<snapdata remixID="14799536"><project name="Dogged Homework " app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Dogged Homework "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Number guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>secret number</l><l>guess</l><l>maximum</l><l>numbOfGuesses</l><l>lastGuess</l></list><comment w="165" collapsed="false">3. There are a few different ways to fix the bug. One way uses a second script variable to store and check the answer. You might find another way that you like better.&#xD;    If you want to add more script variables, use the right-pointing triangle. (The left triangle will remove them.) clicking triangles to add and remove script variables</comment></block><block s="doAsk"><l>Welcome to the Number Guessing Game.  What should the maximum be?</l></block><block s="doSetVar"><l>maximum</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>numbOfGuesses</l><l>0</l></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><block var="maximum"/></block></block><block s="doSetVar"><l>guess</l><l>-1</l><comment w="97.31428571428573" collapsed="false">Set to -1 to initialize as -1 is outside the range 1, maximum</comment></block><block s="doSetVar"><l>lastGuess</l><l></l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="guess"/><block var="secret number"/></list></block><script><block s="doAsk"><l>What is your guess?</l></block><block s="doSetVar"><l>guess</l><block s="getLastAnswer"></block></block><block s="doChangeVar"><l>numbOfGuesses</l><l>1</l></block><block s="doIfElse"><block s="reportVariadicGreaterThan"><list><block var="guess"/><block var="secret number"/></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="lastGuess"/><l>high</l></list></block><script><block s="doSayFor"><l>Still too high try again!</l><l>1</l></block></script><script><block s="doSayFor"><l>Too high try again!</l><l>1</l></block></script></block><block s="doSetVar"><l>lastGuess</l><l>high</l></block></script><script><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="guess"/><block var="secret number"/></list></block><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="lastGuess"/><l>low</l></list></block><script><block s="doSayFor"><l>Still too low, try again!</l><l>1</l></block></script><script><block s="doSayFor"><l>Too low, try again!</l><l>1</l></block></script></block><block s="doSetVar"><l>lastGuess</l><l>low</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Congrats the number is: </l><block var="secret number"/><l>. You got it in </l><block var="numbOfGuesses"/><l> guesses.</l></list></block><l>3</l></block></script></block></script></block></script></block></script></block-definition><block-definition s="greet player" type="command" category="sensing"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What&apos;s your name?</l></block><block s="doIfElse"><block s="reportListContainsItem"><block var="player list"/><block s="getLastAnswer"></block></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Nice to see you again, </l><block s="getLastAnswer"></block><l>.</l></list></block><l>2</l></block></script><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Hi, </l><block s="getLastAnswer"></block><l>! Nice to meet you!</l></list></block><l>2</l><comment w="206.66666666666666" collapsed="false">The order of these two blocks inside the ELSE input slot does not matter. In fact, it may make more sense to have ADD before SAY so that the program doesn&apos;t wait 2 seconds before adding the player to the list.</comment></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="player list"/></block></script></block></script></block-definition><block-definition s="debug Number guessing game" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>secert number</l></list></block><block s="doSetVar"><l>secert number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doUntil"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="secert number"/></list></block><script><block s="doAsk"><l>Guess my secret number.