<snapdata remixID="13341801"><project name="U5L1-GuessNumber2.0" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U5L1-GuessNumber2.0"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="write"><l>I&apos;m thinking of a number from 1 to 60.</l><l>16</l></block><block s="gotoXY"><l>20</l><l>0</l></block><block s="doDeclareVariables"><list><l>secret number</l><l>number of guesses</l><l>sprite response</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>60</l></block></block><block s="doSetVar"><l>number of guesses</l><l>0</l></block><block s="doDeleteFromList"><l><option>all</option></l><block var="guesses"/></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doAsk"><l>Guess my secret number.</l></block><block s="doSetVar"><l>number of guesses</l><block s="reportVariadicSum"><list><block var="number of guesses"/><l>1</l></list></block></block><block s="doSetVar"><l>sprite response</l><custom-block s="high or low answer: %n secret number: %n"><block s="getLastAnswer"></block><block var="secret number"/></custom-block></block><block s="doAddToList"><block var="sprite response"/><block var="guesses"/></block><block s="doSayFor"><block var="sprite response"/><l>2</l></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>You guessed it in </l><block var="number of guesses"/><l> guesses.</l></list></block><l>3</l></block></script></block-definition><block-definition s="high or low answer: %&apos;answer&apos; secret number: %&apos;secret number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicEquals"><list><block var="answer"/><block var="secret number"/></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><list><block var="answer"/><l>is correct!</l></list></custom-block></block></script><list></list></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="answer"/><block var="secret number"/></list></block><script><block s="doReport"><custom-block s="join words %mult%txt"><list><block var="answer"/><l>is too low.</l></list></custom-block></block></script><script><block s="doReport"><custom-block s="join words %mult%txt"><list><block var="answer"/><l>is too high.</l></list></custom-block></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;ca:uneix les paraules _&#xD;es:unir las palabras _&#xD;fr:fusionne les mots _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block s="reportCDR"><block var="words"/></block></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-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;ca:llista $arrowRight frase _&#xD;es:lista $arrowRight frase _&#xD;fr:liste $arrowRight phrase _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;ca:frase $arrowRight llista _&#xD;es:frase $arrowRight lista _&#xD;fr:phrase $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>word</option></l></block></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;ca:paraula $arrowRight llista _&#xD;es:palabra $arrowRight lista _&#xD;fr:mot $arrowRight liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;ca:llista $arrowRight paraula _&#xD;es:lista $arrowRight palabra _&#xD;fr:liste $arrowRight mot _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="game setup" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>min #</l><l>0</l></block><block s="doSetVar"><l>max #</l><l>100</l></block><block s="doSetVar"><l>possible answer</l><l>50</l></block><block s="doSetVar"><l>numbers guessed</l><block s="reportNewList"><list><l>50</l></list></block></block><block s="doSayFor"><l>I going to guess your number</l><l>2</l></block><block s="doSayFor"><l>Think of a number between 1 and 100</l><l>2</l></block><block s="doSayFor"><block var="possible answer"/><l>2</l></block></script></block-definition><block-definition s="too small" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="possible answer"/><l>50</l></list></block><script><block s="doDeleteFromList"><l>1</l><block var="numbers guessed"/></block><block s="doSetVar"><l>possible answer</l><l>75</l></block><block s="doSayFor"><l>75</l><l>2</l></block></script><script><block s="doSetVar"><l>possible answer</l><block s="reportRound"><block s="reportVariadicSum"><list><block var="possible answer"/><block s="reportQuotient"><block s="reportDifference"><block var="max #"/><block var="possible answer"/></block><l>2</l></block></list></block></block></block><block s="doSayFor"><block var="possible answer"/><l>2</l></block></script></block></script></block-definition><block-definition s="too big" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="possible answer"/><l>50</l></list></block><script><block s="doDeleteFromList"><l>1</l><block var="numbers guessed"/></block><block s="doSetVar"><l>possible answer</l><l>25</l></block><block s="doSayFor"><l>25</l><l>2</l></block></script><script><block s="doSetVar"><l>possible answer</l><block s="reportRound"><block s="reportDifference"><block var="possible answer"/><block s="reportQuotient"><block s="reportDifference"><block var="possible answer"/><block var="min #"/></block><l>2</l></block></block></block></block><block s="doSayFor"><block var="possible answer"/><l>2</l></block></script></block></script></block-definition><block-definition s="correct" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><block s="reportJoinWords"><list><l>I got it correct! it took me </l><block var="number of tries"/><l> tries</l></list></block><l>3</l></block><block s="doAsk"><l>Do you want to play again?</l></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>yes</l></list></block><script><block s="doBroadcast"><l><option>__shout__go__</option></l><list></list></block></script><script><block s="doBroadcast"><l>stage change</l><list></list></block><block s="doBroadcast"><l>hide</l><list></list></block></script></block></script></block-definition><block-definition s="game setup linear" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSayFor"><l>Linear search algorithm</l><l>2</l></block><block s="doSayFor"><l>I am going to guess your number</l><l>2</l></block><block s="doSetVar"><l>linear guesses</l><l>1</l></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="392"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="393"><item><ref mediaID="Stage_cst_artworks-000466570722-f4jgr0-t500x500"></ref></item></list></costumes><sounds><list struct="atomic" id="394"></list></sounds><variables></variables><blocks></blocks><scripts><script x="17" y="23.333333333333343"><block s="receiveGo"></block><block s="doSwitchToCostume"><l><option>Empty</option></l></block></script><script x="45" y="155.33333333333337"><block s="receiveMessage"><l>stage change</l><list></list></block><block s="doSwitchToCostume"><l>artworks-000466570722-f4jgr0-t500x500</l></block></script></scripts><sprites select="2"><sprite name="Too big" idx="4" x="153.63508733743197" y="-72.02258257604649" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="133.72199999999998,0,145.35,1" pen="tip" id="408"><costumes><list id="409"><item><ref mediaID="Too big_cst_toobih"></ref></item></list></costumes><sounds><list struct="atomic" id="410"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="226"><block s="receiveGo"></block><block s="show"></block></script><script x="20" y="10"><block s="receiveMessage"><l>binary</l><list></list></block><block s="doSetVar"><l>linear</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>binary</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="225" y="266.3333333333333"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="binary"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doAddToList"><block var="possible answer"/><block var="numbers guessed"/></block><block s="doChangeVar"><l>number of tries</l><l>1</l></block><block s="doSetVar"><l>max #</l><block var="possible answer"/></block><block s="doBroadcast"><l>too big</l><list></list></block></script><list><block s="reportVariadicEquals"><list><block var="linear"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doSayFor"><l>hmmm something went wrong :(</l><l>2</l></block></script></list></block></script><script x="207" y="12"><block s="receiveMessage"><l>linear</l><list></list></block><block s="doSetVar"><l>binary</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>linear</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="428" y="91"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Too small" idx="2" x="-151.36491266256814" y="-69.0225825760466" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="26.41799999999994,0,188.7,1" pen="tip" id="490"><costumes><list id="491"><item><ref mediaID="Too small_cst_toosmall"></ref></item></list></costumes><sounds><list struct="atomic" id="492"></list></sounds><blocks></blocks><variables></variables><scripts><script x="361" y="461"><block s="receiveMessage"><l>linear</l><list></list></block><block s="doSetVar"><l>binary</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>linear</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="318" y="141.33333333333334"><block s="receiveGo"></block><block s="show"></block></script><script x="369" y="252.33333333333337"><block s="receiveMessage"><l>binary</l><list></list></block><block s="doSetVar"><l>linear</l><block s="reportBoolean"><l><bool>false</bool></l></block></block><block s="doSetVar"><l>binary</l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script x="48.599999999999994" y="186.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doIf"><block s="reportVariadicEquals"><list><block var="binary"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doAddToList"><block var="possible answer"/><block var="numbers guessed"/></block><block s="doChangeVar"><l>number of tries</l><l>1</l></block><block s="doSetVar"><l>min #</l><block var="possible answer"/></block><block s="doBroadcast"><l>too small</l><list></list></block></script><list><block s="reportVariadicEquals"><list><block var="linear"/><block s="reportBoolean"><l><bool>true</bool></l></block></list></block><script><block s="doChangeVar"><l>linear guesses</l><l>1</l></block><block s="doChangeVar"><l>number of tries</l><l>1</l></block><block s="doBroadcast"><l>too small linear</l><list></list></block></script></list></block></script><script x="20" y="10"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Just right" idx="3" x="-2.364912662566894" y="-71.02258257604649" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="59.67000000000005,229.5,0,1" pen="tip" id="579"><costumes><list id="580"><item><ref mediaID="Just right_cst_justright"></ref></item></list></costumes><sounds><list struct="atomic" id="581"></list></sounds><blocks></blocks><variables></variables><scripts><script x="25" y="61"><block s="receiveGo"></block><block s="show"></block></script><script x="215.99999999999977" y="83.6666666666666"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>correct</l><list></list></block></script><script x="20" y="10"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="115.75576036866369" y="29.15668202764971" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="598"><costumes><list id="599"><item><ref mediaID="Sprite_cst_button"></ref></item></list></costumes><sounds><list struct="atomic" id="600"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="35"><block s="receiveMessage"><l>too small</l><list></list></block><custom-block s="too small"></custom-block></script><script x="31" y="106"><block s="receiveMessage"><l>too big</l><list></list></block><custom-block s="too big"></custom-block></script><script x="239" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSayFor"><l>welcome to reverse guess your number</l><l>2</l></block><block s="doSetVar"><l>number of tries</l><l>0</l></block><block s="doSetVar"><l>binary</l><block s="reportBoolean"><l><bool>true</bool></l></block></block><block s="doBroadcast"><l>binary</l><list></list></block><custom-block s="game setup"></custom-block></script><script x="244" y="274"><block s="receiveGo"></block><block s="show"></block><block s="setScale"><l>50</l></block></script><script x="45" y="217"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="5" x="-69" y="30" heading="90" scale="0.5" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="73.94999999999999,0,147.89999999999998,1" pen="tip" id="641"><costumes><list id="642"><item><ref mediaID="Sprite(2)_cst_button-1"></ref></item></list></costumes><sounds><list struct="atomic" id="643"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="49"><block s="receiveGo"></block><block s="show"></block><block s="setScale"><l>50</l></block></script><script x="227" y="43.