<snapdata remixID="12105331"><project name="Project #32" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Project #32"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Arrows" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="setHeading"><l>90</l></block><block s="doIf"><block s="reportLessThan"><block s="xPosition"></block><l>215</l></block><script><block s="changeXPosition"><l>6</l></block></script></block></script></block><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="setHeading"><l>-90</l></block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>-215</l></block><script><block s="changeXPosition"><l>-6</l></block></script></block></script></block><block s="doIf"><block s="reportTouchingObject"><l>Goomba</l></block><script><block s="doBroadcastAndWait"><l>Mario detected that mario touched Goomba</l><list></list></block></script><comment w="136.15384615384616" collapsed="false">If Mario hits an enemy, send a message to all sprites that he died and sprites should reset.</comment></block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>210</l><comment w="150" collapsed="false">If Mario reaches the right side of the screen he wins! Broadcast this message and wait.</comment></block><script><block s="doBroadcastAndWait"><l>Mario reached the end goal</l><list></list></block></script></block></script></block></script></block-definition><block-definition s="Space" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>space</option></l></block><script><block s="doRepeat"><l>15</l><script><block s="changeYPosition"><l>7</l></block></script></block><block s="doRepeat"><l>15</l><script><block s="changeYPosition"><l>-7</l></block></script></block></script></block></script></block></script></block-definition><block-definition s="costumes run" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doIfElse"><block s="reportOr"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></block><script><block s="doWearNextCostume"></block><block s="doWait"><l>0.1</l></block></script><script><block s="doSwitchToCostume"><l>mario_idle</l></block></script></block></script></block></script></block-definition><block-definition s="%&apos;instructions&apos; %&apos;letter&apos; instru" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>-170</l><l>-80</l></block><block s="write"><block s="reportJoinWords"><list><l>-</l><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="instructions"/></block></block></list></block><l>18</l></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="instructions"/></block><l>2</l></block><l>-20</l></list></block><l>40</l></block><block s="doForEach"><l>item</l><block var="instructions"/><script><block s="write"><block var="letter"/><l>30</l></block><block s="changeXPosition"><l>20</l></block></script></block></script></block-definition><block-definition s="intructions" type="command" category="variables"><variables><list struct="atomic" id="161">intructions</list></variables><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>intructions</l><block s="reportNewList"><list><l>You can use your key arrows to move on</l><l>You can use your key space to jump </l></list></block></block><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>-170</l><l>-80</l></block><block s="write"><block s="reportJoinWords"><list><l>-</l><block s="reportListItem"><l>1</l><block s="reportListAttribute"><l><option>length</option></l><block var="instructions"/></block></block></list></block><l>18</l></block><block s="gotoXY"><block s="reportVariadicProduct"><list><block s="reportQuotient"><block s="reportListAttribute"><l><option>length</option></l><block var="instructions"/></block><l>2</l></block><l>-20</l></list></block><l>40</l></block><block s="doForEach"><l>item</l><block var="instructions"/><script><block s="write"><block var="letter"/><l>30</l></block><block s="changeXPosition"><l>20</l></block></script></block></script></block-definition><block-definition s="intructions (2)" type="command" category="operators"><variables><list struct="atomic" id="216">intru</list></variables><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>intru</l><block s="reportNewList"><list></list></block></block></script></block-definition><block-definition s="questions" type="command" category="variables"><variables><list struct="atomic" id="225">Questions m</list></variables><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>Questions m</l><block s="reportNewList"><list><custom-block s="question item, question %txt answer %txt"><l>On what year took place the World War II</l><l>1939</l></custom-block><custom-block s="question item, question %txt answer %txt"><l>What is the derivative of 3x^2</l><l>6x</l></custom-block></list></block></block><block s="doAsk"><custom-block s="question from quiz item %txt"><block s="reportListItem"><l>1</l><l/></block></custom-block></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><custom-block s="answer from quiz item %s"><block s="reportListItem"><l>1</l><block var="Questions m"/></block></custom-block></block><script><block s="doSayFor"><l>Excellent </l><l>2</l></block></script><script><block s="doSayFor"><l>Nopp</l><l>2</l></block></script></block></script></block-definition><block-definition s="question item, question %&apos;question&apos; answer %&apos;answer&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="question"/><block var="answer"/></list></block></block></script></block-definition><block-definition s="question from quiz item %&apos;quiz item:&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="quiz item:"/></block></block></script></block-definition><block-definition s="answer from quiz item %&apos;answer:&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="answer:"/></block></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="292"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="293"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="294"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Cloud1" idx="4" x="163.0000000000081" y="131" heading="90" scale="0.25" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,104.65199999999999,137.70000000000002,1" pen="tip" id="299"><costumes><list id="300"><item><ref mediaID="Cloud1_cst_cloud_sprite2"></ref></item></list></costumes><sounds><list struct="atomic" id="301"></list></sounds><blocks></blocks><variables></variables><scripts><script x="66.9230769230769" y="113.5641025641026"><block s="receiveMessage"><l>1</l><list></list><comment w="356.529296875" collapsed="false">Loop for moving the clouds forever from right to left, and when the exit the screen to the left they loop back around to the right</comment></block><block s="setScale"><l>25</l></block><block s="gotoXY"><l>83</l><l>131</l></block><block s="setHeading"><l>90</l></block><block s="doForever"><script><block s="changeXPosition"><l>-1</l></block><block s="doIf"><block s="reportLessThan"><block s="xPosition"></block><l>-300</l></block><script><block s="setXPosition"><l>300</l></block></script></block></script></block></script></scripts></sprite><sprite name="Cloud2" idx="5" x="-7.098495233349684e-11" y="65" heading="90" scale="0.2" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,104.65199999999999,137.70000000000002,1" pen="tip" id="331"><costumes><list id="332"><item><ref mediaID="Cloud2_cst_cloud_sprite2"></ref></item></list></costumes><sounds><list struct="atomic" id="333"></list></sounds><blocks></blocks><variables></variables><scripts><script x="23.076923076923066" y="103.5641025641026"><block s="receiveMessage"><l>1</l><list></list><comment w="309.2146183894231" collapsed="false">Loop for moving the clouds forever from right to left, and when the exit the screen to the left they loop back around to the right</comment></block><block s="setScale"><l>20</l></block><block s="gotoXY"><l>-39</l><l>65</l></block><block s="setHeading"><l>90</l></block><block s="doForever"><script><block s="changeXPosition"><l>-0.5</l></block><block s="doIf"><block s="reportLessThan"><block s="xPosition"></block><l>-300</l></block><script><block s="setXPosition"><l>300</l></block></script></block></script></block></script></scripts></sprite><sprite name="background" idx="3" x="60.99999999999491" y="-40" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="110.925,221.85,0,1" pen="tip" id="363"><costumes><list id="364"><item><ref mediaID="background_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="365"></list></sounds><blocks></blocks><variables></variables><scripts><script x="65.23076923076917" y="433.1282051282051"><block s="receiveMessage"><l>Restart the Game</l><list></list><comment w="343.670447716346" collapsed="false">Whenever the game neesd to restart (win or lose), set all starting values. Anything that might ever change in your program should be reset at the start.