<snapdata remixID="11675964"><project name="shishir_MiniguessingGame" 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="shishir_MiniguessingGame"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="GuessingGameplay" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>previousnum2</l><l>0</l></block><block s="doSetVar"><l>revisednum</l><l>0</l></block><block s="doSetVar"><l>max</l><l>0</l></block><block s="doSetVar"><l>minimum</l><l>0</l></block><block s="doSetVar"><l>guesses</l><l>0</l></block><block s="doSetVar"><l>titlescreen</l><l>0</l></block><block s="doSetVar"><l>previousnum</l><l>0</l></block><block s="gotoXY"><l>-139</l><l>-8</l></block><block s="doSayFor"><l>Hello, nice of you to come and play with me!</l><l>3</l></block><block s="doSayFor"><l>Click the start button to play a guessing game between your choice of a &apos;min&apos; value and a &apos;max&apos; value.</l><l>4</l></block></script></block-definition><block-definition s="space" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>titlescreen</l><l>2</l></block><block s="doGlide"><l>2</l><l>-139</l><l>-8</l></block><block s="doWait"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="50"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="51"></list></costumes><sounds><list struct="atomic" id="52"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Start Button" idx="1" x="118" y="-1" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="57"><costumes><list id="58"><item><ref mediaID="Start Button_cst_APCSP_Start button"></ref></item></list></costumes><sounds><list struct="atomic" id="59"></list></sounds><blocks><block-definition s="startgame" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>gamestart</l><l>0</l></block><block s="gotoXY"><l>118</l><l>-1</l></block><block s="show"></block></script></block-definition><block-definition s="click" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>gamestart</l><l>1</l></block><block s="hide"></block></script></block-definition><block-definition s="title" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>118</l><l>-1</l></block><block s="show"></block></script></block-definition></blocks><variables></variables><scripts><script x="425" y="86.33333333333334"><block s="receiveInteraction"><l><option>clicked</option></l></block><custom-block s="click" scope="local"></custom-block></script><script x="531" y="204.33333333333337"><block s="receiveCondition"><block s="reportEquals"><block var="titlescreen"/><l>2</l></block></block><custom-block s="title" scope="local"></custom-block></script><script x="69" y="78.33333333333334"><block s="receiveGo"></block><custom-block s="startgame" scope="local"></custom-block></script></scripts></sprite><sprite name="Bear" idx="2" x="-139" y="-8" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,137.70000000000002,30.29399999999997,1" pen="tip" id="95"><costumes><list id="96"><item><ref mediaID="Bear_cst_bear2 a"></ref></item></list></costumes><sounds><list struct="atomic" id="97"></list></sounds><blocks><block-definition s="gamestart" type="command" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doWait"><l>1</l></block><block s="doGlide"><l>1</l><l>-20</l><l>-6</l></block><block s="doSayFor"><l>Thank you for choosing to play with me!</l><l>3</l></block><block s="doDeclareVariables"><list><l>guessingNumber</l></list></block><block s="doDeclareVariables"><list><l>guessnum</l></list></block><block s="doDeclareVariables"><list><l>min</l></list></block><block s="doAsk"><l>What is the maximum range value  you would like to play with?</l></block><block s="doSetVar"><l>guessnum</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>max</l><block var="guessnum"/></block><block s="doWait"><l>1</l></block><block s="doAsk"><l>What is the lowest value (starting value) of the range you would like to play with above or at 0?</l></block><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><l>0</l></block><block s="reportEquals"><block s="getLastAnswer"></block><l>0</l></block></block><script><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><l>0</l></block><script><block s="doSayFor"><l>Sorry we can only play with positive values or 0.</l><l>2</l></block><block s="doAsk"><l>What is your new minimum value above or equal to 0?</l></block></script></block></script></block><block s="doSetVar"><l>min</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>minimum</l><block var="min"/></block><block s="doSetVar"><l>previousnum2</l><block var="min"/></block><block s="doSetVar"><l>guessingNumber</l><block s="reportRandom"><block var="min"/><block var="guessnum"/></block></block><block s="doSetVar"><l>guidenum</l><l>0</l></block><block s="doWait"><l>1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number between the values of </l><block var="min"/><l> and </l><block var="max"/></list></block></block><block s="doSetVar"><l>previousnum</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>revisednum</l><l>0</l></block><block s="doUntil"><block s="reportEquals"><block s="getLastAnswer"></block><block var="guessingNumber"/></block><script><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="guessingNumber"/></block><block s="reportAnd"><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="max"/></block><block s="reportEquals"><block s="getLastAnswer"></block><block var="max"/></block></block><block s="reportOr"><block s="reportEquals"><block s="getLastAnswer"></block><block var="minimum"/></block><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="minimum"/></block></block></block></block><script><block s="doSetVar"><l>previousnum</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>guidenum</l><block s="getLastAnswer"></block></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doSetVar"><l>revisednum</l><l>1</l></block><block s="doIf"><block s="reportEquals"><block var="previousnum2"/><block var="minimum"/></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>That is too low. Try guessing values between </l><block var="previousnum"/><l> and </l><block var="max"/><l> not including </l><block var="previousnum"/></list></block></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="previousnum2"/><block var="minimum"/></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>That is too low. Try guessing values between </l><block var="previousnum2"/><l> and </l><block var="previousnum"/><l> not including </l><block var="previousnum"/></list></block></block></script></block></script></block><block s="doIf"><block s="reportAnd"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="guessingNumber"/></block><block s="reportAnd"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="minimum"/></block><block s="reportEquals"><block var="minimum"/><block s="getLastAnswer"></block></block></block><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="max"/></block><block s="reportEquals"><block s="getLastAnswer"></block><block var="max"/></block></block></block></block><script><block s="doSetVar"><l>guidenum</l><block var="minimum"/></block><block s="doSetVar"><l>previousnum</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>revisednum</l><l>2</l></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>That is too high. Try guessing values between </l><block var="guidenum"/><l> and </l><block var="previousnum"/><l> not including </l><block var="previousnum"/></list></block></block></script></block></script></block><block s="doSetVar"><l>previousnum2</l><block s="getLastAnswer"></block></block><block s="doIf"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="minimum"/></block><script><block s="doIf"><block s="reportEquals"><block var="guesses"/><l>0</l></block><script><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="minimum"/></block><block s="reportEquals"><block s="getLastAnswer"></block><block var="minimum"/></block></block><script><block s="doSayFor"><l>Sorry, the value you typed is below the range limit, try again.</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number between </l><block var="minimum"/><l> to </l><block var="max"/><l> displayed above</l></list></block></block></script></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="guesses"/><l>0</l></block><script><block s="doUntil"><block s="reportOr"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="minimum"/></block><block s="reportEquals"><block s="getLastAnswer"></block><block var="minimum"/></block></block><script><block s="doSayFor"><l>Sorry, the value you typed is below the range limit, try again.</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doIf"><block s="reportEquals"><block var="revisednum"/><l>1</l></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number value from </l><block var="previousnum"/><l> to </l><block var="max"/><l> displayed above.</l></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="revisednum"/><l>2</l></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number value from </l><block var="minimum"/><l> to </l><block var="previousnum"/><l> displayed above.</l></list></block></block></script></block></script></block></script></block></script></block><block s="doIf"><block s="reportGreaterThan"><block s="getLastAnswer"></block><block var="max"/></block><script><block s="doIf"><block s="reportEquals"><block var="guesses"/><l>0</l></block><script><block s="doUntil"><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="max"/></block><block s="reportEquals"><block s="getLastAnswer"></block><block var="max"/></block></block><script><block s="doSayFor"><l>Sorry the value that was typed is above the chosen &apos;max&apos; value.</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number value from </l><block var="minimum"/><l> to </l><block var="max"/><l> displayed above.</l></list></block></block></script></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="guesses"/><l>0</l></block><script><block s="doUntil"><block s="reportOr"><block s="reportLessThan"><block s="getLastAnswer"></block><block var="max"/></block><block s="reportEquals"><block s="getLastAnswer"></block><block var="max"/></block></block><script><block s="doSayFor"><l>Sorry the value that was typed is above the chosen &apos;max&apos; value.</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doIf"><block s="reportEquals"><block var="revisednum"/><l>1</l></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number value from </l><block var="previousnum"/><l> to </l><block var="max"/><l> displayed above.</l></list></block></block></script></block><block s="doIf"><block s="reportEquals"><block var="revisednum"/><l>2</l></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Guess a number value from </l><block var="minimum"/><l> to </l><block var="previousnum"/><l> displayed above.</l></list></block></block></script></block></script></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><block var="guessingNumber"/></block><script><block s="doSayFor"><l>Congratulations, you guessed the number!