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>linear</l><list></list></block><block s="doSayFor"><l>welcome to reverse guess your number</l><l>2</l></block><block s="doSetVar"><l>number of tries</l><l>0</l></block><custom-block s="game setup linear"></custom-block><block s="doSayFor"><block var="linear guesses"/><l>2</l></block></script><script x="41" y="177.33333333333337"><block s="receiveMessage"><l>too small linear</l><list></list></block><block s="doSayFor"><block var="linear guesses"/><l>2</l></block></script><script x="48" y="286.33333333333337"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script></scripts></sprite><sprite name="Sprite(4)" idx="6" x="27" y="135" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="130.203,0,175.95,1" pen="tip" id="679"><costumes><list struct="atomic" id="680"></list></costumes><sounds><list struct="atomic" id="681"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="133"><block s="receiveMessage"><l>correct</l><list></list></block><custom-block s="correct"></custom-block></script><script x="20" y="10"><block s="receiveMessage"><l>hide</l><list></list></block><block s="hide"></block></script><script x="91" y="245.66666666666663"><block s="receiveGo"></block><block s="show"></block></script></scripts></sprite><watcher scope="Stage" s="getLastAnswer" style="normal" x="17.000000000000796" y="12.999999999999964" color="4,148,220" hidden="true"/><watcher var="guesses" style="normal" x="7.000000000001023" y="6.500001999999995" color="243,118,29" hidden="true"/><watcher var="possible answer" style="normal" x="9.999999999999545" y="10" color="243,118,29" hidden="true"/><watcher var="number of tries" style="normal" x="9.999999999999545" y="31.000002000000023" color="243,118,29" hidden="true"/><watcher var="min #" style="normal" x="12.938005390835315" y="12.938005390835556" color="243,118,29" hidden="true"/><watcher var="max #" style="normal" x="12.938005390835315" y="40.10781929919145" color="243,118,29" hidden="true"/><watcher var="numbers guessed" style="normal" x="-1.1059907834101068" y="4.60829493087563" color="243,118,29" hidden="true"/><watcher var="linear guesses" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="binary" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="linear" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="bozo" style="normal" x="10" y="73.000006" color="243,118,29" hidden="true"/><watcher var="too small linear" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="guesses"><list struct="atomic" id="710"></list></variable><variable name="possible answer"><l>62</l></variable><variable name="number of tries"><l>0</l></variable><variable name="min #"><l>60</l></variable><variable name="max #"><l>63</l></variable><variable name="numbers guessed"><list struct="atomic" id="711">50,75,63,57,60</list></variable><variable name="linear guesses"><l>1</l></variable><variable name="binary"><bool>false</bool></variable><variable name="linear"><bool>true</bool></variable><variable name="bozo"><bool>false</bool></variable><variable name="too small linear"><l>0</l></variable></variables></scene></scenes></project><media name="U5L1-GuessNumber2.0" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="artworks-000466570722-f4jgr0-t500x500" center-x="180" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWgAAAFoCAYAAAB65WHVAAAAAXNSR0IArs4c6QAAIABJREFUeF7sfQeYFFX2/anqPJGMCmuWqJgQkWiO+/urq6uAgKgkFcUEmF3TLigKKAIGUEQyqLurAoZdAwKuaVcREBDDGshM6lxd9d9zX1VPzwACwsz0DFV+fIxDd9Wr+94774Zz79VCIVhwL1cCrgRcCbgSyDoJaC5AZ92cuANyJeBKwJWASMAFaHchuBJwJeBKIEsl4AJ0lk6MOyxXAq4EXAm4AO2uAVcCrgRcCWSpBFyAztKJcYflSsCVgCsBF6DdNeBKwJWAK4EslYAL0Fk6Me6wXAm4EnAl4AK0uwZcCbgScCWQpRJwATpLJ8YdlisBVwKuBFyAdteAKwFXAq4EslQCLkBn6cS4w3Il4ErAlYAL0O4acCXgSsCVQJZKwAXoLJ0Yd1iuBFwJuBJwAdpdA64EXAm4EshSCbgAnaUT4w7LlYArAVcCLkC7a8CVgCsBVwJZKoGsB2jLAnRdA2AhleLPWSrJKhqWpgGmCfBvyoJ/8+LvKAvKJpWy5N/2N9lUkcjd2+6HEuD+8Xh0pFKm7DHuK9O0oOs6DMNM7zXuO2JRdV1ZD9AUEIWmLs0GqOoTUHVNxM6ew4Xj9XpEBgRgtUAoB1NAmf/v9eqwLIL0/iOXmp4X9/l1SwLEGbV9rLRCxH3G/1f7zoJhaPD51O+qa69lPUA7JxsFZFnlAqsuAdX8MtQztGa1eLxetWDUKU/NWv1cnSd7zcvFHYErgX0nAU2jImjB44H87fVqtgLk7C2115w9pmnVowxlPUBrmoZEwkIgQC0yBY/HA1MkVT0C2ndLYM/vpA4nD5LJlIA0NWW1kFLw+byIxZLyO+XyUKaZe7kScCWw5xIgpAQCfkQiSfj9dCVq4trg/orHTfj9ypIPhQJIJJKwLMeq3/Nn7ck3sgygt0cYCopApU43+oNScrrtDwDNd1e+ZvU3F4hyd/BwMuHzeWx5qMPLBeg9WfruZ10JZEqAOKPB41EYpJQihT3BoE9AmfiTTFKjtrCfa9DlQE0BBQIB9O17JVq2aIHNW7bguecmY8uWDfvJ+lKyOPjgQzFgQH/4/QF8+uknmDlzthxUyhxTWrUL0PvJknBfs0okoGle278M3HLLzTjooGaIx+P405/+hGg0LvuLLhB1VY8Fn2UadMUTTcRgAnl5+Xjppek459xzsfrrr/GHP1yCdd9+nWYwlAfPylkOVTKDVXjTTBaGE+vjgqBLwzAsdDy5M+bOnYPGTRpj6tQXMHDQIOi6KWEMpWnzVK/CAbq33m0J0NrhRlasG2pham7cGO5ui7D6P6gBhgFxHdJS/eyzz9G6VRuEw2EcddRRWL9hE4JB5V4l3mguQHOOuKqBUCgfM2ZOxznnnIM1q9fgooscgHaCZeUUtNq6CRxwrTh+gV/5r0OHTpg1exaaNGmCaS+9iKuvHoBAEEgZJvw+DxKJlEuzq/5tvcMnOq4pNacEZ+WCcmmQWTJBOxiGaQE+vw/JBONcXnz00Udo2+ZoRKJRHHLIwdi2rVjm0u8XrQna/umD3l5yBCzL8uK4Y49GXl4eEgkDq1athJGKi6M+kUgog6N6LI4qW2GZGlYm31l+ho6TT+6MOXPnoX79+pg1awauu36wuDiSiQRiMQYv6I82qmx87o33TAKW5ZH54XplDKG6fJZ7Nkr3044ENF1HImnBJwwpDSeeeCJyc/NEY/7kk09kDuPxKKBZ4of26tUDOFns4lCiozbCi9gjZqOpIT8/D7qHgkqKb6ic+lK7gToTmNMLR/PASAKdOnXG7DlzRYOePv1F3Dj0BgApmClDAoXUoD2e6lk07rb+dQmoNevEB9Tf1J73H2po7VwhhqkCgsmkgZRBy0dhT2FhAUwzBU0HysrKBKwtCdRX/VULAJrsBcVkoMB0TYc/4Bc2g2EkEYspgFaadu31QZcDsvpJ8ZuBgD8AXffh+BNOxOzZc9G4cWPMmj0DN944BH6/F2WlJYjFEhJhtqxU1a8Y9wm7IQENfr9f+Z6hi5Vniaujejb1bgzQ/UglCRBb+CclG8/OKjQteD0e+Hx+eH06zFQK0VgMKYN4VD1zmfUATTkSfGhqEKhVJJXcXwXKDrmcn6vNbo7KAT6+64EHNpOAYJvWR8Pj8aOgsFBST6PRMEpKi+TQ+vOfH8JT4yfB69Gh6dXDzXR3d6YEto/MtmzZEgsWLEAgEMS0F6dh+PAR8Pt9MFLKHede2SeBzMC8MzrS7njIUhGiVq1odqS3qqB8dVy1AqCrQxDZ8IzKdTcOOKA5XnllPo477kRYFpNUHEaABdNKQYOJ4cNvw5gxTyHgZ2iZ6d/Vs3CyQV41PQaHJ6syOZXSQIXhmGOOliATtefp02dgwIAByixGKm3l7QgQavp93OdnnwRcgM6SOXHcM5l/H3hgc8yaOQNHHtkSfn8IoZwcAYJYLIJoLCwm88MPPYjx458CSLL3un7O6p9OpUErf6UC6DZtWuPNN98UzvpL06Zj2LBhKqHIp1hHlRk7Lj2y+mettjzRBegsmalMYFYBJeWHDgaC8HoDOP74EzFj5iw0atQIc+bOwk033SiczWikTN6AwB0Ol9lp8FnyUvvRMJyAEgGY6fnBYEhZPHbNFE3XEI1GhGnjcN7rStxkP5rman/VLAToTJ+ea67TtaFrHrRvfzLmzpsvAD1j5ku47rrBCPi9dolEVaOkrKzUBehq30LbP5BzwToOBGj6LUOhkHwokYjbdRzcpKIsmKZaMYQsA+gdpcLtXyBdOeNM172IRQ10794dL02fiQMOOADTZ0zD0KE3iIuDnk1qZYqnGXcBuoa3nVPci8V1CNIsrsMrFAoKRYuuDuUSqeGBuo+vFRLIMoCuFTKr0kFmAjR/JpuDGlmHkzph9pw5aNKkKWZMn46Bg/ojLy9X/NEpmwtN6o8bI6zS6dnlzSs2VHCKvrMymiplWReooLsUQhV+wAnMCiUuZcLDOs7Ynr1UV+TsAnQVLqZ9cWumnfI68cSOmD2bPujGmDt3HoZcf51kUpK6lUol050g9sUz3Xu4EshGCRCUk0kIpZR0N1aeE/6ybrOXmIWdjQPfizG5AL0XwquOr1ITYCeH1q1aYMiQG5CfX4DFixcLWMuCNWJIJhMuva46JsN9Ro1LgMHXiy+6RBgymzdvxhuvvwYTFRO0VJGx2p0X4QjaBegaX3I7H4Ay5zS7ap9qcQVLl8LiPp9P0oejsQhM08ho05PFL+QOzZXAXkiA679+/Qb4Zu06hEI5+PrrVTj++OMBrdyvX9dcfC5A78WCqeqvqhY7ShtQGZQexKIp5OQEEAwGYVqsw5FUqcT7Vyy1qkXv3j8LJcA13qhhY6xe/Q2CoSBWfLUcHTp0kH2Q1jjrkPYsez8UqqbCplk44bVhSE6Gmgoyqb5pPp8OXfcIaDNQwiChe7kSqPMSkOYdOejX72qpdbJp02a8+uo8yaClopLJkKkrCosL0LVoVVdmeLiJDrVo8tyh7rUEmDpPBYX1tVUTBB0FBTkC0OSYx+Oq1kldamDhAvReLxv3Bq4EXAlUhwREITE15OTkq8pzKdXMlTVOkkmVBOQCdHXMhPsMVwKuBFwJbCcBDXm5BZgy5Xn4/UH8+OOPUvJA6qJbDJTXvUCMq0G728CVgCuBWiEBatAN6jfCunXfIhDMkf6kxx3XTtVBZ1atHSCUjoF1xAntAnStWJruIF0JuBIQml29hvjmm3VSjGrlylXo0OEktrdgwYMKzXndTEJ3vbgScCXgSqAaJUDQbdigMdasWYtQKFd40F26dBaAThoJSdhyyrk6tdOrcXhV8ihXg64Ssbo3dSXgSmBfS4BJW3RxfPMNedA5+HrVSnTt2jUN0PF4LJ1B6GrQ+1r67v1cCbgScCXwKxLYOUCzgXQC8UTUBWh3BbkScCXgSqAmJLB7AK0ChK4GXRMz5D7TlYArgf1WAmxe0aA+g4SVXRyOBu24OFyA3m8XifvirgRcCVSXBCoWD6UGXb9BQ3yz9hsplrSKPuhuXdkKUlK9Y3HHxWHK7+pCU4Q6FCSsXAm27pHWq2tb7PvnuJ1y9r1M6+Idf72acxqgv/kGoWAOVn3tBAmBZDKJuAA0XRx2dbsK1aFrJx7UWoCuWO+Vk+LUfyVhnSU6y7tXMH+f/+9e1SeBch+gmhvVpy8lNCgWe6KKY5qcJ7uMavUNzX1SFklApWw7hcBMaX4sl+V0SWdhfq8qCKbpaNykiWjOOTmk2X2Nrl27SMo3F1kkGpHSvKbJ+6ji/Vxv6neZz7AfYbHZssKJbPVZ11qAljm0zRgWTznzzLNxRa9ecpJOnvIcFi9eCp9Pg9erFgAnzb2qVwLcGGzZxcP0qCNbYMSIEdA9Hrz++mvSFaa8BZTbqqt6Zyabnqaj4ymdMXDANYgnEnj11Vfx+msL4PV5MGL4cLRo0RJGKiVgmzJZuTGFpUuXsiQS8vMKcNJJ7aVokmmmYKSSCAYDmDZtOt555y14PT7p3XnkEUegqKgIox8bg6KizfJZXg5nOpukUXkstRagndb1nJxE3MQNN9yIRx8dJQBw/XXX4plnJ8Pr5SSoVyYYuFf1SoDlUdmaiHPVvVt3LFq0CJquY/yTT2DY8GHSski1LqrecblPyx4JJA2gX79+mDRxInSPjuHDh2PMmHHwenUsXLhQ1g2dE9znGjRs2boZRx55FIqLS9HumGPw2WefqbZX4h2xkDINjBhxB554YhzycvIxa9YMnH3O2VizZjUuvPASfPvtavlcbfFP11qAdlwcyjzRMeT6IRg9+jE5Ha+77lpMmfICvD4xcupM+5vs2Va7Holj3dBvSIXl1FNPxetvvCGuDgL08BHDZW4cE3PXd3Q/URclYFo6+vS5EhMnPiXuDVpZjz/+BPx+D95880106tQJLDPKxrCsgb5ly2a0bNkSkUgMbdu0xUcffSTfc9waBHOCPAE6N5SP2bNn4qyzzxKAvviiP+D779fBtFLptPBMSzwb5VtrAVr5NZW/Kh4DmjZthEMOOQSGYWDTpo3YunUzPF4NzC4q909n4xTUzTFR5tSCaMEkEyYKCwtx2GGHSfeXaDSC9et/hj/glTq+yWTFnnJ1UyLuW+1IAkYKaNCgAQ488EDpM7hhwwaEw2FxZTRv3hw5OSGJXQQCAQHhhg0b4oEHHpAgIWtyPPTQQ4jFYtJhyOfzImWmsHXrFulX6NF0uXe9evVQUlKMrVu3Ihwug6bTcmPtaBU4zFb/M8dWawFainKzaDf/071IJlLQ2SgSGkKhAPx+LzTdQmlpqfiv6khxq1qzy1W3F1U8XedcmTQ/VcCGc8ONx9kKhyOyGd1r/5SA+I9Fg6KP2ZJ14ff5BDoFqIngmoaCgnxZQwUFhVi5ciUC/hC+/no1jm13jEQDCc7s1alJ0M+CR0wzSOAwkTCkE3hubg50D+MiKUSj0VpR8a7WAjTRWJz8/E/zivkTCPjsE1EBAStcxWJxpAxTwNu9al4CBG6v1ysti3jJ/LgAXfMTU8MjcLRYNkPmH4IstVxqz3Rh+P0+6B4fCgvrY8VXK6Ue9IoVq9Dx5JOkaTKtNa9PF4VANE+h21lpC43/zvs6bKJ4PJ5+Y1eDroLJT1mKoWEklW+qf//++POf/yxm0NChQzF9+kz4AzRlLPi87MRQO3mQVSC6Gr+lqtvLjaQoUe7lSsCxcKlYqbVB5lV5RqBSuHTUr98Qq1evQSiYh9WrV6Nzp1OE92yaSaloZ1lcTwRqpUlnpn2rYKICbkW/y26KXa12cdCWoWmkazo4J0PI4nhklAh/wMCBeOmlF2WSSdcxksr94V6uBFwJZJ8Eyumy5YDpjNJhW9heEDRo0Ahr164THzQBulvXrgLQiWTU7m6vGBoO4Gd+X2nW6s4OC4z6gVPoPxvdoLXMxeGgrCV0LRLUaf4kEiZuvHEoHhk1Uszn/gOuwQsvTENODoNQSRWsIpndvbJCAjtqfpsVA3MHUaMSqAymlQcjHVUaNsbatd8gGFA+aAK0pqWkkh0D0LwcVoejie8IeDNZYC5A75Npz1SBLRV/1WjMeJBIpnDzzbdg1Ehq0CZuupkujpfk5wT9WEnD1aD3yRzs3U12pNXUFj7q3r25++3dlYCzHhzN1vleuQbd0Nagc20NWhXsTyRj0tVbdftW+Q/ppMSMuhyV1+DujqumPlcrNGhHqE5WmvJH8T8JEYoGfdNNQzF69GjxMZEHPW3aixI0JK2GJ6plqoQJZ+IkFdQ2hWrbpNXUYnGfWzckwP0Qj7MjtooFOL5eJg4ZhgK4mvTPVizjUC5zhpEaNqSL41vRoNesWSM+aE1jR5U4GPjb2Xdr68xlPUAz6spkh5YtW6BpkwNQUlKGFSu/QiQalslq1aq1ZBl17twV5517nqR6v/X2m/jss09lsj7++CNs2VKEYMCL9u3bIxAICg/3008/s1M+3eBhbV287rh/mwSopDDLlvYnlRsG2+kapDuQdDVannQfZpt1w3E3btIUK1esQl5eAVasWIHTTu0OyzK2A+hsZmbsyaxlPUBzUnJyCjB79gycdSYzgtbgwosuwbpvV0v9DboyCvILMXbsExg2bJgstElPT0K/K/tIxtApp3TEvz//Ark5IekGXK9+ITZv3oQjjjhCwNxJ+8zGAMGeTKT7WVcCeyIBR9MkA4qJQk7SF5UhaqTKTVDOdNiTe1fVZ7lH69VvgG+++Q45IRUkVBq05QJ0VQl91/fVEAwUYM7cGQLIbLV+EVM2//sdunXrjunTp0kR7yefHI+hQ28WgH766Yno16+vULhO6dQRn3/+BQrz87Bq1So0atwIP//0E9oe3UY4uJzcTD9XtmkNu5aP+wlXAr9NAuXUNq+AtKr+RveGhUCQvzPkxtmyJ+iOKaxXXwDa7wtK4f5uXbsIDzpp0Add7uJwNejftib2+Ft0X+iaH1df3Q9HHHGkZAZOnjwZGzdvlJz8vn37gtXsykrDksrJIEH9+vVRUJgvC+vxxx+T33t1D26//Q5JCaVf+pFHRwqAs4whEyXqyoTusYDdL+yXEmA8h64Ny6TG7MHhhx+Oc845W3IKli1bin99/FG6iFW2WJc8PHLz8nDnnXeLD/qXX9bj2Wcm2ZXsKvqg68p+znoXh6q5QS4zzS7JcEBebi50LwMdcUSjcSnGc9NNN+GRRx6RzTZgwABMnfqCpHXm5obg9TBTRUNxcbGdYciU0Tz5LDsx8D5O9DdbFuN+iRruS1eLBNSeskvBSlKHJlbpc5OfQygUxMMPPYT7739AatlIQF6SP2r+4jhV5jcDm4DP45P9TRZH5SChC9DVNF+OoIVmYzHnnmmfAcXMYJHuSEzKjRKgRz82Wj4zaOAAvPjiC1IUJS8vTyLSrHLHoipMHVV5+wEBfhbrIUA77A4XoKtpYt3H1LgEVLKGYm5cfPElePaZp0VDffihh/HAAw8KC0pqJ2vZAdAyXo3BTDUe6msNGhZIHKl8H2eX33xvJznrNejMF1RgzYgzT32PuCj4h2bakCE3YtSoUcLoGDLketGgfcwiTCXtgAc/y5RQtSgJ8E73BenIYE+4C9B7u6Tc72e7BLjGuYcM1qgRsrCF3/3uEJx26hmi4Hz11ZdYvny5bWEaSJkqAaSmL44tJ5SP0aMflVjTL7/8jIceflAwga5Kp2yAw4POFt/53sitVgG086KZWrXk18OL668fgpGjRspk3TR0KF588UXRlCPRsnQxnsyMoUwgzpzIumIa7c2icL9btyWQmbHH/cJ6NY7Swpo1BD92JqESFItFYaTKCwvVpGToaWEtjm/WrRNXzMqVK9C+/YkVgHlniS41Oe69eXbWA/TO0j+dqlU0z1jOsn//gbjvT/fDTKVw9913Yf78+eLaYIcFlhbc0WnqgvHeLB33u7VVAs66d3y53CcMDiYSdP+pqm/8w0L5LPlpWorNUfOXhnqFDbB02VLk5JBmtwpnn322XQCJiWh1L6ch6wF6Z4uCrgoGOiTf29LRpElTHHrYEZLS/cMP30sPMvFNJWOSo78zc6euZR7V/CZyR5DtElC+Z3Hqif+ZoOzEYFSDZbWvVJxHuQaz5WID2RNO6CBjjEZjWL16hfzM0qSkBZYfPnWjBnzWA3RlgWcekk7POynObUejVWJLSCaN4BuOlNona8U+ZJUP210VasmWBeqOw5XA3kqAa505Wj5VPr1CV2vln1baNP3U2cLgcN5ZKWYecVvShUnaLLc/lTDW4pBjJ6Oa3d7Kqqa/n/UAvXMBqZqx0pEhZaFx4yY48MDmAsabNm1ASUmRTFQsHpPJrAsBg5peLO7zXQnUvARUPWdFFvCIK4bKGAHa0aAVayt7Emz2Rma1GKDVBJgmyfbsDHwV7rnnXonm3nXXnZg7b66dvsqi3dlBE9qbiXK/60pgf5eAUrJUVUvpppRu/OAU568boJw5z7UaoB3zjKfl0BtvwSOPjhJ77dprB2PK81MyALr2tFnf3zeh+/6uBH6rBOqSa8ORQa0FaMV9ZIBDFXs595zzRItml5XJzz2Ld999VxJVmKdve9p+67y733Ml4EogiySQGZfKHJaTzMbfOeVSs2jYv2kotRagxdixO0eTzaHrXqQMj/wuNzcobXCgsWt0mVtn4zctDfdLdVsClXvAZT9FbWca8o5yGuoKhbbWArSK5qoItKNNk83B/2dk1+MVHhEikXCd5EfWbfCom2/HlCoGtgVQbP+p40t13pgMNwdwsh8ya26eHH90Ze6zA+KZHVVqbpR7/+RaC9C/9uqk4ZCCx8lj7Y3Km2DvxebewZXAnknAZhZLwJrAS45xyg50OSUHCODM5Et3M3EbHe+ZkOvgp+skQO8sjbsOzp/7SrVEAqI7pwCf34ukYah2bbYWnZRKjUAg4BGApgpN8LYJC7XkDd1hVoUE6iRAV4Wg3Hu6EtgbCYgybCkXHHTF4xWKqGVC9+jQwIw9DbpmQdVqhgS83Wv/lkCdBGgnmusUR9q/p9h9+2yQAAHao3uRSBrIzcvBLbfcguNPaI8NG9bj/vvvx/pfflH1zu2u1PJjNgzcHUONSqBOArQoKxmt1mtUwu7DXQnYEmBZXDaR8PvzMGf2dJx51tlYvWY1Lr74UnyzdrV0OBFgNhlIdF0c7sIB6ixA74+TSw2MzQzYgIBFZZhV6QSg9kd5ZMs7l/N2PVKWICc3DzNmTMc555wrjU8vvOhi/PD9OukMwtrkKsDtZr9my/zV5DhcgK5J6e/jZ8+cOQvHHnus1Cfp2rULNm3aJDUJSEd0r5qXgHIpawgGCzB37ix0734avv/+e1x2+aXSANXrYYW2iGJ4uPVjan7CsmAELkBnwSTsqyG8884/0LFjJyTicbRu0xo///yLFJRR5SJdj+a+kvNvuY/D1+dU5OQUYNbsWTjjjDPx3Xff4ZJL/oCff/kRSWm/FhVaqCoH6l77uwRcgK5DK+D11xbgpJM6IJlM4oQTjseGjRsc76cL0NU4zxU7/qgHk5mRkxNEwB+EzxfE5CnP4/TTz8QPP/yAa665Gt99t05qGm/Zsgm6bvugq3HM7qOyUwIuQGfnvPymUYWCueKDpnnMP6zna1qmdMVwNejfJNLf9CWnIH5myUvDAEaOfBj9rxkAvz+IQDBX3B08TBkzYLxg8eL30K/flSgrK3E16N8k+br3JReg69ScMgilGoGyJZAuvmcLZWVldeota8PLVG5cmkgAY8Y8ghtuGCraNGvHKABXzA0GCBe9uRA9e1yBeLy4NryiO8ZqkECVArRTzIikey5Kx9RzglYscqT8bar1jut32/sZV9ob2Rx+2/9sSU9G96o+CWR250nX1fhfguB9992D3r2vlCzCxo2aIhjMFUtn8+bNSCbjWLp0MQYMHAzLpB+aPfb4p7zGsZu3Un1zmC1PqlKAdgIjmS/LOhkEZWoM6m+nP5pLLdrbRUFtjPzZzHKMdaWzxN7Kpjq/X7nqmgOs7JJNCl0oJw8vTZuBs846B2vXrkXPnr3w00//lQqMpsm2TRbi8RgMI+kCdHVOXBY+q0oB2nlfVW2OPdC8iEaT8PmUxhwM+sT35rSucrmf+2aFVGzvpUDbvWpeAuyczXWfE8rHzFkzcfbZBOhv0KNHDwkSej2k1yXg9XmEbucAdM2P3B1BTUmgSgHaKQNKfPD71eI899xz4PX6RFtYsGChEPMJ0K57Y++XQCYwu5i89/Lc13ewLNars3nQ82eje7dT8d133+OPf/wjfvzxe6FDarBgiiadElaHO4/7ehZq1/2qFKApCoI0gZmMAq/HJ5lTjZs0QXFREVq0aIFINJKRNeVqevtq+bhgva8kue/uowokkW6Xj5emT8d5556HNWvW4PLLL8ePP/0Iw0ggGolB01jdTlHtMt1VLljvu7moLXeqcoAmlYjJEvG4gdycXHz11Vc48MADsWHDBrQ9uo0U1Fe+Uze1dW8XTWZwyrmXW5Nkb6W659/f0Tyou5CxoWpxzJqlanF8u24dLu9xuSSssKIdKZEE58rzt/N77vn43G/8FglkFueuPkWySgFaaQx0X9hpUZaGoTcORW5eAaLRMCZOnICU3TMwHk9UWJi/RYTud1wJZLMEeFiqzE4vevb4Iw474khs27YNL788H2WlJUgZBmLxmDA46kpPvWyej90bm7J6yIxS1ElVKpYkh+q4qhSgWd+W2gBfjv43r9eLSCQBn5f+aBOF9XLSdQdisagbzKqOGXefUSMSUPoX9wHsZsZId1QpKMgHW10lEglJ96ZLUNq51chI3YdmSkDhls08k14KFpuWVZsyWaUATUoRT5tIJIVQSHXfJpPD4N9+H3JzcyQQQuAuLi6xCfvuAnElUPckIB1VqHSx0bGtkZFyyv0RCgWFD01FprQkDK9d3Kp6dLS6J+t9+0ZsSO2XZgoe3bLr2vDwJPus6q8qBWi6NqgpK+4zAx+K8qX+VuYek1W0On2GAAAgAElEQVRU30A7k6Xq39l9giuBapeA6qiiOhOy27z8Z3Hz03z2KLaGRRPaAPuryL+7PQmrfZ4qPzAYDOHxxx9HvXoNsGXzFtx8881Cf4RWPcdnlQJ0Mkl6HRedWoiOD0dOI8kiVG1+PB6Cdnk34xqfFXcArgT2sQScllcsKWqYrJUCeH2sxaHWPv8ID9qwk7c8bsurfTwFv+l2oVCOBHDzcgskXnDooYeJK0r31AGApouDGjQvVTi+vGOxE5WmAz4Q8CMWS7hc6N+0hNwv1QYJOMqw4+aQvSF1UxQVVdq0mTShAb/PA4MI7mrQNT611KDfe+891K/fABs3bMLpp58hblloqWqJmVWpBl3j0t2HA9iZuZnBiNqHT6u7t9ods92Vad2d/9r2ZnTTtmjRFl4PY2hJ/Pjjf8XaSRpxxGLxNNumqmiQLkDXthXjjteVgCuBapMAAToeN+Hz6VIpkpo066RouqqXQq9AVSYTuQC9B1O9M4vTpUPtgRBVmGyXlyvTXYrI/UA1SIAxMrpgE4mkaNFkn9E9RTeHk4pflclgLkDv5iSrIM/24CLB991BnN18Tl3/mPAYdoG+rkzr+iqoPe+nSlWw0JvqE0mNWhEaGC+oGFNTdb737bu5AL2b8nQBejcF9Ssf2x1wts9B99Dbe3G7d9gHEqB27JAd/H6faNK8HCB22GdO7XsXoPeB0Hd1C0bSWdyJlfacCRDB70Tzc35dXvd3V0/YP/+dsiTHl3JMpVhASzF7WBbcw/Zc5Mr/ShKtY6nsSgPfP6XrvnV1ScDJ58h8XlXRhF0Negez6nQlIZLQB8VSqSz25HSC2dFCoHlDbjcnyu0Os+OtQrkyH4kddphRmkgYQiujXHWPjkTClH9zytRWrGutXEkuOFcXDLnPyQYJuAC9o1lgkSc741GSOgm+Uk+E+V0VL2p8uqbD7yPApNIJONkwudk4BmbN0TKhfJ2CQGTKC1BLVp2yXDIPQxeUs3Em3TFVhwRcgN6BlJ0cISbX+Pw56N+/H5oeeKD4ojIBmhqdx9Lwz7ffwcIF70jWpJMtWR2Tl63PSMdMKSzl0ZCL8qIG3e3Urjjv/POlaBADL9BUzRbL/nnzpk2Y/NwUlJUWpb/sxmGzdbbdcVWlBFyA3pF0RVtW1cbq12+EOXOmo2PnU9LdOzOTPFnX5vGRj+Duux+009qVya4ql+2fZLHMgKrDyCA488CLxSwMvek6jHpkFExCN+VsWdLMgRfrHHz15Ve45A+XYePGnxQlrwJ7Zv+UaVWCgHvv7JVAVgO0VAD7FdntiN62o+84JvKusgHTzxJUUG6OBg0aSXH1jp1OQUpK2FATVJ8U0DGBx/8yCvfd9xcEAnR3aDBTdn2FSuNPp/vu5nrYU971nn5+N4exHW95R3Oy3bOdD9kaNGXFX7HOzI03X4e/jByp0pttGTkuJTZuWLV8JS695I/4Zf2P4nOWPzZ/2lbKtxt6tsJ2dZV5rw6qp7OPdrUvd3dd7epzlddUVc9xdT9vV+8vKBQKZWfZ2TSY2ZtYFZTR0LhJM4wePRING9WHqVvQfD7EjQT8mgeWkYJH12GRu5hiaVMfkvE4Aj6/VMzTWIzGMqHZhZpIzPDqXpgGPxvA3HkvY9LESVK8iTUTOAa/34+jjjwS9Ro2wIHNm+Hhv/wF9Ro1EPPcgimshLGPjcGfR45EIBhApKQMGoNdDvDoCoR4L9ZXkYqT/J3UlqUDW/0t75exAh3NsTIJXgJndBVUWq3O57ebdFuQO1rcmfeWAJwjdDNjTLYGmzYGnM/YGrEowfTX25+TRaXrMC3Rj9MHmTMulto8+ODm+F3zg4W1MXz4cJx23plIWSnotqCWr1iJnn17Y+vmzbDiSSRKo3IQivvIltWOggEV2DR2cS5bSU+LJX1Y2x92ChU58yHR+Eo7dWc+