPvNXnw8usQygS1Bs4NhHZDCuSdJgsB0eTA+5TrxTeDG74Lkhu4YeDgoG/cpCBs9aHdsxAboQGMgPSnBphcYPD0mg1PMUnnA1cma0XfBEsX9lgNBHY3ZCgtbtmO7LCuYHIPfyYHd1dI5Yebmq425q4ko5EO8N747B2rq/pRkMFwnWDfSqduzp1aDpzGp21Ox3XGwT3VbcXGJYOXf/ePvbA7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iEzMzMzE/OyPAA021RpECXyAgPtJiMYslmJhdxFpkBf7lELKsFuRm2cRvpig16OztT5hiWtdUhZjc2Nq6xA67musx7w+JSyCSRl9MMy7BYWwV+3Y2y/tr3tYAa2amBKb+OSeIwIVWI8i0OTA2OSWWyb+6hv3bG9HWOyj5P1Mm+llazgyDTgAjXvfdeSsWFtwS1Ln9yxgaGRUkLhqJwME822REXVWZrEF+WbWkeuVlpfj0l/9h8wIX5OVhbS0OS0aG5L8EMugDGW0yIGDUp9OqoViPoby0FAUF+Zia88jpnZ+fkxcbXlkRk+SwZiCFC2jLRDi8inWtCb29fRIR8yUT9OApJXhx9NbDMKoVcE7PYMzpgtM1B7s5Xb6ELt0AR6ZJ0pCpWQ/OXmhHJL4mZi7DqMe+lnqshpaRptbCHwhAodZjXZEmUTrN5CpRHkUKcqwWjDlnMTIxBavdgerSQqTGwvKs0WgMFrMRpYX5KKmswaNPPCcB5a5dO3B43y7093TBaLIgFF2TnDe4EpYMw+v1IV2nQVlJES62taO0pBiNVaUwmDNlsZgXO8eGJKctKS7GyXNtcM65xZ0QEfT6l+W7ZWfn4GdPvyyAhc/rhdVilPjg/Q/eIyeUnxWKpwry5fUuYsw5h3fcc7sAH7SATI3StSqJ/FVaPRbdC2iur8anvvB3mxe4OMeO3LxcFBQVwz03i+XAkmCbDHpsmRaJiInI8GJESf9BP+x2L8jPKivKUV1VJf7S7fZgdtaFPJsZBm0aLg5M4eSFLjklPNXFJaUS8MSjqxKM0KzxwQrzcjA+MSFgy7pCJWlGPDUN0fCK4NZZWdkYHB7BamxNLEEy6LFaTPK8awqNoE6+pQAIPddXlSLLmiH/O02lEhhyesEruPX9t+4Tt8AXlLIWxS+fewU+7yJaGmolop9Y8Mtz2C1GZBq0EoBNuhYEzDGZzZhZ8KEo14HS0lLJSZny8OQwmj93sR0p8Yi8N7rHmZlpBOJpEjXfvn8HvEsBiTGIzTMgYnoXjsQFrNizo1msCy0YMQludKJaRNEYhPKQEBWjGyC+zoibLqqwqFjWij6ZgM+zx05tXuCjB3bC6w9IzkbTSCD76OGDEi3Oz05jYtaDnv4h+aO0tVVBh5TKNOTk5qKurBD5WZmSwxEq6x2bkRPW0lCNlqYmGNJ1GB2fwAvHTsqCqejTfH75YmspChj1OuTnZMHjcaO+qhwLbrdE4DarFa7ZWTGFNNtGo0HSjaVwDFNTTvH7NPM6dRrmfcswmkxizvhybj24F37PAsLBAMwmA9SGDIxPzwpcaDGbsXdnsxQJ6MdT12KYnJpCQW62PANxa6Vah8ga0FBRjOXlADR6I7yeBckOuEB6fTr6x6Yw8WpApNFqoYivYnt9FaoqKyRY8iyvomdgGD3dXYIAcjGTaRX9Pd1KhtkkIItFq5QgbltDPZzT06iuqcHIhBMpijRMzbikiGC3GLB7Wy0WfAFJp5pqK8QK0mczmygsyBc31tHTi588/crmBf70R9+PdJ1OKjrLfq+cNALx5cWFmJt1oWdoDDqDCUaTWfyEPxCESpUmpjvDZMDqsl+iOH4xRq1T817xXdxdPPkMNLjbBoZGJVjSmSwSNa9GYlKc4N8V5OcJ/kuQ3Sl/DzjsVoyNjolJ4o7Vp6ejtLgI27dvlwCFEN/k6JC4i9BqVFxIaUmJAO7Md/1eN4JRyK4WPDnTiv7BYdlYzDvzsh1iEkOhoKBYxAAYqAyNTaJrcAx1tTWCvNGUTo4OSvDFvJdXUX4OLnYPIE2bDrVaLQHlK6fPCbBjybRK8KRSALOeJalKMWBiasS/ZyTNi/l9bVU59m9vEH9PXIDxjCJNI9nKqfOdYi0ZoN66bztM6hT5PvMuJ5YJLml1ggAG/D4EV1ZRlGuT9PW3//SRzQv8V5/9JNp6BrEai0uoXVNRhvHxUYHIMqx2eXhWZuaZv8VjclKYCnBT8KWmKZguhVBdVY3TZ8/KhzPHZQDFK8thQ3FRkUR4PI2EFUfGJuTnRMEIfvDn3IXR1bBUorIcDsFe6fe4wMwLmWoQVDnTk4BMk9e9B7djdGIK2Vbi1UZkZ2VhyunEYiiRQhjTdZhzeyXVY4pFNyJBYUEe0g1GlJcWywmemZqUTWlzZCEaj8Pn9eHr/55IOXj94Jt/De/CrGADp853SNBGqyfImlKNdIMB61GWHJVSlevubMfePbtxsbNXYgyaZroqIl10S1Nzi6gqKxJfzqicMQ9dEXGFzv5hZJoMcLr9uO/2Q9hWwZTVh7V4DDOziYoWK168Hy0U35GgbHo1fv8LlwVZn/rQf5FgYdbjl3Ic7TlNNCsX7RfPSyWnsb4OtqwcMZsDg0PIzs2HTqNCb2+vvByiNxlmA4IrEXj8AUxPOyXFIXTHgEGhSJWSGxeTQEeqQilmixdTEWKvbe0dwFpMFoCJPSNOVmTo07jgweg6fvFcwvxcen31c38g9Wd+HoEKXiNj43DNJ8y91+NGYY4dRWUVWA2FBPdd8Cxiwe2RokJBUQlsFoMEXYRi60tzcMfDn77iPskffPerfy7lyv6hEeQ6bCgoLJRg7ExbF555+mnZ9LyfmGtHFrIzDVgMRvGt73xPatwELpwzLgn0iC0zgu7r65NNUZhtg81uhyO3ACda29DVO4iykkIMdZ5HZXkZ6ipLkJFpg9/vw+y8R7Dr4QmnxDTEHPzLK+gcndl8gj/1W+/EwsI8olDAFwjKbiKwz6pReVkZ2ju7JFoj6lRYXCaLRN+g0hvhXliQk6ZRpqKsKA85WQ55aL7glUhUQnpG1fF1SDWFiXiqSgOVRicmmBWi7/70l1e8zDybBbFYVAKd5AO/5hv/jwIBF5l+68SpM2KiqyvKBMhngMTclSeN8GtVZbmkbBMzs+gZHBNYc3llVbDrOfciZqYm0Dc69Xq32vi3r/z3T+NPvvjVK373YFMVGqvLJX5gQFRSVChp4Cyxe4NWzCzTvFGXR/6WaBgzguqyYrS1XURDfR2CsRQ89uxxxGJx2K0ZaKgoQgnzd1as3B4Mj0+ho6df3jktgFqtQUNtDRYWffidP/6zzQv85T/9QwHeWR069soJ8b80JyPjU4Kx7tvZguIcG85c6JDFpeWbmJiQ08JaJndxfH0dwyNjkm7F42sCJOTnZovvY6mMST8DoGAgALPFIpDl8KQLc/Pzr/syv/zpj+FzX/1fW3rhyXSPVRsGJSwlsrzJqJwpEmMG4ug7G6phyzAiupYqwWFGhkVSmydfPoO+4bEt3etav/Rvf/VZgXd5Wax2sU6r0ZhgDIRsy2vqcab1guDr3kWvBFZkx2TbM8S9ES7OsDnw9EsnxfwzyFWrmIZaUFlaLCXJ21i71+qlwE9QZ3lxHsHVOO5/+DKg46E7D4jZMFvM4nd5MSJjRMdgpmX7Dly82CbBChErUkyY4+oMRokMWSQozM9N1IqjMQEo+P9p7qLxdeTYzOIf6Cd4kdKzuhqWqPbS6/Dhw/I/XyIwfx3Xvu2Ngljp1WmoKMqVlIY5MK0SS3d9vT0STBFmFZpQICAUnK7+4eu422/+5LWe+7tf+xK8fj9++dTzkhKy5u1fmJGo99D+PeKPT5w5LwUCrcGMyrIS2ZhDoxOSttHSne8ZFvCjrrwIuXn5mJ+ZFAhz+85dcngKyqoQCS1jcGQMRm0aMu1ZeMeHP7X5BDNNYrSapkxFpildoDuLJUN+iVHhrpZGDA+PoH9kHKuRqPhLlqxGJ6clT6OJZtTLwroUBlKAYCgsfCkF1lGUl4XCbDv0qkTRfMQ5j8Fx5xUvNfmikv/wRheaKVtKaqqgUHwelj95T4I1pOawgE4cl+VLAiEMEn/4iyeve3G38rw1VZXwCBctLqkfYxz/q3VnjTyLVWrXRUVFeODoIclaWEwpKCwQ5sn0zJzw37Y11AknjNi5BGThiODRfNeOrGwJdM939Ukq99Vv/3DzAt+6bwcUyjTotBqJouMrywKrMdkmQsIkf27BLRAeI1wW7H0+L0YnnNCqlGhpbsLw6LikSHy5+TnZYo4ZSGg0GrkpYcnd27fBZLJc1W/xiS5/YddzmstLisSMESbltRaLQqlIFb/LlINMC246wqWK1BT88PEXr2uB38iz3n/3HYIn0001VpVJhWtoeEgqZHQZQ07WmVOwo6FGDkV5SQkmp2cQ8PtRWpQvhL+0NBU6OtrlWUnEK8hxIBhXoqerQ9BH/s6Fjm7Bpq8o+HOX0VFzJzHEJ6uD1SCmHlqdDuHYGtZiMcl5WaHp7uqUQn+ihrss6QKBD3KixsbHoUlTINNqE9ahb9ENR06emKUMixn//O8JOsnVrqu9tDe6yHftbxZaDYvtRMx2bqtDhkGLwfFpXGzvQGw9VaJUngoGYY8+c/wNL/D1POeH330/jl/slRObrlYIeDIzO4ua8hLYHQ4p8DAVpSuLI1WwBkK3TVXFkrMzwicZgngDMYa+4XGhRzE3JyHBuxQUa8uc+PGXLkOydu9okfopaa0MiBhUEX7jYkKRJsQ2sgp2b2/C9uYmDI2O4dzpkwKKk11ozrDKQupMmcKCZNjvmpkWvhCDNQYwNN8vnjjzui/ztV7cG1nkD9x3RHza4nICNiUjkegcrZNekyYWiRWastISwaA/8d//+g0t8I08I/P1pm0NMOq0UhUj3MuglZnE3h3bEFkJSRXKH1zBiZOnoFJrkRoPC0mvrmGbLHRXdzcsmTbMuaYl52d9mORFFn/M/PmME08dP7fZRFeX5Eu+yPqrXqtFikIhjp3+gAiLMcMmrEiatcIch6AnpLww0uvt7kK6xYpILI7p2QVMTLtw/5G94gPb+oak0E9/cTWfe+mbfb0X90Z88mc/+j7ZpKNOF5ZCEQlKHrzjEA7s3bWBrJ05d14CK6ZFr3QmIt2tXDfjGb/wh7+NYydOCfBTWpiL3Nw8Rp343qO/EhPNiJmpEBezt6cLczPTsnBqtUo2BkuOL71ySg4RyRn1NVXCEuFpJ3aw7PVcWfA/srNeECUe/VS1DvbMDIQCPiwtesBAoLS0TIryZFhUV1WKqSaB+1zrOZBTnZKmxZPPviD1WKJcDTUVEuGx0lNamLelNGcrL28rJ/mzH3635MGstoxOz8NmsyG45ENmphW5OVnyXCF/AkFq3n0Ajbfcu5W1vWp8cLU/3Epg+GcffUg2fW5+gcQ5pPgSBCKSR3pvVW0dJicmBVEjUsX0joAGU1IyQ2pr6+SUEpxhMEsGJt2j2+vH+PjEhqXc6Gy4fW+zwG/xVJWY1L07mrBzWy2MOo2U8pgrEnQvkkpQilR0eHqZaqSsxSWAKCouEabD5NioPAw5RMm6ZPJFbHURt/LGX+tFslJEnhVfGFmgzvlF2ZCEQu86uAPbmpqhUiqkbHfy1Nlrbr4385lf+OH/lK/KQg9JFewEIVRqStcKXs24gZRenmaeanKuWBNg6fJCzxA6+oYFBCGcm+TUseuBpVFeGwvMfG1odFTIZ88fPy35o9WeJSR4xGPwBRO5Mds4CNBz16WmqdHT3oqlQHBjd7EiQnrJ1MSYPNDHPvvFTWt1M1/WpR98+WKz/FlfXY59u7bj50+/DLVGi7XYKgqtBtxx9ChsmWbBvHt6e/Ff//Zf35JnvJr1+dzH34ec/AKh1ZIYyMu3HBbXeOLseeTm5kpUXFlSCKVaI5h2W2e3EAG0xgzMzM7B5ZzCOGlS2VlCn/X5A3j5dOvmBWY1idxi9hcN9PWgq3cAa2laIYERjVmLrsrRZ4mO9dmWxjoBCEiVqamuRlrqusBmkr/lOOT0E1B4z+9/7orD+FYt8l237IVSpRKOc2jJh8WlkPgpwq3h8Iq0sBTkZuFUe99bssBXszh0jTtamqT2frH1LBoaGiUrIQmR6eozzz4rvGhW2oh1dxPN0mjQPzIhJD26zIKcLLFYpAO31JRJ08Kzr1wWZH3onfegsLBAclXuikmXW/i4jJYZtj/09nsxPD6JocFB1FcUSZ04Xa8TRKqhrlaQrbHhITzz/ItS9Geb0PxbAAAgAElEQVSx+9C+PfjcX/39Va3tm7HIV3uBdx3cCefsghT2SYqz6tOwtMKmsQUpA379X3/wn7a4vPE/fvm/SuvKwNiU0It37WgRnIC+ltU5pkWsVJEc0NXTK7i0RqOWxa8oLkBnR7swW3e1NCHdaBIywAvHTuD4+a7NJ/ij73uH/CDdRLpNVBCq+fl5jDpnhdbJSs3hgwcwMDImITvrvyzAr6ywZSSA2sYWSaOGR8dw/Fy7EN8ry0vx2K9fHyV6Mxb6clP4tsO7MOkOyIYsK8iRqlhXb/8G85C//1Y8x9V2+ife/yBqGpvxbz/4qfQksXzKrkcuJIs97OMi0Z/dFWVF+VJpI3+NcCwxaPZusW6wvbFOKnYk5rHI808/vow2e2R3k/QSEfEh1Lh3zx6MDA/h2MkzAvERDiMSRHZEbl4emmsqEIuuChORBXLuHm4KNoxl2azo7etHeVU1/ui//cU146W34uUWFRZgW3WZRJqksPb2D2w811tx/9d6Ce9/4G6YMq0CIv38SeLVKqEH79nZAufEmOAR5Fcz8E3SZA/s3SOFGqav/qUlBJcDktoq0tLQWFeLQDCIT37uf2w+wZ/95IfE7PI0suTGwnmG2Yy+wSFBqFi7LS8pFOCD5q6kuEjYi8SnGS2Pj40hKzsH4WhUuFm82Hqq0eplh33+b77+li/05SZ777ZqqX61dg++qWZ5K2kS4VRyzux2MjpjQlMi0rejeZsQ30lgZGSdY7NgwR/Eonsedx7aA+fYMPQGI1ZDif7nmsoyWTd2O5LXxUyHgNUnP/+3l5noDzwkFSCaAJK7VetRIXwl+b4kZZM4ztaJpZWInAYW7QeHRqSiRK4z2SDkUvPav28fQst+GNLTodFohZdFovgHP5WoU77W9Wacptd64W/lvZLfl4gVXeC+PTulB5l+lQT9nCw7jFoVlpd8kruTAqxYi+DW/bukIaF3cFj4W7XlxVApU4XLzau8OB/lldWJ9tShARSUlGN6dh5f/sfvbF5gMjoGRieFS8SQnAtN8Jt4My+lWovB4VFx9q1tnYLlEskKB5fkRPs989Br1BJ1K/UmaVbm1VCWj5xsh/Q0sVLFL0gG5FbgwZu1AG/2Am/lxDJSPrBrO0ZHR7BvWzXycnOE4vuLX/1arJzNnC5kxZqyQmTqlRgamRBKEUuyh/ftkMCQSGBJaTn6Bwelg7+hqgyh5SWJojPtDjlMxKufePYFnO9NoHMbefBffPp35bSyg5DtK5lGvaAkZAkwbKe54M8ZvpPJMTU5KSnR/j27pMpUaDcJ2XtoeAS+5RUhwBFPfc/b7sTo8JCgWSxMcIHZ7hEOLQs7/2pp1OWn+2Ys9NUW4UY/dysL+/DbbkX30Li4N18oivxsO/Y31wpxnu+bFlCvVYnMA98ZAyoiWSQ/EphhWZM0KuIL7BO+5eB+BOMK/OSXT75afarGoteL7Jw8IUOSdcPrDz//N5sXuOPlx4W/dLb1AtwLc8KzzbEn+oJYsmLeyP/myZ6cSuwkbboRx06fQ7pej8KsTKk+sZeHXCeakJUYYDTokW1SY8y1KBQVFt2LCwsQWyFRXSddfI+/cCXH6q1aZN7nehZ6K4tLGpRncVHkL0gTeub4WWF/lmRnCu+qtr4BY0P9Qppnejo6RjalSurVtIQkJfBn7J/uHpuR1pfy0hJpxG/vG5aCCSUm2BCwd/s27GhuFP/sck5eWQ/+1t8/gmxrhnQznDt5DAqlSoRYllciklgTHGCBnwwN+lPyqpCahmdfOSP4dW422100yNCrBCihmAhTrsnJCSGKsd+JFFNWdEhUJ0GcAZlGZxCO9Ff/KeEz3gr/fKMmeyuL+7N/+mupoLGE99SLx5FttQg/zeUNCvGeBIuCvFxB05iJsLFghdTj3DxJc3hyrZkJwkU4noqh4WFRDmChgdIOdJMsoMTW1sSHE93iAdqzawfmnBP4zi9f2HyCeUNynrc1NkrxGPEIYilKCZB8nlcB++i6tHIQvWIzFvnJFzs6Yc60o6a0QD6Q/GZio9x1JPHxRLPzjmVDuy1T2jFZX2bHAUVIVuPr2NVUj/Md3VsuvF/PiXutjXP5Yt1IKTB5jzt21qC6ugbDY+Oora2RahCJi4QaCQwdO3VWyqykONVVV2J0ZBRpiIpKAt9dV1e3ZCa8yJC8/cgh9A0M4szFLslIqEHCTUE+dyUL//k5OHuhAy+fOA2j0YQlnwdPnUi082744PuO3iJRHQv/7PBjaYphO+UHnnnuOWxraJA/IEeLEgb0n8RLeYPgahTjA13CMVZq2Jm3iIGhYemzIR+LgiFcSKZY/Fsm6uxkIDeazAYS/cj8YLjPK1msfitOc/Ie11rorZzatx9sgsFkEfkJdkUyG2EdvabQLo3fVB2oKCuRKHfXju1yAMjSGOjvE3kqdi8GAkvIfDWw3dZYn5CB8AWREl/F+d5RTE8nasAtTY2i5pNly5R+so6eAZw6d15aXR96xwP4vf/6hc0L/KXPfQauuTnplqMcQFVFmfCc6bgZDLBZjDXWGEnp6XohfZGqs7waw9iUS7Qh2MNDZQCyCzRqjdyAzV8tu/bI4jLKI9LFz6R/YT8u+39ILmf7id2SjmBkTQKOR77942tZ7Ovyna/3oa+1yFtZ3E995ANQp6xh3949mJ1x4vnjJwXrJk7P8h4vKvA4XQnJC75TlgDZ+cAAyaBR4HuPPoGdTXUS0I6OT0r3I08s370u3QizToX8wkKsvaowwOB2W2OD8KfZDeGcmoLOaEbA68E3f5CgIW+c4A++620JwTPClUYjKovyhZNMyg7bH7lQNodDTpnZoENhUYkUILgpnn35hDAP7r/rdmRlZeHc2TPo6O6DVp8uEgzsBSqvrMTc/AIydWmip3XyxHH43AtSDx0fH5cFTtPoUVFeipdeeB4X+0aEhfF6fOibaapf7yS/3gK/446DyLFbxQLxO9DisbZLaYacnBxBzlh/ZksL22DZK8WqD4sHLAsGIinCupycdgnjJbayLPSdgZEJ6ebk4pKIwea+xtoq9PX3Y2piIkG20KnhWwpiwLmA0cF+3HXkAG45dAALHt8G3rCxwJ/++MOIhENCe2V0S9iSpSqaay40Ly7sSjgi+SyvvNxcZFqMiEdWMb8UloiPYTplBuhnT7W2o7C4GM6ZWbjdblitVtmd2Vl2UahhwZsfxd5Wg14DR2YG8goK5fOjpIO86hK+9q8/es2D91Ys8mvdnPh967lW3HXnUcxMjgkvmf1XBlMGLnZ2o6+7U/wqe5L0aqWYVpOZrawzyC8oFP7UK2cvCn1YkZZQ1qurLsfBljrs371dFur46XNiKUk7ZkcjGRvsPmStm31XdIsjcwE8//IrOLon4Ub1BvOGBdxY4Hfee1TgRxaO2SoRj6xIlEeeFflaFA+LrqWIwFdlZZVE00yd+DfsXeru6hJ2R3q6UU56fl6e6D5FonHpE+7r6UJlWan4FJa6iIZRLW/vru2oKC2GTrEm7ZVsv2D6Ra41/T37jkeGBnG8LaEm81oXFzp50m7Gol/LLLOjgc/HFhU2uTEWcc0vCJmuvWdAigAUdGFbDDs92NbJTkDGLgSHmPP2D49jbmEBfeMuuGbnRYmPVi9Tp8Tc9CTSNDopPDQ21EstQKtOk4IJSXbUA6FloGzk2Z5RUSL60LvuEciTjXJXNJ898hefEzyZV0VFOfa2NMgJo8ILWz46OzvEPFMjgjmwikyOONVkFNJGQVPMq/X0SXhCMZSVlYkiHmk9LD+yfYMm7MjuZpTmZ2Fgcg4X29qERsOWFkpHaAxmkSVkZyPbRMkjZmc7FWdYg+4enrimX778F96Mxb710H7UVxRDEVvB8VPnpBmeshZH9u+Rtlv2dZ06dUpMcEPjNmjTUqDQGDA+NoKxkRFYzAaUlleiqqJc4pElrxsTs16pAbx0qhXp6Xrcd8etWJx3yeHg6WYPE6WaaLYZtJIwLxplC26E11IRD3pRkuuQfLqpvhqf/pt/2eyDdzU3ilQDITVymtm9znKVdM7x2Kcb5GcMlk6dbZVuQ/KiSRwn4M0c2TU7J5E1O+IWfT6srEZlN1NUhe2VpJ0Q0eJnsIZJ5CvdQFgzhMGhYTz17HNYVxskmGMNurggV3QiuSt/9vizb3hxk3/wZizyx999j4iwjUwviDsrKCiU70wqEL8nZR2y7TYszk8L37ywpAJDPW2wZeUKaZ30HFpJQousCG1raoE9vwQ/+OGPkJVXALdrWgiOdqsVs1Qj8ngR9C8K/kAsgczVKJTo6OkTmajailLpmqR+R1Fh4ZUm+iO/9T7phPcsUItqWmq97OYjUvL2e+9Ebna2LDa78tq6+iS/5dXV1YXG2mrU19YkJAADARTmZkvwxRPPIgS74NgQdfS2I7Kobt8SMq12+BfdCK8E5YUwuGht78akcxpV5WUimuJc8MFiMmywE657hV/9wxtd6MvN9h9/8O0Sxc7Me/DLp56T4gwRKF4rgSXR9KgqLUBJSakIknoXXPJu2ePM6hwvxh/kwnmWw6L0U1vfKBbx4oVWVJaWoLqmWlzjS8dfQVVJIWwmrfT//usPfibsVp5sapGwMnXPPffi8aefQd+oU3qbef2GdHfkED72wfcIYf1ffvQYTpw+K3kwdadIz2G3GwOuydl5QV92bG8RGaKOXjZFe8S3kAdN2V2KtbAyRTFSakEykiytqJK208npWdHPePg970I4Gsfc9IRoXnjmZpCqSZeHInGb3e/Ut0h2ql/tNF7LT76ev77ezXL5PUmBJUBEgGdkcho/euwJUUN47323oiTPIe0/BCWeO3YKhcUlIl3INPCZF4+JlAWVBthTxB6pnc2NePbYaYmqzXq1RM5jE045WExft9eWCRxJZQS6Tjaps2uS7A/2DC8GQnju5EWEI6uSxm5aYIbYJSXFktIwEpTy08SUtKpE1yCBgdfnF/Odn5+H2spyMR2PP/WMaEjpNSqY0vWS85UUFgglVVoZF+Yl37PZ7FhXqsWXE5EhCU6EUsJhBJb8ePC+u0Xij/dxz89flen4RlpFrrWAN3Kar7axnvr3byAc8OJMez++84vn5PZEpSg4QxUDUo9XAn7xuWRF8qSTJUNBNCr9sLWHyBQb5chaLS/MhsOaiZLSMjHhZIayJ7um0IHgagx79u7D+dZzIkFBcRcSH8l0XV9LZB/U1tq0wJ/88AclIFoOBqUuyYusAdZ/CbGNDw9KPZgBEQnwVFjd3twozd+Dw2MSJdLXcqcRWya9hFSf6uJEh9/wxLQUK6gsx91OzJtd+MRr6evZS8TCd1Il9dIF2spiXM9p3srnvt5Gudo9CflS8omakb988jmRaODiEpYkBu2ac0u+S8UBirUxHqHffNtdt0tqyevxZ16QKh1pyXzXY5NOPHHsHPJzs0Tglc1ryz6PdHoy9Xzp9AXpbKDyQvK64gR/6TOfEHGTWHwdy/5FDI+Myo6gcgx7fxnosK2Ui332XOurIimZ0ld7x+GDwuagT/3Z48+IeWXvKpN6qgQwjcgvKhIwfHJyEi8de0UCBZog7kruXCrlpZvM+Ouv//Omd/pGFuF6Fpk3eyP3uHzBL78nJZMoy8SGb0K2Docdp86eh8ezKAq0RTl2KTy84767pDZ8vqNH6Dn9/QPSvyzyU7n5SImE4HHPQ5tuQntHJy529cm/k+0x5ZxGZXG+IF2nL3bB/6rSXfLZKDPFQHXTCf7G//hzDA8NIjvLAXNGJnxEVWJRjAwPy3EnokLJPKrL0hxY7XaY9FoxrwyS6mprsRqhTEMieOjv78fB/ftw5swZOck6ioupNaKqnp2RLkzM4sJ8UbqhWMmX/+n7172w13rp1zLXN7rI/PvLF5qtQOysuOPgbimRMo1iU3e2WSubnqCSzpiBwdFxcU0WoyEBZszOY3RkRLQoyfygdBJbRsNrSrxw8hzGJqeFVUlaDjtN2vqGRTeMmteXXlec4P/1lS+gr7dXigzEjAmPkdTFRJ0X9TsYUJEfREWag/v3Qq1SS/8q2zGpcUXSHR+Q/373nXcI45I1ZkooBTzz2Lt3D3bUVyIa9ElkabRkoKe7e4M/9EbN8hs1n6/3+zdyiq+2wPwZuxqby3IwOj0nxQe28fhW4oiF/FLTJXixMD+H/Tua0NxQg0cffwZHbjmIod5OKQ2yY5NFG5ZbC/JypCWI7k/q6F4vjp3vkd7s5OImF5ozKBiobTrBXGCWBtnsxFkAYmqMevHB3DHUoZqemcX4tAtT07MJmf/VqIAX0sm36JWknC2jJAWwh5gdcOcvXJCggOyEfKsBe5obkGHQSPM1m8g/8YV/vGknN/lB/xmm+rXuzZZRj3sBFaUlCY1Ptxd1leUYHB6WoSIT42NY8C0jOzsbq+FEUWI9siL57qF9u+V/h5d9AvFSDI3Vt+dPt8k6JBc0OeSEv0vSxW89eCf+/O++tXmBf/Dtb8gPnnv2WXH89JdUzmFYPk9xzZFJaYlYoUpOOCRN3pTfY15LiNHj9aOmokRCdirFs22FgmdDYxNSxKD+R57dgqnRIRzY1SyyEO//zF/9/2Zxkw9yoyf5aqf5W1/8I2kKY2rDnJbqPDTBPAjUzF5dS5ECBVuFyPBQaPRIjSZoT6RL8Z1r1SqZXUH1AsoZ8oqvJyJmXhSSLcvOQGNNOZqam6+k7AyefUFYFxQJ6xkcwRNPPSMFAna7sSGcJpsPweZjhv5UGmeeygVmwYDIDftiGCGyDYNaVuF1hWwErVYrTWzsFaKp+tq3/v0Ka3mjL/Z6T+1rme0343k+/3sfFOIc9TcYlFI9iBJTFGf76S+fFNDiQGM5ygrzRDSGVJ6VKCeoBNHVN4QXTpwVmahLF1aRkij83H/bfmna16sVohT/O5+5rB5Myk5+tmPj+1JpppcyfF0dYkLYtUBJhIS6q0JuysIEBdOo+cicj8EWw3rCkJy3NDO/KH65tKwU3vlZQaqIYl163eiLvNqJudqi3Xt4r/gqjsQ5eGA/HvnHzQ1nV/ubN+PZirMseBtx5qVl7Nu9Qw4I3RUpO329fZjzLOKD735Q5iLxQBUVlwpQ9I1/+wFOX+iUPPfyBWbjODdFU0sLTrdelLrwFVqVf/eXn5fv6F8KCHuPUfO2uhr87FdPitYGTyZNCgv+xKuJk/YPDEOr1wt3SIE1uBfmhcXQUF+f+KyViMgukTlILafksKabZQ63empJZvj+Tx+TZi3mowXZNnEfP/nVU691gG/qJrz8Odmg3tnbh9sO7Zc5EmajXuq/VNA5fqEbqetxHNm/W2BeY4YVL56+gLOtF0V5LxlQURKRXRA0yUadGt6VuCBhvvkZ6Qu7QoSFOlkkhVGqn+mLQqVFdD0FF1pbRdyaxDrizVRTF/sfS/CmWflJKs5SbZ2hO7W11LpEdYmEMEZ+Q6MJmf6bsbhbXVjeq6m+RlAzpn8shjBuoLhbpsWMVKVqY77QVlb6Rk705c/8uU8+LFUyAj8MnIgeUoknsq7AEy+dFjU8oooX2zvlxF4aSPFZqfjLZkGq7r7zntulNs/r7IU2EUv700cSwesGFv3Q3YdFCzI56aSlsVaome1dvYI0GfUavOvBt2N7XbmQ2CempkTxlKo6ZOMbzRloaqhDR+8AVNp0Kf+RB02Gw2NPJqA7Xjfykvj3W11cInNzswl1WcpNMCIdGx1F67kzEpBQEFVlsMButSC8vITnTiVIate6bubz/+rbX0F7Vw8WfQGRmyClli0oDKio1kuN7AWPWx7p0lxXq0zFxx9+LwrzsqUhfGhqDo01FcJDP3/2NHbv2oW//Pq3Ny/wA7fukWESNMVuX0D4tTNzbtkhlPVn6kTzQNCCfpZ0HbNeIxRakrnJVCC2zBKhTCzzeK/gO9/oy9nqAn/hjz6CDHu2BIHHTp+XmYzMCvLMGlGsvfPWQ6LrdfxcB4qKi6RqRhHwR587ea31veENerXvcHB7PUqzLCirrBYJxY6+QekuJOybvHiKGVCxmNNSVymUn8aGOjz1zHMy0o6KQQRSuF4UU/vn7z+6eYHZ4X/ybKu0SJBZTxCc4qEUByEnmmkPsVOiV7xoimliWDWiyg5LWKyHnjh5Bv5w9DUV7K75Bl/nF7ZyeimJ8OKxE/IpHBxFViNBBU4+QciL33v4IeSVVAjNaKCvG48+8TzG5pcE+iMZPdl2+XrP+WZsVCoNkgXz7PEzcHuX4FsObjq1XFxWmKiDzUreMy8dR36WXQpEHNIx2N8n6rrMdliH/t5jibbdDRP9/rcdlbIXAWzOPlqJxCQoIXWGx5/zCGSYVSyCinIqqDqkrvm1r31NwnvK8ZJxQJ98s7v3trKw/DI8CXt2NIkSDQONRCvOedHqYnWspSIPVaVFAr2SpEBJXp/fD3tWjqjeyBSVWAzPnOvd0j680YW+/HsxXhifnJZyX/JKmuaibBve9477hCDwq2dfwqJ/WYoPIvKWmoLGumqUFReKL2bf8BWDsShcEgxHZO4RJ4nwqHPABIXCKgpz5H5UeyHboKaqSmYPEXo7dvy4jE6NhMOIrq1jx7b6Tab5Rl7CVheWz/bHn/gI1qJhuOfnROORqRqZnsWFeWjvH0VwyS900t0tjbj36C0YGeXJzsRPHv0FKisrJM3TpJtEuuJka9uW1WZ575v1HY8e2itExUvTIH5+aa4DD9x9K9bia3j5bJtolb1y5rxwtHY314u0A0VZCFAVl5ZLjv3Ohz+++QSThcFaJStIpKuy05z1Siq10x8QV7XZMjE4OITWzn5h+rEuTHl5svDJ8kvmXsndd7O++LWOExmhTuc0BoZHhEfG+IGpw/bGWnjmXILp1tXVCiZemJMlG/GXTyRm+z383ncj15Epijse7xK+/Z3vijB6TWU5XjzTdq1bb/z7zfyu5JjzolkuLy2Sg0W8gUPBOPGFOt0Dg4NgUzsD3clZd2LEYIZVZhty5CDH8G0y0dQpJgjB3IqMA8rOlxflSoRJ9ESrWIc7EJbAasfOHeLs7fYstLZ3CsMgKfrxVi/uO4/skDQoLy9f+pR/9OvnJOjjF6ZIGEuRDACra2qxHPCLKBu79UgCZMPcfXcdFYoQr76udpw9d07E0Sqra2XiyVf/7Wf/KYtMrlumxYTKknyR6s/NyUFxfnYCCrZZE9xoDpG22wVgopo8pa6IRXAE4IW2y8bLZmZkCLtC+ELrcYnEOKAiHEzMyeNsAE4uoZimKV0nBXr+jASvyxvHbuZuvtbb/dp/+12pZH39Oz+RHma2p7LExmoL+2Y5NGRkZEQWmdjuky+d2tjA/J6UrCB5jsD/H334faI1Reyckrxf+Ydv4nTnZjWAaz3PzfzudJuk5TAFpcQS0yCmqJzBRLfJeIn+l2vBHDo/Lxc7d+5EUVHxlSaaZkFFqYbUVOzf1YTqygopPrMgz6EZVIsjYE5qDqeBIRaWklay0fitPLnEdP/iG9/deNd/+tsP4ImT7TIxNM+egW1VJTKljSwHwqgujx+u6Sl4g6siE+hfWobDYRPmJqteLMyT5jvU141sDo9eXEJ5QTZ+8uRvNKtJck+mHm/lIrNvmxaHLEzKOpQVFeCW/Xukn0nYmRNOSQc5MOvWI0ekOYHx0xX9waTNJkfHkh7LiWFZ2VnSssIolPQd7hZGyYw0aSYYkr9wMiG4dTODjdd6ga6+Vvzsh/8ujecBnwd/+72Ekgyvj7/zqDAbKChGQRiOC6A8AnH0paUAbtvbLANByI7g4jPV4CSZXz5/QigwROYIqd592yGMjY5sygTovvY31wiJjs1f3/jxM9da45sWeMkQEK9X1HMHBgZw55GDIuJGlGt8ZFDAkBdPnEYwHE2QJF8d0/vYC6c3++CS/GwJrriALfVVMqCJ84QoNKrWG6TWSxvPuQMEDSh3yxfz6FOJXX69pmkrkTKDKOpTUP6IDEM2d/V3tonu5Jf+OSFN/Nv3HpR5Rhxifdu+HXB6EmPYSRRkescp5Z7pMVzo6se+3TsFlqXsMft1GVw2N9bLKD+r2SCVsGRPVEVRnqjZb99WB4s6Rei/JBlyvuFW0qkbfS//8rdfEkSQemXUyyJTpr66UoCmRY8be/YkasY+j1vcDTnmFJq5Aqr8/YcfkoYx7gLadxb/NansLEhQWWNQyg1o1ticRlY9g6skqH09i7yVxeXncng1XchqKCipGecEcuAFBUke+ecE1ed9dx8UXS5ON6NmSDxViQvtXdJCwvSP0hMk5FMGilokrIZxtzPm4PCp4hwr1DqDtH5GlzwbxHEifO19I6Io9zvvfSduO3qH9EbPuWa2pDNyo++FJD6+dxZx7JlmnDpzTsq32xtqoNWokJ9fIJJQ1DQjr40irGwySAq8bQAd773/qNR0OZeIvpbmmMgOvzAJcmxKbmrZLuKjJKcrU1NFmfyL//DGdR63srAP3X/XpmoP+6MYVLBDsSDHjgduP4C0lPgmnckffv3LmPYsiXjqsTMXpLy5vaEanf0jUmQ4sKNR3AqZnDNuHwYGh5Fjz5Bx6gRF+H3ZSvOvP/uN6X/kMx/Fuc5+8XXE2hmMNTc14iN/+NkNM/2et9+9pbEAWznNl7+bj37gIVHwbevoQl62XdAritERh+AcRGYL/NkrZ1rl2TlAhX3IV2hVsg2SL5CyfwxW1l/tKCTozS/G4Ip4J0fVsHrUPTAsuS9FSb/96G980rW+xFYWl2+OyBrZmZfOSPrcH34MaVq9lDMp60QKb9JF8G9YxuTFUW+coFZfVyfzimlpeCVppgysLnZ0ieI6pRI4OLOmqlxoRSTdXzp0i9LELLxPTM+i9WKbqN5c2gjHuctUKrh8uMhrOek38n742WTRRFaWsf/AAckKCEfS7XBeIjnUw5Mz0gjIQIsLzuj/5JlW0QbhtXGCqVU5PjkpgxnHp+cTQqNKpdh5SvGmp6XICDaKjjLipOwth1Ux/xqdnGpioqEAACAASURBVEHrwOTGd7pZBPXfec+Dm+QGeQNWvUj3IbeaGDjlEH797MtybwaKS75F1NZUo6muWsbVdLa3ico7UbmJmXnMebyieUH2yR2H9iC6soyOwXGR/2dOyeAxOXKAPdOL02O4647bxMTHwsErCIIMwK5nDM+13tGH3v9uCSY58ndPU61MKiWnms/IaTa86HPJk2MZNxAKSeNez/CETLbhBt60wOW5NgmgCFwvBUOJCR+RVeFD8zSzI9CgVkhROi/HId1t5E6zh5hTQJOj1K7mc7Z6aq+26ym3ezmlNvl7POXsvkiqxbKmzZkHUt40cTxQEBoF5JSyfYQtNqfOteH5s53CpKgsLcS9h/eIpfjpky9Jgx1HGrR2JtRns22ZyLWZr0gFk/enmsHlDJXXOrlX+/nli3zpe6JEAyeociIpW2jZsci5S0yBLAadzMAILQdQVl2H9vZ2CQzZrEerxMmvV6jN8kVy8Ab7arj6VGLliyLfiqbt3Q/cKxPBWFniGDijTiU0kxnXrLRW8Lo0bUk+/I0sbvKlUB09GS1f+qJ21FWIUExbV6I4kOy2r2vchu6Odmk9JeWInXhsu2SvLcVheK0iDSOuRZTmObC+GhRB89LKWszPuTbM/tE9jcIhSwqaXHrv/CwbpmYTo3Vv5Lrae3rHXYeFIsuLC0rIuKigQMbZU72I2QGnzVG7knIQbCxn9sPe4adePCEdJleozRI84DQSUmAZgEzPuIR7Rcmjec4CdmTi8KEDclOKj/LfRE44TSXSeuyeY4Sb1Ejkg9+MxeX9HvvmF2Vx0s1W6V0izDgyMY3JmVkYMx0braW0QnqDQQIptsvEw0FhMjJI5EyhsoJcFBXkyoYk0+T7j78MpUaXULBfDQvLg9h7Erxh4ElMNxxPTCVvqasQt0UiO9tw2noT43Zv9Lr0XXEkHpE5jqsl5Gq12mR4JheTrS1kuLJ6RxCKigIcY08xFp3RkpjCHo4KDeiKevDnP/VR0SDu6B/G+Ngo1hRqzC36xUxz1E40HMQd+3fg0KFDcnLdc9Py0snHIqIy65qVqkyys/xGv/Tlf//1P/8DlJVXSPeFc9aD060XoNSbhYFy/FRikgsjb1JfXj7+ivgpVrhIVsh3ZEizOrU0eLUPjAtRgSR+csxIKGReyxIcX2IyiCIi5vElRD95mc0mETmndliSWH6zv+cnPvgQGmsrpajA/Lf4P6BgDkq5eO60SAU3b98haRJFYocG+nHn7bcKqMN2XUolr6wp8aOfPXZlPfh/fyMhfed0OkVVnGo45CyRPtI1MCLmWqtcTzQ3Iy5oESM5skD4kigwcsfh/Th3sQPfeuz6Bk1d62URzCDQYLZlCQq1FAxvzCbg35oM1LVWoLm2AmvhZSHW06eGouuif8GLdW6e6Ng6xA9T8JPFfg6wjKylCG/r0iiaqvGU651wuYX7zVJesi3kWs/7Rv+d9WDK9/N0Mp+lfDPxfpuNlmsZJr06MRlHpxGNSo6hpdYHe7K5oYkTsFGcaVQyqt+IornA4xOTaO/pFzIdbT9DdFYwKGJG2I/NyyuxNZg0SpnbwAUWxuVSEI3lBTJPif00V/OXb/TLXu33P/LAEWkKn10MXGEeWX3hxQXId1hxy75dUKeuo72jQ3QvbBaTTP30h6LoG5kQQIT9yfk2M2pL8yR4ZAluzheUz7m8yECgJVl8f7MW+OH/8iC21VbJITrX3iWCrl7PvOTroUhc2DMH9uyQA8V0dmpmVmILuhguOskOFHUpysvBD36VUETYWODf/9B7Me6cgWd+ToYcE9hmiyN1JrhTKO3DSR6su1KygOIsLEAQNQp4F1BeVCBiXqvBACLRyKaA62YsbvIzDu7dvWGSL/1cojfkjCXZhxwewtYbVore+/a7pV2GbZicu8g2kOh6qnQ/8qQseAPy8koKchJ04ZYd+LO/+eYVj817JLv2buZ34me9/fYDyM/PR11NlagfzLpm8OzzL6C6OA+z3mWZw8DUkM83615ETm6eqMBbDHrk5eWK/idpPJw/ua2+9koTzdkGFFIhszIlTSPQV21lmfTV8KIcISNN6k1QFISbgMA9KT2kjtx5+21AJAive170oThK7s3yx5cvLEmAqQrFFR12/D0yKAnMOzIMwoSgXIJQi6JrsvvJPWNLJzFo9tzmF5VKG+uvn35BeFFv1mm99DuQD8fhG8lr565dMp5oYmpGJtjIIJRoTOIPsm2YuTDI276tAZ3dvSguLpKNNzXtQnZePm4/sBvv+dgfbT7BTDmY7NNHjU86peGsLCcT9kxLAttdh1SVCI05XQvSKE5yQJKzyxOj1WklvWJv7Ojw4KZK083e8TxNV7suJYZv5Z7cGMkNwv/PK/mz5H/zuyU75rfymW/0dz74wJ0yfKOxqgSu+UVMzi4gGgrg9jvuhDJNLaMTyBejFqVzmuqAaYI3k3tFqlFn74DUwt/3rgdkOApTxCtos4zeSJd1Oqckp6JN55hZTv7gB9I3hSNR2B1Zkl9Sw4P5cfJKvqTk/+aLZn3ZH/hNFPpGv/hr/T6jSC7C5RcFxz7w0IPSpzxErUyrFVAocfLkaczMJSxR8qQn/SlPOKtopJ6y+2/j+V+1CPw9HaenyvCqREvmzbyINSvXY0Ji7OzsFO0rpkicwRBPSRUiHVMz+uXhoSFB5Djb0LMwi0xblvzbqdNn4PYvo7K0SFJWanxfscDU6CCiQ0I4qy6kxdIMDw0NiR9meZCByVqKQkahk8M0Mz0jfTXJl508AZeeAv7bm+G3Lg16eD/2xNKfsouermZtNYR33n+3CJSdOHlSvsuJ062Ym5sViJMxRklpKfxej7SxFBUVCjTIcfRkrbCjgN+No3EpjfBmmGoWKTjraFt9DQqyrKKoTxVApkOEgy9cvCgBbl11lcgyU5mWOS6ta1VlJTzLq3jk7/+nqDAwkOR3IVzrmpm5Mshi0zebiXkKSKomHZN/xIUmxkmRb/KCaBImqC1JSWBbhiw6p2snTzBx0KQQCF88+2nejAXm4Exysegn2adTVZKPvLw8aZijTuQte1rgW/TIZE8WG8oK80Xel6PQqbgncw9CK4jEqQGmhyplTWBasz1HtDOZJnKQFi+ebGYYN/tindvjW8KF9k7RA6sqL0VPF1mVKaKAsLS4IGAS6/Bspmc5kxs2XZsmMQRToqdeOC6oFlt3t+/YifmZKWks//aPfyWPuxFF33XbYeH68LRyQVmOounif/MUMg+OxKJSmyVQn23LELyX84BfOd0qgiEUBafzZ042MjmD5WXKHSbkfMgCuZnXV/7fz4rswVe++S+C5lC3i/XQ7lGn0GMP7mrGhYvtKMzOlJjAu7gohICmuio5jVx4KgJl5xVJwYQnhOIz1LpqaW6WMfZsydleXwmlSovP/NXmRvUb/S5MSzu7ewQ0oj/lrOBJ5wwqSgpk4WhuKZpOQIdVMpsjGwGfF+cutkOtSxddLHLMiLCxOsZGfEbh46PDaK6vuXIoB492tj1TpnRyygehPgpy0WSVFBeKT6b5JrhPM8jLNbcgdJik+hrpLmzyYutob/+gpCQ6jUryZNZTyYS4mReRK9GHVKXKqNYL3QMYnXQKaZDqNtsqCxGh0JrJKGW+uspSuT3TOKrVZ9ocssiEaCnbGwktIxpZlU1KBgllFTir91KM/WY8/6c//B4ZguX2+iTCb9rWKL50bGxUKmMH9uwUMMbr9SEVawkiXUE+pl0u2Zzd3d3o6BuSw0PM4oH77hFzzjo+W3N4GJNo3MYJ5nSw4oJ8ZJgNgoESqpx3OXHyfGfCdGtV2LF7L1rPnILFahd/zeI7xUXJO6Z+Ikt1oYBfpolQ3zjHYRPKJ3Pm5u07ZRYE2Y8382LfL9MdtSJFdvYvXzgpPok6XpRHIPuCnZFEsm5pqZZbEw0jKMNFJduS9FP6Pas5XcqjLJdStI2Kr5/6y8R00Jt1ERJm7ZYwL7sQDCaTDLGedk4Jc4OB64WOLil30h02NbeIjIZCqUD8P6g4fOacvDz88Pvfw44dOwRTJ+jE1hXK+3NWBjf5s6cvo81yaJRWsYajRw6Jik5HZ5eIhzCSvueuO6UQXldbI8Xmvr4+4d5Ss5jlMkbZ/UMjouJWQ/7xaoKNSWnhmopyaXZmUYKc3l88fXNhzI+95204d74NbUO/8ZHba0oFe37f+98vMrschU5kjpJ/ORaddM+Pu9woys0Sk82Ygxzq5EWR7qXgKl545RRePJeoq96si5odlJji9G5GztQxoaBrcnwRR+y0d/eid2QSBlXKhryUTDnz+6U0y1y+pWmblEBZfPn1E0+hOC9bGu6efPEVKQSduti92Qfv296IioIsaDUa8QuEIA/vaZYJIEys2TPD0pw3EBTUh6eSY93F7k9NY3hsUiaAkzN955H9CU2t1FQpN1J1ltUm0kros4+d3XrHwPW8WFbGnnnpBCy2LBQVFYnG8qM/f0xI8ETnKBw6MDEjJHhi1WRKcHDlUy/+ZvpLQ0nO64qRX89zES0k/t16sV2mpDOwImuVF0cWcSbV8gqlqBQS5VOqWK1SYi1FKXmugBlTU0JFYipFZUGKuDJuIl3WFwhJ8HvHgR345vd+vnmB/+xP/gA//OljstPpD7RpqXjX2+6WMbG8fv7rp7C6rsToxCSKcrNFG5HdDQTGSdB78ZVTIp3LKLy2slT0J+kLWObi71J8kw/Fzyc0uJW5DNfzEvk33/zi/yNWZjVFJWq31PIitWg9EpLMgD5vbGJKYoKpeZ9wvClVdOkCX++9X+vvyG/mHEidVivFAzYMaNJSpbjBHLdnaFxcG0XObjuwC+cutEsePzU9Iyeege7A4IgcPl48vcQoyG7ZvX2bYBSMtu2UPyzMxyNfu6wBvL6uVnYIgwvWW+nMWUtl+wr7kCjizdSCJ5bOXSZ+lBQIa7GyIlEnpWALG9Fouimz1NefeLnM83ixBYYAidnqEFDlzTjJlEcgZefb3/uxADa7GyolHjh28jSyMk0SsbK8pks3oG9oVJSELBazwK/t3f0bZLWbucAcIctFJL9ZqjxrMVHF571ZnqS6PVOjnz/5nPjP2w/tk5NMOi+J+8PjU9LpyZPKkQeEh/m/lwJLAsWyN4yxDmsBu7c3S7DG5jReG0EWdbHYtkGwgDxg7hqG6hSc1qTERG6PlE0KgjB/5MtzZCTkHKgMz05/+lpGsxwdQ1PCaJRhPNOqh991r9BYyXasra6SE81e5GQf6814oe++93ZxLRwJN+2cFmbDg0f3SxDDNtHz3UMik8wTfPrMOTF7fNmHDuyXk7MS8OH7Tx6/GY+y8RlsRmfJNS2VeXYiVmnv6MLuPbtlUyV7p7iYx063yiRvLpJSkSIDx04IWzIxPynb4UDqekxcJgslGVabuFQGwvTPOr1OkC7yyjhDeNMC7929E07njKisM8UgJZbSB2oFUJzrwD1HjyQGOIXCAiCwXMWL6A/J4YwM041mGep05nybTNbmiBmOulPEV9HcUAeDyZjwzWlpYhpJLOBGuVFmBEEPFuOpaMuIfzUahy41Jv6IF3neswseiVztWdnCUOF34zNxJCtBDFbBdu5oEV7Wp7/8DzdlkckRY3A0PNgvG1prtAj7ghxntstMTYxje0szvJRpUKplniFrz9Sg7OjqkYXiIufl5SDLmimNcTzF/F7NdZW4ff9OnG3rRlf/kOTvFzu6pTuU3+0KViVn3pPzbLHaZKEJ0xEOZFfhvqYaFJWUSrF5YmJS/NnqeqoIoHGOIcuHHCfz2M8Tjp3N1mwtJfNhfmZS5Jl2bKuTf5tbXMLw8DBW1xU4sn8XIst+PH++D32Dw9f1UhkFV5WVSOfFha4+FDoyhJ7DFleS6qivyRE+DoNK/D8nf7MyVlZaghMnTqCmPsGVZiWpoaFByqEkLVC7qr6qHN/9aWI8zRu9OIeKjXCMclniKyspQlvvsGQYdIVUStje1CApELU6I2tAMOCX0iwxb8Yp9Lt59kxhbzCzybCY5HRTL6VAxMDTZIwdm90ZW/AaHJvCk88f22B6bphoDnWi2uz84pLoU2qVkKkgWWb6iLgAAIw4/WHWI70yLZNoCnPMwEpUsFyaY1I5I5GoPBzzTT40p6IVOcwyQpVXaGUV57oGoEtLtFoUZDtk2khyzsBWXyaxXKZvjJIJLRYWFKCto1P6k9hL1dLSgqdfPI7wShg7akskFWJFjLucFTLi6dQeoXnkd0s2vcv91+KSAWQ7bLJQP378N0Iy13o+Mks4MfRTH3k/env7RfrifFe/tMaQlmxzZEkwtLTklwXmENAlnxc5ObkicUipflrR4Qknbju4R36Ho+yInS/MzcoASwIcnEhH380JNlTqIZoVQ6oAVVcU/P/iE+9Bijpd0CvhQps5g2FW8F5ioMMjIzIB80LfqMgQ2Y1aLK/GBcXKz7YJc5ECLPQxJIOJUFpoBUcPHxBFt4sXL4pf4SL7gxGRD2JQQLY+h2Op0lRSkttKYxdfMEts9PuMhtmsHouviblnwEEmRCgYQGhdJcABX0ZTbaVsOuaQrEbNLyxgPUUhYqB6U4b4MI7/YXm0tCBbZlAQw6beBf+esOVWRFq+8Tdfwpf/+u+EEnTLgX34rXfeB5d7ET/58Y+ls4K91yzgc84Cx+7SFPMZGegxeCL2POfxY97tlmfgVDOXc0qIghyARUL/6OiYCMbyvydG/7/2zuw37vu64pdDDmeGHHI4M+RwG0okh6RISqJordRiWrJC24rcuEmbtE5aNEWDtkje2of0IUCfij70oUtaBGjRBmhTpE2dJrbjxFscS7ZUW6Ika+G+78twHZJDDskhi8/5mXQdB/0DgnwBwYJkjub3+273nnvuOf1Slad1dHCgXx0agUDBfnfG/g6mBwcUCts5Ou3oeofhgDsInQJ4/SRTaRHHIadRaICB2NxYZ6ea6m1qatJu3XtkHQPjWuAQ2ZhceNNT8TlBcHC2uCeWk5vm2Vm3P/rdz1t336D4yyweovSfFyf9RbuFYAq+NsgT7mLAeNmuHdvM8GgnwjpEJQ5RE8bQh24yqxtbAj2AWiGxU2hoqK/TPQd/emR6TrJEjx05pC4BWkbYWaeaGuyZp9r0WccuPvv/bmAkIf/5u/9t//CP31bfE3TjdHrbvK4dqy6PaNGsJlPW0dlpg+MzdrS+xp698rR4Y/hXdHT16J0iYQiJHQpOrKTArlxulQkWJpUoxmf7cm18akbq+XleR8IZ+WJAJyg8Q5Oz+rP9CUaSnvHmtRt289YdOxKLiiISCBVZIrluL/7oVSsqLde9Spsp/kaBPL/VVVda69mTNjoyqloy8ggYexBJI0lPDgwcOLWUtGvv3LBMj898Xp/9/m9+WvmnZHYzM5TwQ6VhdPcP2QtvfdSW+n/f6ONNMcnYM443xLQb8ef1etwy1RoZn9LV0XrujHYGeTv9RKRrqPht7rrEHoUtyvGL1CLiqsjq94/PKt3D/w+iORE2pVM8GJ//rc8LN2bUnbn8iUn+qz/7miBTLNkXNjIkPdjZO6BU6HBdtV25dN58WRmW53OLhUE7KFE09n65gbDiHwxQ0PakcxB/YQayFAAzDTWVCsCwvAMaxhmO1lFFz95snWJtl1qlKoS4OPSqj03wV7/4nKotiS2XCO60XBJMZeym7amnn1FoTxjP6jhyxMlr792771SddrfsG1//UxlkudPrikQ3NjelBY26O0hWYoNf20LGOCpXlhb24cGjdZVWXVqoIgBGFYVFxWqE6+zqshdefk13FOE/wQmnCrEBIMvj51qkyAcJoXdg2L7/4stipXCkMphUmJVcF6UlpQogz7a0SBoBwVVSDY67W+13VO+2rZTVxg7qZzH4gqzQ2ee4l4C506dF4YLAs/FQzIoKC+3N6/+j1p3Wc6etsdF5L2hkb2d67V++8z1b31i3ivIyw4aHNBSa04FoqVI3FGfz8guUXgIWgZ0jV8Wz4mqGsScqQQcjQTvW5ABOZAg04Hv8BRI2fdTRaQtzs+by5IoECc+bOOQTguCQxmm55AUnFue12mlRpABNUv7wwX1ZnZaUR0X4ogZJSgSFllJjKJBrsViNXjBXfU//kNTM0afsGJqwsyea1bm4tLBgZWWl4kfxGbOLCdVw0aLAAPlq2yUrLY9aKjFvPT29Ooboxzl9vEkKt/CTunsHRNB/orVVJwanCmA9RyrIFRRY7tzE/IzFYjHFAr0jk0J4Hn/8cZmJMO7evqUsgNSDk6A8lCvBGURN6irLdQ31DY1JZwsYMeD3qYNvdTGurnvMNgjEkO0HoiVNo/vg3PkLFq2osG99+9/tuz94Rehe9YGofeZSi83HZ6yoMKTPYhLA6MmPZ+Pzkutn8ZPb7royrW9gSIsVp9a56QmlpCgQbpnbvv/qz1Qjppp3qfW8UiOUCRnM3177zUfehV95Xup0nT19VlFZrbsCrJY+YI6vqmixedxulbhYPVJ2X12xq09eUBGddhf+kaJIxEan4pLqJ1UiKcebAQru8tyMBYvLhAdD6qOmHCgqtdffuq4FRX5HqY/dyb9JIEIgdfp4s1gMtHAgvwsfeg1rvDvtNjgxa+5sr51sPmpsXPJgtDZpypqdnVFj1vTkhF5+Z2+fxZeTulbis9O2uLhs5dGoJiC9nrDG2iotKLStgQDZQSji7Rk18/IAawB/SioqFd2yW0mzOIo5csGZg7RxHojKsu8v/+6f1AymvLv5qNWXh+Wuji0gpIo1cIBH3foM0C4yAuyLIFGkVpeEJfB34P/EKJbpFtdN3RvZu3Ko4wpigUOQX01uqO1lDwren2Dw2x/++DWz7Fwpj9OtgGwh0WZ2Rtoaa6uVBrHasXihOJ0XKjK0nSBeU/8lAi8KBeRBDBmAyBkmJkEZHQIXL7Sow4/iP8cQnhCzc4tK/qmA8BC8zAS9Tq5M6WVcvnBm3/ASXD4UDuthKOkNjE2KHA7ZgO8Axru9kdTRSyDC8QydlLo0xQToLt0Dw0rNqFFHS0ssvbVhJxprVHNFuS/Lk2Pvv3dTC5ifY7IxAguGwvp8ctCO/lFBtHhBUWjBTRTuFCcdrBAieqfzb8qGJuP2DobQNM77cxVAUUaFrbq0umHzuK7AQ7dMXYlVFWWiHJEn01SgbsLUpsqEL7/yYwuWRK2hNmY3bt2x55/9lJVHQh/qiaZ0XBdEykUx2mur3Z/gr/7O5yQZ/8bNO7Y8H9dxwcrwuHZUimJ1WXpLlqZ7mDK7BywU2uzK8rJVxWLqKKC4TjDFi+TOQpIJ12pfQaFKex19gzKjriwvtnwfk7OqCBNfgp6+ARHSOYJJ0YYn49KfyM1xbOah7UITYjcT/KDvhXEmLwziHNDf6kpC6nWopfcMjQlTJ4V7ouW4HW1qUmpFjzEFciMTOFKv4480jpOGceb0SevoGdCOVX3b49ZO5zRC+YZCwfj0nEqgqB60HKsXiHLyeLPoroxQvl+kgWvtj+x7L7/u6I8VhezTT57XLoMehPALppW1sZhFIkVS+GFhwqLEJyOxtu4EYGaSLbxx56GAE3L3k0fq7GCJ045TXFoms8zygzH767//lt1o/7l6MLY6uGHe7xtxjpvtdamfQhvB8JAHBHOenZ5UULHXo4qn7dnTJ20lsSQlcyDBULhQlQ7A9VPNTcrp3LkBTTyBAVJAQKKwRE491iRD6umxYfXhdvf0Kf8+e6JJaFrv8KRNxBft3XudluPLUYUqGAoaBHiyA5zVgn6v3e/ottLCAt2X6VRSKRI9Ve4cxyyS3Qt7cXRqRsAKwVQisSp79PjcgtI0SAx4QKFxHYyUSKyFvL6uJmaT8UVVxnCw2Ydx3VmCE0fHxmXeTPWHa6k8ErbFubhgUO5Pjv/vvHLduofGRA6sLI/YE6eO6Zim4Y0iDYOFSmMbriv0ILEw32u/a978sG0lly1UUCATrEAQ1K7TyoO52iCM0ugBGYdykjWfOmtf//O/+HgUjSYTgQNBD+B4Ub5Pkj14AAHKs8Jd6ZSld8yW15KWl43yaY4otLkelzjS9NUwyaNzKza1sCJG4sTYqHBY7jMwaIBzihl7DqN8i0CO29pajok+AxDCZzG5YMc+f4HdfdS1T73BlpagCjSH+mf5gUrLc6VU/204VGsXn/yUHTpYar29vfbOu+/awmpKpDnaWEiBGPghHm44JLUCJA1HJufsvYe98jYiYOLzhXIlEjo2OT36B0csnZGp4xOhbkTXGARKBI/uLLcFaOXMzxOzgp8lE4BkIIRp12W37jraz9CJv/Rcm05GbBPwP2SgoEDaRr8ROH1tbZ298OKPdA0cbzqs94vBSaiw0Pz+PBvo77OL51ucDv8saEeo/AXspVff/KTi+5ULx62iqkayQ+nkstHdDqOSY5hGr/bbt7U6KiIhqz1Ub56dDR3J7BruTKJNyow4orV39KmYwG47cqha6ArHOkgNC4WqB3cRP8dxS2ffgeKQ1G1Dfp/VVlVoV9GtyKnCvUmNdGh41ELFZfYBxo11dXb7/iOlTECRMA2/8od/bM1HGtTP8zd/+01r7xpWqZOHx3p1PeUQyAnYABhgihYEsFvftNnlpLjTRK252KSvbwo0UAFgfV0Tee/BI1teWlYLKilTcTioHZuVTumuBU+mgY0yqY7VnbQ0uXA+Y0Az3pMFjoQDdvXiWVkAsgDudvTJN4ldS7YC1lBZVW0bW8jf7OrnuTa3N9cl5ZQbKrb+wWGRLjo7Htm5c+dUeiQOeOn1t/cF2D9iVbaeVg61lnS8BLEyXUntqA2F2i7HLR4+6CbWVFfJaGMxPq0JLSbsz/OrSjMwMWvpTCdJR8UGvY/4zIzEXCjlwY0iWIHMx27mjikpDCno2bMOIJArDeVJEXZlYdZ8uXkyDNGOKimziTGHAQn1Bls4XipFgtUtxwodu/NgUbE92XrBpkYHdVwTwUJpGRsakGh26ohOygAACF5JREFU45GjijjpWaqM1dnU2JClXR5lETBC73b0KF3JznbLsJrf80LZJXCY/R6XnN7osiQu6B2eEHCSHwjYBw86LCPLYwG/V89bE6uyyxdb7fq7NyV0utd9gfJt06GYFHzgtK2vJaysolJq7sC9XBlkI4jNMMrLo7YwH7fFxJrSOVpnU9tpyQ/TeQLHmg5IzET37Ar2J5jWFWT4AStcO1uC6ETPTCQEeuBsXVoW1e+3tjbtg84+QX0k/PNzc+JqFfqz1duTneOX2jq0HlphoiVFllheVisk7RakVSAwRLEcPzA4CT6gvdI96Mg5ZcrMsSpaYpdaHhPLkKAG3yFvRtqaDtcLxuMYB1rFpJm4AHFvvI1Z6eDkkUixtbW16b6D2SlIdGtVDXO4l3f1OFKFgBaUQxFGc/vyBOy/335PcghUn6j48D3