</comment></block><block s="setScale"><l>100</l></block><block s="gotoXY"><l>196</l><l>-40</l></block><block s="setHeading"><l>90</l></block></script><script x="23.076923076923066" y="25.282051282051327"><block s="receiveMessage"><l>1</l><list></list></block><block s="setScale"><l>100</l><comment w="343.670447716346" collapsed="false">Set all starting values. Anything that might ever change in your program should be reset at the start.</comment></block><block s="gotoXY"><l>196</l><l>-40</l></block><block s="setHeading"><l>90</l></block><block s="doForever"><script><block s="doIf"><block s="reportKeyPressed"><l><option>right arrow</option></l></block><script><block s="changeXPosition"><l>-3</l></block></script><comment w="325.38461538461536" collapsed="false">Based on user input, move the opposite direction. This makes the world seem larger, like trees and hills are just flying by as Mario runs through the woods.</comment></block><block s="doIf"><block s="reportKeyPressed"><l><option>left arrow</option></l></block><script><block s="changeXPosition"><l>3</l></block></script></block><block s="doIf"><block s="reportLessThan"><block s="xPosition"></block><l>-300</l></block><script><block s="setXPosition"><l>300</l></block></script><comment w="227.69230769230768" collapsed="false">If you go out of the left side of the screen, wrap around to the right side of the screen</comment></block><block s="doIf"><block s="reportGreaterThan"><block s="xPosition"></block><l>300</l></block><script><block s="setXPosition"><l>-300</l></block></script><comment w="231.53846153846152" collapsed="false">If you go out of the right side of the screen, wrap around to the left side of the screen</comment></block></script></block></script></scripts></sprite><sprite name="Goomba" idx="2" x="-267.99999999997334" y="-76.00000000000001" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="4" color="196.35,0,141.37199999999996,1" pen="tip" id="430"><costumes><list id="431"><item><ref mediaID="Goomba_cst_goomba_run1"></ref></item><item><ref mediaID="Goomba_cst_goomba_run2"></ref></item><item><ref mediaID="Goomba_cst_goomba_run3"></ref></item><item><ref mediaID="Goomba_cst_goomba_run4"></ref></item></list></costumes><sounds><list struct="atomic" id="432"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveMessage"><l>1</l><list></list><comment w="261.12364783653834" collapsed="true">Forever move right to left, and wrap around when it exits the screen.</comment></block><block s="doForever"><script><block s="changeXPosition"><l>-2</l></block><block s="doIf"><block s="reportLessThan"><block s="xPosition"></block><l>-270</l></block><script><block s="setXPosition"><l>270</l></block></script></block></script></block></script><script x="20" y="175.66666666666669"><block s="receiveMessage"><l>1</l><list></list></block><block s="setHeading"><l>90</l><comment w="140.00000000000003" collapsed="true">Set all starting values once.</comment></block><block s="gotoXY"><l>260</l><l>-76</l></block><block s="show"></block><block s="doForever"><script><block s="doWearNextCostume"></block><block s="doWait"><l>0.1</l></block></script><comment w="142.3076923076923" collapsed="true">Forever animated walking</comment></block></script><script x="20" y="353.1666666666667"><block s="receiveMessage"><l>Restart the Game</l><list></list><comment w="218.46153846153854" collapsed="true">Whenever the game is to restart (win or lose), reset all values to their correct starting values. </comment></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>260</l><l>-76</l></block><block s="show"></block></script></scripts></sprite><watcher scope="background" s="xPosition" style="normal" x="10.000000000000295" y="10.000000000000036" color="74,108,212" hidden="true"/><watcher scope="background" s="yPosition" style="normal" x="10.000000000000295" y="36.10000200000001" color="74,108,212" hidden="true"/><watcher scope="Cloud1" s="xPosition" style="normal" x="10.000000000000295" y="62.2000040000001" color="74,108,212" hidden="true"/><watcher scope="Cloud1" s="yPosition" style="normal" x="10.000000000000295" y="88.30000600000007" color="74,108,212" hidden="true"/><watcher scope="Cloud2" s="xPosition" style="normal" x="10.000000000000295" y="114.4000080000001" color="74,108,212" hidden="true"/><watcher scope="Cloud2" s="yPosition" style="normal" x="10.000000000000295" y="140.5000100000001" color="74,108,212" hidden="true"/><watcher scope="Mario" s="xPosition" style="normal" x="10.000000000000295" y="166.60001200000022" color="74,108,212" hidden="true"/><watcher scope="Mario" s="yPosition" style="normal" x="10.000000000000295" y="192.70001400000024" color="74,108,212" hidden="true"/><watcher scope="Goomba" s="yPosition" style="normal" x="10.000000000000295" y="218.8000160000002" color="74,108,212" hidden="true"/><watcher scope="Goomba" s="xPosition" style="normal" x="10.000000000000295" y="244.9000180000003" color="74,108,212" hidden="true"/><watcher var="Instructions" style="normal" x="14.285714285714327" y="14.28571428571429" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="7" x="-70" y="150" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="53,39,0,1" pen="tip" id="492"><costumes><list struct="atomic" id="493"></list></costumes><sounds><list struct="atomic" id="494"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveMessage"><l>2</l><list></list></block><block s="doAsk"><l>What&apos;s your name?</l></block><block s="gotoXY"><l>-170</l><l>150</l></block><block s="setColor"><color>53,39,0,1</color></block><block s="write"><block s="getLastAnswer"></block><l>34</l></block><block s="doWait"><l>1</l></block><block s="doAsk"><l>If 24+X-5=43 What is the value for X?</l></block><block s="doIfElse"><block s="reportVariadicProduct"><list><l>2</l><l>12</l></list></block><script><block s="doSayFor"><l>You right  </l><l>4</l></block></script><script><block s="doSayFor"><l>No, that is not the question </l><l>4</l></block></script></block><block s="doAsk"><l>Do you want to start the game ?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>1</l><list></list></block></script><script><block s="doSayFor"><l>alright</l><l>2</l></block><block s="doBroadcast"><l>final</l><list></list></block></script></block></script><script x="438.33333333333337" y="28.99999999999997"><block s="receiveGo"></block><block s="clear"></block></script><script x="19.666666666666686" y="422.0000000000001"><block s="receiveMessage"><l>final</l><list></list></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite><watcher var="Questions m" style="normal" x="13.008130081300813" y="13.008130081300813" color="243,118,29" hidden="true"/><sprite name="Mario" idx="1" x="61.99999999999751" y="-55.99999999999957" heading="90" scale="0.5" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="145,26,68,1" pen="tip" id="566"><costumes><list id="567"><item><ref mediaID="Mario_cst_mario_idle"></ref></item><item><ref mediaID="Mario_cst_mario_run"></ref></item></list></costumes><sounds><list struct="atomic" id="568"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveMessage"><l>1</l><list></list><comment w="90" collapsed="true">Loop for move on </comment></block><custom-block s="Arrows"></custom-block></script><script x="20" y="89.83333333333326"><block s="receiveGo"></block><block s="doSayFor"><l>Welcome to the Mario Games </l><l>3</l></block><block s="doSayFor"><l>You can have control of mario with the key arrows </l><l>4</l></block><block s="doSayFor"><l>You can jumpwith the key space </l><l>4</l></block><block s="doSayFor"><l>You goal is skip the little goomba as much as you can </l><l>4</l></block><block s="doSayFor"><l>But first ...