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id="7"><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Cloud1" idx="4" x="-173" 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="13"><costumes><list id="14"><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Cloud1_cst_cloud_sprite2"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="305.0112680288459" 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="reportVariadicLessThan"><list><block s="xPosition"></block><l>-300</l></list></block><script><block s="setXPosition"><l>300</l></block></script><list></list></block></script></block></script></scripts></sprite><sprite name="Cloud2" idx="5" x="-167" 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="46"><costumes><list id="47"><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Cloud2_cst_cloud_sprite2"></ref></item></list></costumes><sounds><list struct="atomic" id="48"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><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="reportVariadicLessThan"><list><block s="xPosition"></block><l>-300</l></list></block><script><block s="setXPosition"><l>300</l></block></script><list></list></block></script></block></script></scripts></sprite><sprite name="Mountains" idx="3" x="196" 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="79"><costumes><list id="80"><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Mountains_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="81"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"></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><list></list><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><list></list></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="xPosition"></block><l>-300</l></list></block><script><block s="setXPosition"><l>300</l></block></script><list></list><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="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>300</l></list></block><script><block s="setXPosition"><l>-300</l></block></script><list></list><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><script x="20" y="413.5"><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></scripts></sprite><sprite name="Goomba" idx="2" x="196" y="-76" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="196.35,0,141.37199999999996,1" pen="tip" id="155"><costumes><list id="156"><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Goomba_cst_goomba_run1"></ref></item><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Goomba_cst_goomba_run2"></ref></item><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Goomba_cst_goomba_run3"></ref></item><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Goomba_cst_goomba_run4"></ref></item></list></costumes><sounds><list struct="atomic" id="157"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="261.12364783653834" collapsed="false">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="reportVariadicLessThan"><list><block s="xPosition"></block><l>-270</l></list></block><script><block s="setXPosition"><l>270</l></block></script><list></list></block></script></block></script><script x="20" y="183.41666666666674"><block s="receiveGo"></block><block s="setHeading"><l>90</l><comment w="140.00000000000003" collapsed="false">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="false">Forever animated walking</comment></block></script><script x="20" y="361.91666666666674"><block s="receiveMessage"><l>Restart the Game</l><list></list><comment