cEd+vJUwUexnOs2BKrt6MkS0O3tzp5+hJUJuLtcpffcNGzXA89OmQmP5Uta8kXrFGiz6kyybOWMrHQkjiYDPJ3U/Kl+MpQiThvewOb/8jHN49unZC0VbikX0LPokQV/LQorPcE7QSjetLLtfO0gkOM91ZVMiVH0Se29wHJx/W6gVpsg2aWVfcd/JO5evYVmTdjE2Zx078Y80+6JyjsOv7Ju9mrw9/HJ2AzQFLQtOdTKg8A8/vAXmzZuNFq2OQBIm4iAVThdA9DgFZ3R+VvHifNBtANGRsldLwkrCq3sEVAQU+F3NhyfHT8DwYcNVsIr+ZehIJRiw0pFImTjm+HaYOXc2mh/cXACFAO3RdIwdOw4jH3sUwUAA4aISIJoUMOaVshcNn8M/jiaZBmU5LNQgtgNou6ejbCZRW9SmSKuUO9gM22npO1lo8u6yIVnWUqGeWrwKbAW41KgEfVTTBTtIKkFUNSdkrnB8Hvs5BAxH3XXcG5nDFLYLATzFQ1DD089OwOVX9kRKS0Gzu1V8uXIlel7VB0VbtsGMxpEoiiiAtmVZuZmFLZo0Zjsgm+6ilrGb01pg5njt93UKeu1oD+0QpG1BqeKh6rWl+0YmiDhTZ4tyX2mBip9LH76FAw5qin8v/xK+YBBJ0xBFRE2p2gW6RcUkpSw+zSNNaTn3la+UmYJP9yGFFLzw2GvcrmGdSOLkE9vju7U/pC0qeWe7drW6l1oLmVf6PM9Y+5n/LmBaySUov5O9b69BKgy2xZqSya6YMJYJ1uUArD5IOXBIMlZRKriITHW42ODP+bKXfvnQMmIne4ip+/TjWQ/Qgk2imehImSYOO+wozH95Do5oeQTiZhLRVBKmDnjJXaaGmjLhCwZEmxCATMTh8/mhWR5EUzEVtOIf4dxa0E0NQX9Q7v/E+Kdw1113wcPpMiy1SAjeuheJVApt27XDnHlz0bRZUwE1xevVMXbcOPzl0VGibUcI0DFDDgt5vq1ZsHysHCDO8x1N0Na+KlPKKs+y/DsBWjB0BymNlTP0drHAZFE7znQbaJR2qsBYLlnF5SNJ/2ijt/jYMzRRORL5oUp739mygt32e3BzkML4zDPbA/TylavQ66o+2EINOpZAojgKncogi90TmHak4WYcRBU27E62SwXrwXmH3UxDT9/Snls5lJx3y3heehwOeu/CZbe7O9sBIQegGzZuiM/+8294/D74gn5BNioPfL5HU4FYasT8PS3ITC02U1bSoo4mjq1WkvrIDSOqjGmh/fEn4Id1P8JH/nrSNjEzwK3StNiQXfGlK2vQSuEod2WmFYPMJV6un1RYsml52UNWR4R9L/sd0oe3A9KOfmM/M1OhqQ430e7OsfO5rAdopTUpMVJbOPSwFnj1r3Nx0KHNsOzzjzF0xG0wDAOelCV/eEIOv+N2XHjhxaIJBOCDYRmIxGP4/f/9HtuKi2QWSZsjaLY/4URMeGoC23nimcmT8af770dA05GMxpGMJkSLptnHddum3bFyODRtdoC9qFjP2sL48eMxcvSjCqCLS4FoQjQ+wbcMDZoALXvZdg+Ua6Q7r4Ut6zfDJfJrVbN25iPcEfiLBp32a9BMtWty27isAFotE+K1o3A5JqQT9ONmlk2QUlpJGtszI6nOZtBYF1xHIpmyS2xqmDhpAnpkaND89y9XrBSA3rp1K6xoAsniMMB+DrqSX2Z/YVkZ9mFH01hpsXYBG6cV5q/tCnk3R522WEVyt31+dJUJuEjary0re67SGyzj2ftCexYZUw6O6a+RU+5DvUYNJUbS7rhjMXvePBhmUqw7ass++HDvg/fib3//G3SfT9xPlasZK7mZ8Hq8Aui8ZywWw1Pjx6PbKV2ld2i3Ll3w0w//FRlFysKiLTsuCMfCEpdSxs13BNppOdjrakexdMWGsteevYDpTnE+m553e39U1qIz3U9cN6qPoL24K4E/hWFRpjsa7J4i6j7+fK0AaNUiSFHcDj74CLzy6lwcfNSh+Mfi93DVoGsQTcThhw6fqXxnBMvLLush2gK/pUFHOB5Gpy5dsHnLZnh9XliGKVp0x5M6YP7c+XLvZ56fjAceeBA+aIiXRREri8Mn9o9KQGnR+mi8/Mo8NG1+AGgOcmNz4seMHYtRj4+Gz+tDtKQUViSZbrhQGaDFvyemfOZpXz6rFTaxraE5/tHMuf+1zV7ZHHfwJxM01Gdst4UTyKsEJgLMtu9O/rb/3TEHZVxiNmf4CmWnKyW6wqZx7mMPhtq6YWiY+PRT6NmvF0zbxZEJ0Fu2bBGAjhdHBKAd99B2+0g2nAJnsYrsccpQfsWSkMPGOYdsaylTdraIdrnlMv3Yu/zwXn5AAXT5GnIwh5hIpbbraZ3w+htvwKSF58yYBdwy7FbMf/UVpcx4vTs8hHjAOfUmHB/0xAkTcMG5v0fCiOGM08/ATz/8KGu7tKhYzBnbO5Y+oPb49ZRJlXarVf6+4zFxjEZnDVbQ/DPmUKxtx7Bz/M6Vbup8V9aoswBcgN6zqUufkFyMth1EWR5yyJF49a/z8LsjDsa7Sxaj74CrlG80kRSQ5sL68yOPoMflvWDAgE/ziF8ulozjlE6noLiEvQ81CShSLe5w0kmYN2++GHLPvPAc7n/gfvEfJyJxxMNxBJhYwQCjpqFlm2Mw9+XZaHZwc/E6qo7kGsaOfxJ/Gf2I+KDNhIEgu8TYdpthowUXAjXoRDyOWDQm7hqan1QJHG3IASDZdJkHvgUEgz6EcnJU+7DtHGaV4bp8+fKnbVu3VfRvp/2iCoEDoQCCoSA0aY5JTVg5/eRQtCwkkglEyiIyVloJObk50O3Piu9aNFblGiEAxCMxpOKqZkEFME0fBMqHnUppmPQsNeheMGHYfmYtrUHTxeHj4ZhIyTxSJoZlwYMKjs/0c4xkEtFwRIK+BBvHQtmh6aoD7JYRDAYkqCzjd6KQv6L1Zt6LvO1oOCr1GaqrC3c6qOUcljZgc4vQ/XNK1454Y9EiJE2OSbXO0iwNNw+7BXPnz4cv4EcqaaRjL5m7kuDM/qCqLZ1yFz7z7LM48+yzRes+9dRT8eMP/4XH0lG8ZZuarwxtOZQbRCAYtI9KW2HNdF84B2fmctWAeCwm2rppqOc6hw792+pA0qV/KbX67Za+KMX292QtmrK/2ACEylAoJ6TmWFqMOQ17VXCfWzMejSPG9UrXjw3ue4ZUVfvprNeglYmvNhA1aQYJqUEfetSheOeDd3HVoP5IJg0Y4ShiJTGZwKcmPokr+vYVF4ejTYXjUXTq3Ena1hAsi7aUwEoBXTp3wKKFi0TTeub553D/gw/Cp3sQKQ7DiCWh021iw0yrNu0w/5U5aGK7OCTYonvw2LixGDXmMdngT4+fgPPPOAswmC1nIqXC0gIaQY9XFniHkzogZZjweRT4p90ClZI6nKkngLc/6STMnj0DuXl55X70CnqQWvUcj4AsA3e6LuB8/HHHy8FAh7g8S8DUI9H+WMLEyEcexKDBg5CURBGCp+ojyQ3Lv9979z30630NotEyDBwwEI+MHoVYPGb74VXrMg6FPSbLSktx0ontUbxFJZlIu3q79oYEFB2XAAjmNkD37YUUkrLh6fdcvmIVel3dB5s2bcK5p52BSU+MlwAiTXiJKGWeZGIKmxL05bOPb3ccykrK7Oc6/DwbgHnYktkgqnYAk6dMFLeXJMuI38mJ/NvAZm/+NBNETAW7ihlLTsbi6HBie2zYsEmxD2qQ++4AdOdup+C1RQsVK8ZeWAzG3nTbTXj51VfkMKIbLhUn40kTrj/DNRQLXc6Oq4btt5JJEzNnT8f5F/wecSuJbt274cf//gif7kXR5q3QDQ26fTAnkhZ+///OxfMvvoCkYchBLl1hGBDmehRXmbJyKCdHQ+fPs2fNwvXX3Qy/z0LK4DpSwU8KVdNM6B4PPv/8czRp2kS54sSCMCXgmRKSgPKREyNCgSBGDB+BZ55+Fjm5+Xhx2hR0PbWbKETp2I3tp/N5vHju6Wcx7La7EQzS1k7bU7J3jCT3yb5wTP12EM96gC4PIJA6Z+Hww4/CK6/Ow6FHHop3P3wfVw64WjodpKIJJEoiMgfjJz2FK/r2gUEanMjXRDgRRadOCqDpe922pVhO/65dOopJqOkeTJz8DO5/8AH4vN7tAJog07JtOUDztCWNiUD3yJjHMeqxR+D1+fDCs5Px+zPOVf/GLgyWCYOAp+miQX//3Xc48bgTYSQMm1JUkZSRZnlkRC9okh5/fHvMnTcL9RrUUzQ2+hHSGmm5neZQ3rho+Z6bN29G29ZHI1IWlQ2i3KaqYSmj/ZFoCo+PHYnrhlynaEwEIFIRJbuPnSMMfPDuB+jdsy/CpSW44cYhkmTC59C3zy0n6dl8X+ngHkbrlq1RtLlYBakEoFVHZG46RU9UISwHoC/v2xMWXRzclBqw4uvVwuLYtHEjLjjrHDz7xEToXg26xysaNJ9JLd/jgLXSjwSgW7VspaiO6iSw2Seikynw0VVXba8vgOdfeAYXXXyRnXZug7dNH2Pwl9+xNI7UeT8dhmnA51F+3FQiidatWmPj+s3SiZsHfuUAZqY1VJUp6zsCaKVt0+Lw4sZhQzFv/nyZ81hRGFbMEMeCcPZt1hLxXPy+OsCibX6fhpemT8P5/+//EEsl0O307vjpx59FHiVbtkFLAgGPhmhMBR4vvOT3eGn6S4oRZGMSXS0qlqyof9S+eWJzfsQ/rnkxdeoLuP7aoaL9+ihAjlkUBK5xS2owf/nVchx40IFImjxYvKJ88RLarMbZUmvCr/tw223DMHHiROTm5GPaSy/i9LNOl8+YcsTb1qHmledMHD8Bw267Q+aN1EGl5Kh6OrJ2lT6fRtgKbrvfjru7/c2sB2guMrY1FMDx6Dj00CPw8svzcdhRh+LdxXRx9BOANiJxRLaFRdBPTnoKva9UAK02hYVwIoLOnTqhaGuRrUEXgx6Kbl1OxoJFi2DpGiZNeQb3PfAA/BkA7SGbw56mygCt6EoeTJs+HVOmTZXNMPCaa9Ch3fHyjETKgCcUkGVxxGGHIaB7sXH9Blx04YWi8W3dtFn+n9quKHWZvjOHYie+WgvHHNsOY594DPkF+bIoPX5qwBmuEHv308XAPmpNGzdGXigPpcUluOjCiwRMwqVl+P7b74ViRXkmKVjdwrDht+GyHpfLeJsf/DvUy68vQETRkSf+/pL3ccewEYiFozj//PPRt9+ViMaj8Af8Ctw0DU2bNkG9/HoojZTgj5f+ESVbi2EkEvhu3bei3VAb8bNinVD1KgL0ZX17qE1rd37/auUqXNa3F7ZtK8L5Z56F556YJDQ8sMKguIo8+OmXnxCNReUAodwDgQDKSsvw+/PPR6wsSuiRscfCBgJ+pZERRJo0bYQmBzRFLB7Ho6NH47TTT5MYxoYNG1AWCdtUTLUhZc2J1qfhgKZNUVhQKO6VFAwkE4YAxbHHtsOGn39JB0rNZDnl0NmFjlukugGaWqCsfhO4afjNmP/KKyL7RHEE8eIkCgtz0KzZQQgGgti2dSt++OEXBALsI+oECZMYO240up7eHWXxCG68+SZ8vXatHIxl20qAuIncgA9HHnWU0Enbn9wBY58Yh5RlYOOmTSgpK0U4FhW3B90TdGUI+LJ2jdeHI353uBzYr//9NTz80EPi8tu8cRM2bNgsxyMLapk8+L0e/P3110U5SVJnZuapzwt/IIBDDz4MiVQCQU8ASTMh93589GOYM3sOfJ4AbrvtNhx+1BHQvbrsGSoTObm5OKjpQfDrfkyfPh2jHyVF1o+ffvhB1pBTadHj8SKZSFZw0zmu10zmyW6j7W/4YNYDtArUUEujBg0B6FdemYtDjjwM//zwffQbeI2YS6lIDNGisIAcAfoKG6AV99hCJB4RDbpYAFpTJngK6HTKyXjzrbdk4p+mi+OhB8X14Lg4fg2gaUYKV1qVspMN3atHDyz82wI5jQsb1kdSs5BfvxCL3/8A9XLz0z5BzbKwaMFC9PxjTwlEiuabEQFJ+9qo6fLfqVhIo1EDobyg+I1pkxoWg5VMzlHaEhcgwX/Z0mVoXL+hgCPv69U8WLn8K3Tu1EW0JuV5UY1LNa/SagOhfLw04wWcfsbpYkryXjz8/D6/sDQIeOOfGo9hw2+H1+dBTl4IoZygmJtvvrkIRxx+hOJWs9iRrmP9z7/guGOORSyaEHB2smt2CNA8TO2D6quvv0avq/tKQPfs087A5Cefhs6WQ7Z6Y6UsDLp+EBYtWiSbl7LiGLg5qYXR/89537xpG3z8nV02ltN0+53Dceddd4p7x+JYNQsbf9mI3lf1wZpvvlFuMdZcERqm0qBShoF77r4bg64ZJHEHzjP/iyYT6NKlC7Zs3EyHOsqKS9U77KDhsxBmqtBa3pmLQ1EhNdw07GbRoKkexrZF4DVM6bX311fmoVGTRljwxhvo07c/rBT77NG6UdYHTXyRlVdHbr1cWB6CnAfbNmyB1wIOOagZPvv359ACPli0Pmg1QcPocY/h8bFjVazCmR9dabo8iOl2m/zMZNRv0ED2EFP86Vq864478eS4CbJeqBE7+1/eg64P3RKg5p6j0vLKy69KmQAeCtSeDSMhLhh+MR5OoFev3vjn+/+A5QHy6+WJn5k48OzE5xDkwaH5RLumj2fItYMxdepM+0BXaErLL9OT6AK0fco4gqjsgz7qqBaYN38eDiGL44P3cNXgAUjGE0iUhmGE48IgqADQylBFOE4NujOKt9LFoYIcVhLofmoXcXHQtznxhafxpwfvh1fTdwrQ8+iDbn6A4uSS0G8p1wX1Ta/uw+WX/xFv/HWBcEVzC/KghfwI5Ibw0dKPUJCblyZ9mqaBtxe9hR6XXi4Hhc+TsYEzOJp2vE6yH6mJ00T1BHwC0jQX6D4R56GT8UXNw+PFksUfomnDJrL4eXmh44t//xundjtNgY94SGx3g2gkOjy+XMyYNRWnn3WG7T9UQMQ58DPlR9cw5olxGDHiDvk5tzBHBYU04LXX/y7mvqK8KbfGxvXr0a7tMQKQSXLDZcMrNwpthrQP+speMMyEjJGHy+fLvxQNmlrYhedfgInjnkTAHxAXjK4p83bg4IEybwQAHlDih5SaHh5YyRTiDBRF4zDjFoI+1V2ewDvi9hEYccftqg4I/e2wsOGXjbjsisux5pu1CgQMQ3XOEAtCIAV333UXBlwzQMCH//F70WQS3U87FT//+JOsmeLNW4WCtn0I8zeoTnv4FQegO3U7Ba/bPmiFO+q0uGXYbZg7f56MO14UQyqawrHHHoN58+agefPm+Ntf/4q+fa6BZSXswJzKCOVa0TVL6KKhwjx4AwEkjRSKNhWJi+OIw5rh3198Ad3vRdxKyfxRRo+MHY3Hx40VPzJdfeXZpiq/4Lh2x2Lqc1PRoGEjpMykrJGQN4Dbbr0F4598RoA8ELDjG2JeakiYFrxBHbn5Kg5zVMuWWLhwIbzwIWnFFSX2fyyuoC8gVmmiNI5eV1yBt//5NnS/jlBBjoylc5fOmDThaRTmFYq7hn88loVrBw/C1KkvKYaVzU6qfKi6AJ0J0M4iTVO9dNRv0AQ33XwDChrVx7ofvsUzk58TcydaXIZEOCrm3FMTyzVoh0ilgoQE6CJ4TA3Fm7cRVdGiZQvcfNvNdEDhnff/iQWLFgiQhIvDSMUSkiAhW5QsjtbHQAC62QFyEquMKx0rv1qBL1csF7/k81OexyfLPoXf64HX6xOTOTc/F59/9hnyc3MRl0i5TxbTGwtex5W9+xITkIwb4hytmONhe7zEj6dAgZ43b8ADvyQkqIAeQTvN+2SiTsCPjz/5FI0bNpQDgb5oAubatWvQ6ZRTFNc1kYTJZ0pGGjWQFPzBPMyc/SK6n3GqgDI3KH3LmzZuwgcfLBZN/u1/vIOZM2bB51MWAwGMYPbOP9/GUS1apKPsdP1s2LAeJxx3AhKxOLykcNFctH3Djg96IjMJ+/YUOgADTjSvN27cJO4mmsjHtD4aV/W+Ut7xy5Vf4T/Lv5TMzhenTsXy5csFdBmJ54YUd0SacmchXBYRyqSV4EsCjJPe86c7MOLO29UBa6c1bysqwuQpk7F+w3qxHHjRBF+7ejU+XvYxzFQSF150Ebp3745EMokQ6yNoFuL/M78feOgBRMsikiRFq4yHtTr81FWFSnMFCOewySnq3LUTXl+0IB0k5FHoMT14ceY0fPr5ZzKniXBM2EbNDmqGoUOHoqCwAK+99jquuro/LIt1zz0Il8bg0+0yu4aSX6ggVxQRj8+D884+F37di4YNG+BPDzwgB+V/1/+MxR8ulv34+uuv48033xR3CAPhQt9z+B0pCwcf/DsMHDQIHq8PrVq1xskntRfgnjt3Lv7xzjvyvYULF2Abs0kNsoeYLGbIIZ2TlyNaeZujW+PNt94Wlx8tREqba+CTTz/Bt9+sQyppYuLEp7H665UwmCUZ8Im/56gjj0L//v2h61Q6PDJeruUXp76AZUuWivWXTCSUxZcxl2LMZ0i9OuY2a10cO1MgHO4tM/S8fj/y8tWpGI9GES0jQFuYOOEp9O7XB0krBdO2N5mo0rFzZxRt3QavpaFsIzeT4pOmPBqSKQs5hUHk5eQI8NF3mySLwy7WQ/OZAD3/ldmSqCL1PmgOM9V73Fj85ZG/CDByCqlFMEORG5Z86/z8PKxc+RUKC/Mls1BxczUsfPtNDBwwAH6PF9HSCBJlsTQ9T/EzFTlX8cBtTnJGAEZAVHhJZG2Ua+CegBdfrlqBRk0aKx6zjErD12u+xjnnnquAPpZEvCis3k/S4YFAKA/TZ9kA7aRCWsAH7y9G3/5XyiLnhqdJqaVMRIrLYEQVxWzpsiVo0ba1bGD1PIgG3KVrF6GhWUkD4aIy4apLxB0aEjbNrteVVyBpJWxdRmn14irhT079Ek3HmHFj8edH/wJ/yCtWR4DjsIFRk1iB7ZSXd7ZdRjQweDiwUJNp4a777pJEJh6uKrRKnyjXAalnjJYx2kdFWseMqdMw5NobhElA4M0vkBwAACAASURBVDbJegCQ3zBfYhaWzroVtE488JoWtm0sFu1Z6GcZ8YR0/Ygq3NEC0BbQuVtFgKZIaBHwUJb+epIbwINMubAkKAwLCxYswrU3XCfbLhaOIFrK3AKVci1r0V63ApD5uVi1ehUK8vOFRWHTYrDozYXoN3CAKC+yB4jrpoZISRhGnPNbTjxP72MAvXv3wYRJ49WWd+ppADj/3HOx5P2lYJ1DycLl123aLWMRbY5uhSXLlqrfiUWkMnvvuf8eTJ48WQ51ArAc2imgdFuJaMoMZPBelJc/xycHj+OVItDTTRUpKYVB+mQNuKsysa/WAbQzeC4UAiK1U2oFsUgUkXBENjQBus+VfcSv7NTfiMSjAtBkcRAkCNAEagJ6yqshaVnIzQshNydHNMWS4mLEY8zG4gpXC6uNzeI4oNkBMDMB+omxGDl6lASqxA/MLWAAZdtKhXNar6AAK79ejrz8XKTErKZbsBygyRqJliiA9spOUEteNEJq13b6bSKh2kOlDQvFWUpnbtFNwrifL6hj5ZqVEgxj5Nqpu/D1mtU4+7xzVSybKdROjQsBaPKhcysAtCxjS8Pi9xej36CrBKClmA4ZKaaFGMccTojFsWTph2h5dBskNeU3FIDevAmdu3QRHjXdDuFtCqC5ATIBukefHhIE5CEo4hbam7rIrvFqfkSNGJ6aOAEjHx0Jf8ivClyRGx03ELc1wvL0OCUkasn0QQswpVLMwMfd996Bu+6+Rz6asBIShKJGLu4MeBGzA00BzY8XX3ge1w64UbU+c1zoOlDYJB/BvBwJFkajEfF5ev7n346VhhWX1/b7K/9pRoGfKgZoglanDIDm2qEFlOMJSU6AmhdFJ5NaGzYTgjP2t9dfw/U3XC9rLi6U1Tj8Uu/cznJVy1IUjNyCXKz8eiXy8vOU240xIuhY+NYiXD14oAAmlR+dLgloCBcpgHYC4ek9LMtLwxU2QHMcjAk4YHvBeRdgyXtL4KdyYrMjhbYnBZosAegPKwE0HSz3PHgvpkyZomh6zHBQ/kiUFZVApyZvg71gSE4Qofw8pTRJAJOshJQwgZJxpaBVvqo6nlAnAFoi47ouZgsngcEzcRNYwMSJCqATPN9tJxIB+uQutgZtaghvLIJPFh8DD0CShZV8HmFw8MhNxJMqmJa2UzW0bkMNeg4yAVoyCZ8Yi1GPjkLA70cilhCU1E0diSh94paYkCtWLkceT+o9AGjxdVID9HrQrHlzXNmvL3LzeNpzUzhBFHvbiWJqChB5/F706XslcnJyJENPEjAAEKDPsgGa7pvkHgD0lQP7IZkywGSQRMyQAFGK8k4yIEiAXoIWR7eGYQM0n7cnAG3JrqErh8E++izt1lcM+tEFAxNjxozBY2MeExObyTCiCRqmJMWYLGqlSN4KnB1lWuivKkLHg7f9SSejfYcOYo706HUZ2hzTVn6fTCWEkaMquZHu5cXqlavw1sK3pJYLL0cTfu75Z/Ht9z/IPXn4iXmdMhANx2WD01WTPqWqy82RoUG/luniEIVBEw705//5t1ibTp3BJg0bofcVvZGXn49Fb76Ja6+/ViVvhKOIE6BtDdqRpQT7BKDzBKD5t6K5CdkSi95ehKsHDIDm1SUuxHmhEmTwZKT7LrNwlC0X3vOK3n1Fg+Ycc6oUhVTDxRdfjGWLl0ilSrpl7EyT7QCaMRixtmgNZQA0x0X+v0XrygQMlm6QiLJKbOFho/k88AbJ2VaqsihFZB3FEypTcnt8rtbWa7VSg3ayjagtCt1F8heULU+NeMJERbPL1KBJC9sOoEVR05Di/rJN88w04XRAQPkS0MoG6EwXB4Fy7JPjMIqaHVO9SdOJEaCVqcvv5dfLxxcrvkR+YZ5ojmrB71qDVsWRVJDlhPbMeJyNwvqFalMweCWJFbY7QCLerBmiiP0EagmY0adIMAewaq0CaINaCjXobRHJmlQujl1o0AOvQiJFcI4hUhy3zVelYTFguIQujqNbI6WpOg+U3Ybd1KB79u0Jw0qK35FbnVoftVnSJMkcSaaS4lZ5fOwYPDr6EQQCfmFMGDwgmGjhVD+zN1M6j0U43wq0qZQH6MeUIj9kxngx5YVnccGFF8DjI7+a1oFVvo5sS4iuDiUhZnDSgjFw9jln418f/UtUSmrfqaSK9quuMJyP7dWu8qNjBzt+L38l65QARA26eydUAGhxE1m45bZbMXfePKFGcm3QSiFnfNrUaTjgwAMk2HbtddeKiy0ejqQBmi4bMSBtDZpzm1eQhxWrV8nfnCO1i7ieF6H/gAEiT7rsWCqBcyPz41SOtM0rR0LU+gnQT0160i4kZska4r/36NFDgusEaPKuBVgZCKykQWcCNMdx7wP3iQZNX3op10ksJTECjsMngU81ICemQ7+UY7TZRmm6XEE6iSxjjlwNehcLVha7XSCHfiYnFVyI7dAUQPfrLT5ox8WxI4D2qkxtpRmR1mNTtBSpPrNonALKlq2PFg2aAC3+SFLcyLscNw6PPfaI1Nml78qMsnSmKkbE7+URoFd9gbzCvHRFut0CaPJFAyzY7UGHjidhytTnUK9BfQFlvg9dDqQWqZRmx9PMYFEKBXn5dlnJ8uJyK9euxpkZAJ3cA4C+avDViCcSSMYSiJRE4aP5a9qAlAnQthbEKdxdgO7dtzcMLWknuyh/eDgcEb4z68iSDsVrwoQJeFQ4qwFs21wkFgoTRKRSILVYpsPZYOIAgKSHJ4GgX0ciTm1cUTZZiPbp5ybg/N//HkmG1+xqUKbGQKZyizCYSwuN5jv55QRpv8+LC847D5/86z8C/JHSiHTSkUQd3leWoHp6ZvEqZ0lXhZfDAWhJ9e6ufNBCv7StKiaq3DJCpXrLXjGBgNeHw484AhPGT0CzA5ph4VsLcOuw2+Q4Uy4ONcdpEz8DoKk5E6D5t7CI7IOQAM1MU3Ke6SKIheOqDDBl4fjlKwM0Negr+mLi09Sg6eIwxerlzz179sRHS5YhoPtQtHmLuDkkNrETgKZqwLkiQD///POimJQVl4hF62EWLQWUrsPOGIKKQTi+eEfxo38+M6bjqNGZa6oqKZO13sXBRURTkpmFQj8Tx6ziCxOkJz09EVdceQUSMKUOBwMWkVgEHbt1wdYtW+BN0cVRDD/9ZJqOBLVOH8FGmWEqscCujGZnWtGdolgcs9HkoKYSgFCbwCN0otGsxeH1IlZaBiNCDVCtaO7X3MI8rFi7EsH8HAnOSC6cpuO1Nxdg0KCB0lAgWhwWM060bma6eTworNcQd957Nw4//HDk5OfguOOPBx2D7773Lp595lnlt5V6GTZlzl789GmPGzsODQrrCSFM6EewRIM+87xzhE/NTZjaFpVgmCRXWRr8wVzMnD0N3c7oDrocJOVb9+KD9z5Av8FXKYCOxGWcUu9aNoyS14fLlqD10W3FTHXcShu3bEbHTp0E3BgkjBSVwUsMlcp0rGoHTHpuAnr07qHUGyl05MW6776VbEXGCzp27Igh1w2R7M7vv/se333/nZjsf3n4YSz9cJkqymQHsmw2ltLgnYpv8gE7Uip1qxXlSyyio4+WQCo3qj+XrBgV4RNOtceLLp27YvDAa8spfIQa08Snn34imhnNeI6NrBPywtml3MuDPqNWnDM2W83ca1aHo5g4m9iuNSTKADXoU7qeIuuK1g6Ld1GJ4ENvGX4r5ts8aM4fU70Zbzm23XHyriXhYqxZt1bWXTQcRkziIRWDhJQZA61UNFasWokc0kjJ9OHqsiy89Y+3MeCa/nIPBhrjkbjyHXM9U7Z2XWfnEHXu1ydDg6ZClWSGqu7B5T0vx0dLlooSUrxlqzCqyAKicsN93vrolliybJncvLKL4/kpUwR4w9tKYcZJh3WWmApCS/0VKRms4jzkfTv0OjvuXpGJU6kMgwvQv6JFiwZNcKBpQsF7vULPEie/x4Mnxo9Dr769paC/ACmLJcWi6NClE8JlZfAYQHRLKfSEqsHAoEaCBZEABCXbTXWViMcsqQsgwQZdQ4uWbTH/1Tk44HfN5J7cBH5fEGOeHItHRo1EiJpDcSlMujiECeBF3DBQ2Kgevly1PA3QfCa1drI4Bg8eDNMwkAjHkYomBdi5CI2kiYN+1xxz5s9F23ZtBUSkAI5Hx+y5c3DTbTdL9hPBRAr+M/hGBonHKxrM+++/jwMaNZEgJzMe6SpY/vUKnPv7C0QuQkksURtIUrUNC8GcfMyY/SJOPes0pZHbqd6LFy/GwCGDEY1EhP1RtjmKgJcBOGYjWsIx/WDJYrRo3UppJXShWJb4oLud2h3RSFSSEIrJnKGrweuVQzUat/DM5Ano2Yep3nZwUfPgq69WoFffK6Qe9LnnnItJT06UYCdBmu9HxOl5eQ/8/W9vIOD1IJVUB5VKEVZV3lnSVH6VUbaSGhV/YSRtsjJ3IrMTYaGgXoGAmZcHtQQqTVx66aUYN/pJ5X5hIhKfbDA7VWld9Ku2adUWP/74i2jmHtZJliVlm/22yrUvqVmqeJBKyXZ+FqokNCRNCyd36YhF77wtAcC4ERe3EXnCN424SShs/HK8OAwzQjqdKkTGAkmMwxTUL5SDKxIOS2kAx3WkeN0aWG8jGPJIcH7N2rXIKyhAJBmTEgc8+P628O+4dtBg0c5LS0oRK0vAb1s4lIvPqyiZCVbUYxkEBuw8XvTs1QtPTRgniS60eplPELXi6NWrF/61dBkCHj82b9giZYApWucAbtG6BRYvWSK136ksOYB7z333YubMmdKEmMwhM8qiabbLkcwt22omOLMmjjTnEEvcyTyuCD7pwmV76Yr6LV+vnT5ou+CK+Puld6Aq7iPUmaQpXTp69b4CrCSnaEQpRKJhdDntVGzavAla0hT/KxLKJBLFSLRyS6LwNFUJIARnZpupmgBA67btMHf+LDQ+qIn4RGmOMZo8dtwTeIwdVXw+lGwthZdactKCkbDgC3gQyA1i5dpVwjjhaKTegceD199aiMGDB4mGnwzHRYtm5IKgymBFo6bNMO/VOWjb7mgVhSeIWcDseXNw64hbVb0MmybHFzioKTuPe6V2AbWlxg0bwSJ9zM58o1lKgKbfkECb3BYGDE11KzcBP1kcM6eKjzViREWj5GYhi6NX/95yACRKI5JWrzMeS3D3UnOzsPijD9Gm7TG2VaGsjw3bNqpejmRQlEWQDCfgt1hkKAWvnxvUwkRaOyyWJB1qLFi6jlUrVqH3VX0FoLt06ox77rhbNn1hYSEaNW4kB87NN92E9/7xofgkf/h+nap9IsBKe9uEz8d5y1Ct6dtOssdkQzQgP1yzJDOVBx593ExR5zqSEJVCWZx9zjm4Y9idMveNGjdEQUG+7cZQmZKsmnbCCSfil59/ERkT+CVQuYN2UvvKB+2AssQhM+pgS3crXUOHzifjjTcXilbrBIf5fsNGDMfLr7yi/M+lUZhlhvK3Sz0LS5pcBPNCcsBGo1HhltsGBTTTTjCSc8cS9gbzBfw5QQT9IRx4cDN59ocfLsYdt98hB+nP//0JWzYxw1LFY5Slp9pj8QqEgmjS9ECxQC/6w//hvvvvFS14S8k2bKG2/L+yCNcNvVayX0lZZczBjLPWBhUuxWE/5tjW+HDp0nRGrZQwYFLRA/dg8nOTJVVcNOhYSgU8WY6YQuOc223aWBSKlS0VXXV7B1RNgrMci9nak3BXp40SpyrUk6RJavfBo4Y0YcJTuPyKHhKhjRgxCd5FYmGh2W3euhUBzYvSDUUqcGB3meAilVZX1Exss4djoBvFIzUgLLRqczTmzJ0p5UZloqXIjEey6x59dKRE/pm0kAgbctLnBIOIRGMobFggQUJqaapYi0rdfu2tBRhy/fWyoUmxi5fFhNvLQko0Exs1ORBzX52DVm2pmdqp15aBefPmYeitQxEK5EgyRjKSFBB5YfJknHD8ieJi4BhVLQbygVWBoZWrV+G8Cy4QrZGtucyyJPy6xy4M44HHH5JMwtPOPF0OBKd29dLFS9FnUD8BWgJ0SoI/1GboM4SkAb+/dDFatW6tlrgdXf1l43p07d5NKt/5NS+KNhQJ/ZAJEFRbSHh5dvIk9OzdQyL3kgKua1jx1Ur0uaqvFEsK+gMoCBXICXrd4EEYOHiAbCapxRGOirVxwfkXYP3P61X6urTTIrNAFe6XjDBb4yQ4XHf9tRg0aLDKZrRLCPz8y8+4+eZbserrFenC7pRXbm4emjRuompZ3HIDrr7qarFinOYF0XgMXbt2xYZf1guViyVZUwnSBe29bqvO+9rvnI6/OPcXzPEgmkih2xld8crf/yrMH6ali48VOobfPlwsLwokuiWMoAWpJ0JlhJo3B02QZdo/5UcGk+M75qHjFFESi9MCDj7kUDFhmx7UCK+98ZpowmWRMmzcsElYLeztOWH8U/Cng/flAX3i/HHHn4AxYx5HXmEu6tWrh/qNGshhOfapcZg2c4YkvhRtK5KgO2VLDjN9OEwMk1K1pom27Vrj/Q8Xq3mUlHKVnk8f9AsvTJW5J0BbUQK0SmKiPFhdg/uPFgTXME8NqbRoJymlXTA2CGXO3760hnaFcbUaoKkpUcONxk2EcnyKq0oNOAXp0tGnb19EUjFVnNxKIWHEcXyHk1BaRpZFUgrGsAMLtVxd7DAGBlQdB9nYdj2CUK4PUboefF60atNWUmObNW8mAEYgokYyZsxYjB03Bn66OLhJk2x55VGJLh4PcnJDWL1uNfxBn2wcUnqo6b7xziJcdVU/AaEoyfwRA0bURG6OF0bSQJOmzfHyq3PR6pjWsgBjRkz8inNfnoehNw8VF4rUI2ayCH3af3sV3U/tLiY7mRpES9VvjZtNx5pv18q/M8GHvmSaugRa1bmClMUczJ47HV1O6yoHgmQX6gH845//xFXX9Reg9SYtlG4sRUBSoFUwJ2kB//r3v9CiVUuRh9SR1kypvX18+xNUULM0DMRT8Jm6HED0MXLuGKjr1aeXaL0C9pqGFStWSqIRO6ow+7B4U4log3ffQQ7zHRLUU6VQvQIm7Y87AT98+4PMm5jSPmW6hkJBKdDDcpo8ouhSuee+O3D7HXeIWazWDLDx5/X4wyV/xMpVy5VaagMAZZIUV4mG0Y8/isHXDZbCPJIYxZoVHh0dOp6Moi1bYcVTKN1aIiDgJHc4h9W+TFRRB4/dOswOlguu2EG8Dp07Sm0ZQzPs2IMJr+nBDbfegLkvzxf3V+nmYuhxpSg4pT3pnonTfWN3WuB7qB6fKjJAJYWWhXIjquJTxLZDjzxEZSiSbigZqYphNOrhkfjzgw8LY8LPE1nEaqd9awToEzFn7iw0bNJAcEqCsP87VO65/15MeGYSgjkhJBIJBL1+SS4p3loMLjQJNkoSE3D4kYfg3//5Ql4+riXFAvJrftzxpzsxdepUObSYTGVGk4p/bytGdKVQSWGZYs5VkO6WJGusKMjMrGZbIWDn/E+lQOfuAO1v/Uzt1aB1Dwrq1ccxx7STDcNL1bW1cP2Qa8U8FZqdaKwm4vEYbrztVmwr2iagZJQl4DF1lBRtxcefcYGpqhOKjqtKMNK9QRA45pjjUFivHg4+pDnuvvdu1G9U39YS1cZ49dW/YsaM6eJa+HjZp9i4caOYU507dkZOKIRATgDPTH4auXk5okEz0EKAWPbJR9KNhcWZ1ny1Gt+sXCM+aKEBWRbqN2iMe/50Dw499BCJmLc7oR28fh/effddTHp6kmhGyXgKRoLkew2XXnqRVCdjoKVzt27QfSxyrzjZ1Pb/++N/ceeddwrwrv/vz/jyky+EI9qyRSscfPDBUlfjtttvwbEnHqtKRsqhBXzxxZcY/cTjiCfj+HHtd1j1+UrJ7mrbug2aHNQcpsfCY+NG43eHHqJ8+qINmygqKcENQ28UP/mWDZvw8ZJ/AQngyMMOx6GHHS6q7ZCh1+P0M04Td5H4izVg5YpV6HtVX8lErJdfiKMOP1LqPvTscRl6XtEDCdZusHtFcmMPufZ6bPxls90NmmethWQyjg8XL4GmsfqZmq6ECdx1750YcfvtMgf0ZxP4N25Yj4cfelgq/UlfPru+tCTlSJjVRP+BV+OC//d/sp7+s/wLbCnagoRp4NbbbpXmtiHdi20bVRF7YT44atc+TlRJs4sygNrv9+HkTl3lNG55dCs89PCDCsSkf5cFP/x48unx+GDxB8rNQJaRAYTLSvDvz/4DI6nqqAtl1UYSp8mxACuphOnGwbylYsOQmtb4gEaYMHGifLlR08Zo1+5YCSy/NO1FzJvzcjoFX0XebYuL7sI2rXD7HSOEerp+/Xp8vXq1rNHps2bgtQVvqOC/YaqYTMrCcUcfrzJH7b6cVDoOOaw5Ro8dI7dW9c2Vq2LqtBfxhpQQ1pEMJ2Xt0FqWl9M1bCnais+//I+wfngQqaYcSuHaLXCuJKvfCr67871aC9D0H552xumY9MwkFBbUk9rEjmnN7iAsHi/7xK5TzIkrjYQV15U8AAbxoEsG3KWXXCbBHwYxyGN1ulzTvdGoUSNMeX6yJDdQk/KH2IFDUQccahsbaIajYdEgrrq6H95c+KZkubFg0WGHHiag488NKDqS0PdUQIzaZpzkec2DUaNGYtxjY4W6ptpsKXPf48+Bx6fjxBPb48UXn0d+/XxZaPR/KnKCop1wSD16XI6Pl/0H/pCOZR8txQHNDhKfsCxeSQKxkLATPGbOmombbrhZ5PDnhx7EoIEDBXy8TPzxU3bljdu4eOPsUAFg8rPP4e7hf5ICRI89Ohq9evcWl4o/JwBT0EnV+aWZSzOU3So4uiXLPsSlf/gjknFgyLUD8cD9D4rvl11i6I92khQoW2rQfa+6UmqAnH322Xj0z48g5AuAQOTze9NZX05BI+mPl7LkmdTyGBBdt+4bdO9+GoxE3Kabqc037PYRuPveexFLKfNeBEAXE8fpVKt3TFuH0cNypqGg4mX7fOjRpyf+9fG/5F1Z7pQAQpZAyZbidJq3E+Xf1+4NtX7s6oc2SDc5oBE++vRTeNgc2ashmBNUXXFsPirXVzwWVZ2BRMNXlNKVK1biiiv6YcOGn8R37nTkzuT5/prvnFasz0eLJV/2zAUXnIkpLzwvFBph/CQSGeRPe63aRb0YM8rNDckQZ86fjTvvuRtxIyHfVXtUk8w/cpjzQkEs+WAxmh/UTFLyaX1JoX5dl0Jk5ckyipWRiPPZjL14RMFQRkG6oA/+8c4/0H/AQCRjUfGRM4BtpJI27W7nsFnd7o1a7eJgokH3007H9OkvwZfjVxXd0j4/FWl39AEJpDk1LDJqWfAzy5YuxflnXyCaZMDHzifK1yulknUgL78B5s2fhZNOOVnu77SvdwBa1TUgb1al0F5+2WV4/e8LEfDq+Gr5lzio2f9n7zsAJK2qrE/l6jSRjEhmQAlKZoi6BpIgwmIgIwwDQzL9JJUlShRQUZLknFSCBHMiuOoKSo4KTIbp6VS56vec+95Xr6qrp7uHGRywy2Vnpruqvu974bx7zz333lWlJFG3EhXUUJl0Z6lQ5mfJGed86xycedpZaMskJIFi4XIG0cx6qWKrLbfGHXfcplKLtsucXEgdJSy9ZpdP7IJHH3lUdMVLL70gCZnUcK6zJ0GaVAc9vOuvvxEzjjoa5UIVF15wDo455mgBJrP0lLQRrEbpGkRTxvH9716Kr33lFG3oq668Evt9ge2qaLuwe4x0ULoXWZ90oWNJ/f6xxx/DJz62i8CSvPvZZ54t9QDVMEo59q3BqOJ45mnsd9D+kkR+/GOfwBXfuRzxhFm8HGOrouGFkL4nYk08t5QLrlATi/CI6SHHSM67UMOpp5+CL3/ta4ixL6VCgmZlUrYZrhm5ulG2m8tSUyW9KvbZdx8H0HHRWkxjJ7j30g3no4QW9EjMpFG/pw7Q/OiKK6+Ivz71d6krrIyqHca25i3+YIkiLm3HcdZPPvEk9t77s5g183VtHV+FzwfGNMaLOGEssGasEM+23Xb7JG6943YUZRRZKVczSnwn3WaII01SURnUo750DDLt7VYbnfLXGpCjAqPIBgkJPP/cC5g0eaLKiopf53M5oLY8CL+EfNcgArJBc8PzIIZfPPwz7P+FA1HMsY0bPUyT6/pdOerpWIofeNda0Fxya629LvY7cD9ZffFUEsm2lHV0jlaVLVKuIL80/N6xmhkxvPLyS7IKSQPUmC7ONGa1nzfpTSrbhoMOORCrvn81pbCytb2SY1zuoXL9XeCCVsnNN92Ep578OzKpJI4/7niM6xqnd6qQUnSI1CuwWPfCGH72s4fx84d/ITkQi7RUpDCxg4Wc9eprrYmDDj5A6dukLhgA5e7xZTO5EK+47HL846VXVL/5+GOPRde4cVaPgjVCBDa2WRllf/yxx3HHHXeiWq7iU7vvhm223to6a7B8J/lGeQj+zLPPsZTj44/+Eff++D5twE/vsSc23XRTgZZS7lmq07Va4hRIwkQvIB7Hq6/+A5dfdqW49e232w6f+PgnTBaYTiKZSUa0Ba84d/5cFVJn8fQp607B7jvvKq24ZHYZdmmnpKqBZTLA9h2uEBOVdf5558sz4manB8A5/eQun8BHP/YxSQ1JF5FHNnbUyJnwVXd3je6RnBExXHfjdXjllVdMmVAsW3nSak3ekGSLHt2DL1tS2Wee4vDAyD/Hje/C1046QVQfqTMWpte9O4B2Hrk3qK2+OuKYNWsmrr7qakniYpWKwLBVck2Lx7HxdtY8/04d8Yc+9EF8/gAmHbF8rcVbTBLnDpRoF9rAGBlWxRN/exJ3/eRHohNt7ZdZ3BYlpne78WQ9btU/SVSRSqdlQJgG23t69X1u68AdHjohwomAqhTeeMMNMoRqlZJKREjxEgQJlyLmjuqr35UA7RgGCw6odxnklme6suZiuwwqOzmNV66Ta/XZUgsoAlac+to4+qhQyBfBIv2UFpWpMXbdktWpJxFD2/h2bQBSlTebMAAAIABJREFUKtJdinNkgMSabbIeh6q1/YsbnT97YRTx75zEuhjUUxtQWvafJazY89TQnmkTCDKglhsoIsNaumrPlEKhXEKhaF1B0u1JpOk1REBquuOutk5lTTGdddY/51nRpRQLlXeYS+jq8vIeGRTJpDJSnrAE60BvXll7mY40Upmk4+KCWgSupCnbPRH00ok0ellQyilIsl0ZJLMp63bOiHg5aEBKxUChJFUE1SksatXrOnVnO1JIZJOoxlkLJYVCqSjJpDUeSErjzKAk5zjFmr4dWVRUj93G0L98R2o+D3/ORgNdXV1SAJRyJXS/1StNLnveMdubr8z4jBofSEuumhJ2KA0CaW+hEfz4nxrm1hAvs6JfL1jESkkd7kBrLrDjLbglkdwgCajTqkmKLUMihnze0mOSWdYhz6p+s/VwtOJcHhL9n+LZE0nJFzOJpKpB9i/srXPogfU8FC/rQbrKJsmqHBdDn1ppAanOBLKSiLmkEEcI2mcC+ExYKzIG8zk+xVwOxf6SEprIWmZpsVDjXayiQG8oCbRPzMhIUpzEGR6RMSFPz1v29tvQG+Ru40FPb5Clcgd6+5AbKJnmuz5QowLRpfnmdy9Au1FX9St2pu5oQ7arzaWLerLfJkgpHNEucUe/+GnrwsEVwj+ZUDHQM6DFQSta1quiulaHmVZ6x/gOtc9R8NF1JVHygqM4VDTelSzs6V4orTApiuVWmizAN37b55rZ4vMHjpiLfxVX7+nuRYw97wqMwNv9yoLjYZNOIp5M6lm5SBkQlDzN0RcCB1eNi+BGC7GL8j6CPWtOKBhirZxEWyCuVliFfEGg0zWxUyoPFS9y1AbvT+3DxOnVdKBJm9rbK80sr9HZ2YlUNhVVIiMHSsAlV07r17IVzSuhpjU3kNezd43rQIrV6VwND6kEmIFE+6pSlUVFZQz/3tHehraONivIZEPXAKhqRKBns1RtldmMMastJ0VNld3B6R7zeymjG98uLa9oAUdWGhaHJpf9i/EC1rFgCyRelWqaWJnKjW4DTGV/WrZcM8ovSYBWkR/PlrnbNBUOvZca0m0plQNVwNWSRKPAl1ESBti0PrnurWZMTcojHjZehRKEIIYMnHG1Wtal7wZPSg7KP2BAnK3XfOGjZpDXqheHTj22dSViEJC8M2WjSrB3wXKjooAqKchUTHp4o/gsz6E+XR74zTrXLmtaI+LUXUNlxR5yBQwwM5Z7r15EcWli7qi++90L0OSpmAHIHnBp03Am29KqTyG7OZoYZwW6XRLyUR6kVOzdjG1VsWLAh3PL/BTKi6gTJShzMdC6DDlgtXei1abov5OYlWhhEhgo8WJbKUtYIcVBVYW7lJsoI1+t2LwdJmVWZ2P9AGUjWqsvn9OsriLJuDhUAq0/KATivnY1eecca0pYw07K+zg+arjquq9YaUXbpCzdWSoSgJJSPKi9VBTlcu5/klIkBuAswEoXmRQGLVUOHAN41jjApXpLO8suM1acxg5JVxqVh0+5ohoZ7e0pVJUoJDbYkmYc4EmuV6lIqULso6WYyqaVbeYt3QaL1yUb8NlklVHnymuyw3rJFAHsGShs4vdlk1EmoQ+KRgd5uI0ifsxx347LNQuM0kcrAxIU0xvVJlycNzfI7VyMRf0hk6SNTO7GYIOpy73dbLVhLLhZUV0RHuLkeOnxsPqcrzgXLdIortPkWbiDTF6HS5hxC1n7JZVO6D5YAVGHQcs0kLqZHnnFpapx+mpBaUW+ONuq0+HmLctAvW0a6ygfvOpHq22GQT6R4sK+jAP/zrVoHYbGLOjFWYktPuMn04OwN3pk8wXGj/95Q0Q9OFHrVIlbwG4lhz93WzL63gae0n2Xv65nUnyKbOjSegmZrtQcK/E/8hxqq/toqgUQGnr+ut6VUwUxJ/fy9+bTW5sDQLyV0CX371dC3iBb0naZr39RH+y6FaOzzcmV/NSFHkLD47uPMc24ISjZ4vnDOWn+fn+dFsZvxKMrm81F9H2iEL0PbXo/H75vYGiUtdz8Ng4N4xOcFJGetuH08KnZPiHCsvPU6bzRYF/sXSLw9UHa8DtlNtr9+rXiOfFwXMN10GKJjuq+/DpbFD0S7QU/315DHqxJBbmDOfL3GK7jRd5Yq7EN1pc/vVrVfR7VAy+lN78rLeiRjkWrRRbumea5ixZw8y/ciWtr3weU7C64UFzV0mjxewAL699aF5Vm57n+JCGY+43ffOAMeu6mhym7D1onCwcgDNZ5fWeTuycjJDgUooPGJT14MNVwDAGazQ+l73CWToNl0wxo/jvdtVopBwLctL3sENiDTBMTYfPRcFGjp/jyB1b0HaoHbJx+85poxRWHYxBdosV4LmpthvwxZ4f1x8MEiZGu61bv84ZEhMTuTT5wGg7OUCoNrf+3WRQoStJp+p6maWl4hFbj7/ci9w0BmmvYGx7+d8ON11Dnnr9ewzyPci6Hu/aS+v27FqCbeb1oM4eWTDBKTcZMy/HzFlgzmEZRYVmPbisEX+gtuoaFFgBSBHwBQEeLJzzNm+7KW6P+xx4kmoHL/z4E6Cgw6hZeo2zOPqFIeGgRe1lZYAH7RTyUdSUKoWknhPc96BAMBqnZ21nUew18HV/vAkMj2QTc3HzJgnbXVk1uPWPo/tv7hgrktdrsfp0s6j7scwYppK+zWWtgS/oll6uhvd3VehnJwyziPQ0A7a7oreNB9oYH7xbrLTQKFoc79wkukQXd4p6Hup/wes0AzbHmIasqioswdAYdBC02fivre1hj6G3Oz+J+/F0N0IOszlaTMcLJDBdUawvDBSAEvPUL+U3QDNKh69jKSmtYZCFoNa2+ZusiDN6Ekx4usJBHbAXyftzo3ruYZYMM0T9LJLkawuVvvn4rizY0Txs8muAfvMdmC3WwE+N+0jT+i1r4BsJuQ3t6wwG9gWtdpdJKGjfcphrOfa8/k4MbVzDIc7aSejoJ2nDXGu73NoZ121Lrz3+oaV9E67vFvHojxX/EUyHDXd//3q97/z3R54JrtQLocCxb7R0ZE0103HCqmOY15ZG9GSaGm8eRPvvSeN+7FqCbB6Nh83tXN/jhUBxTuBCjRda0cAV+IfoEK8NbZp5jDusu+MuHFnSIv80LqPlk10INYyB1jKqv++AZm61dXTdowukXuBWEMtcxWvSRdencXA9sQ4BzuMhbbcaGYFNTbIA37zdFOAbNG1Pvc7uqfo3WbYj0thbeiJ+PRp7dpJgRXRVwn6GnEXzlsHuvwfrzSWteQiBJJZBhJ3ZX0KnAQDAliUtQfmsBzsETZut3CEsl8PQaYjUt5mzYQXBvGIof9nRLM7B6IyIaw6AOtT9ywrUc7tNF3VPzQTCUQaHDrYVxN9LnXZrve88AdPMghRZxuPGHGswQMAbpWENus4mrotscLexF1F1odvmGWjzhOhGXPQRAt6IHIr7Rf0lwP95K9S6oZEsOoHX/wWdGaj0130O4cRos0hYHSyh/iiz1YHIGHQBDAUzwmaEsphC8w8PBf6VoHn9AteAiFwU4/vLNAO2vqQqm1gYPZ511Br542BeRzxdwyCGH4de//qULEC4ZdIhAZoiDvPkqfg02jH/4psXkZZsPufA6raz6yIIN4jSeyw73CXlob0kPB4rDAm6LZxv2M8NddCn8/j0L0G93rELrd7jvGs17h/uuVr9v9g6G+47h7sdbJeH3DPeZ4a65JO57ca6xpD6zJJ8/rNnsx7pYBC6+6ELMmDEDC3sWYr/99sfPf/4LsEexdUr3mXn1Os+L82xv9zlGu9bezj1Gh9sQX9JsxCyZY2xx7vjf95kxgP73jf3Yld+jIxB2PfESOuYH/c+p38Thh09TstDBBx+KRx/7vSvhaV1xXFOY9+iojD3W4ozAGEAvzqiNfWZsBEYwAj4T3SeVpFMZK2DEjL90ypr6sjNLPq9MutCKHsHXj73lP2AExgD6P2CSxx5x2RgBpsqz96OluLc5aiOmWuXsqbmkElaWjacdu4slMQJjAL0kRnHsO8ZGoMUIeIWGl9WxqBC7fpNzZp0Sllvlf/39va5S3tvjn8cm4b03AmMA/d6b07EnWmZHwOqlqIO0igxZSy215PpPjIAts/O07NzYGEAvO3MxdidjIzA2AmMj0DACYwA9tiDGRmBsBMZGYBkdgTGAXkYnZuy2xkZgbATGRmAMoMfWwNgIjI3A2AgsoyMwBtDL6MSM3dbYCIyNwNgIjBqg2W6H6aksvMnWQb6NjrVV4M+XXAHyZX56ggLvi32vw9Q7YNMTa3EUU2NO9uVjB4jmF4eevdiUkZa0kpbMTGOnFvXuc8U4fNEZ1dQZUw4MGkdTWViHFCWOBIXuff0QdggplajCWOxZf89+kOuQfSep6yYgsCEBS6taxxpL3mYXFt8IZVnXftv92b7iyytw3qkJHDVA+0aVtpATiMeS6Ooap4colXLo6e2NMqKW9cF/W4McVHtrrBI/ym8dDqBZdY7F99lPyVVFM9BtvI4VhGJTWtfOKJ1Eid2mg9rAzRX3fG3dUd7xe/7tapflCkmpl6J1V7L2S67+puviNCaPa14NricjDQv26ZTJFhWisqpczJ709UfeDfJCGkipFPGthmTSNn7YsHhpbohRA7TdjLvJKvCBD2yIM848ExMmTMCDD/wU55x7PpJJ67j83gLoxhJD71RRGYIx+8oRNNh5vML+fu5UH7Q3VM8hpsppVg+ialaytwJdNbCotu4y2MV4aS72kXy3MIXjW1W7RjZOBxNMaPWVykA6FVe/P5+yPZLv/E96D9drmUCWsoFkw2TWljVPu6au9gRnrdNoLS+7I6Q1II+UXefpxVphq3fqNWqAtnoB5rqkk1lsseXWuPXWmzFp8iTccP11+OJhRyKTMVdAHaTfM696nTDH5ERnVXN5xaEeueFzIxkXAq0oJWv2SbeaFEdZ1JL/AmsfINcySau5JIDmBqHVV2GT1FhN5TR93V2WGVVvwTGKY9AssF8thyWVtO7gPOm4KZPJhMac4MK17wsijWQa/5PeY1mTXJNmJas5cSKh/0qlooyMYrGKdNoW4TtliS7uHKhLvBotkGqs6LBRkwW1HV76r1EBtG/5Lk5JFkYMG264ES648AJMnjQR9957L84++yxreE63nK153xOvxiOzsZeZFWMfqmZw+PijBWh1+ib/Vashm+nA6musjjg7MAedM8JSznHn2VSqFbz0ygso5AuyAMN6x755rPygMYAetDozHR1YbbXVkU6ltSmtU3sMs2bNxoI356lDudb/u8E3/7fsPfPgVlhxRSy//ErOSqYFDRRLBbz6yquoVQqKX9UEdsv2IozHE1h3nQ2QzmRQLOTx/PPP6d7j7xA/OGqANuC1XkL8XzKVwcSJk3RCFgoDspp5UpYrJf35rnwNKqorhrd1WwpV1B/5IgsLu49kbIgDDLpsuOGH8IPLLsXESRMbG3u6q5uNXUUccRTLJez4kZ0wd+6bSCdiiFXMgubLW9EjufZ/4ns2+tDmuPT738Vyy00GDzpZ0ajhnHO/hauvvB7JRA2JeELW4Wjm/T9lLGuxOErlKo477jgcc8zRooMSsbj6P86aNQvTpx2F5557CjImZG2PfO/8O8Ywm23D7373O4wfNwHz57+FnXbaCcViAXiHjM9RAXTk00cjZYPsjQkWgGlra9PCzRfyKJUK/44xfdvX9PxY5K7RktJioqtDC8r+ZKQ6lWQhBQsaWODUeCrxVhXb4EYJVZCQOcvvMvfIDjoXgGphkZmraDzeVltNxW23k0qarGh4meBBGknF3l0zVW2GGHKFAjbaeCPMmjkHFBr4ri/+3BkpJfO2B/Jd+AWbbbkt7rjjNnRN6BIHRMUGfaRvnHIKLr7ge0hnYqiWSO8lohKh78LHXGq3XIvFUCjW8M3/+TpOPOlEHXKgkRCL4fXXXse+n/ksnvr7k0jG44hpzS/bAN3e3oHnnnsOkyctjzfffAtrrrkmyuXSv1ZEvTysgsoJo32XND+9GADt59ZtdxGgpjCgFZ1Op/UGcqF8kHfjywZcEIpkMoOttt4G48aNt2g+F5YCHJ6+MU+CnI/xkgbIBGyCMsGebhItBbp0ff29+NWvfmbWrBoGVlr2Wo1CkjwUUMNaa6+Lr3z1y+gaN87olIRxY1M22ABrrL4GqqiAAWb+qlAs4cMf/jDmzJ4jFUelUJYF3dCXbzHbGb0b53M097zZllNx6223YuLkCeDpVuFGRBxf/8Yp+P53foBsOolivoga5WOOyx/N97/X31sH6FNwwsknosIgivNCZr4xE5//7Ofx3LNPS3FUyhfB1b0svzKZLC699FJkM23o6+vHcccdj2q1LIAulcpRk4Ul2VsyHI+3AdD1rwmNP1lzAqh3hkRfGpObiPM0BMqVGpZbfjnccMP1mDp1WwFluVZBIpZEpVY2OSESxhOjgjgS2tC0mtWxWcvPJBS0mrmfX3/9NWy5+ZbqS5fJMHDiTuJgnUZcNT+nHuL8Dgb9UrKok9k42se1oVgq4dTT/geHHnooEqDbXRKxTMt96222wVvz52sjLJzfDd/c1o/XSHnzpTG+y/J3bi4L+naMX248yrUy+L9kPIXTzzgdV1xxGZJIoDCQF0g3N8Zdlp/rnbo3rk9Z0KefjBNOOlH7xbwQYM7M2TjgwAPw0gsvoFKuoL+nFzEqOZZhjLYAYUqGFi3krs6svIJarYJcLtfQ9HdpgPQSAWiT0NTdfAPpd04ruCQXnz2JASwXVue4ibjzzlux+RabI5ZIGD0hKVtV8je+Rxa00yoTTBlI0s+chcX38mepZBL/ePllfGijTXQVGuGU7hiC1w+0RpWI3RHVBdKWJuJIpFNo72zT9b/+ja/jkEO/qAORBwsDiqQ/DKDflIi6560eMKbhG3FqrkYY2FySY/tu+K4ttpyKW2hBLz9Jhy0HjSBz5lln4sorLkcqkUKudwClfEmHnil9x17hwV8oAt887WRZ0Bw7DhJX9+yZs3HQwQfi5RdfRrlUQv/CXsRJCyzDAC00kG6bfwIdHR2O3izJyFoaoLzELejBy/NdDtC1uuXb1tGJvfbaE+9fYw1MnDwJ+3xuX4wb1yUQJNVB9/ex/30cf/jDHzQMpHhKpZLLbjAkTGfSOPigg9HZ1oHeBQtwxaWXiQ558cUXcddddyroVKPJ7l4eoC35xJJUuMAr5Ll5+CViaOvMiso48+yzMH3aEcFGqEqGt/XUqWZBV2tYOH9hHaCDyVrG98W/BfVWWWV17Pv5fZFqS6OarCGVTUtS9avf/Ap//ctfkE6k0T2/RwcqDz2O79irPgIcDQL0qaedjP938gko1cpm0IQA/dLLKBfL6OvpRbK8bAO00Z3OI4675Lw4s6grURccD94moFiyq2GJWNC+Y0QD8vsU4yV7v0v92+r0QkwUh7SvBMcqsPEmG+O2u2/FqqutapRFLC5gpMzw3PPPQ6Yt60T4zq6qms6zq6sLf/rTn9DV3olULYZkLCH64yf33oPPffbzuoCLHzY8n08z1j3UyH3TmqshnjA3Mp4CTjvzNHzp+OPlipuOo6qFs9W2U/GmA+i++WZBL8pSaV5XrWCnMVWn9VQMtz799+pP9+bR3FdoqS1qMXhteHg/zc/U8G+X1s0MZZ9Jn2xPIN2VRkyacs5bErFKFbm+nHh9qWOGCXOF8stRWYouRhB+ZiRzNNINsqh5WtSRM/w9OIrjtJMMoOmFKNhdw5yZc7H/IQfIMKkUyxhY2I/kMm5B+36SZkmboysdtON1vQXtc0N8hulI52G49y0RgB7uIu+237cCIoLfBh/YCHf96HasuOpKCtSVKWuLxXDJJRcJoNPZrFQVBG5Ki6pUbiCGjo52PP7Hx9He3o64l1DEYrjnnntxwH4HKrinAJ5zmaPSGS12kYBH0UoqOWo469yzMePYox1AG1pQ3jh1px0we84cKTgG5i1Eghp7XiKsLxH8PYzVaBEmXVRa1gOvWadgPD1iIOi8JYKVU6UkqH6I0crgn6ZukWXBmGg1hhrvnck2CaNkFI91C79Udum0HGDR9zWkGCEvW9drPjzTrQV8rOmgLDX+aRuIcWkm9jDjkpQPQVQ6cNWDMM/IHw68ttxvWnG8CT2n3RP/TSs629Vm41arIpVIIlauId/bj2q+bJs0iJXzMXTbTvUjVQ/VPFoTtLZdEocyPn0atAWPExpvcptGZelPCoTIEPj14ZDTJ4uR4tL9B+EeS6/mDXjmjOPJ2hi8uO1EjgfnSBYffcAo9drGke/jQZVMufhH/aOW8l5/7Eh9ardmaqKiVBwn46unnCiAtvuvYfasOfjcIQfg+ZdfRKxYQe7NPiTGPJBFwuMYQI/49IhhfQfQK626EqqUuoEBQwL0xTjvgguQzKSRy+UVALHgB0EL6OzsxF+feAIdXR2ynLnCyV3/9MEHcMhBhyAVj6OcL8mq8BaTX7etXCbV3IgBJQL0eUMD9Ky5c5Cs1pCb2yO+tA7Q3EikS+ob1p8FFk+IY7nlV8Yp3zjRdNc6D+yaXg5etwxNwaK4Qy2GYj6PY489Fr3dvfpyX7uAqbICq3IVu++xGz6///51f7BGYHJAHo8jmUzJC+DY/vlfnseF51+MeKyszc804ngCOP7Lx2PTzTZVXECgS714MimQM42yxUDSyZSoiQvO+7aA0tLlmWiQxJe/+iVstPHGSKVTTq1hAM3gQDyVkJ48lc0glozjxptuwj1334s021T1lcHQgerSSH9ZX0T85/vevyouvPBCFEolpFJJlBmDYHKD1L9UAFVx3jkX4G9/ewIrrbQyvvHNr+sQT6WTiFO+p0