</l><l>2</l></block><block s="doBroadcast"><l>2</l><list></list></block></script><script x="20" y="269.83333333333326"><block s="receiveMessage"><l>1</l><list></list><comment w="90" collapsed="true">Loop for jump</comment></block><custom-block s="Space"></custom-block></script><script x="20" y="339.6666666666665"><block s="receiveMessage"><l>1</l><list></list><comment w="212.87695312499994" collapsed="true">Loop for changing costumes (aka animation)</comment></block><custom-block s="costumes run"></custom-block></script><script x="20" y="409.4999999999998"><block s="receiveMessage"><l>Restart the Game</l><list></list><comment w="216.15384615384616" collapsed="true">Whenever we restart the game (after a win or lose), reset all of Mario&apos;s starting values. Anything that changed anywhere in Mario&apos;s code needs to be rese.t</comment></block><block s="setScale"><l>50</l></block><block s="show"></block><block s="goToLayer"><l><option>front</option></l></block><block s="doSwitchToCostume"><l>mario_idle</l></block><block s="gotoXY"><l>-184</l><l>-56</l></block><block s="setHeading"><l>90</l></block></script><comment x="386" y="23" w="327" collapsed="false">Leslie Salazar Jimenez&#xD;&#xD;12/09/2022&#xD;&#xD;This a Mario game where as you know this character you need to try to overcome the enemies and the obstacles that are on the game, also the game would ask you question about math or history to have other chance to play.</comment></scripts></sprite><sprite name="You Lose Screen" idx="6" x="0.39173951187765893" y="0.28599883288874905" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="623"><costumes><list id="624"><item><ref mediaID="You Lose Screen_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="625"></list></sounds><blocks></blocks><variables></variables><scripts><script x="16.69230769230765" y="75.94871794871807"><block s="receiveMessage"><l>Restart the Game</l><list></list><comment w="319.2307692307692" collapsed="false">When the game restarts (after a win or loss), hide the  you lose screen</comment></block><block s="hide"></block></script><script x="16.69230769230765" y="141.89743589743614"><block s="receiveMessage"><l>Mario detected that mario touched Goomba</l><list></list><comment w="216.9230769230769" collapsed="false">If the player just lost (Mario hit the Goomba), then show the you lose screen for 2 seconds before hiding it and restarting the game.</comment></block><block s="show"></block><block s="goToLayer"><l><option>front</option></l></block><block s="doWait"><l>2</l></block><block s="doAsk"><custom-block s="question from quiz item %txt"><block s="reportListItem"><l>1</l><block var="Questions m"/></block></custom-block></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><custom-block s="answer from quiz item %s"><block s="reportListItem"><l>1</l><block var="Questions m"/></block></custom-block></block><script><block s="doSayFor"><l>Excellent </l><l>2</l></block></script><script><block s="doSayFor"><l>Nopp</l><l>2</l></block></script></block><block s="doBroadcastAndWait"><l>Restart the Game</l><list></list></block></script><comment x="186.32121394230762" y="17.00000000000003" w="243.07692307692304" collapsed="false">When the game starts, hide the losing screen.</comment><script x="16.69230769230765" y="10"><block s="receiveMessage"><l>1</l><list></list></block><block s="hide"></block></script><script x="13.999999999999972" y="418.948717948718"><block s="receiveGo"></block><block s="doBroadcast"><l>Restart the Game</l><list></list></block><block s="doSetVar"><l>Questions m</l><block s="reportNewList"><list><custom-block s="question item, question %txt answer %txt"><l>On what year took place the World War II</l><l>1939</l></custom-block><custom-block s="question item, question %txt answer %txt"><l>What is the derivative of 3x^2</l><l>6x</l></custom-block></list></block></block></script></scripts></sprite></sprites></stage><variables><variable name="Instructions"><list struct="atomic" id="700">You can use your key arrows to move on,You can use your key space to jump </list></variable><variable name="Questions m"><list id="701"><item><list struct="atomic" id="702">On what year took place the World War II,1939</list></item><item><list struct="atomic" id="703">What is the derivative of 3x^2,6x</list></item></list></variable></variables></scene></scenes></project><media name="Project #32" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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jN58sO8MvGnh6DTol/5Fu0M044VPZ+3Gt8Strb3ufMLbDE+iuwDTAT5Wd4efdVZj1yv3HeFap9j1u/xdgs35EafsUXBEBAnMUqAJ87ubT5d7wszke1qEIdEhg7wuz/R8vOr58v5O6Q0vgUgkcXmAa4GfKveGdwz/bMwgQeLjAg1418yJAgMBUoArwozefLdvDT6EQIECAAAECNQlMArz2fNkefFzTSGMIECBAgACB6SvgF8r28CMaBAgQIECAQE0CVYDPr71YtgYf1jTSGAIE5iKw/2eafYf+XEgdhECdAtMAv1S2Bh/UOdcsAgQIECDQaYFJgNdfLlv99zsNceSL98rjyHSeWKOAD5KpEdsoArMJVAG+sH65bPZvz/YMjyJAgAABAgSOLTAJ8NrlsjkQ4GNrOgCBRRPwDs6i3THn2yKBKsAX16+Ujf57Lbqsmi/F23s1gxtHgACBxReYvgK+WjYH7y7+1bgCAgQIECCwIALTV8DXykb/1oKcstMkQCAmMH7LevzH51zHboHB7REQ4PbcS1dCgAABAgskMAnwO6+UjZ1/LdBpO1UCBAgQILDYAgK82PfP2RNotoDvsm72/XF2UYEqwI+9c73c3fln9EQMJ0CAAAECXRKYvgK+XjYEuEv33bUSIECAQFhg+k1Y18tG3yvg8L0wnkC3BLw93a377Wr/T8Bb0JaCAIGsgBBn/U2PCUwCvH693PUKOHYTDCZAgACB7glMXwG/Wu7u/KN7V++KCRAgQIBASGD6CvjVcrcvwKF7YCwBAgQIdFDAK+AO3nSXTIAAAQJ5AQGexz3w25DmoegYBAgQ6JSA74Kex+32XZzzUHQMAocT8PfucF4e3TgBr4Abd0ucEAECBAh0QcCPIR33Lvsq/LiCnk/g+AL+Hh7f0BFqF/BJWLWTG0iAAAECBHq9aYBfKRt9v47w0Avhm68OTeYJBAgQIDAREGCbQIAAAQIEAgLT34Z0rWzs3AqMN5IAAQIECHRTYPoK+FrZ6AtwN1fAVRMgQIBAQmD6Cvhq2dh5NzHfTAIECBAg0EmBKsAX1q+Wzb4Ad3IDXDQBAgQIRASmAb5SNvvvRU7AUAIECBAg0EWBSYDXLpfNwe0uXr9rJkCAAAECEYFpgF8um4P3IydgKAECBAgQ6KJAFeDzay+VrcEHXbz+g6/ZB23YCQIECBA4IYFpgF8sW4MPT2iEwxIgQIAAAQL3C0wD/ELZGnxEZyzgQ93tAQECBAjUIFAF+NG158v24OMaxjV4hLebG3xznBoBAgTaJzAN8HNle/BJ+67OFREgQIAAgYYKVAE+d/PZcm/4aUNP8YRPyyvfEwZ2eAIECBB4kMAkwGvPlHuDO4QIECBAgACBmgSqAD+y+lTZGX1e08gGjPGqtwE3wSkQIECg2wLTAD9ZdkZfdFvC1RMgQIAAgRoFqgAv37xU+sMvaxxb8yg/WlQzuHEEGiDg730DboJTOEhgEuDV75b+6N/tkRr/xdv7M3672R8CBAgQINAwgSrAZ1efKIPRVw07NadDgAABAgTaKzAJ8I3Hy2D36/ZepSsjQIAAAQINE6gCfGb1YhmONhp2ak6HAAECMwr4yYYZoTysSQKTAN+4UIa7m006L+dCgAABAgRaLVAF+PTKuTIq95p5ob6TsZn3xVkRIECAwLEEqgAvvb1cdnv9Yx1obk8W3LlROhABAgQINFdgEuCVs2W3DOo5y71/qxHaerxNIUCAAIFGClQBPrVyupQymt8J7sX1/v+d3wRHIkCgawK+0aprd7z11zv9dYQvlO3BR9/8ZfT3v0J92PLvj+yYywdftH5pXCCB2gREtzZqg+YvcGH5yoEH/eH33u2d+v5Xb5a3br8+/+mOSIAAgSMInFm62Du79FhvaemRIzzbUwg0Q2Ac2G/7818FaRWzi2nWEAAAAABJRU5ErkJggg==" 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" mediaID="Cloud1_cst_cloud_sprite2"/><costume name="cloud_sprite2" center-x="240" center-y="180" 