</l></block></script></block><block s="doSayFor"><l>You guessed it!</l><l>2</l></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="false" sublistIDs="false" 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game"></custom-block></script><script x="30" y="189"><block s="receiveKey"><l><option>space</option></l><list></list></block><custom-block s="greet player"></custom-block><custom-block s="Number guessing game"></custom-block></script><script x="30" y="277"><block s="receiveGo"></block><block s="setScale"><l>60</l></block><block s="doSetVar"><l>player list</l><block s="reportNewList"><list></list></block></block></script></scripts></sprite></sprites></stage><variables><variable name="player list"><list struct="atomic" id="226"></list></variable></variables></scene></scenes></project><media name="Dogged Homework " app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Berkeley Mural" center-x="240" center-y="180" 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" mediaID="Dogged Homework _Stage_cst_Berkeley Mural"/><costume name="dog puppy sit" center-x="87.5" center-y="112.5" 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akIQLnLOu5Tg8NR3QHznwFCxxCVal9ieRH9NF/LrX/cjRe+/9gwta+S4cBmzDLkzyoImdmYH9ILDF/uM7f1lR2kc/8VkdZUUco1tu1WpvOEkXhLRRs9+RnmFbRBHE4yZApFI2FLACUx69O++6Xego5xfMhk+hBbpLshCFwri2GxGsTdURdKAKci3hERll94tYmr0gsXIm4ETceSUr7pJU5bGNqfEDAdV1I24dA+atu69EvG1YFjFxxLIujyn7QstZQrAcAFEeJXfPrNbW9Fpb5ol6447PWUuoQUXUiAAKcWC1hlzlFhMXTEAkkpDsluaswwQn8wvngwc/+xm9P+kC7dzspdAhaGTCrJEoQCGYgu+xQ4eC1Y35b8e9e++99wM47yQMMO9Ozu6g7h2dAfsEd7SJL175q171qvHT5+e0EFVVVbFK0eNrLG1qrEg8Eqy4ymjYhZCkCEFND9fp9w0THhbF+qpna6QlaUGwLtVcoVFD1Ek0JjD2DH8T41LoEyksVDtB+Q9ALBv9E2iEiIpQF9niHolySCDC+qjKiwjPWBKfAsCEY/y2hB5dvmxqQCYzAQUZE68vAP0iUC7tiVKY7ASxb7SwXcG8nZCq0DgDAwdViOTnRakmgph7n0mIEQDzRCOFhP7oNeSkWPM5jbiPyMGDB0PvuaXlZS03f3kueOEdd/wV/nj+858/hPOnPvUpY7DxxzbDni/eI1M3/uLapuksaSkKRPAg+a5sGquQzCaDSXe4WV02vecN04clusEW9/nzj+vUYDFdnJ3V3xk3kSJpCKMIqE2AINMV6R3QdKEKLxpmY73mZtW01FcYtjbWNm2BQfrn4m3X7aPBmRqNll9riNDFD5Jh+HFx7ok6q1F23120x4+L5mFoDuoNE1pHRl0YFSFtbc302V2Pk8PCJWtA3W5KwtzJutCBCNoC1h3z9oviCpryj4HahPHxyaAkfsOAdV+8sGSyPuqeobk4fvy4lpt3rc7Q1OHgiRmT177tm16hlcjihSRoX4iW3r7DgG3Yvrkc1LTLM7DnmDcai/5ALqcUJqAr45oIZoxDC8QlEQBSFndMOj3tbotihVrzHGDUhYK0U/cLvSgAyUQuu/CGiAIAQsyjbkoShZZeQ+KQqGPenPskRKXdSsXI/Ma6YfyWJ/TAQ2wDwh/9DoiBIdBQ30rMBXag2zBEFPP2EWZPRyC6U6bS8SDi2SHbHZuDnvSt4uHybBcsDzEuWQ7oh9kHHZgcQFUaTk36HiGdl1RRYNEA1J0/+vefC/t8SAQwwMKlOemLzZFekAMwMNgxAOYXsCmRx894xnX6+zXf8y90bb3tV/49EOQA8+qsDA6DGfAZ2DPMe/fdd2vbq6W1dP7gDdqdftlUQvFGLGjVzTBQaho/PD0+GvKo657I46DY5ssVUxmlkgWto1Kuh1ik4slHVhbng6g7ihfccJEQXk82QNFnhiXRBuDwgQnJY6A/BVWZ++DyylJw5swZvUjBCFiW2Jpxa8CsdcdoxHrgd5tNMxNQLddv90Mhrt62sfVFWEp6tG/csTEcy2vefz47ffCwJBg5oH0hv5xOZkNrG4QyQFMwdcSpTsLPUKmtuxP6wfGDWq4j8Xz1jskUS/OGRackUUrVI4ob7pTeFmEZqkAAI7JbwkMnnErFXJAdG08HyysmF7zrvffRPmLkT5/e3sOeLd5wGDK5F2fUKhwkfIHBt5RSMvJ9ASBcUYsA6xiBJkxmuoHETTKKlKUA/E3/Vi6OsbHxYHRySu/nsiYQLc9dClaWzaRcd2GqLnFune6T5x/CDdkA6jrxNzPr0GkHLAIXsjYkBzyL6wCSefxmfbxXa4jU7wt5QSJBAEiiwpxr119/vV4D20AzMoW+puiR19x83XF/Y1jm2ggBEaDQhbZyORMKybb05EOiIAQzOKAhbFLCXTW3skG09lG/DUsfgj8B0gdtTIJmJyTZtUmZemf7Duzn9tU4qGkwA7s0A3uGeU+dOqXo7Du/c3S+utlXySCyxTGfGIgqHFi/GKxF+z/s91QTTR4wKhWLxwLqY2t1I4nQ2cJvAVDwWDIIeBQ01tfNGrVV+KFwgwQh9FkgxoLKieHrInBqvV3R8ZKt0AtyQBu8RhUd7m3FuPgbdeD5rQCsS10zk5QgauSRhx/RYlPTZhlD5Ah0roCm+21sCMvRlrkBrFeNNVG/CHdsJIaemBgKcw+PuKWtXW+IEGoCYsPryMj89Z1aEMtjbNSTE/NCjzwuVkUALXzT0yf/mfz5Hr24zYcB5t3mCR1Ut3szsGeYl0MUbPeTkW70T/F3x4354FFpuaLzeFq+fGYcJ5957vz5gGmZWF9PPLqoNpubv6SXoWaj0YNKeYTxzLoxo+c5H4ZF5dP1JHgV9/wC5icPSyoABAYMD6AwpX9cdQD1IM9LzKoqJ2qdKNLIc7SYtVvGz+NvjpOZz/viksnEJ9wmANSABhha5GCN7LnAm5a8E4DqzHnBnlZ3z+cZfScVk5FoudGR4eD0E8b3c7xJqYO8bp9GHFHHcexUKwKjDw+blxoNF821pRu14h047Pni/eAHP3jfy+58iQ4t6U4fsl6CRsWk/aGMCWwxSWNPXS1JMaxHcLABUHBri7DiSQ5DQabXiQbZvAVbRiMmoFTEqjd3yRb3hptrb