pNNl8M/l72g8vwm1/8BulUUmisg4X+kpNZGtZbfRaTiFrG42677Yr99t8/Ons5TslUCtVKGZVSEXNmz8N555wnfe/mm2+Or37tSyiWinp2Aj1zGvh8GfeZo2ccjYXdC/W4lJeWS/X71Hi7gSi1AGgC8azZBtDPOYDOjwH0sOgzBtDDDpF/Q2uAJnBdfMnFOP/885FMpdHX24dyoSwLJuFM8a7xHXjm2WfQOa5LoFFl6jUSePiXP8O0ww5HKp7AQE8figMFWVmm+rB938oVbQXQJVEcZh15C3rW3NlIViGAJsXB31e8Neatafd4/mDQ3o8Ba6yxrryFdadMcQFR2mvehKurV6vlKhLJhAUpEcfAwAA2mLI+ert7UC5SD27uIEGEliKt6hnHTMd5519A51dehk6PWAyJWEJPQWAgL8+x/cmPfoxDDj4c1UpBF6XsvFICbr39Zuz5qT1RQRXFCuVOphQwZY0dFl49c9/99+ELn9vPAnrSnVMKmcK111+F3ffcQ/LQYq1sP1eqt3lG7u2isU48+SR8/+LLkUrFkaLLXrI0Zv+y5zPLc6ONN8Cjjz4mACXY8jDmjcX5/NUKcv05fOEL++NXv/gF1lhzHfzkx3di7XXXUtCXCR2lKhVCRqnwfo+afiSuu/amSEZp9VZ83RUb23IlJquYz2wKJOD442fgnPPO1UHBwyvyHhRQjuNvTzyFz+z133hj5hvY+zOfwdXXXKlDosoDU4dyUjGWKmelWsPGG22E1/7xGmJ0w+j5OCavkRKJtbSgxwB6xEDT8MYxgB7xuLUGaG6kiy+5BOeTg05n0N/Th0qhJMqCXjO5645xnXjquacMoB0fx5304M8fxrTDDkMqZtKtfH/e9MpO1ME/W8lEhwZo+0C5aBSHB+g8AdrKCAigIzD2FnSQ9u3pi9XXWBd33n0r1lh7LVmckmyTrmgaL34XN3Q2lRVI5/oHsMnGm+DNOfORTmZQqZZUHpV7mSBaKFXxpS/NUIEtygETiSRqXm8cS6BYKSGVSCsDjafUfffei8MOnkYYtlNLeB7D9Tdei7322gu5Qh7ZtnYUqkUDeZflR2s1Xy5IOXPPfffgwP0ORqJWQ5LUixKJMrju2qvwyV13FurzgEvGkxojZb65gj4E1OS/lBtUJFx6yQ9M1076RIeAWe6yX91Y0nr9wIbr4/e//z3itJ4rZSSSBD0bO76N87zffgfg17/4OdZeZ13ccedtWG319+tE5/MT0JPxBJIJWszAUUceiZtvvEVWKz9fpeXqPASfdl6tWiBLpYDjcRQrFRx97NE486yz9Ey0jMV+kLKqVpFOpPDEE09iv88fiNdeew177PEpXPPDHyKe5ltiKDmLn/NgTkUFm374w3jj1ZminGqknFoYEHzGIlUcTRTHGECPGGjGAHoxh6olxUGr6+LvXILzzj8fmVQa/d09qOTLSLLOgCup0jlxHP72rAG0CfctQ/Chnz+MI6ZNQzqekHSr0Je3RU8cEk84GoA2q4f/r1wqtARo/rrCGtHmIYuPjvwDj7wEYu7jdAqTl5uMdCYrFz8zrl0WXoNJr8MkplT0H155FdZYYw39+s058+QJvPH669h1191RKRHkYsjnrXjWhAmdmDx5suggcvd7fObTAlgedql4Fn9/7il87f99FQsXLkR/Xx/enDcf1XIZhVxR5iF54BVWXAGpTBqpTAa333Un1ll7XVFOFrxN4LU3XsPBBx+EfKmA/r5+zJszF9lECv0L+1ErV1AqVLH8ShMwbsIElHjAdLaLolp3vSm46LxvY9KE8ahUaZkbdUCZ3aXfv1TAVszlUS6UzNtpOrH43kxbGsstt5wolX0+u6801ARN6WdjNdFf3W8tQL5/QOnPtM5nzZmjcaZSqFStYO+99saXjz1eh8a8eXPRxzK+iOFTu+6O1/75mqxpWsoqi8pDN55APl/Btttugct/eKWokmxHOyZPXl6Hw1kXnIUf/fhHAn3RWJUa3r/aGjjhhJMwedJkdHS0YeLECTZPxTzS6Yz475O+eQp+/stfSJ00e+ZM1EoWHB1Y2MsgTP3lxyFmKo4xgF48lGn+1JgFPeJxHMqCjuPi730H5517HtppQXf3oppjEkNMG5GTUpz+AAAgAElEQVSV4zonjMOTzz6FrvGkOARziMUSuP9nD2D6EUeAjmShL4dCfwE0gBQk9CngLe6vtQXtADqyoLeHcdBGcSSdiq/sAFqufBMH7YNnquhm5VYEAslMCm0T22RFR36/s56MewYefvhhTFlnPeNOyfXG4pg3fz7WX299ATTVVszOZMCKyTm0NCvVOK666nv43P5fsKAn34QYnn76WXz+wC9g/vz5soDNG4mhv3cAxXxBjAhfRX5nOoYn//4k3vf+1RRdI+XBAX5j1huYut1U06qTM40lFDC1cc6bF0HLkuxKKoaO8e2IJ1PY+EMfwvVXXY8Jk7pEUVmxqirOOvtsAXRbJoue7oWoFJhWb4G/6JALhodjSEP3wEO+gEt/8H0FRi3F3+IS9AJq1Qr++epr2GuvffHCqy8gnoqhc3yXAqikvs745ukoO7qDXDSTI7bdZhs89eQzAlJ6FJ624bMXSzXs+NGpuPf++9W0oaDEJSuP+uUTvoI77rhDdI6CphVgypQNcOO1N2OFlZa3czfG0WJQz8g1SkkPP+II3P+zh1RWgEYHjQl6iNQwx8oBDeeqAPKLxgB6xKAy7BvHAHrYIapvv1ZBQi5IWdDnnY/2dBaFnn6UCNDciwToGDBu0jg88czf0NbZYRZYpagg1X0P3I9jjjlG7myuuw/5vryCT2Elw1Z1M0bGQdcB2lMc/C7PQYecswDDyyId/82AnskLq4izxsr4dlRdBxEv/5NFXq6I3xRArztFMj+luMdYAW4WNt90M2Xd6bCSIsFOBQI7N/JlP7gIn977M+Jdx4+fgFK1hJdeeQWHHXG4AJ5IPtDbj3Q8iWKhiJ7ufgFjJpNGW0e7gP0Pjz6CFVZeWd7JQCEnV3/23Nn45Cc/aQE38qW1uBQDHGMehKbsEGMiMMt0ZgTQG23yYdx4zQ0YN6HTQJCvf7339DPPwOVXXI50KoXehT2oFKtGnXutul8mToVRrgHFCnDQIfsJoHl8qsojqspG7O9nY4sYXn35FRx44EF44aWXkcwkMW78OOnoDz34UJx12lk6tPg5q9tSxXbbbotn/vasxoA1QXj9TDKhYCb/tdXUrXD3j36kee4v9osVKpaL+Map38Sdd92puSI4t6WyWGnFVXHTDTdh/PhxyGYzyFL7XTXUtTowwGEE6J8/hCTpmlwRGQ5aqaKYCS1oHyfxBvQYxTFiQBnRG8cAekTDJEgZkuL49sUX4dvfvhCZZFrBsUqhoqAcK8kxgp/paMOzLz6P9q5O1Schx0rLmkHCQw+hiiOBUn+hAaA9/TxSgKYOWvHFKEjoATqGXCCz8xx0xJ74YCQtYScdYWIMufOS5HbWQqskaLFXGLjMpNPIF4t49NHf44Mf+KDLwLRtO2feHGy7zVRUSmWUiyUM9A1IySAOWCm0rAucQjrbJsvx2uuvxWZbbi4XfyCfU4LOg/f9FEcefgxq1SIqxRoyaRYpquL666/Hjh/ZQZYpXXmqE/py/djpIzuqWBSLdbHqGHnvYq6I/p5+pMxIlHfDWhpSYThvgfE4Vt3Ycoutccstt2LS5PG6vjyef/HSZ5xBgL5MNNZQAG0BRpPJ8XsLAUDLNiX9Eo+Jcjn+y1/CI3/4nfjm/t5+gTDHpbenXwG5o2fMwLnnnqMApWgRZ8nvsvPOePappxCvxXVwcaImT56EP/35z+K8E6mkqBpavNfceB3OPvccFTDr6elR6U8envmeflQLZaSSaYsBVIHddt8VV155GRK0EDR9HqCn4ScPPiAaK9fbp0WR5HMWIZol8qiC2i5jHPSIQWXYN44B9LBDtGgLmpbGRZdchAvOv0A62YHenDho8s+eS+4cl8WzLz0vIKFSQTKwRBwP/eJhTJs2TYBR6s+LgybFIb2suywBtfk1tMzOEKKu4piDRDWO/LxuVUckbVJJxI1+qWsy6uoGdcEx1YXAmH+XxriGcshXBzckqzgZwx//9BimTJliShGCWhyYP28utt9ue1RLZZQKBpJKLGM9EWqgXSU+SrnGT1get995IzbbektHr9jJce+P7sUXD5yGSq2AJKsCliyb8pZbb8Iee35K2ZUGYkDfQB+23mZr9PSZdUqjk8qScr6IXiZF8Hm8LtqdNF61okAYgC023wa333ErJkwabxlwjsM47czTZUFnk2n00YIuVKNaHFFC0RAA/b0ffN/4exnjVQz0D+Cw6dPw6GOPKPjGWh80dSm1ZJCVypjpM47COeefY2Pp3B0GY3fddVc8+8wzssJ7Fth9rLrKinjyqSeRybahWLUgI0+Jy6++Eqedcbpki7yOadZjGFjQg1qxIkUNXTz+udfee+La665GMmMrw2ToMaM4Hn5Iwde+7oWoFapIc2AZJHQBZx9Y9sd3Kx30WJBwxEDT8MYxgB7xuA2lg47j+huvw0UXXSxLZaA/h1I+L4lUit0jSkWMGz8e9z/0ACZNmITeXD8WLOxGLRHDL3/9a5xwwgloY3BxYR+KvY7isPIFeo3GgpYrTJfWJarMnGsAnZvXLbeWtXqrlK9JM1sTiHoXnfyDLEDqXjMp/X75FVdQgwB511Jx1BUg3sKXhC6RwG133I71198gql7GgN2bb83H9ttuh3KhIOVBz4JeKVvIT5eK1hVG3xMDJk5eDjfdcgO22X470QHlmqXL33/PT3HoAYchFi+jWqqK2igWS7jxlpuw5x6fEjiLPogBC/sWYrvtt0N3d7cs51KxqMAgga+/N2dp8zFmbVLJ4Nqy+fl3wdHNNtsGd9x5K8ZNHK9nriiiGlPG5uVXXo62ZBr9BEbef1112FDnhJMXWtAeoKkOIZc8v/ctHHbEYXj8fx/XM5Kjb0+36ZDO9w2gUqzgiKOPwtkXfMskjlLPGD2y62674vlnntPB07egB+VCBauuujL++tQT8iJIFdEqjiOJ71/1A5x2+hnIZrOioujJqBxtT7+MCKYwU7PMA+Aze++Fq6+5ComMdXhwkRIcPn067n/gQX2ur7tHwJzic5P/D2R2HtA5n2MAPWJQGfaNYwA97BANtqB9JiEDUgqI0zpxXUVVL5ohLVp2tI6UTFBGMpFGOVZR4G7HnT4i5YD4XVp6lRqKA3kUCNBmZjUU2A9v0UBhcKIKZWKyeZwFvc1OO+paDEYxk5AATZ++lkxZlb0IoGtKomDAitledMHZHHPttdbGnXffhjXXWlO2n9nUhkihUe8EIUgm0+KPya1XYlZIav6b8wyg8wUhVl93nzwEUhW0oNWSy1mdXeMn4/Y7b8YWU7cSxcHMP17ugQcfwtFHzbAxyhXQ1zegu7jt9luwy647i+IoVcriVgnQU7fdBr39fVYtrbcfcSa2kCulNa2MORazsiQTgrRzFCwwSwt6CwPo8ZPGo0qKSoEzptSfjiuuNAt6YMFCVIs+KmbjERaikoFJoFKQcD8QoCWyI8VQq6KQL+KQow7Db377GwXt+hb0SledqsZEH5Bbnn7sDJx94bc0jt5D4KjuvPMn8cLzL0iLTIDme1ddZSUBNBNuvCfAKotXXH0VTj31VAE25Z+kNczFqa8v86WAPT+9J667/mrEMyyub3QWf3f49CM0BzxcaEHHSrSg4zosfSNdD84KOnP9BYkqPKg5HmOZhCMGmnfGgm7hmTsXr/WNDtr0LSRgkbXnU2oX75lH/SmfIdWc6k3bjZSFVwQQ+Bj5pjsYWphKT6Y7H4/hlZn/xE4f/YgCXgQMBg1pXRJ8GMASSDqaw9cw8KCo5AsPkEEm4VHHzpCO19mjKkO63Y7bY86cueIqF85fIFOcUqxYKq0cYkvfVqM1Xa9cLCgAViywQlcMa629jgB6nfXWNfBSIJGUpz2fnSPuf07fxyCd6mE7AmX2/LnYbocdVBinWiyh/60epJ26RZ93TWy5qbvGLYc777oVm29DioOgZNmJDzzwIKZNn6ZxIneb6ysI6G6781bstvtuqIAZhjyw4liY6xFFwjKQtWIJ+bf6dDBFlFE95te4CXx1PwCbb+4AmhY0AdpJRgTQV1yBbDKFAcYZnAXdXF9DYM0mC7WaAfSh++N7P7jUuHmmkcdr6OvP4eAjD8Wjjz4iDpkB4hgPLdeliJTDtKNn4JwLz5HGnDSLOGpUsctuu+LZZ5+zeX2zG7FyDCuvvBL++vRfJIVTbIEJMQCuvOaH+PpppyERTyLX04faQMmiovIiLH2ec0nue6999sR1112NeJrBYc+xGUDf9/ADSMWT6H1zIeK8T0l1SH/ZfSnuGxkOlFNWceppp6gWh+fQeWMzZ87GgYcehJdeelG0U25Bf6PnMeqd+e/9gBMCDboJLbNQfjnC2uuhhxqZhW1WamCJv1oB9HAXimIOLR7Ia3cX9Z4l/hChzRiDBQnvtlocXFnq7ow4nn/hBfzjH/9EpVIW/8fMOhbzVhUs3ZQteP593lvzcMopX1dAjjCe78spHZnKghITXNwGV8lSJ3Xzz0XuWADNL4r7VO+zcKQA2jhGvgqlIrbfYXvMnT1PYNHT3SurUVdMWk1phZ1qlJ/R3S+jUszL9d96qy0wadJELL/ySjjxhBMxecXl8eaCt/CXJ59QEwamLpPjJn/MyD5pBHoJU7fZBhO6JghQfIeXmfPmYur2O0iVUCuWUejuRcolDnpwFoVTi6Gzowtf+dqX8cGNNlIFuc232gLZtjb89IGfYsbRR8vVX3WVVbDWGmtKB338V7+CTTffTJb9H/7wewUIe/MDOPnUb2Kgtw+JYgXFt/r0Xg5+qyzIaL0E620zArTjoKlaMXoBOP2MM5wFnZKrXw1UHK5sSDQ3PKh5v5QBCqAvI0Cb1Uodek//AA458lA89tgjiJcqyC/oF0CrHAhTrP+VFn0EAfqCcyStE+Eg2reCXT61G556+hkkkETfAiopalhppZXw12f+ggx1jE6xEk+kcOFl38EZ556jtnTknau9lo2pA7TianSwHnkc2Hvvz+Ca636oIKEdCHzFpaa552c/lYqml8HmEhN1zIPz76M34mvJ8Bf5Yg2nEaBP/H9KvqFHRS0Ka3Hsf9B+4tB54PYu6EWcXbKHA4alsbHf5nc24W/jgd+ULuD3vn/TUI/7jgJ0ZOm5u/I3Va/hEDxTU1pzq/dG0i7/yxGeSm9zHupO/VAAHUvgvIu/jQu+fYEsGOui0lglWE5kZGVYhiETBvrIOyv5grwsdbE109bSOiFAsxBOg2vBdGF7IrnRqsVxFsyCts4f3MkE6O223x5zaUEjjn7SAtJBs24FDw3qhc2SEo+o1GqgI5tWZ/aPfvQjlm7MMqgx4Fe/+w0OPuJw6UTyAwOqzcB6vgoS6cCo4aEHH8TGG2wkWZgkewBmzZ+LrbfdDqViiS12UFjYj7RKdNozEKxkmTtlB5UHpDw+sOGGuOOu27Dy+1bBAz99AEfOOFIWKPvcffXLX5HO2gw20htF7LDTjvjnG6+5koAmp0OhjPyCvnoyyRDWc7g++J2bOYpDHLQDaL7ntDPPwBUKEqYsGalYla6aN9KwppmgFLMAqFnQdYpDqd5xoLcvBOgqcrxPVifUIxGggelHH4VzzzcOWgAtXruCT+62K55+5hlxzPm+IqrFiizoPz/5Jx2efHbyxaRmrrzuGlnQNCMK3f2oDbDWixsI3nzFCiVxzX76M7SgrxEHLTpL+yuOQ6cdjvseug+peAq983oQL7nMfGNKtJiZfu+9PhXsL9fwzVNPwkknnyzai54Ip/yN2bNw8KEH4eUXXkQpV1BAfVmvZjcUfkRz3gzGzo8ddOgEeDWa82gpc9C2UVvmK7snD/HHxWMc59m48MOAzKK/8e1CcuPnHUupTUiK4867bweLJUUWdCyO879zES6+5CI9ZiqdtvoScmkdmIZfyQSFWg2ZZErA1f3mQgUTVUwnmDmNi1MW1H9sVq9AURXHfLEkA2i6vXwvay9su+MOoji4swnQsQpBnzUoeDzQjWWQkBXNmOLM1N0SOtIp3HzzzfjIf+1oSSp0dmtV/Ob3v8ehxxyFHNOFyTHm81Y0qFCQnJDAcN+992CTjTaSpUrrjm6yB2gG9UhxFHsHzIJ2D+StaAI2vQjSQ3y4KRtshNvvvgWrvG9V3HPvvVK6kGNmEaaTvnYSigog1pRdSNpo2522w2uzZlqD0loMmVhSPOn8OW+arG6RK7A+OQSXTbfcOlJxEBQjC5o6aHHQBtCRBR0CtNu1Amha0BXgAAG0t6BJcUA8uizoRx9FrFwRQKPkqvohYQA940ice+HZig2ISuBhVKsKoJ957nnEaknkenOyoFdccUU88fe/KoCJGlPri/Livnv593HSN09VNmipr4hKrqR1wH6ZpbITMXN8UnHs+ek9cPU1P0Qiw0PZGGhOkwD64fuRjqfQN7cHMWbUu3oxosmSBtBal/LseMjWcMopJ+PkU05WPWjdOyqYM2su9j90f7z0/Auau/4F/UgEDY2X7M5dut/mAbqV9e8xreF3gYGwzAC0524HD1X9N60eJnQZQ+vk3+EKDQXQAjeXVvxtyuwuPF8WNLll/kfJnXVWaazDHEukFLVnT0MBeYVBK5eVFmQRWklJV7rSo3VwOnuAPlvV7I6xwuhuU+XLZUwlQM+dK76ZlnqM4Mz/ZGWbTyqukRZ/gkWCKuhqb8N1116DHXfcXtpn/p7X+dVvf4uDjj4SA0X24qugnCsgWati9912xSYbbKj7P+TQgzBp4kT7jHy1OGbNn4Ntpm4nioPZZ/meAXHCKhfh6BuNr1SHpAXYDaaGjTb5EO646xastMrKePHFl/CT++6Rlb3lVltg622nCogzPGhopVZL2PET/4WX//GqcegLc9r0tXIZ+QJVC42JP41rsZGI470QoElxMEgoNYZbdLSgJbNLpdC/oFeWa2OHmnp8gBRPHaC/EAUJ46yXETMO+tDph+LRxx5V0G2g2/TFxt6zml0N046Zjm+df7ZZz46gYatSUhxPP/O8Chkx6BqrJdDZ0Ynp0w5HMlbDWmushs9/bl/VDv/TX/+Cn//qN+Kg77n7Hjzxpyd1iBNhGT8hNbL33v8t9dGUDdbDPvvspUPbTlBavTF8cdphuO/hn8qC7p+3sA7QLobAMZKqz9WeYd1yPuMOO26P7XbYXrVIYpk4YukEcvk87rzjDrW6YvIS9djxZbxg/+LCfLSybCgbXssMQDc/XHifg4j00Mppoi9a0SLvFFgvCqCtpXwCF11yMS644AKlJauaHcuGugL5HqA9w1GLJ1Ak7+dqbRCYBFbSBDeNmCbXLJlwDAQMdGMrVZx93rdUFIeqEL6PlEi+XMLUj+yI2XPnyWLuJwDQdNM9uRZdLshHqqXKEpOxGtpTSdx0883YcaftrcciVR+xKn7929/i4KOOQrFaQXEgh1IuL8vv0u99Fwd+7gv6pmK1IEWCANrll1FFMnW77VGmDppBoW5a8kCKnSlYq5lA5lKzLZORt1jDBz64iTyVlVdZyX7v6xWTz2TQrBZTxiXLZvJ5+ayvvfG6rOeB+S6t3Tz4SGGxKGD2vxNAb7G1VBwTnMxOBaL+9T2nOQ6ayUhGcVgykuioYL0qSEi9dsRBf0EcNI1OpXczw69/AF884ot47NHHUCtXVdeiRk5b3dkNoA8/5gicHQG0aZLJ4+6y5+546unnpJrpfatHHAN5du2HcgnbbbsVfsoDLWExElFI1RSOOvpo3H7THVJ/xBJW73q99abgrjt+hBVXXtFSvBM1lFisSY3qLU7xRXLQD92PVCypsWXNKp9qL+ml94S5nhl8ZPyFFQ5pVUtmWkHnxHYksinNrVLNdYBW0N/djzjX/WgQa3ER813yuWY8X2oUhwAp4Es1k77Yt9s4npp1RpR+7xMlWs3ZO2VNR/cgJRXVDxS/xbHRhz+IW265CSu+byUFw1TovMZqdt/BOWd/Cx1dndIz0/3VswVEVSJRk36X9YuL7LLtVBGUm1lQzelyvSukehwxJTFUnFXC8VFXB1+kJgacfc4ZOOqYoxw9wABdHL25HHb45MfwxszZ6ihedBa0j7TzWSqUSkmDS/6Zh0QNbZk0rrvmGnz0IztJHZFm6clqBY888ggOOXI6+gZyAsF8D1s+AZd852J8ft/PKwU5kbH62D4tmZb6rDmzsd32O0hWRiDqfbNXmzGtAj8WaBKgsYqbK01KK3r9D2yM2267GauuuqpZdJTkiZ+2hBRehfI5zgHVMTvu/F/452uvSaJWmG81IvhSWrsVbdZa1AGiOUlGa9Osm/pq23rqVrjhpmux3HKT9d0pBnBrRQPoKy5HWzqL3gUDqDHNmp1wmC4uCaOuKA/DOPg04qka9vncXrj0sh/YQSvuPKZqdl888nD8/ne/Uwo6s0+p5GFhJFrEnPfpxx+Bb5z5DcUq+Nw8aNlN52O77oyXXn5V1+zvy+nAk1WsVPoSdtx+W/z4rjtQq1mQOpEywD/umC/hlhtvRVxrmSNYwQc32BA33HATVl11FdTiVaTScZRZy5WZi1zbiCmh5scP3odULCW5pgDaDRfPfP/ivKqrfCyOFK+pJppE6RgyXSmk2pKmACJAc3uUKhYkDEq2jhRDowYQ7gP1Oth2Y77060i/751+nzzjAB8XacguVRVHi2imtkML9DUrsW5C2t8Gv3FR3M+SG2hLQyaItHd24fgvHYf1pkxBR2cHttl2W/F0BAxleNXiePHFl/E8eUFXglJFz9klQ524yQH347hjj8VALi9EouVrVrMF6fRnwqxK36WDYzRxwnI44WtfxfvXWF0ArIBRzKRRHBr+e8ONN8ba662jymmspixuFnE8/OtfosC28IkEykxKYNdvBgMpsUMNv3v0MVx+1dUKZpGOIRCTi95qiy2w3OQJWGGFFfCVr31FQLVwwQI8/uc/yVWma8rr8tn+9L9/xKuv/kMb+syzTsdqq60my9vGLo5cIYdf//q3MuufePIJnPU/Z0d1ssmEc/iou6Y7bs6CWdGdXeOxzdSpKtO5zbZbio9V9xU16aV1Cvzg+9/Dk397Unzn7x99RHWoGXCilVcHaKsLzY4r/O5iqYp99tkbe++zj3kbHHiZb7bOeBeTJk3CllttqRR0HTack1gMf3/mafzj5X8ICBkUrbLgMpUQHLtaDT09veLIS8UyVlt1ZZx73rly71dfZw1ssummrmiTPSc9ij//31/QvaAbs9+YjW+ddS7mzp6JjT/4IXzp+ONEla2+zurY5MOb6Du8i1yLJfD7xx7Dmwu6lYp/9IxjlNhCq5hgyv+bOK4DO+y4HSqFAnbZfRfst99+orX+/Je/4PXXZtoWUXIR8Nab3bLiexYuBA+mo446wjrLuIweHiaHTpuGnzx8vxKvcnMNoGV8eIWR27IG0DEdCkzF3/e/98an9/q0cVlqGRTDgp5unHfu+fjnK/+0JhXFMuJBp56R7F+f+Sk6j7pygj0PyiTXkc1iBCP/Jstcl41ci+CpXBE0GkbCsSHuj+3vooNvqQJ0eG++7ZE/9Zrvz7ny/HUYXPNhxga4XsTDjWSSh3tPtcqFZu/q7JqMO+68BVtts7VZb7TinHyhVKMsLoEUmLlFd64g6Vm1YgDGBAHWoGBZzTVWXxMDuQEVDHIMgONePUDHVAxeSS8u3XqFFd6HH//oLnxwww9YNTTxxi4dWy2drFIZLSsuyjQHrkp2kXWR0+JPxTnrQLA6wNxAfPPV192Ao7/0Va0RWnw8UAiW1EPTql/9fe/DnXffjTXXXkPgrTZM1iAJyVhKBXiOP/543Hjjjbr2I4/8HlOmrCupHpUcSjeWYUmrtYbHHnscH//Ix53pYEoWygBSSV7XFCuiONQZJYUiy1om4th9992VglxNsAcjRzkuvn36kUeq2BQPIL5YZY0JKdTqyqpUFTd+p1nPdL0HcmWc+j/fwAknnijAsOw8PpuTNPquLvJoXCINqpadF0/rORhUZRYfx17gzzErV1TrYs011kQ5X8WUKWvjr//3f3YIxBlojamcapp1oXWA8fBW3UK88uIr2Huv/8bMWa9jh6k74qabblR3FZu2kjVC0AFatc7uyaR4ejYM3nijjfHWvDfVRiyZbdPaYYCQti//PO64YyUPpPyTY2rNWy3Bhj979qnnse+++6hq4C47fwJX//AqJDMcT2ugIIpj2jT82AP0HAfQ6mBvoQx/eHiAJs2Xz5Vw6qmU2X0NqQw9QMYKypg9cw722fu/8dwLT6OcZw7B6LqiC8+090Ucykpnpx6bXwt+crzkAQymfofb9kvm92IJmrnKer1w3rMr5z2Im/aPRxxQjgKfYWkBtL+YpzX8yUfLSvxWxNs5TW4keFe+cV2t4BaU3e2i9CBLZnx1GReUY0bdcstPxvcu/S4+tOmmrjkcJWr2P4KAaZOtnZFeTsDP52RQjjfd09eDHXfYEb09zIKzoKBWkOu64htRcmII7l75v8Jyq+Cqq67AWuutgxhbDMXMqnfI59pEOVOGvC5okfBrLXGDjqyquCkwaCefB/i7778XJ5z4dW1+Wjxipp3yhNj6/tXeJ455jfevgWrc3HZ+lrWWS8qWTOHrp34dd991hxQYt99+KzZYez3pdqk/46ObJRFDEkk8/qc/4oDPs80VVOxd1yJA0w2XANgpByL/1aRZu31qD8twy1rQ0jfrPezIafjJT+9XGjMz5NLkYktVa7UlnW7CDiQeGGoMwBZWZRx7/HGYcfQxpvhg4fko2cKH4izLUjpfzjGSpmZxscYUjxa1MqNemIBtmaNv9ryFnbbfEaWBEqasv446wWjI6Wm5llSkjTgDyRjVFhRulPHGP2fiyOnTVdVu+223x0UXX4zxneOsKmC8pLHz2X4ikORl0TvJY+dP7Ky60kpMEVUft5ZXDMzVajhw//1x0gknolIzaq0UK4nj5pxwvp99/jnMmDEDs2fNxJ6f2h1XXnEFUkz1dnmEAujDTQdNiqN/TjdQMAXDEfoAACAASURBVMtKNELAQXPd0QPjOHO8jz/+OBx9zAyT2Tk+b/bsOZh+xJF49plnkbKspwiIRrp7hR0OoDn2bKEmCzpFgLbOPuYxLYJDGOnFRvk+8wKth6eWvqwf/3czrLjXfA/JoQz8dMo1yFzaAO1PPBtUq8PIVOAYFQ4ecZ3yQLDCzU2eToVdLPChjewHqjl4OMoBHOnbjXJwwTkksdbaayKdbpOr1jYu6zas14qamsO6lhowir8j76ldbuT7M88+Z5cvVqVmiHKL+TOXeizu0ve6EmeawtrrrK3C9OwTl+jMyIoWf+voEC0IgpGAr6Br62dKdLG6G+bFm5Wq9PRUAvPnzse8OQsE0PlcXkE81ReWZVhTl/F11lnbVNOpBFIdacvuozaaq44qjZmz0ddj/Q5XmjwZWXKosSoy7RlUU7TSuFlYyyOG3EAeL7/yqigBFqovM9Do9N/U7cZjBFOr+0EqQtRMtYpP7bkHrrmONSISune991+00v5HHIoHfvGwnrXUO4CEMvHi6Ou3Gh6ygfU8xhGrLVQVWHnVlbHSyowhVJFsT6kGM0FTBq02tRWz4n2WygXzMMSp+jlOqCs7x1TeFNeJ1DoxPPv0s0o+YiBxleVXFi3D50h2ZGzNUEQsSt06pfDeGZd4/Y2ZyubLpjNYabnlpa+u0ZLN0jMzMNUac+Qq66lwwp9//nnNGe+nv5vemWWr6v3lClZcfjmsuPxkrVtmCLLuNf/OR0kn08gNFPD6P19HqViQBf39S74bAbQdCjEcdsQ03POgU3HMWRABND0xX0hKRo0DaK4/AvLykydj5ZVXUfA63W69FnkEvvrqq3pvoX9AMsHRcNDySKqS7ddB0GnqI9WT+mDaUKkj0Tv08nhGCzkEaHeWGNp5OPAAHuBaPT7kilC53y2WBd383KrSEPLH7gasA4c5GxrHeEKAoFRj50J5aVgiRivOgiySnzG6qxoHdY6weaxb0Txvdz54TRWREUhoWK0xKC3UTBodne0WfEoZgEhupxZV1imF+lJZMgSifB6ZTFY99qhFZUAuXY6hd163MrkigW7Q5spPZDSj3KzcYMk4OiaNV+881VygljqTlVWoE1nWE+/DSkqqI4bqTpiVQn6bVqN0vXFaO0nESmYtUpVRyBeQTmfV9JXAwexAqSTYHimTQrojbfWg2VJKrn3CSnay63Ysge5ZsxT4oS534ooTUUmySWxSz87vy+cKaGtr198HKLPq5SFlFnQqbouS7qoAjN6CWk4lsNsee+Cqa69AimVGyYm4Q+ywo6bjoV/+QmDUPectpJl0