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XCSuckNRw28vT53QZP76DPWAdqgJn/MUuFvlIv6abL2ekCz0RJk9+BG+99VpQW/jJx7MxfsIjwjL1xmjbB+8viyJ7BtUkHgsjAfaIKDQ3vLxgS8K0O/pehGBDVKgEWGsE3DR14Bejhi4YQwIs7i+/MBY5KLzaccVidhkx8SnoUAjw8OEjsWiR+CTKhKTGv708fXZXemGL7bmXMeONVeptyr90ob3ojsmTJ+Ktt14P6stDawRcKMAXosaPl+iDKqhW0S6MBLgcGePaqvz75/3Jzwy88SxY+RkBa60BpzTr/sH9I5dPIgF2MwI+ymLvapl41FGQm1BeRsBaU9Ax1epvmPXBvp60Zuh2RiP8gdTGv+ZePC1cBwrFCFhrDZhPQX9jORc5UqoEu6DL6Tvbl2qVQoC1IlqUJdqFL9UNZJrAtOW9ZaxatOP3urAD+YYIAPkw8GbYYxAREYv8y/mFjXL+5dU/2hEVY68xekCHRYoicgkqXAMO9hR006ZtcOjQYYERGNp2Hvr149Neetdm0zs3R1/9zDYYsmC3RebHqc0P+v9lHvy++fGK7Fi97UQj2SJJ3J525INb1WCPgcEQgfz8fO4bVIyRAXYkVZOrjB7W7bvLl7KiRAI8a9ZHGDv2vkB2cJe8b7/9TixYIJqCZkhOabXjPzO+ethsBjMY9NfY8wpsdkU5W6X97ul+X08MzDOoBXXOahamXtnaUnYYJTu335/2jAAMMbDb7c5Hs+SwMTnGHDnp7/d+cfzwntqi/KdO+Qf+8+arQbXnxx/PwoQJPBaD62s9LKq67eNvlnW3Ou0Zfo09C+Cw5Klq/Y4HxneQil5GQa22D4UF/7n3oZKlSlIKAS5VPn69qSyhx3ytSKDKbNL1vi8Lzu++x+ndIRvA4IDMw5AhDGERsbBazM5oNsUvFclVI/DZZ+8Lj5Tkhy80bNgAYWEu+3l8bX6p0h0+fARW61UfxKtdx+mThBWrN+L9GbPAvxck2VjkAKFCYgWIjKu7f/pTi1r7X4BLVW2/3tT8pnGT8s7sfBfcX1o2gsFeZE8TTOGxztB/Tp/cYqdjqIiP4tPM7yEszCT8gKlduxbi4uL8WldPmZ08eQpXrlwuuq24Pf84lo6pjz8PfqKpJPF+W/gfiVlgik7CXe8sM/hfgD3V2P+/d759SuqZXWt3cHsy2QjV+Xxydz8jjKZo8BCAKodQzM+aIdJgw3vvv4bERFE8FIbq1ashMTHR/xXWyDE7OxtnzpwtYc9CPwq+bDV0+L1QFBmSxPutWmhP2GAIi0S95oNS0uY/lR7UClNhgk8lguJXAtXrd1mbcWxnD1GmPD5v8bi7f90VGRmFvLwMv9YlkJlNf+FlTH/+JeGpTMaoxAPW3OMt3cVbDmS9/J130w7D3zq4/ZfJooZq2VOv1+PUqSNISgruS9nX9v/ySxoGDhwmPJNYZ4pD2s9nDZVhR+2oCW+Nnvvxs9+I7MnDc4pDORYK2oYNK9G5c0dfEQc1HY8ZHRlZVXgGtWyIQJMbbq17YNPsk0GtFBVGAhzoPlC7aY9dpw7+JnTY1TpGMCIiHGZzVqCr57f8p0//N55//t/C/MJjEo9+uPh4yzG9JPHxXH6rReAz6tBv7NfbVnx7p8g/WyvUI/fd5gKcnCwMYBX4intZwi+/rMDAgbeKBdgQjTk/XIi6t79k9jLbcnf7Q/+a98wnL94v/nLUqC239fr1K9G1a6dy1yZRhQoKLIiKciPA+jD0HjKledrCfx6oEI2pRJUsl1PQlYgvqtZuu/biqUPCEbBWVBQ+VVlQcKnCoHjxhVfwnHME7BprOCI28eR/Fx1vObKXlFdhGuSmoo3b3fzW4R0bJosEWCsyER9NnT59tMII8PLlaRgwQDwClnRh+CwtO35MLymnotvz7imvjPrqrRe/9faDin88r1uXhm7dulQIBFojYEk2YMiYl9otmT1pZ4VoTCWqJAlwgI0ZWb35T+aM4wNExWiNmCqaAE+f/jKef158EmVlEuAa9W/419lj+6Z7+8KuaAKsNQXNBfh/i7Or3H2LVHG+EN085/2Gj7lpxaK5a4RLCvy4VY3Y2RVJgAtHwAnCKXUuwMPve7n9gjkTdwT4dUjZlyBAAhzgLhFdrdmy3MwTA8UC7D6SDd9gVVCQHeDa+S97rSnosJhqR7/4+WSrkV0kcUQB/1Uj4Dklp6Q+e+7koRfFAuzenhVPgN1PQUuGcMzdmRU9smXFn9G4edBdPZb/tGitWIC1oopVrBGw1hS0pDNiwOgnW/z01bT9AX+AqIBiBEiAA9wh4mu1Xnvp9BHhFHRh0VenbIubIsxkQoGl4gwwXnzxFTz3nHgK2hRd7ciXV062HClJorA8AbaAf7Ov377Pm8e2b5oiztUZYUH4E5/tOHOmkkxBGyKw+NeLkUMrjNuK+z4w/B8vjVj47r/nFUUYKf5y1BoBA1i3vpJMQetM6DL4oaYbl7wuOubOvw8Q5SYSYPd+Vc89x2R3hyto/QYwic/euDucX8vtx9ffPNlWK1+ttniqz+Cx/z6myz9VV1XDYdfxl7ANBsUInTUXo0cNwLnzZwQvZglGo9HpZ1g4zVX8xc1/mzjxYU9NKje/v/bam5g27TnBlB1D9VqNz7+98PdWd3WQLpasMA/Tt23ONLNkyTaqiIJdx916FBgUE2T5CuJT+t/z+esjvhI11Feb8b5ZFNFJqJaDHnr7d93lg22YYoRdz11wrNCrBhhsFgwb2gM5ORcFNuP25KHilKKdpsWz5qEBH3xwLCIjuddw+b9WrVqDm28eItg1y5zuVh8vPVfrvj4S79jFLh6mb9uY57dL+efbqiwCDh13dbHDoIRBJ2chMnnAW1+/M3qqt/Z02swZEsz7a/D4996WcvY9CsUAu84EVeL2lBGmKBhwc2fk5+c4XcdKhnQ0GAzOKVuRLz53vbvzzhFITk72vkIhSMHXgKOjqzn7J/8Y/OtiMBgj8NBTs3rNmD58jUvVGJOGPPTafHb5+O2MmWDX6QHJCoNigI5dQURSt8Xfvj/2VnGTfLeZlr3LoklafchXfShL36QRcBkfhtWMhfWPTcmwXcmMLp5VoaguWvQdhg27pYyllP/kWlPQkbGJZ2Yscu6Cdtm0M2vT5SoP9ax/QbXl64uPQvjXmx5RVRuPzsvcMTeYBCISGmXkZ50uOjKy0M+58GJ47LHJeOONl4NZnZCUpbULmtvlo5+vJD7cX3Lxk5u3NyPqvm4ddxXknK/vYk/IiKze7C1zxnahAAeqoUmNOn53/sju26/a8NqDKvhhNjt2bApU0eUmX601YEg63DHuta7fffp3FxDbtjHDzcNTV2efOti1+AEfhc9FRELjH/Kzdg0pNw2tYBUhAS6jwT5YnZc09ZYmJyzmbMEJCyoWLJiH4cOHlrGU8p9c0w0putrxuatPthRNWb6zOLv1lNvq7FT5CQElLh5MPqXxjWNPHFo1J5gEouPr5eZeOu9yYhUXlClT/oE3g3zCUTDbfrUsLQGW9GF4d0l27KRB0pWSdXt74aW6L0zotOPShfR413pLqFo7debFUxuDOrXTtP0t2w9uX9lOxLF165bYtWtrKBAHtUzNNWDZgIF3Tmu97Kun9pSs1HvLsmLemjp8z4kDv9URVTguuUVazrnfbvZ1diKoEMphYSTAZTTKp5tZ4t97J52w5V8RHEvF8P333+K224aVsZTyn1xzE1ZUtaMf7TnZckw9Vz/gj1ZbW/69b5VdqqK6CDAPLJ7abeCkneu/ez+YBMJj61wpuFxyRqNwBFx4xm9wD9kPZttLJcC6cHy+LEvoBzxrZUHK43e13nHpwmmXqE98xFSncccv0g+vDuqZm43bDfzt8I41HUQcW7Vqht27t4cCcVDL9LgJ67ZHW/w0f7rLJqzZG1j0Cw92233ywI66ogpXq91yY0b61u4UB9w3c5IA+8btz1RLzrCI2xomnXcUXCkxBc1voREwpxAWXe2PBTtOthzUSLp6juWf/L4+xKre3SL2HHPY9S6mkGS073rL1O0b5r5VRjN5ldwUXTvTmnuxqmsiEmDOhJ+ctMjNJqz/HWExD3ZI+b3gcmY9EfSURh2/OnlkzT1eGaSMNyc2aL/owtH9wq/gVq2aY/fubWUsofwn1xZgE3reNrHp6vkvuWzCmreXGSf0b7M2+8wR4YkjibVabT5/aksXEmDf+gAJsG/c/kx1hDFT0/CkDMVyJcY1KxJgTwI87yiLHdU47iJTbEIBbtOx36RdmxcFdQRsiK6VYc/NEgRaJwH2JMD8g3RE01q7rLnZDV2fBwk1G7T//MzR9UENfFy1Tst5F9OPjhCPgEmAJZ17AV7NmH5YcvNVV86f6C7iV7Vm8w2Zp7f1IAH2TUhIgH3j9meqxQdZ9B2piefsBbmRJMDioyhNUVWPLtyZ3kI0Av5yG0u+t2NMOlMcQgFu3KrLg4d3r5hVRjN5lTwsplaW5UqWYAqVC/CkoAda96ryfrpZew04HIs3ZwndkL7azeIf6pGyy5yTKYgSJKF6ndafZqRvfshP1SxVNjWbdFp25tAuoS9+q1YtsHv3b6XKpyLfxEfAkZEJwoNFuB9wv1sfbbb8++kHS7Zx2RFmuq9Pu02Z6QeFa+hxSY1XXzr3ex8SYN96R5EAu98u7skFxz147S3ovuZblqhFvm4z10q38DiLu/eGBqfzss47Bbj4yTkMS5Z8hyFDBvtmnQqU6vPPv8KcOV8U1fhabxEJibXq5tducMPG/HxFkaQwMEmBKjPoVBsaJkeHr0xb1MNsNkusWOxjGXqjAa079N7nYJGnFEUHJumc0/o8rVE9DSWqy+4P/3XzkyJMZekn8bVaZeecOercRFTSnk8+ORWvvio+8asCmctjVX/7bTueeGKac6drcfccCdFx8WjStk9afq7DIeki/rSnDAdqx+hNh49s73Li+DFTcfc6CbJOh2Ztu5zSm6rts9t14CcwMRT2Bb2aCSm80akez9/+sDhmre8uLc073ZK2f/NKLhLOdl+1Kf+/HTq0x9at6z3yqOg32Gw29O8/1OmCpKrXxhiXEBEZjeY39NtQYEYeJBOYVPiM8T0PCXK+zmbP6rTtty3RJe0pSTIatGiXFR1bZ5vVBlb4bDOosgKdegWSITqr48hx4+9t498zw33VDk/uQr7n63vvoBGw7+ycKRfuZHGje9Q8bc29JBwBL1o0H8OGXd+79A8ePIzmLVKLwi6W8EE0GGE2XwT3uRRd99wzBl999U2RK9C1IfNUhFdvvbEgY1u3MprQJXlklXrZ5uzzgl28DFOn/gP/+U9w47z6u33+yE+njyoM01csngsDDzqxd+92NG3aRFjMjBkf4ZFHHuUrycXcu/jLPiyuwQlLzn7h2nFZ6lyvde+047t/7SPKo02bVvj99y1lyb5SpE2p2wTpJ3k0wuLPJ/9I+eWXH9GvX29hO/mRpQMG8AGGqz31EdUvOPJPVYzoIyGyIglwGcHP2cniHuqSfNpecPm6noLWwrh//0G0bNleOP3Fw/Tl52e5FeDRo+/B3LkLhNnHVG++5UrGdr+HowmLrZNtuZwpFODrZQra02Oh00UJQ9vpdLJzSrd582bCLN5++31MmfKEMGh8ZHy99LzsfXX9PZ1Zp3nPtPT9W4QCfL1MQXuyZ+3ajXD6tMu5KuACvGzZYgwY0E+YxY8//oRbbrlNaE9TRNVMizm9hiRJDk/lX6+/kwCX0fJ8BDyqW43TNnMOCbAblloCzCMIWSyXfBLg2GoNdlzO3Nu+jCZ0SR4el5JdkJPhRoCvDzckT0zdCTB/YfNdxS1bNvdagMNjapxbdvmPOr38/MJOadUr7eSezW4E+PrYhOXJnu4EmM9M/PDDQgweLIwnAy0BNobHZ+/LP1OvkeTqL+6pPtfL7yTAZbQ0HwGP75p82pZPI2B3KA8c4CPgDm5HTDzsorsp6NGj78Xcud8Js46v3mD3pYy9bcpoQlcBjk3JLrhMAqzFVa+PhuKcgi5+8TXGPXt+Q4sWYgF+553OE6wgAAAgAElEQVQZmDz5cfEIOLbG+bU5f9TpIEl2f9o0pUWvtJP7SIC1mKakNEF6+inBLQw//rgIgwb1FyZftuxnDB48XGjPsIj4S6sOnWnYpbZUcaLK+LPjlSIvEuBSQNK6hQTYM0CtETCfstQWYPdT0CTAntkH6g73I2BtAdacgiYBDpS5POarNQL+8ceFGDTI+xGwU4DPnWnYJZYE2J0BSIA9dk3tG0iAPQPUFmCdM+yi+xGwxhpw1brbr1w8IDzhyHOt3N8RTiNgj/gCIcDhscln8nOOpkiS5Dq09lgj9zfQCNgzPPcCDBQKsHgErDkFHRGXlW4+m5Ik+XcXtOfWVJw7SIDLaCvuhnRn2zqnrZcvRrqGalFR0XZB21VAZTyCTfFAiXZIiOReQD5chw4dQefOPYsizhTPQK/X4dy5424FeOzY8Vi4cIkz0bWx0flaY51GqUdG3D3hMasV0OnDoYC/txWYdLkocMRZDVMHrJguSaq3VY6q2jg77+Ip4RrwY489ijfeeMXbLEN2v8IAh1poTyfDoslCbs8IXfE9r95UMiGhltOePFrQtRePe7xp02q3u6A/+uhTPP30P53uMMVi3UtA9ZoNssZMeHJcbi5Tjaa/7KnTWaEoFkfr/neljWzpfUjLBqn90o7u3NBHFCwyNbU1duzY7E3TQ3ovx20vYn61Pfzf3J7hMiD7+EbnS0Rnz56BWuJp4c/Z/PlfoW9f8S7o5ctXYuTIu4X2jK2SdGXy0y8/kJVtt137fPJn1KCeY3U6jF8xppfr8bQhBRzkwq86xkmQxKG+yhTyTSN8mK8+V2Xx7wRjPrVTy3+MC/Dd7eueLriUWWwTFgerMhVLlnyPIUMGBdmsvhf36BYrfs9WEMEsUCQdDySHMNWGE7pY7LkZ0Pn6hPteJbcp9+zdh9at2vLDLq+RFy4IdsQlt2Y557a7ni9dinrEJDfPzj1/opgAO192TMUTFcwP+P19FnyXzhDOLM6W2yQjTMyBE1I0NvdWEWtyPf+kFIgCckvmxYtISqoBVeH2vBqik/9bQVh0dcWSe8p9ZTWe7cY3DEw7sm2tYBMWww03tMeWLRXHD3jJcQvePAQYVSv0UJ32NDAF5+RILOpkR704wZH0AbGW50xzci4jKbkOrJarqn71Y03lcsMYs7h/PjXs6at2hMwPWKMtPn4veYZ/vdxR2aagO690BnF2MR//6t7UGzCWIwHetOlXdO3aq8gHsXiVDZGJqi3vuNGX6UytKegpUybhzTdfqzDdu+MKFbLO9T1nVYGfujiQGFF+BPjkyXTUrdtYaE+dMUpxWDMiJMn7EbDWFHTr1i2wa1fFOQlryDoFFx2uU1EOBnzSMh+pieUn3nRGRgYSE3kQJYHOSjJjah63Z+GX4XV6kQCX0fBOP+CuyaftlWQXdM80B6yyvtgUNEekgiGtOxBtKD9dZuPGTejWjU+NuT7ghvAqbPn+0xG9BBGYPJlc2w+4Yrkh9VluRb7eNVImH5N8kqqgTbyP6wqeIPrw+4kT6ahXz40AGyKULScuJnWoKV30NmttP+CK5YZ091oLjjlnCIpffGw5pqYV45sIoqJ6C8xP93sS4D3mvJRWEZJo67WfalD+syk/b9Pyz0pYw8o2Au610gaLZHRpK39hr+jOEFOOBHjTps3o2rWnWIDDYtkPJ85F90/yfgNIZdqE1TfNDLPs6qLOX9gzUxW0LUcCrDkCNoQpS/dn1x3USDrt7auiMm3CuntdHo45XENVc3veW8OGvzV1fXa95eWv+zMyMpGYyI8EF42AJbbqhLlV7xRpn7/Kq4j5kACX0WqVTYC7r1TgcJ65XPziI+AV3VGuBFhzBBwWy77adi5mZEspz1sTVyYB7rHCDrvO9ZjP8ijA2iPgMGXZgex6/Rt6P2KqTAI8Yp0dpx1ie95bw4q/Na0oI2CJrfjD3KZfA2mPt89nZbqfBLiM1qxsAnxTmgqb7PrFyteY1vZkiNCVny6jJcD6sFi24sA5n6agK5MA91quwKJ3/aDiu93ndlTRINqnfWplfGrEyT0J8C5bdvWWkvc+pZVJgEetdSBdcV2357vd/9XYhltql6cRsNYasMROqebatSXJ9fzLgPSu8plp+Xmblk8+f9ZqxLx5OlFA0YKUAXEP9m6SbjPnCHY/MCxYMBfDhw8t5637q3q9VtlgRfEvbAkSbAzY0JPBVI4EWGsKWh8Wz34vOBPW0s2mHb67v0WL+cL+f/+DT2TmX75QKc6C7puWj3w5vET/K7Tn4k4KavrqWxaAHq09BR2uHLZlJTSQpMuiorXs+cSLHy0/sWez0I+mop0Fffd6M47bXV81CiS81dyGrknlSYC1p6BzVXNStCRlBKArVZgsSYBLYap585jub5ObWRVLjo7BBAYHD9IGiekQHiZj+/atUBTxeeMJCVUQFua9awCfInx3VwG2ZVoRpebDLulhkcKdf46UroDp9LAxBoVHaSvy8uQRxP4wpOC7Gy2IiSj50i1FQwFYbXZYVQbVma8zGB2MehlhOhlvHcrFqswo1LDnI9F+Fha9ApkZcUFKwMsdI1EzOrgP/6+/bkGXLjcJ15ii4hLZdxuOVx3Q0nXExN0Ykpv0sFizjhiZ82OD01YhMT3ACrBnz+9uYUVHRyEmJqZ0MEvc9c1hC35ItyFKNUORZORLEYhUrYiRLhXZU4WD/RVVhtvzqKEW/ptqRXKs4KjxUtSCHxeZb3NAKVqH4/bU6yRE6HX4Or0Ac08ZEaUwNLCchEXHvUn1yJYSMKl1OFpXD+6OWn4UIt8Fzb02Sl6m8Gh13tYLqcNaSbtFza7V5rYC8+lNYWB6HhfP6boEpoMMKz755FN06iQ+r8VoNKBatWqlIOl6y/ozVnx00IYINR8yGMxSBEyqA/FSNpheB5tStJzz57MEZMgJGNdQj4F1fHs+ufN0rsUGLrhXn3v+TRxp0GHLJTveOWgHHAY0KTgFq8EGhemQh3jc2SQMN9Xxrd/6BAdAZmYmkpLquviKO98rkg4/7s/tP6iZtNzX/CtDOhLgUljxq90F9f+vXfJR1WF1uZvP1mZlnUNcXGwpcir9LXzKt1OaCoPAhUQrF/4i+L6dGUlxrhs1Sl+6+M5//HYcW3PrFso9Y0UvOoC7tMxtb0Oj+OCuP2lOQZui2X/XXoi7p5PrQfBfrc+Jv+/mptmOAtFgSsG5c+lISkosKy6X9IPXq8i2ez/l+3nzHDROivN7fd7en45552sXvsr5oRr8c0uSwKcz32ySjx61fBN9XyuqOQWtNynf7bzUZHgr6agof0NUCrPniQZTKv7739m47767fa2W23QTd6jYnuO9PafUzsOIRv5/Pleey8azB+Odpy9I/Pnkn5USn7+SMLVWDu5o7P8+pAVVexe0xJbuMXca0lLa6nfDVKAMSYBLYawZP5pveWRI4lJWLJB1YUJ+fkl2Nhdg/3Zu/hLsukKBJFi/81Tle5Py8XBz/49efjqehReOJ7gUzx/0x+vbcXtdcUxfT/X19XePm7COnIscWVsqKJn/u0svN3p0eJ3DzGETFK3i7NkTSE72fxjTYesVZNi9d/vpGJ6Hdzr7/4X9+/lsPLy/ihB/n/gCvJTq4yjNR4NqrwGHK79lZyW3i5YyRdlL+jjGBB/IfHZj9uyPMXbsvT7Wyn2yydsVbL7svT2bhRXgsy7+Z3vqihkjtkU4BbfkFevIw883+78PlUWAd+Sb67ULl0763TAVKEMS4FIYa85W1nZMp+idEAgwn7q8dOl8QAS4R5oNqs77ad27ky2Y2Mz7aW9PKD7acQFf5LiODLkAT21gx4iU8iPA+rA4tmTP2fBBjSSXaYs5q/OSxvatcY4poqA7XICPIzk52RMOr3+/Y70NZ+ze27N9eD5mdPb/B9XSw5l4+bTr9Cu3Z+94G15O9b6uXkO5JoGWAMuGcOWoLatqPUnKEZahi2VQRB9UDJ9++iHGjRtTlqoJ0z6xw4r1Od7P+jQOs+LzLt6n89SA3RfyMH4fn7Vwfa1HKflY0c//fagsApynmpOjJOmCp3ZV5t9JgEth3Y25rHrXuJgLEK7zBk6AfR0B35VUgEea+/8Le9T6fKQLNoDwF/aU+naMLEcjYK1NWPP2sqiRqQm5sLsMjp1rwYES4FvXO3DB7v3JU+3C8/BBAEbAT+/Mx5pLri9lbs9ecVa80s7/IqH1uHkS4ExbVpUEd7FlTdUZrLmC7AMnwL6OgBubLPi8q/8/kBeesuH1I+KPpgiHGStvDu6Sgqcp6FzVnBgtiWc0SvFarhS3kACXwoxbGEvopIu5yFTRRqtACrAKSe/9GtP4WgW4v7H/BXjEBjNO21wfYn5Ix7SGNgyrE9wRkyc3pN8Lzgl3QS85wyKGpSSYmSPIArxOxQWH9/bsFZOHlzv4f/rwyZ35WOdGgG9JsODZNv4XiUAJsGSqzphbAf4I48bdX4on3btbpmxX8etl7+2ZGmHBh538z3bBKRvecCPANSQzvu9FAuydhQN/NwlwKRh/up01e/CGqP0uoUKcaQMnwJ3S7IBswFXPn6uRbLSqzO+Z0dKCG6r7/wF/ePUF7GCJxSa4eHk2Ffi4rR03Vi0/U9A6Uwxbuve8cAr6vWWs2qQhMRnuZjQCNQIest6O8zbv7MkD3/yrQT5uqev/6cPXfsvEwtziU9DcnnwD4BP1bRhVL7gfVJojYH2YcsSe7dYNCbo4BsV1kyRfA5716Ud4IAAC/I8ddmy6ZHBGILoamYg/m1ovVW7PO5NtmNzc/2x/OZmH549GgF1z8pQzpAUDbquWj6da+78PeZ6C5idhidbJJXaQmWs1laSzpXgFV9pbija0MknyIRqS75GSOE++N18cgcn3aBfO3uY24pFWvk/NPll/f9pLRyXVCEWOgCJboVMlmBQZ7dvWA2MW2GxWqM54Xdc+YgzTpj3hk6uRoqpYcVpBgd2OCGaDTTJAhex0aUiOltEkQoEkyVh91gamWBGuch/dMFhLzmIWBRnRyxJ6JpkQGREBvZe7p0vTw/OtNmw+ehZmmCA5gzIwxBpktKwWiejIcOh13m9IKU257u7ZvHkrOnfu4XRDujZ+hKTTI6F6DXTvNQSKne/sNTm7GnPu87WjdoIe9erVwJUrOWDOmHh/2ZPb96mnpiIqyvsRJ89r9RkHcqwORDArHJIeCvTQQUF0hB4dYrk9Jaw9Y4PNwd1XrLAhDBY39uQ17pMcjqiIcBh82IzniS1v69qDx5HHwiE5+wuDSWJonxyDqDATuItOMK9r3ZCK2VOSERETj4FD74LVwiDJ3BWw0J6Mh7azXkTPnjfg4kW+P6u4PblNbr99GNq2beNDUxh+Pa/gnNmOSGZ1ugIqkh56VYEUpkfPqgBTFOzOcuBCvh0RqgUOGFGgLyHB10Rs7JoUjrgwA8JM/hdg3tY1+/5Avi4STCocmcuqAzfWikOkyYjwAJSpBTUz8yKSk+tCUXj0o+J3cjekX/blDujXTPpFmIeP73EtTfIUDSlgmqShdTQCLrL+pLe2DH9vSo8FheeWXvsQMxhNJlgt4r0fPjzVfybZc5lhwg4U+fIWf3G0113CBzcJzoIoS4GVLK3WFDR/4AvF1fXS6/Ww20XrhWUDlGsHBm1gsDv9PrlAFO5H5bVoJF3B7B7R5eogk7K11v+pT5w4iXr1mgj9urXs6WRdFG7R37UasJ4hx+5qz+qqGV90C0N8WHA/Ov3dvkDmd+FCBpKS3IyAJYnN3WruPuoGaWMg61De8yYBLrLQtA+3fvny33rcI5pA4iMBq1V4AE+Z7Lstm2HiTj5gd83GpNqxpm9wRyBlakwIEnsWYHGl9HoZdrvXR0R7bOFlO9B/nTCaIyTVgaXdZCSEeb9m6LHgSnKD1hS08xlhhR8zrpcaMAHutYbBogoeUFXFzHYq2lTxflNdJTGXx2Z42oS1M99cPzVcOuExo0p8AwlwkXH/OXvHRy8+0GWCSIB1OhkOh/9f2LuyHfjbThmqJDtPnOIjpqsXD5q+pg893FrPnpYA62QZfIpfdMmyBEUx+/2xvmJnGLRWhSLrXOwpqwoWd5dR1USPnDvw2gJcyE08q8FHwKINdWU38c1rHMhVeXjO4s8nmIqZqQxtqtAI2B1lTwJ8QjXXrCtJ58pupYqbA70Nimw3ecaW4W9PvGmBSID1el1Apix3Ziv4+06+Ruk6KgpjNqzu4/91oorbVV1rriXAsiwXrde7ptPpJDgcgRHggetUqIJoUnwtbkl3GQkmGgH7X4ADNwLuu0aBWXUVWYkpmNmOoXU8fST7KsDkhqS9Ya8yvas9tuWRDzbf/P7fe/4SXAFm+NtO53FaLvXjm3hW9gmuH6ZHSOXsBu0paMntGnCgBJhPQQ9c99cRndfi0qs2LO6uRxUSYLe9SGsE/OfkkHAOOpACzGAWTEHLTgFW0SqelolIgH1/MdIIuIjd4zO3PPLGhJveEwmwQa+HzX7Fd8puUmqNgE2qFWv6kgD7OgXNdxu724QVqCUFPgXNBZgvKZS8ZMWGJd31tAasYVDfp6ADKcAOmFXBKJcLcCpfAyYB9lWA01VzrTrkhuRcV3HrhsQYkyVJEi6mefjNbZ5FazlaZbr97d+L8xLDzbvWGFVbbTuiYNVbYWB2GO1RUNRwGMNMsNtsUBUVfBry6qUyhtjoGFy+ctm5kYOvEV69qsjZ6HdzK0PDBg2NOp3OuW3+2isyMhznz/v/yFKHyjBj+WacckTCLvMHWYKB2XBn69pIMAH1qtMuaC0B5m5IffsOAreZyh0s/7wYeNSiggKLM0pV4Wbov741DQad8/xuf1+8nE9WbsExewQKWOGLWcfs6FWvClrEh6NeUjxk0Y47f1ekguaXnn4azZq1BV/yKWnPiIgIOBwO2Gw254TRtRGTVFWB2ZwVkFZ/vWEn9pt1uKIULgfJsKNl1Uh0rxWD+olVvA6WEpBKltNMuRtS3bpNi+x5rfsmQ0R0LF6Z8W2+tUDPHIrO+U5msgImqTCxdKgx3R+fOKzqR6KmabkavbeZxShH1x7RqyzSjhjYDAUwqA6YnDGU8yxSbJdb/z40ZoMoXy0d1CpT2/VJ2zgVbgTcZ9TTjVd+/9EhOA9eL+4uxF+yWu4K7tcFJdStWxfHj+8vp12ZqkUEiAARqDwE+OyULPOPGvEauim+4S3WS3t/9LbFVxhLiNFFZULl6wbF9UE2hCOlWfemx3cvOeRtvoG6v8IJ8APT5g2e/fL9P7hzSNACVSjO4juaNGmMgwfdx4ENlAEoXyJABIjA9UagUID5aX2iXeQMrXvcct/udd994S2XT9LY3eP7RX3JmOvCvawz4YY+D3TYsvzN7d7mG6j7K5wAP/Tc/Js/mX6v+PQUD5S01gXr16+Lo0dpBByojkb5EgEiQASuEvAkwF0H3D9l488z3/aW2Je/sdv/78ao+RAIMGQ9+t3+eM8V8/+11tt8A3V/hRPgweNebPbjZ6/tF4cG5BuK3W++0XJNqVcvBceOHQgUZ8qXCBABIkAEighwAdbJkW4OVmHoOezhp9csfvtVb4EdYqxmE13UqcIp6BKXrMMtd/6z7w9fPbnS23wDdX+FE+D+9zzV8JevPzgCYWQibUxaU9AkwIHqYpQvESACRKA4AU8j4J5Dxj2+ZumM/3jLjTFWRZKjLrobAQ8e/VTvH79+ZrW3+Qbq/gonwMPGv9x88acv73M3AtYCpTU6rlevLo4doynoQHU0ypcIEAEicJVAoQDzkKmig2kYOvS5bfy2lV9/4i2xPVmsdquqUSdFAizJBtw0+JHOa5b+e7O3+Qbq/nIpwG//cLFZlPLHnbBJOrsuBg6jBQaHAzF2I8LDzFVG3TZggt1+dRf0X2hkWe+cglYUuwsv/vd6vRGF6VyvRo0a4/DhPYHiTPkSASJABIhAEQEuwAZDDBRFETBhGHTno9OWffPqKyJgby3OaBjNDo+BYoBduqoPQJxdRvdejaukJFabwN0PeajYvy4JRlMEpr06a1bNGk0zIJugyoDqDMinIkY+hWyl1bJHbk8ManCIIgF2HxpQK7yf5/BOWv3NfZmNOo2cdHLX6nd5/F0my2BMdQYu5LFlGjaoix07OCM325mLReYsWf7V2DSu9eICbTTS0Y/0hiACRIAIBJoAF2CjMQoOHny6xGGA/Ldb7/vX64s+n/akqB7tBoy9f8/qhXMkHriVn+fACn2MuUYkVInFsWP7hAFu+D3de/TH7j37rzl3v0hHVCtqNLn5byd2zxf6HgeKR7kcAXccMGHmlp+/GC8S2ZSU2jhxoty4cQXKLpQvESACRKDSEvC4BjzsocfXLH5PuAY8dNxrs5bMev4BERw+iLJYLjlnQkVX8+apOHBArB+1mvR88vShn14PJvRyKcC9b5/y9arvP7pTBKJWrZo4depIMBlRWUSACBABIuBHAp4EuFPfUX/bnPa5cDQ6+tGPFn37zpRhourwSGc8cp07AW7WLBUHD4oEmKFp6tBXDu6cN82PzfSYVbkU4OZdbntu/68/Py86NaNmzRo4ffoPjw2jG4gAESACRKB8EvAkwKk9h4zbuWb+bFHte4ya9NS6uZ8K14f5rKmq5rsV4JYt2mPffpG7KUOrzne8vefX/00JJrFyKcC1W900+dTe394iAQ5mV6CyiAARIALBIeBJgDv0vHXctjXfCgU4dcBtD+z8+adZ4ppqC7DWCJgEuIhowxsHPvnHb2tfJQEOzsNApRABIkAEgknAkwC37znswe1r5gpFtvOtYyb+uujb993VV1XNPqwBMzRuM/CFw7sWPhdMDiEbAX/4Q058ODtYFVYTrsAEmKz8v4i2WvH5gs8nL/9+zsOFIIrvdq6RXBNnzh4NJiMqiwgQASJABPxI4K9gDKKzoIE+t9335NgxTy60WYG/HEetiIYVyzekTf78nWeL9KF4pQrdUN1PQbdo0R773UxBN04d/MLhnd+XLwH2EKpQM+Sglr0adbn/Z/OZ7f25I7Yq6wFmhwQdZIcNE8bfj5EjhWvs0Ov1qF+/nh+7AmVFBIgAESACwSZw+HDhZloeIOfPTcvOAEYSZs7+BvPmLgRjMiTZCNUZEZdBZ8/DuAfuxZ133SasLhfgRo0aum1K69Y3Ys+evcLf+9z6yOcrF71+fzA5hGwEXKVWh93Zp/e1cm0sw/jxD2LmzPeCyYHKIgJEgAgQgXJCYPjwUVi0aKmgNgwjRtyBefO+9KmmWmvAbbuN+uD3DZ9P9CljHxOFTICT6t2Qfv743toiAR43biw+/fQDH5tEyYgAESACRKAiExg2bCSWLPlB2IThw4dgwYK5PjVP0w2p3aCXD+5Y8IxPGfuYKGQCHJ/c8sClc0ebigR47Nj7MHv2TB+bRMmIABEgAkSgIhNwPwIGhgwZiCVLvvepeVoC3LD1zc//sXvJdJ8y9jFRyAQ4omqT7fkX09uJBfh+zJ4d1BPBfMRHyYgAESACRMDfBG69dRQWLxZNQQNDhw7G4sXzfSpSS4Drt+r33LE9S1/wKWMfE4VOgBMa/5afdaoDCbCPlqNkRIAIEIFKSkBrCpoE2A9Gj67edG9uxokWoqweGHsfZtEUtB8oUxZEgAgQgYpHoHAKeomw4kOH3ILFSwIwAm598/Rju5c8H0xazhGwlqvRc4zJ0yXnHnCXSyudp0hJ3y1dlXH2+IFqhVvQJV6HP/Nv1aoFevW6KZgcqCwiQASIABEoJwSWLfsZf/xxTFibxo0bYsCAm32qaWpqJ/z++26Xgzq4/gy4Y8rnP3/3b6Eb0rCJn/TPTd80V1YAhz4CimSFTmXQKzKMERHZE19+t9mgRpI41q1GTUM2BW2xKbkmgxzlE0VKRASIABEgAkTASwJa0ZDa97xr1vY1sx8UZdmqx73j96z/bqbodEadKTpHsWbEe1kV5+0kwL5QozREgAgQASJQ4QhobcJq3n7wq/u3f/+0qFH973z2k1++eVMoznpTzGW75Xx1SZJs3gIJmQDb7EquQU8jYG8NRvcTASJABIiAbwS0BLhxq/4vHN6zWHgU5aD7Xpiz7POX7xeNWQ2m6Nzjlgv1aklSlre1CpkAW21KrpGmoL21F91PBIgAESACPhLw1Q2pff9xU7f/8vV/SsYm4NUwmKLyNp7KaHRjdem8t9UiAfaWGN1PBIgAESACFZKArwLcvOvoCfs3Lf6oRGwgJwODMSpv78WMek1ipIveQiEB9pYY3U8EiAARIAIVkoCmALfu+/yx3T8IT8JqP+Chp7b//OUrokbrjJFXzlkza1aXpDxvoRQJMJMAqXjcv6KctFyN5qxmYZt+enOWXlWNDikGNp0FekWBgYVD0sVAp9PBYbdBUVRI8l9VM5hP45XXJg+Pjo7Ue1thup8IEAEiQASIgC8E/u//HsDJk+nF3F55PpIso03HfvshR+2z2WXIsh6qxMCgIFwxo25KQstF3/+vGXdXusZj1unOFB1f1d7qhpuXXr5kUQAjVJk74SoAFOiVDLTo84/HJw6OPymqb5lGwDsZi2unj77EFEfRhuqrGi5B4iEGuX+vwityrbbzIm3YvHkTOnYUHITlC1VKQwSIABEgAkSgDAQef+JZ/OeN/4CHyC3cbHVVt1Tcc889+PLLWcLcr1y5goSEZDgcf+nfX2kZkNwiEue25/tdgN9fljtq0uCkbxkTntOhgULFpk1r0blzxzLgoqREgAgQASJABPxDYNKkqXj/fXEMglGj7sC3334hLCgn5zLi46sD0Ln+Lkl4790Z1SdNGpvpdwGetcoxdlyfmNki5+Rrvx9cC1axceMadOnSyT/kKBciQASIABEgAmUgoCXAt99+K7777mvvBRgS5qxd13rMTR32+F2A5x1jTUY2iDoIwQiYz43z69ojJv+qAMPGjatJgMvQWSgpESACRIAI+I/Ao48+jnffFcehv+OOWzF/vkgmVDkAACAASURBVJYAJ7k510rCnNXbOo/p1Xyz3wV4K2NJN8qR50QjYG0sJMD+6zaUExEgAkSACJSVgNYI2LMAu5mC5iPgQAnwpnxWs0tk5GnvBZimoMvaWSg9ESACRIAI+I+AtgAPx/z5X/k0Bf1t2i9NRvftftinEfDLnx9IMOBQqs4aBqspEg5YwH2HYq16pHZv26x3u4bvqariMtWs0xXuJFOcu6BLXgxr1y5Hp060Cct/3YdyIgJEgAgQAV8JTJ36FGbMmClMfsftt+Krr//