w="218.46153846153854" collapsed="false">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="Mountains" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Mountains" s="yPosition" style="normal" x="10" y="36.10000199999999" color="74,108,212" hidden="true"/><watcher scope="Cloud1" s="xPosition" style="normal" x="10" y="62.20000399999999" color="74,108,212" hidden="true"/><watcher scope="Cloud1" s="yPosition" style="normal" x="10" y="88.30000599999997" color="74,108,212" hidden="true"/><watcher scope="Cloud2" s="xPosition" style="normal" x="10" y="114.40000799999999" color="74,108,212" hidden="true"/><watcher scope="Cloud2" s="yPosition" style="normal" x="10" y="140.50001" color="74,108,212" hidden="true"/><watcher scope="Mario" s="xPosition" style="normal" x="10" y="166.60001200000002" color="74,108,212" hidden="true"/><watcher scope="Mario" s="yPosition" style="normal" x="10" y="192.700014" color="74,108,212" hidden="true"/><watcher scope="Goomba" s="yPosition" style="normal" x="10" y="218.80001600000003" color="74,108,212" hidden="true"/><watcher scope="Goomba" s="xPosition" style="normal" x="10" y="244.90001800000005" color="74,108,212" hidden="true"/><sprite name="You Lose Screen" idx="6" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="214"><costumes><list id="215"><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_You Lose Screen_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="216"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="243.07692307692304" collapsed="false">When the game starts, hide the losing screen.</comment></block><block s="hide"></block></script><script x="20" y="90.83333333333334"><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="20" y="160.66666666666669"><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="doBroadcastAndWait"><l>Restart the Game</l><list></list></block></script></scripts></sprite><sprite name="Sprite" idx="7" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="240"><costumes><list id="241"><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Sprite_cst_costume1"></ref></item></list></costumes><sounds><list struct="atomic" id="242"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveGo"><comment w="266.9230769230769" collapsed="false">Hide the winning screen at the start of the program</comment></block><block s="hide"></block></script><script x="20" y="90.83333333333334"><block s="receiveMessage"><l>Restart the Game</l><list></list><comment w="306.15384615384613" collapsed="false">When the game restarts (win or lose), hide the you win screen.</comment></block><block s="hide"></block></script><script x="20" y="160.66666666666669"><block s="receiveMessage"><l>Mario reached the end goal</l><list></list><comment w="302.3076923076923" collapsed="false">When the player wins (Mario hits the right side of the screen), show the you win screen for 2 seconds before 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="doBroadcastAndWait"><l>Restart the Game</l><list></list></block></script></scripts></sprite><sprite name="Mario" idx="1" x="-184" y="-56" heading="90" scale="0.5" volume="100" pan="0" rotation="2" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="266"><costumes><list id="267"><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Mario_cst_mario_idle"></ref></item><item><ref mediaID="Mario Videos - Video 4 - Winning and Losing_Mario_cst_mario_run"></ref></item></list></costumes><sounds><list struct="atomic" id="268"></list></sounds><blocks></blocks><variables></variables><scripts><script x="19.666666666666686" y="10"><block s="receiveGo"><comment w="399.876953125" collapsed="false">Loop for moving left and right This script moves Mario left and right when you press the arrow keys, stopping him from going off the screen. It also checks whether he touches a Goomba (which triggers a “lose” message) or reaches the goal on the right side (which triggers a “win” message).