77ppuCE78CTHzY2Azrdhz/3OW3D16uQy2TQLLvu1d0fcY1CF1+6/u0LlHpSLGaaX2nxwiLgM9Re5JP50CJmbrLChohDzbRYFQEF163CishoCepd2yL4Rt2xKO15x1LJSNCqmuCZde3AsCSXZgRHr2WaiuFD00h8qm1QUMXfTI8ac5/liPQ548mshefR8shvUitbPSMTJgTPlTp2QUts72HANmzvfA5q28UZ2HPMK2NtioD1EYx5Y7P0UpwjoqyJO5qjFQobkxDDUHACKaMgtrxsQheSiQy5LwIx2+T4IVF3oWZhTdw6xk1ScC3puWmjottdmL+IS8Hpxx/XcyaeD4WQsus/4ZZI7MkzdLpb+6UPy4EYl2Q3KRkrqT9lGZyvxtpVserxGnKFASBQMt0T64Mfx4o7xpDVGpcdg8Q+p88AQwIwj/GrrGQN2V2IGD9WNGwLlo3qSbImGp1Ci6OjO/SNGSuZdLsjLA8jPBZmbB6nL05qfJt2YpsPA8y7zRM6qG73ZmA/YN6gEe98M4acFIMPztl8Lh73LaCY+G5TsiiOu0M33RqB9ZBTAHDwoKloZmdnQkFCb8gBwhXVSAy3QRr+xx//ghY5eUQ1dcGGpPWngDU9ZjxyKjMke6iZ1WiI8WASe0aVUdiGCzL4m3VABgp/e0FgKQiVAGJlv6UnYk8IXyz36KOP6r0bb7gxQO5dQNWzXY6Iw3jZs0giahiwvLwi/KgZaJKOnkDJmBOCGB38MlWSlCPAN1NFR6oCoY7CYzYLJzGjFLxGVSKETAq8kW5rFuXuPXfvaZx3AvbF4qXO9+abbz6KQR6OReZo8dn0cG4sAgZZrvtuOnjRpXCPNDPxgnRfcZAx0okXM1S0xTjpG/iBXE5JbBYgmTKXx+tuPCGBlWYmvTR7We9lZLccsjAjI/aBTEyOBKdP2zuB2RUAEgqhjb9xhn6WEjl1tVsXMzUQEIxIgnNFcxyCZoU+wGSNEFrPsPmVTXOTPXvuXPCc5zxH233iiSf0fFKETgqjGbd3Y8GSRaBwC304zchcqCm5RksmFznapz4d7pEA3OMec+FHKFqOqGs06n9buV0L7uBhwDbs4OQOqt7ZGdgXmJdD/MIXvqAKxskXTb6tWl7997jeF8dqQLvVDX0WgB0AGiUrFiEA3SCLQ0UJNzfSSqEG2CIes2vcIw17pjHEu+wbjHQq3eAZtz1P6/umb/1OPUuAfPDgZ/5OfzPx8+mzRsZxkRgzLXl6KegQY8EKR9La9ShjkGQKkvRd6DegbzW9Mcsvij/DkKvrmCcM/hnLLpxRiAMWnXWV36233KL9bEletJMnj+vvVXdbrEk+X84HI0zAbvA3KcSclKdDPq1k0CPTcR9CI0B12O77wP3nEDXS6bU+j/ufDD5pHlP4Y4dggHl3aGIH1e78DOwrzMvhfuTjH3nHN93xkrfi7/mNikoeEMgKbpDo+RffEvfCbuB8pmNjZBYPVTwuwGTFwBHtmWBXLVm8VT5zQLIw2rebz5ufQCTWDSJdwywf+8j7tTst8ZLKS95eQMJzOlQbveDY9c/QawXfygpbVtUqxv/mcqagj0pKpODSBS1HXhHYmYJVvbyp97JI+OHGDHrEVUSlN+EZ0anWg4Hi+PGT+syaC2kQsMhH038iHhHJV7zhAJulDT2jTLfP8RqPD8d7qra0kBzyQ5NBzV011z2cqSB8LNNBRfpWb6SbDNZXre7AdxB92QtvCz75wMN3sq6dPu/LxSuD7l9eXng1Bp8tDn0A57YIXWm3KnV98a5J/rLQ7EtWQlz3SFq5BxqepxmUJBvkOSs5wgC9yBWhqxo6stjUZCXrDaX5iFuXXvjCFwbFIROs1lfN2w9m3bzv/zY0NKr1liXqYWJiSn/HYmbZO3zksLBA1l7FozpAsplilObwy2AFRCgCFN2p6NzMTJg8ZUS0JYBDItgxIfWGC6/YJ25rWlSUg+mW8XRka7DYaUpnvF9Z/I/TYnkDMFfZpbOPh8JexHO0aWIV/90o24L+qw9/9CbJNml8nNawswf7FHe2jUHtgxnYkRnYr5g3eOLCE3+NEf+L17zmHM6PnJk52btstPXQEdWo2S44UdNnEmNB8GFEQTxhmAvulNRnknwD4+Tc7t/pGEuRlQjlXt/YkNFhw5jFbF7ivEw9tOKRu2PjY8HZM2aBW/PoBOhQJzylU8Sd4CcL02J1M4Gz5yR7dHQydJPse3omRIZsuuDJjJR3fuNdwQVP509WAnF3PXfBZEg95oaONrTwNSSdEzFqyVVqwLYU2KgWwzWyJJyfXjQdTHjIfS5jc5GVLQSoGkzIRt2AmqTcGisM6+/Rkfh9+PGRT3/aJkWv7vxhgHl3fo4HLezQDOxbzMvxyj5rqruSZG+rF2dVkxZMHDDna0S89h3zUpVDR2s+jzN4PWIb8sjANEz1HxVVEAC+C4m48bJjo4Z5ge0eevhzev+OO8wYoFY8vSK8tAtsxYKkU3KMxYyLmZiklCoYfshmTIhDLFjEN+ruuK9BWdwXiflKvgNnRDDm4RPHtBXuogk+fcSNGIGr3pCtkuor5mjA37R60VkexhQ6wdM6CBUc54uqspKoFWMrRs3ybk3DPFMN2O6UtE/ZZC5Ix2LK7H7k03/3HT4du3ra94v3k580feH3vfL7fnYucvlXMTvcdefgwdFgZV5zW4gQ1NSJE0OmaCWMtFE4a4oDSq1melSaN7FYYu4emfbd0uEGOVy0MO6xEdMwzIpP8Dc897lad8tzjI0WhuRZ8/SJ9W3hQ+DJIeuiQDZrbcXkw+pSh+yOMi0R+koebi7eMwpIRs1Fxli7hCQYKXha1NSoFZw5NxMMef6wfsbcEBcWLwuLYAJWqWLSPzQIXQ8gbTVcLysfsDFRgewvYeS+IqlWuVFgwvXMS3Nngs01szL2fbwHJRGJJ5MMMmNmZTwoFsuN0uqzbQR7cxywDXsz74NWt2EG9j3m5Rjffd+7/9NLnvfiX8Lf/biFB0BdE3MF6eNnT2tRqoHwBwUUwdWidTKnFW5cUizmhXwbeUQuLkBanIFgKQPQlj8urEDDsXrWN0BJCivR8dxobYnyBYxK6v+up+4P0tZWV/SjI77jz3mJZACsLi+FaqeUO/MMCStA0l/ImYCXlD4vL5oajvl3jxw6FDoYcYtaCHhMPbXuSVH60qeuO4gziYk27geyCBgrc5BRRzw+ORYkPVIYofGAjsTGNdzJPF00LJ/OJt556v2nzniVe3IaYN49mfZBo9sxA9cM5pXB9pNDqXdj0IIVfxBnhLBQQU91ErEQ7lNIA6ahwYKCESKP+z0b/phjb9j56Sl13hPGZQqZ4Bk3XI/qgrJnqSzLhtvhlgGeKXxceFH6BLRc7VWrlsTqZjp78pvieCWZ3Y0/X3MPrVHJIUGsnnE1W0+2M2BuBqbjh5qPglNTthEA1MQSR683ulO2xLme2JXjRVleY7Qv3C5pnWO5I7JJzZw7kp89exaPBYgejvjWBtl0VlWY73nPe35eb+7h4VpavHhx/y/m6vGZeV28k7IA51xgY4JlsA18IcxqAx9aJiphzJaYr0SfacIZd++Bk8vpM0YJh4fs3viB8VAvS1biwQcfEp9j1we7ANXYLIfkmwmlqxLnRt9YvmMkQqHlKul7UpyX3depKSh7feOy6feE+y9zUcKszE0Tt6b1p68yXR4RNRGJmEDHjxbt990itrZqPjPwF+ai5ZxBo8E9M6grTov18oYT1+kQ/uwD7/1ujmWvzwO2Ya/fwKD9r3oGrinMWy63VRd114vu0gFfnlsIzkv4O4Ch40lxGKHjNyMR8nnZMtX9CchKgIzT1n/58mWtY3hEhDN3aOnmTVWGe5mcCXEP/MOntVxWrFwkvVOCIQEI9V51jMY0SLk8tg4w4a3uW6d2+7Hg7HlzGp+cNP8ExKWtrVe0HjrSCC8QsghmVwwkndSVzIxxdyqqya48jPCg8LUpFKnrTvLExmAZkpJVE8ANWjBPR44c0Wssty65eTkvbBfZIkfHRvmnoXR9am8PA8y7t/M/aP1pzMA1hXlFMFFPM/Kts+dngpY4fAPSpsERp/SmWMlsWHHPAN7rx2WDEjMckAcFb1erm0tivmjqqZWFi+E+bOXSJa33xG23BH//kY/p72zPvMHW1taDlKjaAEuX5/VcFzVZV1w0ARNTx/WcTfUDYDJAVKxtAFi0YlHjl2cvzuo1CJsUpiR7r17D5uAMWQqFNOF5GeJUWjG+FXw4eeNS38RCxPj15N9WgN8DEw/yOqgHVYsUeONiRKFhI5M1VeJ6eS2QLmuFsjvpBJ6/7777jFyxsj04X1OLt9mtfQPm6IJrApBJMiFBf4Cep+a3QEN7cWQVIuIAQ8sV2Qa8TLohYiEDQHZJRpn/6+y5s8GNN96o908/+Kie8Sx36Kk27AOIyBbtI7JnGyBbNDYjLq6JGWc/6ADTl7D+hrMwjHmDMxHJNgWoqSPTwaxvTcsFi34yCTTStgIQSk92gYLd5rrsDk8LoDvyYPycK+Zyg2vm1n0nUF9Wdz6yj5B68qpoV/hbPoAXopzAn9pp744DtmHv5n7Q8tOcgWsK83ZqLfWMWa0atoOjSdy3VO27aghkmSHeIZkUl0iqgniGRYkOKm3PYQtMTAxIh5WCYM6O73y56mHnoM4Rkx2FH7A3AMGs77rQiAtnaaEKHd+hsyl9BUTFikfhLek78CB6mGwDyTgwHaOGeU/QaehUz3EoRnQRikKkKMVCdoAYE+xSSH3cTRNjZE4xWti6nbhaGtHXsm8zC0GPWH0iOfKvcU9ggHltHgbHwQx85TNwLWHemLg0KDPJvX2z2VzAvX8deeoMkIelzIKNWohRQ08zEZIovMFKBYDxgGoi8sPLkuP3sQce0vt1t5wB844fOaTXRIGl55PX3RAcPGRO8tQl9XsN2azaBLbb7xjRcrAAXpo1QW3x/GNeh+y77DFpdCjXvZI9Kzz3OZuSPLwrvoEMo6CXxP+BCfHo8ogMT8TW3FkT/C6NDitrRrkwJyxHnrxRi4gF05zvE8JPA4YkIpt7uKVTWfK8Yd/36sc1s3hf8IIX3LG6XlJJrCcWM0BLybRJ542aCV2BmHx7ruNs4y0K1MRPl+QzmjH9bVzcDYsjpmcN4uZKiKDGm266SZ8pC0kFzDz2RNBzga4uedAA0Ksu+95jJ46e0GtNCVbMeCbKl3yrKkWCSxfPBKNFk9gDMdkC3vX7vx8cnrB2V2dtcWyKda7vmgLG0J07dy60fh12XSzGQEtcw90VsXBpXcQ2sIDlhUZoGs+5HzE+Rsb2xb2teEKSRusTQZBz90ssaLqKxt1Xem2lFEyOT2vJZlJCLfYJDAS2ffIiBt34ymfgmsG802PT7z7nKZh8ezJxS+yK3tScrYlZQQZp6+96mvtlcUNkBIVzHsGUxMFlxakc0HX9LerYKjDh3rhELM+7AEayi+iK5z1PAzyCC+cvoVgwc+YLAaJ7AaV1c2WMSMj9zdcbZv7sp/9O71144hHBlBYzl5F6AHfddVfw4IMP6m9a5+B2yfYoPJZF6OI4RKms5YFRu2mjPkgHBYBwRZUb2QKkjiLLlHBnfaga6QS/6ZuSNyu1MLaPLAzUcyErFg/3S9K29vIwwLx7OfuDtp/WDFwLmFf53GgidYIqJmInqI4IxLwQuJiDgJimLXxhs2k8J1whAbDCUd3ESFz+jfvArgBYt2gEICZCHefEuge47fY79fwXf/5fg75j1P/+J1/Qa11x6v5QwixrVReCipIToeUqsrte/GItJ2muQstZ28eEkRHzcjxIabUme/4Cih5fBnUasSLz5LZzrZCC0G8DfaeAWqVMILID5y0q8wZA9nXOLzNqKvb2fo1L5PR+gWtg8b5cDb+QuGlpqrkARWsZJpNkEguaecv4svqip6W2YcN9chGdQL1n1xcq9L4Uapg6FdEOrIcvDQlMGEKfFkkccPKGG4MzjxrpXxWLFGBEMuG0fVd6brtaEcHuxd/4UrvvSVRWZYNqhuvzc8zLzjr4B+AChKDIaxwvSDrHNiJRFYDTjz0e1keBDB8yt6ZtecRHVCx72awJeX3Jb6Yg+uhs3mztrBcfNTN0wqLngEKGCXhll88DtmGXJ3zQ3PbNwL7HvM95zso/x3ATiQOS/9awRN5VYGARyBpwx0xssMJEydxLLZWWnL3ioA1oeMg4SG1D3AkBxNSII0P6JABJMVLmk53gGU7rjBH78Ic+qOUhwEXihpXOPPGEXms0yqFlalySVANefPe3BEMSjQv40P3v1zOoBTeGIcbvSv/OuGM82Rpslk3MDFUa4PDhw2H2TLIASKZCfTUxJgQ2sj1JV5WlRBUWqZvgx/EelkiK6pacyGgD2J31YSsAwI//+M++9Hd+51f/Wv/Yo8MA8+7RxA+affozsO8xrwhMKhFBiV/zr56qI/Ci3Yjxaowfg2sf7fR080OUMGPJyAP2JXEfy617grqqnCO+m+QBT2SXlMQgTKWf88he1NvxiOJOfV7fwkOf+lhoJYu2jecFX02MRuHy0Qc+FVIGbhkF3rsvjuEA5lHA7pNUi416oj3Nf+vqv7qbFJtiqMEGNID1ZRPm4LTe7hqGLFXsWjYv/gm+z3CraQ7y4IHJ13Ivt0WhNKMS2wZoC4UBVGW8094HUrqjR4+8UW7tKebd94t3aGhMnXE2JRMhky0zjTxMqiSF1P2CtDblxQMoaGEBUcApCAkEwA+WziZbIxH4chivVigWRPixxUjzKxYvozVIqhEXpqlKpW4uuiYyTrqUnnehECwN+1L1qI2GmJ1zEu0BoJ5ZNqyQXYjMEscxIplIUoQnQN0/ZJD4uLdBR541MUkvLS1rOQqlS0uLslDtA8k5C4Oxsm5+yEXRrmSF7QBwLlAHF3nOhblkIvZsLbSHhwHbsIeTP2j66c3Avse8mUzhDgyxKVkJKYgxDxf0j7TrJ10gQxQBsQ1VacAgJIXq8CL1QeCh803WsTFyd110B/Cj7k8A9RlJP53Hga3YB7ImwMBX9w/1E2OxDmSsZEJnWrfgjE73TDqbN0WdRWcdYlRQEubgpe4XQiSFqarvYrkuTvW0rLFPSKhC5/x203w5UC+fpRotLdY5UolxcVQCYP6YsDvoGr6bnBjTiAotsEeHAebdo4kfNPv0Z2DfY95yqazMIDAIMSWxFDAWec6eO4yjHDEuMdeIGAOIgXgNZZhiCQIJAPUvi0oJwE1KhoYKwcS4IZnZS+bKCL6UvCnVZ4phXRokT442eH/TXR6hZiOfSYGN40G7vJeRLQTohsh+Lgsvzwzv9DSrlMoBBbrZ8xdQhWJKzgEpA/pLvlaS/Go59IlYlt5qoBAU3sj3Y/87brzSbhjfLHskoxIiP5PstNbdO+znxasTc93Jo6o8PXP2QrgvWdv3SqiKKyEXBxcTFjNIM4AvYc33ZdCLnuEmKwGUKdceMMvOosSFyV5wWozkdHVxNRgbtsV77PBxvbe6sioL34TCWFDVa1gYTFZN8yochGjSRs4zwFY2JOXehcP5Ecp1Mh57JQUR1qjzbXs0RkwWNBKAAJpubu4LW3POPzhmDxqW/Gif/gcT2LqSeQeAeXJfHtkY23S7yA4UFXMwIO851cBycexkTWgeR7kT04dxChKdWPTuu+/WiT516tSeLF5+OdqhwWEwA9fSDOxbzCtf9SgmsmMUPYCTCC0/tDKBVFMgooCCZ0iGqft1RINbofqsLta1hyRtE4CZIcEecCMSsBoARAlv+o6bbANYjHl+h3xjFZBg3QRFngmFMyHV7B+vAauNeIRE0XfljEp0c7ls6jjEnwGi4jyT9tB932xHko5kRGAzYYtYeWLyyjYB8+4gj/HTakjhle2jbrImEEBJuXAdAOxN4W2IkRyC2Rl+Tx37gfFU9OGHHzavIwl3s6d39zjAvLs734PWtnEG9i3mveHkc38U4/SwMd28mgIHPbqAxYjZ6NuAa+Q5aYSAcYEhMhTcgJGIxYYC8zuASojqK6rMkP6A0cgZz92L5HVVd4JvNRv6OsBzc2MTGkeAueiC6bKcWNJ6YUK+jY2SPpuW8B3y5zH335i9fDE0otCoURLVIOP3pjwJHxLv0ROOnmkTwi8vi6caICe8OADzQ7mAmBc7cCJTJIBnuFxSXcd9nUEpKHD2xHcEkBZjxeu++8eO4fdv/u5/eBjn3YZ9u3izI6P/CyajXjLzJqR+kkVasKB7ZAINOuGAvYCVDUB9KrQSYbCW3kGSEonVEuEOABYCgB1vpg+ZYw4XTF8y8BSLtrjXNkwTgedIPhMxC+nC4sPCBHCRgN3gQmGWSmgByH60fBeiTWEZIhVjhrKyrSwA5Sol6xczPebExbLvUhc3ycaHzA+YWgk44zBrkDSm9aF2jonlwS5RX80P4MSJk6HvMwVfbKRNVi0q0SGANTGl5wrDtvL1yu4fBmzD7s/5oMVtmoF9iXlFWIsXRouKAldWLuhQsc8ahQvsWAMAduLulHpBDlBPUcVDbAESx9DulGdKhG8C2RDa8KGfZW5dtiWhw0LmLTaM7AAwJ0g9gFgUwiEdWagTBUmnbpo6U2BlYnwmSkHuNdZNYRPbD8Q8VVPEd/yEbwLVVi3ZQhYAwZLXmCkTY+C+dL0t7o0cE8eNfmCjcQAtlRAcSdk4F6Bm3FogXTAfDLBc2VxhgHl19gaHwQx8hTOwLzHvN33rq9/ebxp2XXPPq0QkKZ5gxgOGvBs2NYmaxSfiWCqQza833A2QWA9CV0F2sgSQF4TgVnaslHAjgPKCzreKEk7LI94sdAb3axAKmSeC2LPZrgqva1zY+qYZCBCDNnvZVFu0eGGDE/LE3/Kyb9U2/vhd/1ksZ0YnYrLbJACbXHPzF6bth7BGFVjM8q8EZUT9+j5TnvlKiIXEpsWtHu4CiqQj7APPCBtiX0ZGTTUISkL+l2o2WPVIYWIJ4/EPnTwerC+uH9XO7tFhXy3e17/+9Toz4jT4c/X5RZ2SbMtmpiOTSuEnxt1qxFmHpJBCDcrwhXCn8lyqEAp2FOLw3JVFaW3gBfElUdfZlUUu/IUWILmH1YzxdEyvDzMsBSF+XNCtss9t6SsAC5IpWv/4Xe/Sa7qYfLciRmggpIy51toesKmF/cA6kESaG3r33bc5xg3etjyAD447A3GMYJ2a7pdM98uGWC85L2RHYDomK5RwizDM0t1o/7otTez6z4HAtutTPmhwu2ZgX2He0Wc9/xEMrLk4H+l6qHrCsWxcLF3EYsQcyKXFTa+ZLxeJn6/GMKX1amjVIimEWonkk1gWfgJUaZE8I1oXbpYAquMgnBHjB5KMGQCsS8wrCFwBLoh0Q7QrdiQbEFoARY9H4cy1fEo9yDaQkuDMcj13rpGWpVLD6v0+s6RBmDU1INvFnDGjJscNysCtDxihPCJbG3A+Dh44YI9Lu2EfPIKjKHniStXll7L+vTgPMO9ezPqgzW2ZgX2BeX/2//ijf4XRxOqNkzjHJQ2/Ja0XeSxvAgJc8ZiEA07jgLWNxdDxHHujAYD9Oo4diEHSqXSYZ4HGBWBguhfyGp6nSoiYF9dCcJSKMrx/BTuCRzX1Gd0Qw+e2/AAGDHlYYk/hVfvu/UWs2PQtArY8qhSF7TEaWkwitENsLfoUv9GuCRDMHwxKRsNGt26Cb3wiHvpytN2DbUzm+4Bj4bzn9o2IlbHT7B95ioZ27dJ+WLyxw+OF38OIH//0aR24OO8F7ZgthJ5HB5RkX4SKhJIDYinrdkTK9DzPWF/MnwCQEpppI77Y2l1xVJHkz4CWh753RVORkkUN6PqWALJTXqiDhbMMoCPZGCMxE9iYLVKWmjRkvEG0Z/dgQm55gpFe155FJDwFSbIUWqkfYtyNWv6mCbrhe2xAU0Kd71YdcFwETQD23gCAPZB1ZOCbIsYknRjb4ybZSM9KQZLxfuvLq6HPMB13FubnQoQgn4XW2xGr3sqKWRcrHt7fkIyZrW7PVDje/G6fBmzDbs/4oL1tm4E9x7w/9Su/9ZOL52ZsQJ6aX9Bf0HGP/Q3PzZUU98DWmpE9qnAYFYGHKfyArJL0EtNA2CAmopMDWBAIdwBiNgqCetEP0N0SK1EQRF1hfZ7AA0Jd1FVqdErHbkN8hmSejjWo3gmDtsT6KGiRxONmx3OLacEv44C8bIWCIcWSqLQAZLnwm8ImNlPBrpoA3i9trIdRy4wIARtEJ6cnPKHKM9M3BZ2Ek0CZQq1EZG0/78ppgHl3ZZoHjezEDBhzthM1f+k6te1//fZfqfQW15G0TTymzL2wK/qiERfKZmdntaaKbO7B9PV0iQQGof290zLrG/hEKOQBxDDAnFT1EItRbaQFtxyItYmFgRHp+0A1lQlJxg/2OjaF8AcghiYWFY/ysA94BoCNV0gRtjQb9o/9hIqNW08RW+Oe/K9AXlp5XseexOSgJOzr1nJsN74luTnVj/R3iAi/PCkO7lsBUca8lnahdHHxkoQQ6WsLOunIN6D8f7vnns9tfW6nf+8Z2/Av3/LWb8fgktVuth5YXFYqaSSsLYuSjjSccCT04GLcyi4k3CbKlMdbWYSm+9riOS4sLtqtC5qkHf2JREwAo6ULi5gLgQva/rZVlIhvcdDxlcV+isI07DOv4eOhoEgLINolXGnjyrNcgFv7Sesb+skFz36mJEKCpmpqE9A+hUFa0sHqkGXiIsbi5d5stLpBM0NWDZEbgKzE040Mj+vvuZXSm/VHEPyQn3flNGAbdmWaB43sxAzsBeZVlHXs0KH3YUBLD5+R9Pz2DUUTWy1E1jWS8UqlFJJbevrDuYYJOUqbFjkATMJoCe5mA4GDljWyDcA0TH9EbIf+UD1FTAQWQJCWQsgO2J9PugbLHLEY64OvATEuyT3usQ/EqKhoK1bF3xw3fj8VkDUCtmW/KBRCaE240zjrgW455pHJxNToG+uh9fDA2MHwGjEwrXDoB9WQR6cOhM73o8WRVzxVH3f62gDz7vQMD+rfsRnYdcz7xp/7tR/BaFqLdWUuK2KP77nbY6Rj/Cbu03mbORXAixGTEptVZPOPjU2LA8smTTUErJvPWtgO+VxgOhozRAun0BXFO/la1mdY1r7nZtPyMUCFxB0yk57jAJiLGCvgHr/yWI/5EDyUp1lH/karjz4OaeknHcU9ONj74xYucT8ENMQ4A94VkMvZeDA2erY9SXvWM4qVTJgABQf9bNYGmoxbWNGm7BpKJ3PKERgbqQXvQfAl9el56PbmxnLoFxHTXCMS85bKBTkJzQIMD0+ayVMIiPxpgove2dnDbi9ekRGi/zeG1Ngwc26zJWRZzMGAtDuTIK6Ki4Mvq+0WNC3oBywimi1zHrgIYY5+uhRWtj6z9TdJqgvr8nGI2df/IGnFi75Szt4L+sR+PUW3wjrwUfADQtpRANogW8FFDJaDLoeuTJC4uUIYS8Y+Q7NAzQOTk+Ae9ctMDVAclsyW7qvcc7NvUhJsc9ejuFvJoLulzzPnrC1maprVqdu1MVjPsNk2AAgh5sJyo1GzL5QqFS2x8wc2uvMtDVoYzMA2z8CuYt5/+Za3vW0yMF3UvOfQbUkUQ6xmhplozrATsB91q8RS+PpDK5BgV8C0pOAnVkRiaAB28SH2bMCRXCAqUQX1ulmaeA/Xid3j7kcBh3EJdFAgZoNelmwFdaEaIu9SHO9BcCK2ZhsxwXB8hqQYf1MYJIaLiCpKHraGXVmbyWArAiP9bKPZ7Et99sriMWMHgLU5DrIASL3flz3qAIyk6GIHTs+kyZ2OgHXpFsG4v476efCqdQlxcuxDMTumFzFWOvaX3R/DSu/ecYB5d2+uBy1t8wzsCuZ9+ctfriGn/WTkF5ZWLbxno2/WtEyuEJwsmmddJWrqLnzV/NK5q2NScgwwCUZGeDUABBNuskJsh5AV+kNQjbZRuqKCYzmbR8N2Pc85GxMqwHYp1MSFV+244LIVe/I+jQGoj8/SQwyObPQdIP9ILLm1vGaOdL8IYls4llP1xU1MYNTIZoe16zSOVCSSmnVSHQhhVOiKlmu1niwI4iIsmABQNfaZkc+gCuSXJyetLVA38uy0bqbEq25ENiQHZH2PYv1jFw+7sngn73jRJzCmVLkpiTHdhTCwxVsUcrvaMu/deMImGvpFboiXE499wPqmJOZw0upuqUpWW017EUbuTCAqjJh0TtMxfGP7EbOERdzVsS8ukdR7cptXxKVhhweAx2SGCwPXYs5eSDyDvHkj6WRrsId3LGLTKUsCxTXOLfTtdXYApJ3kvVw1x6C0aCeudshBqn/67vIePgB+GJslC/Ls9iWla9L60my7y6jMcd9159Qld8VNkx8G/Zdx5gfOjwsf98iQuYqurxp7hgVNH+pu3wS2ddEQFWrmKDVx6KBOmiCp9P33329qGp2BnT0M2Iadnd9B7Ts4AzuKeV/1b3/h+9H3TKP1LJx71Waw0bCvleS7LC54ox523WpYzlsIRMSyTKSRTEvotgswtOsj+UjMBRdiEGA6YkMmZ4aelvnLGAEBDEzBqdVzhyDxE+Cz6C8guoUkhn0SDNx1UYeCEcpyTD0nyw3BYmQvuM8aWA+Wo+7X1GemhqML45MdbgzHwErW79scGWsgLIDo6tgvynyon+xAKmVYGewN2ZBUwqgQnqU6kVkxgY25dQDnG3OKHUgBjOc7Ko5TWaeKnOd8frIoRQaYV2dqcBjMwBeZgR3DvML/TB4YGnkX2k7NXNQuNITvI2ajRQcYgrxY05PIVWUDamInYhBYtygwra6tan1IPLe2YfxywzetxpZQzOvAOpCpkdHF8YRZ4rr9VsjPshz6wf7xvBWzRT1+Bv1IOPZiMjrWgY7R+AAemtHIVcGGAAg/LEuMCexHbzfOBfhd9oG6f1gE6TnGZ8E/0xDCuYIhg1SF/LIJlqYC4z3wuVTlccMU1Ef1I733kNWd/SIlWZcggUzW3sOBw8d0bCJQ7iobumOL9+g3v+Jc5PR5HdSmuyZ22rJNaRaU5QpAes1kjIy1/AV3Qf+cRUCyEQC0CIuLl/U3SdeqCBR8wa2WCXY1ESQ40dQVYycgxmBNTpgb38zFM+GzfOmonIuCCwx1UZpviTUQgMyQXDA0GUNjwL4yKw80DayP/cRzNiJoIoxdsTImKFKPi0VKqZ/9g3mcY6IVFiSd49XOyQH1sT0KjFjQTBDNxYmFS+GRQhza4o5J7DvGT7aMHyZ07vwI5iTuDTA0dABmYntJemVnD7v6pezsUAa1f73NwLZj3p/6nT98LyaxdeZcLuVJMOZcyIh3RdBxS1izbVa1bCYreWhNxcNU9bDDM+/u0uKSvpOS5ORiomZBLXrNyK0JJPVwA2hJEO1mMkfagiHSYVZHJtdA+DpJuui9tD4ciG2I7bAfGjEbsWJXQ+vtuydWxpmsELEyKATr4RltMI8vWQXUyzbYZ7AmGZkbAF08gSURBQygIAYsyj5HXL8HgZbYlRQE9dU8IXazburFZkt23hTWC5BOmcUOz1F4Y73oO/W7zH2MZNRkYeiiKsH1U1LV57XCXTgMMO8uTPKgiZ2ZgW3DvD/za7/93ehioryhZ+R7XfUI4IghC9lKqRpsOuYg75aIjwUtyewIyDif25SI3G7NHsp7zNTl5SXhEQ3jkk+LxZBOyVRvEcfuwBI9WAwEiDnawhfWq4ZteE0LhAfD3sRSdtm+61hEFPZWnQhadscwjv3RkfwFClK87pkt6brZl/g2JjYhtkX7xMLilq6PAtvVPDs7sXaxmA0xLq1lNfEByWavqLnwMASxns9LwjNH9pBTwedFG5BDX4wL9EhDJk1ASyhIY80MEcTU6dRQmKuXKjDURaoyfsCsam1J0ke+OuER1NlYw8ik1r7zh6e1eH/sLe+4Dl08dvj4++Ot7i34fWbuIk6wQUqaTnvBcaQ8FFgVqbrtGgUmNe6JU2vEX0jHd8TBRFLSpdBy6NChcDEyvg1ahYYLg0HPnHow0T33b5VXq+1SJ4o/KC1z4nGNv0kGcS0Ez94Y/o0fno3xSdeexh+mf7U5onYAZJ794kcFAYkCGBebdseGGWbx6apTjn0Y7BbrwN99X2w9ccLhfDCuLpvGTkfGStBxaBg7Izk/Q/aGOmDWj/Mf/dH7Lmz9e6d/D9iGnZ7hQf07NgNfMeb9pV+652UnTkx8AD1qtCXjs8DC0sVgft2cavpuQauKbrXuERJkARAnVXTve0GjeFRJIwUERA0DkNyYTjgU3CAQUTXD7VRBfqNle6ZWMZs7dnzE7j8AOrALIg+xGDEHBS2UIytBPwBco/5TagnvE5PjWT4TFbINsLixK2PCtZRENpBdYLuIAWMcGAVLRDmH+cvwoAB0yiF74VgP7V59DfV2PM8Z8u0COkJ5qJNmeVwnlmWGyWQyGibbRswHABbNfM504ZxvjJWCGjdgGIMqsgAAM7JJREFUgeoM1AEggqDqyjY3L5qzhl7d+YP1eOfbGbQwmIFtn4EvG/O+49fu+Rm03u1Ff+0Lj5zXjgwJDwZotxtBhN5dLmjVBZuESnvnsVKi5K+tWJr7Q4cP6bMQBHpVcxrn3mFQDRHjcj/drmCTENs5hoYz+szMjNbTqJi3Wktiv+gtFnGHbMG7gnUMM2thOWzlGQWh/SNghC9kSMa6beUbiYUFR+qzUE8RexLLQviicEkB6gpGFwwJB3EBjkv/+DIP5IeR2ok8bKjxMwLwpJpQnqq5gMkBhXDS1ZFeY+gnMTTfAfhd9lGTDErNKHNwckzbWF1dfP+TGtulP77U4o2+/T/+/v+DvkgWxh/F+eLMWZFXbHbMOIir0DuaFJzMmjtdUsy13NSu6mnpU7lUOAkNZyn6Quq4gR1fyJEjR8KN9ug4MjV9UJxrbAHqvmrS5rrkGmPiDg/LCoZHYGkztoE6USTbYDIRp8BSxjQM8kNYBFuAIINceCS3CQn8ZL94xiLm71joYonFYXXyXkSkegZlprM21VtZjogLtF3J+AjWBsCFAxaGHwv7ggVEjUGvax+rPWXvg+3GVJtgwjI1JPK5yrTYM3xX6As/YqZ2Tcn7KxTNCkrHIbAS6at0zpinctVM8xe71b+0fuzuccA27O58D1rbxhnw7/2pa3zn7/3JYuvSsjoDzF66oIUQucAo1LajsaGhYbHDl/U+VVzAYlS5ULXVVgz4ZJoG73/eZ4wawt2pEqKgAAd16hornkh6bX0t3Imy7o7dJM/oDLEKBSPtoB+I1fAnQ8xpQcM1YjGQfmJDYkDcJ7Ac/qbLITE/2mCd1aq5MmK8zADpMiur+jLPRlX6gbEcwPzsF7FyqJjeUiPKRN0CB4wLUP8Ep5jHjh7Va2uljVAQS4ovBQBzymfoH4H3QX+I5tr832rBXT4MMO8uT/igue2bgafEvP/h19+1gCbqM4vjm4vz2lpcvJIAjVo5WF03oeuwC12bm+uCnexrpoUIXytVQmT2gQn5m2e41hFDVlz1AoGNGI3eTBnZcTLjyTx4z1wfDZP3evYd9iU8h1iVbRgfaxiL6jBEBROo0gsFGt6Qs42L/LG1wVAcFCMPDSzK9hjXhnJMbsf8CMDibIf9tLP1j3XDIvbk+1Y/xy74UHsZkdAjPkOMi1Cdftf6zLYgWPJ9ZBzboi7EwAEuXTZnsOPXnQgpod6QAwxBpIrsE8Kzjhw9okU++Nf/bdcc0NknnJ9Ew9/00+98Ay6Wl9Z/B+fV1eVgeNRcDRtVMyOWXY+