rVoCrVEkC4968JS6+FPvNTxvajh7QbpeGALv3A75x4KO3bv3p/YVwyi4X1b92PNeuUxfpJw/62l5KRwSIABEgAkSgQhO4fPkyEhJqQFGYa5hDAF+uODL8//rWXOTTCHjExA/enz9j6kTRIdSRkZHIyxPurq7QQKnyRIAIEAEiQARKQ0DTDQkSZqdt7/JA32a/+iTAY5/+4qfPXnlogEiAjUYDrNbLpakj3UMEiAARIAJEoNIR8CTAX69Oa3ZXry7CqWKPJ2ENnfD280tmPv2cSID1eh3s9txKB5QaRASIABEgAkSgNAQ8CfC8JQvrjxza/7hPI+DuI6bdv37+W3OEcRANOthsJMClMRLdQwSIABEgApWPgCcBXvjT9/WGDxx4wicB7nnP9PFr/vfKTLEA62GzXal8RKlFRIAIEAEiQARKQSCgAjzykQ/+M+/9qVOFa8AGA6w2WgMuhY3oFiJABIgAEaiEBAoFOLHIS6hkAyXMW7eqxcgenfb7NAIe88xXb8z599jHJKnwoOlrj5aMiYnC5csZlRApNYkIEAEiQASIgGcC17ohucivJOF/q4+OvLtn8nyfBPiOiR+88d2MqY/RJizPhqA7iAARIAJE4Poi4GkK+tNfdvd5sH/DVT4K8IdvfDdjCgnw9dWnqLVEgAgQASJQCgKeBPh/61a1uMfXKeg7JroXYAPtgi6FeegWIkAEiAARqKwEPAnwdyt+aXBHv+7H/D4CJgGurF2K2kUEiAARIAKlIeBJgMvkhkQj4NKYgO4hAkSACBCB65EACfD1aHVqMxEgAkSACIScgCcB/nLV8qb/17vbIfdT0DyOkiSxkjc89dnB3hcy0hv9POfVh8Oio+MMJn0sv0cnSbrM87bdd9zap3H/rvWq6WQJDkX900WJh2Di4QgHDRoAvZ5HUaKLCBABIkAEiEDFJHDxYhbWr99QpHHXnuDMEB4Zgf98MO/C4TPnL8VEGmvpYdLbHcyq6mzSH4cyVo7+2zP3fzV9kPDEKo9nQWvhmrH0woKJQ1KGA1y7S2alICcnE7GxTs2miwgQASJABIhAhSSwevVa9O7dX6BzgKSLzGFKVrywYW4Gt1fvLZMAf7zacev43jELwVwGz864wTk5GYiNjamQwKnSRIAIEAEiQAQ4gbVr16NnTy7ArpfOFJfzzfaziSNbSjZvaZVJgFfms5p9IiNPkwB7i53uJwJEgAgQgYpCYM2adejVSzwC1odFmufuz2xxe33ppLftKZMAb2Us6UY58hwJsLfY6X4iQASIABGoKAQKp6AHCKegDabo3D8sF1JSJOmSt+0pkwD/fIo1HFAn6giYKiiXpqC9NQbdTwSIABEgAuWPgKYAGyPztqVnNmiTJHkdGKFMAvz5Ztbrvs5Rq0iAy1+HoRoRASJABIiAfwhoCbDOGHk57VBmUq96ksXb0pwCzBiTJIEbEv/tueeYPH265DLEffaLE/WiqkQ2f2Z0xx8UpgDWfJ5TYfm6cMRXa4EzRxYhPMzkbZ207+cbviTxdwNfATf6t7TrLDcGBsllPzuHQGwrYFdgKpgku7WnQTihVgHbeb1UmTGokgRZ0F7+fJI9A9cRtu3Yjc5d+sMhy4DNXKg0kgzIEiJrtrtsPr4szpfSfR4Bc9GePx/yvmqQkLlPjsWVwniFqA19lEWNj6zR/6FB9Rdb8i8XC2FYeA/Dhg1r0LVrZ6/rbHYAozeryLRJV+Xe+YJhEpCkV7Cgqwwdh0SXTwRG/argRMFf/JxsASgKsKUPwH2+6ao4BCbtcGBrjq74s8I/qBwSVvdwIC6M/PQrjjWB1w/YseCc/k97Xq27okqY164A9auEV6TmlKu6PvLIFMyY8aGwTiZT4uo3Fq4cmJVnZQiz6GsAMFtsTB9VTZ00sKFNdI5GaRoXsLfph+tZ/Ul9q+1zWM1hrhXhArzKJwG+ZAf6rWEw6FyrHqdTsKirBJOeBLg0xhfd02UlAxPMMNhVhk29AKOAu69lUbrAE+iUpkISfJBaVeDHzg4kR5IAB94K/ithyHoVF+2u7zcHAz5ono8bkyP8V9h1ltOkSVPx/vsfCVrNYIpvuNx6aa/YD6kMnAImwIyxMF1YtQzVao52rZ+KjRvXoEuXTl5X/YqNYfBaBxw6PuFS/NJBxQ/dJMQZA9Ysr+tb0RL0TbPBLLtO5PM1iLQeDNF6YluRbDp4uRnZ+kiXKvNZjU9SFbSOL5q4qkiNuo7r+sDaPOxXooT2vL+mDROa0CKcr91j8uQn8M47M4TJq6U0O/jBhu3tRtaWCnzNX5QuYG9TpwCHV89QLXkCAWbYuHG1TwJ82c4wYK0DkF0FWGYqfuguIZ4E2Oc+0nOlDVZJLMArujPEGALWZXyuMyV0T6BPWj7yZddRERfgmakK2pIAV6juc+d6M07YxR9U/1fDhr83JQH21aDuR8BAXGLDbWnnd3fpIEl2X/MPtgCH68KrX/C3AOfYgP5rVcg612kYEuCyd43uK1U4+OaCEpcKhhXdQQJcdsRBzaHHCgfsOtdpZqcAt3WgbRWagg6qQcpY2Ih1Dpx2iO15bw0r/tbUz5tey1jfipRcU4CrNvgt7ec9XTt0qCACvOQMq3pbg+onHJY81881lGEEXCTAkkCAI3UqlnaVEE7TpD73+5tWKrBJrtOSDhVY14shnNaAfWYbioS9VthhESzX2FRgQScFKVE0BR0Ku/ha5qh1dqQ7XGf/FAa83MyGvjVoBOwrW00Brt5gxyer9nT25bhJrfoEZD7x44+ZIT/lYqtn7um2Kf/SeRMUR/E6GKpix9alSG3bymtW+Q6GiesuIMsuw+HckM+35auoGROOWhEGPN7SCBOJhNdcryb45448OCQD9mTZoSp2GJkNsZFRqBoGvNo+AoZKsQtaFDzEZ2TlOuFzO/NgZ3r8ccWBK1YHTMyGCFM4kqNkPNsqDFXCKoMAVyZ7arfl7X1mZFplnDWrOJfvQBizQicbUa+KEePq69GsCgmwrw9koQC77oLm0f0aNr/h4DP//uCjArMKWQ6H0y9X5jOxeWAOa64pscs3Y3r56AcMjYgNWj7C7n57bt5eY3RYUv3LuZmRjOUnM8VSR4JkkCVZz5jE1s9Z9l5MtbP21T8vcrq18C6nqgy8ofwaN+5+vPnma245Xg39cG0ICJ6S//PYr6dx0RKJaLMdTG9GgZ5B7zDhij4KM7uGITbctyma8ZvtSM91IIJZYZf1cEAPI3NACQvHIqfrU0C+ZXztS27T8Y7TP80OA7Mjgtlgkw1QizwLb4rOxeMdqzvTXnX8vtqqitG60uN6bY8Vay4whDEbVEjOjw4Tc+AkIrG5N99lXzF20nM7TfjVhlNmBRGqFQ5JD7ukh0l1IMqShS+HplwX9px31II5xwEjs0MGg00ywMAUnJcisLizA4mRFUOY+DvtpV1WbMrkfdPqfDZ53zSqDljNOVgyrCb0Re/Ma6W6sj2fpX+S/XcnEwYVKsx/85Zt6HHTAEgSd+krpO28nzkQHl3tUl724Sq+1CRkdqtR/4aMs8f2VnOtNMOYMffis88+9qU9uHfjaRyx1sJVL+FCkZbAsX3XoQBJMb5t0++yqvCQipJXjE7BD93lCjMy5HMR3Va5Bo/k7UqQbfihZ8V4UfnUOa5J1HmlWuhIX+LK5/7OvVSEVRBXNjsDuOsYfymXvLhXwIbeFeNDoqz2vHGFAp3OdTTvnGq/wYqUWN8+vMtaL2/T86nkDivE/U9lwE/dVFQxXR829ZZdIO9fvXqd23CEOmP0ZYf1QjXJhw1aIRPg6MRmu3IvnGgtFuD78NlnM33i+cCqdOxHHZe0vKFT61lxez3fHsQeKxXYJV3hoR/X5s4ULO8hI7qC7A7mI6YuRQJcsi2yYsPGfteHAPdJsyHfjbvVj11VVK0gLznu/9kjTQHTifqmil/7XB8v636/FCDPUHgIxbX9mj+r/2xsx+BaruumPr1gApyIC3CP5TaoBtfnkLdlcWcVieHXh00DjNqr7LWOotQbo3J3ZGSktI4LcjAGr1pQ4ubwqk23FVw82V4kwA88cD9mzRI5RHsucezqDBxghdOoJa/J9WwYWc83gemxygE7BLsPmYoVPaQKI8D8Ie60ikF0QKFOsWHDdSPAFuTLrmfE8A+UH7oyVDOF7NvUcye/5g4uwN1X2oVuefyM9utFgPuuyIVZ5+rxyPv7M40dGFKrYuz25qPcbisKwPSuJ1qRAHv1aPj1Zq1whAZTVN769IyGnRKlC94WGrK3THjVJr8VXEzvIBLgsWPvx+zZvgnwoLUWXFIEh28BmFLPihE+joC7rVShCKYsWQUTYAVAVzdT0EbFgrX9xOy87Vjl/f4eaQ7nWn7Jq1CAVVSrQCPgrmlit7zrSYC7L7fBoRePGp9tZMcttSvOCLjzcgU6g+t0Ou+bSzurqE4j4KC/XrTDEUblbTyV0ejG6tJ5bysWMgGOTmy+O/fCccE2aIayCPDAtQXIUVy/HnlDX2tuQ/ck30bA3VcyOARHNBokFT93lxBRQVyf+Fd0ZzcCbFIKsKbf9XGWbM8VCqyCNUO+prqyB0NsBVlS4FOWXdMYJMHOf4mp2HSdTEH3+tkBi9H1g4rzeaeVA12qV5wRcJdfVEhGkS8+CbC3Auev+zWnoE2RuYcsmbUbSNJlb8sLiQCPmDdPl/boi4cunT3SoLDC166qMowZex8+m/2Jt21x3n9v2nnsl6sXixji3GXNJPwv1e7zNn13U9DhsoKfu8sV5oxkrSlog1qAdX2vDwHulWaBRTAFXaACm25iiKhAAtzNzRQ0g4LNvSuDm5HnV0Hv5bko0LtOQdsY8GU7B5rHVwwB5h8MfAoagiloVQKWdlJQPfz6sKlnqwfvjsIp6H7C+GGyPvLKt1/vSuK1OV2iSrXwK/aNGGGdLrlGFOS3hkSAp315eHC+Obtm3uXzqQYZrQwGXbIEJkuQ5TMnLzzat03Cix++80oLvSTB5ijuQ1ynTm388MMCt+TtioICu+p0LSncpl+4QzRcJyMt04ZvjjNE2xXUsp2HRe/ARakKqrA8SLIEC1Ogyvo/wxtLDMiXI1Elxoi12ZFOFw++RnP14vASVAtqRekhW/NhUnlQsMKLPyxH5Xh8eSMLSMSZreesmH3Yhkg1H5AY8qUIhKl2xOMSVL0eVtUBBfxBLTSxzIAsfRxqxRmw8kIYFFmHa3fdG8AQq9pQJ1KGZDM73Vh4U53/SMAROQFLugM6N6EgA/Uo7Mm0YcZ+GyJUs9Pfmx+rGKHacdSQgC/aFSAmwv2u9qe3WJBTYEGMmocCXRjsMMLE7AiPBDbnxsJWwp68rVUUC+rEGCBbzAi7xp6cQboci1dbMzSK820WRYvR0Rw7XttlRbhaAAPsznbqVYYqUjaYToZVVaByFwheEW7Vor4ZF2XEuktRcJSwJ29LVcWClBg9JIsZRvWvE/R43zwix2NuJyDKGNyX+YU8B57dXthOE/i54+EwMIYMXSSmNVPRqqr4A5C357P9BdiWYUOUanYuHxRIYYhWrWAmFTutVWGDDlzArl78j/GqDckROoQrBTA4LH9+mHOM5+VoPNpYRcck/3905lkdmLzZBhMrQIRqgVkXAYnJiGM50OkU2BmDw/l2+muky5gB+ogwbMqNcz6f175reFsSFAtqRxugs5lhVGx/vry5PU/IcfiwnYoaUf7vm1r91mJX8I9frdCrFkSp+c52MibDKunQu7YJd9UPbn0C9R6y2WzIysoWZm+x2tB/8GhkZV2BJBmc70vuMwOmQFJy0Wf4tLj5n4wXjo5DIsCeIA2++5nVP371Zk/R90HNmjVw+vQfnrIQ/v7NyWy8ezTe2eVlVXFKPnctuvYhKJmQv/T5/YWHfnh32RSGnzrbUT0AD8V9WxQcNnv38tRBcR5bwh98by+7omJzH0no7uJtXt7c/+RuBesuuraTt2Bem8uolRArzI5vTurKN5uV+GBwWpt/aEmuId081YufBvZJ6wKkVvf/C/utQyrmn/Guj3F/V94/+YdWsZ35nhoCwKowrOzuQHxYcNdGvzyp4oOj4hjFrze6gu61Y4S1L3S3UqEXRHbSqXYwnaGYYJUCgfMD9Pn6uRhQT3BcfWky0Lhn2XkVL+wXt9NdMt6nZeYoHAR4aVDeN79JzUfDBN/cLH1t7ppMFU/tEbfz7sR8TGwR3Pr42o6ypMvJuYz4+ERuPddsJAldh4yO2bjks1xRGd6/ictS01Km7dB/7Jvbfvl2SgmHH2fqmjWTcfr00VLmVPy2bRl5mLAnCsGaXeTP0Jst7Oia6P+X3P2bFRzK906AfYJWlIh/0a3ogaBHQ3pql4q1WWJhGhSXh3+2c40Mw6vMX9jdBAJcNgbAfTWseDgA5+36IsBlbcunqQ60CvLU7JcnVHx4TGzP9uFmzOgsOLm2yJ5dV6jQ+dk/u6XJjE+7isssC99l51S8eMC7D6qylMfTjq1pwYNNgruJck0mw9N7xDJS32jFV918c/ssK4tgpi8UYO55I3gfSxJmfDe/7sTbB5+sMAJct3XfR0/s2fS26DOwRo1knDnjmwCvP2PG1IMRLtOofFQkOmSjrEbkAvxGCwe6J/p//WnCZgt25bs+bIFqizMcYXcWdHer53ZZ8UuWSThm7xdXgBfaiUejfPqu6yoFEJxr7atduT3vqWHHxKb+/6D64KANX541urQzkPbk4QjbBDka0rwTdrx1zCC0Z+twCz7uLBYQPrV80worFL1/X+hNTBb8t6v/RWvlWTueOShup6/9Tysd75v31bTh4SCHI/w1w4HJe/VCe6aYbPi2a+WYgtZirzkChoSv1m/ucHf31tsrjADXat5r0ukDW94VCXBZpqA/+cOGOenB6xD8oXithQM3BUCAH9hsx/58/wuBu47GBTgU4Qin7XJgdZb4A6ZPbD5eai+e4nLuDl6lQhK4jvn6AuT2vDvZhkea+b8PvXvIgW/OiF9kvtbX0ws7FOEIvz7hwHvHxO1sGVaAT7uIP6j4ksL/t3cm8FEU2R9/1d1zZTK5SAIhBJBwyI0gIJeowHosq3jheuKqu//1WFE51PVg8VhXOQR1XXVVFAURUFbRZQFFCZeoICiHSCBASAI5Schkru6u/6d6EsjR05OezEwnzuvPRz98Mt1V9b7vdf26uutVjV4vAhHC+zDbw+yCxaPD/0lhbZEEs/b7F0eJxsFi04jdkDYVSzBjj7qdnc1e+HB0+O+VaPDUU0cwAX7rix0j7xzfe1ubEeDuQyc+kvv9hufCLcCv5Xrh3SgKMBOthf1FuCAtvJ0Gc+Sd38iwryZ6r7hkSuGLsdF/Bf3YLhk2lKvbeW2aE6b3V399yEbAbIlGNrkuXAfr5O7K8sJdPcLfqbz0swxLC/V9M2yJXSwffNFgCfomRe8zBmvvB0dkWHhY3c5RjhqYO1TjgWq9DCTMr6DPt9fAy8PD/51yXaEMT/4cPX+y2Ly7swemdA/vG4JgMba5mML0PUT1QaOXzQvvjAj/vRKsTdH+XfMVNBBYuuHrfjddMmxvmxHgQRff+vyurz6aGe5vwO8dOA0vFzoaFkv8M0pDOVgnz0ZagdZsYOvQLh8mQnZC+AX4ru1e2OvUH9zMVPZ9lM3aYX1ZnenMFjbxQyX9UEHjoQDfXESjnm41c5cPvig1Adsbgclw7SRgECWA+b1dcFFm4BHTBRtk4BqNgLXkmLFgk1kYA7Xz2Cjs7719MKFj+N88vHTAB0sLQntlyfzJfNfYn8yngWLTLQN8NkKCTHt0Bfi9IyLMzxWApS2z/5T4I6D4c2oXN0zpof46mLEfvt4HvNCIvcb9W+dPlqKvtkEae0C+M9MNf4rAd9N1RSI8uT+0NxrMVua7+vuBMP+yvkYrNhf09cKoENc5CKX/Y9dsLBbhgR8FYM+5jHOdPyUZ4LJUHzw7MPz3SqhtjdR1fgFm2xqo30srP1udfd3ECYcDCrDWjkezKOUC5TDNmkW52bPV85v8XWVgadOq85LJD879auUb0wiLOkL8u07UHt26nQO5uXtCYlnl9sK3x8rAy7OnRP+KsTyl4Gq8X2pjQa7fG