</comment></block><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="reportVariadicLessThan"><list><block s="xPosition"></block><l>215</l></list></block><script><block s="changeXPosition"><l>6</l></block></script><list></list></block></script><list></list></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="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>-215</l></list></block><script><block s="changeXPosition"><l>-6</l></block></script><list></list></block></script><list></list></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><list></list><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="reportVariadicGreaterThan"><list><block s="xPosition"></block><l>210</l></list><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><list></list></block></script></block></script><script x="19.666666666666686" y="467.83333333333337"><block s="receiveGo"><comment w="212.87695312499994" collapsed="false">Loop for changing costumes (aka animation)</comment></block><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportKeyPressed"><l><option>left arrow</option></l></block><block s="reportKeyPressed"><l><option>right arrow</option></l></block></list></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><script x="19.666666666666686" y="664.3333333333337"><block s="receiveGo"><comment w="101.33849158653845" collapsed="false">Loop for jumping. Separating this from the left right motion, means both can happen at the same time.</comment></block><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><list></list></block></script></block></script><script x="19.666666666666686" y="887.9166666666673"><block s="receiveMessage"><l>Restart the Game</l><list></list><comment w="216.15384615384616" collapsed="false">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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Mario Videos - Video 4 - Winning and Losing" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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mediaID="Mario Videos - Video 4 - Winning and Losing_Stage_cst_Untitled"/><costume name="cloud_sprite2" center-x="240" center-y="180" 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" mediaID="Mario Videos - Video 4 - Winning and Losing_Cloud1_cst_cloud_sprite2"/><costume name="cloud_sprite2" center-x="240" center-y="180" 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" 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mgwIWpYrIWFFNpKrt2WBgBKuyzLDSvwZ4mhomlRKLskxckahfY1YpnwRQTZhYYCw/GezwtF0pCPXFRrFuqT2rfq0juz5fr9vWMxgtDI+xcUwu/sP5Mx0+vP1xPzyXUpin1UOnkF+zkpznUSjquBydpoYKMswgy9y1jkZTV24x1i3PsTxdbhEfLjYats4XDQ+Wm4x3nzsXmN/QOkr1f7x4/HEcPe6BuzuJXPqqwzz9Y2qLSgVEhVxNj99C5bWUUvK91OTptC9UWk230KNRLrNZUWTUw0KPx6JWYp5BB99gCk3n/QhFKFR/X++auWNNbjSd8UPkFdJ285qFZzPyvIbUjDQl47LAoFBsKzBoayusRo6Nalw99WpRqNDeGsbhRjfi9Gqeap15x0Je9+UohgfjUAnSfmRmoTk0cQqVMVo06bS0N4hM9mytQ6dZX2Q08ErZ3I3qaa6FXWns/5ML/7b3O7xzqB+XhyNgm+/Z+mQxlAcHNgdns8+lYyS/oy/nQ+HId1SGHZknyHKkKDAo5fkWWomUv6bYNGrED3GOdwAAAkhJREFUhoEvP/fggw+HsPuPPdj1u870zjfa0jtfb8vs2N0GBufuVux8oz2z/+RAxk+7MLbTumbDZGQ7xuFwFI3DHpx1jXYPhKJ7SH2YMLHAeLqREWOOowvlf1CMNPlLjSJ0USWaTgTx+ts93Tteb3vT+Xqb88XdbU4nYcfuVufON1qdX5wefmUgFPn2ciCcSV55e03vgHmyxx/CqSE3Tgy6483u0cNDkeg/U7nfE3oJE2TZhwE2KHqPsywz/Tio2TykAdLe9KtEIr0zmUw7k+l0Pc0zAhic6TR2dHkDL7aMeD9tGHKHm1wenKd/L511jxK5EUYOxwcYSVf05LD7yy5/8JWxZMpJDJhXuymVhHmUZdJ0CQ6GI+EBegSU/1HChkUeQ8eo/0x3MPgBVZpomPKThUXmzzq9AWfDoNt5emjkN02u0f86NeR55+SQ+80TAy6697xIfTsTqYyTKjKPskcfp/yEXCXLFIf7g5Ev6RGk2kf9CMQT0g6fGaaDPAdGsmnYkznjHm2gx7eLFu0hKsf4UzKrMIecpMu/BhNJ50h0zBmMx+tpxdeTrp5qMPya0qOEGGGGTCbbkMpk/uVyIPTmyUF39/EBF44PuiGlLD8Zg+4MLYCLp4bdu8mrzrFUinnVN6P12RVsQAEyXSScJ/QQggTiTNdryGSyrBj7rr5zdCxW3+rx7SDSvybCrxHeJuwh/Jbw0qmhESeFlfpIQppXn1DFEOEvLtPJsg7ZvGMTm80d9mhYysDyDCzP8AcqPPunQDL8JeR/AAAA//9twFLOAAAABklEQVQDAOqLMFa/jvxhAAAAAElFTkSuQmCC" 