</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doSayFor"><l>I hope you liked my game. If you would like to play again, click the space bar and then the green flag!</l><l>3</l></block><block s="doSetVar"><l>gamestart</l><l>0</l></block></script></block></script></block-definition></blocks><variables></variables><scripts><script x="576.9999999999993" y="161.50000000000068"><block s="receiveKey"><l><option>space</option></l><list></list></block><custom-block s="space"></custom-block></script><script x="466.2050781249998" y="27.666666666666515"><block s="receiveGo"></block><custom-block s="GuessingGameplay"></custom-block></script><script x="80" y="104"><block s="receiveCondition"><block s="reportAnd"><block s="reportEquals"><block var="gamestart"/><l>1</l></block><block s="reportEquals"><block var="titlescreen"/><l>0</l></block></block></block><custom-block s="gamestart" scope="local"></custom-block></script></scripts></sprite><watcher scope="Start Button" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/><watcher scope="Start Button" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="Bear" s="xPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher scope="Bear" s="yPosition" style="normal" x="10" y="94.00000799999998" color="74,108,212" hidden="true"/><watcher var="titlescreen" style="normal" x="126" y="22.00001199999997" color="243,118,29" hidden="true"/><watcher var="gamestart" style="normal" x="110" y="5.000009999999975" color="243,118,29" hidden="true"/><watcher var="minimum" style="normal" x="9" y="10.00001199999997" color="243,118,29"/><watcher var="max" style="normal" x="7" y="42.000009999999975" color="243,118,29"/><watcher var="previousnum" style="normal" x="3" y="73.00000999999997" color="243,118,29"/><watcher var="guesses" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="revisednum" style="normal" x="10" y="136.00001199999997" color="243,118,29" 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/9btCiFN8wjECjECCABMwnwmMANFeozH++Mc+8ZqlQwduKe/c9TK1NJsmLVFZ81FVQ/RZBfihj3wxJ1XJvhtBExYij0yXY5g9OXRlCyhmi0ils/Jn9TiGlsvApForRchhiJBSxVSvlXZWKxfgWeu/kiXJ/yqGUKgGHMOKRJKClgTsw41bKehWDdhA37oNEJkcXDLckNaVSXTbeiy/jlciXsn9rQi4GXlTylvXDBkFu7aNwPWQSaVket2GIlPr8uah4UDzA1i5NLyeFNTxXhjr1sCenEJlzxM4/L2HgwvXbz4xtu5FP0i/5VV3Dv/Cy77N9WG+7BgBJmA+BzocgTiO04e+ddfNk1/4yhvC6aXrnfJcf7g0r0ZKiAYCeIYu1cV9igWEAUxKzXoubNuDlSlIxbFWyEJkkx7eWNUQUr+QqkPTTJluVgJXkq78FyftRNQ6S5lnyvkqVAxOss9nRMBE2j6CwJcRMBGi2YyAq1OT0EMftufDNCg6XomA+9auB7I52TZk6kaT6P99Gpribqovy1XPqAFTJKz6IYIgkLVssreMo1i2RVEau44QURwhG6kIXQ/VwIViGVC9EKlQoN7Tg/CKMQxevRHekwdhf/V+LOyedvw1gwfyF235lxs++cdfBKyTQogkROcHI9CBCHAE3IEHnXc5QaAyN7f58T//61/xH9/96srcyY1Ro2EZSoRYOkgBqpUFtBTIVlnRgJQCRA7FfjHS3UUYvT0Q+Rwy6QxEEKNMrUKmCc3MIGOmofkKagtlsspISJAyxQq5X8UI5CCFGHEQQa2vKKBXR8KSGH1XmmhQu5AgFXQcYfrAQVSnjsMIA3hhBFPXgDiEUBS5fv/aDYgzWUnA1H98WgS8qg6splNks3UaAbdS0HSTYCkK6o2GvDHQdQMxeVKTaIzIHi6i0IEqCVlBGMRQVVXWtk3LQu1kCUqko543se1Vt6D7is2Y3LUTT3zpy/H83qn53OaN9/ziRz/65aFrrvmBEKLG5yQj0IkIMAF34lHv8H0mkdX0g4+8dP7RR3/11F3fu1GcOjlYigJFpEykMilJllEQQo8UqH4E3/WgZ1II4kjqlroH+5Hp7UJo6XDUGIEXQ48NKKoiyccga8kYCF0fTq2BwGvIyJY+l4JcOWQhjhIyCwP4DWfVETldhEU+0FFEExdUGSJTK9DM/v1oHKcUtAePoulYwCUCVjVkC73onpiASGfghzTQgaJtBUpT3UzkGVAqPAyhpU2opKAmxTMJxHRVisUUImVy6VItqaSm98j5S5RGl6ptSqEHcmAEETCRsxariLwArufTWCUYRQvlw5MoqikEKRPTRR0vesNt0EcGceSHD+PIv3zHMVTvaO91L77nit/4jc8WL7josQ4/LXn3OxABJuAOPOidvMtxtdo3c+jo9Qc/98V3+gcOXu1V5tP1oKoY+RwMxZAtNVoQN9PCMYKY1Mo09M+HV7WhqQZ61owhNdKPsu9AN3SkzAx0PQVBoWIYyIg1cF0EFBFTq5DjJD2+zXYjhQhVhrdEnjHi6NxZWBJKBZKAaSJSBDOKMLNvH+zjk7B8VxJwTO1EZGpppZDr60eqr1f2FtPNgkbDHuSYwkT/TP7SRKhE/hqpp2XdNyF9SkcT0SbOWQJmuguCiJtEV0TS9JWMPYSAG/pJmxOJyYQK+qc05zjJj8jpEK4Nd24RadNEQ1Oxp7SIvisuwytf/0YslGp46o4vxrP3PVTNj/YdsUaH//bVX/jyPwkh6p18fvK+dxYCTMCddbw7em+PP/XUNm9u6W3moePXVh557OIjz+y2bD2EMdYNS1ehN0JknBgpV4XrBKgRufV1wertwuH9u9Bbj5ELNNgZE4VLNyOwLKRCBTkrBT1lwGnUUatUYNeq8GwnEShR7TdMVM7SMZnGAybBsCRlGr6gaRSnnv1BpEa9wrEkYBJhEQHvRWPyOEzPl0YetuvJ9HC6qxvZgQFoxTxCk3qVA0Qk1SbiJwcsMvSQHtFJT3C9Vk28oSkippYmP4BPbUZhCBpbrKbzMAxdRvWpTFo+rVQKhmEg0jT4lJKXH039xAJCochZSZ5RhHw6jUZpCY1KCVYui1oEzNZqiPu7cMHbXoPBDVtw4EvfROmOf40duzzTfc01f3Xz5z73d0KIuY4+UXnnOwYBJuCOOdSdu6NxHFtTP7r35U6p9DZ7anJjfHTyEndhSfcqNYi0AT+tIbbrUBwfWqwjhg7PMKENDmDksoswcsFG1CtT2PNXX4S3fwrqQBfMK7dAKRYxrBWgOy7mFk/BbTTQqFXhUsQb+DINTVykkdVjU2Qlo+RVJEw/V9RzX4ZE1iGlqykFHUWyBkwRcOP4MVi+D8PIouzWpOird2QUheEh2QLlyJg4lnVi27FhV2uwq3V4DRuB5y9PWkoi8RgIKCqOIAvelGpGDE9QG5ICVdGgGbqcsqTqmqz1Znp7kentl4pwxTTlsAjaRqo7U+StBAINuwGhKbAsHWocwxACQd3DfHUOsxkXW37hl7HxdW/CzAOP4sAnPo3p2WNLW3/ptd/b+pbX/1lh87YneR5x516znbLnTMCdcqQ7dD9LpVKXKJdvm/3Gd98y98D9N7hFS0kN9WqB48FoBMgECrRIwK1WUPJd1PIppDatw5qXXImR7duhWhYa1GYTV/DwR/43aj9+UrYcZa/cipFtF6J+fAFLzx6G2yglkSP1+UrfZZreS6VUinAp1ZtEvBSBLqei5bCExGzjnBFwHMvRgUkEHMEKkxqwffw4LM+nUUQUQ6PQ24u+8RE5FWmpUUOlXpf7FC0uJaIpioABGOT9THVbRUPJa8CX2ymSm4Xlr0lk2yAylt5eRMhRM0XdrGObKWiZHKxMBuliEeliHmYuBy1lyWlMi3Ubue6ibIWq1StQwghWEKBbs5DPZnGyMo9nnz2G3IXbcfkHfh++oeEn/++HMf3d7/jDt9x8LLd169tedfvtD3foacu73SEIMAF3yIHutN1szujtrR8/ccuJb3737c6Pd16nFg1lKaui98KNWJibRzBbRp9IwV4owwmB8csvxuDN10DdMIJFjRyoFGSVDLQoxtzUQTzyF5/G8MlFbF0/jqNOCSXEqMyXoTU8pIUCjUYMUk2UREokXiKv5pDEUcllRtFsi4RbKWhpyKFq5zw81McbRqGMLkkElWoScH3yGCzPgxurKOS7URzog5oyUKpVsVgqIfA86BQxu74k7qQGnfQDSwMQRYEdU18yGYDEENQznDRBJcXpRGKVBMikc26llps1YDv04VCKnaJkcsvKZpEuFpApFGFm0uheN4rFeh1erMgpUJTqNiiFjgi+pyGOC+jBNOaO7cWpYhcu/qMPYsulV+DhP/8EZv/t+8GCUNy1r3v1u6//yAe+IYRYrVLrtFOZ9/fnGAEm4J/jg9upuybJt1QqHNr52G8+97V/+1i/ST28IWxdQXF0CFY+g0alBqdmo+zU0T0xgk3X3YxM/yBgqnAMgZDSrUi8nCUNuTYq9z+Cyt33wT6wHydOHYXe24UgReIrFSnVAvGsjHopYg1p7m5STyUBlWxDaoqv5EXXek2EqCetQmd7kMdzIEcRkgqaRFghZvYlKuiU70HR8jAyKcSGhobrwHUbEH4ETQq8ErWyFElRG5OuIaZ6s5J4QEdOILdDmoRIJ64YYdMIkyhY04wkAiYRmlRAUx8zUXQMXSH/aUi7S1Jgk+GlopvQTeqH1qF2p7Hxwq0IVQulhod8bx8CEaFuV6HrFkSUgRLPQ8RLsA8ch6sVsPEPfw8brn0FDv313+G+z/w9KsWMe/X7/sfvrL3ttn/q7+/nVqVOvaB/jvebCfjn+OB24q4R+Tql0kTpiWfeOf2t7/8RNMDRAyBlIZfrQW9vH1KKjvmjx6F2Z9F35VaYmyfQSHXL2i+pjA1K1tIIIorwdPJwVhA1XJz8/j3Y+bd/C7FvL4oqkB3uhz42JMf6kc5KEl4UQVDUS97MktwiaKYhXaxkXLkqBS0V0DI0ls1C57DFobahQKag6fONJgHbMgKmGb0ZhEoEN/ARiggZw0RW16UK2wt8aKoOQW1FmoqwOeLQiwKZek45dLPQnBmsCLkGtR+RoIq2LPSbM5JICd1URtPvKYpW4wgqRfmyRk3PGCHtPr0vFjB6dShqCl09wxhcs4EmJqEUOmgoATQjgBo14MZ56CIFFQ5Kk0fx7IETuOq9v49L3nkzdn3hSzj8l/8MJwyDF//Jh/6suOmC/zX6ohctdOI5zfv884sAE/DP77HtuD2LY7LPANVkb3nm85+/M6cmM3GRycBIZ9Hd24/c2DAquoDo7ULvyDhUnSJXgTh0JMfQsATK1pJNBnXRauTAEQvodhULP/oRfvTHf4L8yVnE9Qa0/gHkN28BCnkEVEulVC615oQtEo4kaabCpIc3opm7lPYlU2c5pFdIV0rhUVCqSHHTsoq4WTOONWr58YjWkLZ0iFod8wefRf3oCVhBBF1WdldGDZKBRsvVKlElU7o3EX7RV/mUeeUYEbFvK+I9yyhE0mjL9qRVUbGMlOXbE3vNVg17+efN7SafaFOosNJZZLt6YPX2QuvpgijkEGs0ojGQNWW69zA0DWoYoTIzh+nDx7Dlja/Gxnf/Fxz/yZN48uMfhl2vBVf/0Ue+MbB+zf8YuPFGHurQcVf2z+8OMwH//B7bjtqzOI4NeN66Q3f9oHt4/cTgyUcf/VqtXEG+UESsmVIMlOvpwsiFmxEWMkAmDcVKww+owkl12CQ8JSVwHIRQFRWqojdVUhThOSg/8gjuv/3jSD97GJrjwMtmYa1fi3R3LzQiK6rVBgFiOYc3klEvkbrjhvKrLk0ukhYgioypPYlSwZSSpVoxPWWNmOrJqgqVJijFMXyfSqARUqaGoFLF7P6DKB2blESfJbvLVtW26eUcN003qP+XPKSTAQ/JsIcWCcvUMrl+NX+XcPLKPGL5fbQyrlD2CNNnNM1EVrU1J+nrJlG3CNnSNERhDD+MIVQDej6PdF8vrJ4upPIFUN819RK7hJWc6KRD+AHqpQoOH5vCxTfegPHffhemntiDox/+GCq1arDjAx/4TtQ1+NuX/tJrj3bUyc07+3OLABPwz+2h7Zwdi+PY9Ov1C2YeeuQtcwee+4Pt11yJRq2GY1NTyGeK0BULPqVvB/IY3LQByKYRk21jLKSFoiZn7lLTTtKOQzElEWBLj0Qi4ooeQTt0GD/5yO3Qn9oDo15HnUh7uB/5vkEY0BMSlZONImiqgK6qUgFdj4RsJaK0NNWElYjm9DZryzQTWCXSpe9JwCWakTQ12EYwaBt9D2HkQ6dtrtdRnjoBZ24BuhfCk4XnFZ9nmT5ufSsJOOkfpn1ZiYCb84ebBhwt8j2dgCnCTT6rJctqEW1SF175efL700nYNE2E5IzlenJmsVBMqZJO5fJIdRWQHxmUM5IjTYUXh6CbBo3q1ACcisDBXfdjy23XYON7fw/lXYdx8g8/hMNeObjwN35zZ5gzfv2a973vmdYZ3hTcCSEotcAPRuD8QYAJ+Pw5VrylZ0EgjuOUvbCwff6Jp94wd/eD741zKXXDVVcgMzGG2VIFfsNH3sxB6Cq8dIye4SEoNF6P+lWpRhvSeD1VTvOjNHCrHEuEKVOk0t0JKFMqefIEdt7+p1CeeBrK4gI8ESKgOvKa9TDNHMIgGZwAIlhJKElauSF7bCk1HUvy1aIIOhld0OeTwClwEocqz5eDDXzbRWC7CD1PWmKSk5ZHgivq7aUIu2FDi0OkhQFXp582Hy3ybUbAMjMt33WuFPQKoGcbhSgdtlqp8CYRL6ej5UcKRE0SP52EIZXbYmXSgzTglODSUAdDgzXQh8HRUWR7u+CriSLbp+2XNeZu2Kf2QXl2L7p/4UYU/9v7MPfAPhz804+iT9QC83Wv333RK2/9laFbb93LFwUjcD4jwAR8Ph+9Dt92Il+/0dhy5If3/Pf6vgNvy0XCUHuLiAb7MbLjYmj5ImqVOnJmFgE5P3kVpLMZaIYpPY+T6DCphypUPE1niKrYAAAgAElEQVQYS5KKK80nw4Q0SH3sAdH0NPZ/6rOIdz+D6qHn4AcuAl1B76ZN0Lp6ZPRLT4pyaTqRbOQhX+RYTt6FICImUnVs+HUHgWMjJMvKehWhH8hxf0S6sZ+QtVRUG6q8ESCClqROvbo0lQgKDEVDDYmN5epxgq2BCskvmtHuqhpwK+KV9ebV/+eM17INaVWdl4i8VTVuBtXN6HjVz5u3A47ryVQ61dRpkpJscZK+nqGsy7umgf6hYXQNDMAo5qHkMrIX2KGo3w2gqSZcp4TFXbugXX0NRj76R2h857uY+ePb4aay7rq3v+tHfS+/5g/W33TT7g6/DHj3z2MEmIDP44PXyZsex7FePXHi8ul7H3qTd2rq13wRZA09jeLoGJx8Ft2bN6EwPIwwiuQA+TikSDPpy6VaJrXKkIuTnIFLKVLJck1vZoVqsSEi8nT2bDhOHdHxGQQLSzh5770Qk1OYe2YvUKtLh6fsurUAWUAiloYWJCiiSJVU1LQuSmVJrIHrwKvX4Tds+LaDiMiWRg3K6LbZn0sEK+Pu5BGQWEtNasKSzIjKSXEsa8aJQUdy45CoqGXE2kxJy9hdTi46fdpSK9VMaXh609lnEdO7k/T1cgpaSriTNWQKmhTUZ0TGkqClJzYl4iFHL5JCWrZzEe6xkEMt6ohgmikYmRwyvX0ojAzB6O1GaOgw3BJqXgYNrQCtfhwnd/0Y/a+4GVe+/73Y++V/xTN//KfQxjc11rzhNd/b+IobPzJ6/fVPdfK1wPt+/iLABHz+HruO3fI4jhW3Ull/9F/ven/5iT1vLvTlskHBhFIcQG5gEMX1G6F1FaQ5BDEizeCl2ipcgVBO64nkxB+a/kMqY1nbFER71NjqIqjW4C8uwZ9fgLe4BK9WRePEFNxqGWF5CXq1irl9+xFNLyIdxEiNjkCbGEvI1w8B2wHZXHqVKjxKH89Py8hXkqEUaFHEnQi0qM+X0tNEuXLgAUXcktRaauM4UUiTSkz+nAYjJGP/SHlNU4hOJ+BVNWB5Y5EkjU9TQjcjXdlbTDcgZ1FAJ1E1KcIT0k0i3xXVc0uEtUpHveKURVOboMveYV+EsgZMNzQUudOTIuOIUtFQ4NF0JcNEZnAA3RPjyAz0wQeZjgg5GMO3YrhH96Gydy+Kt70Gm3/rD/H0H/8u9n7nfvQOjFa3vfPt3xp53S23D229ZLkm3LEXBu/4eYcAE/B5d8g6e4OJfGvHj29xdu1+pzM7/6t1z+4h72NyYRKj48gUu9C9dh2gJbXPkAhOxNAocvQEoihpf1G1pN4rR+zRBKN6FYFdh71UQv3ULOyTswgXy9AcTzphmZGDSqUMR/jI+SEWnz2E2u5nkSKyKRaQGhyA8ALUFhbgViqIXA8u2UG6DpTISYRdiioNLDTyV5b+UkmFWfYDN80wZKgoJxjRcAMFfuAlBExTkSiiFgK6acp9IH/myG86WSkKNFIek3UlqaultWRCwAmZNglUiqdakWxC6q3HMhEvC6wSDFvp5la9t8nfiUhrWXy1iqBpX2mIBIBQ0OxjUpcn2yn7pIlcFVVGxk7gS4W6mcmia3AQhYE+KIPrkC6k4LgleHaIfD6LytH9mDt0Cua11+Fl73kD7v692zH/xBPx6OYLFntue8VXt7/v9z+e6upidXRn/3k47/aeCfi8O2Sdu8Gkdq0uLGx+7o5v/LYyNf3mfH9Pl13IIszkMDK2FvqaUaTIj9ik1HJCCBQlUg1STgCizGgUwg99KCJJFxNR+rU6gukpBJUKnGodbrkKv9pAbHtQqB5LfBW6sj1p3q+ip+HDmT6Fys6nEUSu7P01NB16GKG2uIjYc2GQ6Cv0pOGFSuIucrySCd9kO2htybWUmiVyWmHBZcKkF34cyOlDRN5kL0lvIKINSISVycCNFelQ1bKYpNeUnpb2kjRtqdX32xw3uCLYok+naHslAj49EpZZ5NPIe7n+K1PbiUpaRsetcYar+oUpZk5U00rSvkSCraagrZXq90If9KTf0QzlNE1bSqdgjq9BdmwMIpNBxXOleryICPXjx3B8/z6s+/XfxMaL1+KbH/gjRAsLcdfY+umJ177lk1d89AN/KYQod+4Vwnt+viHABHy+HbEO3l5ndnbDY5/57G9Vjx775bxm9lD/rNLdg9Tmjdhw/UvlGD4SV7WiOhndUhRI7TikciaiE1Sa9RC6DuD7cGt1VBeXYJQriG0bLqWPG7ZUH1PUbBL5qSocUyCrqpiePAznoacgSvOIjk2i4laAugPhh9CJoVwfBhl6EHmGZBWpQHjJhCEpREoMl5u+y8nBjJpqYRn1nvaEdLiiofc015cEXqpCX5NpRqlUClE6LfePxghStE0PImhZ2w2DZQJutSa1+nTk94RLixRX9wE3SZvSwCt9v02hVfPGJlGGJQrxM1uQkrVaPcbU7kXvTW43pBsYOWkpCoIwhEfjEOkGgny0yZBD14BiET1r1iA/PIyGgPw/GZq0RAMzTp6Esqgg/WvXIZsz8OD//jxys7VoYHT8qL1t61++/o4vfVYIwbaVHfx34nzadSbg8+lodfC2xo3GyLFv3/WOye//8NeDWnUiT6Pw8l3Ib9iAvmuuRnrNiEw7yz/9zeEDRDZSziR9mCGnHkn3Kd+Hb9cQOi5820aVyHepKqNSijaFZUKYBnTTgEGe0IqAbahIhQGmdz6MfX/+aWTdGtRqGaWgCtMLoQY0ASmJbHWqccrZui5UEkl5QZKCpbptMzJs3RxQW46ayiYRrFQNU703GZZAP6MoVDd02SdM201EXF9ahBKGMDUdSjYjCdjzPDiOLSNfTWt6S4ehFHTJlHGrn3dVX29Sb27+/ow68LLbVSt93WxHklEwhfDnIGCpIk+OQjN9nUTAiSacouZkQhS1Z1GrF5EvETEds+UbJstEurtLErDV3y9tROlmILH5jOAcOIx5BNj6O29F5Ylnse/vvoKMEsaNsZ4j6uXrPvbOL9/9uQ6+VHjXzyMEmIDPo4PVqZsax3H60LfuesPsfXe/V52c2poxsnojl4O67