wQBmznknQT0TvyasQp/7Lx5D24QOpLNJAY2khuoyHhNHzOdXXRJlhxrHS+tQ1fAUkGOdbLaWKiOlxJ2qKAyqE3ibvfO7ddlkR1Z1q1mHpcalL504JYLmjfA50xnSE1V950B3N5Kcu3Qcqc42WYf8Xqbv6/BUlmrJgnG8HqmPQlnyQjWlpedUKiGRTKFS5vusWW8ik0RbV5tqkXMOCdI8THQQFQrYfZdP4nsXXYIkgdyRWbx/Uhz3PfygOOi+OW8JoKVAkmLHgrY6xKRKsixaVWJRY14W/a9i/MQudb5hHMWMkKqCork+Vje0fT6iFwPbVQbbrZ5Ky1eMunyjOwa/abDNOuJrBxczk6v+qiMU6S4DaB0m4Q36D3iBRGjgR5St/SX87tEBtFNhSCrpvqrKBUGLMeIoXbabnkJOab2QAy0PiSZ5mlrwxT9qnJFqBrkqziLVqWyWiXkr9RsXgGtheK7JRsS9U8MSvTuswOaCULLWxTN6rXHjxPnxCgeKIExrqL2zXRE9dWpmbQW5wlaSU9dtiFA0fS9dy2INud5+LTQFWjyf1yIjKfo0xzubRIbXVsCFYGIRcrq7enK38CP+3g1tfdxsWRk9ZsEzkh+0HlkKtMgivp73isbcuFweWCkCmZ9jmuLOgrcMsir6uruBHBMk4sh2tKFGeYObN3dFjbfqCvcPqPYI54xuMUGeB4is/FgcmWw71lt/fSX9bLP9Njjl6ycJBP/xxj+ULlyJxXDuBefh8cf+qMOh580eOxxo5Krwk9sZgzt02S908sfQ1tWhIvkEaFIR9jtrBqtwXrOl477W1kW9LKeb+Aj7eRAX+wsCn0R7Gm3ZrKVqO/mDT9nXjfBgTSZ14PEwK+QKSlpKZjOIp5NR3RO/130QOQww8fsK1JirY3jFmtU6fbuvSsf0+WQ6rY9J2+1onBg9CRZh+vjH8IPvfA+ZdErqGPV2rNVw2LRpuPehBy3zda4BtA5Rcfi29jUanEd6yLIVLDAruiEBtLVnFZuxfcllm1CJgBw72xAeIu7fT05rIYEa2MqCti7wrV7cUzw8TCJq0GnzFfjsjgLRQeQ2ufahf9ciUNtfNbTO1UVdt27GXDOFYXcwFKHR8jEikB49QPvKXXI3OBpJ1FJJVDRh5l7Vi9MwIkbw0gxG/2lCnAXtmvbQTnURXQe2rt1QM2gohbaQF7JFFnSwEf3YhsOhnwVBSk6KNVoOBs7Xtg3fF60oF9tSkIZ3ykL8zpUJwrGt9Nrh8Os+uCBpKQY36gNkrRecX17OzCYuc7HzPwlW/SHn+lP5L+EmiRZGs6/hL06Ly6xs4139ajVgNoC1DaStKM7J+Y4+i8YVd6pwTgqOXrBeURo07wD5s1i6YftSlxJfi3TR3oVdb8oHcM21V2GllVdGIp3E+PHjUaoWlcl3/kUXIdmeQQ+1wyweDxaDWqhMPO3HoJa2n75BW8M9pkBZYB30F4vSHIMtFVg94Ry12nIO++zBnQXgD82wZVhkK3GeshlZxj7F37wrOwA0J16PWMeZxqVCj0YNCCzSKpWNQxA135WJKwvDtVxjoIJBWFryFqzbfeed8cOrrlRWKJUj6VRGFM4hhx+Gex96wIpV0SswFZ6oJqtEWF/Luk3nuWiPSRFiMkqFXYK4kz6psrqm+gipgUH7IBpotxe8IeG7ADV9wCScnlatH7R+z0mvnWocVjs56l+0KDi14XTf7xpD03GyQLpb886YjcZ+MeSEwvzRBAmVmuvWsm0+AnSKPgWqKu5u2l/tYz2rRVRN9M6XLx5Ut+TqdrHtrsimdg1JI4x0I0YLqUwwkBwiWBx+fIORDWEpEsM7/TEXjYGGD8F4NKpP0qCD1C0w4qtqndsBbS8/wa3M73ABuYn04Nf6/LSf6vaUaWDUhaukZOBMq0s603pQAlwlGma7c4GsP50GOZI+om9WhLVU8nfjyy65WRSAu+/meDlrU7fm4gSVXK4e9PFf5cfHj43LuSZ4VB2dkUyxgzVLnJpXRHnb+ht8EHfefQdWWHFFWeSiNhDDty++EOd9+0IlPXBTM2BHkO5m8Iofd8vBq5QcXg+2Xdy8R+tHIO2evdnYWYQ1NeTcuVRoDXnYhqaVIUVvKJs1r0j9HW1n69455kIDo1ua9b/++tpDNJZIZXlPgCniqgvjj2mbBB6ObIbLzitlUnDZtA7oPT71KVx15RWibRLxlDqik45UMPb+exUI7tdB2Jjq3bysNJSOLk+o5YoVqtUwBoe273uoxJxKRZTikBg2BFpGILyoTRT+zs0l2Q+uO6p3/EU9PnnkijyVIeY/xHMdMO4cjLb/vwug7UEsSs6dXY2TkU+g6lyeCFQi3KqPrgfqyFILBk97ORiMCOT9E/vV6WswcAFWy3IHQ180HM8GgG7CUbOgAzCud/pxFIB/UgeWvgu2s2jYll6X5ktumnuf/87opKlfQ2/xGtLg/UMtTLNGDEhr5PdSSeP86E7S4vJUka/FpEPLUz12I96aaF7D+h65oc2gbP82tzOabbhqSxYE5aEga6Fmxqfqc+RQIzfqni+IdbqBcfvTKwC4iWMxbLfdtgqE0jX3ltaq71sVM46egQmTJoo31wVqwIMPP4gHHnpQB9Bvf/UbvPHaG2pI0LeQWmB/XtcBKTw/B+1hD9J+ofn5agKDcI2MFAcaTgS3k6OvDYJaMmg4r23WW5HDLZLAA7QSW8wylsvuKL9BcynFojuU+T1ScVTxwfU3wKYf3sTojMiYsXm1vpEGUjz8N9vswzjo0IPUNuvvTz+Nv/3tKRWLuua6a/HXvz2htmx9TFRhEpDfcuFad2ubl+FZRxDkfKqhg5NQ2rpyZyEzYanmIUUqC3pkLEAzKIf/9rgyFP3hx433RVmes3cNB1QYjNSIzYP3KKMqiE2DbgBepxatsiUpDlJtzSeKR+sRr6DojaO2oOV9UXMqH4HWDaO55HsCI1L356V0dRQMNc2tFhmtcPtkHRQ9yERg4Vxr1h1gMIQ6Y0utcygVcknBRfx3hiDZcC1He3CCoon0AOUB0B0iUg7QkreYlXGfbuN56iSc2PDg8dcPLQ/PFjSPiUDHgT/5yHR7mzYykzNsoMx69ovJ607o2XiA5b02V9ezvUSaqdm8cyPivp50km0wq9DmnG5zH7XmeGoxQQYKNDHVWO65A6WwoDu/mYEba7NES49ysBguv/xS7HfgF5QsY5mCZs6SF+b/qHgo0WxTrQfb6fxzr70+jQfv/4WNg3efFSwNNkN9Dw7GZ/cMAhEege6eNftu/FoZEuEXtVrPUSKVxsvMcj+O/l75pwK6joNOtmcVVFayEUHTUQfkgG38zboe6sVbV7FZn53Jw+5f5T2nHzEd3zrrDGUNeu/U0pgskMdgJasBphLsxML4QUqxlfMvvADfOudsJNoy6tKiIDNbbM1bYI1i3bJx27zxthwAk0aQfNLftlePekO6ao0hiGWD8GzIJx3dLxqNNb8YvGtq36VO8ymCcxy1RCraK9Gecuuk+cr6vSu5oCXj5qmQzykhzE4idzItJr2h3ThaioP7ixdOpDI6cbjIBNDuCcJBUbS/YWHVyY5BD+xAw5u1EW/nuFHBQ8ST0nKjFVBGla2h5QoGKDrCeYxA21l9PpvPwZSzPOquc2SRuWCAita5DS0KwlHtvnN18+nr6eLAGbBzJbAwGgCAX+mq3zFBIdWW0Yoy3s+Cg3ZwBbtAKePk/Ox++GslKQwy6/gdlhpu7Z+s9KStJfs+AxbbjZHrLPxyUC1XVkUxHEC7hemurbPO3Zo+Ixfc9Mk2XTE1Yj3goP1Qi5X1M3nq9VtwjQ6M3LOzkBXr4vjcvp/F/T950H5Y71VQH76GE3mwdWbcrguLOG/CkUqOIx9+EVnUpW6YNHiBMo/r1+X1pHF3a80OOZOkpdpJcVhKtigJgZZZthHoDmPKS9rprATLdCzi6GOOwbfOPlMdfSh/5FdIrifZnps7WyX6P1mB8Rgu+u4lOOfcc+Sxea1/ogL0vLVQlJJqirhsuOhAiva/U+KQRlBKnJ9rL++3CaahyWqMETXg10mz8Tn8NAz5jtamoY8N2MeojiJAE8MYT9MeaMAaG5/G2/IUoD9t7Lfc92xUXCu5fRACTDNIB2tjUY84aoBWmiKjpMk0qpLLMYHApxQ1O5XBDvULwWClxT01fnZoe8F9VN0nWEuCJTApe7IUY1eZfvD3L2pA3O147aQFET2XbptQS81baJLTmeBcGOr4P5slH3xsugWnOhnVenMALReV3ZqzWQWTLFXUr+hoZzT4nswu8wBNj8cE/M7qVbq4bSBaeeUSG4iaZplPRNDWonSuthKHVJvBZTE61KXcjN/LJc2+g14aaTp2ewmIbPXqICA1Q42u9zw+9smP44MbrY9qrYy0gmVOkumn2ZnjkTEsgEvgp/c/gJdfeFnsh+nKm3VN4bi0dp91uLj04MjLcRmXxv0uehW2tKAd3tXlAUGQyjs+0dRRNhdHvC2rgzcCZHczrVz1Vpa07TKbGzZVUJeUahmbb7E5tmEGLMg5+/IERhCH2W7mNVhmKp/50ccfweOPP27VGQfy0u6zTCn7GEoWF6ByxC9HZ7GBmYwdlRJ0Sivn2PjQkQ4EJy0fHpM9jgylrWu9q6LZc8lx9i4WinJ0Ic1LJtckE6jQa1L2q6MthgWgRgvADEoG3J3CRGDhjDb6MAqg16W1I+XPRwXQvAVdluHZVFoNSC0HzSqvy65y0hZ3pgTWnQfmoabDsstG+uJbuRA5IFwHlO1UKBVrCf71AEX4/Q3UggdpN+5aYEqgIFBb8NLUKBZV5+lfEodm1khE5g4B0GYVBpt1pA/q5zmRQKqdMjtSAfVxcjDswNAtEiOYG8bep8BqAYFFgBLooEVOiVahhCIr8LkEFMoJDRzqh2aDdejBU0WIWMe6ZmPvOHApNBxER58LI+vMGOGLgVoBoVmyHeOzkpdF9SfCTaIE0xrFGspkzGTalOjC4k29cr1ZOrV+mHpAN41+62XBzenrN3iKrgHodTIvaqc2rVcNeUCx+Ki6f5ufEucaS0RKvbUD6Ii58geb+0FIkdADaX5ZBih141bnmbQEpWiyliWVqCFBmV2GMQxXRtGF4zU0nhYkNeKKxDBwy9/1ze9BLe8tEafScIVRVS0vOAfNr7LxDlOvZfDIg2BDWfddDatruM3gI7iLB9B1ya3NZTxFXX9WfydnTA28p1o8fdd8R4ORqb4u/EHteX4aLv6lA7VSRolt2HygfxTO/qgAWpNJ94Tpq5ThuKQFCeRVxlIh/ajIuXcZo5sdCjyFXY0CbTvUPUB4nZO3Cg0Y6X6pyE8E0BRpLsYrUL35T1PGS7WB6ApPMIvztTcLD2hBaoEHmzKoT9Dg4y7GbekjPviVTCDJYJIqsil0ZKDslC+OVa5vl0jT5YOh1sqE40VQZcWx9kzGJZEUVduB0XvnAgSI5ty7wMX2YTg2ZtV5xWQJtrVyZfa8ft2OC3t5kNQMcrgcV03LzjjAKrrGdandFWtfEEgiK9xTLqy9wLoO1PmWq8jErQpK96y5SpAJVRwhQA+Z0+CUPAqW+vkJz6VWAB2a8trtweEfopV/+CCG7TDRpSHbtqbUTQDtZKoKwjoOzFvQEUC7JJ7oVh2AqzQM65/oEIwr/ZmctoGlJSals2mkqPmWNtmyO83oq6uuqNRJq41ZQTVZOLc5Vmcc4GK3q/rWc9G81ldcyOgIoGmZ+sI6XDN8Dqo1rNKBNy1GbpSNdgtFTmZkWDlVE7M728j7W4amvFFHuUVrteliiwJo7yUEqz2i5LTcq2VlzkbKkKUF0M4bRJmBlXQGlRgnnLpnl/igo9JE/sxY80rc8FntQVtYJS1Akg/ESdXC0yqsA7SOAwJD2fr41SoECE8KN15h0OCGqyv4pTOO9WEFD9QA1bhYexm3q+QUi4/ZT913aL84KVn0mE1WYKtH13eEgd7whv01CNCSY9Edq49o3c2uW7t11PDvs2gjHR+vXmFBJAaH+EwsW6nEkURaG1uUiPOEHLzWXT+X1szHYtsr0hl2ajt6yT1L8xxH2EVgEJ3iZWH0gizRJ8E6pK6LScM4BW3AokWeTrHwtQBJ3aqDeQidzyG3vwNf066Gck2Xbq9N3bhLG1QC7vfM2qZVS4ooCpDWHS0L8vpDyX/GoYAOLcZzXCKLArpeTBtamKHHFByUUSA4To8iIWOClnOJtaoZ+CMX6mR3PAiVwKgMv9CKsIfkOqKywyLeTqrBzNMCA45x5624+tcKijNI3nj0hcPl15nouGhN1J2s+uAuPYAOoYaJQIl02ugdZfoanWM6GbubQALfMPGt8hua7zoyJiKMCiiOclmSxjBONoRTN+gMGpUFrWmtAWW6BKk0KnEDaNOgWvUvJT6okIp1MR5sNPsMwlZHVEC+O2D0QQ1zR73VaIQwAbnKB/dSB/fUdcsrdNJ9wJI8kSoK1bHH34pTcjQDtLdkuE9KzLVvojul/fYbSmDlZty5tItKRIkuHeomgwPEDg1LCKIEyvOHdvyFbwyWTGA921FOrrgSFZQxqtHSfGlB9fX0ozhgKcB0/1QrJQJoB/xKTrBMLq+ZJq3BziUNAdqh9ltgznjpn9KBnfViqhK3XLxH6wenyVyznCe26fLJLnSfrWHBoIMxPLfCJeetY7+o/UejRJpgfXhgdXSHqVdUVlqHijhfVpLz7rujtvXI/vD2XkTwTLLcCMoZy5ogQFN77PG41VBKLeCsX2VNqsZKFZ3jshakUlZoRRhLUJIl7bw+pWA7KiQKbyrR13kQnhLRfrJ6OJqfijU4ZtMe/alqes6kDse0hZGlsyicF3c41S2Z0dEWgxBsuB84MGDsJs1SAzxMFcOxwlPW89GeK2o51yIBphVIt7p085xpviplVPI5l0RiAzJigM60+8TTcIM76ZY7+f0IewWTirUwOSVOPpQTZkikOgMu8GK1dv1+qYfm7Sr1/OuIXNfPwvcbkJoFbZaGrGhHs/AgYNUUPrjnvnRCqF6vDbYowMi8dW6VNmxTLn+A6NZNwgwPS0Oun/UEJwK0q380+OwJwSA6loNpdEMs9U0gO4o+5s1o/wP+6fTaXGDiht0PLGczTHHnffsIPQMhfjCtqCalVgzakHtm8gc/z1oOPFz7eweQJ0DTVsqm7eF5jxXWFXHdqCO31PhtzjN7E0qH7u7TJqfJ5Q/PkEGnkQsiOkQatJFDgA5WtB8md/45kidYv80Omr+nZoD2IB2skchq9nMQKBF1sDjqzXtLiSzVLwkpNATQrni/NOykKxzHa51Z/Or3+g9DckooLdPWapzw73Ydq0dilJaZof5W1Ri2ULSWXvEa2sbROqTc0eIJop4T6chSsKop7vq+5IEXj5vo0jqIkyrxFRddgC/pOtDTQVWSUQUoFAJgtZsLTrThUJO/98ZWI6Q16CWa53EkXzvEewjM6Y4O65noDw0HSxZHcYSsp36ioL4tnmYCttWtRcuo+ZceoPWoTlcoYzPYHGZHmdImGM4YUg35IdEwCwudlM8bP0agWw4ne+shniT156QyZkFLM6uPWmGeBh46Cly5u3Hcs5xMPZRNmpanQNQAWtjttKD2Pts9MQF0XsNX737NtFeWASWOVK3AjwbFLaFg48mwcAisOw3+zmvyn/xPdWt1SxYcFCbpVp3Z27w2/TWCdPLIS41bMRfSQvwZi+xE61sWlR0gqlHgJ0qbMPATzSFzPEv0kQj1qZRoZ52JNCsHurrCnA9RQL61VlzF+zlOAwvzKLChqAoIdSGeoaUu3kjVOlhbYiBfkLckd9fNEQFCbj1/4Ao6qfAQgYRF5OltELR8XfzBZ9UwXNRId+QIwCE4hL2NYIstKNbi90v4dQEORfJJn+bP+VUSoB14VZW+dIe/ApZOC+2ydqzHox0rUlHo766rrRYZ1VEEa1a7M8qIQUSjCZwskH867Xl5IOeUAVVMWMn1UORBUWISlxV+Yssp6boDU0PeqJF3TtTMB7dD3K7kkpRcgkuyXFcxeSONop1GC8WbMiHpPvz8NfrMjm7yH3OeVOR8jQawXSayiSlqqqPNILvVzvEyVOeNOBGA15tr+3qvogF16zfQfCtRpnKzp6Rnsd6f2trytEqNhxk/bIm0ZmMG3yGAbh7GaH2q2phbww6cNX1yneiWsQKxPawAzkVrudZktelPb+c03Xn0RHZ5DYob1GhMXKKEz9hxF7AaBRzUcsVcB9X28EkKXHMxpZtykFme06/F6GDymX+uUJHHu0EWnO+zph56tJIIzirxXq/G52pRLGopms7YfTvHs40HiGp/qtuJO5Vc2nmdDzMuv8lF9APt5j3iWyIrkdZzAl0TxikoxDKXVsHeKu6Rs+c30pVmhxT6T/0LB5DvLwqgOyZ2IUaLTvEUk+MVc3kMsIiPdO2WSKG+e8VSva6Izut6UIjPx/Fic1Wfhh2OUauxHn47v813+KXYDNYBpdKwBb0r6q0rd9OyNrmG+LhtvmWZK54mja+kJiG/Vvcs/CN4Y0WD6Q+5pPILnIkiutDgzntBNu5WCS+Oct+AfVuihvErdGnh6FDUAWI9K5VCr27vdljUN7uzIrTZfCTaDnDtE//Gag0pb0+5tce3KMmkgeXwg+utk5HN1ZDBQmeD1DNhXUB+ZF/rtpTTnmuM4g6grVCbxZXqeRm6nDcCHVSFsYkQJW2NtDgtoj3YfJN2HdIoTGJh9choV3uD0413NO7uVBoSoL0bSUvcF16hxayaG5xq8peiOFydCFcZSjfiLEHdlm5g6KOvDs91gDYVfJ1mMeu2HiQUYJP6EPmeM/DjJqMwnhQHS08SFAXQ7vIB5yy1m19Hss7NioqsXF+vg0qR6Iixgi9KIHAWjY/+GklkTxLqVO0S4ZbgiWdN+URRcJEXXHq2GyLvRusiRu9HTkhDIFGbiPSSWwz6067FUqjsj5hMW51odTc1n8asaMdDsNwlhyffX0ApX9IlO8d3qqwqvQ9LB/YWtFnL8mQcocXFxt58AnPqeV0SDWkPWtr8s1pypb6a+MkGgB5kIoxiF472rY4yGnRAOK4/jI1q3QWEcGi4aInSRsmGhaGMXtNHOC5+5fu1Fq475y3WqwvR3kkikUwLXI1btnocCvA5glR6dldwv9hL48S48IkrjrP17grCW9lZ54GKr+LatM7pMhgiFK4DNLXoPngbwS1pDRdj8uvbPD9LpKm/RuDFtJirBj1weHDyq62ahF5BnHTkM27cqM1DIo5kW5usZ4tp26TUJXKtANrtKb83Q4AYCqRb3J0d6JYlynIIbEfmSKyIIfBSU3n1Kp3rKaAWFnR4DT9Aoi94urMGrYDIuDI+p/LPtQDMNJWLK5B2JScjfB48oYP2ZkMNCMcba7UEIC+ANoqjNEArgulyUGt3eYyUXHFxEpS8deQ3ScApauKcu2c9M+ylmByj666EZ4U1Xt2vW9oHQwpt3fe5wu1K006ySr1FxckP1XLOtwkDi+FF/GP7YoC0qL1gwg+eP32jCDJdOh4t5j5PWH6CFaX3ioXo0DBr2Iw4s7iUSKLU4QpyuQHjmB29Y5mclvZoGYj1IiSyz5QgUbWayL6xrbeyAoBumPP62Tbyjfc23ulprIZN79BIwTefqh6C0V1zfwAAIABJREFUQotqdnoGLu+so9/0fgM+f2Bb/3SjwbgMS8WqCSQcl+zUdPVD3Mw416rEF62oItvVhnSWXKTbW+5g7nlzoR2aiRjGr9ApEKdlaFa0DzpavrWShOgFVmuqU86uJ1adsE5JKGjr4yNujKsMTRSdRR1gcGvAHP1kDgLoYL0vwq4b2QpgIDydQYLxMhlxrs64S8iybWCnZphSr+3XoG/wYN6AjIs0PMN36gik3przxnIIhaJRpqTEBDjELlapdFmM/ZUoGSgGKxFbf7WyZsTVsu9ZVnX6LOPJ1d+QVeknWc3OTKNMLlq6WhfCCyiNwLYI7FMbLC+t06KmRtRVZGvOqqLtVysWDaD53SlIjK8i8hQpM9OP1q4HaFOaOcR0VnPDY7uAm6MkVeRciTBVZdpFORhuQIccs2b32W1kVYCjPNF17hANQ+9/gFZLYCEM5Sn6tGQHHGHN4+hgcRa8LUa3fuLARAK0lZ1zAcOAt3aAwmelREs9/tSNqIL+gX7pje10Z7F6V3yE8+8Ctj6rTADgaoOI1vDp1wElObSNtXju8ch2aeO7nHDCKLVQQOCqqHpN+yALu9XFiH2O4tDqdamlvoigrCTFEtihJoFygYFEO6misqt+g4ZrwNOCGuMKOiZ0It3GJg1Ody5FRQ3db/VIWUG8mbDiOAE0a0orK9QVNGMbKIEgA30xHqAVDOTzKElSZ3EaA0IXp/EA7ZlBcs2LyP9anDlo+Eyzc+09HI/1fmn4D7XCp6FuggCdZS3qlGrncG2HRr+HJNWXl7FWr3niVRt2udDSdjfg6rAPp+7gNaKGHnI9Koix+YJZtkYW8JnJbLHlHRdoXygXDi3ohsFyR0gUMo8hkWERcZYntIt6rPJaZTXodG3n1b4obh0ffHCELlSSQRCCQiKBQr7oZEA+mt9acuNP2YiPckqNWqmISiFnFgjdTaazEiQKFdQKZjE2WNBNE+lle9pYwQLgo6XosjPi6zpdyGp1QUXzIOwD2uiBxavWSZ5saLYGVIjWxjVeYw89cuhBAWP9zpvDVofD6EH7WVh7pVmJFpWB1e53HBuvnwQmLz9BXLwFPupqAmtxZTpkn/nHAJMpq6oolIvRRq7PdjCInpslYHADkOvk2iCtEfKTw26qwQEmaznmtoffE26avKFpABNMnZsHH1AzS98FnCMvwwLZzMasF8aqF1mP6DgnTfNMxCAMcGPL8bXW7PXSlZHXGUylNiqTLX1dL/9MLhDP74+mWuvMNUBNxJBpTyMjgLamv6oXUa1h4YK+aE2On9xpnUzcWqnX8bDu8iYttd/nKMXzp5Os6MY51b/cWVwjOCsgOPTxOhQ+jujnzQaNX9jhPbW6v5F8uUpSkDZKKqnMLOn/396XaLmNK8mClFSL7W4v7Zk7M+//P+7Nm7m3u73Uou2diMgEkhQpUWupylSfPq4qcQESQCCRS6SZTv0U4/wlzAi2+YLqOnYi4hxzBZQJXqgRCZEhznyu9c/gCDWcceYeDuxRaJOa1WT4TMSmPz4ZAZUtbUwfJPXemI8AiUE2l5s26IZQSmicZgEA+o7hdQHLmqcQ48TQAlIMhNYHwnd0lH//7l68DquUvn//oSKWsFgyeN4WZGtXzccgo1vEjqdQumWqkXWWFmkxWbM+HEHtaZXWzxbpaaEYHnYn8Gy+IP9m4XcCaJU4YkC+ZT+hS8jA83qAOr2qsjDLYpEeGxUyjGuZgfAeCm9SMzftlFzGy7R80n0ItcIGk5NnkeizrNLa+A9wNxd+qGDMdUTaU9nPRSilC+kEYQiKAbSFeZVwL8sgs5hPalzrxGonAGnZvy06pr0bxMXBU3JFeef4pbjP7gRnbj3ZUUAPB+QMM1ArzZrpywb8yFTjnGkBNMw0WnMFUAhaAaA5J8kXgRJsGOOlVenIU1BaLubAzOIMLfwqnv7I1yyPqR2Vi2Ay7th7WRKKCV2ksbM5JS5u9UU+DiZ/MOrC6hBG8VQpff7jd80zrCHEgVMrROk1lpTddPfYn55Yd3Kh0mIYWxd5Gwhd2eD0QRLQyjRoX5+DBnQIfJY939xLJc26EWzXvYEMfYNFnUHQ9c0tHehOuiZ/Q9GunD2QYY48ahlnPP1rOIGkdHs74zpbPK+YfSuVp3CkO8GY9j2ZYm3ILYlkocIWy5RugRWMWl2nxTTxf05bnIryRmIa9IbYMR60i5p2gA7e3jG8jmm4ISYzazIEaPMCA9CtCOhy+UwyHADch/eoSyeP8nfWpRNAs/qxA3RLM+JYuEmOoASABqMdtLY5a6OhnBAAmpW0WwDNIiANzhqblUaIVOxQhZcAij7q0mEw6bG2uOUbOPg4eD6w4rUFLwcXzg0WtQqcihIjRHDgFmAKNeiaNqiVR9ygoCer+aptDIxCqNSj2XRtQlJxsxLz+Jm81JY8o91QBlNnoXOAdmBmTUKOviKpcQ8nLN4J++SPh7RE8glLI+l/i5tsLCgfE03CKq1QC9DwSlpHXEFRTQrHjdynpgaNeQI56zml0gtSmK1pLAwKQngHW38nxiEfiCjvDvC0gwqO/w2AzsBuZohZxfFkPL3Zx9gtV5GlSm16sCzSIn5NgEaiB7VZs0fbnALZIMYUSwdzie33BCU/pWHN1VX69OWjmAUZbafEEzbHIj42tWFFD2Bcnx9Ra1HgPLepYpOtDJbJAAoQTCILZGlCiTiDBq10c1NQaF5QM6TShAl0oAatuWGjUNdpendPsjFWsedxVHYudxQyS5hmVvHdK4OZJDBaj3VKd3c3VpR3nR4enqRQARs5JvDjqJ4qTbM0+zEImPS5fB0mMGt3mhLIDdgAmlCoxCA3x1ZVMHFsrCm+u2hl2IHcSehB+LaKtNBJKGT2LzqNvHAjSFjkesIOJO6OKv311w/aIKpqmiYohBo0aD86+JGNoCbkIe8DJuQETpM1eBtWaQn/IAAX2pzt+sQhgLYRy0fDPxXNoGW5ouIUmUzQsL2JPlCNA0GhAIegdLkQux2xESZc06DhqKMDnaTzRTvjE7jqVfaH3b5RvUYdg1RfD+ZBAriXLTI8yABt9JHS3mvyU2dg9EShWhq0A3QxcZgDqw3Q3x/S8hlbuGxjWMw0E/nkcNSxTVPxm9D0YV9zalYtvDKf2jc11QFGfNjSdPy7vRWRUaZx5alAoV1uR5aJwiMS1Hc55y3iJkcrGP64Fm2/yseB+Q2t2+yB7Lg6B3OV05OoQIHjlG+ielBL31MDnS/Yho9BRpgGBoAMQbQwT801mV3ok2VfLWTOEdRA6u7dHRONsKgBFnT+GvWASzWvGZvjwJinnwDoudY//jfOJfYrA6BOoFw30M6hQcOfEPwIcds99mePeCpArR7oFJgDMA5+DXVMPkvgObm7VSauach8v4XbMWyUBRIyEhRFDLZ/msTW6f4eAA0WzXX69u2HRseSyHxTxekGKxkyl+MYLI4IT7bi0qTxo1WWFjIGD0xSmsMKgMlgjIGK5GkBdF46pngU4aFs+w3tytwx6Ag08iBfvxzokoDMSAsAKXgtkFUMSknYiVGHbLFKf/7PNw1+PU2z2zur0qHB6bJGY6JxIT2D2hLFMZEZh+PFOj3HZQKbGYHN3e9Wr65LM7fhp2bKSgvYMCyywtd1TLDJWp37VnDcUfXivIDdrIKoEhxdGU2BN4SZzonjwCUPoJzq67R+QvhaFKqNih1XSUSDyBCeln3E6vQETToLzmyi2wAaM4YbiLHArVJ6/P4zrWAnwxjUVVqQ/ErjSthtK8NwdgIQsSnOxS6Hj7erTHhfZ10atMvBTl/UoMu6LG6Qokrpb7agg4blfHYAcvJjEG87WAQNBDzKwt+WnZ7QWKmla4NqArSuzspz1PACnMgJ5T6HdbrB79k27zeVPhTJWAy5Z63meDPfYZT58/nfP6rILbNtEd+7+fFADcSyzx+ReQj+9jVBWie8ErHACB0oOJhHGE9vUNeDD4bNcmOOOzbOnYb27wAdomv3CbWzQ4XwiGG0tfxnVDxUFYgbve0IjnOyVPpJVnS6wC0sLJjd7u9vFZHzuEjf//qmeYC8ARBQ1VV69+4dHcLYZb798y+rrI5rKiqLHnY8Wa/TFAENpkSspinNTQmwI5ueDT+eCyZPkDB3sv0XPAFTpAGbk4+VpaX5lIVS7NYM8Vqt0nQCO5lxtqxRon6qHXpZpT//+U3HYgI06EsdAGzBmh1GLcWRS7bVpQP0FACN6IgVKSg5j7DGAW5uOoi40DWpDDcxhtxIKGivv6cb2hODQRJm/lwt67SaA6DFBUGIsRP75G5KbZoOAppLRP3Ijy9UGqHwEmnPALgV7M7WfvE+G5oYkGITYckec/DInFGl56U0L5lsdOzFQ7/+22cdscwso3+Voq8SPwZr4Fb+/jMtcazFZJlU1KAZkOF7RHQqscoJzswpLR+VkFKIA8qqLjb/7pW+cZIRkwDl7uya2XdqmrT5YTKGWK/Zr5U5Kx2gzebTgV6QfVEFFHXhIKjTkNGV0BJHfI2HgfLSYie1odLEEUATa6Ax4cjLkxh8MDJ9RWez79doAilOzDEt7mYjisEfeYpbpk9fPyqFH74O5x/wB1pvoQ7Rt/D9B2PdsVxckaAP2k5K+FecMpjPAuhYH/FYPG6E03E5KxQXIM3QwMw85jtfiYN2TZubfs9msbFHWjKVciR0HAZZEtYTCd5sAuH07fUROWTcl0KhERZVxtEU5qGKAA0pgaDr738ZQN8iYxeV2at0d3srR+46pe9/flPoKopM3NRphfXEqJkqEaCZs6E+rWDiwvfMOiwVPMiL4wPGBrZ76pPM7DIytKIKAeLaala3djuMjgySIMm/4WZaz9PsBrW+BF836AisYqtJ+ifKuNvzP379mJ7TsxIcVriiJvHLHGmRDr4+67lYVgpk9xLvEUhD1B/nNTqFk5pndznmhcEmOLL8jVW6tpnApWEyKSCheF/ER/ts92xKV5oAcABoLGyAozbBnigVXCyiY/abKcMlKCCsDTUEoMqSUUhiIDG6JtYCpOoe6WAaJrqOYzE1rWqdPvz2jqFWdNR6KNV8kVbPc2nC+NlOA1i0nCtoue/u3Ji0qSBJpTKzBuWbu6d2mp/FwjLlYOWzzG6ujvm1Xh1GG/rNDSYmHug+jYKBec/1cbE/yMThNeU229MNMs1JgKPszIjmGcdME4A2f8qAJ4to7tgBXTYhMP1nSzmN/NNmeIhLz4sSK+tN5pAcnUINJ6Uv//GFDk7aSbMMZItzQGTNyFSlh+8/WR6Osf1e89Ds0XlsORrw4QCgRTeAe1tu7q0djn1og3Lcz/AaadAyYzXCaL07bW51+k+08cU1mU8yYe4T+ENOBd9HjhnaIFnei2NK2zBT7xSiSxOI2iTlBVFNAmnY729vZOKAVg2fCIwUCCIAHz3a9P63d5znWA/f//qR5gxW0GmMJ2kYIED1ANB2fQ3z1syJrLITWAKrGsX9wtG1C6CdkJ82U7QJFQnQ0BlSvSUtt8PxaUZwREKjapVuQIVoAD1FejFau6zTnyBa50KuGau7mqiQJWqmYWv/9ue3BO+zK5BCJ9iSQBkor2FxLHocZwxVk/aCEklQA+fI2otHzDyvzZvOOgTyiutjkSCuVOXZJ04OOqwM5EKgQEODzgDNUS1k5fE4R1sfwu2spL1e3zwCqz2trBv4FVFUHfYtODMX0NbtSsYkm9aM9jPbL6WPX3AsVlUJbDK0Tz48pMXDnAmHWUE07YogjZ9xPHMiBryCJ5V1iZF1kcXTl4G0KzGQrWz2iJroUYVsA4qbOke5Jxosm4xFcEg7vCWJbSJ6gBY3m7Q1MnTxZiYHqhZ+SSbI4BxksysO1l8JOd+Een4FpHvwzhxcqNaDcWLB9qwtSHZf/vFHcKlpAMRcVzhdLGeVJ6PFk1Hz2iUAhYWWmrhlTINGBRX4FATQ0P+KIS232xCynZ+QQ2I7upVHnEcKi/SKIOpKlq+3FkCT2yf6Q6hZ5qUaHGsCY7Y72s8Z1YQ5CMIwkEvB5FAAmpZIRl65Lw2CUlQRC4PUAmhmS8MyUE8TnHg/vj2kpx/Ix0jp/sN9ekctu05//fNbmmNdo5E4QqHfoES40emX1c9t3dDfQ/MTkxDKJg6Adk9q1v7ydqwfBNDG6onZT4AGLaVqqmnHUfkYcCg7Ax0dhtWaAE27LrOxp2kKw/eySv8CQKOR0zp9/vopLSpwzyoUCVEO37/9SI8ouWNgKYyq0vR+mpaoYdeO4Qze86yZWRgYIiIWzyhF749TppXHOGYNeqqBNb+ChbsY6OWAFlSuUHSHA7Tg3D7BxFEA2lRivyiAPXnpoLVgt5XT2MpOhWiMBkDDC63kAwA0tH78DBNH0aDl/OIDTSPEvvfpyydpUHbUwvHu6cdDWjw+pxk0L2ahmR8gANGCJpWw+WHQEe/spDm+WAzE3STiIvHinOi2ojG2AbSV42K0kLzncQp4++ITaFs004Dn0/RAn+Z06Ir/jn+ZTzSROc2PMeya7VzRbruQyXbQBwB92wLofgmUkyyGEGPqpIH5ZXWVfreIDpmsBASAG6cjZWaghU/Ofz5Sg5b2p6dQa4OylyM6LAwQJo7HlThtqOvtD9DCDX1k3/XNw/9oJgxXie1qAr4sdvzfzRtcXwbsmgvqhB+GharFGkig9V09X6SBh+ONAM13KHlLUU0eiw6NF5gFP8bCqu6saEqCiRb0B5iXMzwjTcgG+fQTsc0p3f9+n27BVb5O6dufPxiORznwBCuAhrmDxXt9zZj82fzgYJbs2mF2ccL5TuZqCm3HivtEB/hndlha8/R2lu5RHcI/tHjAyIwj+5wdnk5maQI9f1Wlf/73n9pcJlX6/PUzd/Gnxyd1FpoWeG0z4pSBnQCgEbPUOE+FRewhZBhrZhUqIiImPPKg3gJotE+ONzk1eRoK2nM0cbDkFZjo2tqut6lh4hBZ0YYx26YYzToWGlj8iP0aNI9Mxh0CZjzY4TEZyUuUNVncbzPW7dizlD5/+aS/mj0azYK3ef4wp1eZUUUG0DoCaiHPPQQoLw6ZjWqYZWAagUNLxGnWKzNZ2LNYk9P3eavEFJGtjXMOyirka4543wRD+/wZbKsSWRsHlW0g6PeSxoAJICpvRp+SUKAAgL3bI4HwL7XPbTHioYPQlAjQrQZFBTDKoxygBDQeLsYAAGN4nN7eWJjhOr3/+M74ZJyhDZWWFmn+KN4Hpt/jCG9gRXl1AvSENQhpgyZAKx6+MVZBudB0iN9vzlv4TFSMFdm9VsszH9UCXPimGU9j/miXc/HsyZZrBQlYbMDqDeQnQktHjDneDbOamySZnwFbg53AGS7l9TYF4vcf3qdZjiwT+sOUpIODmS1IC6sMXFaxYTr/M7nJYb/HiZ0JQtxprCMI371FvoPV5Qyw1ZhLGXeQoNQQ/+YvmZDeAZrqpgX0WoMxhjfvbtNvv30o+xoy8daLtFzNE2Kh0TnERk8q7DCT9K//lgYNZ8yXr595/Pj57Wd6QHx0wBfODxsgaun307SYqLZeA6TRdMck3AAgcI7eaP7NURlxeQdXFjYSxqYWXI0aFzzmCKsDYYyE57MntKcLoDudHIiC0KJgJIT3Icef2+jYezT9S2cA0MzOROYf2PbKLlKC8F0bmUqDZsaUVb5RCNZjWjzOkWmaY5l5KsKrzMQBgGbIuuanHDwg0jGyPIQdcXMwnycmLk9mbpjOC8xQP886dyzbg+2dGTxhdsICt3lGu3muIt+0e+BVCDlssKy1ETFOb187XOgww8k2yIMYnDvOKSMvTY7ZdcUHlYVWWb3fvohkgwbo6bpiFLT7fGOLw+0ryX1jiEsGXaXFT5tvmOPx+T9FlpT5UlBe6nmefn57ok/RWXeNTyzb1JsaNHAEu3HKdQhLqFron7fVQ3DZ5jZIl99nMxQi0Hwgo2IIfzTRdpujuIvYexkZlSeXmQ0qlkvDgMFshrwCqep2Hzb3mwk50EGZC222nKBtMgcukgLsVfrw6WO6u7+jgilmToG0n0phKVDbnSlQu8v3v7+nZ1D34lc/rft4YTyhUME3JeqyPKfySSxq+xx/hFL2ILRjbwxSz7ZA1lAL2SOYgHez9OH9+2wHA/DCCI9Orlj6HckrDA/g9v39z+/cYUj28vE3pn3//P6TIM2gLq+X45KzI87kdiLSITMlNJYGhSY2KGgAjEjIDN0+j9pqj3ZGj2YAONEHik22QzYCaNigWxp0VreF2RMU6ZwgTC2SUTcXMhmWMchPAaAJHC1NhO0o5IwW9MawQE1+RLJAO8lbb9HYbYNDhOTHz7BBG/e1aQJIYpg/LGgJkd2xhF6ZONMzDj3kkS1mHWiFBGirkkRHFjcDmImkoZS6YBnZ7eFmCPUXOPLbvzoWKjlD6c16t8TgcdO+Gg3ySG8QeQg8SqNrgoeVgLhV52GooP3otJOP15l7pLlUWFlooAbNxA8m8qjNFv8kbYx/Q9REP04J1ev0BIXDaH0BdJy3MF19/c3CCc3RBbv10zw9PTzzVMRm2r/M+rb4dvoXQiw0IzcA0E9W9dLF6Y65YHsuGb4RvE0gIToGSoQyi1dUIOTMNdeSa815s4yx/AH3zdxRzjQMIWJSmJtYSU7v9UFNWahvEPGEsEUVVEDEnB39S6NpVwzjTWffe9ZxXDiboK1haL42NW2jlavXI15+fn9ITz+fpTf69LRjJc9BCOWlBr0SFXKOXOt2OzXJknxt+2AyHMhByBe124VKTGxU2hBEjzVy/+4u3bwTbaV2H/emYSOUk5CE/OTugPIMg3ttAP1gQnDPvtuxtGBn99M0hwZtx/TGOdRt5ktFgix+Yra1AyjaB+qWBkCAhmbaNEu4/wXTXU7C4rwy/JSUbUWAMH9dW+ECP075tMiynqR6BRrCZVoZub2NfDGUBnzxlmdnjNsP3dETFTKb9NlvNK1o4lAUh/oMLZHp3U8L0cqCHS2Ix/FzbiF3erxs5Yj6gBYtHiarbk471m1a17fNlPpcBLbjbNvpEMVrCqEHHc75Y7H2rd1T87AIRIH+0lbbH54iuFPpm/Kze22KmaPcW57D6ArYOVthbRsv8vEwGeldlgXLUFQcgxcsLOpRHS0lKssR70TWqKgGkM+gaB8oQh//+D1rWmJhXKfF83N6eoCJI0dcctxoCTD7Oe3PjM/VZOEGbQ7gKZxWcxTqVScAsk5/4IVsswbMjuWd3xxWuhFOVwUMlHMDQwmb6QZ9ogt/t1OxJ2EBoO9VcYYygWwsQ9dZGMEQx3kNSgY47EI5FXMD510gn5LZDeRX6Ojx8bNOJ2y/K1ucJo5pSvrCGkB29PMP0P9ZyK7NM5pD6S3XeFEysCni2GobRCMGIK/jyGbnOzhD6vR+kc2XVc8xiAs4Yp05uHD1/fu7dPf7fVoz6aOo8n62qpVDo8VDitIJHYjo4I+/v8ujTE4CvdwdmUxOuZul5UTAp7TlYFpgH0SGjxjdxQ8D6C4lqnc1AaC18zLIiMHqsd+K4kBC48bH8Qcls6BB19Z3Zn5GFUmCQ7jhdF0TIEEy5JjTiA7oAmhLEso6XRfuxcaR72OSPn1G7Kw/UPrII2zQT0/c0DCJoqMcF2AuLqEtEvvM/uY881zQVmGdmjoSmu7Ssg3QA5Zf+xKFhEXblE45RTZRg3bHqgDazxqqOdd8hoNNV5MyMU6Z8r0tR0hUYzFs6SOl5psyZQz6SR091ovnVDFbTSnFEaB1i9fxdEIfxVHD7ur+gs///jlXQncOiOfn5/T486c08zD15FfA5hJs6G5ChGIK+S1wBpLmCeoInGBgSiNALxFVonBMrk0fBs5Bn4iFAU6lNC30j+td/cAaypvqgPkhBkBIyMuPqPgFQY+bkigUVFFG5o4+gNb8cEk3waEoWzoJf/yK031NCl+ZPLQR6AVS1WkGRmDD3z/TM04tFYoyQ+lU6vgTsnNDjD1ffYuQIbNPN7ChCKNK95Y7hYlvRnYGbjtAe3kf608E5wwmoX8+WO9/f59ufgP6G0GDzxCL6WHcoSfY4Xj+iCP2lDv+o3lEfXJG+x9NBwj6Rnu483NU1F4eqU0bygCNiP+WiWzAZKBjg2ni4sh1Dc4nFG2dOZGgPDBDHwh/bnHUF1kK7ZoBGqUBI2oCC2LCwHek1/qnMUmytq1v81VMLZcXjfpPHhzbNf0+ej8VLXOHECAbXzfp4CgMZi4VcJVmWSBcchU4myiZYm8WJsT2+j04ccFuC9J5pqhmfb9D4h2LIoOit78FrNnE4cfjVuJClhPudyKlnsFvqanZ0dVucs/GLoWz6yTWPbmYIGHyADBLZvhXGnQdKny49F1+RY7a5EW8b85Cboopvfv9vUxCXAoaKDoJEZ8b5g+lwXCuMpYyS5kbkkVOEd++TNCgAXYM3eQpF5ENJbEkJ6i5iAnyEiynnMEIq8l7RAaHTJuVtEq/pyW3DtEKqSC1CNCK01bCi9LT13gughlo84UGrUWzqUE3VlujAVkJoH/sEzVphsLRRgL0gg3bAVqFGqr1JH3/+yE9PyDIoWZNUzJxMLrIzChmPqSYAM63mKcefrI5d6r6Q70mRacXvTSDdjO8xW20BRxsTGWSDOuINImrdbr/8C7d/X6b1sxkcA1aqxwhdqC5dOBczB/Tjz8fLcPQ7H9mpbMuZg2aXfBMTADoDPG5QUXwCeoA/RM7V7cteZtSrf7L6w2HoUDasu4CC6jpwVmToGZjNjYAtDgwtIhyOKM52cBGRq5ds+PG01NX23zO5u9w5ETmErIwuQAC2VLDEWrjx2gatUd9UeUT2nZR8cGYvuK0jevHAdqBQCY0hSoyA42LR1p0qbaxDcTUk/xcMzWUyJlyb5yPllSvBdg5iOU+gcjmRU4JKQ2weybEdsWlw6dTS982gzYXW0404Ry1k4iBmWSo7TeDLDXnJogozlnOl7ipeEFat6XyYElb96b8qYVmJ7Dt65YLAAAgAElEQVQ7P61qIULzoJnP5zzjwrnGLF2L7vHM03bv8gmTm7+KR+MEhCIefhqXrHXSgYKDJI4e0XfucmZIkE/H/E/VvUYXypQUvgn5QzoBGk74HOnhK7elFLX3CVSr+fpZZokaa1tJXoWgRhYCAfQ0ff/7kRo0o0LQsuw4R0ZnAUqOK8AZWnSwAvDHMGTV5Ld6zV0RzGoW8SBTUoEDKgsWfmZzSAorB82cedl9r60ZRUtvfwfzXQDorOaKj0OTHNSLT+nv/4FZQ2BFJih3ImgPagK0ny5g20IM8MQSMkwrYstpg57KBr03QBf1CmKAw5Ahd+7Q8CUfomd88gGcmaaL08stUjvtIkupNjyUJgJ5g6bT2ueHDIeU9vJvADQHoE71/T0BWsdgq/rdAjote21imGAOTvL4GzmO8dj6onevsrfBU7iZLGDiIUDraGD2Obq6tCCN/1bzXZoPf8qr1cC5E6ANqnpXr4w0UmA7QNKyCblAzCbXhqk+UC4jr5ZvA+nuzaETW+yPsa2xRexNuHETPKw16q2dvvwGkUpZbLzJLLtnuvbHTDYfuMFFcJpqjBsA+vmZetBiPqcpMSb/NB7JReHjULhv4IuCBml2Umuq90sbOCvM7LHHZanQASKRoWgvFQ7DBPi3CNDGLgkFTjZo06BdWc0o2N2AbKkBxevXT6Rs6AZoaVdZg/4LGrSyn+n8zYAr8HDzoQN0dWv2fzPTamMt06GqPlZrLL4KIUDIZLNq0/C2xnBEn6zxDTpKAaDLlQKxdYKJ4/a3WVrRBt1kNlO5JNOUzdj+5//9O4QguW4SNCEuNo0zEglYXgvRZWCOs3Rc30VUTkohQ+Q5YcWE5kBo6nTOXnYxxt4atfWG88zl6E/G0ZHOQ5sEszsQQFnEgQXr5/nsUSoMDRJINj5dTfNlnlETdjFUWNfR03WyMr5tECjMb/FdXUDTsIHb+qPMWu0q90orc6jJtfy24VVGmHAy22PBDnl0Y7K3nu1aeR9Y+/M3ZOFws2dbCSThniLKzfnugFz62Nb02mPbxPhtm0eJBWrAftbqabuD855BOIi8iEfw9gSw331j4AZtGz8jvXSv30XHMvdvFLSdy/Zuyt7GJhpCPTm3+L+Bvu/5ViBDLxCXiNN0e/afO0m9WEK3WSVrhBSKmbCJOV//HVw2MRpLiqkshSoE+4wszXWd5k9z9k3pf8UEx/j8ELiErxCjDZ8ano24CfK9tAauSsgPAdZB40QtPyZ0VOnROYZ9cwyLSbZebVs86AXVXUbxdXr3+7t09xuO3uZICNJnQ7kJmmdiuU5//vdfdDY1XycnoSzBmqDQ/hT4PpdNCAEheeBkB2LssxHIY0dF3nyXo6iptaiD7qSBUup0o9m7usWUTXCskGGIkEKeudLs/j1JVLhvMilmzxU9BIHCNed9+u7GNI5mL90Y38zCvItz36sARZCmg3RgXPNuaWxe0Q/QYedzvNvTfLJPezqgXXPfTHhahHEn2aIttF7sWiNBLnsmS2TQhImtArXV4inVa4QBmnknRO26jdzT0GmSgU3cgdmRonGs9S9lfoLSCfxmlrUdS3XygjnONHDrJiGNmc+yjyNahjxG65S+/gN0vSAyEtet4x1Pn6uKoYwP3x/4Do/ZL9cYBQE4+uOasI2KgVNAiPs6rabgtG/KngBNZRQERTKnkHDmCWm8fSNJ6VsP21qoSYImjt9g4tgEaIIz7d4K84J55V//729z8AVtKk/WMgtwXJnS7owqEoVkRMdu44MGOCNtGnG6dKhYGwbOYkyG6Y3FF+eJ6nbcjod4Fjc5mZWVBECe3r1XSS+L24WDR8xZ5RNtqwOb1wn0mYNh6EP2vK77rLEbhPZ8zVkubwNj4yWu+dm4XHJf2dAY81o6byv8vRuHtjA33YFsyD18XIwHO/or9B4d+Zlvgt9Q+Ya2QBCkaX3GSBPiaXZO2+kM4MibPWy3FcEV15UBMzm4LeKIiWt8btMNK4evzHO+NzlAw3QC/hqcUgHQiMknh40fJ5no9ZR+fnOANpOKJTxBpNCen2WWLp/gw0A/6/uKVeI7NGjZH1COB7kfngxAljoFy5YjiNElYk6zcnAJGdWLc/THWjZoRHEYB0d7hHHUeXx4VPzgcp2+f38KecI6Eimzq9ga+bNHRBCctaPKSRicqs9gWkP5csRgymkJIbDyyI65z68R8XB3K8Y+u0E77yZM8S8M5dKJgtSJvBiaPqJYFCKl11ojh0/37istmsHbM/Sofsxrt+lQ54WTY1rdfa/3ZYkKywjGRRYhMwk9Aeb079zniVs3lH0e9ALX6pTigOrQbGsYNRWNXQ9mUZpGLYIhK8ZlKQeANiMJl4+bW7DmEAEDrTIUwLTBpRJoiVQkJbJTuwO/i4Y4Y3ZiN9TSGm/FfrF2WUzETCzvP7y3oiRmxgEdjWnQWORIbKTNO5yA8CyE5DYBOgwOMO1OIXcKGy4rqkqfmfPLjDD8T8Y6Yy+zfS1HsU0I0AIhpk3ac/KLHU1h4iBAI4qDD21MFR4l11X6+8+/9Wx0wBxr7okDFsoTnP08FjOtrqvSRwBoewNLm4N4yJjhbsmgprTMZxR5bEVubcxhiw+q392nKVjjs9HePYS+vAW6PEoZN4LswIU3AZWwWWHZ00Lzy14bpJVNmvtRB1q/ph5pmlZp/vCglVNPUo2CyNNu0vtz49ypbNznbuew5yvWQkBodliTN+Wey6txJtF/lFdUQ8PU/YRjwxVq2Fl7FpE+aCRkdN4MVWMNSMbpGzNfVrAiAJZyeObrZoMUb61wxGdYE/CZpPT7l0/8HoRJ3IoMoKFBo9Pi7vdKUrotA7RFdDSsV9nZiWiELoD+VACapcAtbm8No7VJzo8IsBGTGMdCZLxOn/OBRCXx3W8f0t0HAXRh27IhXqtO2t//+pup3yxH72nCdglkCT4mgLQ7nHyXJUBbkL1SVk1DtSSVbIMG6RHoAU2zRcjQpgrdgTZ4JyojgOCbG5qFNgXtQNOLLglOmqxhZ7IhtVZ2TRWf5YBK5c5z/RLa77CFtf2qcEjhhX2g4k+5FsDu0/yhLT8DoJ+eGaaDsYYW3SYGOoXs/BmxLS4fl6OdssPc6HAcn6gx/s62I7HN35yvy2k/uxsQHXAlAsZVPQsM8PJ1tL9KKpvkC26OKKsFa622sEmV/Fuk5QInb1OPC9OYHIaw85rSKeYNzx10x6XF83MwtBm4jik/kk7FD0/KvIV55fPXLwJw2KMtpBcmDtig8Tu4TkDsv6lBe1GFIEOq7/Y7OObIGNnCh/SpppKLowc1Qbf9BIn5935M0CNLSq0I+2uaEFg0kVVasc3Ijv3b7++VM2+7H50Ey3V6+PZD2YLLdXpGTCRZxZCB4zuQ22ybKQ/ZPsUMN2NcY8yljNKIhQRXKzVn054Dp3nPLLOIFEq5lKYpF9v3tsrcZFHSRZuPbU5+X5p5We6e6Vd2hagRlb22enpimEs1A22ju9GbDb52gM6gaQ31JTWUPvSQ4WkDdN7kguPJayQ6I/U5HMsEzhBiSYA0knqANDNe7Y859n/wgGZjRStEURbedhQL5W3htlGmpgs1lE3qtAam2evXOJ2Xbc4QyigJiuaugFMpojRowVkJSlGEGPrbQqgblE/Q+UAk9axKn/5QfU86C5E7AAD/+ZB+flMeBws8oRydyZN4uq4S645EGwcsBCj/h6Q7xFd78s1GFMfHiu8TQGsUaOKIqZ/BhtOCIftVOw0cZKgyTeHwuC+A/vDpA4nwefi3jCWA8ve/vlsMcJ2zitA5sE+pWrHDnwTa1IZ0PFLVDzgPBMZpJXAG5yuiy3mXeFV2fPR0SQA8H+3L/fv4hWnJHU+ODo/y9SsGaJ37mJ22enxkFieqvEPr7PoMXs+7huUE3/dp0T7g8ftLAXQjzpxg6Zl8vqSMLe0E/W8/oivaxnJRDbq0EgTkMgdtC9vbbGKRaHmXqTStibHN3t5eg7kNvY0pSqNwDPq5lRlzYLc1nvM64YdASCHokHM1j7DWK4CrUuqRcwGyMeSIsDoKLAHgD/rxkB6+qbAITRxMay8Fj5nqDVqIFkDXtzWLngCgScvcoUVWCRuCJebwOOAGcwNo3IPoDgB4AbCuWQOyeGjQdjTxS6BBf/qNURFOmsTur6r04zuqeiuHHRWHqfFbzj8jHpS+l3f0xkKrWL3LCnrCDyxjDgiuyfXK4rZIPQarHcix28Znf9rm8lU+XJlJvptLAK1toi/dN4dtdx5sz7DszvxID7pfmQYNBjgzC1wTGA+RwjbAPl9fPPpYqygCNIsSmD0TBktyv3Du71YrhvR3E6CLwpMVCacAxcXKy85g7anjh7zrMve41l4AWk49AHSTJVA9l0ED5hIm5SwXoD9jUREFoRWAxraJeG3IBHwcH37/TcRMaSGSNwfo748cQ5pl/ZRtcc+okfn8rIQ+lyqtBcgkhGMQVubIJxSERoDmmJiW7BikIpICdQA0wlVwoU+shh7JX2Rv1SZhYG1Gnd8//U6A9qQVhpOD2/Z5wbhlONJQ3oq2blSzQL0wdI7edcQRe4C6RynLOUcngnMKsFNIp1TFXhn4VV+M4T2d4RtdIF1IXlxOvYvWdvI1Y3+anyYIvAEThxXs5fzwiPueyJbLLMrTvKUN1ucGaDujNtN5DUQQUaKCyOtU392lagplI6R0n6bL4t3AuiF3BVcNTVcLmK4wprNZdpgyrXmXw6GnXV0b4SHyLaunvY7iix2ktRZpyECGH80ibaVKV3AfsqQSORmLI8yT8ADGZH9EHDQqe4OhcrVUJSMEMdSIRgPFqEwctOy25LFaTbKJQ+w8lv1IsiQr3+cA3bTSJMZB+1bpWrJATzs+ozuWqECrv8n0sXlccfyTQlmlOe3RMlUToO/A26qsQmTaTCYoe4UnTtJysUp//e+f0qAB0PgO78cEJUArCQSB6vx7FrhAmr9a/GXhHtBexSwdM/53zyPfdduDvaF32B8im5o2ioahTFO841We5Fnkd6r1donnSMRSCXyMPdkjb2TW7f2Ow+dvfZ9T7Pxvbs4pytDhI2ZdosYdvgO5ERyXyA9AZaLZjUL/dsWG7tkRcnSQo0dzF3ZvmK4WMF1hHd3epunNzFIdutbHrhcaPuTLynrYBtC9Jo0coOrQ53pwNGp7ynl4l5FHhTgRgzrZoRkhBj4aYBsjwsq9YgSUUx+bF4jGWMQB/qnVIt1MV+nG0tkB0KhckyNUcif1vNV6wjhonI6MrUZ5fkjzBkjnMkbZ/hIk9znkYZdsakI8d1fssqu1QvA2T/gbI8UEFJR+WcAerbAFADSoLmm3sarQiGyA5uwE23//7780OabTVE+R/VelenaTEKpG9wLZwGL1Aqn4mYbUspE8GN5hsGGe6JtXjZkRjkv5+jIh2oHkuGRTO++j0SlL1B99Ng3O56u96FjQjJqcO5g2trDQmWPftwsChn7fZW8deu+pr1P4mUF0Q1aq3gKH1fwnogHWqYIGHQDasxyPAeui15jz3ULe8G5UX1kBRQjQN4xqIeczAws2T4j9sukiUGhpsD039ynqZS7FdhggbZto9sC2Bq4/exyzTCCojKPk9qBe2eaFYiOTKUpbLVQZfL1KNzVAWlV4nh4B0KqdGvTX/KTlChSoqi7EMEEFzgmgwWgHgGZymwE0zL6+bhMA2tHM/hURO2rNFcdFhi3bHdxK62FiMm1g4LXjk60KvB7MqLtPk9mNTPAG4NLknbnLm1Ca5WPom1Ez2aM5wjkN5JDzU+dk6dKAi5COWvQs4S62L4T9rR6fFFc5u0kzLApfwmZ7j5bLnYARJqvrMG0vfOzZycQVGrbN6bNrf9wJ6p4ItQ/Djh8nz9HZjg71zZy4xPLcbnBzBGCjH2jbkzZf3DaFdBkD+ubt2ZSEnRN284J82ml4gXRdsYUfM5hCwWhJcFxsyLz9ChOSshwcF+NFrVND1AypLBk/x2KeFj9/CitvJ+ITIiWxKYH450dJHck26LxvWEQHeDkY2dGSYe6Mx1Vkkh4dlwA8zGVHTTQyStVpcveOAERHHugA3URi6Z/NxMvuUfWB65Hbnl7mA2bOqW5hppCqLaPKMljD6A2+uyMhOvUCZkcawfse9r/sgPBnBONOO7ypCzBO1cVTPKcLYE7x3Es9owtej4GVfdrdB7hHKRb7NOCE115LmyP+ZDVy8IAKfKFdLxfPafUTCLxO1Q2izcxJKO+kwma+R1u4OQldph7zDMdgjnu2FlFrxnNowBLYaqPQBd5e/OYVEwjQMzAPGYE77rHnSYMuTrludrky2ruPQCecGed6FMmkdKxCHOUKHmLET8IxAz7m7Ig+DKD9EK2x6D6aXhv4dZlMFA8cWRDPNSDne+5LaaZ2gne1s+EiOeSEcz4J7X7yWZyku1/becUxm4WHDC+X87SCnwGBC8gNQUgewuyIo1YB5Ang4OYWB2hDV2UNllpz7hNVyqXswEiNZYKCxxm72SIDr28GlvZsgI5wkwjC+wI0N4HWrN95LD5wMM5yG486ATqZABWcjJYRKQ+0Aty7CNf72iZaRR17JCcdxo6xW55FDj0PbQytmcwix+tgheWSjR7wrkuAYoOEK8ypeNJ+DfLL2mngmeYat3qGu5gaBgzHUZccNpZlZtNKRzIj05i9bJ9VXGKEG23QuqeqPhIHTP1FmJqlSNIGHb2movtjkUxoxROVvXblXZEWpe8litK0bjeFMBBAEQ39NujdMsxN3n3p1Vwh0LXqwYyJtCQAa6FPPsm0kOkP7QDKJrkGTc3DmKVyZtjQB134upyQ5NEKFIDghGvTikcUf8drgBoJ8Rita59h8BOHFmRQg5yoq+U03ufZl7w2AzT50qVRktTYmOwCLdIlm9V41/7YYxUFWJnGK8zI/8b5UTqtkmbBsFylj7WRteIqiMJAmunfZVT1Y2EuYsmqyZQcGtrdmunR5IVGpWLjVyV3tJtCqOSZUT3/3Bf50D0OFFK09F9wMRw6M7j7emVjC3GiTCx8zcE7m4CYjjQcjFCmKKeronhrDZPJfnI9tG/H3LcB0Cq4V+KtkVZuc6eRinzMS091b4gJbz/yOLvlfg3UejDNzAtoVEiuULJLWMr7PfjCV2cdD10BHakpMjixwxxwzkzP2NVdDtXhq9J0XyP3dxrXeFr0ZzXHyDTo9PFGAA0ARdwxajtb6XWVpWoObnToMZvdwZm9a722itQzQc2P4Ys5xrHBNroxLeKTuZWQ+2OZKuNnRYR4FBo3pn2keKGJmMF3R9uGXhebvWQMLUrJVMzyg+3fDlIX6t2Br7GsUd+gEG+6hKcbgDOdphlighGruwQf76RwRRz4ulPd5qCIWGU4xbmJRPUqJFFlJelMc9KfvwAhmIfLTadpentrfqKOcP1TCeKEz4kAveB8VjLF7P6e/C+XAOgIlKU90mxB8kbKAzfnZqVTJ94uc6JCc8vAO/Tmgdkw3Uas/HivOgawE09EMEQWqHWdU8NdKIj3VSZM0JhZgFIPjE5C7doer1FGcNtE7QQlJ3UJue0UlGW2QUNYIDW2HfdrAO3vO9O6OOHUPP5Ryx9InYd3t2Ys64R81Nf/ycQ91lQcbZcIP4QmOJum2d0tFymJ0s+QuHGohDAHeQxHyCSUBZ4Si8bkz41L81xKQwZoaJ1g6MOGMZ0yOsj1ptcwF/J6BQhiDpB8rWJxZChj+4Yf7jO2vrd2YQkjrYzUiVmFWFktcCbmdSUVMV9DadVR0WzHyDUg3MCwqr58tEeSSk6ef+aTNAEa14PPQkkZ0ZwRNVczW5hUPGSsvXd3TdL2rtUVFkauaiPsITUqyl+hojWdaqUsluvykbDoNUzOfSZT17UkL1/p1IIUXZo4jOzm2Gdf5H7bjNF+Hm85kDqmY2I7P8u1OD2xFhbPT/IrgJtkNjUT1mYyaTMD9nzSdCJ8zn3MASRWdMQUn68Fxz+ZIAYQRISTUC9NZogCO+9nG0AzTHm1ZtQV599s2iAK204b7HSosf1NqG70LNhXqunXP9aY+O71Z3gHNWVo0rqNqd88vTndn9mjG8ZsqfFRlzYKmDA9NkUc7XTeyGieiDsqiEkwAZkOu1iSMwDHXydNooHdbZVXqkEP1eiHXhcHVr408KFYJEcIs7vmOOjs/DMzgdukXSOR38ucpufgpjhw3YOEa/HwU1oeTDEsElwWXjPi6JCU6cMaxvUTtLto48xr7Nxod1jT8130NeDEBLMGT06TUJz6yIf33L4NoKEiLOdLhcjh1HR3QzNiwzfiZq7O55vA+ZJsR9i5dVazL19QI9ZslaqK65onuZrJGOeZN9Erx2lgTTFwzt5jNUYMA15fobmPdxvG9bg2QHOwkAdvkw6cAahpBjIlHH8ZAijFvwzwlQN0UxrNEY176z7rSIxYAjJFblgsZaCLPPTZ51kS9lRznMJF7dpxl0ZyiF3+nO2GBs0UXzNzzHAMr50OR28uIH1egI6niux45mJqbhi+gs9lajmVvEm8Rs4QZSbzX0YpbdE8j3x5H0BTg8fcXKzS8km0ouAVnaDikikPaF+bmyY2J6LgZjOb9mmnr+DwTb78YXaJgOoR7POW2zJUcKSbOYBl0P2FDuL9MNPUMgygW5e74NzsA3B2jQrHX7d07xPSxBNBu1lu7PFJfUXa2uC5F+Zv7N61L0hhye6Y7agiDJbJmS5EPCtNCvZ8p8fdZ1M9U9M6H3uODc4jkxyoTjnPKEebz9x0OiKahuDHLhlnfAkXNp5roW8YbyiKFh/LzTj3e2dqft/Gsn22VJMv/3bUfNoHFHcJ6lLfZ7OKMeDFI3UbJI4SzqU6NL5nlMALSYC+o+AY41o646KJYNpnHiWu79GGQ8yJlxL30QDtx7h9BHKpzvW9p72ptKMIfFfk/aTXNMv6iWkfX1oO4/tHCRwjAVdmLqmkbQPobAPYA5yP6f8l7j0JQF+ioad8R9eEigcQB2S889qz8E4pl/FZowSGSKCYHN06Kq1ZFAXnsxG7xaPt9Gx4xt4QOLO/x5o4hgzotV0TTRzkumAVhOBMCdEgdH+OmvO1DeHYnheUQAOCjTOZoG3kVudMJunToGNgwQuK5uSvPhigDzN5n7z9Bz1wQ4M2hyEJyi1NlnGtVhOREy+A9kEvHW8aJfBGJJBNCRZdJSJ6xV0zSvfMWrSLMdqgHaCvMkrpiHHfG6CzEy3EpQLY8PGUVw+LOaJdZ711w0kIyj9wWC8WaW112VATDhSgMHF4/6Lp46wNHB8+SuCKJZBB0Chzl1gzyEu4mTG1/JwadBRLr6nSy3iBmAgUEBb9EaMuup5zjX60vQFauawilla8pWqa0QxgfBgrMjZdL31Wp1MDGYrIXGLxsMSSQyRoueKFMjZtlMBLSCBqqauFVXlnavksTe5uLqZBo+/tcNm2qcOjTMSTshnGeUkH5yFjtRdAkwKTVX7FaUrHAGMDlxmgWU/wQLrMQzpwyD2NGEffXdFmEOgjKwyB6Tcq2BmzE0db9CHSHu95axKIJg7UFV0t5gprq1Gc4+WUGvqRLDYd3Cg81SMl25JdNtIerCPXnLyzH0B70DjyDUWxlJYoFf/wIP7i2SxNwDwGWkC35V6hCtoF0JMQdE4N2uxoDtAjOL81mBn7c7QEgIegAzUWv/zz0Q/e7wHuH2K2H/lRnmWqBI/Lu3uZKi2hqB0a2Eipu0KsOgiguTOBLxpOgsUyLR4fxM18M0v1zUymDrdRX2Gnd4XZCaDNkjMww22/KTVePUrgbUjATZtg8lutUBf7vGF226TGvL7VOi1AaPQ8V3QWTJXQ6kP5tF38P9c0MocBtO2a2LHcvKGBqlM9Nb5elCx86fo0WyTNQQrVC+KxTZsLKBaMUjBqCh3PbAA+DWMXHGIz9bP9l3zvri7u5YK4pobv6thh32t8doPXOdKxD2sx1ZStk4q0m+B/MSVGpEaFZO3w9+53p2vFbn9GO4BLzGoEm1+gbvA2niJFfL9WHnb1XgDdfkV7ur39ZdYh5FBn0L8t5eEPG5R97hIZuD6XfO/WNtpKYctak2JzjuS0g326/equZZU5J5dwU6HbQE0EXkrw3OnSw4Q3PGDt2hxtQ1t+6XZzWThLXzxpmMWhS8c6CqCHDfQbv6qjUMApNVln72rXt87hjuH9VxMmRD/y5vGpfwN/+1s7xqZR2LWVGOWLEwVCVVh0t7Z91MryydLznpibdaGw5qO68xpudoB2XnuOsEeXGGi0V8II0Fc9sirgK/WYibT6MVJINlbSy1k5mjHi61RNgmaf24uEn6sW+FkbR4AGhW8opknbqNcQbLxdVYvO8YkFnZtVS/W2tkN8jP8/zShg/BFdsrKKN+CTZs1IL5VmgN0gn/oVU71PI+5LPMX0Zwv2bGvRrfVMk+HWa87Q5MzfbCnz5L2t1irOk1V6aYW/MjgDCDPQmcOKskKVDuc5dgG1SsidetjasO+/c594TRV4Ti2YMz8PkWKIMFkhwmS1pgOzmk4aClc7VnvUoE8wKF0k4qcDSl8+/aons6VYSeWMXtmt9hM7lhtIK3sJxDmlws0JxPzKHxEJ+0M1WctUdSdvGe3zVWPXO2KAmVMci994Q4s+t7nllY/skOb75sxsZSvqSw16qjJpfaRsI0APke7Wa4IZIlyHgrln+ciQlR9Nh5Jrzuc5EW8vWRaLHHhpeZhjWMRNn/GInCVBVy5PHVaAlMcKJ6JXhpcKF8hAeZYp1DSEabPIG4PxzuRjNr8rwH2mBv0Sj818Pm3+7BGgzzn+mwDdAGd34hleHetwYdSGm6XtB2rQVodwL6byvcWy3YCcgZjKoupc8nRxLpzZu/0veINHcGQVNauqGaDbjsFLKq54N4PqxOKQWD6NGwcUgOMBOpjd83tUw/TXmxxdPe5bWaMGffSabQK0g3POrmqFdByTkahaZaXcO3UsED35JOc6elkvnLQ/mcupbHsAAB82SURBVDdG7bk1udpD46AdSjntNmgdPWE7HmB8zh7uh6w7PxnljeV4IG0XviCp2r4ayyV3rXOI2k+V8bS95T0jQHdN130mTVh0THc3gJLmIU3ylEAlUnRTc5ApVdV6pwPz8euoZ7pssYG3juM6qYdz8xkn+qt+tLKl8p56KW2yocz7yc7itDl2SEQznh3N3VNo0M35kyl8e6ZJp1mM8ho+wY9Rhs49r4bGao8A3TEShw1sE5BVWLKUKG9MuKFaQI9jjouI30EDQaaUOnFeW+8wzdwgR9vF8LV07vXwSp5fgtrPKToYFnL0Zjx0WaYMrWWd2v5pxFjs27C/d0+T7jUoorahn/Ouh6GtaCaQuly7ALqTgmIMsxsu6K1Xks1QmiyjF+psKDbtFto1JpgcRIM+jH2OK6gAMc0IBOimw3DQc8980QjOfQKO6NKcA23c4d6+BxjtM6QrztOmvu4aM1tFnmfZn/M+e+K2yFEKTb373HAKgN5HJue8dhf3j4v2ugHaIhGGZ1C1Qe6wGdRZKaUeHh7WaEWIpOL0BkgTQKXt+mcgPBPHe8P1nINj6MPOOQMHPLs5Omo0TUL877CxG/Da8ZJOCfRMmmzuCEF4NnUPmWY66VkD+IuZ+8qPKYkVdOBnz1ZY251bJ79kqII0sFVDLrNUhp2Xtq+7HhOHA7SyLXZ8mgkcvtj5b7s01RavSxc4y8GlggPDjkiy18mc4cBTfpdWrY9+tmyAXV30ed2hRr3GyIimDBB1UgRQd6SFDxTPeNm5JdDULXa+LSpYUjCaH/DIu3tCduhhJFI7X9y6QA7ImicBZGpyPWsVWqP2BPt9G3Ci668HoE12u8HZwI7xpB3nwFZol2tpXfKira01TpovSxYm8O/KYa/zKTbwQdf1GxFhYQBdNoPhM/4tmgpch8ppzFxIO3fkE0338TF7SyBo1cPutaimkIvjipMvcZlRzDl6Ym2Wzc1tVqYm115wiTQyWk/8/mEyGn7VdQH08Hb3X0l2wYK6gs1hsbg6bEuDrgGuZkd2cO2yi2ngyyx2qHFwjVlCjWiLU/T1ip/RuanZMZe2eIsMYLztGPFxxSO5X9PiXrtt25WNPcJm8z37OOpLCn0xCdK2vUaGXgkZBFe1g3OkKMiAfYV6wgUAeuhRYk/pdFpC7BktkA6b6u7ZxjmzYrkYL5Wz7SZcjiAkHtdCmwhQrkH/giQUGwBtFXikRdXFxEGZrQb7TXcP4HjFS0qgAdDbln4Or+u+aB+A7uovwX9lZu+8/lrvMu1aczKm4r+kBJvvPitA7xvXueEQ22aO7jkWe4KIZ6fSRWfj0rkFtJCERP2sBgyAbtpKOydCODrF5G6PiXYNumFO2XMvar93nzDtl5pqsYue/CitKaXlcs1KPEDpKSrwTLiW9Bm6n79Ux37B9w7VL7YOXdeXR66DXUNRrycNE0eZYuYrymGFiqzaq59nbntu6/nD7IauuBI5wXqGdvrpctR5Rp1OzM2IC48LzrH1Ds4Dm0G8diTZNQMcU2ywos24b/wGNmPgm6/3Mt/3PFvMCevR/+V8mRagXEwpze5uVYUHzlljefPNLfauAfjX2+2xZV6EOTjZydaHwq2toFGu7aGouKdkqUF3unuaf48JM/sc45yJMDaLJsyB/emMHuvo41k16L1kGqIgaEkC8NIGHJ1veKKWqpwBZDbPAaPy1BbHnIN05zhtaVwV+C726kO4+JcH6LBx6viIpAScOVNaQ4NerrgHT6dTFLckQEuDlkU/84uYTEeAPnQmXvY+XzrZxhsim1yBuchYNhZ9UYssvysLxQG6YZ8cIDJsAAWLFY3SF/Ulp+iAh14coIdEzBVR2QL1dWpOOuudBtdJ62HF1MNlvnCDlgBd67zpGNxPPvulKXc9+1fRlLdNO9cSMFagWYRZA2FWVTVJ08mUAL0AgTmCYeuK5OX4n4vbk366Ju1hc3286wISEACuSUy/xnhXVZqAUtNqA/paKSv5jI3KC7MF0IW7LyfkKNJjuFFWDkhFomSQ71n0++l7TVv4+TToPcnjG9VCjBCo8FoIMHWNDs80ZZhwMhibgLpC5/aaBnui60U0gr06cD0Xu2K8WCxSIg9uStXsJt3d3HFiPz8+pNVyntJ0kurZLM1mM078VWcOZWMPv55Oji3JEgDLLMBruVykJcxY6yrd3N/RjIV1Av9O9jfghHxODvMOzdVP2IX2FXHSdiofaJ6Qm7sW/7oDNM2y3cCBv9aDw/kuBNBNzXY3T4ST6+QafAx1g6dOXv4sa9OYqzX0skISJE5ky067sBfNAXrnUWZP4H/N697tca49sNIyyMpRSWIyTbPpjAM2Xzyn1Qpx51WazGZpMpmkJdjUtjh2fyExvropgPGu1zWraq/mC65Jnoywlp3nmgUmzEJ56SSlbIoIJgply5isB5y1ad+uaKrzzzabcrDCDrBRnwqgs/miNDIuHLcjMgS5kZWnbLr2IlP8scJdsqbMVOkucwOy98SwpeNw8f73CWqo8T6bR4YuDTes9V4fekoTzX5E/sMPXUMbfLnrKHMAMhZn+LCWgW2ifkoCgINXpJxKLSb9mk0cHVNz53S4nPhP9qZ9qgNNoFGZj19xx+s0n88J2BWAGiWeJnAY4jIkKZ2smRsPakNt81Vt++tws2YO4aPSrKfmXIkOYzPmu2dYZnOIY1dn9wugVZPPf6z1Dv1x9/5hjrtsbW/e4UIgQGMgGgUR5StqmYfVwVYFkoYNuWsQTZ4dZqbzjXjXk9vt8H04y9Rla2cAO9I1kmna6emX7cHZ37ZvouBrAbm+fvW1/1cxhXnm3tRSredPT7RHp0mdJizzhKgd+Iy1KZ/rsxvLmm8e3BKLEBmq9FUr49sWkmctuvd+EkipNdX0yx/shzoTVNGW1KTdWpJBJmT3o0FBqWCOT2sea8JjWxLwXwX5ZnW0Pw7jwTjX0O7x3IZ9o+O+RrZUF4/jHu8aL70qCfQC9OCVflXdOUlj4nKgIx9FceEgtlA7aNGM0LEqQK9SVLYDDzVZ0wiAHckT2uxG/bO5jSjqScNBgG7Yrw1QumzaAE1m12WNF6FwxbyQAZfOzSo7eqAym0/P9cs8GRpmkX1VrZNMqTM8pHFaCscVd3Qy6sxCCc38M3Q3PkNrx0ceKAGfrq9F4z+wm3vdFgE6JygF8n8AM2HJ2Rj3evqVXJwHfNj2gqvcSejrvNdmDds2y6ubBj35Qxp0+ZgAW7KgyQJatNkTc228lo24gbFOXOSDoqERX3LYPKRBb2aR7RP4fSVD10ErEUti4ZyANPKym/JM4jUFr6YTY0MGS4ALY/DVb/7CLoCmJm0fnJOl4Hk81isUyZ4AnYmhXC2mAus2i83JEwNbqtoAumFSsHs2jOzUhI3j2IqCgreiR0lXzGs71bplmw9knK9wpNTkuEZzvoWlNdOuj2gcRDEgxKhe0wbnPB9DM4perXDecMO7bJy9WN3yQQ2Ounqt8mv67oUDMVbitW9qbbU2OAu7hqxhKdgyppRT4Miu6n/7qv0geNUddvTFRkv0taJmjP1t843wWsIYghd63EKG8uwYYPEdu7mYArpoQK95nnYBNOJBhd6iPFzM52m9WqY0q1M1mzKcLJo5rrl/Y9u6JTAYoAM459OiTw+usbcn4Y3ED0vjz/zob6zPMZpj22hGU2aXnw1wu0JNSDdxVAbQnCeZBa5MPf0Ut3/V3uP9ViIsaoFqgLyWUz/GWPgUM282wvOcGbgA9GubrnGhOjDjX8gCAe0Q3zM82eg/MpvvbiXVNx698drGcd/29gG0Fpdv20oDdsZDByjiU1XReXbWWLN9O3Xq64MmnTXoC4OzO/Myv3uLB/6aFMINgK7/3TRoM10I1eNhBBPJdeAYpyqQlm3abKqsXKA4SCQfpKV0daXwunMxzoD4ntcN0D7nsoljDa15QQ2albeNX2KBBJzpJAP0EErTU6+Z8XmnkUAE6Iw5LVMGE3S4DtZpUk10cjKt2cG6y0h4mhZeyVNiKOqFwdkVIe2Hmy+/Nj8X8EN6rNpa1f/xb9nE4eBMNjEjKtoMA3GQLtqwWKlgDbEyM+sqLZ6f0vp5Tu2AGWKzKc0hhPqGnKKJ40om1J7N6DJxQMpkbAMp0GSWprMp7c5L2OwtisMTeMYIjj0FfiWXbwB0y5SBaY5NerWYc9XVsxumsnMd2OnppbTKKxHhRZsx1Axx0Ua1XtYL0AyFI3BG637bs0F9uGjY7kzkUV4grdjHZOQ4C5AqkyyFGrRFfHQdDd+M0ySIbAm78xwZVNM0nc1U/qouPBMvORHGd59YAnGp2JkaWhC0ZxBFEaCn8j1koGg5zGN6+wsomicWyMs/jiZGY7hEa3CacWUqj4HOstIar0DoGwA9+z//saazyo7gSsC0fT2e29gPMzyzU5bPaX5EMZYtyfULoeA4J7pXARL4FaCVM4Jh0p2x+OZAGn1fgr2tVtSGZV9CHu0U0ZefzmMLDpZAS3PGOliDzQ0AUWvsMd5g7lOMa5LSAgKhYAB9qwDdaQo6WNgDbySECaDd1s+Nkjb/Ok2nM+IRE2jsmn1S2ge2Yu/LNgB6+l//yFF5SiZpg3N5BwVt0o7mHBKkYAI+L9IKjGWpStMbHedgi36mJinGMqZ6diTg861XsIPtLdG+G+w0kZ2stj0LnINMWw6Lk71/fND5JdA6YPqwgut6iXWAxW8MfdCcn56etD6gwNzc0OwFU0cO+EGLX3N8cI/EX8KI6UA3scUGqlueaEGBOp2k2c0NuUG4Hg17rsEX0APQZPOwsLkOoDSvRmaoa5uRQYhTgWJwmVawO0cOWOP8Tdi9JhNxw/bk378pgD4/PIxveGEJ9CW+0jFIB/EqVTTvTQQCAG4oKihUQEWlVrZtILW/hmP2C4v1JK/X2MjcWoFOlKdZBC6ougt5xxkYAastWDOvw/R4HECHcLuo7MZkQkxCPzLEozxD7DwbsWMWjuB8knk5PuSSEthCgObV5D0oCqYMwDTD6ogJMHmpsVmDfksnyEuOQ8e7hEk1HfXrxYJ+oNlEjnqc6uekvl2lGjkJcNxmfqGXbfjZANr2K4FwCNTzSXht4SwvOwzj29+yBNz2TPAl54pc6zGQtGHWaGfbvs3clcsOuYWqMZJqvkjVVMUgppNJQvGIZ5qglqm+vWGhCMaXXcEGeR6ARnQCs1/0wb9wCpJ83ciwR6fYZefn+LaXk0A7cYskY3CiL5cb3Nhe2itq0lHZeblevPI303JUKRcBmnI9SROYNiw5aA5zB0MfpypoyxqoL9/nkwB050bjzkMDaGUNxoonV7A9vbz8xxb8ohLQwgvROy6Hlpmj9edfVFon6raFP3gQAzdB2KNDeLCyOK8jxI4bcztRRVEcw5yEHVRtm5J84ayhEw3t+JhRAqeXwJZwhnZuwKjOHC/+zgSy8Fj3I8brjn/rcU84P0Af177x7lECv6QERoA+/bAPBd6h152+hZtPHAH6ElIe3zFK4BgJXBNiHNOP8d69JXBWgB61gL3HY7xhlEBTAqOJ8Gwz4kUyGvfszdkAuotfY7Sj7Tk64+W/ngS2xVKPC+ik8+GXBegucD5Esuecj571tTMh5jUfL/fRvnqAYad8DhnYN3rPvvO+L/qp6+/uwHqjonuRbv2yAP0i0h7w0ug0J4G+3dMLQvsA3ID3X/SSDuLBdpKQF1NAZBGLWCJ2PaQZi8yp1IuL7T/n5nlROV3hy7pSxl9yo/SkMg8LRMhs5i0Ppaz7KBuuUMSvpklnM3FcowQckAHOBGgjoumb/HGhvOQCOUiWbYAOVJY5i9NPB1hkyzWpUBGrXoMOdQpeiEIXY1Xic1NGgD5oVN7GTZbTwAzhLSfM13z4vJaB+qUA2oXOQPVfCKA3OB5M6+FGBWIYpB8vViooAMaCG6TBekGFchCMID0C9LUs4fO3wwtIUEMGEZrNGbyZTCKYP2TxbM6KLWHe52/0G3nDCNBbaE1ftQbNhWOztANNVVDB7Dxg9iLjGkoxgaN7miZTFWLAIzLAj6j8Rpb98G4AdJ3QiSev5SqBshMZeARqEcQRnL3GaJx6+HmcNsPl3b7y1wHodvmht65B980JA23AL+gWQYOpShN1mt3c8a7FcpFWywVXFsC6moiUYHRUHb7QXuudAujCWb4EffByxc09U6SCRhX8FWGOvAYH3GsYk7cP0C1gjmaON22D7pl9fioA1SXIemjWsPJL06k4iZ/nz2kFnuIJiORnmdAnLsDXMLnHNh4nAVKigsTeKFHxtKXV1QQa39zesnQdqyMByJ3TolW6a9SgDx+Htw3QHeBMukdn2rPK5SBI6SrU+upNHF3zgiiLitI1+W9ZVYJe+Umazm6oBYF+ERo02LygQdNjH541atKHL7jXeKfbllnDD9rzfMETlwpxCMCpQVtlpLbPYwTow0f9TQO0M4axUKTZzebQDFHNBcVroR1amZsuEb5JgDZbBWViYK267lpwsGtwIQK0J5LKCM6HL7C3dCenCUwbVocLJy3UWsRaQsmoNkC/pb6/VF/eLkDHYuSoWGEATWJuL7cFcm4vM9QxAq8eoPuchOaNz4Txdt0qaSPDxyu6+8li1Jpfaole13s9Agqten56SgkAPanT7PauWRFmVJtPMnBvBqDbWISO+RyBM4xmDYA0IxfETY0qyqzwG6pqR6m+aoAO/XdwbWS6gYvYeG9zVmWo8SHmbrtjXGwnWWxv4SGI/vE1xKrY9om1RRsnrnHuHDXsbx6gMZlY9t4mE+qNwfHBSQbb81sNs9uSSdieMdKksfDMFGRVb9p836Nn/qi19ipvjpWP0AEANOeLhd/hBOqVYRqnLevtePI6btjfFEA3NmtP0yZAL2TWgNZsAA2xqVznlkDN15zqbdUYvItRi44JBa4N6W+SYElMaE6uhgY+xrcet/Jeyd1tgJZGUygBdtUWHQH6uIF+MwC9TQyrJZxeDKdPk0ktU8dxcnuTd59TJr/CSXeU35tcFi/aqV8CoF9UwuPLRwmMEhglcKAERoA+UHDjbZeRwLUwpHXFyV9GAuNbfmUJjAD9K4/+K+j7tQB0tM2/ArGNTXwjEhgB+o0M5FvsxjWB8wjQb3GGXX+fRoC+/jH6JVt4beDsgxBNHU5g/0sO0Njpi0hgBOiLiPn1vORcwNhVJaRPKiWbsWQ24tpztW3o6OQ4X/C52P/eLv5+4VCV0S4+dORe73UjQL/esTtby08NhA7O++AX2gACHqToI35d1TvOGci2XZwEYNk5LBTYMlLDbduSnk49WC8pi1P3ZXxevwRGgH4Ds+PUgNrWVo99/iEA7W2I7z62HccOtWvNGahtw8jJGoiv32cX2qNBbdPKHrfuvHQE+50ierELRoB+MdGf7sWnAi6m8WayJCdNapoZDm31IbjVbstLAEk767ILKCNAHyqfXfehWolzo7RNLbvu3fX9S8h1V5vG7yWBXoBGRWes1d5UTVMV+nLyxhTPM02xFseGRlEmgGM/4FVwnoXGM1u15g59z75tpJnD/sc7XwpIYrpzbAN5kINs+N2JZNWWcYPnwsF6nRpk+oeOSykNfOgTxvv2lkDXOu6qWmRVMnyFV7P/+gcq1KUM0F4lodWCCsQ6uBkE3lYwEr9WFZwlxukQViS/27sXb+eGDU4D61rhvRggncAvwnpw9uGdRwID2ue82XrcgPacaXjamvOZXnPwY6OD8OCH7HljgyHOTCtoR6x2sucjG5ezulBwfB7zrF/z3j2oxHrA2eW2odwSYu1EO/vPf6zXVT9A+7IFtcV6vkxr1CgDYTe4lSd1Wq1A4L3JEverA/SuSTsEECOFKrXdYI5ghYtTfIT2fFLYA07x5MHPeEFf4OA2vsT+5Uy5aqQV/B3c4u4LsS5Xa+jQiExRmWApDfr9kE9UOl7q1HNIu4+7x1TdQNnb+7wegKYjvEuLbgB0jwbNKYFKvn7kXKe0nC/T6nlObzsLSE5Q2Vcadduj/asDdJmoOLZvDl37qNwF2NsA+rjJJY352jXXY/v4lu73+XQKDZogbfRh/rxjgPWYe1/vGO3QoO1rB+GGOaGDGti/322DjmCyUmgR65KBPxj/0O7mR2yUSar5/wjQ3VOtN8Y3j5hcQV1W5TwURvfY96zjJ3n3JnL8c8cnnEICpwZAd0AqOuVwWz9nLswupuofqICfQkTX9wzCZAHTVUgM4F97qI13A7QdeAkG63VaPM+N/F5a83Q6S8vVMi1QfHT+nNK0TtPbW9pEzxVydH3Sb7aoz1zRBagwTfiw5WiAbTbgcO68phC0c4/JGf1v52761T/fgfSYLMkcgthK4ulL4Dn1JnOVQm5oxoBnrXQalLZkbhVFTLqvdGCzQU//6x/wDWcnIR5IBdlQHkVX1yi8Wk9ZBbqqUWR0nVaLRVov5ynNJglVSwg2L+dnetHx2mZPVt6F7MUOzUzGOODTcBQe+IwDXvsit2BBD7HTv0jjXvlL+5yDh4BoBGpCBjTqjul9yLNflZgDOCOgIoZIAJyjBt3uV9SoHaD9/qoXoK3oKk0cqPq8SqyIDfszdgTarrCIUBwaJdgPw5yrGIO2Jktw6GhZtKtHGy4rtzQAM7tWQ0ic9kQPbbuKjo+NGCVwhATaWjQflYtj+GpxJ2SJGon+mVwHc0c74ho9oslnuzUnZzE8Rq9BbVQUD0mTlOrZRGZi2jaa6BJ9TTsBOot1bQ5Ct4+uLVLDuogXWVYubVCvEaC7tLRyMNk+ljFml47UjhCIrpA63ne2aTI+eJTA5STgoBk1cpYmbk1wKHi0UwO0oOwFs922/InXpHUTZA2coYSh7fPHp7RezFOaTtLkdpZQaHeJCJqW/W4vDdqBluAVPJF4OYTfBOIdyS2XmysHvUnzpHmUpia8I26xnVDR0KZDS7o2gGimOKjR402jBK5IAg6i28C0S9PO9xWFs9ErLEOYUq/+kzESeSLy27Eg82rF2qjYkOq6SpPZhBYIADRMQMohMTuzddI1aeGSfdeXqBIFI4tKnYjOEFzeAS2K7xWohNvtxCYMardWxbhjZrSddNucdnHCjrbUq19mYwPPKIG4FmKYINGj5/SNNdO4lppndyNfVNM2hx5RA6HIAOX5gifqyWQi0ydAeblIS4A3ot5uZswdKThqfr+cmBYBuidRpXEzgAuZhLShSKgCHdiXVnQcXvtnW6RF1IA9yqKrR11RF/43f36X1jyC9bXPjrF9h0qgy4zX/pufVHlebZs38LeOxYb1tFwuc7PofITfq+PzkgAtK4OpdcwVmStXZDJJNzc3BOnVYp6eH5+Y1FfNpml2f8vs62UoZU0luBOg24kqDt6evu0MXh1SlDXghY4hO8wQPo595ofGCaGVtHGII68LoJubwuGZWocunvG+UQKXlEC0SbcVok5TyJZIpK7okF4gblHDciMoSuh5RdCKd0ZYcgIQVzVtzjRprlZpsZhrc4JmPZsSoCOkRjt0Z5gd4NvJkjawOPZ2Hyb2PUXjUN8ZQRHjgWFwMWdb30Tg+ESO4dAW3eMnAD8NuHNjTNrYc9jGy0cJnFwCWe1ra9zmN2qDdQZ0qenZfBCxrGwSR1PZ9PaXhFoCHxlLBTNUZB3XHH+6lNurphvtA+iGiSBk3RFme3bh6MjLxvhwbTtsZ4imffJZOD5wlMAogZ0S6AJjvylq5vFnRpZRYy3q3iVMIRGPukybu9rwKgE6myvc2oPjgYcBbjkmQVhdURN5Z2tNjdGZt3OtjBeMEriIBLYCmWmksSEN27Zp0BGg+zTutqJ2bOdc4e+Dpejo7OToscI9G5mEw0wcAw2/x/ZywxxhBvRAkdnWiqMNOL7eWeB27lxtnt8T9mF81CiBUQLnk0C0ffMtyo3ufKGbQjwe23EjFkg4pqVdQQJdz+vbGK5ag+4TTA59a3MYQ6PewZG5zXQxRlccMxXHe0cJXE4CuzTdtgLGiI/g/PfaksTv9VoRIiFhhIB9xmC0dvt6TbOX1KB3CbXPXuOZOARXZkZabHLgQ+6yK/ftVJebRuObRgmMErgGCWw7MccIEfkc5VQsRcaa4YB9YNoFurtO6rtkc1kNOlhE2qr/RvQFWm472KSeUFggF4ohbxGUR+1311CP348SGCXQJwHHj8yH7UkzoXpNH9gyC7BGnDZKoEmBPBaYvZ2XA2injbaYxHh6yKRDgZfCchLZ8YbmHK6RJm1P8n/eOKvbuMRGCYwSOK0EOiM/WKCkJMK0Mx430hhBGkeC/NN+LgbQ0TRB5TiYJ/x3jxfkKcN4Uxl54XnoHcRCY6TFaSfE+LRRAr+yBNrRHy4LN4N0BR+4+3HBhBRpihH0j5HnRQG6nZHnIW9djrs2QDeDuo/p8njvKIFRAqMEdkugD6zjnQRu5722eo7AM6/4fmxJsqMBeh9Hpzv3XGOOAB21ategXRC8biRs3z2jxitGCYwSOJkEtgF0/C5Spzp28XurlL7RoMAKmrGuB0jPAtDRfNH+uZ3t10e32Y5a3GcjONkIjQ8aJTBKYJTADglkDRpp3WbiAGjDf+amETwic1+7g82zoMkIqmLb7c9RAC1G6I6H9oS/dYXCjXzI4/wfJTBK4LVLAEDsZg2CsaWVdwE06YssyJqMoJVYQDtZ/I6Jgx4B+rVPq7H9owRGCZxKAkh2iRo0eD9ODdD/H2J2NBKkgBQAAAAAAElFTkSuQmCC" mediaID="Stage_cst_artworks-000466570722-f4jgr0-t500x500"/><costume name="toobih" center-x="58.5" center-y="51.5" image="data:image/png;base64,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" mediaID="Too big_cst_toobih"/><costume name="toosmall" center-x="58.5" center-y="51.5" image="data:image/png;base64,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" mediaID="Too small_cst_toosmall"/><costume name="justright" center-x="58.5" center-y="51.5" image="data:image/png;base64,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" mediaID="Just right_cst_justright"/><costume name="button" center-x="133" center-y="33" image="data:image/png;base64,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" mediaID="Sprite_cst_button"/><costume name="button-1" center-x="132" center-y="33" image="data:image/png;base64,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" mediaID="Sprite(2)_cst_button-1"/></media></snapdata>