Z0QzyUhYiBHVSSp6NYIuFALsCyJQIH00vRFy4roBXb9931Ahoh/F4vRJXQxIKJmqkwK/rEV0OKDynT55QlA+blcnmqgODRsObihOkvf986TVJTkaKivRfsh86Jr/5bz9H2aE3ldW5JxlAdMpEcF/CDQJORE+K7vPk5rY97BkUHCl6T3aWhQvyxU1GaIzyHMUHNCN5eLwPIQrcf9Qp2Vt2/ZPnTznMzYWEnMBHRkb05aif4htE/kpHfXJ53gaHOKZH9O8D1IPrAq7gMQxKBgSIGSYVIpCgmfEhW0vt6PM4jpdWViXeueNyq0JTHcm33/jMFYmxgCyRdg1OL9pEnO8aVvsl35cjj/QPoJ8FTDpEhyLPFw4GBUqQ8kGOIIVkAmFG8l1Qy2tublZdlhSTxQWMODw2rg5IJhiYlrTri5+9IgwaSHJosF/fmwbATCP/zbRAMGTlRTBClvQs7997qGIQ1wm1ZebssaOHBa0iO0k6+YkJvnz+lJCRUCDfNjfWrKaqUvdm+12HIEfoDt4Z8OF0tiL5eDwOWUWE7PCToZ5i8kRehwsLqx3BEGBJBi2b1GHrD5aYy5tnxWUVYvXfe9ihvBO+Um1dnRbRysKMRFBowyA6pbDww9feFlWXygtBk/Q23F79HYuIF003AANNLyLntRUHtSJwAeLrGZ3WnflrV9psMr4kgP8nb7xlS8lN7WIAl1hZWABGfn5AanhpV7Yjq7yz6/zaTDkwbmaWFj+xBu+CnUvuzKb4vS/9tkqYDJHotnfk6whDg/ru3iDNjJaVqNKEGCzHNYyX9odd+hyg4MxdJy2ai89ZYZGTFvFvsxD8Pq/w9qtPXbafvn1daGBjXWxfuf6j/uAvf0H25IFcr/IsaLPAe2fOANqv2OTEhGC6J848pi8B0KGOQ+gjWzvq98GTiCCBAYpD2H+gJKxjE52p+w8fKYUiuCHCBJUCcVpYWdcXbqit0kvgtHii5YTlezPt5vt3LMvtRL/YxnA9wNBEMoL7fTG5aWWFQRsa6FdQVlYYsNnFVR2f3cMTtrS6rmoLyBSGUV1D4/IkIl+GD80kMGFNjfU6/gkCySDIczluTzQ1SnQVMdPJhVVxyT579Sk7XEsnYNwW5ubU/ef4RoXs9u1b5vU7pxUqsaBe3MsAP0C0RM7/9dKr9qCrx5n8DJe6Mi+dO61dT3Zx9enLOq7ZrdCPuXMPHKy0o431Fi0qsLeu3xCf2i3zk24BMVxhKOFxkoAA/usPHD3s/QmGF10W8stgiVC8f3RCBQJ6YLhLYRQQ5SLdn5fjE9rFioUMQBmOGjItFOhiuD9s/Ks7QON4if6cSs/6Ztp+du26knxwbwoPJxqqrZj/JzdH99xbN2+LSwWTgZRlbHTEqg5Exd/yZO5ql2HIBVhfVlJkXaNxoWGRYJ496B1St8VBLNXXElpM3PEEhqfOnJWsMNxuUhMqVnCR62urLT45JrGTrQy3KjaRQI52JikhVTNSwXfaH9iOK0vPDjDRUFcrhsV7t++IV334UJ0WJgsXOs5PfnpNfoQc8+OTM/pz9LqgFiVT2/YfL70mgIeAi0kGuPnc1Tbz7G5Kn4P7Oe1yixqFtDOD94VPM3EEDeH4L2O/wBVFB8QYznTRqG1ub/8CGaWvfdnZfZDhEivKPSk8gwsLH83Ksv7hcSX5vg9nEIiQoMuV7bPnnrlsG0kHBVIA4ctRmjU+OmKBUNheeeOampdhUMi3z5UpSkxVSUh5Kjnp8KyDf6P71FBf75QQl5aEHJHzck1kbCVtY8dlxcE8q6utFfQ5PDljZeF8dd/x/y2uJi3f43RD4nMPJEpFaX1r17Ip2fkRNUvKo4jUDiiVABPTLAKz2elp6WMBP4KF002JDmZtTY29ffOWvXPzPTmvBsNhpTNEtBQ0MjIztSjAnr3uTGl6YhZJKqUrKrWh+nrH/Tsqed592G1rqU1NMMc4YmfPtp7U6UOJlQEHDs1rTgJIElCTWdydg2Oi0JID4wmJmxuKC1yTkDP2pJD3d3DbueMWCoUVnT3sHhCWqntlw+nTIZfkIfhw7gPSIq2qHJ/VHiyTflNDY6Pl0/n/wT3zerxWXVMrURfc03jZsBy+8OtXtQuB7Yb7ezQRkiyeW1akiHs20oAEKhIZKStRP9Tk/LIFcz1qwvJm7lp97KDA9q7haZX+YJnAlqDYMTs1IVI49yRBEJguY3F1XdfJngM3ehcEN1THwMNB2bhPQdiohUeC/n3QgcJAtLjQlte31ASPwKkry0GRwNWJmunvGp1ZkHUAG4I8OlyQp4ltPnbUkhtbsuNF7+TiudPyI8Qgei83ZpI5UYiHeG88OxtqaXHJcvILdJ2sJFOq1J0/f1bG04jUnT9x1FGwL4vY4cNHBCv/wZ984+NH9P6t/6vf/FK9gf0d/Ev1VL96mP038L9kVqlJBk9iWgAAAABJRU5ErkJggg==" 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" 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mediaID="P1 Tactical Nuke Button_cst_image-1"/><costume name="image-1" center-x="75" center-y="75" 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mediaID="P2 Tactical Nuke Button_cst_image-1"/><costume name="image-1" center-x="75" center-y="75" 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mediaID="PvP Button_cst_image-1"/><costume name="image-2" center-x="75" center-y="75" 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mediaID="PvCPU Button_cst_image-2"/><costume name="image-3" center-x="75" center-y="75" 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mediaID="PvDEMON Button_cst_image-3"/><costume name="o wins" center-x="60" center-y="60" 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mediaID="Sprite_cst_o wins"/><costume name="x wins" center-x="60" center-y="60" 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mediaID="PvDEMON Button_cst_image-3"/><costume name="o wins" center-x="60" center-y="60" 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mediaID="Sprite(2)_cst_o wins"/><costume name="x wins" center-x="60" center-y="60" 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mediaID="Sprite(2)_cst_x wins"/><costume name="TicTacToe" center-x="100" center-y="100" 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mediaID="Sprite(2)_cst_TicTacToe"/><costume name="Tie" center-x="60" center-y="60" 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" 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" 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