QKsu+nlyE6sk05UQdPZiXBKIkmK8JK0MxkWU0RL9owkiPLrVUloRGwybRuTS5UGnebd0mxbQ5dmHTKR2iQQtVFD+cEH8eh7Pog+LUTs19FQPKS8SA60pzVl2w6RrewxTtytqAZKAivV0GX91rBMaJYpoz2h6Yj11PKEopYlZWtikU/GHUTiZGHpeTAQY+bwEWieC03eYSiJe1cSWybrhQEiKfSitqXkpiRRR58x/lCaj5ydgOV7Wu9ttR+1eoJXMXrigHWGQKvli0U8TdskI+rE+IT+J33fqnXL95OqmwiYyJh6pHUVZGei5jLoWbsWXWNjCMyUnE4lNA2l6UPQj5SgdHVh5NUvx6Fv/QiTux6FmTOi4atfeu+l7/vQBwav2cGjDDv1D8Z5tN9MwOfRwerETaW675477rip/MhjH3RPHLkir1umjjSwdg16XnUD0tu2wjIspHwBL24KltSkkUee3E1CDMNARlo6qZ39AF69Jh2mDMuAnskgslIJmUlFdBLgUZ3VI/cqAHlhwG9U4TyyE7ve8bvo0aif1UFsKMh5JCZy4MWRVPxSZ65ppZDNZhObxe6CHIhAREo3ACoNR1CTKDcSAk7YEl01o2BpCEKvibyS1GwU+7K2bCHGkSefguV4ENRrG5LoKpRp55RlyfqvbdtJ+xWNCmzmnlsWkS0SbimqzxUBJ+daYvJxWppZcmhS012dgl5dH056kpMbF0m8UsiV1Izp/1G0SzcWtI9JG9jKGkTEdNtEXtK+iJHt78Xghg3IjYzB001UXTLOriPafwqNqQUUL9+C3Is34rFPfgHpuaW4Z2xj1XzFzZ+/7n997E9FOj3VidcM7/P5gwAT8PlzrDpySxd379/+6Cc/+UFv757brHTK1PNdUIu9WP/Km9D98qtQzVrIKDosikJFlIzdo0g0CKWxBZEFpWQDBXACD4ZQ5JDBwLZRr1YgNAXZnm7EVlqSoeSO5rPloUw/U30BW2lA7HkGR97zYahOGZWgATKcKFRd+KELpEyk+3sg0ikyeJaj+eSY+5QpU980jpCivYTDmvaQTXFUa93WVKTWlhCBEQHHcQAReshrCg785BHkXB+o24i0RIlMKV2d/JSJtKk/OOFAxH7Lu2ol+m3Vg8kNLFGrnS4CWxZqkUNYy8hjVRQs72vosxOrsGUv6CQabr676QpJNxBJhJtMXpBpZlJqU5mgGQ2fFhHT5oRJVB/SPpsaCkMD6F27HmqxG40ohq9GyAcClf2HYEce9EvXwMykcOwzd0I1jNgf6ZlLX3bZx9/8lS9/SghR78gLh3f6vECACfi8OEyduZGNxcXxw3f+4L/PfPuuX/WPHhgw80WE3QMYu+FarLnlZuhDgwiFgO/YME0iHzXpo40iuNUa6tWaVDBnMlko2RRcLUlDEwnHjoPSwjzcwEPXYD/UdCZpDJKezUn6Vn5Wk08oldpQHQR7nsDk734cQX0JaiED4QvkZ8pYXDiFwDLRtWYUalceLlGvaUE3LDi2kwxZaJKuVEA3s7DklEVpb7lMsx0peZmQInlVU88yaZJ1JUKvoWP/Az9B0Y+g1BqYhZ20HzXVz0TCJM4iQg7cAL7tJSnolgBsVT142XdztQBrtWmHnFDRfG9zEMOyH3REWDV7qJufmaSaW6nuREPdMvMgAm55SycGHSJRpAdJZkLeMFBETCKz2EhEc/Ah1Bhq2oLV14f86ASyfQM4EQcYoN8eO4al+VMod6WQv/AC1PadBHbtQV2vx97ohpPmhg2/+65v/eu/dObVw3t9PiDABHw+HKUO3Eaq+971tve+wzsx+T8R1fK6W1OMvi7off3Ib96A9W96NdITa6HaRLg6HEsgpTokmcXcoSNwq3VZb7UKeWR7ewHDhFB1BJoKJ4xh0hSkhUUcfnYPetcPIjuyHhA6mS8mwiUKUEkEJeuYgBHGaHg1xEcO48jffB7FRh2KFiGyHVT2kinHKcShh+zICMxNWzAPVfb6disxvNMizNPH/lL8SrN1ZQQsr8Zm7Cu/iRM/6ohqyCqitA6t1kDp/sdg1WtwUjEif0VoJtXV0ks5qX0TWZJjVUKEzebe1mv506aL1mrSXS3GIsHaGSnoZcWzJNSVnmKZWl6OfqnunkTXSfp5xVQkodrEA7slzkpMPVpziCFbj+jY5Ujl7fko1yqINQ1946MYmhhHMDGKpVoNsePDqrioTZ1Ez1AP6laE3bt3oceOUEwPhL2vvu0bF733PR/KbdzIntEd+DfkfNhlJuDz4Sh14DYe/5svvPTEY7s+dfTRn2wxutPo1k1Y3T0o9g6hPFdCZs0ENvzSq4CtmxDqBlJ2BMUu4+Djj0uzC+Kv3okxZMaHEclaow4lBAJNk6Sq+THCE9OYevoJFPMpdO3YgYhqqEEIw0pJ0RRNRpJ2jcTHCuDGITB1FJP/8BVop6bliELhebAPHkJ07CiEa8Ps7UPmwu1Y0Azyc0IxDhCQFeY5jqEkYBKJNYVjq79K4qRaMNlZairCjAFRrqF6/+Ow6lU0MjEUv+mE1fx8mX5vfpZMCTeFU63lT+/1Pf3y/3eOWKcRcFNo1VJDN1uQWuROeyCJtvmRcaQtEzKRbtILnNxQ0ChGImDKONBT2lo2CZg+zxFJ1K8rmhSe2dQWpgqku4so9nbD2rARnq6QmwpSbozFA4cQuHWkh4uYm5tG5dAUMnoWYv26eu8rb7z9lR//+CeFEEsdeBnxLr/AEWACfoEfoE7cvMb8/Mihv/vc+4/905d+w/UqurJuFGmzgI033oTe216Ok9PT0I8tIqOYiLeMInPBOhhBjJPf/nEy4cgysOHqFwPZFEiDHBqGFFPpoSZJmKYQUYoWtgtn9wFUHn8a+euvgrV+HDBVhJQebUqQSGlMtU4SWEV6BDFzAlNf/Cbsg88hjEkUJaBOTcPetw9xrQw1TenQ7bDzXTJ2TAUuIlrrpxFws3HnbCRMxE9DHCgCJgJWyjVU7n8cZqMKO71CwKuJd5lsqT5LJHouq8kWW54jBU2fuez13JoFvPyV9q6pcF7VoiQJmdYNk31uRcWrSTih8nMTMExdknLg+7IfW6a96ZjQOqqC8S3boPZ1wzFU6NAQLpYwd+worJQG048we+IkypEL1Q0wcNXVi5lNG992y2c+851OvJZ4n1/YCDABv7CPT8dtXXzkiPXDP/jYm+Yf+fFnLdTVrnwBzugY0msuwAVvfD2yL9mB2BQwD5/C9J334/je/ejbOIZUTw4l00TX0BCGL90BUE1Xo8ppJOu8im5KUs0008sBFYfDANrUHE7c9SDqY90Yv/pyaIUMXNA0JB8aeS07AVJkBClMwAoRzsygcufdWNizF45vQwsiWOUqKnv3IJ6flfXn/AVbEQ8NS+JVfUcOUVie2XvGEZUR8E8jYHLs8qm5WEWQNqCWayg/8DjMWhVuhlgqIboWAZ/2etVgBkmMqyYjJd+vXP5n/q4VfbdIdHW7URL1kq1nEtdLwl1tSSmV59ryKMMzSfhMApaRcCsFTe+l+rUc00iWmmSkkqSyyZSEftY/OIqejesRFDNwhEBKUVE/cQrO7BzSsYqF0hIW6zMo0AzoYm+4/t3/7asTr33LB/t3bH2u4y4o3uEXNAJMwC/ow9NZGydbjv7iUzuWnnjqK3N3fmOtOZJCpm8QVWQwcdurMPSONyGb74XlU8XRg39yEs987dvwD08hm01BveEKbH7JNYhpDCG5TxkGyJKC2o5U04AvAJ0iqjiEqyd/1DMRsPT4XlROzmJoYgTWQA/qdgWO04BC77MdGAGguUDDCoHFBWD3c3BOTMOlAqwfwnR9LD67H+Hxw4gaDWTG18Jcvwlx2kIcOFBbauOzHE7KGCur5sifGcmS6YVC+9uMgImAKQK2GlU00jHUgFyvzkHAFP3+tAiYovtWjfgMcpYf2kxBJ8MqEjFWS7EsW4pW21w269Utog+jZLtaHtetucKtGnBMbUry81oOWSstTy4NzCDipTatpl+3nP5EvtZ0zxHFGNqwEV0b18FJ60mrWLkKZ3Ja2ofWGjXU56dgiBgp3USj2B8O/uJtv7Xjd97zj/1bt7JLVmf9WXlB7y0T8Av68HTWxk398Ic9Mw89+v6TX/r6e9XqojaTiVGcWI+xNdvR//bXIX3lDqiaKSPGKHJR27MHJz73TRiLFRwK5mFtWIMb3/52mKMT8Iy0nLRDvb45ac1IgwEUacIhYh+qGsNxbcTUb1q24T1xAO70PBrVKkTgQJM+0Y60rFRVgcADliwfpu+iv+LC8EJ4miLV0mooUD52BM6+3RCVMpTuPuQv3AbRXZCTmNRVkebZjqiitAwiV4h0JaJNCJj6iIO0DrVST1LQ9SrszE8nYEm+VP9OQtamEGul5Ui2Esn660qFevVr6VLSItGmkcey0nl5YMOKSrpVb5Zk2yRgsqE8k4Sld7T0j05qwImYKzEFoZ+6tpuoxk1dznEmYxEiYPLDNlQNjcBDJHT0r12L/Ia18EwNIvDhnZhBeWYeRqSgNn8KTlCVzmGBG2Psrb9yaPClL3n7tne/+2EhVt3xdNYlxnv7AkOACfgFdkA6dXNoytHd73jr5YtPPvVAfXrGMK0CjA0bMLr1Emy+9Vakb3gxlFiTdUBXDaGemsHRz96BxmPPYPv1V+JJfxaVR56GtXYdLv2Vt8LavAk+TQuKAsROHWkzjThSEfo2vPk5hEcnUT52Ak4cIT08hF7LRO34JKpHJ2E2HKSIvEMXdujC8R2kfQOzpgsdEfrdxBKxFPkQsQaNRu/NLaCxayf0cgmObqLr4kuhDQ0g1mJZwz2nCosCTSUZpnBmJCu/pxQ1RcBEwKtqwC0RlhY2bSfPFgVTDbdFwC2R1CqylQHluci3qX6WBLxq5u9KJNwk71XuWMstSjKypd7lhNgTL+imGrrpJR0p5yZg+MkgB+rd9kDuWMlwYWofo0lStgHYS3VY6QKGL9mOqL8A3dSgVhooHzsJLYxgV8pYmp2BEkeyfq+sHfO2/fIvfbl369b3r33Tm6Y79Trj/X5hIcAE/MI6Hh27NY996lMFb8+eD5S+9s33LWV0NbtuIy5Yfwm6tl8M9foXIbtmAsINoKsKonoNkz+4H8effBrpLaPY+sab4IkA1f/5D9iz+yAyF2zButfcguIlWyBowDvVKBs27MlZzE4ewfzefcgt1NGvWIhMA41CGt1bxhF4DurHT0CZXkDKcaGKCOXIwaJdRX9VoGyGxIMoBJDioKXAhaLQoAQTWqWGxuM7oS/MoxbFKF60HeboGIRlwKeoe9kes+nQlYSW8nirctxSawxhQrtJRxJFh1EzBa0kEXCpiuqDu5CiNGsqQouAz14DbqWgW34bqyPdJoG2zrhVrUIrJ2GzFar5g9bUI9maRBmCVvq6WQOmmwwZBVM6OkoGLsrot9VDLPe3qYRWW5/RanVaaXkiW1Fy8nKjAG4UypGGlEUgmOhZgotUpEGEGopr1yAe7IZezKFopWCfmEZjqQQ78GFPz8GpLKESe4gNoKd/OFh76ytvvfotb71HXHcduV3ygxFoKwJMwG2FnxdPeChWH/joh2587h//+Vtq3dJ6L7sAExesl3/AzQvWY/SV18MYGAY0AVF3UX90L556ZCcy60Zx4U0vh1IsoK4osMIKnvyTz8B+8GnEE9247L+8EbkNm1Ffashe3bl7foDA99Bd6EI2k4HftKckWsiOrkN+eADzi7OYe2YfBp0IXYqOea+Gqh4jVXGSBKlsoUm+JrnTCCT41QIf4YGD8I8ehufYsIZHkVu7GXGuB/WwKgc6kGGGphK9JO5TsqZJPb6CbD5o/m9izUgWlC1CdYmAw1jaVnpkSlEqw9n5FNKejYoVwHJXIuAzzyZy9mq5e53mBd38j2Rc0uo7PpsIi7at1ffbcrlqUXiSLm5ZSK7ygm6KsQLZB7xiKLI6PS1vLJRkdnGLoKXWuTWFKVypL7ecs1o1ZPocmt8cBRF8P0Au34Pi2BjirjziQpZ+CWd6BqBBG5UqyvMzcOw6NF2D1d8Xbv71X/+uMjr2zsve9a45vvoYgXYjwATc7iPA6+PAnXf2zj69946lf/iHa0dGL4A3UkBNiZEqdGPwpS/B2l98BcJUFkHsINrzHKZ/+Cic3hzW3HodMuk8oOjwTQVRaMMoN/Do7Z9AuO8whnZciPRlm3Fk9wH4kzPI96dgGSZM3UgIkPyIkRAerDwKI8PQ8xZmDh+G/dwxDKdyUHUFx2ZPIk+uULJeKvuS5JN6WemHoSqgeh7UqSnUDuxHSFOJsnn0brkISvcAwqAhRdCkhpZTjuRc4mT4gHRotDT5syZjJa+brlkBETfND5YEDKilEuydTyPlNVC1SACW1LfP9iAjESJg+dGrhzE0iVM6h7WGMSRsuezIJb9dpXJO6rirzTaaPbyrSLblo03vDeS84GSrJIk2/9JI6RXV4mkoRpOAZYq6laaW0XOrLpzgtEz+y33EMQLXlzczip6CViggNz4MvacLnu/CK5XhV2qIGw245TIq5UUEoYe0aSK++NLGRb/yjtsu+83fuE8I0Rp5zFchI9AWBJiA2wI7L9pCgJTPU/c8eMueP/vrr4zUSpmFehWTige9rxcbr3gxJm69GdkdlyAUOjB/CjM/fACN4/NY85qboW9cA81ToIYqIkvI0YAZzYQ4cBCP3P5XuChbxFRpBvPCQe/EKIxMFpqmSmKRUSgpor1ACnv8QEAv5tG7YVzOCz6+ey/SDQ9dmoH5mVPQaUISxeTN6FeQKUczAqaRgvA9mEuLKO3bi7hShR0Ag9svgTkyith3EqIlFpYjAKk9qukLTVOScinpdkX+x7RNMXk5k/lGSL3HqrTPTAh4JQK2vAYqVgjLO3cETKzfIuAV/+eVqFVI368VoVUrYl11bBICbRawpbNW6z7h30XAp0fBYawsC7yWDUGa0XHSkpU0X7UEWvKGpNXKFCVDG+ghybl5o7Ji5EEOYCFMsvkMI/iait6JcWQH+6TS3XNdOKUy0LDlszQ3jbrdQMG0UMplw02//I7vrXv5Te/c8LpXzPKVyAi0EwEm4Haiz2tj4dmF/Ilvf+ULtc997VVLlRnMOotQx4Ywsm07Ri7dgfHbbkEwPgI4QP3uBzC9dzf6X3QZundsh0jnEHqBHGFnmCZseNCXapi/5wEs3nk3ikqIU7VpadAwOjKOhpldHntnGqYkO6/aQErXAT+GE8fIT4yie2wYi7OzmD/4HFKVBrIAbCmcTVLOq59EyJKAgwCmXUPtuecQnJxFo+ag+4LNyG1cJ8VELa9j6S+tUrpZkW0+RDDU30oJWzKQJJ9oUlbLeic1W1F0TV1IRMBaEgE7JDZzG6ikAli+ce6zSBppNAl21dCHlpCKhhU2A99lydVqUVaieF5RTZ9OwEkv8L+3qkyI+KcSsCR9qhEnKWh5M7KagGMaXdjqFm6StHTOSmrMNGxCU8g/W4Hje/AVcsnqQtfQAPRCHlRx92o1+NUahG2jMTePWmUJllBRiSOkBtcEN3z6E28df/ThO8SHP7wiQefrkRF4nhFgAn6eAeflTkfg2L33vu2R/+eDf507MpM7VD6F/s3jKG6k8XMTGLj8SgzeegPCQh7ByTKWvn4X9JE80q94GYx8EYYH2LqAHTnoEjoWThyG9+W7Mfm1H8LJq+jfMIC5PbvRZ2pQ8nlowxNI57NygAONvSMls/BCmFQLpTaWIITIFdC7dg20bBonnjsA78gkhowUqkgmKyVpZ6rdUgRMtVt6JIoizbcRkiHEwaPwy3Xow/3Ib9sEL5NKLBqJVMmrWVGgkUmHmkTjnu3K6JgGMyhCkSlx+ko/o/GGyzVgrRkBP/KUTEFXzBBm+NMJWOqoVzqRlhXNtNXLBLzCwitmHXzAWnwAACAASURBVHL8w08j4HPVgM9CwFKktRIhy7R3TLOWWxEwTT5aZVcpRxgmLUnL/6d5M0AEHHohrFRKTqLywkC6Y1HJuau/F/nhUQQ02cr30CiXpWAvqtZhLy3Cb9RRjQP063kM/eav3df7khffvPVNb0qmVfCDEWgDAkzAbQCdl0wQiOPY+t573vPQsU99+hJd6DBo4s2mCYxtuwhKuoihq65G8YaXIFYFpu7ZifjEDEZvehH8iXEYsQE1CFHVAliI4P9kF5757N9jae8RDBSTVGSXrqNy6DCEHqFuqEgPjUpDf5E2UXNtSZppVYcSxAgjG9RQFEUGtEI3MuND8P066keOQK9UpT2lpJxW/bdJwJKUiYBp1F7owFqqwH76IESphkZGQ2b7Rpgjw0mkSGnlIJJRLrXTkEEHRbYKpWtlu0+rzrriLEXrkh0m1Y79Vgr60SQCrpohjOinEHBzsOLZ0s+SgFeJsJrHo3VckklMzei3FQOfmYKWKe6WenoVwdKyPvWLNR+t9y1H0zRpShLwSo8w3RC1PisE/e4MAl4VLYduBCNlwQ98+KEvSTqIAmRzWRSGx6H29EvqbtQq8GpVWZ8nQVZpbgZOHKAodPgjg97rvv/9lxY2b97J1yMj0C4EmIDbhTyvC3t6/vp/uuSi71kLp7S60DG24SIUL96EbP8QhJ6HNj4Oc8dmGGkDjYeegbV5DbquugSWyELzFQSWQKi6qNz3MI782d/D3v0QrCu2IOrqRk9Dh31kGtXKEsLAkWRrdPega2QQqYFuuCL5g2+pOuD6CDXydTag2jocxYQ20ofiYBHBwjQWn30OhqY3yZdIOEwiYflMUsY0WzeIfeTqDrwnD0JdrGBOuDC3rZHD5ClTTfOJI8eT7VQq1aEp1UyCJEqBkzhLVyF0DTA02fcrJyCpAnpI2WoFfisF3SJgiwjY/A/OpJVBEKuV0MmbaGjF2b2iiSyDljvWKq/nlho5SW0ntdrVQxha9WISYcnouzVWsVlHbmUCKGRNtGZElRQBn07AlKWgx2ojD/k9pbddmZOHZuhwfQeOY8tZyIauw+ruR3ZsLSIRwfMd2PUaVPKUrtcxe2IKbuDCCCMUVA3Oq1/73V/9+ldv4UuREWgXAkzA7UKe18V33/jmu2e/+pXrkLUgQhNdV70YwxvXIaKaKo0O1HXEhTRU+mNbbsC6/FIMXPtSdOWKqCshFCNG6f6d2P0Xn0Z84DC61w/CGu6DSFnIqybmDh7G0rHjSPuhJDybhiP0dKFrfBQZMvMPA7iOA8vUESoh4iCCEekIyeDfNNA9OIyUmUJlbgHu4nH60y9JW46tDUKono+MbkLxfPhOXbbHpCsOvOOnUK6VUVJ8DK2fgJHpwuLcPNBoIKtq0hoz9MNmfVbImbdyjCCppFVVul7Jr/SzVBqGZUEzjYSYbQf28ZMISmXUfRtpK/VTz6RVXceJEnrV/255Qa+0Fq0Irohg/awJpeIAjo9IoxseQ/ppC5esIiMECrUORdCb7VVx0y6SovVQNeH7vhyOoah0c0JtQ75MgauyfttMYbdqwMv1ZkpFN4m9NexB9hyTgC1RVJMVpRTEkWd0GMDzPZnOJ85WjTS6Rseh9OZh0/FdrEC3Xegixmx5DvFcCfORiyFFQ2XtWv9djz/0cj3f8xO+HBmBdiDABNwO1HlNxK67/YvbL30oOrA33UinMNQzgew1VyCbzSZkQ9MAqd+T0rayXzZEmCug3PCRLxaw8dorUa2VsPsf70C8/zDWbpyA6B+VAxh004AuQniLS2hMnkK0WIZwHbieIycj5YeG0Ld2HLBM1F0Xmkkzdag9KJYqabI9rDkejEwRxcExmKkMavsfh+c5IOpQowhBrYagWkVEE5WcKjTXhVFzZWuT7L91PeiZFLo3r8HRZyfRk86gmEkhWlhEfXERumFJa8yGbSObOvtIQZkWNk3ANKFaBhSKjkn1W7fhVevwGw4yhcw5z6YkBj33Jd4i4FbUShxHEadcl+rkGRN+tQEloE0wESoqXFIkKwKZQg6qpaFer8OxnSSeFqoclmA7DkxFk7VsmcqmTEEzoqXe65Bq7yoh2Uq1N+u/zTR2Mp6QImNSUieETCdEazv9VlRNwqxWC1OTwIncs7190EcHpDo6WKzKEY6WqaLk1+Adm8WS6iNDXuGWFb34nz//+S2vef27+JJkBNqBABNwO1DnNfHo333m759+7/veEdcrqmOZ2HLVtSiuWQtPAKmmaMlxHCmOUokUvABYWsLsU3vh1xwUxkdRDhxkFAUTG8axlA6RMcakWQfVBRH7SJGwqeGgNHUS9vQMTNeGQ6YWslY4jOLIiHzdCHykYlUSK1lXkgSZentDVYNZ6EKh2Av1xAnMHTqMYGkJasNG2KhCIIDvu5LYlYjqyYacJxwJFWYmi4aIke7rkhGsX67CLy8i7fkwqBTsk/WEClVXyXRanhFnc7MKhCLrz4l5BdVOIWvIpIym1/G5Jx3+FOptnYDNfttVPbrLkmAyCImAuiEQ6ZqcMmS4QKir8HsyUNIpaJGQ0agfRlA0HZppwfF8LJXKEAvT0EjpTQRMKnXDkEYkjutKglZ1Y3koYdLyvELCrVqwrAM3o99kWlJCzGRhtayebrUpNevVpDLX0hnoA71I9/QgbrhozC7QMCn4io/SiVnEPpUBXESKAv0VN51467e+9SIhxAm+LBmB5xsBJuDnG3Fej/54Fv/lJTc/6T7y44m67kMvdGH9LTejW2RRR4RUNiWJhawhVT+AsF00FktoHD4IfWEJoR2i5HrIjA5h7KILIAZzmNFcdJcLMFMmQhHB9V1YqgKSKNXmFlCfnII1OysjO5K9hpaFnrVr0bt2HWwSUMk0NfUFN2AoQDaThud5qFE0Z6SQiRTM7H8W/skZZH0PeuQhgINQi2AqVIsMUYlCpGMT/SMT0Ib7sBR6aEwvoTBYQGjX0ZiegeHYyFJ6ndK6QoVFYiKvcU4CFmRYIVXbiRSKokpdTYYSUNq15tj/6TNqOQV9FgImdbbux/BzFupxgMD2kNfSSHcXYWd01KsV+JW6NNRQTQuCxj2qVLvWZXQfLZxEo16TGJL5iW7oUoRGaeik5YhqwIlHdKv/d9nso+WIRaTbnJh0JgG3jDuWnbKaNWTaFZ9uvIoFDK5dR7c4WDw1LW/kDIqCGzX4UyeSTIKIYafTwW3f/vZH17zsZR/7TwPJb2QE/pMIMAH/J4Hjt/3nEVg6dvht39127d/Y1flsJRVibPOFyF21A11VRc7i1SxdOlCpVI31PLgzC5g9fAyNyaNwGjWEVgqDa9ajb81auJYGV4mQy2chyr4kNDk5KPKlsQVFi6HnIZxfAA4fQdCcgOTRiN2eXvSt3wSrpw8VBEhZGgzfQ1xaglJvwC5V8P+z9x5gk5RV2v/vqdy53/y+k4lDkGBm1RXDrmn9XBVxRUAUVBBcDKsipjWHXTGhwComwASoqyjgmnNCJQiKxGHyGztXV/5f56l+h5Gd0XX2P36OXxfXXD1Dd1dXn+qq+znn3Oe+O4tNLMPGXrUSLwiJNm3F7rTxjIRWv0HfiHQ2V7NqKFFwGqtjTY6z+Y5NrFy5lp7c9Bc2s3JsBDcKaW/chApDbEP6qTKSZKKyXJZ4l3rO8poBjVme169ZdikaZIS7OxPLM7q7P1MDotR9AHiHLKW4DykTvx/QM1Lc8VG8SgW/2SZuLGLGESgT03GJZWEjDG/HpVytojyTRqNBt9PVoifC+E7iOJ8ANkyiQR/3XgWse8eUhPyVl67zA5MStLY/HHSwJVo7A3Behs5JXFIW8EV72yuwcv+D8Co1FhcXCNttKrZD28rwf3ebrloEKqOunMw97vibn3HFp47Y81/08J3DCOxZBIYAvGdxG75rDyMgus/fff1brm5fdNlj71zaYFJ2Oerhf0uy/0qqPUvr+6ZmhuUYuCJg0WrSvP1u5m67QxOC0oIHM5NMrlpHoVIj9WwKKCrtiG5dkaSJJjBJL1fu19LPFVELRwhBUka++07ssE/BcQgEPOpjjK89gECMDsQWsNMi2LYdo9XB6ifE7R5hlGIediBrxydobtzI4oYNFG2FYaUklohIGGSBwioUyOpl7HqdkluiVqyx1Glhq5Du0gL+/BzFNKFsC0EpJjVs3EKBuJ9nwDuD8DIYS7YoAh1SzhUQE0yKxKhAslK9r+Juz8SycMX/BICXmcw7s5r7jonbiXCVRSqkpnqBfi8g2bZI2ulIsovjuLmOtWhWG0pXEoSV7B10kCaR9Xs+rUaTJIxwJWuXaoM2Zxj0d3cqPS+PKcWD+V8NvLsA4OUesM6ed9KTFhCWUS4BVyEDjK5YTWl6SpOxpApSThShlDeWGmya26hZ7OOiyHXIUXMnXP/jv1Oue+Me/qyHbxtGYI8iMATgPQrb8E17GoEsCx/4idHDvjxW91b8rrWJNRMrOOhhD8UXZSqZxA3EPk6ySjAkY7xnI4tS+p2d04pR7oqVrDj8CKZHpnSPcmvYJosjDnWrzBdTPeojGaMthCVh0Q6MDFzLIuk0mb/tNxgL81RFiTJN6Rs2xfEZvGIRv93Qgg1mGFA0LcpuSfdqW60eUdljxfQUlqFoLy7oPqJjKdI4wlYuanQUc9U4RhDRnW9SXbdCZ3/x7zaDnWJJPzhLMeOAVDJB0ySRY5JS787U5J0yYT0ilJsi5XPDwkwTAFaZttiLVUox/QNmDDtrN+/ihGlVroFQxzIA7yBhIbaPSn+uVy5jlgp0gpBeu4ubKooT49gjNe2X3FlYJGw1sdIES7LRMKA1UqdcKus5506zRb/dzXvXAryS/QoQL88BD3Sglw0bZIRYy51I1rsbEpZ8nR0KWssiHrI/U2wkZdwLrGKV6rq1WPUKjU3bcFs+dtFDFQx+c8tNGEnMGAaF0lR4xEc+cNnBzz7+tD39XQ/fN4zAnkRgCMB7ErXhe/Y4Alt/9YtXff/RT34tK8arW9Mux6xdz8ihB9FqBzQtRT2xCbIQw4Kw1WDbzTfTuu0Oyv2Y2spVcMBqzJEaE1kRxzCZryldBi7LmJJR1IAhfxBxjTjV2a/luhiOQ5T1YftW/NtvRS0t4ZomkekQWg71xNJlSkOlFEqeVliSMnXmFjRQVxMTPwmZXDmjpSQXtm3DEvCUfma5wvj+B7CwtEAyWsDwbPwN29hvdIr5+e3Q8ckCn6plUrAUQdAnc2wSxyYMIzwtOrnrDDjWmtN5KV3rV0s/2DJIbBn1URT69773vifl98wT/ggAy9M7BDMGRhACzsbMKEnFI1jqkGxr4pkOtVVT+NMzdLwijlDJ+j7+7DYaWzZDt0PZdVmwFJ5XoF6p4homrcUG7UZTnxuRAY1E83r5M5cBeGBb+Mcy4J1JWPdlQQsAi7tU0onppybVA/envnqG+bs3Y841mRgbZ6kcc/vNN5D4MTOlAtW+my0dfr/bTrnxB+v3+Ic9fOMwAnsQgSEA70HQhm/ZswiI8cJ/Hrj+F/P33HP0Qhyrgx/+UPZ/4JG0QukNmrimg9nNaJdCkv4Sya9uofmLX4NRJF25mtrBaymVi5r9m8s15j1RAVl5jB2bgu3iCsvYF8purIUthG8smFwv2mTNNt0Nm2lv2gJ+F8ceMJFlNGaQiWpNZimryv71V1VEpo3bCTBLHsU1E/S7XeKlFl1iDNejaLpUJ8dwiq6eB477Af1mi97iEnVLSq/3XmrL5eWde767A+CdtZl39b4/KGS8bP6wm9MVq3t1nu/7Eil1xwVXl+gDmftdWsTq97HHZ4hX7kdaL4GZ0Om0EZsKN0zwN27BWGiTLrWIR8skroUqeRgFR89bh40OXgSeaeFn0b32gzILrMvH+VHsUOASBrRMX2vXxuVxJMg7yTsxoXeUsTOkPJ0YYJs2URDpcv3Bhx1Galncctut1KdmKFom/rYtLGzZTD3LmLOtrPa4R2086XOff6Eq1762Z7/u4buGEfjTIzAE4D89ZsN37GEEsiybvPaJ/+fapVtvPbpnolauP5CxlSvFxwBHWSIwpW+UifIJ57Yw++NfaOEEuz5CYe3+OJOjOJ79ewAsYJlPiSqcGMIk0jKFhbL4/UZ0e11N+imIC9LSIv25ReL5RYyej5nEII504ougzQ/yMR+ty7xsU5jf6VGdiH7d1cIXVeVoUlJYdRmv1KEbMLs0j7Is/H6PyYlxCpZNY+s2/WhFuY60hvJdAPHuwHcZZHZ+331Be28CcGSbZOU6ynaIFub0rLNRHUOt2p+oUiRTIUaWURCZzHab2TvvRvUCXCkvFx19DoQw5vt93Row4pRUfHqjCMPJS+fLLOacCT0gXy1LYC4DsJSitS1h3jeW+ekdVobLTOrBHHCkS/NSsreII8mlFSvWrsEuldiwdQuGYVEvl1BRj2233kYpUyylEY3RWv/pH3jfpQed9LwX7uHPe/i2YQT+5AgMAfhPDtnwDXsagdbmzf943QvP+NDslk0rRbph1YH7U6tNkAQRBcPVDjhdL6HQ6rBw403M3XE7pihSrVmHO7MCqyCEnxzIdAY8AMll0Cx3Y1LHJLIVsaUwbIUjN3G56S816G/eStTsYIcxBanmpjEJoqglM8B5Ji3bcvarfYLl3xmUldIM2kAUsGJFeXoKNV7XdoZVx6XZWtTZYNFzKXsF7cQTtbtUxIM2ybO9/wn43hekd471nzUDJtMs4aRcpzw6TnvzZmzRz3aLmKv2wxC2t8RXFitJRntpke3bt2oRlfrYqJbrzPoR/lITf7GpNbBlDjhRMjd8rw3v8uiRzoCX7QgHild6Blg7K+WSljkbeicAHoh87CBjIRmwyFrm0p0CwDKfXKpWqU6M0wn6NLbMUalV8Ko2W+64C9X1dZ96wTSy1cc89Lrjvv2dY5TUsIfbMAJ/hggMAfjPEOThR+QRuP4TH3t/68ovn/q7m24sx5bF/R78YEYnp+hIj1RueQZ00i7eXdtY+OVN+GEPb91KqvutxpIbv5CS0tyBaBl85XEZkJ1AJJssYjMjNRLcNMPpBvjb5uhsndU9Xtcw8AxTZ25JHJIZmQYNAVm930EGLOCre66DzXZiPB9t/t6qeBimS9wOCIsupXoRf3arzp6LtoMRhCR+gCPKWpJV30cs408pQe8KgHcG6T+WAUsGuLvtD5WghUIui5NkZILq9Eq23367NoDQMqFjoqc9oasRom0d9nwtsBEJK3qkilevEC8u0d42RzjbwA3zXnyUJtpSMTNFfGSgIb3zSNFgcfWnlqD16weewfIZ0iOWkTARRbFdV/97bGYau1hk+29uB9ekPD3K3Ow2etsXGDNdUpVl9trVv33KdT9/UmFk5O7hNTuMwJ8jAkMA/nNEefgZkrmUrznhhM/7P73hMVvv2WiVJsY44OijKE2M0xdfXHEFMg1685uJbt5AvHkWa6RE/fCDSapFVKK0/rJuay73gHcqE2vGsJ3p8qZnKjzJhGYX8TdsRi22UGFMICIfIuuogTwZIG4+uiRjPsvKTcvgq3vAA2C2nJSo7VMYG8OZnsQUi0IRoih4uAUL0+9gSzlz6zasJKUss7G+LCxSbRqQ86f+ex/4vgB73xLz7t6zY0zpD/22NIt6DwF4YL2YTEzhTa1k7o7bKPR7pAKibgmrXkdZBqEAbxzjlIpUJsZJHJNW2MffuJGs7WMHKWVl6SyzF4V0or4GRMfOTSR+PwMeKGLtlAHnphC7zoDl/ZI5azb0oAQthDm9KNGeGZnOgP0oojYxwcjEOIu330kr8qmuXkEUhczedhflNNWsd0brCw+87DNvO+Dxj3nv8JIdRuDPEYEhAP85ojz8DLb/5teP/87fP/GD7c3bDlTSh5ueRpVKUCpqEPbqNS2isfjbm+ltmsOKYHTdKpxVk0SGQdqPtH28BuCdMuCdSViBLe5AGUazhS++vMJUbveompb23+2rTAOB3KHFk1fkERGTBr+HZZvaVEC2HSXoZQqWMKnJ8CuOvBwvUthjdbLxmu5rVgwLlYS0ts+S9SXzlUw6d8CVHqj0oP9YJrtzVrvz3/9XADxwK9qTDFh0sc00plcfx56YJlhawOu2iHodPbqFsMOlLOzaONUylbFRiuUqjcUlGgtLhNu24Fm2rlSkUaTjbVgmYRQRRDJm5v0eCesP9oD/RySsXKZDZC9FOUxG0URzWth3QZLo7Hd8xQxZc4ltSwsUJyepFCtsuuVWYr9JwbAIKuV45unPvvZJH/vgU5UScsBwG0Zg70ZgCMB7N77DvQ8i8O33nffehX8777S5rVsqBRnbGZugF0RklkOxWtM6wtVqhebdd9BPEgqjY9RWzpBIuVKEKPQ8r+gBZzuIUst9YK3nJOM5/Q5GxyfYsg1/02ZU3Mcx0cpagtzSu5WMyjBMLFPsFwyUIKqAtiWqVPcSujQha5AB668gcosFhyRLtOGCCGE4tTLlUgk7TOgvLdFeWKTmFfFEiUs0rF0L0xFwzrF4dyC7/CPZVWl6h/rV4EX3zZBzW8Bdb7kS1h/IgAcEpl29WwNw2GfOLWNMTDHiudjNBXoLcySWTWY6OrM0x+pUVq/ArZSJ2gFLd2/B6qeo9oK2V4xsAz+NERMGTZTTI1cKcRSUbVckrOXxqT/aA152UtopA9ZqWAOPZSlBJ0mmnZyCLGN8ZpqqrbhryyYMr8xkbZy5u+6h153XxhKdTGWjq4/86Ym/++mTlFJLw4t3GIG9HYEhAO/tCA/3L5mOd+k/POly9cMfP6nV65ilSoXRkdG8rGyY2uxIz8N6Lv1eUwtU1GZmKNRHtLawmBA4rqcNDwQscwfZVCsyCi3LlEwniunefTexSEe2ergygqSJRBGJOBdYFqmycVC4AsZp3gOW8SRRo/LCjCBLcEybtplRtD1K7Yimm2EVPZzaGEmzRTf0cUfLeJIpd/saYMUY3hKSkZRBpe8o8pKmmELIGJTIZwz6kWKvOCBjObYYN8RaQjEvTxt6gbEMsHoUV16rBb2kxyk2iPno1QDJ9WvFPEKZtnYXUomhP18WCUJ2kpK+/CdWgOLQlC85BmVeOb401naCuwZg8MKYeWEgV2qMj41ihT7d5hKBlOWTlH7oY02OUtl/LX3TZHHzPMmmBWaUsIxbtOxUZ8GxZTCf9jH6CV5iaOlOf0DEWjZVyEvROQtauvy51OTyqNGgVL1cihb1qiS3cxThkFT3JPIes1YO0/KeOXM6jhN97oM41g5Ok1Nj3H3PRvr9mNWTK+gsLLGwuB2r6uLHKSPu9C1PvfUnp5QmJq4bXrrDCOztCAwBeG9HeLh/AZLVl+1/2KeDTXc9PLUsVapUKZVKAwCRG2Y+ViJAlhIRCYFJ2ZSrddyROkqs72plPMPBiAQoQ1KVaNMEL45JFhp05+YJ7rhDg44thgCZZLwDxyARrrBMIgFykaVMMywlXkRiiycgp0SsiqU4Yo0zwvZCbq03saXH/ExBG71H1VFGR+s0lubpNxuMex6OkK2aIt6hcq/eHBlz570dM8RgiAtQv6+VoZI40gzdYrGoyUsCEsIAkxjknrYD/WMppQoA27KMSDXbOs8d7zW5l/eotI/ySphOGRVZev45jEMiK9ZldRdLl95T08BVNnYirOKYWByfEgHg+8hw3fst9LxuIDPNytDaykahQGgoemEI3TZmFms2tFGr0e326S+0KYaZNq4Isz7biymruqYuw99hB4xkHk4vIXBlIZJXeHdoOmtVrHxxEKcCwHm1Y9kZKVfoyl8jKi1BGOlFR5jmlC1L2O9JpBdyWt1rIFEpn7Hz3yf224/5uXk6iw32W71Gm0XcvuEu7GIB1/EYLU9ueuS1n3vdyKGHfnJ46Q4jsLcjMATgvR3h4f7pzc4+4soH/M0F4ZZ7jsi8ApIBCwDrG7DOWHI1JxGwcNOI5sKSFm6wDRunWMKp1ymM1qmMjGhWq1gOep6dS1Vu205jwyZ68wuMuBmtICYyMooFBycTclREUZmUBdySHqFhENoWynKwMxsnVtgR9KoJDRWwLimSarlEsP2Y5qoqWTcinZpmanJcy152Fxf0TKwVRpj9ECUgqvO1AfjueMxPvms5xEIOE0auyFBKT1kMCcQzWFyCJEPfAd4D6Y/BlSnyjLqKPCCeCQJJn1N8kiV7LYl9olcgc4oyUEUcSok8xlCiiS1Zdb4w0OM8suAQg4oowQhj5FygS/z/fZMj6shxmSapGN+L0IkpJQcX2ysQ9MW60aTgOahOF2OhhRtHWgqylwUktkfHMyk2A4rKYpsRUjYc7H6KLyLfyWDuV2ew9/oCC8AK6UqKHcvH/XuGDVlGYKPbFKJulhoqjyOGrmr0o0hLde4wlLgPEFemp4nDiMb8ImO1OrZtc8+WzcjEcLFQpFIdXzrojed86MjnPuf1w0t3GIG9HYEhAO/tCA/3z63XXnvWz1/88tfEd9++Ii0UKZYrOgPUZUcBhEHml0YhRrdBr9kliURj2cBQJpn0a10Ht16jPD7CyGidgmPTmptjdsNGkkaTkrKwrRA/SrV/ru3ZWJg43YhKKpMnJj0z0BrEAkq2XcAyXTIZV0kySkmPoGYRJwmqG7KyOIqfRNwxbuOO1ok2NrUWdL1cJmi36TcaWHGie9NCVjL1EHHOENOd5AFZTE5/JBl4lmobQfm+0ndORYoxTSkUcmWv5cWIPGpimWS3ShGIs48oO7muJjItP68L8UmK2+1roYxEzCVMcSgWr+AMd9nwQAhoUUySBAQCqIaBm5pYnZik4JCZu5ayFNBrB8FgwWNqIlOQiuqXqxdQfn2EABtv+xJqcUnPBGce9MM+Kk7oaVa6rUu/43h0klDrc1tBRMsBI152P5KFQZ4J75gDHrgf7SxVmTce8mzWyEx6YgdpKX38Pb+PmSjtxyxl6MDIAfi+WbDEzipXKBVLLM4v6PMwOjrK3OICrXabYrEgQjBR/R/+4UtPQ6BEXAAAIABJREFU/+RHT1ZKybj6cBtGYK9FYAjAey20wx0vR+CafznnA9suv+I0a+vGYlaqUqhUcF03VzeSWVnL0oCTRCFRc46g4+ubuCtuReSmCZrhahm4pSK1agVLKW0XGHa6eFlGyXRRcUAojkZiH5hZehY0EubtaAG7WKLWM6AfYAaB9v5VVkZs5qYGZRmNEcJUwST1A1SYEguAmDbl2ghhr0fBcalI9tfp0Gs0tbuPIwztTMqhu8+ABRiF4CUM7LxsnAOwbLYApNgKDQwFlglly+QrGfERdydRjpIFgZTppcQuPWSt3hUmmFlOHus7ENqGzgYLsUI+IhFP5CgCkX70LEJd4raI2xGplWrf5V1tuq0qc8+OrdnLcg7EDCMzwLRsrVgmM9dpHOC3W5pBbnkFuhl6rKzSbOie7+KqUSp9i6TbJ3TBDWMadoIR5ZIqy73f5VJzDsJigzUwZNiJYLVsr5h18qpBN+mhHFP3uJWyKHplwjimnwT/LQO+12LRZnRsjGazRbvTZmpqil63x/z8HKViEWUaWX/Fqu+94Ne/PEEptXV4FQ8jsDcjMATgvRnd4b7lRmh94lGPvzS64frji+0FU9VG8coVPQIkVoECwvJ3yYIl620vbKff7UESacEMEbJAstKB962M9IgZvba/S6Fg5/3eSHp/mUGflPL0aqYf+UDco9YTj1VR5Qp2sY6Dp5m9ammB+O67CX59C70bbyGY36aJXyOxQXGsRDvq0O75jFQnSBdD7APWYk6PaDlF8cdN+gFBz8cdHHesYl0Wz9u39z7m2SrYYarB15bM27E1+EreKSzd9sI8Bb+lgXk565X3LVcHUquEXRvFqJY1aSqIgxy0lalnm1v9JUq9SHsVx1ZKv2hqj+FCKIQsiPUHSZk8xrZdmklKPDpOUK1QlsXPrlvAOQCGpm6iC0FMSc84TfQCIAwD1Nw8xTTAqLn04wAlXsCpSy+z6CqT/YIuzLVZePrDCRdDjMWQTtlkNDNoyIyZMLkGRCvp7+YZbk7CMjIjB+edzBp2ZMdSGo+KVF2TuXtux4h62noykJK2ZREKOUtmvO/T+10G4DRRVGp1wihkqd1kdHQMWanMzc7i2TamYxCURn75vN/d+HxVKv1qeAkPI7A3IzAE4L0Z3eG+BUhGLlx58KXMbn5SNfGVOTqpTd2l9yb9UAFgyYa1TGEY0dyyVc/liiS/uOhIBzMTNrEeP8qwUXjS1xSvX3Hi0T65tgavnjnC4c9+CtVnPA72W4k1M6GzIrmhx5mJ6RbopwFR2MVpd7BnZ+lc/2u2/up6Gld9g1V3bsUZLbFABzeEEbPGXKpYd/FrCFeu03KKnuXIB+e960H/VFi4kuHm26CHu+PcK0xfLBLBMPNsMhPLRMsm6PXY8o1vMnbZp3Q8BJxln8J4lp6xjDL1n/gkSo99NN7MJDJTlWaJJnFpJalej9ve9TbGF3qMLnXJVExQktEfCzsAJ1TEhiKwYlQc46kSYp1gPfrhmE96JO74SL6vXWwyvhRlrgZJDYfyHSXiojQl7PEt28lu+A2dX16PLx7LRNrSkdCgv9AlrVmkSxHTV7+PKCmheg69gqLUT+gq8WPOOQAaKAfAK6EbFPJzItVgdkuvEZZJWFIRiQsYjSVu+ujFzP3sZ1SSRLcOpAwvOtDy2t2RsFRqaM1u03HoBr5e/LmGTWNhXi8AAyJKa/a7+++vuPz1Kx549GXDS3gYgb0ZgSEA783oDvdN5vvrPrb28I8Gc5seU8ki7PGpHQAsqlXLACwARJQQbJ6n7beJ03DggSvAG2OK4w5SXlU6k5RepjB0ZXTIK5SpjYxQ/th5rDv0cMqicpTZMqik+70CfpmQdiTjEtP4gZa07DPt+/RbLdo/vIbOa95Hcvdd2BUX23IpRC7blMX9rr+U7soH6mzRE8Aa+NRGMZpAJB7B9u/j7++defHuzX19c+HMsJ/ieAbtpTY3feISjnrXW/UiRMahhDEtxxoFgWZOZ695A8WTTsSsFXWP149F6cvC1hrMCb86/oms2NpiZksD0oiobOC7Jioy8PxMj3D1yoYu6Rd8h/nAoPLc4/HOPAFjZrX2fdr1Jmho5kA24JgZMtqktToz2mFIutTAvuUmOld9hda3vkWx28WrFJjrd7HDKr3ZkMPb38dXNdzQoelATfyezZSCGD4LVmrVqxx4l//IWmaAozq+st1booY5DCoL2/nu61/P/JeuZl0qY2UpIm/a1z7PyW5L0DY2vX5AsV4lyhKtnFZ2C3QbTbrdDiEhEwesXzj0jW/8wJEnPevNw0t4GIG9GYEhAO/N6A73jb9hw2M/86Qnvrv3m98eLdrMo6vWYIuoxWBURIaAJQuTUR4NPK2GzoAFgAQapOSry9ACYjIznMVUhQlbULiBgGqV9IhDOfz818DDj2XaKGCIR67sT3YggCut33ywlgJK90FF1lJAM7AMLDH+jZbY+KPvk539HkobbqOietw+7pI2iqz7zReorHiAPpui/iQsZK3sNJg1NfWoqUJJX1mJP7GBnShSE4K0h6VcXWKXxUaq0UZh2wZLSw1+fP4HefSF55OOj+qsryam92ZE3IhwD1pP8ubXwSMfgSMLiVbKbNFkTEBfxnXMlA3f+zrRU85kbDplqh1rl6Ku7VDWLOmILLVJLIUps8FA0M4onHoS5pnPI5mcIZKRqMxEdSEog9uDqAB2B5QzAEgBSS3fnHvtSs4cBF06hkFZbCS3bmfbJy4jvuQK3EJAR/nU24rePYtMp7fT9AuMGBUSB9w4zSsarkWgS8yGnqkWAwVhIi+T2Gxd3wj1rHea2Pgy3iQVBzsmSB381jxfefnLsT53DfvVK8y6IYmU4iNF6OaLimWZy+UMW3eXpYmd5hULaYHIJi2Nfs+n1+3oI7JGx6LC4Yd/+p++9+3nDi/hYQT2ZgSGALw3ozvcN83rfvXsK19w8pv8G24+UNi3Y6tXYzlOnpVqveE8SFJelvEZv7kgeoJaUEIehbAkACzykJll6vnfYhziq4x6atAfX8WDX/1Kqmc9i8wdQfUjev0+qlwYlIhDjCTW2bRh2IgSsVaxwsZJDKzURAlhyRNNaJ/+17/JPS8+l/UbNkC9TqMbMrHh+1gj67XYQ56RaceG/NhFBETw2850n1VY24