9f7LT3OBJlWgLt/tEKF2LDLVlJa5BqY1MUMycQDJpnt0uLfY4ilSJmJBAJHQZZZypT/hqvr9tnzJFvggxLi/00++42azcn2WWywosgKBTVNZzSzVrAblwmJ2iEQCd4d6AJKeNhb5gUL21+aytAx2QFxPAdTdpqVudL1D39KSzXc0tMGgtel7KTk/zbJbOHARrzA8wQksdaWut1CgIBAqNL5sRE0O9+fJlJXPuMgA7t72d/r28nm91aZk+Gy9jK4fBIcq5ahxC2BTfYq2+v1SzNDut0MNpUVg+ravim3CFycBXzU/4TOFqZgk6LdXL1OoZ4/Ey0CdLcDTN1jhSJv01F3InXDJR146GYVgZc8wDY7qPOnQGTFpyxWmX8lJWZrU4bq/MkRxc8N7STgNMfDd1Um+LaUbzJDnZXAhNUXwJ8sTl7p74Z4gcCBCh8Q2QeslJSEBEg1Ubhphw3kRjPBlfQcyamsCucAD5hlltLiB8HabiGiEkNnY9NvB5snwXzJbPX7noCkBK6KP+U6n5+9ttTUDq7LlOGUywdlbgJHnGw7PS9QmYNzU63QziZAgjXww+quwnIodsnALFT8qdy/MtTw9R5E6/mTbajRJ4GDN/OtsL6kqT8TwAtDkigMTgLgRDcIwN4L+O3kCFXuDfZvhp4JypmDEDCzv3IcSOz+ZQ9A9WK+SrBDoWSG1fn+LVMbdyd+tmrDC3YrUJjTxwMZFgpHqkRw+9gCuD6Ii7NDZxsH9/xkhVJfU1uSqRvGZ/DQ2dI0Ns2cpPisLu7qp2qxHejYfmgsI4S1qWEaFwEr87WqnQBlfDJc1YmDapcX3DKBn05JYKNepU/t1s4OSWYCqW1kF6qQBKU2WjweD9wx9e8VBwtKCxMTTH3MsoX4ZEIlwUd2bN39/D1Pvj7vuTt6lAQU4NArj8yVQ8ZNmbvjyxXT1EK0U6eOkJ8fWhpSZFoL8LuNEpRK6qky/jr9t2BdN3W2y6p/azYec9Xv2Bq23CI6QTTHgU/W/wp6SoYH/tw78GsqtqyhrJLqcbZ1Daer+VtZ19Y6e9TGj4F+C2xnAvHBByO4iORRa8XC5E0i5PuaCkF9Bur+rCtVzaZAdlIwy24AwQJuWf9odEyyCC+cF1i0Rq6TgArasdn4+bJ5/gxEsH4sNIwDAWT4YKgEHR3639y05N6dt1+GlUVN75VA/mxeXYFj3iR7QDCZwKnSJwQrO8Miw8ejAt/XkzZKcDKkvqauH9Jzb9a/pun9yx42XxvghQFp4Z/EFoxTK/vdV1HluXrh2tz1iVDFV1aYSWIyWwIGYBuM8C6/nj0Dqw9Gw/eBLIxEBl5y69zdG1ZOUyuyJZOwwtjEBkVds0mEIpUOO1L1taTcmV08cHV2YAG+cIOkjDBaw8HGDvP6inBBBNK4tOy7dYsXcj3RFYlQeU9MFeGxAYEFeOwXPmXP59ZwMGG/N8sNN/cI/6QnLfte+lmEDwrD/xkoEkzPsciwVEOAJ2/yQb6vdfiT2X91uxqYOTD839AjwTaCZbIVmCYQQnL01tEqBVhrBNwaBfi6HC8UiG2jw06nVfDJOPXFDljwjP3Sp2xm3hoO1mHP7SfDyPToPhBM2eyCX7zRFYlQeScRN6y5OPAI5JL1bmUVsNZy3N3FC7dlR/deeXm/F5YWRbfOUHlbiQRfXRw43n+f44KjYuuJzYnpXnisX9tgG6pPgl1HAcRjxa7JXdvHrQp2buPfUYD1ElM5//ocLxxvIwJ8U0cv/OXcwDfMRV/6wNOKBHhePxFGpEf3geD2zS440EYEeESyCPM1XkG3LgGmcE9nD9zaPboPBK/s98KSNiLAHSwUVo0K3C3flOOCvFYkwFemueHR/tH1Zxi67LAWQSkVT1XLV6ckCJ/pLRgFWC8xlfPb0gj4lg5euLePlgCL4CGt43Udm7Q2v58Iw9Oj+4R9+2Y3HPC2jU5lZJII8wYH9tfF6z3gViYdGn+wNxr3dXbBTd2j+8qyTQmwmcKq0YG75Rtz3HBEbD2xeU2aE2YESAU0PuKi0wImwGXV5Jq0BLJab42tWICXB/gGHPpSlHrhNPf8q3O8UCQ2XMUo8NQif6la05WaU2/j64PVV1fnjRlumNo78A085ksRfKRh+kRL2xrMnvrl15+WxgR4YX8fDE2LroDcuskDB30NV98KxjccjBpzCHZzsvNHJPngxcGB3xCMXe8FD980NplPgpUfzG+Bfm8867euLjYP/sEuNXBDdviXftRq60v7fbC0qGGKlxH+DMactam9WYZPRgeehDU5xwPHxKaxWWd/NH3K6pycXg0P9VNfDjbU+Glr11EA36kq6aqURGGN3rbX+itwypBWupDWb8HSkAI19JH3crt/t2HVXd+tefcunlCbIHDKBw9CCPG4yalze/fxLH7jqfaUyg3Sk/zlsf2U2HR6FsqNuwECPM+BJPlTDRofNpsNunTprJefcv6nh07D94WV4AQTa6d/ByYqgfNMulNdsf42sR2FhqVZIM9thtXF6p1n/RnTjRvFskpGJblhWIII3xdWK+lKFuoBFzGBl2ssVv46WRrFqPZW6JvMw8DUwAL8+g8n4FgNDOf9RAAAIABJREFUBQ+bkUtY7q0MnRKs0MnOwT/z46EmwMxr1qZAC8hr/cYTClem1UDXOIDthTVgoqKyG5DNHg99kywwPssGdpP+2d4hObL2oi3FPlj7cyE4wQJEmRHu96ebM4PcIK/Yz5b9f1iaDVhi0ltsoReVHaM0/QkA/RxemJDigT3FNeCUCFipB3yEB1eTLRP9dbIQH5Jmgx7xBEZ3DPxNcOXBKth9sgpq6NnYTLUJyo5OH5y0w3G3OttQ/cnSaC5KccN5Dhm+Y7EJVIlNnxAHw9Lj4KJMC6RopBq1xG+Brv35lARLdx8DFxen3CvsYP70cCaQ1PxJAfqmWCHRzMOrxywg1iWfN6pAi1GWTYTr0mogt6wGynwCWKlbiRMnb220+cvZfqpPuzjobJXhii6BH1C+KvTAV4dOgpOy2GS2UIjjAQam22Hb6TjYEmDRGnZq/d2V6pui6WsAGJTghYuTvbD7RDW4KafYIvFmOC/doeQdZ8ZH9xNRJGKElVlcXALl5Wo7HtVpB8tFa/p4aTbbxJT0zBuSHULgbfoCNDpSD0whM5q+eLe9Y3pXiwu8Fs5TaSeSW4lGjgDh45LLhNKCG6ZNuXAOldl2XQ1hKOJXmzdcP3eYXc/+zgRYZBn/KkePHtlw4MCPIbc7lAu/L6dw3w+szfqutvMUPhxOoZ01usJ01SYZilVyEIO13t9NqB+sw2GpRmFcsCpYcyL2e6UP4NIcqsSanoMtrsDWZe6VGN3JZg/ulOGbU/pjSMufqSYZFg8jkGzRx0APr2iee8nXFFxsvz8dB4v1hf18MDzKcxdWHKMwP1e9rVo+0zLNTCi8P4xCll1/nOhA1ipOfeCBGfDSS6+qtkUQBBAbbY1bd2J8UjvXht3Hhg3tTHQvUKEvsloBpj/OWn7lv2ff9km4X6BlZWXCsWMHo2rhznIK9+5SHg901ZvIBPgCComBljnSVVrzT752kwSFvvCKRE+rCItG+FfSaesHE+DLc+iZUVZz7bFyFBYPliArAiumabVhxk4JNp8Krz8zzBK8O4yAI9CSas2F0krOG/c1hRq9AkwB3h7khT7tojt34aN8GeYeDK9Q2giFD4bL0J4Ns3/lx/33T4eXX1YXYC3TTRZH9fbSk90GO4jqYhta17a5bu+3dz3d+/O3X9gHsqhqV90IWO1Hrd/OOacLHD68P6ohtrNchnt/YAuG6XODhaPw/lAZOkV5GcFIzPZO5kVYfaF/acK2flT6KFyRQxu9pg5uFVstjO2adUGUR0wP7/RBzqnwvj60cxK8N5xAhi28QhCcYmTOGP+1DM4QFrx5ONsDk7pEd+7Cx8ckmJMbXqFksck27eib1DomZkbGy/5S2Qh44cJ/6tYVwRx/+oCnOCubkEq97Wtz3d6ltzzSfe3SVw+C7NNr65nX02oXGiHAP9QKcN13qeYapAjwMAqd4qLbyU3e6IF8KbydSoogwadjeBTgflJENu3QiqlHdnhhY2V4R2nxPHsFDb8iAZbAqXOFMvYK+pEeXpiUFV62wfqHVcdEeCE3vELpF2A56pt2BLM1Er/ff/80ePnlf4UiwFU+T3FHQohTb7vanABPuP3xHusXv/RLLAuw/xswQDtrdN0XCQHOssqw7FfzDTi0EbCZo/DvQTL0jPLORJEQ4FRBhsXDfz3fgMd/HZoAL+wrwvAIbEOq1cFHQoCVb8BDKWTFR/dhX6+QheN8FOBmULzhgdcHf7jwoR1sAwG9x6/lFXR87SSslChPwrp+oxeOS+F9qu9ilWDpCP5X8g2Y1n4D1tdZMQF+e5AE2VF+zffwDi/khHkEnKZMwgJIivL8BL19QXPPD+UVNBsB/7OfF4ZEOX89Eq+gLYTCkqEyZMaH99V2c/lH87zQBdhe5fOUZBJCqvW2N7pDKL2ta3T+rFl7zAVC3vi3n73rc9nr8m8pUnfUfUfleQDRB9B4I3a2E47ZCtTrrv3mWs90PhHOG9Qddn73VQtbqO/yQ6cpPPxNGbgoW6be32mztB92A/sarEZ1dg5xkkWArnaAJ/qbISHKE12e3u2B709Wg4cKZ2b6svayvOGmWzSccUwjKGdt6Rhvhuw4GR4fYP1VCHCNCHDH16VQTQWQaJ0/WSIOBR9bj/mM6WcZWAQOejh4eOhcHrLiw/v6MFg0LsoV4ZNDFeAGcwN/ioTt81T/IaJpSt/Zss/+lmwVoEc8wCP9zOCIcupYMFtD/f2OjeVQ4uVArPUnSzFk/ynra6v4k00m7JFggnt7EOidHN6H1WA2bC2W4PmdZbWpiP7+jd2fofozTuCgm4ODR/uaIN326xfgmQ8/AXNeWKDscgUyy5Y5mzxIzBagPu/Z/RbrfiIcmBMyTudV7O+QSUhNMB81/j1oHrDWloPa2xGyvFDK0ndVM1BC+W3WpwVxibwtu9JdabcIckcQXZ2pLPKEcCZCiY/wxOSw2aCi4pRsMpkloMTDdsEjHEclyZuQltYOikvLKAe8SAiIhPA+Kstk85dbFt1z+2+dky7qDVazBXySpOQS+zWdgMMRD8XFx/Sybdb5/i3CVI76j0b1TmBt4oJM2lq69EO4887/q83LbfiM1b17N9izZ0ez2qZ2kt72KmUEsIXZoXP+WbPbzbbSs9uTgRBeyRevn7FmtZrh1KmTzS5Lz4nKtouBVqKoK6j+78petdrPwUeOHIVevQYAV7tLVf3yMzMz4NChfXqa2ODccPqzObEZakNZ/r7DkaoEE/Nt/aBiXYzLdSrUojWvC82fjYO+YRWFhYWQnd1bkUd21PdnQgLra/JDtoWxafgwXFtUgHtQ6/5k961/cmT4x2nsnoyPb6eU7V+b4WwdLI7Wrl0NF144OiQOdjuLE7bVK7sXz95sgsAr9xBLJ/KvFVH/oPDkc/PWxPX93Rs1rrIEk7cmm5esokvweYBSLi05DSorK0CSZJ+/1+Jd7GoO+BNfbV7/2eWX/wXuv4J49DY4/GT1tqCVnP/4a9tXPfPnsZPUgo3tdSuKur+vG2bZe+8thdtuu1P1xklNTYGSkuOGtS1aFbOOiOdZCnnTEGc6Jkm6H1aj1fQm9eTl5UG3bmc77PonJCUlQkVFkWFti1bFrJM2meKBqi6KwTpapT9sE0dBQQF06pR9RoDrN9pqtYDLVdEm7GhJI5kwchxbklRNgqgiwL/5zfiQqhAER8AFl7QKTM4afXdF/vrXdFfKgjLAQDNYWSjAtYSmLth25cIHLlbNL2ara0lS2xHgJUs+gFtuuSOAALeDkpLQn7CDBVRr+Z0JMOuw63+lqGtb2xPgI9Ct27mqHXYsCbDFkshGICoh1tYEuBCysrJVHyZiSYDN5oQACyO1TIBNJlauepqqVv80cNzkl3Z/+e7UaPZhKMC1tO9ZuHXkq1Mv2aL2RMZeXfh8p6PplxbV9d57S+C22+5SFeD27dPgxImjLSq/LVzsHwGzJ+ymE6La2huNw4fzGryyrM8/JSUJysoK24JLWtRGtoKdycTeaKhNcGPL0rpbVH40Lz5+vACysrqxRWmbVGu1WsHlUlsOMZotjHxd/hEwWxJX7dsyhXXrPoMJE8aF1JDQRsAU+g6b9Pzeb5c9ElKlIV6EAlwL7v6FW0e+hAIcYhi1vstQgFufT1rSIhTgltBrfde2RgHuNfCKpw/s/vjJaNJCAa6lPeOfO26Yc++oZTgCjmb4Ra4uFODIsTWiZBRgI6hHrs7WJ8AAA8dc/8ruTYv/Ejmrm5aMAgwAs5bvMXtKfVP/ce+oFxQBrj8tkfCgfJep0b3MZzT92KAu/zfgO/2pWPVt4QTolNkB8o8dMKxt0aqYyhR4we7feUbJGa8NdULAZDKD19N2XvPl5R31fwMmfKPY5CAtLRWKT+ZFC6th9bBJWGZLAshsXebG08xZGpysexVAw2wpKGDfgLvXxmb9FAcAW1wC1FT/+ifVMQE2mdlkqUbTwJlXOAG+WPcfGDfu4pB8JJjYXAGpSZywnc0U2mdm0ddjz3GQnDX4voqjOeprUYbUkuAXBRXgSGw5GLxZWmcE3jox1HKn/Xv/kKRUe7vVixZcmtguOcNmFTqxaeyE8KbiovLNkydOGLRz49Lxkk8CUWJLYJ7FxiZo8bx/p4zGOzAByDBz5gwYMuS8UJsW8Lonn5wNBw403TyCTcYbPf7Ssk+/zltNLTQuyW7twYlm0cOJ3h93HP5w9sw7nvhs2YI0gTeDKJ2dqKBMrOcFxQYllaG+aCmtkGDRorcgLi66m6mztVm3bt3a5Hs2W1TF/72MzWZuHMYUevfvB7nF5pVHS8sq0lPjh5hlK7gl2emh7tPtzam7BPdPf3WePg1Sk1laFKxWG3g8LPugaarCpElXwY03Tg67P9lD06effqZiiwyjLhnnXZ1zfJlX8NG0RPsAXrLIXiq6Ssurfrx81PDMfd9+dJUsUpCU3MW6w78rkyCYamOzYeoOi82nn54NPXv2CLstWgX+979r4d13F6v602y2gNfrVknjopCe0Z462vdft21fXn5SorWPlVpsXok4qcVnW/XuN8/dfUvXleWlJaopYBaLNWC5PXr0gGee+VvYGWzbth0WLHhJPTYHDPDllVk+OVJSWpmabBtklqycR4LTPs4t0tOmdWmm3H+4a9wgN1hsyB+LZrMVfD6vamxee+01MHnytWG3RavAXbt2w3PPvaDiT9afmECWJaUvaXwrCSYezh/7u62fb9m7z243Zds4IUkUBZdk8pr+s+SbFx6fOmbFL3t3AiFcA1tZTFssFvB4/N/8G5ZLIbtXDzhUYf/o2ImSksyM5OEm2UI9kuySeR9nNtmUh++qU6ckjhdkKlM38WcNchv+t2bRsIl37fzqX7cGGJ2EX3dY+4MKcFS92UorW/jJiUenTur29wYjqQZtZTeH+nT6jz5aBtdcc1XYLRs5cixs2/atar3mhF6LvVW7pqhV+uziveseu23IBP9v6m1W/7sM5eVFkJycHHZbtAr8/e9vgQ8//Ei1rVr7mAq2DrLoylNdPWDhfwpGTp2UvUU/AwoPPvgXmD+fdTjhPaZPfwTmzVsYwJ/dD3urfmJ5K02O2W/9MGPWncNf8E9O0ufPjRu/CDnXMlTrX3zxZXjooZm6ux7O5BAl70lzoHUFAMxUfUKPVksp9O/fB378MfS8+EClL1u2Am688TZVOwVbh+OiKy9L7donXts+8Ok/j9oFwBZl0eNPCtOmPQBz5z4XqmtCuu7zz9fAxInXaPgzQN9IOErlaj6QP7P7jKw8tG9ngl6J4q3pcM3vhgkrVqxQ33c2gJXB1rQICU4zLkIBbgak1zZ7z//zhSnf+VdH0XNQWLXqQ5g06Uo9FzXr3NGjL4EtW75RPTely6CPy49uU30UfvKdgzc/dXv/9/UGNhsxlZefgOTkpGa1L1wnsU6MdWZ622uKby+/sTrP/oeLSZPpsS+vc3a8//KOBVTy6mwmhYceuh/mzXte53XBT5858zGYM2e+qp321F7HnKW7uqiV8uibP4x67o+jNquv/qEtPjk5X8CYMaOCNy6MZ7A3Gg88MF23P3mLQ3o752T7KcNJmWpzhGQKov6Z0AMG9IHdu78Po4X+opYvXwk33HCrqp3WhI5F/9qd2+0P5zSNzQdezMlY8NAVhUD19zUzZjwIL7zw97DbolXgmjVr4YorJun2JxCOfvBjdZcb+xPVnMiUzAG7ywsODlCrW+vBm49LhWtmrLGsmN1P780dVW51laEANwN7DqVpFwoJxVDvlW0zLlNWY/n44w/h6qvDL8D+EfB3qs1of07/z0/mfTtR7ccnlh0f+PTveyi7EDc+tNbK9guwUSPgj1Xt1GqvYE2gS78/kTC5X9P1WdeeoPbLOrerpmw5U12HMSNge0pWkbP8l45qTb3v5e3nvDJ1/OFA23MGNo9CTs56GDMmtNWGdGGrd7LWCFjLn5zJKn28v/ycSd3VO2ywplNwq6cKapXrHwGHX4C1RsBWR2rJmkPHul2c3jQ2b57134Qlz95UCaLeRZUoTJ/+IMyZE10B1hoBa/YnhNDPjjoHTAywib09rVeOs+TYGL39FBFs8MfH3rG/MfvKNrHSDgpwM3qS7ylNPV9IKNEvwDJ8/PHyCAnwhbBtm3rHkd6pz6ri4zvYe6EmxxPv5/d/+paePzbD7EanGDMC9r+C1i/AZmsyXbu/IO5ilVHG4hPUfltWu2rwtR4BnjHjEZg7V/0VdHxyl+PVFT+rvrKc9srOLvPuH3skNAGO/gg4VAHmTXHSnrLS9r0TAoyANQRYK9aNEGBbfPrJfaePdD2HNB0B3/H8Zsfbj02sCkWAjRgBB38FHYA+4ehBubpzD0JUl+Wzpfbc6CrNv1CvAPMmB9x684e2d965WP/rEP2dYouvQAFuBsKV+2iP6/s5fqG6X0EbI8AZ2f3+V3Tou8vVTJv1/uHfzL6lz1q9r3SNegUdqgALlnj6zsbipFsuIFWNOby7nba7fVRyKQ1hlBGpb8CaApzS8UR1+aEMNX8+9NrOgfPvGbNLdckvzdhmI+C2I8CcYJGW76zoed0AcljVLHM7Cl79gx5DBNiRWvrRkWPZV7RrGpt/mvtV6hszryrRv90qhbYlwIR+dtA5dGJ3ovoBPrFDn28rT+QN1SvAwJtg+j9WxM+dcWmbWLoQBbgZAvzWJjr6rrGOTfoFOJKvoAOPgE0JXRb7qn5WnYT11JLDf3ry5j6vqwqw1scVg74BhyrAvC1Vllz5qpOwFqynnR+4LPEoKDPa9RzsG/BfYN688E/C8gswmzXb9DAnZh32Vv6iOgnr8X/vvuSZP474st7WPM00qI0JsClOlH1lpoDGCUk08KiRdXOqW57UTsKK7itoPi71uFSTr/pG47F/bc189u7xx0PxZ6sTYK3+hHAUqDPgvp3pWYP2Fucf6KNXgHlrMlzzuwXCihWT9X5Eb+Z9E97T/AKssZh0KLsWNaeJkSpXq+5Q6pz25r4uaekpgxY8evs/JCraLQKXxCYnciypDEDmOZ6zORxQXVEGhLCp7bJEgVBCKFeYb/px5ZLpI5PtHNuxqXaejD8dpC7th+WrNU13YTti1e2U0nBHD2YfW0rxg/9scH34yRclVrsp0QImqwy8JBEvLTp++oeuF974v4MfTX22MYtpiw4MNZtJ1r8evuU5c4LDbjFxiewcQnhCKaU2WzwBtrNMdRXlOBOVZarkKRGOCkVHzTs3rZs91uNyKukt/un/8pl/C4Kg5N6p2cLzfO0ONk13CtKykyFYn7PT/dqij4pNdsFhJaY4CoIsEp8MMkBy+45QcbJI2fgEKGFNUm46Z3XNSUvmsBOFm+Zc0niW5azle+JNQtLlb87766ya8gKHWSCJDDbHHAScDFTiElM7QGXpScaF+ZNtiCMzl5acEA7Mefb2gQN6drCynZwYgrp0LcaE2eLfqUfdTnaOP8WroRiwvmjHnkPev89bdFKIM9lsHO8AMMki+OSSk1V7Ow697tChT6ff1MSfb+7rYjHDiEXPT58lUXe8xcQnsOQjf2wSmZkVF58A1adKG8YmR/mCI/yuzz/66xibSSZKbCr9QGN/stS6pncUW5q1bk3mJrac4cBiofG1MhwtLPVNe3zhCd5mMscJXBIBs+wDn7IHZ2Jqe6gqLwUqSjJrk0xBiT/R56up4dJ/+ffepRMmE9KkY5298tiNyxYtfLTk0A8JFh4cRBBM/o22WCcv1/qzmN11MsiKx5Qyysv5vD/f+dueV47rH88z3yk7Wfkb3dCfys5uDYw5+7uanRJU1vikP933VJFsNfPxZi6FyGbqA1E8fdpZYOkw9KeiLfMnN47NB+dvtTnap13z7iuz/1pzqshhMUECEJ6r86ffljSoLC0GjgiyLEsypUQmhJLC48JPr774x5G9uqbwXK0/68cmuwcDrY/M8/6+yb9rWFM72bWSpBYLEtR4ZfnOe2YX+Uw8jbdwabxsoV72rY7IJM6RDF63C3weN+WAY6n5/v6EUK7ohHv3X1/5esLsyaTJZKknP8i9es1/ltyct3PDYLOJc3AmE9tdmlP6VaAkKS1DuT+pTGX2Fxn85da4XKWmtPMKxzw4ctyKyWoCrJ1KFIo+NEfrtM7BEXBLCQa5vtfgy08d2LlBEbrwHQIIQsZIUczd1rTMyOSrzV+eb3t4yhCnz1UZ5pgJPDphaSW8OWuy5D3ApkG3iuPSGx7Zv/bDF9nOCCqHli1av3HACVnTZPEXNg260REZf7JKsrqPcObn7gwhsTtUOwkI5q5zRe/PM3Q7swU7zmjVNX3eF1vmTps4Un3EGaqdALyp2/uSbz+bBh01f068+YmSz5a8wPbiC2NsanuKF7I+kcRcNg1a3xEhf+prhPFnh7kzNd6g1taCjt0v2FGYu3twONtFOAE69Boztmj/f3PCWa5WWbO+osJzEzMrvc6KEDrs0FrJ7EzKOv/miqNfLQ2thPBfNeiimxbt+nrV7WEtmfCQmHnezMrjm+aEtdwghbXrNOBA2fGDPaNWJyHg6HDei6eLtjwUtTqDVHT7Y+8+9M6zd8/T/8pXu+D4jPOWVBdtvSWadg4Z94cVO75cdl0064xP7/1pdfHO8C90EE0jDKwLBTjC8B0d+q45feLwZarPpMqrXPVvU0Gm8MOltz90x9pFzyyKcPPPFM9ezwjxWRWSs0z3aF7LlmB2nj/+use+X784urkVGlA7dh/6ZGHu3tlqHXZL7Ow5ZNzLv3y/+v5o+ZPVY0vt/o2rtGB4OGNTO5UNoHPfESuP7d1wfTTt1Krr0mvuuHjtqmUb1N61B7NF6/eMnufnFP2yaWw07czqM/KZ/H0/PBZOf7KytOxM69p/xz1Ttg+bPZuo7RMZTfPbZF0owBF2mz2t93+dJUdUZyQHu8EDNY19H7to4o2Tvlr95icRbn7EBViz/YSD/sPG3/fT9k+iuj6rVps6nDPkiRN5+5/SK8DadhLI7jvq74f2rFftPCPlY2tKt2/c5UVhFWDtthLIzB7yTsGhTX+IlE16y/3NlTdduG71fzaGW4DTuwxeU3x0yxV629OS8zN7DX+q4MCPT4RbgLXalNaxX05xwbcXBV6hrCUW/fqvRQGOsI8TMvqtqyo6VLv0Y8PKWiLAE66ecv26j19dGeHmnymeLdX27NzMCtFZkaC3zlDtZJtJDLrgsgd2bfuIJci2iiOr98in8/fvejzsAtxv1AuHflr/cDSNtKd2/85ZWnB+9DpsAp26D33veO5GtkZjqzh+e+t9l37+/tv/C7cAt+86eN3JI1sujaaR3QaOff7w7m/ZOp9NjpDfzgQbAWf23Vp8/LvRKMCheRoFODRuzb4qvev5W4qP7B2p96bQrIBw0PeC31y+d9uq/zW7IS08cflyyt98e8dKX80ptiu6rqMlAtzp3KF3Hd//9Vu6KozgyX1GXPnyvm1f3BduAU7vMuhvxUe2zo5g05sUnZTR+6dTRUf66Y3NkP0JBFKy+r9enr/9z9G0U6uu2x5dOGXxPx59J9wCnNypzycVx3fon5zUAjADRl/75o+b/3tnuP2p5e/E9j2+rDyxewKb2tyCpsfspYoAa02/1lqkWus37V2UtOsMdTp4S+psiS2BomfW8sPDlr8xZ96B7WtGguhheSpKigqpXWTdGp8EHlc1UJa6wnYMURbUVzwCZqtN+T7s87iVs9lVdQcxpYgZ/S4ac3zzwu1qdUfCZ099nD/21afu/6T48C4HiG6ibHWoJK/4rbElpIDr9Kna5je0xRafAF5XjZLKwJJ36ttpsliVMnweVxM7wZQkZvQfd1PBpgWqI/1Q7QQIbWbxE0uP9t3w6aL7tn2++E8gK0sFsr3xzvrTnqD4SxR9Te00W4DwvMKhsT+BTxAzBk6YWbBpwQK9/gwW8wFjc1neBe+/+vTrh3/Y0I8wf3IsZfqsLcyf7upKluqhpJvV95nVHg+ixwui6G1kJ4BgEohgslB3TXUTOylnFzMHXfHi8U3zVUf6kbgHtfq3R5Yc6HYi7+ffvPf8g68AiITKUgN/mm3xIEsi+LyeJnbyAkfMFjt1OasU/7Oorsutl8EqZp332w/yNy9QzcUP1WdaKjVrSd6g9Z++c++2zxfdQZRdlGhtopy/32D+9DirlFTBxvegmd2DhCgpQ41jk+32ZrUn1N7bje20SBl9x60u+vZ11VX3WmZn4Hs0Uvd9pHRHy284Ao7gs9fMt352ZA/sxdWUlsb5ZFecLJ62ApiBF30K9wSHgzid1eAVZdlsNgNH40Qws7xHL7HwsrLogNPl9v9milNy3STZTau+7ZYLfwOYTaI38WHWoh+SunYdBBVymd3trrRzktvEcyxT1kQl0UdS26WQkxXFACIvxwnxVLYISq6l6KnhHXYr39BOXgSzRdNOQaa05IpMv52tZILH9MW77ZlZnU1EMll8Ummc5HEqM8J5zkLA61Xx51k7OV5mO6GBs7KhP8HrgYqd5xz8299Yjxm9UcSs9w8m9D23O8krL7XLrso4QjwWFmfgBWD+TGiXQioqKgBYbAKLP78t1OXk4hw2QfFnjSyb41nc1rNTdpvs9ngoLSunvBBHBbMgCSYzZXZOvfIctn9mVO3UFK1FedakrklWnhdMXt/pONHpjGcAmD95mVITz3FsqRYv81kgO0+XU16Oo3azIEnMTgAYaO146KKLQIqmP+/55574oX0yhZIan1Wirjgie23+2GTK6gXmT2dFBcheSeKsFlLnMw/zp4VnWy+d7Wtq/cl85qYec3Iy8+dpyu51i9UkE96kTLiST8vHHry+kzuadkawuzakaBRgQ7BjpUgACSABJBDrBFCAYz0C0H4kgASQABIwhAAKsCHYsVIkgASQABKIdQIowLEeAWg/EkACSAAJGEIABdgQ7FgpEkACSAAJxDoBFOBYjwC0HwkgASSABAwhEHQ7wtBz8yKz9VPNH8EXAAAFiElEQVTQ3LIQt1YM3U5tv0Ust8wAOyNhSzB/hpqjrl1ukDzgENkGs0UrUiJjZ5A+RcPOSN0PoZcbus+0tlvVak/wfPHQclVbEiehbh3bKu3U2hEpxHswuJ3snlBP94tE/6bcgRq24AjYkOcerBQJIAEkgARinQAKcKxHANqPBJAAEkAChhBAATYEO1aKBJAAEkACsU4ABTjWIwDtRwJIAAkgAUMIoAAbgh0rRQJIAAkggVgngAIc6xGA9iMBJIAEkIAhBFCADcGOlSIBJIAEkECsE0ABjvUIQPuRABJAAkjAEAIowIZgx0qRABJAAkgg1gmgAMd6BKD9SAAJIAEkYAgBFGBDsGOlSAAJIAEkEOsEUIBjPQLQfiSABJAAEjCEAAqwIdixUiSABJAAEoh1AijAsR4BaD8SQAJIAAkYQgAF2BDsWCkSQAJIAAnEOgEU4FiPALQfCSABJIAEDCGAAmwIdqwUCSABJIAEYp0ACnCsRwDajwSQABJAAoYQQAE2BDtWigSQABJAArFOAAU41iMA7UcCSAAJIAFDCKAAG4IdK0UCSAAJIIFYJ4ACHOsRgPYjASSABJCAIQRQgA3BjpUiASSABJBArBNAAY71CED7kQASQAJIwBACKMCGYMdKkQASQAJIINYJoADHegSg/UgACSABJGAIARRgQ7BjpUgACSABJBDrBFCAYz0C0H4kgASQABIwhAAKsCHYsVIkgASQABKIdQIowLEeAWg/EkACSAAJGEIABdgQ7FgpEkACSAAJxDoBFOBYjwC0HwkgASSABAwhgAJsCHasFAkgASSABGKdAApwrEcA2o8EkAASQAKGEEABNgQ7VooEkAASQAKxTgAFONYjAO1HAkgACSABQwigABuCHStFAkgACSCBWCeAAhzrEYD2IwEkgASQgCEEUIANwY6VIgEkgASQQKwTQAGO9QhA+5EAEkACSMAQAijAhmDHSpEAEkACSCDWCaAAx3oEoP1IAAkgASRgCAEUYEOwY6VIAAkgASQQ6wRQgGM9AtB+JIAEkAASMIQACrAh2LFSJIAEkAASiHUCKMCxHgFoPxJAAkgACRhCAAXYEOxYKRJAAkgACcQ6ARTgWI8AtB8JIAEkgAQMIYACbAh2rBQJIAEkgARinQAKcKx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mediaID="Cloud2_cst_cloud_sprite2"/><costume name="Untitled" center-x="37" center-y="66.375" image="data:image/png;base64,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" mediaID="background_cst_Untitled"/><costume name="goomba_run1" center-x="19" center-y="28.875" image="data:image/png;base64,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" mediaID="Goomba_cst_goomba_run1"/><costume name="goomba_run2" center-x="19" center-y="27.875" image="data:image/png;base64,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" mediaID="Goomba_cst_goomba_run2"/><costume name="goomba_run3" center-x="21" center-y="29.875" image="data:image/png;base64,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" mediaID="Goomba_cst_goomba_run3"/><costume name="goomba_run4" center-x="21" center-y="28.875" image="data:image/png;base64,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" mediaID="Goomba_cst_goomba_run4"/><costume name="mario_idle" center-x="43.5" center-y="87.5" image="data:image/png;base64,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" mediaID="Mario_cst_mario_idle"/><costume name="mario_run" center-x="46.5" center-y="87.5" 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mediaID="Mario_cst_mario_run"/><costume name="costume1" center-x="240" center-y="180" 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" 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