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mediaID="Mario Videos - Video 4 - Winning and Losing_Goomba_cst_goomba_run4"/><costume name="costume1" center-x="240" center-y="180" 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" mediaID="Mario Videos - Video 4 - Winning and Losing_You Lose Screen_cst_costume1"/><costume name="costume1" center-x="240" center-y="180" 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zg1HwgH6bEk3Nx1CL94Uvv8q8fHSGMSedVOmMMXMu2mrshEgrwHrtT79nf9Ljse09o0eH8x8BDqcusCQBAhov0o/Zn2Clmc1aREQ/4LiF1xbRz0cPBP5Ma3tMlP7IN09zyekd2wW3PmDm/MYPXVyagaPb5rnsZ561x4UJFJeAfp/6nUqAS78NtXYnwfHCxr6an7HU78yf9DhJEqnsQoBTwV7MTKedfNgV/PjgXBdOKqDJGPs+eWFFdnpa1kpefou04oCYNtpGx5TV4rbJjzx2lg3G4h986LUu3a4rvmm63/E1t5124OCD5zkT5vz6j1yYQPIENGtYolft9JCYlDWaOKUeqpLwnsj0pPbjJ0ITe0P3XjDxzkD3IMCBVkwezZpxRrl1c+xn5Uk3SZRV4uuP/0j89C6vBFhimIQN1Xn4oh/nOLBWmDryg9ExsxMG1PqQxoldiXtD977JHD6xCMecFT8wc1Z8P3EbyHCMgERX4ie/2qk1qq5gxatreOyMaP8qXf1O9RBgU9ZkRb13f+r/+zsbNaGv62h4K3+1QAAAEABJREFUw7IJ94e4AwEOsVZyatPMpXtdyY5uK7/36SJjCqjV64uvftDqbm7lXd4oTPUF+NDjS6NIsmYa++78VRc/Z1Tkpi8YdttjgfT++q2Wue/4enqGFDhnCZ6EVb+TyTCoRarjnnnbNSbqFrHtcvZ/p3pQ1Ot/eu9eXcm9H9g4mXmlfbKxFMjIHwQ4IxWVBzNnnPGcK8bxwW7z8uEZbjvOgJ6sbfqaGakftN1O09cDgMafZYNsjKMVfHDjOWbf+rIAd44KsPILwdH6Tb8WJLq21atrUBbpmlTPkHV6D14tUe2Tk/hKhH2xVHyzTvlXdznrIVlfXPN7p3qvf8Sc+g93m+63f9P48Y3kK9sbOT7uYxHguAmTfgUBX4STbAVXGBHQht8Kjnoc+KXhDrP3by5xpZ3z1ieDGvsNpfXrAOU8YFu6asVat/+ut4wrtWYPW/GVr/fgteyqPiRihfil4VlG3cVy4xJoIEIPALLLnqL0NSFyoofkOf/5SbPgo58xZz+5xtTTIla6/quEeshVnooPwSHAIdRCgWzwu6GTGgfWE71FPDSwzOjmYbfT9mctf8qZoFV93EYEgX2fuNAceXJhKaWTpr9k5v2Pfy6FQ/hD6zfZWpBQqqVphdf6tstWwiex1cIz/kOhb2XP1ZvNkvvvNP5rPWoFK13/uEbC/m9R8zLU5TxR/o2k6x+r9NTzZeP8PG1cWj4CnBb5guY7w5uIdfRn5ddP4sShp2krwvrxDQU0UUM3B938VH7dDOUUjsId+WF54lXvn200M1+9K4pkI0mD1m8kGOtKRC2+4Q3nT3DsWLS+TiYB9luLY3sq/2r/kgfWG3VL2z1qwWoM124362uct60ruhXnfDvauuNJ18+jmTAC3Aw1zmmawIzTn3fnHvt5ci/Fz736UZdvaONAs9/stYIf7nN2tho48sSpLon2vmddOO3A/r9fzsznBCvBH9rQxCYJbXX2/u+jel/1tkRS3dJqsdp9u65bZfRwa7fx6yOAANfHiaMiIqCJRzap488kJ8B6crf5RtnKtGm24refu8OdHtVN7PjObnPs6ZNduh2vC+MLQ1qLWl3j1rC5zHy2KGLzj3x/kUtbQisB9sVTXcr+79IdPEVAIuz33uxec9kUZ4S3O22LEOC0a6Bg+fs/9CSFsOPcnY70yOPxLnrhMkoxcOT75e5nTXybdvILKVpTznrf+guNHft/xW//f977LaOJJaQHOv93pm5exfm9QFqeUXGNGqDf8vybH3SnqZtbY80uIubArOXbxuVQK27cQQFFIMABVUYRTNGP1pbTvzHYuLj8ttGxJfu0rjySzFv5Je0Of3uxy7LjvDC6n498b5HZ94nyK1H+xBhnLIFICRzWRwtOpKiWroIaE/YFV+GhJudFaH7Fwo8NKNmSGx4da05KhPUwcdrDHy/NhtaMaIUVVzIkI3/SFeCMQMLM6AiMCeHYhIiXj8wwx3e/IrrEp0jJHwfNuwD7KGaeHcbkK4nvy0enl0yT+Ha84eelMH/iI+D39rx0YJbR7GcJcHWOEuHquHq3a4lwrTzqTa+R4zrO2270frCcwo2cG8KxCHAItVAwG/xW8PEEx4E7+srd0C88HMan+IpS9VoQZPj+N5SKO+2Ug2buVZtLYf7EQ0CCqtnJvgDroVMCrH1R5yoR1kOVTTeOPGzaefIR4PRqs7A5+wJ8bHt5olDcQPyJWKG9Dxx32dNOf39V1/OM08qz4dO2LW/565Ugrd2s93MVTqp8rb7q89LQrKRMDSYfBDiYqiiOIRUCnGALWE/p/vvASXWTFadma5d0/98vN1YI2l8zSOu3NqZIYvesWWmql3WcKGE7Jqz9/sOptpNy9veo/OJ8KD7yRHkmuPIKxSHAodREgeyYfup+Y06U9/iO7hOhZDy9gmFzkgDTVWZpxOOPe+3oqkdN2+yj8WRW4FR1HWvyk65pi0GTDv3XjWy89Tsv3Wq08pWcFoSx8Un6STwUq9vdX2UurYeNWlwR4FpUiIuVwPRX7nfpH98x14WTCCTxg2+0HP4rIY2eG/rxz916sXvtaPaFPzHdV3wzdJMzZ58EZtsFHzSagWyN14IbWtZxqlnBEiM5e14afvVDscRSDxRR2KJ0/IcSrWed1sNGrfIgwLWoEBcrgRmLygJ8bGeyAqyC+T943bw0OUXxCTqXlVotWiDeRqR9M7R2ROHvv/tCM/QPb3RJMfHKoYgsINHVNSyhsYnqtaDqLwnZfSH61Q/FO955pfnJa242pXHs0S51lU+TyRp9UNV5ejCxbNTdrfWsQ2KAAIdUGwWxZfqiYVfS4zu6XDipgH7wftecxs2SytvPR+KrG6iN040zpKdza1cz/qHNZ5vdH1rpTu3+r1tM50Xfd9sEoiGgRTRsShrTXXzfnUbXt43Liq8vMFXbKsFV61VCqs8fSpB/tOhW89M33lga59bvVvvkNOPbCq18/bYUr7BNt1Yedl9aPgKcFvkC5+t3QWuM0L4bmiQSvxWsFqidJJSUDbpBVItvFm+ctXjp3e7dN/6O2zXr/KfNvFv+yW0bQrEQ0JjuVF3OsWQcQaJ68NTDg15l0oPEZEmqx0q/VyvOElrN+B7asKz0nrNavcMbyh+f0MO20lYek6Wbxj4EOA3q5Gl8EU56HFj4daPyv+iixeQVH7fTzWPHu66sGK9TyzdO8T2+J9mJbntu/i1z9KmxL11NmztiNO7W1nkkbrSk3yCBKIc71AKVIDZogjtcAqpu5t7rN5nTH1lX+t6vRFMPyhJliai6kN0JNQK2Rey3evXbWnL/eqPfe41TUo9CgFOvgmIa4HdDH0uhG1rU59/yeaOZogpLGFu5gSiNyZye2CW86j5Ti9seqxtEnOKrfIbve728RNzzd/yGOfDZcn4S347XP5NI3hnJJAgzF919j4miRajrWte0BNQXPglmvQVVa1UCrpasupmVplbMk2hKgNV1LBG1H5KQ3do3WfrKXwIe929rMhvq2YcA10OJYyInMMObiHU8hYlYKpB+5D3eZwp1A/BvIjqmFae0hgfOd2NWvvAq3TjFt/uKLcqi5F4emWmGB5aVwnH+Ufme+9tLXBYnv//fTNfvfcttE0ieQHvfjopMrTBJxCp2NLihB1a9byynsD1drVSJ+1QCaY+X7y/gobSUpoZo9Hu0Tg+vtoWr60wirXOrnS2fBLsRG6rTSWobAU6KNPlUEKjogk5JgGWQnrB101BYgrn7ptY/qaabiG4WGosavLbfaFvpW2dvEnE+nU8ffcCZ/Ws/slma4Qfe4MJxBI7+9BSjm6RNu/PSJ8wpNz5kN/FTIiCh1Xu+us7ltypM6iaWOKrV64ugepKUx5nfWDt5y7oGB9ko0VYadrdaxVZ85Ut07b5qX78n5R1F+arTjnsbAY6bMOnXJDB9oTcTemdyH2SoZcyCdRtctFqsmn3pIhoI6Fw9vevmpO5sCbo9XTcXjTmf+fW1ptWboE1zKl8zj+0xh776C0Yiabej9p+94iqX5Mxf2G0W/M1n3TaBdAmoFSyBkt+oJbqGdV1LdPVqkGYjSxz9dHRd651j5eHHNxKWCCsNvb882XkaD1Y+1lnR1XYz5ZssryT2IcBJUCaPcQQqBHh38q8i+Qapq0pP0TZOrVcbruXrpmTHrPR0ruN1c1Jr128V6Fy1rjUOqpvLwnUDxl+GU/vjdHrtp21OefLTgftfF0t2O//47ebY0yfW9D7pZTP/rz9nps07EEteJBo/AfXY6PrWw6S9riW6uu793PWbkQDqutZwjr+vmbDS0PvLSlOCWu0Ur/FgPz5jojsOCwI8DgkRSRCYNt9rAQ+mK8Aqr24i8uUkorrhKFztJLjqWt5z08rSKw/arm7t6hw9yatbTV1yPVdvNrq5KD5Jd9Kso6arvzwGe3BjX+TZ7/+7X6mYdDX/I58zs3/lJ5HnQ4JTE2j0YwbqTpZTC1fXsR4k1Xsjp+tbv4PqXPVAqVaoJjipJycOAVSavsjasOKr7cn6NgKc9RrMqP1+C/jFlFvAQqiWqX7oCsvtvX2FqX7ilyjrRlUdr+PldHNSGupm1pO8utUUn6bTg4DN/8gTpxp1RdvtVv3D315idv/lf3HJzH3n40bORRCInYCuOZvJ0MDYe7B7P7rCPRzasFqzchJXLWYhp+5kOfXc6Dg9SKr1a9Ozvt7LVS+OWqB6oFQrVL1Gdj9+8wQKJcDNY+LMqAlMD6wFrPKNtVQPK1iaOLV7zWWlsP1TveqQxNY6tQh0c9K2xNyek7Y/+1d/bNrPfdaZMdlkFndQHQEtnvLz33y/O1Kt3vl/xbivA5JQQBP5rAjrwVBCWsupNStXS2CrTW3rOmz04KZZ+mc/uab0Xq5+G3lsgVaXPeltBDhp4uRXItDWedTIaePlY9PMi/vmKJiqa+saMQv9CVkbzi+1JKxR/g2o9/pNRmJrXcgtgs6LttoimAOfP89o9TEX0WTgp8v/3J2ph6kFt93ntgkkS0At0mZy1BiuXFf/Fnct60Hy7CdvMurBkbjrN9FM2pxTHwEEuD5OOTgqvCLoxm2tOj6Y7kxoa4e6jXVDsttqTajrWdvap244OYUVV+32nFg8vjo+ze1XrPyey17iKxF2EQ0GXhyaZbad/xfmuPcZyQW33W9mnP58gylxeFQEdC3qmuxdXflQ6G9LWOU0PPKqHTcYOY3hyi1cN+AEOOQHyah4hZQOAhxSbRTMltDGgS1+3ZDUBWe39QqGfTWpvW+HkbP7fF8TVzSOJtGW7+9LMzzzVbvMKy77rjPh4BfOc+FGAvvv/hXz1C/ePCq+5S9YzfvQP5s5b/1BI8lwbAwEdE36glsdlrDKhTQ8EgOGzCWJAGeuyvJjcOVM6HhbwI1SW3jHgNHkE3ueJqtYEbZxvq/xNb26YeNCu9F1/lZZgGWrnLW1Hn97/zVm94fKE646lv3cLB74hOl531fqOZ1jIACBGgQQ4BpQiEqGgN8CPh7ATGi/1Br7WvLAeqMJKYrXBBfNFpWvbd8pzv+Yg8bV1C3oH5N2WC3gma/e5cwYume5C08WOPCF15ofn/HX5tDms9xhPe/+qlnymfVm9oW8buSgEIBAEwQQ4CagcUo0BNpmj804VmovPhdWC1g2lUT4/judCKsFrJawBFf7rRvasKw0a1rbEmx1YSscjhuz5BW/+Z2xwOhfjQPvvOYdo6GJ/+/+i982O9/9+0YznnXUzKXPmVeuv9fM+/AXzEkdxxSFgwAEWiCAALcAj1OjI3D8uTlmeFTIDvzT66JLNIKUNLbmz4y2Iuy/zuELcnf/lkRXu2qkiL3XP2J6P7DRnWJF+OiPFrg4BY58b5HRV2n2/325layPKiz+zCcqxpJ1LA4CEGieAALcPDvOjJDA4S1nmMHrVpmd772iJMQRJt1yUupO1juRNiGJsASq1jiq/2UXe3xIfi0R/tmvrza7Vl9u9t721pJ7+uJrjcoouzYodW0AABAASURBVKf1HDLz/+YBs/CODRXfcNa+rDjshECoBBDgUGumYHb5Lcq2rvL6xaFg0DuRvgir1auVhTTxqtElANMuU7UIy56hT19g9t5+UclpW27Oih8YtXrn/sHXtImDAAQiJoAARwyU5Foj8Irf+bbRp+xaSyWesyXCet+yras8dl169eiuC12GdlUiFxFoQCK84NYHTMd522taeMqfP2xOvedTFTPBax5IZOAEMC9kAghwyLVTMNtmnr3bLFj72aBLrTFhfdnIf0XJGizxlUjb7dD97nd8zZz28MfNwo9tKI0Na3xYTgs2nPynXwrdfOyDQOYJIMCZr8L8FGDB/7rPzTgOuVSaHX36I+uMv2KW7J13y4PyMue6Vn3LqEVsnRZsyFwhMBgCNQiEHoUAh15DBbFPLa9Zb/xZpkqr143UJa1Vh+RrslamCoCxEIBAqgQQ4FTxFzvzWcu3OQB+2EVmIKAuaQmw/AyYi4kQgEBABOIV4IAKiinhEVBXp8Yg5RQOz0IsggAEIBAfAQQ4PrakXAcBzcKVq+NQDoEABCAQOwF9TEVfNYs9o9EMEOBRCDH9J1kIQAACEMgQAYmvnL5mJhe36Qhw3IRJHwIQgAAEMkFArxJaQ4cHzrfB2HwEODa0BU+Y4kMAAhDIGIHOS7c6i7Ucq79Cn9sRYQABjhAmSUEAAhCAQHYJ6B3/zovLInzw4b5YC4MAx4qXxAtKgGJDAAIZJdB+7g5nudZ8dxsxBBDgGKCSJAQgAAEIZJ9A3B9aQYCzf41QAgiERQBrIJBhAv5ErKGBZSbOVjACnOELBdMhAAEIQCBaAl2rthgrwhLfoQ3Los3ASw0B9mAQhAAEINAiAU7PAQGJsC3GyONn2WDkPgIcOVIShAAEIACBLBPw13bXTOi4FuVAgLN8lWA7BCAAgZAI5MQWfdms56rNrjTqinYbEQYQ4AhhkhQEIAABCOSDQFv3iCuIWsBaotJFRBRAgCMCSTIQgAAEIJAfArPe/JQrjFrAEuDhDZMuT+mOrzeAANdLiuMgAAEIQKAwBPSJ1MX33WnazykvzHFse0+k5UeAI8VJYhCAAAQgkBcCEmF/RvSRJxZFWrRcCXCkZEgMAhCAAAQKT8CfEX3k+whw4S8IAEAAAhCAQDIE1Aq2OenrSBoPttut+rSAWyUYzPkYAgEIQAACcRDwx4EPP/HKyLJAgCNDSUIQgAAEWiewZ81Koxm3Uba0Wreq2Cn4X0iKcmUsBLjY11VuSk9BIJAHAnrNxb5zuu2CD5aEOA/lynoZZr95myuCVsZyGy0GEOAWAXI6BCAAgagI+Is/qAWslvDgdf1RJU86TRLovHSrO/PI1kVGY8EuooUAAtwCPE6FQBgEsCIvBLQEot499ReBUKsYEU63htu6RkznxWURjqoVjACnW6/kDgEIQKCCgGbdLrl/vVn4sQEXjwg7FKkF/HFg9U5EYQgCHAVF0oAABFIjkNeMtQBELRGO6uafV25ZKhcCnKXawlYIQKBQBGqJ8DNvu8ZoHLJQIHJaWAQ4pxVLsSAAgXwQqBZhia9EWN3SxuSjjEUtBQJc1Jqn3BCAQGYIWBFu6zpcslnd0JqYJVeK4E8mCSDAmaw2jIYABIpGQCK85P7Kr/OoFVxkEc76NYAAZ70GsR8CECgMAX0YYMkD601X/xZXZkTYochcAAHOXJVhMAQgUGQCeid14boBXlPKwUXQmgDnAABFgAAEIJBFAuqS5jWlLNZc2WYEuMyCEAQgAIFMEaglwlpDenjg/EyVo6jGIsDN1zxnQgACEEidQLUIl2ZIX9tvtl/+Ht4XTr12JjcAAZ6cD3shAAEIBE9AIrzo7nvMjMX7nK2HHltqnl5xrdHnDSXKbgeBYAggwMFURcYMwVwIQCAoAvqQw+mPrDO9qzdV2KXPG2rhjqi+4FOROBstEUCAW8LHyRCAAATCIaAZ0hLgM7++1vhfVNLqWWoNq1UcjrVYggBzDUCgcQKcAYGgCcxYss8sqfqikrqhNS68764Lg7Y9VOP0EBO1bQhw1ERJDwIQgEAgBDQ2fPqmdcYuYSmz9ty00mj1LAmytnFTE1A3vv8NYC2IMvVZUx+BAE/NiCMgAAGfAOFMEZBYLP3GWtN+zg5nt1bP0rhwHK06l0mOAv7DSs9Vm43G26MoHgIcBUXSgAAEIBAwAY0Na4KWv4SlxFciLDEO2PQgTIuj9auCIcCigIMABCBQH4FMH2WXsGzjq0p116Nmj+thxZ7QeelWG2zZR4BbRkgCIqAuGk3u2PvRFUa+thWPgwAEwiKgceElfFWp7krxVxXrvHjr6Hj6SN3nTnUgAjwVIfbXReDgQ31GkzskwPK1XdeJHAQBCCROQOPCTX1VKXFL081QDQlNwLJWRDX2a9NDgC0J/JYIHNveU3F+W3d0T4kVCbMBAQhEQkDjwrZL2iao8WDNkLbbRff33rbCSITFQauMqfdA4agcAhwVSdJxBKKcJegSjTAwdO+bzN7b3hqJG75vmXl5ZGaE1pEUBJIlIFGp9VWlZK0ILzctWqLhNGtZ7+pNNhiZjwBHhpKELIGQW78HN/aZXTf8rtl7+0WRuME/WWW2r7rKHP7Oqbb4+BDIHAFEuLLK1Orddd0qF6lVxcTIRUQUQIAjAkky2SDQ1hl91/jIljPM9svfa9QazgYFrITAeAISGFrCY1w07qvZz9rSjHF11SsctcuUAEddeNIrHoHZy7eZ0x7+uOn9wMZInCX40gszjVrDz6291EbhQyBzBCYSYbUIM1eYJg1WWSXA9vTe1RuNlva021H6CHCUNEkrEwQ6zttueq9/JBK3+NN/Z07qOObK/fz//k9mxzuvdNtZD2gMTDPb5evGlPXyYP/UBGqJcJE+5LB7zWUVE696rt48NbQmj0CAmwSn03RD2rNmZULvvSpHXGgEZv/aD83ZP/iwaX/NoDPt4Bf7zPb+d7vtrAY0G1avlEmA5W+74ING4ayWB7vrJ1AtwuqO3X75e0prSPuLUtSfYjaO1DWvmeDW2nm3PGiDsfgIcAtY9a6ruip0c1K4haQ4NcMETmo/Zk7/0u2m6/f+3ZXi0Oazzfa3/5HbzlpANyE53249cEqAdZPy4wnnk4BEeNHd9xiNgdoS6ppQa/inb7yx9DCma8Luy7qv61rls+XQeHjU7/3atK2PAFsSTfiHHl/qznpxuMOFCURPIAspLrzjH03vn21yph76yqvNs7//TredlYBaOLtHu+GsvVr9R7NA7bZuUnJ2Gz+/BCRA+pCDrgG/lGoR62FMYuyvk+wfk6VwLfHVA0jcZUCAWyCsi9CerpVlbBi/uAR6r9tkTrnxYQfghX/9RbPjD//QbYceUItm8Np+NwamL+gsvGOg9G1Z/yYsgZZQh14e7GudQFvXiFn0qXvM4vvuNPqYg98i1j1wx7uuNHK6dlrPLfkU0hJflRQBFoUm3cjjZ7kzO87d6cIEik3g5Pd/ycz7y39xEA5uPMfsuOoP3HbjgeTOGNqwzFhh1Y1W4qsbsCxQWKsBKaybrS/UisPlm4DeINDrOGc/eZNR96yuD1titYI1R0CT9WxcFvw0xVd8EGBRaMLpyc+epgvR3qRsHH6xCfS898tm3oe/4CAc/Jdzzc73/De3HWrAX3her1/4PTu6xtUSsrZLqDUHwm7jF4eAumfVNa1V72yp9VCm+TCarOXfH+3+kHzZmrb4igcCLApNOP8Ca+97tokUOCXvBHre/VUz/yPlWZQHHvwls/OP3x5ssXVTkqhaA7tXfcsGnS9BnndzuUwaB/R/C+7ACAMkFSYBPZBplrC6pm3PiCzVEo52kpa2Q3OyT2PXwxvOd6apRa+HCheRUAABbhJ0RfdzH93PTWLM/Wlz37XZzF/7WVfOA599vRn80/ISd25HAAF/Jr/GfnWDrWWW3ov0J2X5S/bVOp64fBNQ1/SZ31hreleXJyCqxHo4k9BJ8LQdgtuzZqWpbqGnJb7igQCLQhPOf+qfvuT5JlLglKIQmHvl42bBrQ+44g5/ZpnZ9YHfc9uhBDSOZ22ZqjUw/5bP20ONbrD+uW4HgQgIZCcJCfDpm9YZ/+FMPSoSPHX3+o2WNEolG/whEw0d6jWrqa71OG1FgJuk6wuwuuWaTIbTCkKg+x1fq2gJD/3jL5tdN7wtqNJrARFrkF4/seFavq55f/xPLQt1Ydc6lrjiENB1seT+9UbDFBI4W3J19z7ztmvMT15zc2nGtOYa+PdQe1xcvsRXNtj0NaNfY9hTXef2+Lh8BLhJsv7THDOgm4RYsNPUEp7/V59zpR66941m1+rL3XaaAb8Fq/G8eta+7b1+k1ukQTfToQ3L0iwCeQdEQMMUp2/6mJHQ+WbpIU3X2uC1/UbjxOqi1sObrh//OBtu1VcLXK9IDVeN92oy4URDLK3m2cj5CHAjtE4c618sesoLoSJPmIYXOIG573zMzP+f5UlMQ5++oLS8X9pm66Zobai3VaDrfr43IWv/XW+xSeBDoPQBAwmdJmn1XLXZ6MGuGosEUt3CEmN1VatlXH1Mo9tKU6KuNCXw/rWd5nhvrXIgwLWoTBHnCzAzoKeAxe5xBOb+0WYz78PlMVQ9nac9Mcu/STUyJqZj9RCqQup3ofFghXEQsAQ0SUuzpTVR68yvrzXqnq5uGetYXTtqGaubWgKqSVyNOJ1jRVeirutR6VoXmvjKrskFWEfgxhGo6H5mBvQ4PkRMTaDn3Y+aeX9Zfk9YE7MG/3s6ryipxaCuQVktMW3v26Fg3a67f4s7NooWjEuMQO4IaGhD3dNqGb9qxw1Gk6CqxVjXogS0EfHVsTqnWnR1PWv1LrXC9bAYGlAEuMUaaeseaTEFTi8qgZ73ftWc8qHyilnDD7ze7Hxf8ot1qAVu66DzkidssG5/7tWPumMlwLqBuggCEJiEQOclW43EWC1jzaKu1U09yek1d1nRlbiXVu1aN2DUCq95cMqRCPDEFcAeCMRO4OT3fdmccuNDLp8Dn/ulxFfMamT2szPUC6hV4796MsRkLI8OwXoI6BqSAKubWq1VhZtxOteKrsS9nrzTPAYBTpM+eUNglMDJ7/83c8oNXxwNjf3XillD975pbCPmv+qyk7PZNHvT6u7/lk3CqBXsNghAoEECaq02I746R+c2mF2qhyPAqeIPOHNMS5TAydf+q+m9fqPLs+MNP3PhOAP+5KvqsbhG8u28dKs7XGPKvqi7HQQgAIEKAghwBQ42IJAegd4PPGLO2HyrOfOxvzXt5wwmYoj/6lCzrV8ZqleSfAH3hV37cRCAwHgCCPB4JsRAIDUCM5c+Z2acsTeR/P2Wqiau+K3YZgzwBZxu6GYIck7RCCDARatxyguBEwSGvdWBOi95wqgVe2JXU54v4L64N5UYJ0GgAAQQ4AJUMkWEQC0CQwPlpSP1rqQ7psmABJxu6CbhcVohCSDAhax2Cl10Ahqjte/rzli8L7L3JNvMaWfTAAAQAElEQVTPLS/icfyZk4uOmfJDYFICCPCkeNgJgXwSqOx+3hpZIf33gQ9vfWVk6SaYEFlBIDECCHBiqKPJSOudatm1aFIjlSISUMvXX3zDX8mqVR7Tug+7JI5vpwXsYBCAQA0CCHANKFNFadFwe4z/xG/j4vIlvFrvVL6+bxlXPqSbbwIHH+pzBWw/Z4fRKkQuosWAv4407wK3CDON08kzUQIIcKK4m89MrRaJr01BXYiIsKWB3wiBfXdd6A7XwvhuI6KAxpRtUke2LrJBfAhAoIoAAlwFpJ5N/6bSce7Oek5p+RiJr0TYT0girHg/jjAEJiOgVql//fqvDk12XiP7pi953h3+4lCHCxOAQOAEEjcPAW4CuS+EevWiiSQaOkX5+ULrd3uPPHZWQ2lxcLEJ7P/kWxwAvTIUx/Xb4X2i0/90p8uYAAQgUCKAAJcw1P9HLQh7tN/VZuPi8PfetsJIhJW28px/y+cVLLkj3w+jiy8NLiUA/GmIgD/5Kq7vo/KJzoaqhIMLTCAoAc5CPfhC43e1xWW7Jnz5Y3b64ocmumjpQOUpe+QUTtP5NiTBJc2yZjVvXUu2nnT9dF4S3etHWWWC3RBIkwAC3CB92xLVadO6yq9caDtqp7x2XbfKJauuZ9tqae971sX7Y3oukgAEqggMD5zvYrr7t7gwAQhAIB0CCHCD3H2x81f9aTCZGoePj1LXs99iWbhuwB00e/k2Fw5hHFgPC9Yg/11QG4efLgHVj1a/slbYBzm7jQ8BCCRPAAFOnnldOaq7sLLreWPF+5pqDduEDgew4tAR73UTdZFb2/DDIKB3fyXCskbzCKgjkcBBIF0CCHC6/Gvmrhtldddz9fua/utPeZhpWhMEkQ0T0LWjBzc5hW0Cfus3ypWvbPr4EIBA4wQQ4MaZxX6GXjmaqOvZZt7WNWK0ipHdVovZhvGLS0At3T03rTRyCouEriV/9jOTr0QFB4H0CSDA6ddBhQW6WWqpSRvZu7qy69nGy/fHoP0uYO1L0vni73eNJ2lDK3lpfe19//fXWkmixXOjO/3Y9h6XmA37rV+9+xvl0pMuMwIQgEDDBBDghpHFe8JUXc9+7rPfXJ6I5c9w9Y8hPDmBA597nVGPw56P/KbZec07zNC9bzLD9y2b/KSM7a0QYF49yljtYW6eCSDAAdWubpR+a9JfcKOWmf4ygmoB+2N+tY4nbjyBGaftdZEHPn+e2XXD75rBP1llXvjSq118lgO6Jvw5Av41E0q5sAMCRSWAAAdS87pRqivUmtNz1WYz1UxVjQP7Xb52zM+mkZQv8bd5+csQ2riQ/Y43PGN6P7BxnImH/33JuLgsRvjXhOYM6JrJYjmwGQJ5JIAAB1Kr6gbV+K/Maes6bHqv36TglM6fUKMW9JQnxHCAHh5ssixDaEmE4R96fKkzhHd/HYqAAphSZAIIcAC1L+H1J17Nv/lBU29LpUKAv9hnfDFMqmi+8Osd06TyjSqfafNfiCqp4NLx68ZfvCU4QzEIAgUkgAAHUOnVE68aaaloRqu6Fm0x/DFkGxenL8H3u6CzOMaomcFxMkorbV0Lqh/lrwej9r4dCuIgEAyBohuCAKd8BaiFohulNWOqiVf2ON/3RU/p+fviDvtjjBqPbusaiTvLyNOfvmDYzFnxg8jTTTvBislXzH5OuzrIHwLjCCDA45AkF6HWSaMTr2pZV9EN/XBfrUNii/MF37cjtgxjSnj28p/ElHIYyc5a/lQYhmAFBCBwgoAxCLBDUV9AXXn2yFbfvd295jKj8V+l18jEKx3vO3UtWrsk6r4o+sdFHS7lNTrubNPNsgBrNrQtR958XVtZrpu81QflgYAlgABbEnX66u7VDU2HSzz98U/F1es06Wp4Q/nzcAvXbah74lWtPPwbbFJfR/K7zjUOrfHoWrZlIW7WL//MTDs5n5OxZr+Z1m8WrkFsLB6BIgtwU7WtMc7OS55w5+r1IbdRZ0DCKwG2h3f1bzGdLY7RzfFs8tf9tXnE4fstbT2YxJFHkml2LPt5ktklller11ZihpIRBApGAAFuosIlmPY0X4Rs3GS+WsyD1/W7QzQD1//Or9vRYECvmETRMm8kW7/sebjJd7z2mUaKn4ljNTTRyKz6KArlXxfKP4o0SQMCeSSAADdRqxI7e2PROKhatPUkI/F95m3XuEPVbbvwjvJH9t2OJgOdXit4SpuazMOeppusyq5tsdA4tMK4sAj0rq5vQZeorK4elslDz0hUbEgHAtUEEOBqInVu+60KidFUp0msBq/tN/J1rFqrSx5Y39K4r9LxXafXje2vgOQfE1XYH2f2840qfdJpnYAejPzrtPUUp07B/y2od6ctg6+lTV1KjoBANAQQ4CY5VnRDf7HPzWaeKDm1fNUC1v6S+N5/Z6Tiq3R9IVReao0oPg7njzP7489x5BVDmrlN0u+JmHfLg4mX038zwL8eEzeEDCGQAQIIcJOVpBm/WnjCnu7feGyc9TXmK0G025rx7N8obXwUvlodNp3JbLLHNOOrLFbc9TChLvlm0uGc6AlI9E7ftM7IKRx9DhOnqGtC14Y9gu5nSwIfArUJIMC1udQV293/LXecZkPb7mUXORrQWKzcaLD0f+HHBlqe8VxKaII//k03LgH2y9PpjTtPYBLRCRPQw53chNnGtIPu55jAkmxuCSDALVStxtc0zqYkJL4SYYWtU2tArV+7rW5rnWO34/CVvrVJLRJfLKPKzx9f7vTGnaNKn3SySUC/AWt5+7msO21Z4ENgIgII8ERk6oz3Z5lKgO1NSL7GfW0ypRnP66Kb8WzTreVLhG383ttX2GAkvkRdDxY2MQTYksDPCAHMhEAwBBDgFqtCYmdbnBLdbRd80OxZs9JIfLWt5DVOqhnPCifheq7ebJSn8pJg+itWKa4V53dr++PNraQZyrmzlm9zpvhhF0kAAhCAQIQEEOAIYPqzTSW6agn7rcQlMcx4nsxsvfrR3b/FHfL87Re5cCsBWzabRt5av5pMdtrDHzdyCtty4kMgNwQoSFAEEOAIqkNCtPi+O40/K9omq0lXaUyImXv1o9YEoxaw/0DgdjQY0IOFRFinqdWv1r/CeXId5203cnkqUxJl0XURxTWWhK3kAYFQCCDAEdWEWkxL7l9fev1D48JyehUkLZHSa1Ka9GWLJ/G04WZ83WD9NFS+ZtLhnHwS0Heh/VnQ+Swlpco4geDMR4AjrhK1diVOcgpHnHxDyWks2J6gsVuNB9vtRn2Jr0RY5+W19auy4ZojcGx7T3MnchYECkwAAc5x5esBwO8W3//JtzRVWgmvBNierIcLG8aHAAQgAIHmCCQqwM2ZyFmtEPDFcmhgmZGYNpqexNeeR+u3UXrFPF4Pf8UsOaWGQP0EEOD6WWXySI1NSzRlvERUYqpwva76HF/Q602D4/JPwBdcTTzUxMT8l5oSQqA1Aghwa/waODu9Q33R3PvRFaaR2aoSbImwrJeQpzWpTPnjwiUgwdWkQzmukXDrCcvCIoAAh1UfsVijG6I/FqyFQurJSMIrAbbH+kJu4/AhYAmoFSxnt/EhAIHJCSDAk/PJzd6F3jKYei/YF9aJCqljJMLa32rrV2ngIAABCECgTAABLrPIdUjvBfstWHVFW3GtVXDtkwDbff65Ng4fAhCAAASaJ4AAN88uc2dKRNWSleES2MFr+xWs6SS+OkY7dY66sRXGNUOAcyAAAQiMJ4AAj2eS65gF6za48mnlInVHu4gTAQmvBPjEppFw2zA+BCAAAQhEQwABjoZjZlLRa0n+EpW7rls17t3g3Wsuc3G0fjNTtcEaimEQgEBtAghwbS65jp1/y+crPlf49IprSx9sUKEHr+s3wxvOV7Dk/C89lSL4AwEIQAACkRBAgCPBmK1E2rpGzEKvK1prRG+//D1GQuyLLwsqZKtesTZEAtgEgYkJIMATs8n1Hi2csOjue1xLWIX1F+iQ+DLxSlRwEIAABOIhgADHwzUTqUqEl35jrem8eGuFvYhvBQ42IACBJglw2uQEEODJ+eR+r7qjF33qHqMlBDXbWT4t39xXOwWEAAQCIIAAB1AJIZigJQQlwPJDsAcbIAABCGSbwNTWI8BTM+IICEAAAhCAQOQEEODIkZIgBCAAAQhAYGoCeRbgqUvPERCAAAQgAIGUCCDAKYEnWwhAAAIQKDYBBDiv9U+5IAABCEAgaAIIcNDVg3EQgAAEIJBXAghwXmu22OWi9BCAAASCJ4AAB19FGAgBCEAAAnkkgADnsVYpU7EJUHoIQCATBBDgTFQTRkIAAhCAQN4IIMB5q1HKA4FiE6D0EMgMAQQ4M1WFoRCAAAQgkCcCCHCeapOyQAACxSZA6TNFAAHOVHVhLAQgAAEI5IUAApyXmqQcEIAABIpNIHOlR4AzV2UYDAEIQAACeSCAAOehFikDBCAAAQhkjkCkApy50mMwBCAAAQhAICUCCHBK4MkWAhCAAASKTQABjqz+SQgCEIAABCBQPwEEuH5WHAkBCEAAAhCIjAACHBnKYidE6SEAAQhAoDECCHBjvDgaAhCAAAQgEAkBBDgSjCRSbAKUHgIQgEDjBBDgxplxBgQgAAEIQKBlAghwywhJAALFJkDpIQCB5gggwM1x4ywIQAACEIBASwQQ4JbwcTIEIFBsApQeAs0TQICbZ8eZEIAABCAAgaYJIMBNo+NECEAAAsUmQOlbI4AAt8aPsyEAAQhAAAJNEUCAm8LGSRCAAAQgUGwCrZceAW6dISlAAAIQgAAEGiaAADeMjBMgAAEIQAACrRPIsgC3XnpSgAAEIAABCKREAAFOCTzZQgACEIBAsQkgwFmtf+yGAAQgAIFME0CAM119GA8BCEAAAlklgABnteaKbTelhwAEIJB5Aghw5quQAkAAAhCAQBYJIMBZrDVsLjYBSg8BCOSCAAKci2qkEBCAAAQgkDUCCHDWagx7IVBsApQeArkhgADnpiopCAQgAAEIZIkAApyl2sJWCECg2AQofa4IIMC5qk4KAwEIQAACWSGAAGelprATAhCAQLEJ5K70CHDuqpQCQQACEIBAFgggwFmoJWyEAAQgAIHcEWhIgHNXegoEAQhAAAIQSIkAApwSeLKFAAQgAIFiE0CA665/DoQABCAAAQhERwABjo4lKUEAAhCAAATqJoAA142q2AdSeghAAAIQiJYAAhwtT1KDAAQgAAEI1EUAAa4LEwcVmwClhwAEIBA9AQQ4eqakCAEIQAACEJiSAAI8JSIOgECxCVB6CEAgHgIIcDxcSRUCEIAABCAwKQEEeFI87IQABIpNgNJDID4CCHB8bEkZAhCAAAQgMCEBBHhCNOyAAAQgUGwClD5eAghwvHxJHQIQgAAEIFCTAAJcEwuREIAABCBQbALxlx4Bjp8xOUAAAhCAAATGEUCAxyEhAgIQgAAEIBA/gZAFOP7SkwMEIAABCEAgJQIIcErgyRYCEIAABIpNAAEOyYY9OgAAACBJREFUtf6xCwIQgAAEck0AAc519VI4CEAAAhAIlcB/AAAA//+/chwAAAAABklEQVQDAJYdo9lAkmBvAAAAAElFTkSuQmCC" mediaID="Mario Videos - Video 4 - Winning and Losing_Sprite_cst_costume1"/><costume name="mario_idle" center-x="43.5" center-y="87.5" 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