Fp4oaKRBJ11ccMLC0GofWJBcQk7VMZzbkFfvSh8znmog/grV6Nr1JqrR49QpKuovrkJ5C9+iVkB6zX+zU7itlCxpjMOAsxzU61Atdvn/AsDl3YgGfEpG5VLzBEfjoOeqjE1iIcJonOPNMWuKeehHHGqajJGZJBnz1oh8xXHFYksMWESfGI1L12acEnenHk2nbe55avHIdsN4TZ7DEaQrrxTm495/WUfvFLUanUDGpnQ8xkciOdpEzVKNCTcekswxOSVBoTCsktybDEQ8O0sS3pOWsjJQz5EKOvM+EktIkNSzhfusxOZjPf2M4155xD8fKvs6rssdUNsYOMQqhoDca6lnvIOrMecAjk+5hilyglayG4iQa4yFX2+/jdbl74rlZTa8WqK59zy43PUtL7GG7DCOylCAwBeC8FdrjbPAJ3feKyV33nvHf8i3/LLZMlo0B1ZhpTbuQ7AbAeLZEbbRTSmtuKZzuaZCQ3yDgSAhG5upTIdFgxVT36I9lMAY57Ag97xztxDlhD1jHIKja9LAIV0Z3fwnVfvIrbv/492DxPpVhkxf0P5ZAjj2TikQ/FWLMOJyvQlyyulWGbsNXu8ttXv5LVn/gCB1oev+l2mfrt5dTWPEKXriULFNa08LMlzxLCj8oMUunvxiFhmhIaDhXRnTITjG6LQGaWTUfTjLQyFSKqYdBsNbnl0ks57PVvpjazkraRUer0pcFM7NUovuRUzJNOJi2PkZlK8IiuA0XBppxCTJoF/Or8d3HEWz5OstqiEJi6UhC5EAV9HOXq0StTFh5mStYWAD4ZdcbzyMpjmAVPl/Ol77zdSJnasoXeigrFKKSvbAqm7EhQWJjcInYRk4rQSWLiGxC6BuVEslefuau+SPzq91L1m2xSfVb0R5i4+QukxRUYqkjsinpWGyvq6zK6rLHCWOHU6lqlK1/QJFr7Owh9Comv7SgxPDLD1nE3Mh8jtlmYvYOvv/HtGJ//JpUopFHIGHcqFDKThSxnQS8Dry5fL9/p0uyPAnAsY11u8UtntOaFCe0Pr+VhBPZWBIYAvLciO9yvjsAPz37Febdc9YUz4o0bijW3THF8HCVzv8t5xUBxQQA4DgOa2zbrcR9tjCBMXCFqyZ1aFKyI6ZoJ46miltlsymKO+MyHWPu0Z5HFRSxlExYVRtTh15+9nIte8gqOiOCQxGZcSEWepcvbRqlM+PD7c/C/vIg1DzuWjuXhJAonhrYD22/9EXf9zTOYwWfEKrLlcffnx7+blxEV7Tcr8pGaiSz79AMOftrTechLz6JWKZApkZ40Ue2A737vGn729ndTSVL9fcSyTx7jJM7VumQhsnkjx/fbKKdIaGR6pKoQ2kSHHkb2hrNwHnosgXKJLAFekaJE+9zKTC0hZE7Chpu/T/zIU1k545J2WhS9Gr4ZEqcZRUOs9vISdGj9fgacTqzQpXRR2VKdNt/51jXc8fK3E9YjRv2IpVqFrJ/Q74W4tTrldWuZeeAR3P8fn8D0AUeSGS5tN9G9+S4JXtzi7mecyeQNv6Y4XqT7u3mue+xhbNjUxPZN2iMOSiTH0lD3t0sjUxzx90/goWc8F88t66pHGPQ16H7ny1/glx//OO2tW4iUhZE69MsmK1yHbQ3pNVtUN23n/n1FzbGZTXwIYu1NHAwa8roEPSB27SB6/QEA7g0y4FiIcKXatac3ZmUWeH54KQ8jsLciMATgvRXZ4X51BL7wqMddNPvr608zGvNWWWaA62O6NLyrDFhcczrbt+jnpGcqACUsZymBRmFIKUvw3ZRKnFGNTe4h4+9v+BbhkQ9gPCyjHMVCGtD92U/4yLFP5vFeHctfZH1pnKXOPPN2yqRTwioU6UYG5Yccw9S5L8H4mweLmKFWxFLtkGC0x2dWH8HfN3ymDlxB+zebSEfH9MJhmZErohpS6Qy6PsnzTqbyplfilQta9N9MpG9tcNOPruHOs/+Vx3QiClKmFvMC0aQWQpjMzYoaWNInThfxo1grRflWiurbGMc9heS1Z1Kor6FnmPSNjLpk0JvnSadGaCrFmGHjSz+4NcvP/+k0HvS7uwidDpXMI/JcgjDWgK7FR4h1CXrnDLg5MiaFeOwk1bKeG675Mq2TX8v4SodJUvwg1gzhOEyJDJNZEuYcg5kH3I/JF52Ofcwj8/lnsVxUFi0r5RevfQ0HffEbjJZC1ELAXRUHP4TxyKFRVGR+X2s3m6UaC92MFY9/Aoe865UkdlELjmhTDD/kmxedT/OCjzHa9ymVqpR8izvjJqv9lFsKLokp/swB01JcN1MaVqqZzeJOJVn67jJgET+RJdKuStACwLLSi6WHPz717VO3bTxNKXXX8FIeRmBvRWAIwHsrssP96ghcuv6oi/0tdz9P9ZqGV6pQHpnQpcxdZcACwP3ZbTpDFDKTiE3YjqNvpqLZa8chWUlmXBMKoYk1vZb7f/tTJIfcn0JmaZZyU6Vs+OqV/OgZL+Sh2ISlhG4WUAozbRvY9VI6RsqapkWSVhl5/+voPe8fGHXKuIFBZhdwVJ/LznwBJ37mOn6wrstDt4qZQBfTtjSrWEg8jiEAnBF2elinvojav74Js+wSi/lCqDCCHr/8wZfhJe/ioGABS9eMpRVs5QuKKBroPxso16aXZIxYZdqJT2yWKbz0LLLTTsbLPNoWdLIOXqtB48rvsfr4J7LZM5lxq5rIVGx1uf6SDzP29gtZNZlid3ziyhSRH+IYkgUqDN0DTsh0DzgvQScTK3T/U6hISdrnV1/8HCOnv4uxVZD1F0kwqbpFzDDDFEabYdOLRcLSIXnZy3CPfxZFK0RJmdh3WXIV3/34ezjw3y+m6En/VmEFGW0TxroZHcegGg7mpFMLPykxetxxlN7zChI1ULGKpCEQ8c1PX0z5Pz5LZX5W982nkzK/sTrsPx8SjUzqeV9NolLQSUPaKtGmD8Il0A5XyySs+2TAfwyApcWQGgaFVWt+dMLNN5zllMvXDy/lYQT2VgSGALy3IjvcrwCn/ZkDj/pIMHv3yXGvZZieR21sGlPce3ZFwpI5zNlteuRENgFhyRglG9ZmBWGf2BSVJyE3GdRW7c8RX7wY54j7Exo2hQ4slCLuuvZKfvH003lsqcZ2s0Mr7jOVuhS7MWHZIrUiapFBO3YYO/UE1LOegF9OCOZ80uIY4+2IH115CU/8+Pf4vrOdB6ki/ZKJ6di5ZWGm9IyyGaUE7S7qtNOpvP6NmBWPnmXiRIo07vDLH/0nY2e8i1VxM5dcFma29K5N6bmmGkAkw5fSdqAsKsrTs8H9Iw7BfMOr8O7/t1ipRc9JiZMWt339G7TPv4pjLngTrbXjjBplLT3pdhLmbr2OW577fP42bhJlPrYxQRqYGG7uhJQDcKoB2DstB2A1PoMMzgpLejHtcP2Vn2X/s86jukLclNrYlQl9HqJ+pMlmwkiXGeZ+18d64dnUX3IWjmS6wsnuljT7+DtXXMT0a/+dsjJpOSmrexlbSjGjodLa0CPSOBZLxywkDEqMP+14jPe/EsMs676/zBx3soj/vORCpj/0GdzZjTSzkDX2GDeORBy+lJEEseYFhJnCFwQ2JYYmiXZEEgek6F6v4cE08TIJ648DsMTLoLzfgT9/+q9+9tJitfqj4aU8jMDeisAQgPdWZIf7lZtg8ePFqYuJlk5I0gjleYyM7x6AkzAg2L5N28lJs1Ozb0WtybHxvAKV0KAn+9GKUCFGeYRHX/M5CkceTVCuUYoyNjktprtNbjzpbOIf/EC740yJUcGST9M1KVgx0wqikk2vUmVxe8BdrR6x5VNMTQJKFEemmV+6i4cUHKZnKjQWF3CtApaTS2ZKZqd1quOUoNXBeuHp1N70JrKCw5LIWsaiepXwy59fRfnZr2GNKEaJTrMIRkQxrudqYwYBZLEgDP22vunbsUIFGf3jH4/xxldRdPfT+hOxIybzAV9645upXPx1HnX5+WQPexAWDlY+VUN/+zZ+9LIX8uif/BKmXJK2hxO7JHaIeBoamZSgE9JWlgPw6aeiRqegG5OVXfpmwi1XfJpVp7yNsYkIs65QjSKJ9Gtl8VCwNHM7iWJNAHOefzbpi5+H4bUwlENo1hDxqxs+exEr/+18VjHGVnqs6SbcU4+pGQ4tO6OwFNGLe4SuT+qXWXn8yZjvPQcTD1tMKsTYIja4+sILmTrvk1S6c7TcjBGzzI1jCYd3LLZZDa0l7YcpnSjBNh1KhqOvuECJZnU+XiSb1o/eWc5S+vGmVD8SrWwm429SBZD+vN/raaERqYWXD15/45OuueqV9f33/6/hpTyMwN6KwBCA91Zkh/sV8Jy8bHLNRXFj9mlREuKVR6mOjugMV26CmiQTJ1qNSMZcGgsLZO2GBjj5YcrNUbjP+j+lqJk2/YKiFfRYEaTE9TEedMXFmI96DF5cwnLbO6yD0sUlZr/1fbZedS3ZTbdQXGqS9Bp6jlisAyUrjHuxngEuGg6FWkYaSe/QoWhWMPyEzb0FRtZOkLYFZISolfvbJmZGpFJESiJrdDFPOZHy296KWayTKbmBS3pvcuPXvkR85stZL6QtGbEZZPXLPw1tPSj+xmlEUsqwA4PEnsJ/2QtwT3s2xaxARAcjdLij2+e//vFxPPOGm5k85xWErziHUCwCCbACSwtI3PXlT1N9watZvf84SWpi9FMN3iotar/i2O6RtQOcU58Lp59BNjmty+WRkdKxQ7Zc9gmSV76TQ52U/ozCXnBIilIpEPKYh4tLo9mDQonCK1+Ke/I/IcZGgfSuMzF4aPJf//xC1l/3fSaSKpJ3616sqIkO1KlyuUn9DHE3wD7hJNb921vIVEqkIszMxkwtPvexD1B578dYFba161PHdHAjg17c17KYIjuaM9Ilt89tCoVwFYnONkk+p61VvsR2UdS74txoI4Tq5DiRldHaPo/R87GllUCGKG9GYuxAxtgRR2054m1vfueBT3nK+cNLeRiBvRWBIQDvrcgO9/v/OwA7Uoou26g4ZKyX0bY91p57Nitfcibt2jgjSW44v8x81XrRYYdwYSvhXRtIf3wj239+A/Gdd1LqtqDRIvC7ZJ7JWDMgnajS7Pco+zGpbVAplgm7fXqTZcxOuFcAWDBYACWVYnI3JTz4SIpvO4f0IcegRM0ra2LEHj/+8c9pvvhsHtmbpXDYgzEvuYh0ZIpE9bHwiIOIxV//gO2nvowjgoDUs5C1QKykYrBrAI4np7EipRcUrcxnwyWXEr7u/eyHT6seU0oMSik4foSlClrisjFSwHnYUdSfcxr+oUdhZSmOW0IlFr17NvDBpz6ZZ0QtCpbYWwx8ef83ABy1dbl+ZwCWAom4WMl5jvVwmoxjDWa0hV8gbocD0M3FT5btHiHsRVQmx4jNjOb2eZRoeguZThYAJiRBNATg4b3rzxaBIQD/2UL9/94H5RnwuovixrZBBjxCdXR0jzNgueGKgpRHphWYOmGKddTRPPSD76D9kAdQykRxytBZkWgCS85ZlGw7Ezs+yXAcVNQjW5iDu+4i/MWvSK67EXPTZrZta2BumseNO0SVSPebx90abZFjtAskabBXAFgrdZkZSswkQo/4GU+m+IaXE5endNYvua1MYX36tW/mgZ/7MuvHErpLCvezF+E96OFamCJVLkYQ02tv5DdvfSuHXf5dilMlEpk4ljnl3QCwPzGtwUde0wt6tL/yHUqf/AqjSZee0YVCVWtIx1EPw3YIJ8fwj9qP6hMehnPg4RhpSUti9mT54Pf4ybveR3L5FRxjZ/STe92O9jQDrkoGHHU0gHZMGy82fy8Dlsw30QrVsoDJJUZ1n11lecY70BqX/23J4s006TS6FMfqOQDPLugM2JEMWAOw1rEcAvD/e7eq/2vfeAjA/9dC/9f/wVmWTV02te7CeGnr06Ikwi2NUBv7XwCw6D7LiJKlsEZKpN2E2M845KQTGTv7WdQOPVKbHIiCk06DNAM200SlKJUZXlv8DDATcVKKMM2YLOnSbS8x//NbUJ/7JmO/uoGtW2/GKWZ4gSIJxQ6iQOomewWABSwiI9Elb7e+mvi1Z6Ke9lSxnNCZsalSti9t5dpnvoBH//YuVo4owsCg/+LTGD3jDFAuiWUjcpi9tMnvvvoFRl7076yZ9oizLmkm9oe7zoDV2LROGwMrY95QOESMLC1iFkx85RMlNVzP0eVhU3rxqY0hwKpMQktK54kGr/lOk+u+cQ23vev9PKYTM0NEJEC47Ei0Bxnw5VKCft/H/0gJWjL8nTJgLRUq5LbBGNJOpgy63A90mz1K46M7StDK95HucSgiL3peWhZuwxL0X//d6S/jGw4B+C/jPPxVHkUOwGsujBa3PU2s9LxSnerYmO4L7kkP2MxSSpmhRSl6ozalxGKkGZJ4VWqPOxbjhc9mav/9qK9dRWSIM46wp2UmVxSccjs9bXEYZWSxyGuJtnBuYeikMZ2Nd2J861t0PnwZvY23aX/gtBWS2iIMYuwVANbEJnEx6iZ4DzwG5z3/ir/feozMxor7mvT1059+jehf3srBi4uMm4qwZNI/9GjGPvBvJKUplJ0zscSIftMtN5K94PWsbtxDZncxM2+3AMzolO7GSjboC7ubjFIkRV1x6AuxYll4ZASW6DKLSIihgV7oxqkFXUK2372JjV+6mls//AnuZ2Wstg2qfkxfaWXnPe4BX/7x86m+72OslB5wmv2RDHjZO1jI2lJyliVX/tmxiHuEIUEYEAnrPDWpTo3vKEEb/RyAA8niNQAL72AIwH+VN6S/wC81BOC/wJPy13JIywAcLm57WpzGuMU6tfE9B2BxQhJBi5CIpp1SshwOUDU6QZuwUqex8iDqDzqEwrFHkxy4lvrBhzA1voJq6mqNaCUZr21qiz7J4gR8pE+aJhlGlNApZPi9bdS++DW2nHse9Bsw4eIsdFD23iFhidSwMJSb2KQnH8/4K1+Bb9f1LKoT9MmSjKve9yaOuPzLrFRQSC3mou0Y5jgTn/44/uH3x1MyjhNjGR6drdtpvf8CCld+imI5wElLuwXgsD6u7RFtM58F1sNfohQlHCdZoBipFrxQKkGqs0o8d0Wi28rVuVtpzO03/JbFj3yaA779UyqqSeRl2jRCCaV5oL+8JyXoHIB3lwHn4s7LPWBdgh44KgkAS2YuZWvpAwcDVyk/7COuVGWrRH1mkkj63kLC8n1NppMMWH4X4jE9BOC/ljvQX/73GALwX/452mePcAcAL9ybAf9vAFiEMKwkoSB3W6UIspBKpYJh2zT8LuNRkUYa0q3beIceQOnII3H2OxhDBCcmpyitW8n09CTFckn3V2WmV4ODlKS7Mg9r4hdE2GKejW98N8HHL2dFBTp0ICnunQxY1K2CgHDlSoI3n83Io55CRAXfAjeMaW5d4DsveSHH3PRzZpQtqRp91UB1Hcw3v4nwrDOoxglLVkYxdrB6AXPfuIrgla9irBbixOXdAnB3dELPJDuyFJFGs2MiU70CSEYEvTghc8T3ONMmClaSA10srlRS2hd2t7KxNtzN9g9/EPMb36AYZGyOFBXdnf3fZsD3AeDYwNcs6F2QsPTIkSIKI4K+P+gBR0SR9P9jfbyZiLuYHrXpyUEGPJf3gJczYFPpRcYQgPfZW84+d+BDAN7nTtm+c8BZlo19dHzFfxiN+eN8FVNyylTGJ7XwxLIRfCqOR0pmfmP8dgcaS5rJrMeQBi5IMrIiLTzHMnQZuWC7lFJFHPkE0vItubqvW/AilmZjaqMuplumO9dFWQ696RF6K2cwZvajPDODu26GsaMPYc3lJPqGAAAgAElEQVT9Dscdn8GU0mqQ0pFZXKnmOor+jb/kur99Kg+xFK1aHyOuYMUizWjpsR0xBnAECVr5GFLpLW/BGowhSV9X8qgbr/0S8Vkv51AZtbItEpltFmN7kTo0TD1TK/rXIkDBAx+Beu9rsFceQKpEejJFJQaNm29m++WfYk1jlqqM9AYJtif6zRAecRTZy1+Kk4b0lGSnBUpBxvxd17Pwmlex3023kpbKuYdy3yDxIOi1sZ/7TOzTX0I6uUKPU5mpAE/Kzb+7nuhTX8DJpJ8MfmJoaUyzYFF361RXTTB91OGYBx1OpKBuSLvdJsn69G+5gZ+949848voNxFLUzxlROfDJuNmOR8m08zGzpNfBOeEk1r7zLWIUqBnbhoh4hgZXXPIhah/4JDN+Q5/zpjIoZQ6ZY+D7XUzTwrRMEiFQhaGe95YxI3ns9wOd/UoWrC0Z5HTkNs44tVEcWYCJRWWrQ9hsYWhbQpGgzMebRE1r7Igj777/B9/7lnXHHvuxfeeKGx7pvhaBIQDva2dsHzreLMtqF9QnP1xqN57ZtmLKuJQmZ3TGqjNQIdAMSoXCWE2CEBYW9Yyo/DCFxbz8J6f0JCRFC0TIoh3hRAmhk2ex03YR3+yS9l3cUY/ItPCafUbDFN/J5SetyNLjLF6pinvQKuL1+zH1tH9k5qEPxy6WaLkOnljtmRaO3+DTa4/iWAsct0+cFTGjRINuaCQagEUNy2j3MJ5zIqU3v/n35oClxC0AnJz5cg4XZq0ljkmGaEzIPZ6CuCNFcS5lWaljnnwa6mUvIpGZaCJEV9OILPzFOdJeS4Oim6D1p3VmOfgdRGsPILECEZomdmuUYkWjs43NF72fqXd/huqKMmLoY/W1ww+97gLeqU/HPf3lUJ8hMENsw9WOTldf/VlKJ53OSNGmaRQoZwZ+0iPzShSscdLpItPH3J/Rk04jXb+eklanNPUst9EL+eJ/fICjLvsqq6JZlpSzg5m8MwDLuZJMVdsc9hq4zz6JNW9/K1lmaQA2lY2KFFdeciGV936Uyd6S/rYtw6KY2aiCRRbnYBtHkc54IxFwCUIt7xknae4QOXBD0r1gnR3LdHBKadUaUsPEkeMIItoyex5FOguW51NDpE8Txg4/4tZHXHnJ6yYPOfzKfeiSGx7qPhaBIQDvYydsXzrcLMtKF1QmPlLutk5oeSmFyKAiACyi+YbkufmNcsfMZhiRzi9oMpA8uwy+Asjyb3k0i8LVzVABzNzvMKKDVhA5NqM9g1ZmsaZcZun662ne8TtGSyV6/R4FLVgRE2VtiqmHmygWzZBGnFA66H6sf++bqT/iWGKjoNnTUZbh0ueSh/0df3fbJkqVBD+19hyARWxDjt22tGRiGEcULAdLFJnafbLpVZjveQPxw4/NMzCBKENhdoWhDLEro1SiEpVrfOi4yZUrPdYAAifFDROwpZgs/eAei1d/hd5rzuPgtENkdlCqSGIWiBfmKZxxItnpL8GoTJJZIWYmloOKb1/7Oaaf/xLWTJQJnBHKWYQZdDQoJWaVdtoiMWHkxf+Me8opJLaLMjMNelYEP/j8pxh9+4WsCGcJ7KJeRmklqp0yYA3AuS4kqd/EffaJrHn720hTqRDkAGykJp//5AUU3v0fTHWXtINU27JwtMdyRtF26HQ6NJstgqCPVFH0Z4gMpQbb/Lclgi/LSlg6VtJDX7Eq76/vBoAzvXCIGTn08F8/5ur/PGd03bqr96Vrbnis+1YEhgC8b52vfepoRQv60sMf9GH7nruf03D6htkJqIzOYLpuLuk4GA0RANZ/pJQ4O6eBNgdgofrkwCs/1KqoZ8m8pkhUmkUe9IqzKDzjsfiVGqXAomsWqRsZv/3whWy48GIOKhZpBD3czMKWnmTdw1NFsmaH2IyxCyVazRTv/HNZe+LJlM0RQlPh98VgIOATxz+T47/9W4rlWDsS7WkGfEiWOwaJ4pd8b8naCq6nETTyY6xHPZbsPf9CVFuJYRYwtCH9gPRkpGRWpoF3h4HF8lUrIBJatFwY0ezkjMhK6Qqn99a7mH/re1n742+jKgmx65FlHvbWJawzTyI842yc+hSpCjBDqcfafOurl7DyhS/jwOk6/cIYLafLRKtFK8sISjU8MySZW0A95yRGz309aWk8l6eUxUGi+M13rqFz5mtYyyLZQIjjDwLwjgz4baTZTgAcG3z+0gsonfcRJtrz+ns3UVoJS7km/WZbg6toPoeS9cq8bzZoZaC0RrQWGRuMJUkhWhY+MgfsTU2TSC94NwCsTS9VTO2g9b/4Pz/53kuLo6M/2KcuuuHB7lMRGALwPnW69q2DzbJMXXXcsz+Y/OTHz190+06yfYliZRzLEcGM3GBhR6YiJcUgxN++XedNOUc5z4KXs1/LswiTWJciY+XwgFecxepXvID+6AqKichLGoQqYfvVV/CT017MQc0upVqZxHTodjr0VUbRqzIV2/TbS9jlMmHfpHzB66k/63g8KoSWQehHUIx4x989mpfdsIhhdwldZ48B+MA41kxj6fvm6Su4nkfg+zQsh5FzzsU+5cmkaZHYKeisVgrRgRtjpobuUesy6iCL2/ErkJ5momgaGQWlcNNU6z2LJaLdDNj6kY/jnP9uZkYdbYRA5lLa1iE69ZkkZ70Ea3SKwPDxIhs7dvj21Z9h9ekv54CpGn13jIWsw8pOF99z6VgOTtLFnmuQHH8c1Tf+K/HItAZgKSmLze8dP/8u9zz7RRziihNSIT+3fyADzkvQJ7L27W8nzcRMIc4z4FBx+SfPp/TuDzPRmiVLUhpJhhsqcE2aS4t4poftSraaEUgpOo5yUJaZ7wz92xJ2dJgm+lH0xB3PwxoZ0wuG3QOwTURCee3aHz7j5uvPdMvlG/etq254tPtSBIYAvC+drX3wWH/4uje8c/GzV57Vqmfl/u1bcOyS9m0VW77/lgWHIe2tW8lHc3bKgIW4JGBs5mVcK9be64w87jE87D/eg792HYXMo5RAX57cchu/PudNmF/7AWazQSoWgNJTJaCaFrRucLsMnSBm7WF/w9R7Xo31kIeS9ExtBq/JQ3GLcw48lHPjMrFqkDl73gM+IAopivmClKKzTGfCWCZtv0tv1RrqF32U4sGr9Hxt5LpkkSJcmGXjllsIohDLdvKRGwHgXN5Yx0dismopwK5M4T7oaJQYCcR9UlsA1WDb175G641v4OBel25RFjw25dkO7VOehv3il2GMzxCoAC9zcFKD71z7eaZP+2fWjZXx7VF9vLV2EzU6gi+ymP0lzEaL5LhnUH79ucTj4/p4ZHFgJXD7dd/nzhNewBElUd9y9BO7A2CRl0wHGfDad+QZcDwoQYuf8mcufg/W2z7AZGNO62+3hajWDjTz3bOLuuy8vCDRGtBJTF96w9pJy9QLPJlE7ieRJr7ZXoFCqYhZrhGLneRuMmDhgAfEeNMrvn3K1g1DP+B98J6zLx3yEID3pbO1Dx7rTR/72Lmb3n3+y/01hfH2r+7UzF6x9RMAXs6CNWEmy4iCgMaWLShh5g7KzztnwBXEDMGkKT0/mVc98CAe++H3o/72WPpWQc8IqyyklEb0b7qZ+c98iY1fuJrW5o2UCZiMevQzh1G7wrywex91NAe+4mxaxxxD1SqRKJMCrv7sm77+Vb751FM4vlYic7oYRnmPM+ADoohywcudhAwDq+jRjQIS16T0iEeSvecCbO3bG2jTB/HdveFL/8ntF3+Y6XvuphiHmrwlQCObgK/0g2Ved6ObcOj6v2O/i95NWK/iRCGxI6+xWbrtt8y+853MfOMneCNllKUozDXpPP843DNeijE6hW/28VIHO7X49rVXMPP8s1kzXia0x3SsY3+O0CuTBTYxHfx2E+cJT2XmteeSrFqpVwECslaUctvPv8c9J7+Y9Z6v9an/UAas7Rh7Dbxnn8Tat7+NhHtL0GLG8NmL34Px5vM0ABdtl66ySZs9OllArTiiFyb9WKZ35cMNba4hIBynko+bur8ekdITACbDLRUpVyvglnXPelcALEQtAeC+zFSPjv3XaQvbTlFKbdsHL7vhIe8jERgC8D5yovbVw7zzq18969ZXv/Hc+JCRlY0f/Za0H2G5eQa8cxl6GYAXt2xGfG50CVrlYCNzmbocLTKDTkYvgXICpeo4+z33ZNa/6pWY41M0rYR6YhH6Ad2ShWo1KG64i2jTBvrbNxJ1eqjqGMbYKGrdFCOTawhKk5iqgJe2aZRcKpmLCnz+/YUv4MFX/Zj9nC5WNcZKK3sMwAcnCSXP1b1fKZvi2mxrNyisnKR+3PH0zzwXi5jACagGBn4GP7zgQ1TfdylHijKE+AEPAFhXApIcgAV9esE9lLyjMK+5lO7+aynFGaEXyCwVUdBl+wUXYr3tYlatmCBxEozZOcIXn4h7yj9jjU2R2iEqEYMLxXeu/iwrXvBS1k5JKX4Et9vCGEVnv/H2iKSY0Ix9ik94OjPnvJp01Yp83lbK34ni9l98ny3PfSlr1SKeVRqMIe2ahKUBuNvAPfFE1r397STLPWBD3JAMrvjE+3Heej4TS7OYaUYrNTC6AQEJvvwudClfytaiBy1BMXR1JE1zv2DDlFKyALDItmQUyiXK9RrKLhLJWNguMmABYAObsGBlpYMO/soJN/ziuUqpxX312hse919+BIYA/Jd/jvbpI2xv3fqoi//hUedZS0sPOOjR/0jvK19m1osommVGQo/uSAHV8YkXlzCna/h3byVJxJFGAFeRaFnBRPvvVnCluUcz7VMreURBSHdknL99y2tZ+/+x9x3glpXV2e/u5dTby8ydGYbeURGILbYYYkGSiJooiKIRNUosKL9dIxo1gF2JhmAEA6JCLFj4MRA0Coj0PjAw5c69c8upu7f/Wevb+87FzEwyw9zJ/zzZ+3nOc245+zv7rHP2efda613v+7rTMGeMwIKESpZBSukWQ4o8pARiZHpA7kgSaTurkGgQlI0bqFQp8VxtoElQ5BB3XnYxHnzfJ/G8VoZ1Q0PY7CxCNai/mEEi5ShdgyarPL4S9F1U3/BGND7yfkiGjnkJsMmfNstwza+uxOTpH0dVmsFh7hTmxhswnHk000U4qgF34BiM/PCbiIcIdEzEMDijk2e24N8++EEM/vRGHDfcQKIKWcflW0HIktsBpMYE1Pe8CeEZL4cT62g6MVLLQpxF2Prv/w7nwi/h4EcfhFED0laG/lteB5z1BhgDozAjBQsqdd1j/Oaqr2PVW/4OTxnX0TM8GMlqKHKM2O/BqaqkAAJ9Hkhf/lxk/+fNUMYOgk0sbEtDoqlw7r0Tt7/itThW6wNahcGQnCRo3CcLIqRhhCxKkMQhnKAPDTYm3vxXqF70IaRyHYoH6HFGlXhc/Q8XYegzX8To4gyLkti+iduHgbXbI3RlglT6VNA1CImD0Hw1VQjI2ELieV5S8mJiH5XrdR1mowa9VkWWqpwdI47gdHrw+z2uJJBzFs0bk7FE0x5KB6eO+O5LHrjh1RL1Q8qtjMAKRaAE4BUKbLmsiEDY7x/3xWOP/LK2sPCMY9/0Vmy7/DL4bGygoxaZ6DVNyK4Pk/q/xNuZaSMMSYIxybMc4XNjKCosmPCTEANTw3BbHaR9B7WBcWwZbuJlH30f7Jf+OcyKzWxXZsAyMZhAV0gtBjQMlKYwiCJEfrFRysxhEsbIVNZaxK/+5Zu49tz34WRfxrOGJrDh8UehTwzCpjll+tonTWjqYSsKsiBG6LhQTz8T9gfPg1aroC8pMBIZZj/Az371PUy89VMYG+phpFtDlthoa22WbExVG+1TXonaB8+DJBmwVYvFKzIFeOD6a/H4V7+Ip2zaihESlPhP8Lv80xVB6unYfuIJGPvW59DVa2iklC4DqQK4mx7D7EVfgnLdtRiqytAXgeQ1r4J11hlQR1cDvoIFxYdhKbj1sm9i9J0X4vAhCZ7lw01IxCNBErkI6hrUUIXd0RA9/2lQz/trqOuPhZWSlrR4LnV6Dj9+6al4dthDt99CnNAFUIqUWMphjIzUtuiWJtBUCZo2jOYZZ8C+4P0IiBtAx+3HSCwZP7n8a6id/yU0Zx9Hh9SqkgwPahKOjSwsyIJwxYBLjkiZxO81KV2lqsQqV2lIzPqU/6aYFvRahQU4slSUpwmA+2RH6fQhpxlkEjJJE8Rqisbw+nD9i152+dO/edEbyvO4jMBKRqAE4JWMbrk29XbXfH5s7BJ9fvEFTzv/I9jwD9+ATM5IsQY5U+BUdOhRirqhYTrswmx78Jw+4ohEEdlRFqokwVI1mHoVim1irr+IhpKi4cc8yzs0uApzmoTxT34ERzzzRDQPOhCerCGTVFipBMXNAD8FamQtyIkc/IychohtTGXuFJLTxuXvey+2fOs7eJ5iY8JxYekKtMlBtNIIzV7EPVjKgKl8rkoyC2nEXgDlTW+E8uH3gvyKI0WDTqSmUMKdN1+L+jsuBPq3I4GJA70J9EYD+N4cbLmO7KufQvaCk+GiAnLPtShR77v42d+dj+Tb38bJdh0yVQB0ytp3vvlWH/pWCY/XRrDu6kvgHboeKpXRY6CjEjnJRfqNf4b0j5djzHcRLfjwz/hTVN/+eqgDk0BsIqtLkNIUd33vO1DefRHW1VJoTcAJMmhJxH1135Sh+IDlGnAOXwPr3LdDefZzIadkmSiDxpBV18OWf/oaHv74x7HOoZleIbTCfry5KhWVeX0I9yUoNta++U1Y/4Xz0eXLolwhK3Hxw69dAHz6yxhtLTALvOoBG7IIBwFoS+pSBix0ppcBsEwZMJDE5IhE75cGxTKhEQHLNJnFthyAiwyYAJjnzy0Nxvi6+Wef/6mLJl91yifLU7iMwEpGoATglYxuuTYBcO0bjcblWa/3smM//VFs/snP4d79CEa1Chwpg2fKsDMFOuk5Jy70rodet40w8Hn+l2T/NVmGpRuo2U34SYxFrw1LSWCHKWopYOs1bI76GEw1uMNTaJ71Mky9/jTIY2ugKhoGYgtSSmVngbg07hLTrE8cYH7jY3jw1t/h2gu+gPXT0/hDycJwvws1S+DowGKYMNiOkEKVJAsZTbpRYTJOGYRx+isRvu10EigGLAsNcxBZq4df3fxTqF+5Eie6bQSGhfFOFdsbHny3izFrAsonz4V36GGYMWJkPR9WCMTbZ3HXd67AwN334kTV5uoAGQzsagvDFupxFb3RSSivPxULTzscvYqNuF6Dk2UYJtOn62+C9uPrMOy4CDouvD9+BswXPw9bxgZRzSyEFR3NboQ7f/wjND/3XQxLHmqWDNuoQPU8ZFICBwmUXgg10jDfMGG+6XQ4L3suktBHRbGwEESokqNSdyvueNcHcfQdW6CyAEnuVERASVkmmyllHNtQqWLyJS/F2N+8Aa6kMzvZtE1oaYZ//+5lcC69Auo2qnkDw5KNtg1MOglmc6elogRNAMwlaLpkY7lPsp9MkckyFMOEZluQLROSqnLdmgBYSmL0Wh3OgKkETQAs3j8V8vD4/a/69W/eaU6O/aw8hcsIrGQESgBeyeiWaxMAS9ef+meXzvzqpr+YPP1VmpSGePiSa3BwbQgzesD6yAOSgV4YQrZ1yJ0uOu1F+L7HwKdL5NYjQSfSVkw94Qxaw0TbcWAmIUYrNuYcHxO2iW5AzjYq4Srb16XrpqCecDTCQ6eQNKqoqTpLQlJW2dq4EY//6hb4Dz6GkUjGQYaECSdCww9gki5wRUcni1CLgTG1ihmny6VqSRUzuSTaT31mOcvg6zXMSTp6UQe9jOZODaiSBruS4YQIMOlLnTIw3YJXkZF5EYIFHxsVHfOhj9Vuh7PyLu2rapgYHcGBg0Ow+tS/JkMEMS+9083SIHskNKFjZnERseuj3Z1DVwICSYMiWzDkBFMDNiYnRiB7EbPIt25bhNt3GOzmYaBu2ug2gOM8CdqYBiraR/MedC/isq6fxVD6ESRJQQspPJjYQuVpiUZ/Uji6zQIXvbiHP0gz1Mk3mMrC1Hvn8SkBjKzHnGWwohh9CVjQDWyQFUipxm0DN3KZde0GLg6l91dREBCnWrHRVQKYLsmMEC1P9HyFE9KODJhqJmQDwfxoTeW+r16psvUkfXaIDrCrDDjLUoR0ZTUwdMvZWze/TjKMB8pTuIzASkagBOCVjG65Nkfgvq9/9RN3/N1n36asXts87LWn4JYPfh7rZQtbaiEzXIdSHQu+B7NaRdZrs9BC6PswSH6Q5oVzMQ7qKeqShjiJGJRJhzj0Q1QtDa4bYGzYRL/jIwjA5WViwoIchCjjUalsmfC6mgRUJRl2mqKapWikOkIp5L4waS4HWob5NEAQS5iUZRgxMW8lyJRBKbIoq8YkkiFBl2WYIBIV6UTGpLABT9HRI13r1MMoiTcrNZiKioelNswIaOo1VOwGtG6MpGEgwyISXYWXpcgsG4ZVhQwFgRNAS0Jou+EByakBPwlgNyoAlavDAEkWI1UTGGYDwWIGV/eh6GCwDWncS1PhtxxUEgVWAHSpf7voYEGPcUhisfuTHGdYJEIZzfIqKpObNCJQ0WgSEtiRxtWAMAuQGio83cKc40E1ZEzoKlodJ5eCJBeiQkREgDK12+kiJ5AUpImM7VmCQdViwCSinENCKZGLBpXQ4whtEi4x6ogyH1FII06ixy9uJARCQqNCEES4GksIKNsmzfBmE0atwtULMmqQk4z79/85AxYkrJDaHY3RX76+Nf0KSZJmy1O4jMBKRqAE4JWMbrk2R2D+vjvP+NkrXvGx1rbuuhd95wu49Zy/x9B8B4+PpKjGGeo+Wf5xugQ5cNDptFiW0jIMmAScREQiQo8kIYwTdiWqKgZnNJKmMKHHDUJYaYoazYDSTCgSyCQ5aJisnhXEIWo0LkNjQFQOTVM2haAMnPadzBTYCdCPPCHkr0nQNQU1TUen48Akr1hdYxY2XQikUcKlS1PR2L5PSannKXx+EoVmYFXokYeQyt1aEzVdwdZwAQM+lTuJfS3DklIkmo5umEIzJdhVEyYkuF2XVcFo2IYzdrqa2MUWGzoy3yfvBi7j95JArJ2SeUEGL47QM2UYKWD4GVxNhtSsomrZcBYWobs+lKoNvR+irUoYUmwshB3UMgULUoJaJiGgmNH8chTDsQGTLPtcAlKSfYyhVjTEqYyen2BEtvFwRl1tIZ7CGs0sjkFkKZr3FuzlliwhUmTUFQ2ypkPxQywmZEJB64uLLEWXECb0HAaMag2hs4B+EsJkABaAyyQs5BnwMgCmigJsC9bQAMwqmSNmCDxytUpZW3qnJCwqQZtmNnbA4de99L5bT5XIxaLcygisYARKAF7B4JZL8xew7LWm/+C7Tz/pK7OPbT3m5T//DjZ+5btwbvgNFsZl2ImEajeDXzEQ9hxoSgan22FnJFPTOMNMowghiS6QBWAm88wpEac0FmykLCjEgFlFN4m5J2tJMqqUOROrNfWhKaLHnEUhyxpSjkRFVk3ReURF0lS4ngONCDxRBDWTGPjjOEAqZWzN16CMWiX7H7JOTFmJiR5nkOISZahyCoNajGFGRF6eY64T81rLoCkNqHKC0HUwwOVYHWEaIVYzRLGKptRAptPFRIrYd5ClMdsiBiQ2Qj3wXDN7Z5+nnprAjsnPN2MXp44i/HqHYEPyPUAN4RkyklhCJVTgEUEpy2BmQFiVEfshuzSZYYKeoaGumphxu2hmCiI5hpVI8HVVKHBFCfp6CjvN9ZaJ5EQGCCqBsQY1NYDQRWgTCSwW2tWs/pWKbDgVYEylY0fXkKkGzFSoVqV+gJ4cIZLId5gy4wippTC5ywtJBc2EFrtIpJi1nlmtjFnQAtBJAYvngXMrDwJ3pVaFOdCERiIoNB8cJYjSCFom8Rz54uIiWm4PtXoVaq8HX1XQGBjpHfNXZ//TYR//wDslUoQptzICKxiBEoBXMLjl0gzAlCBWvr/uoKu2zWx+wUnnny81p4Zww9vOw2CjCieRUPMU9AZUKJ0elJqN0HGQ9B1IYcxerUkcwU9j6FA4+xECHcRiFgBVaEcTYSs3CWJSDWXM9BjKvljQg52GhLcwr1EULImQq6j8N8ZSGl3KhT9E9XfH9/DS+rmlHv2XSqoqZ3n09S80rOlxtD7/LZ8kLcwn+G8FqLKyhpCX5Efn98XzkOIXp4273HaHEWTVuOtTPOGyvNgKNTK6L34nX1yBoaKMLC52dhwLR1aS+PDoMMXjRI88UNI85uL1M1CyVnOGhB5DF0SUDef78b5Z3jfOErEmg2tOsCKiFXv7UrabsGuVJJP+N3PhWPM5IscreodlFaplw242oFoWInZLAgzdQMfKYPVDjPZTTM/PYnZQxZq1q6H87n5srplYbU08+sK7/+MdjZGRH5fnbxmBlY5ACcArHeFyfQbh3737Q1+++7JvvGbgBS+0n3vuWfj2q/8Ka0MZ82kILZEh1QzIPY/vg76DqNtH5gfCLD1NEWWJyFolYiCT2KAAYAI5Us6iewHA4m+SvMPCkDCIQEDNhZTpMQqVlHOgJGhZDsAkykD/U2k8aRkAs4dxAa7kuJO/t3wseZ+6AN7icQzJBbgK5BX75feczLER/M4BmJFjt1IQuwZgHqzZHQArCh9HAb7LgThH4SeAbmHtt/xwePY2B0sGUbocyoBIFq+HyvQ5bnI1gfSsqexPWmcC3OnxeWbMC9PxJEtrEgATyBLTmcCf1o8zynW5JMHkLgJgYj0TMEf0dKoOo1qFXrXZolE0Bmj8SAEaJhqpgu7WGXTm59B82UnIbtsAZ8sMFlU5Gzng8Dv/4p6b/1IyjPvLU7eMwEpHoATglY5wuT5HYP7uu1977cknf7ItmVOvu/EKXP/RC6D87Db4NQmBnLBloOTFUBomgl4fQaeL2HHZYEB4CNFXaG5PmJFMJYFeAXyi30h0LbYyJMDl+xyQGYAzqClZIO74H5O78vRUllXRw81VkX4/Ay4yVgGs4jdFbjgAACAASURBVDgKCGaf4qWv+R3Zb3FyFfOtxUdhaS0CP0bePHsuMuVlWfDuwZdW3B0AU8K4awY1+eIWAL08Ay6y4Dwh52NkIlWeKfPf8xdX9HTzarPw+qWSMMdZxJ2zWQJdhYQyhCgKYajImnPfXgZh8T4TEUuAvciAuc+bA30BwPzOEomLS+oyl6Bpr4jeYNOEWSPdZ2JWS1AUDaqsCg9iUlWTFe6bb+u1cORZp2DThVeggwjNxlA88PJTf/6Sb379VZIkMS2h3MoIrGQESgBeyeiWay9FgBSxLp066LJ2u33k6TdcCWdbG9ee+R6MjVXhVzPUAh1qZiI2E4R9F0G7g7DvIEtCBlZFVQU4EvEq9wimAmphWcgATFmpLBJKUYLOfXVzdyWNAHgXJWhZFqXt3wdgKnUTFDwRgOk5dmTArCmRk46emAHvyJgZY5eyXwE0IhPOa9S7KkHnZeBdf5R2nwHnefVOd09JzSv/z04BmF5YXnbOE9mlErT4fUfGy2CZl5EZRKm8nQtwFH3fTKPSc85gDvMsdycATNpfxaUFl6D5GCRen/q+1FPmzJtqH8ywFo7R9LeYLC4rFsxaFQkR5tIUqqIL6VBSV+PxpxhSu4f4xANx4AHrsPmb12Ix8TE+Mtk55MLPfPG41/zFh8pTt4zA/ohACcD7I8rlc1CZc+w7z3vJlfO/velZT3/325SjX3cmLnrey7HWaUMe12GFNpOVPPSReD6ibo8z4STyuc+rqhqDI5GoKLMtsk7WjM5hhMg1IsMVAMzlaTm3MsxN45dnwJzF5o1XBuCcwkNZG/eYSVOabnk/eQkv8z5v0eMVWfcTe8DL+79LmXBeDn5CLziHmuX9X3o5Rd5aAN8uP0K75QmJkZxdbRllgsuyWhqvWp79kuymqICLXnABujzXm18YiP+LLJXb1XyJQwxkW4xrRcQYj3PXIoXncen/MelC5+VqWqtgSNPfEolWEwQrAt5ixIjBNq/I8z45EYteB/gmI9VVSFUbmmVx1kzGCzTSRQBM72nsedAG65h56CEc+4m3YPPlP0X7wcchZQmqQ8ObXn7n7a+vjY//ojxlywjsjwiUALw/olw+B31h63df+u2P3/Kxd7+lOnpQ/SVXX47rL/oy+hd/HdVVJuLIAg0RpYoHKYqROR4DcOS7DILUoxVYJQhVDMA5CYsBUFgsCMJVDryiPywyYZo33l0GTOYM/xmARQ+YQZtvy3rAy0hYTOj6PQAuMmEG7WVN0+XlZ/GCCORZw2mnfWAmOe3uLH0yAMzR2UHA4kPIrSH5BaviMmBnJCyC5KLnu0TCEq9GrDEyiJSMGPwQiR8I9jkJmSiy6NvSaNly8pZ4a0XZWRLGgAUAM9FqWQ+YjokIWUzgovjKGkCsd1WBZJnIqhZLUFLZm6wHs4gU1WToigoPMeqZgsfcOTzvvDfjhvdfBE30nbPKIQfee/rd9z1fkqS58pQtI7A/IlAC8P6IcvkcHIHO5umT/+8b//xLnZu3rH/GT6+UGqaCHx//bEysqsJVG/DjCmTF5ZlW2Q95LClw+0jTGAr18HIwY6ZyAcBFuRlgkhYTqggcJUHMouyVS8Ts6if+v4OEJXrEDNqcAe+qB8zJFW+ir/zEEnTxHAXxquj5LpWjdwLA/Fo4IxYAvByoC9IW/3cFAZgitJz1/AQyFh1fnq3y34secN4PLuZ7i4yXq830v5zJjNXjDMAxqXm5PjIaS+L4KQzAwqX3iSQs/p0BmJ4vHzHKgZfy2IKExcdC2WwBwDRLTJrPmlAcS6uWGElSFTa4iLyI3/+KYaJlZ9A2TmPylX+Ehl3DL7/xLxiAhp6B6Lg3veG6Z17w+VMkSRITTeVWRmCFI1AC8AoHuFx+RwSydnvg++95x4/i71534przz1WeesYb8a0XnYr61jtgQ0cbg5BkH6aus3Wd1+kg6juQ+cubrIIEpAllLKETXWS/BIIMvDRulPd+xahRwYYWo0cCvMWIEJegC8JT7j281DfOebqc9dIIC2REEvnyisXJk1dJaO2CRJVBJSUtKoUmpKpEPF/AJvvCRGUfW59oQqTlocpQycSAnIGSjDWLGYCLUBVkLP59txToJ6bXv/dhE+XnXZ/iBdFpqQ/M4hbL3i9qqBcl6GUkLHobQqoo0PuUJNx7pzGgfpoAtobG+Ai8RENEma8f8fuXhgHCMOTDkWTqAwsCmhg3KrLpgnhFIJwTtIr+LzOhxbExmZ2AOskQkJGirECtVGA0Gqz5HFEqHcb8eSDGNSls0Xy3rZGdZYTOxnmceNlncfdHvor2w3dCI1/lir34ymt/cM7Yc553WXnOlhHYXxEoAXh/Rbp8Ho7AnVf+y2cffs+H3qIcfVjlT66+Cr+76B9w29++F6umRoFuFYEeQdc1Vr7yuj1EvT4kkhBMacBEQGchTUlfsAUTmr7GlZzxy6VpUoDksnExKyx253151leMIdHPDMqsYiVAmrYiwy7KzgQyBKCqpsKSVMhBxFkcEX4qY0MwbRu+67HUJdnbkWNSHARwel00PGHoQAzgiAhAAAxJhkKCHnEqTAJ2sXEPerdzwLv+YInseTc94KKPu4zVTOXeJdhPRYZczABz1lv8n0RJSGlMVhBHMbwoRJtkLm0V6485EtOb51AxLChRCmdhAWHgQqXsl2RTqI+fVzREFiwYzAX4k7Ugl5/570LlSvR/c1IYCTrTDHGa8dxvomlQ6nUYAw0WVom9EBkBsKKwtzARv+iiyJY1+O02cMzheMppf4Zr3/VhWN4CaoaBYP2hj515353PlSTp8fJULSOwvyJQAvD+inT5PBwBd3b2mT979h99b3auM3baXddDbzn48gknYtW6cTQ7OhxTMI7ZIt73uQ+cOh4bKOQd3SXms2BA75gFpv2EuAZlnyTCkf+f+7gi/S3KwuyAQysujfyITLkYXxK94/xvJPqfGwpYZI0Xk/BVgtAyEK8aQEgXDF7MPsRMoFJU6DpJZabo9/vQZ6ahxykMypBpHjUnMZH2MCVrpHe9OwD+L7PgXe+9+zngpX5vTrDKxTaWcm4C4PwbQvR7RRGCgVimLJiGesh7OIVm2RiYmsKM70Ct1zAwMICZLdNYmN4GPUxgKjKkJOX5a0lR4cdFCVpQvER5WRC+uN6Rg31htCD+L8rQZHfB2TC935oJybIgVyqAZXCrIqWLI6pAWDobRRAJrEKqZ0GMLT0PR3/p3ah+71b86ufXoOZ5qFjVZOQd59z4h3/3iZMlSaIrvXIrI7BfIlAC8H4Jc/kkRQSyLBu97tkvvm3zAw+tPuq8s3H8W0/HVW96B/yrr4c5Msi6x6S1LJNQRpYhIDZ0t8dlTJG/7igpFxkwA2ee6XL2mv/MDGkiOBXkKRKHyEvQCmXAOfgWZC3RPy7IVtwhXRo/ilUFdVnn3rSfRVAMHdboMGAb8FptxK0edN2Eqhlsq0fiEJVaHYPDw+j0t6E7u501FUckDRXdQBD66KcxA6RFwL2rDJh7xP9FGXoX+3IGvLsSdJ7d0u7LM98l0hf3zHMSVg6+hRKWAN8MikpZpoKRqbVYjBIYg0OYbbdB1V4mN7kBgsUWon6f309NEoxlUroumNQCVAuuNRGulhktkAIWyX/m2TBlxnFGkhsSE610uwqDZ34NXpMkOQnoffLhsA0mf1HcK7KGzvwiwmOPxXM+/df47SveAslvwwxjbE9k59Rbbnnr2LHH/nN5ppYR2J8RKAF4f0a7fC760q1s/vkN7/zlG//6/XFdtV57908xe+PduPaPXoN0TQXNTEdIQvyKxD3VyHHhdbrIyJyAVRl3zP4WGTABMZeg814qSUlSf5jVqfIZYIkyr1xoo8h8haKW2AgcihEl7iWzktaO0aJYVjGSkKVdiHlDQjI5iLpdhTnbhrzYYk1kMlnQaFyK3HjIyF5SYFsVZOtH4RBIz7Vh+zEsWUMmZ/DSkDM5878C4P+qD7wrAM6dgXb1sSsgb2fgy+VgSvvzLjRnoMvkKDOKq66hE6Woj45Brzcw1+2jMjDEUpDt9jZUDRN6lKE3Pw+v18l1rYkFLXPpuAB3MdaUilGkoudLWXFediZGFNsO5qSxmJJuKuEbJox6je0GSV87iCNIQcSXaZ6lIDNULoHTMVCveqaziBPO/xiq7Rau/uTf4ShyV4KBTXK1dfbc40dWKpVt5SlaRmB/RqAE4P0Z7fK52B/Y87yTrlp1xE/b3c31P3/kRgyrh+OaP3stupt/i6bRYPEEWRUATOQdr9NjIOZ+aZ7Tiflf0QOmDzHf55kul6VJBzrPgAUbmuWDl3QvGHzzMrRgNQs+Lwt55PKWogQtTpEkkWAD0HULwaomek0DWauP2nQLCEOEugTbpAJzxj1rQlZyB/TJlGFqAgPVGuD7aG2ZYaenCjkAKTKiSLgo7S4DflIl6N2SsATgFSC7VG7OvxWkRAhdLO8DFxlwpirwKW61GpsYVIaGoRk2LKOKue1zmBxp4PENj2J2YR52lsLOwZPkIBVdhxNGTyg7F3KUdAx0USJIWIXj0Q7fX75Y0HVmOMuWBc2uQjEMpKSGFSbIogiSIsG3FNBFlxlm0FMJ84kHaWoIL/nMp3Hbme/DfTN3YsRN0ZEr6XMuveTKY177yrNK96PyC2p/R6AE4P0d8fL5WJTjimc+5/7tv/vlwCHvPQcvetdn8PAVV+Kmd52N+tAYe+5ShsgjP6QD7brot9tIgig3XxD+BQTA1BUsMmAiOnE2SyVoYkMvK0fzB73o6TJw5yVoJmSJEnZBwhJ9YjFnzOtRTzKV+AvfHG5CNw243R78dh+2bsCcGIE2MgA1S9DbPov21lkuezYNoGaQRaCBxmATpmmi016E0+7CSDNUFJUZxDETzHa+FWNSe/ex+S9K0MsFNopeb0Gyovtkx5gSZ6M5XFNUfElBZXwSVWI8q8DmmVk0a012q5qfnkHUamO4STEBWq05hEhhKcJVyYsTZkIvz65ZtKPojVPPncE3V8DKS+SkB02bWq1ANkzItsWmDiRFmbFDFj0wQapJ8FVwv73qCSOGR1UXJ7351dCMYdz5ic+g7nmY8320awdE71p48CRd13+3dzEu9yojsPcRKAF472NX7rkXESBBDgDmzz993kOPfubvx0J9Em/Y+BiyjZvwL089AvXBMWimzmIMlPkRPSn2A7QXF5F4QW64kINrAZQ58aoA4CUSFoF0oe9MYJ6DbAG+O0rRgnwlRpBEJs33dBGQE7ioOyyvHYfSqECeXoA8M8eOO9rBa4GJCWQhsaMlWHGMpDWP/tZNyHo9VFQZnUhGgAz6QAXVgQYi14EzM8e2fnXdhJcEu4xkkZnvRaiFmtR/gwXNQMiSjnk2XNyToHMOfgUDWrSjMxhD49BGxrC5PQdtoA7DtuC0O5ioD2J+0zTQ7iKmsSOyfpQUJIjhZhH3vJmdXDgf5RcBDLiFb/AyACY1KyG4IUrQdG81BqGQ5aFtsfexH6bcOCaNZ7oGi1QgkDNUMgVVN4Efh9hQS/HKS/8e1773Asi33InD0xAbKsPorzsufPvdP7dK68G9+YSV+zzZCJQA/GQjWO6/xxGgDBhA7ZKJdfcNzk9rJ156CeRTno9b/vEb6H7g0xiZWIXpNERqmhhuJZjPAoRSimq7jdB3eTRF2NHJPHqk0UwuO9UJ6f7lFoXCujAH7Fy/meeB82yYx494dljh0STOeHPQKsCX/m5bdSiTdTipg3hmHvVYQVqrITp4NZTBAViZxuXy1PNhRyH8rZuh9jrwHOrzSjCqFVSGBkiwGi0ay2m5GFIUNMwK+uTbu8sMeIfm9J4GumAV73o/msMVvV3aBC85L3jLErKaiWDRQabIiDUFcZxASWVEpgHFtqApGhrDg+i4Dqr1GpOfpjdugu+4XHa2KhV4QQA3jpgZHiUxQH1xzeQZXsF+Juwkv2AideVAq8jMIBeuRwpkReP3OkpIfCOGfsABSy/pCcYRNAaVOsg0CRpGEQUppGoAa3YbnnLuOWgdeATufPd70d68Cc2GAs2vpEd97gvzx539ukMlSWrvaXzLx5cReLIRKAH4yUaw3H+vIpBlWe3f3vOe+YULv6HPH38ozrrxGiw++AiuevmfY2gxhDI1gb7joplp/GVPIg7B3Czifo8ZsKSmxH6/pBNNAMzAkSyNMAkSllDBEgBMJUqhfFWMORVzwtxDzmQmURXtWNabLgQxOCPWoE40YNR1uJtnofZ9SNUKjEMPhDo6BHKOp/EXW1IB18PMIw9DifoYoDKpasAwTZC3b7fbQuK47GtMs8BSvGP+dWeBFKNRe3eaFgC3yzcozziXA3Ch+UzZKBlfOIYEU9ZgRjIcTUEy3MBIcwjEIn94y2aEcQRN03jsKItiOK0OpChBHHowdB1+SCNBCTsSReTtTNmzooO8iNn1iFoMacIgTDf6P6llKaRTnZspRHScigrDsjiOLrGe8+33AVjJEkRU95YsZMSI9gNYa8fwB584F9dfejWc712DNOlDjjIcfM47H/7Diy58LoC5cvxor07jcqcnGYG9O7Of5JOWu//vjgARsSjRvOs//t296Y/P1CWlhedfdhGmTngBbvr83+KRz1+BJpUZZRmyoUMn2IwzOARevW5OzhGZK4Ek9VF5QImzWWHWIMBX9IILEOPRo9yAYcfMb1FyFoDLfecldawdIEzzrlLDxPDECLqbp4GeA820Ya5eBWv1KFRdR+YnUBMZTqeL9sI8rIqKyalJRG4XUdeBQ2Mwi23oWcbm8GmWII5jqEtc7P/8uSiIZXvziSl0nv87+/IYUDHjm38rKGnKBKuIyruaDr1RR9SosMFBvVLDwuIiXNeFZZqssxw7HrIgAqIEQRpCpsyZdL3pIon+n5BwhsiCiclMm+jzUga8w/RBCG7IPH4UUflZlaGYFqxalUvd3aJWvsxIgjP3LIMp6zz/3YrbUDMFumtg+P1vxJqJUfzbB/4W2aObYOoaFpMYp/76lx+bevqJH/3vxKd8TBmBlYhACcArEdVyzd1GIMsyjQF406br7//wZ5/ZufIfMf7S5+EFX/wq5h+5HTf91ceQPr4FtYlhLj2rPn1pywh9B7HT55GSNI6FM1KR3bIdnUhZC2Y02RUWjOhC/Up8teeylPn8MGtDFyIeOQgXjkSFeQKDia5gfPUEFjZvhewGsFQLqJjQRwdgDzaRhhl8J4LrBag0aqgMVWHWbHjzW9CfnkU424IdxHxBQeXViJyaFBlqoa24k6gVspl785ESfdNdbxwuAjjWXs4FNpaJcURShmaqISXBkaE6olRCv9NH2LCgWgaidk9464YJEEac+coksJGkCKh5TxluIpTIFEXn0SHKZmOS9CQgzr2Cl6wQ834wDRKFLMhBetQa1BqNGtnIdDUvU9PHR2y/nwGrMFBJJXTVFoKug9Gjn4nxj74Tm758KTo/uBpJEkGPgM5BB+M11/3oiNq6dffvTWzLfcoI7IsIlAC8L6JYrrHHEciyjL6i7Xtu/Y/OdaeciqZm4hkXfwmrjjsM9331W7jvc5dAHzBBFV1L0lhxKfEdljRMgxCpHyGjuU/OVoUCVjFSs6SAVZShC7JWJnSyhNqVGDFaImblBC1ea0kda5n7kSbxuMvoxCRmtk4j9QMuI5OzvEyEoKqFOFWQKjrPpY5OTpCWF3r9HoLtmzhjVtwIVpSwzSEZDjDHSQa03QBwYeywxwHOe7k7Bo12tkJRBxCP4h4wA7HIRiOFpDIBRdNQGRtFoqhoux6kRhWGoUP2AtZc7i4ssja2HKfwYx+GpCHQJDZjEJKfMpOlZEtn5nKQxOh3RMuVQiA8mItCu4RuFiGSJSiaDtW2+UbgS4BMAK4pxi4BmFJrcr7KFBeapOPQ978TTq2Oez5+AfDwvUhNDWqkovqG03+z5iUvfsHxL3uZuzexLfcpI7AvIlAC8L6IYrnGXkUgy7L6w4sbv7PpMxf+8Z1fuQyHnfan+JNPfwbT99yG699yHtzpx2E3bFaYopEYOYmQJAES1+dbGkWMFgKkhGcgfZEXZg0MxLnOM5svFCSrQqCDi6MChMUccQ4IOwNhKYFu2hgYGUfbcRAFAVLXgZHE0BQFRKOKbQu1VZMYGB+DpWroTE/DJcLVwnYewaFMMAp8ZnaT/CSJTxCxSFfyeuxOoriiAJwKPeeC4bx8zIjBUZXgVXTEQQItyiAPNpCODkBOZVisOBWju9iG2+nAlFSuTLhpiKpRgZ8lSEgZS9W5vNxPI2ZL1yZGkSoK3FafiVZJFCOJIjZLoJ/TJIUrxTwrbFWrUE0DMfn68kULCaSI4bNdZcBykrJEJh3zUSf/ESbffBpuu+gSbPnZL6C4XZDzQv3g4/DU89575EGvOe3B0vlor07dcqd9FIESgPdRIMtl9jwCWZYZQdBZ9civf/nIbe/4GPTuIp7xxa9j8OlrcdsFX8R9n/sHyMMV6NUqDF+CrBBrN0LieEjI5o7GXDJh3l7ArgAsoYS1Qyt6hwNSUYIWWfCOUjQNuBSlaHolnB0vSVXSaDLpD8swag0YjSYyRUJnZhvsMEQVCvpJgmx0EJUDVsMaaCButeFueBxW34OekHdtCg8JQiTQFAm6pLAbEhGzdmeYwGSwvSRhFS5Du3pnpEwU65fMFoq5YCoNEwu6YTFZSspkRF6AgHrrDRo5qiB1XPgkMRkEMGn2J00RkF63rMAwLATs9JTAMsXPC7EHc2wYo4euh1avI4rBgBsFIRtYhF7AP8dxhIRY03TxRBrZCjkn0bsjJCrpIol6ybsC4CzzIZE618ThOOq8t2L73Ebc9fdfQLhlBmqsIU5crDv7rOtWP/+PXn3kK1+5uOef2nKPMgL7LgIlAO+7WJYr7UUEHGdu4sG77532r/m/uOvSSzHxnBfiRZ/9KBYefhA3/s270Nq2EXZtCLXQRqKSrnOKzA9YW9j3+shSAjTyfaW6qciMqJ9rqCpnv5SVEUiT229hU8jgmytocQmU5o0lHm5a8vsVf98BwrqcIaQvfkVFbXgEdrMGt9tB2OlA8QTRSJschjE5jChL4E3PQpttYTAm4SYTXhTApSIvlbKJXJZm7IbElnm7UcIqyuF7EVoh67ibM1wCZeF5r5YfLYMUrlLSd9YVhFUTiFJ4YcCWfpasI+sHCKl3TTs6Pl8cWJoOPw4QpAmTrWglKhdTWZrIaWaziUc6C7BXT2LykAOhWBabMdB7xhcgdGNzBZl74loUY2F2Bp7vIssShHGCWoN0wnV0elR9cFklTSaZSVlhV6pEoefMkKQBrMzAES//Swy/4oW49cKLMPOTH0MiBnZmQf2Dp+HYN5z5nKeeeeZvS+WrvflUlfvsywiUALwvo1mutccRyLLMevSO3302eGTj22742sVo3HsP1v3NB3Ds6afhtn+8ALdfcAEqch0D+giL76dyConGVrw+ut1FJFEAQxUZWAIC4gSqrMDSDWjkjJMQ0ziCRKVe/rQX4FuYOkgi22IA3iE9yaNJeeZJ+EiTLey0Qz1SRWZGrmYZcIMAYd9lIKgMNaBWDPRoXnm+g1qcoZpKCOiiITd54ABxqbs49YTHz663wvJ+j0O77BJj5/umpFtN87hxocSlIbUNJBUTqaki1TQMj41iZn47ep0uBs0K0HEQdLp0OfPE7DknbxXPRAAe+yEs3UJlchVmpBTK6DCGxib4lZMwB80Vs8gGWTXKKjPeyVWpmgLTjz6CntNBlHhsbrFq7UHQrDrmW10osYuAbB/dkMeMPMQINMAgVTE/Rv24Y/D0N52FTQ88gIcvvhjylo1oUUlcsTH2wQ9cceTLT3nfkUceuVmi3kO5lRH4H4xACcD/g8Evn5pZrJK3deuq9vbpzff95Ge441OfxtixJ+EFnz8fSeDgVx/5KFo33YxmfQhmpcHsWOo90i1y+nD7XaRJBEMh3WKVAThOE8iygqplwyCXnDBkNS2T1JfINJ6IU3mZmsCasin6mxA+fGLmy2NJ1LMlOKb6J7GhydOWZlsNHU0ygZdlJHHMxCQqp7oEUAHJ/JMghAD9YtaW12ehD9FwFu5MuwZgGqt6MluWy3PubA3qxTICstMU1wGQWjqznsnIIFZkDI+PwQ/J17gP+CGilnhtBMCUce4oX4tn4IybXpehclm5otfQ1zQMHnUY9MkxhEJvkhXKAur/UiyoH65p7OWr2xb8LbPsHuVFHgKEGBgdxfjUWgREcoMCU04x02tBgwxnbgGhJiEMQgy3Ii5vj5z9CtTWrMaN51+I1i9uQF1K0EqBoROf+YvD/+yUc45/z3uo91vaDj6ZD1a57z6JQAnA+ySM5SJPJgILCwv1YGHmvdMbHvnAvZ//GpLbf4dDXvcXOOLt5+CxH/8cGz76cXjuIuT6EDTN4vIxSTQqSQy33YLrdGFQ11dV2MjBT0Luq9qWjUqtyvCW+SFMcsXJe4xE76ViKckkkoRlRtKXudOSIGbl7Nw8VyX9zIRAm0wUNBVuGHBft9loQq/aSKjU7QdIeg7kiHq7ZJmXQTcMyNTwzPuXIk5ifQH14rXsamNw3lsQpsxyGWHp95+DMvksTdmsXpSAVWYbp6aOWJHQ9jyMjI3CpJKx57EpRkzzz4m4iGAAzhddAmLCVwlws4RFSZJURk9WsOqE47H6Kcdgem4RXs9BhVjNJH+pypCIUW0YkAiIaYb3gY2cZdOYFiwNo2umYDcH0KOLKKsCKY1Z2jNRZbiux/103YuhdHxMPOcEDLzoRNz+L1fhjm98E3Jrkeeus/o41r/ytNce/bH/c/Xk5GTJfH4yJ2y57z6LQAnA+yyU5UJ7G4Esy+SZmZmh9uat7+r/9o7z7rjww2iYw1j7wY9h/dOOxIYPfxj3/+v3kVk1VKw6VAKJjPp/MmLHRW9hESBXIUVhVSUCSgJgAmTdNGFVK7AUDUqQsBNRHPhM4KIsWhC1OLHlzI3n4BbcYgAAIABJREFUhXPQFRiZ94HJuxdg1SfLshh8A5p9JZIUjdeoCtD3oPkhm78naQInjaBWTag+Zd2CKlZUnoufWQaTs++db0Qo2zFgtWcRFsXrXTOsUyJaETilBMB0bDRGJSPTVGQqCWHIsOwKuwrROJXveEQihk7ATqzkQrqysClc9m3SS0IBjKqFtiRjzTNOQuPgg5CqOrY+vgWWKkHj2V6F+8tkcEGqWL1uF+GWOQSOB9gmGpNjMAebCGl+mC6QZDJeSFCTDJYo7UopBp0M9UiBd/Ao1rz0uXBvvQ+3f+oiONsfh8sXWjaGn3Litw4/+/UXHnHmX94jSRKl/OVWRuB/PAIlAP+PvwXlAVAEsixTvC0L4xsf/u27HvjRt9+19Wvfw/DzT8YzP/QeyFs34jd/+2lsv+9htvXTbBOxLEHVVCb6uK0O/G4PMhm1ZynrBgvt4Jht66hMXK/VBdknEiCcBj6yMERG5dckgcZ9YHE6CDvCpVyVCUfEvqZyNQEA3Wh92ijzJWM9An8jyaDGMUySUlRUBIhBYhZaIkCcwTwHdb7Lb6Q4tetNlMX3Ziu8nHa1byILPWYGYS6EC1o4d8lJIEQ3mBRFJfweEaLSDLaiMVGNKg08M7yM6FVkwfx+WgqCngdVtWGvXoPK4YcgbDQxtmYdWvMthG4Pes1GqikUeOikNe15mN82i6znIfQjGEODmDj4IPiSxHrZtm0gcPp8jHU3Q08F2gow0ANs1YD+p8+CWrfx6EcvwtwNv4Cly/AyA9ZTT8T4C5//umd9/H0/ANAtjRf25tNU7rMSEdjbc3sljqVc8395BEgh694Nd528cP89P9h0wVfg3HEfDn396Tjmr87APZdchQe/+o+wQh9SxYRUNSGbJpePI8djDeLU67GeMxk0cIaWxZAkGTWzArNeQ2JxJ5eFMLhMTOYJfsDZsBxTNryDhLVcgUooRkVQeXaXmLYJg5Cm0IgOVXBZqJIzcrLDo4xSl1UoqsRayTKVx3Nw/0/3WQZ1NwC8knaEiUzkMGF8zwCcN6qp4k0v2eP5aL464royHzvNDRc9bf5ZPHYJfHNQNpsWIjdExwlx4NNOQH9wENnoKGoj4xgcGEa7PYeQLpiUjH2RqZ3gtzrozs4jouqEZqAyOo7m1BT6YQjP9zBQtdCZ3476YB3eoiCCkbWhbFUwecyRGDr+KDxw9Q/wwAVfBPwuTMWEV1+FtW9/K8af+fQ/O+r5z/opOymW5Kv/5d80//+8/BKA//95L/5XH0muD220N86+qN9a+NdH/+0qbL3wQqRJDQd84P9g6tij8eAHPo4tv7wRsaGzL69s2yJmYQK/6yBsbYeuaCyFSEQpEryg3jBlromlIRmsw1Q1FsUgOUiJSEC+j9QPWVSDMuHCAYlngHkGV2w0B0wiETx1nIFHnwj8CXyJAU1zx0z+UmRWekrI71fKmbn5aI5IfsUpt7y8re6uB5yx9cRefTaEHaHw3d3Zlkoxy1Byj5wuWlLK1DNkiRAlgaqJ3jVpOasqwjSGGwWsjCUr5I4kKrkMvvk3SQHIel1HFjNvC9LQKKpHHYlseARypYHDDjsCfuhgtj2PKI1gaCpSx4E3O4+s57KVYH1iAvbwODK7AscPkYQBapqMhZmtgJHCVYDh1EQtNbFtVQ2Hn/Zi9H/9IG447+PwZx6iqjZ0s4HxV56BsRe+8CNTJ/3BN4anhreX5ee9+iiVO61QBEoAXqHAlsvueQSoDN3b1huIe/3DW4/f/NL7r/r+e+//5g+w6pDDcey5b4Ded3H9hV9DZeN2aA0TPQvsqTukVbBYUSAttBG6Hnynz0rCBJBUChai/ilUw8DQ4AB0TUcSp+y4QzaEQRBAJc1F8vL1fKRBwOCsk7+vqjGAe5Ev+rgkYcmV2rxhTCXrVOIb4aiYdOJ6s+gtU4k2R/EC1HneOAdj6h1rFQ1u32HlKE0h4UaJ+5ziAiDXhtzzcPLFAvVpqSJAgEnrUWWA7f+SFJKiAdRT5RJ7bkW49DM9L5HT8r/nilm0LwWAevC0ESmNLnZ8IrdR5q9qMA0TQWRArVegDjfRUSS4moyh8XFMTa3DyNQaYN06bGltR3dxEcOpgmjrLCtqdRMPxtAIrNFhqAN1ZlNHvT70lEawJWxfmIOhx/ATBcMdA9LIKBqvfg6wuIibz/kYwrvuhUYa3IOT8Cen0HjqsZ84/qw3fHX40KnS8WgvPkPlLisbgRKAVza+5ep7GIE8E1Y33H/zq9sPbPjn+7/6LWz/1W9xyLOehqeecwYevfw63PW9H8FOaEQlRWVsEEa1BttNEWtAv9VBv9Ui1WDoksrAQ8IYzEgmRx9NQ7VWg2HaTOohHFGJWKXKPA9L5ezIcZD4HuQw4flgKluTcxHrbVEfl0qzLIsofuYaLvlFLAl5COAsTi6aUF7uMVwoWzEIKxIyU2KQJDnGKIyExSKXs4Xgxd7aEQolLHKHEgIXlNay+xCph9G6JKyRH+WSIcIyICZSVpHhipK+6BmLawwqHStMdPOTGAFlw7IMlWaLJQm91MT4geswfsQhCEwFc+RiBQlVagc0BzH41ONhDjcwvelxxNsWoLR7SKIQykAFxuAQULGhDlYRRhGcuXlUKaKKjJbbQxD3scatYB4Khk99HppjQ7jlgi9j9oabME4jVJmEaWioHX3MF094x9suXHfScVvLsaM9PBHLh++XCJQAvF/CXD7JnkSAWNG3Tj9ymtzvX9H7+Q24/8v/AGXDo1j/qpdh3WkvwV0XXozp39yOwViBV1FRmxxHw5cRVRT02h30FxaQBAHP4PK4DM39Kgr3ZYM4RKVaQ31wEKlMc6Vg43idR4FjxEGIxHWRkjSiT3KXJOIhRpYEOSsXvcyzYDJ14BYpc5IEQBOYsrsSAR89f5JrVuckrOVlbs5SlRQV22Yo9F2PxUMoO2eSFoHwngRv+WPzcveSJCWXiunCQRxXRhluDqa/nwUTWCskfJJlzE4m8KUCPIMw9a2pekBlaBr74pEriSsMJB0Z0/GvPQhThx2MkXVT8A0ZXddDr9tnJnUiaaiuPRBHPv04uL6LB++4ixnkjWYDg6tGIZk2EsOANVxHt9VCf3o7Bg2TM2w3DmFrBrCphdkjJ3HQi5+DLf90DR688hqsXj+G3uICpmcWUX/GCTjwuc8+92mvP+vzJfju7Qeo3G+lI7DX5/ZKH1i5/v/eCBAAA6j6vj8wd/NNZz18zQ8/tOmbl6HdC/C0s1+H6iHj2PDFbyHZuh0haRErBtSDVnNvlgDUJweibp+zWIIN6gWr7MkjcSacEWO5UkV1YABGpYKUGNMBsXwTLltTT5ZIWWQwT4xpZko75LxEKlzEUEqEFGPuZluYQdA9Aa8AYCp/KwzIYUzyITTvKxjWtBWCHLROIolyM5VuSaaSSuLEPKb9qbdMILw3G2XolJVSn5pAkfW4OEtVeWwqjUUFYKclaHod7FksSGeUNXPpmoC4yH4pnjRDTIIemoGEesOWAc2yMPiME1AbHkYgA7Esw6jYiMOEFbWCIEYkG5g65ECsOfhAPLJhA+bm57B6ajXMagUhEb4sE9XBJrrz84jnWxit1NHtdeGSqtlCiNl1dTz7jD9H+xe/ARl5GLaE7pbNmHtsBvIxR+D4t52JgeOOePfE2iMuBkjGuhw92pvPULnPykagBOCVjW+5+l5EIC9DF3vW7/rnr37g3h/88NzFn9wMyY1x6FkvRlNR8MD3fwJnvg23omKVryOYGGAQo4Eat9NDb3ERaRrDlmRoUJDwvK2EkIqhuoHm8AgqjQaTplzP4b4sEYJM8qCl7DUhz+EEWZxCciLOBJFESMm1hxjUSSQAXiJVZcESZvME6rkW2TKP7NDjljGslwMxE4szRHEETdVgmCa/bgJhej7OlvcOf8W4FCl3kRwng6iYo5VJJ5sBOM11mHfSA6ZMWdMZtBl06T7NAZhZ0FRZoPK2CrtaR2aY7AilDzYxMjWFZP0Uz/kSaStTNQwNDTPwOz0XCTkpQeO+/NSRh0JuVjG7OM+VCdLvTjIFsAnIDXitFgts1BUVM605dEMPbifD0//2LUge3QDv4h+g317ArQ/dieThx1GfXI2jznkb6s88LnYrxgfXjx/0hVLzeS9OwnKX/RKBEoD3S5jLJ9nbCGRZZt59503v33rH3R+a+9pVmLn9TjQiDyee8nxsfOQR3L3hEdQlBWv9GPPVOirVKqyKyZlwr7XIPV0SjiDZQioFUx5IvUhFM6FXLGiGxaxeEvOnjFEj8Q5ZlJAZfPObJmmsN03ZMJWlCYBJ/COLWYGapRU5qxU13Zw9LH5nla18495xDqiiyFwoYeV9ZsoWTZOB0/V9gPyD81LynsaQGdeF2AaBKB8gzTCL/jVnwDshYBWErJTciPIxI+aC5X6NdPgRZbYS2SpasKsNZOR6ZOiwxkcxum4t5lUZhm0hI5IXkdkqVa46cC+aJEGDFL1eny0KVz31KASWitZCGw3JgGZXoNYqCNIIYbcPpecj7PfQi3yEGnD8q16DrdsehHz9rZj76Q24+f47oCUKmnoN43/yQky+4iWebJkfXnvMMV+mQy2z3z395JSP318RKAF4f0W6fJ49jkCWZVw9/s19d77J8OL3zF73k8Ht3/9BtX3P/VjrpYiftgYbH3sczUUPplWDEyawKjbMug1V15jUEzouYuqrkhxkXsplRrCscj9TkhQGPL1egaSpuTED9XnTXIBDaEllii5K0EkK8pyViaVMtzSFFIVA5OfOPmRinwO3sBri0aSChMXKV8UoUp4Jq3RcVCrOqMdKcpeaOH4CzZB0r/dOD7qgTBXCIWShyIXzPJPl0vbvsZ+XwBcZwkIXmwCbyukqxU2QuSJdgWQa0DUTkDXAqkIbGYY1OcFZcEiITWIemiFAWFVh1euQdA2u5yMgOUrDgjbQQOWQtdAnR7E4t4h6KEGrVmEPD6HvOywhmvX6mJuZQWPVKOyJYViDw+j85N/x8L/+EJHTRn92AV6qovbsp/fXvPrUBX9g8OsnHffUC2hArRTd2OPTrtxhP0agBOD9GOzyqfY8AlmW0bAvAXH20D3XX/jgFT964+I//yvmpregSeVlZGDOs6bBDmXIugq9aqIy0ISmKYg8D067B7/v8EgQsaCpV0tjSNS/JECRaS64UWVzBe67yhLh4dIMMIGn4CanXCIlIQ81k6ASxnC9mGaJXQFslCGTyw/ds1cxHfwTNamWQJhwN5N4JpnLuXm2SApelCnats3lb/LJZc3mYn5Y2DvkStJi7Z2dyMx4pjGknK1Mr5V7umTNx+VtkbWLLFjkuiJ5F7PBIfWQmamt8EUBla7pZ8qeM0ODbFuQFQ1xpkCuNVBfOwVjbBS+qsBQdHYxUi2DQRi6BsU04Qch5ltkwytjatVqDK+dgtOwYEyOsTFEtuAg0mQ0xkYEIS0IkHgeWq0W1h1xKNShBn579Q/Rv+YXUGMX/X4LDV8FDj0ElZOfddnxr33t2fmnrOz77vnpVu6xnyNQAvB+Dnj5dHsXAZoRvnFh+t2NR7ecO3f5d4Yf+u63oSxshx2R+QI1Sm2kmSsc2yUJQ2NjkFUdGc3oKiq63TZCvw+VxCbiWGSubIMnIaTesKKwxjOVsFmXmNjJ3DsVUpBVVWgVs+kCwQeVqQmYVBW6QmBMAhYpEvK5XQLhBBllzW6XLRTJ/5aFLjjz5Hkg7hUbJNSRg+FSCTsHVb1aYeIY2e+RaQKRu6gUTgsoGTkzkanPskGlJblLICGhkBxEdxZ1Lq/nFwlC4aqQohT3kmlxZi7pOhSLQFRnwho5GBlhhsQL0ZczGJPjaK6dgtZsQDFsGJYFly5GdA2pkWs9KyqUMEHccuGnKbT169AcGYZer0Gp1VAdHYXRrCNIEvSzAEOVOtSFPloLC8gaFobGR5H1Qzx6w6+xePN18OfbcFpdUOfePuwwTD33eYuNww79ygGHH/wpSZJKs4W9O83KvfZzBEoA3s8BL59u7yKQE7OsB++/+93Z7PTb77r4kpH5n1yHtNuBLEsYzgw4KWkP6/CSiLMu1bQYDMhQIEpoxpay4Q7SIOQMtijR8rgNtyapN6zCtC12AKKsjwCKQNhWdP6ZAFiAJWXJQuCCMmaF6MRsLk/EppTBmLPWDDCJ5ZwKQF/Kjrm3LB7DjOrlfWPaKe8Ts6GEYfBYElkdRlEIlbSmCVyJJCbtMHJ4gsoWhVlRkFJ5eBebF4X8mkiMhF43lb0FQ1plACYAp78TyzlKMwT0ulgjWme7R9bbpqpCcwDjB65HWrGwEPgw6nXu85KWtFmrcInf9wP4fghD11EZHIIyMQHNtriMLVUqsIeHYQ8NsCewlybsuISey5UArWbC77SxeM8GbPj1rbCSRWBbG3Obt0FdP4Wpk1+wUD3wwC+sOfopn2RpamlZ033vPm7lXmUE9ksESgDeL2Eun2RfRICyYAD27+78zeW1xd7LbvnyxZj92S8wHpPDkYs4AwzVYBMG+v6OKDHWNNSbA7BqFjOinE4XfrePNBJjRQoUaIrGpglR4XhkGqiSuEfVZpClsi0pPLEOdA7AXJplUQ4JMpWPCwDNM1mWcMyVsUjdigCW+6vsQJ9yNs2gnCZ8YcCIK/wNckAWEQtJnIKIWbrB+wVRyOVt9hFepki1/ERe4mzJZHQgiFQ728g/mTJcyuQVAl4ytyCGNB2vIshagkGdcR8XssLiJRTf2NJRGRmGIakIgxjNsTGYo0Po0DtUs6FHgKUbfLHQ6zpY6PWg1CpYdciBGD9gHZTmAFJVQWboQnSjVoNWq3HJWpINwf6mCxiVZJ0XMX3PvfAffAzSbAvtuA13y3bYVg2rn3PCQv34I7/QXH/0p3Lw3bW11L74EJZrlBHYhxEoAXgfBrNcamUjkAOw+tB9D17R9nqnWostPPr1b2Lu2h8Dfg+WarAxe0QylDT3K5PRu8pzqeSgpGgk3y/D6ztwul1mGJNlHnV3aVBIMKQpcVSgGTpnz4ZpcFbI2TC9vEINakeSKkrC1FPNlbB4DIlLwUK4g3rNBWCzQEehqEWSk1mCMM4rpgzaQmu6IEcReYwUsuhCwCBvYVmG53mIIhpbUnl2WWzLPIYLXWZSvtoNg1qz6pzBF/rNwppB9IDF8YrxIy6U06wvlcpzNa1kuI7mmlWoSwYWt86i2++jOjEGa/UYAkOBnQBapiB2QvQdFzAtVNdMwpochdasw2oOQjI06KRKNtCEWm9Aq1agWhZkYpyzjnWGMHDQ3rwZ3QceQrZpG4x+gI3zM0gtAwccf1xrzcEHXqQefvRn8vgGK/sJLFcvI7BvI1AC8L6NZ7naCkaA3JLom3njvRvOWAy8D8lyvMaancYdX/s63F/dAtl14bkuDLIqZLaxDNk04CYhIgmoUjnasrj365H4f98BYmGmQKQkAheR8ZJ4pCAvmbYN0zQhE+koV5AqMl+Bx6LsTABMf+fnpDEnKk/ns8FxTmIWGtCiXys0nsXcUqpQITfPmPNMWmTQGTRJ5p4xsaMpO9V1ko8EZ8JUjia96hwtdxg85O8BPS2ZQuxqkzSbY0GvVahdCbMJ6lWTQkcaR1zGprJzSr1nTYNZraJSqyEeqCKrWBjQLEQdB49vfAySoWPs4AOQmBqUKILX9xB4IaxKDQOrp1BZNYG0ZiPRNWY6EwDTPQGwOTAIc6ABzbahZDqXwKmO0VuYA+YWYLZ7cLZuQ29+AZ2ui+rxh0M9dO2961Yfcjy9zFLtagVPvHLpFYtACcArFtpy4ZWIQJ4FKwTCvbD30VAOVulbt+PeS76DLT/6HtzAx1qzBkuinqnLfU0vi7l/aZE2tEEgYnNG5zoOmzcopLxE/VQq6xIg5eNAlIVRJkygRwpPlC1q1Culcm3uByxkKAVRi4GZTRhykM1/p9nbYitGf7gcnbs38GUFy07SM+apNZevyQ5QZjAnMKXSL/sO2xZfJLieB41HqXacxst/5or3blW0lCfM9jIvbGkpkhWjsnyKWJWh2jasgSasZgN6hUBUZw1okoW0VQ3Tm7ZgcWEB9WYDhm2i1WtDUlVUhoYxMDEJvd5Eatowa3XoVRuBJvM6csWG1qijNjaO6vAQVMuERMqdzOBOsLBpM7xHt8DwAljN+vc67fme7Kez1glHp/MDZufQgdVfkiTJWYnPWrlmGYGVjkAJwCsd4XL9fR6BfD5Y2fjQA2fMe73xSqq/65HNm5qNb1yMm35xI5phgnG7iqDXYxGMVBHuPVmUIaHM1Nb5y58yyigI4PUcyCQ5yeVlsRExiYhGXJIlkY2KKRjPus6lYB7tKYAvt+wr2MhF77e4pzIzE4y59CxEPgrVLFo/ZLWOovSc94A5vc5/Lozv87GijDL8fFY47vUF83uZxWHxswCxXZ/idDGQWysIS8K8/Exla4pFGmZcvjcH6jAHmwyUsAykKr0SFUkknJGoFN5vd7CwdStSN0BFMxBWZFRHhmBPTkBuNpCoBjTNRs2qQdYNeKaE5tAQr8kAPD4Oc6CJWMoQdx3EpAyma+hvnkX7vkcQ9Rwc9JenPF+tVh8AMFcYSoH0QKRlTLR9/mkrFywjsHIRKAF45WJbrryCESgyYcKMe2+793VtM/vc8MyWyoZ/uhLzP70OqbMITSXpSIlJQoqkQqWeJPVMyQCe5loNDZkmgYzpSXHp/7V35jGSXVcZ/+5b69XW3dXr9GyexfZ4JjMhzuI4DouRCCFhyx8giMQipKAg8k8QCCEBAsQfCCEkhBCKAAkJEZYQbJYkkM1sJpEdx3amZ7FnbM/e0z29VNf66q3o3Peqp+14xrEUJ495X2la3eql6t3fqZqvzr3nfEd6bkXMDF3NnM3EVfmg29iSdiYzqxR2Hdiuq78Wc4p8xFC27SxOU3khlWzl6tYk6Tceb09LFbEUPRki8NriA1Eklhf5bSzEO9iN3xjo/ls9lSjRYxYdV6qRDe0bLdXV8ti6wCtO9DQlbUOZjw18tVBsi25+rj1+HC3K8kZhYhqN1pTuyU0dCyN5EyNtSLLgUQhHTr2VQr/XRae9hbA30GMczQRo3n83vIkJPbM5dlykVgU1r4GGW8MICoPpBuZbc/AaTbgLs6jMzcDv9qB6A/Q6axiGAzTrE7AM948GV9baQX+YtH7gO/+sVqst5xXxJh2u3sAXGO/6W0KAAvwtwcwHeaMI5P8ZO6dOnfqJwI/+3OmtW+f//m+w8si/or6xoSujA6nINSt6KpLc9HACmZCkhwR4cGsVxGGkBztIEVcSRzBk/qwIZC5OmWtWNtzAEBEWFygxmXAcnRnL2e/4PFgLsMiw/qd0Jilfjc+QdfvS+DxZ8s741rVD2zOGt496X77dLGemOluVwRFhqKusdYadZ8vxbYykpZ935wnxzpnAMohh8ugJGBVbn+0GMvEojvVIRzmbHqUh4ijEaGUT/aursMIEE1OTCC2Fla0NTL/lXrQak5iZnEUsU6hsB1JqJhOoZuYWUJ2dh5qZQOvQXUgtE92VNXQuXMFspYow6mOtvQbbraK+Z/f3LDz44DMSNgADthi9Ua8k3u+3gwAF+NtBnY/5TSWQT08yzv7PV37MX3Q/3l25go1/+HcMPvlZpBcvITLkHFOSwwihZKRytmoYejyhPq9VKZyqGG5BZ5MiZJIN6w3a3E5yXBssWaOSUXzSsiMGFbaVjTOsuJnDVN6mpIcy6ExXjwO6OQMpF+Vcn/MZwtGteeRWkbmabxdajbeZpTJZF2YlCUJfckvoUYFiCCK9z8rOZvq+egacjSMcq/C2AIslh+3Au+dePcVIOZbuk9YmIHGCYOij3W6j2+si8gO9YzDXmsHiwoKuzl6+dg1uHKO6bxecA3tRaU2jtzHQHFrzC7Amm5g6cgDVuxbR3Wrj4leehdrs6p2B6bt2w+wOsbayiqDmYWL//u+++33veVy2mfM3Wwa3nL+pLx/e2beRAAX42wifD/3NI5D/57zwtUvPPRRuDj8x3NhA+OWvYvPRT2HlmaeAxMeUYaIXjjDUaaXSLUhWamRtP5aCnZ/vyotCphH5wyGSfIKSi2zrVVcJ64Ir6ZPNZuJa1Yr+GGe24v2s96+ltVelqMDNbCNfMfhAi6gSwbx1pfLLCI1drvI/1Jm22FfmU44s7aiVZDONxbErH8ZwSwHOi8NuCu/N9icRdmvvfszOz8OuOPDDEH6/j821DW1mYnRG8GSgxd5ZpHNNqHpF9/3afoR4s4fetWuw6jU4M9MYpCYacwuYOngQ9cP7MP+me9HrruPS41+Ff/oFYDCEO9WAt3sOlZkWBte3YIqJyl2LcOamH9r/4INflsx3PCVLyTsm3kjgDiBAAb4DgsglZATSNHUBzJ3+2um7+2k4G2xt/W3vwils/tOnsf6Zx1DzR6iIoxRiDMVvGQYsJV7GolUyWi8rKJLKZ9lWlrPU/rCvzTAapgyEj/NWnczjWYuw2FnKkAPb1AIu57LyWbLf8SQiRznZBCDttZwbcuQFXzpjFcF+jVtWZ5UXW73s6xRRHOWjDDO7TN/3s1GGUkR2mzkOYsMpnl5jAc4Z6iuRKvHG7B7dctTzB2h3tvTuQCq904aJamtKF025XkWfg8s2spypx6bS1dqdp86iPpLWYQf1B47DfvgtmHnbcTSqTVx58llcfvwJWNfXUfFHgGtiULGx666DcJSLddvC/IkjmDi0D6paecf03oNP87z3tZ4h/Pn/RwIU4P+PUeM1vyqBfCta9lzTFy9f/o61ztaTVtzDYGkJq//2n9j4zH8gaK/DTUM0xFgjAfphjFGqYEulc+6LLFmlJZORRFi0ZXMKO856ZfVge+kZzoch6AEKckApZ8Tin2yZMB1bb0mLkEuxV5pmI/jytwkvO3fNtoxvU6l8ixajcQV2FI6yNql8mpJci4i/nv8bxttFZK8GTCrCM8+Pmwnlza8NuFbP7AIIAAAX1UlEQVRD3h2gL05jKkWz2URragqNegO9CQddV8GJUlSDFG6YIhz42NrYxGa7DeNyF8nBGRz+6R/EkR9+GHA9vPTPX8Tpf/w8nI6P2IxRn6ghCn1MT7QQGw7U4h4Y+/fCO3oIkwf2wvGcn7K8iUdnZ2f7zHr5or8TCVCA78SolnxNslW5dG7pyKDnn56LTASegdW1Zfhf+B+c+dxnMVxawvTQh6uPeMUpq4lRONDeyiJkIrIjJSfFYqdYQdWrIpDt6HwYQzaZSHLHzPFK1zKPTSz0LAgzK9SSTNqxoezKtm2lbj/aaehx8wj2VaOWzZbIyrp0ZvoKQU6CoRZguSIx51CWAcetZMMkggjpbY6XsyKs7H6/XoRl09xFZaKB6vQEnEYNMhhCMl6xwhxJ5ba81UmgDU02r6+iff0GooGPijJx/Kc/iPt+5GGo6Rqe+9QX8OJf/gsaq21UWxNYtyO4jSbCJEDdqyCNFcL6FObf+x4Y77wf9YVp1Fz7Z1Vi/cP8/LwUXnHLueSv6Tt1+RTgOzWyJV+XuGadOXNmZpfnudf8+D0bfudj6WgN0dNfw41HP4XN/30CXncAT7kY6iZdyXBjhGmUn/HmDlBxrH2iPVMy5nwYA3LbSTHJkO5enT3HmfGksiB9uiLf0gIUIkFzela3DY3PiOXcePy1hElcuG512x6wcItMuGJCbzlLa5IMUdDb4YDOvsWLK+jvaHF6xYOIu9WtMmDx7xjCRGtxHrP79+gzXl/WaJn6DUq60Ya11oF/bQ3t68to+z1UD+3Hm3/8fbj3A9+P5ZU+XvjE53HtkS9ABVuotBqImiaSyEfT8tA0mxA6bRcYHdyNA+9/HxaOPwDDa34UrYm/vWt2dguAT/Et+Qv5Dl8+BfgOD3DZlzduU/rq+Wd/TKXqr+zERPfiMl787GO49Oi/oPrSc7g7ibHi1NCX3tyRDyP1oZ2fVTY7QRK9ARSqMlnINjEMRnr4QgWWtoIU8btNookRYl0PZRsWbNvRE4EkaxUjELF6DMxs4pGIoZyfalFOs7PculuFJ0PtpdVItr53fNZTmeSs+RY32QaX7fBer6f/Vs61x3+v3wBsV3h//R2ItYXbNeDsnkHl0ALQqKB/Yx3x5RtodEMM2qvY6N5AODmJxvsexr6f/EHM7dqNl/7+czj5F59EY3gZhpkicBzEtoN6WkFDVTFyxJ9boTYc4orjovHgu3HPj34Ak286ClX1fv3A/l1/DqCtlKKvc9lfvCVYPwW4BEEu+xLHInzy9MmfCYLwj1M/NK12xxydPYuLn/t3nPvS49jdHQFJgGEaI6y6CKMIjVGCpqpgJDoZxkhMA4HkbXHm3ezKJCWITWSK6GUnuy8nns1myl2w8ux3OwuWHuJqPStY1qMAM0HNNsDl6Fg2uG9uE+/s1ZWfm7fZnJUzaTmDlseSAir5GM8xzkYjhlkbVN6XvDMzFzestkoQ9AbaV1sKr2QmcRgF8OpV7HvgAVTf/mYMKyZqF9YxeOS/0b10Gp2kj4ENBF4Viwf3YyI2sXH+MtbsCOa+GbS6McKVNpbv24u3/9AHcPDh74Mzv/j70/fd/TvZhjZG7PUt+yu2POunAJcn1qVeae6cVZHxtU+fOfOLZhp/1PF7tY1zz7svfPUJJP/4rzA6m9hKQkSbI8zGJlLPQycMUIkMNC0DYRLDT0KEuaDK9rMlRhu56cWtAI818qbxYzaJWM8ZMsRdy0MURTojljNWKQIT8ZQ5ujKuL9ZHwCLgucVHXgUt29PJwL9lXCWLli3jarWqM2BprRLhHftYW3G2la4za9lezzPszBErhela2sXEURYq0g/crCJsOgirDjbOr8B+sQ8zUVhPhwjgY9Ix4E56mHjHYbRqe7DxxBlsXroM1XCRhL4elBG3amh879tw+AMfxOyhw6O0Pt0PlPWxE0eO/K5SapAX0qXcei71y7U0i6cAlybU5V7ouIc09xCuA6h95dQzv2wE4c/bSVy7evpLuPHJzwBfPgWjM0Q/GqAaJbptaTP2tY9zRTamlcpcoESgVDZ2YWcB06tSzr2Vx6KbdRPnw5CyUi7dYyz3ZcnACBmhmPcky8xcfUKcF2/pbFX6gUWk8+rr20VWHkl+NxtlqPS2tphlaPcuKdLS1pVxNvc3inSBlT6TThLYkY/UMjCMEwziVLdLuY6YfKRwohiTto26cmC5LtaqDTTe8xBm9uyF/8xLWPr8IxgmCZp2DVOBiWENGB06gAM/9X4c+K53o2dMwHIrHz9+9MRHchRSbHXrA+tyP325+juUAAX4Dg0sl3V7Avlow9rTX3n6T41U/UQaDuGnA1x98ilsfOLTaJw5h7S7Dj8awVPA5RSYURYcS0wpfC3Ali5iygQ4M398jcccz9kd22Dlv64rqfPqayncsi1bnwlLH3HgZz7PetKStDmNZw3nAx1QldbnW9z0+XRWXGbbthZhuVbt9iVb0EMfEMOOHVXQOxqSACvWxWNIUiSjGEYsW9HCwETHc6EmapjYO4vWW49iojUD/+kreP6xL6HbH2DK6Gof7qRWhzpwGM0f+F60vvtdsKdmoUIDtWqjA9v8kzedOPIbdLZ6rWcOf36nEnjt/zXu1JVzXaUnIMYdS08s/ZptWx/xK+70oN8BwgGG7WWsfvGL8D/938D1K+h1BojNFJU4gS39vFIFnFlx6KEFmV3l7W7jn2dTkLY/9MDBRPfsig2jZJ6yzS1nsbIdLcYfiLJt4uymMteu8ddStHUbEw99jdJjnCp9X6ZpwKt4+q+HwyFMPUYxG3843nbOsvTs1LmqLARprAcwmK6LyKsjbU2isjiLhSNHMbF3N9JwAPXci7j4xcewurYOX+7eNjEXVVFf2AX7e94B9d6HUD10BA1MDe3UW4JjYd62/3Ph3j2/ls/yfS2ApX+uEsCdSYACfGfGlat6LUlMtTOGbuG9vrrxmy+2197lRfHb7eFocjToYWgFuLG6jM5jT8F58hzcreexcukqRt0BGsqCbRi6GEvOcPVQ+zyTfLWH3elzpbesJW/O24pkizjULUxKC6TYW4p9pZh/iCjqecA6y9Z5KmTCkvalzp20bl0DnVs8jwdC5H8jQm+btn586XuW/uWsGHq8QZ55hoiZR701B9Q9pI0m7F2zmNy/D42FeSiZBdztYvDCRaw89Qw6Vy8iTbLpSGmtgebsLCpveTfMdx1F7W1H0ahPQsXGMDDsjz/05rf8Sr7lLDvrYrCRpeC8kUAJCVCASxh0Lvkmgbzox5ZapNNLz/z2lpnem5iWqveT95v9yOnHATbDHpx/+ySuPHMa/fOXUV3bgjnyMYp8PRvXlEa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