L+xwI9LTcXHqzbGIcWAGSFZYT2nNFIHJTMHxF+dKXZYNmAKxqlHTJeqTEEkdrG3dkhwmawltnS4QG2yOpS6avLGje28pekLRDV0thhqxCTCRyvnTqbKExoLNM1FPzk3Sj/xwPppfXr5yRbcf0se2mfUD4eNkvfsjwN6aulvWhTY4pFjOSbtoQq4cfZlQ2VqS1sOZxZsUirGQmsDGqBCwMFyXbnRTB+GqA0LxV54v7t912Wzi2s6cf1opPnTr1FHqbq2vbvr8HbMP2zeWgpl2egSexDaNHpn4T7WMTET1XFoM1YRMATce8cFskVqKKqyYbnbTaJpBQ5ULMhGfpnA0Mxi+YIeuoi1iWtnREJ5Ak8KxCg6vcUCcAURMUEPvuP6EYzn0P0mmz0WOjFFfH2oNyBLYlCSbpB0bl2LgxdiqRk/kwzMZ7YI0YSdHu2rgjmhHSSDWxLLFp2Kj8sKTRjgFdpWcMg42UQl9U6mu3Tf/NdoEdibWjnkkfEcs9j+jlBijRKCKPrc90roGwW6tQyLN+gp2i4xD7DDaOz/CMcZBScc4efvjh4NZbb9WhybxN+hjV0rZ1vDv5e4B5d3J2B3Xv6AyEmPdt7/zNd/SrZUMJXeO/p8aHgxm3YNEZOSXJ1ZIev1UrVbRzwAiHDx/W33AaB+AaMQ+/1oww+dgTDUAMjDJlr4dYFHwneTBi5Q2JVeN9Pou/iTGiGfsOu/2qbBxtju7tvvHrhXxhC5Z1VZMYAahySyQM60G9R/6y4QYRYbXFiCL8ogDVd+DlSVm6NBaIWyItXT3PmWAyIbGxTXVCUi6FxpaEGV3AoyYlvROgLW6jgGymKNjdXgd9CMyIYuX6ETfYiBGl4z4NQjb02U5PjEHukJ/2jJkJcTZP+57EHEcQl/2XPQSL84jNtJkz49LsJa1vaHgodFBPuzUI5SsbJgcdPnTdWS0YfAgTbijfLuzoETOLf9Hn3Xn3B1fXVqIQitriYQ9ShVTuOKOjWCj4vb6yptYvCGRYlJhQCGw444XCLAwSg8VHzQMWKMrCjQ5SKsgVr0FgQDsQRDhpuI8Xh4XERYxE0LiOhY1gQdSNRUySqhRY1qUQOOmvDEgO/a4tGLA3qB/1oV4ll6IJgKnT+ilpVmXKY5KsAznKNE+Z1CU7QIhnpy0IjIlsDX7jH8aEaAycQX7RJhc/3ho318ZvjBf/0B4EK5QzHW1MojyyMh6xxkkfrI6oshd8DvWjvP1jGRMM8/JhQm8MXbYU0zKIHIFVDG1By4EzP3jOIeYR9eKMeuHsBOEYG2mjDPoBTQ+ehzMOhDa835TofjHnmEfUC5CtFeJSV/xZt31D6qHPf/bDenEXDgO2YRcmedDEzsxA/LWvfa0mpEqmU7HuhmEZuCQCoBqiugtfKQDqFWAQQNKTHyOtEn9nRIgKwZ+heieazoT10VqGL5rY01oQ3apgyZ6TTNaFr5zlqDMFtme/gCkAlofLaqITCfrLOCv2vSYWLzj2AMi2dASjEFsynk4a1TI4MCsi2iQmU3TnJSjg0KeDwiZuA7sB8Cyjn6OeHgrxY2Q5htyvoFavhkISslcCgBGpn6bz+NBQMZzTUL8sPhacI6oa0Tcm6o57tkhY0MBSAchm4G9QFQDnFGkDyGIxhdZ1110XWjz5DiRX8r+Tx35BH4Yv6Q7DAPPu8AQPqt+5GYiPj5+8A9WvCLatS15XADEl8ttSoU0mv7y+GW5OQp4WPCUxi1bgdTAhBwWPaqX6j54FBiYWE3yrj6N9YBkAMSW2rKLAxnaBiZlgRAtfdQA/B0AdHBOLRCUvAjA3QDhhuyzNp2WLJkDKtwnodYSHpwDoGEl5SKcMVAMC13OcxJ7KF2ttV8aRE77yirDn/LTsh5zLGAYsl1zlmDQeF4+D2gFsewKbFxohME+8Tx+OTE6EPResyJcCA3O8xJQQxHiNQmRH9o4jhSu7vwrmj21EXCUJKsV6WH5FfFJe/0Nv+Hn09Z7//LvEwPhzR0D2kxv6YdRcr20GHfer5ULdStI5CUMSCUGyWKnYy5e07sHQsKXDTHnAJOrs+MvGbwDyerV9ISAmDYCICyYdqfu9UcRMOZmtCVsBKBTzofWLE4nrXMhcnLEgEy58RmiMjoxpOygfLjbRSlwB05AgAXPHd1vnBtsgzyI2atGi9AFQkg0NmUYynzddMhYqdask1RDi+PFTn4oFzr5y8+22fCBpz4kWi7u+N5oKCvJhA2hZFIWuqKvtfjzm7coriPRNA5H0PeGqlbrMqT4qiME+4Kq8W/aP+6thbqmvrvNDxqL0bXT5/uC4tLlhltOhwqhWvLy0FOh7kr/IYhVF3zw1Pf2T1nLIPvif238asA3bP6eDGndpBuLxSOQutIUNPVots6ZR8AB5I2kgtmsqqbY1n3JyBvYiLfFpgJVVi2U7cvhImNN1dnZW78VFr0hhYEGEPAC/XvxmuxAUSFqpnoKemSwE2QxQA1IJshS5fDEsR4GD/UQbyCwJwLMkmSVxLLJrCcEihoUD3+Ql0o6KUGMYl31Hiifqq2mNzIgTN6xTgPamzQXaZ1+J8UEpyF4wp3BbNiehWyjdM4FZ2R7HDezN98Ck1ZjTumfXDPO1idBHtovzB+zN+QBFBYDV4zzzPTckMYnvkyLpoUy/vbi4ED7LOcOccldMbgZTFWusGPbUk/27vut7vwFt/NmfvecBnHcCBph3J2Z1UOeuzACYMmWs+sJ3zS2Z+2N1bVMbByYk5iBv2ZCvln4JjPDlF42HMqIOA6hKxXVFVIvBYZ2//Zbxf65SI6aB4YJ8IzENMBxTP1F9h50ZGTHLiGEYKyioUZAAViGfyfHAFZBhO+w/sJDLeCJA2ThscxITJJljF5iY2KvdNSG3UUbeXRPAqLLqtq/4DvScMoG3pEN3s2QYGv0j5iPG5Lgxl/yNcXP+VteXcCtoik9JTzzQAOzf1nK0jALbU6jmXGDcVP9RuEb97Y6NiSpTPBd6nwkvDqCHHX6TqgSxnESSG298wzNu+XvcEwBDTi2oXtiuQ7zUNBPf+sJcUIUgIkCdKCaDg+eAkZyZE82XjoEz7xcXIMpwEZGkJ8XqQx0nXwLKNF2wYzAg2qCDD0kxfIZZN1whAbDIkdVgn7AzfNcz9fAe9q6gAMgdgrCvBSMaSAqlUDg2XsMHQGEmnrB3UJdgU8bHpSXpNQD+t1eCNl0jEBEJXz4IAMeIOeWeGWQH0Hd+SIwbW1hYCHW1/Aihu6VGqNUyrcTGRktYJ2MDmL9saGg8RDqcFyxAIgyyLfib+3vw/SJDZCRm4yQLgzrorw0XUQD6vihCG4DvBfWmczYfK6sl/fG6173u+nvvvfe0Ftzmw4Bt2OYJHVS3ezMQL23I3pwCnW57ZKRgUaP081AhSb46vS+6VwC+LrIQ/IJBQknaLly4oOWmpqfCcrwHkkgrD9kCFaa8DQoXqD/m17Qyb5ekOi07AwGgq6XQwL4Av/Q8SgJWNADUQSR7jIkDVib7QXKKGDC6HDIaGe6GbckUCYhETNgDtSCLQGdvw07GNpD0Q+0lCMqeld1zAG1Rx0k6bf0duAMPqCpC2AGMfIDzOLcgoMCpPiAescI+QxCjY3rKMz1CvUfVJs8ol3XrHd8fVGUHDx7Udtdc2ExJxArZEGJjUFiyQhwb5oCUldfwytJuYU0Xh7TeyfHxdwfBvWpL0AvbeBhg3m2czEFVuzsD8Vp59T40GQlSb245fxbzDaLhPM4vnHzX8Nho0HVn71bZsHFUym+UTMiDEQNQFeGM7ow0QiBdfxw+hgJ9d9mT/Z+CticH2co7keckz6b5xIVnBtDK0xTFe8xzSDAMCP0lJsh7rgEYUQoFU/jHBVsD2iIA9hyLRaPGx8GhnONstExlBmxC7MW+gN+78ts4SXiKcauruBsLml4H2ot4wj4kP2kJHw2ICU+sIHF3JDTM9FgXB3/KOexLStwmW2XnocUqB4hLZsh41ITLQs6w6IQkA6GcwX6C8vA35wcJ9IiFJyYmtL4SPAlbRhkyjsmhjuzLvAIiSSMllVpJ2h7Xa5wfcZAQymLPjoxZX44eGHquFLIJFvZYH9imQ1wCF/8GdckCe3PTfSmSok8EbGUHSHbhMkdBjaQfk0HBjnpDlkc9LB+VN0RSTdPj8MhwOIG8BzaDrEa44V0Ni8MmpulJkvE3FzzvbV28tEylxQrG+yO+8xBCt+m4Q2EEfSUpJBlHJhySTNwHIDMO05hyvGAjGAjJPuF9k/RSOMNcsA1avMBb2NKAxdGEZlgjqZVg+2C5iEyu1CduokLqAXCDBOC9UYAekV17ABB8+QznAn8nhQ0E8B4WItkzCqq4z/fBsbWElWpn6HtjaxKM0YT7a2MfOUCjkQre8CNvvhW/f/cP/s9t1fkO2AbM6gCuyRmIf/jD7/84ev5tr/y+ICHp9AFdj8TFV371l46vll8pMyTiayTpSHhiC9VnutKUGBW7/TCRBa9BCKGwRYwEXSwxFtVnhUJeyhlm6fpGzTEhU8QE7Cf6wWepu0R/aYmjgKc6YiffxKJQnbFfjMQFxiFmZj+hzmJIPlV5wLLIugggeY66kLb1GtgSsiZsA5iVc0pWAbFsnFNa3zD3HAfLqy+JyYKhbrwsfirs31b2ixiX/VMnIfdpKLpeu4v8c84ikOqBtSBliLm6ECwhx+HIOzh2/LgIe9YZ9h3sSy6f/mc6MUEwwLw+EYPT1/kMAJUpczK3Ot+VODRlKmcvzem0QClO9RW/JI2S9Zy0fccssKphCykADQj4Mum4fPzECb3XFY8t1iOOy3oNfDP5Rt7DNfJi9EWACou7Q5LX3pCQJP4mBkZdrIeWH/Bw9DAjhoYxg1iJyfrggdVQQclSIaGDwDqkCFVPMwUMDCMCgPeAnYnZiPlxJoYktsMz7Ct+A8AH8xn2vVgsaLgT7rMN8NqsjwYEjIceemXfmKYbwVwZ78z5Af9PTElHdbg1kpelMQX1j7iHYFmeAcCaRiomMc16DU7rjM5OJU1gzMvmLDXfYoAUrCLJEGXAJr3pk9t3wOJVPB/rRfvdi5YJhyZUNHNlskwoQNZECkK8h8Qf2NUHUPXNm0Fy8qJLBYQb1MmChoYAsOlm5IL4z4rdTa9FfQNoLBguaL7UjuxePjpi0i0kYkBOdownSa03baI1IoCaDPFNBdTKG9Jnc9ksuktfObIhY3PJvW4SdL2O7WCN7NGChYW6sWH6Xc4LdoFn0CZZGbAc7OuVRYx6jeBy8cIPF4sQwDp4D9f4cW24CyKuNRpmQUP9XIBB1LQneZnHRMaEroaY+BXEwphwNmBDIjIAwyK4tSuGYNhPLGx+LJzHjIzX9Bgyv3IfAB0wfZQlLYteE0/qYNMtsrG41TvVOhSsuz/ykaMntVxdzOel0uas/rHNB1s121zpoLrBDOzGDISYNxUP1sudtir7SNKhbqFFihgBKhCSIpIpCBG8z07z68bfxNBVIUOTk5NahPeBSagPrrqemSQKBYmB8dzcnLEz9L3YXF0P1Wxsw6IJDHvy2aTolilYjQxZ+y34VIjjzJcC9I+YlFiPqj88W/ZNYKBS43X6TFw9JygPKx7LMfIB14l92QauPTXY2Ngn+IhQLUnsifdG1iThcYZNuZZl2gF3ZUUZzhF2GAVUt7iekvSDjWCf6S8yNTUVPPCAyV8c58z580GyYBSO7+qGo9NCHS88/tRjeXpXB5j36c3f4Ok9nAHTPUkHUtnY6Wqtq5iXBgfwQ1e7zMGfoFkxVz5+ceAFKfzwDOxsOEIwr/tF4Br5ZbpVwu2OHmZtEQwAwAjELIzwxX7E/F3lLpqC8clzxhLm74A+EQvTatUXyxljvoilkN+h1bZntNGrDsQ0wIjsy1asyN9MzwRhj2osXqOKDVVzrtA3YlxiW7aFcuw7yrMNXAegPOthn5AHgzIFDQN5yQPBPYLzHrqUFJkk4Ruv9FwmQB3ckooqLlA9Cm+kiGiXlGt43OSOmZmZcI9i3epK+tcSV8r1BeOxOfdHJtV99JwOYJsP4eLtL7ffmB3JKB2ghmFNknvQKYQLrCVJRRgmTeUf7nECubcBJpk6VepHty4E+oqiPEnRorQHwMdA1oRCEoL7QilYfgNuueWWYGbmvP5ueqYZLiBc5IeSyl1xJiJpjSclHsxNxVqBHyjAcOGgHyTBLIfxcJHxGjQWDEsPLWe8KWeZDgXMC1/s1jq2/kZBzBWvsU9ktXCfGgiwU/ML87gUjgeJUiKucyZbEBVTby5hWoHssEWGQBBjjB3NxBvyDsJ3KAsZgAVOBx5qNhCwe8CdesheIFXs6IRpkdbW1N9L+jYrm5avmO+A1rZ9hwHbsH1zOahpl2cgxLynPnfqwW9/2bcr3V6r13VRA8OQpNHejY2W4d8AIHaCzZ1CVKfl6inx+qfgxToUgzkKOuQJPzIiPBCzsRwwDbENWRhgiJbXjW0EAMj7NTRktnvXwAm26oa2+Yy7TjbFIpYSFR+g75t5RyOJoNWgbV5v6YHYjWQZf7NfpCDANKQIzhHJs45a5RfT65NVuVL7k39d3dbWu5xbXGP7dt/GcdNNt+ifmB9aOtnnumzzmkmbKo1sUl7UilHZjQmw7pQLVIqYWW/IIS9usdgvD0CWoi6DLBZtzulIvySYlxia+nSkCKDjUyJl/eyKWlDerzWstW7fYYB5t28uBzXt8gyEmFfa7Xcj7Xeg/Vwu8TacF+bWgmTc+CS6+dV7tWBj1XhOxo114Z5nH5o8ZWIaeDJ+weTdcKbAwehhquXQHgQNAIS+TtQ8lYidUhIfVZY4MUDGE4PUJeo2IzkZAFT4d1qS/bFk5bjRdkTc9LqOcZseadtqCqZ09z32j5gL9fFat/uPs5ube6NNHTbvNgCGtl/kfUEFOF6OY2sbxKjgb68GtE/sTsSVjBdErWgqrUjc+NZKSRLguSM7XUvhBE/MTQqGNFbYLw/Q61mfMYKmUBEALZrxNBLrmZmCPh/I0J7PD2m5mkdfJ6Q+Ppt3z7Wx4dHQm62Ys3WDbaBvv/12JcenTp3SOrbrsHXxBn/z3+//RVT8g9/zA2/FeW1xNdb2iYl6UgxsFRpGQ20RQpirDAIdAK+DAYEM08aL48skuYIUe+jwYX1mXXb3AeAeBS++4Jz443JBZYV1AeAFra2ZkMdyYG9I3rlgcI/PUhsCIZFCilbm9XEh8QznGkZN8BrLbz2jLS6Uq6/j79AMKx8m+8c+bS3P31sXObUWVbEivvBZt2sRXgPLQAG7VbcPflKsiBFnk8g2wFEq4R8JGRzMCwW/0AlHMoSyr9WqmZjBHnCvuscee0zbx3tkpMemm6IR13f0+uv0flEyTALGhMVbXrloi0KvbN9hwDZs31wOatrlGXgS5pW2lbE+N3f+VehHMZH+qzLwvkC1Zn4A8Eq8miQB4zTdTZEO3vgyiQ2pJ0LlZCV4DwIHBQNiLqiniHmJZYH1iN3XQ9+GK8mqazVjZUBqid2J8eFcT3UOQ7aLgnmXlxZ1bMSAeI5jI+ZDu1frbaGnvYLVjeQrJnI9NetjXWiElAZj5H3OAe7zGn4TSBlYLiKUK0wb5VayRD0RlCv2jsiCJbuCjT0ahurCrKjKkKAEUHGrILAxXU57Urfeq2KLBnvXnIOa+HyMjRsm3Tq3/M0UCGNjE6K6nNF66NeSOH4yuOeee0wC1Dvbdxhg3u2by0FNuzwDV2Nebf7jH//4B/Dj7ufe3RVLjX6SMc8BpJtku4WGKi7wcGHyD9+vDRjL8IEIWI4l8KUTw5BfQj4D8pLEvFUJ8+E1Wo1qDfFsGjfhLOsJ6ODEjbIA+E0A4IRNaxBzRABzUfghNkRb9NvQB/+JA8KB4r5dFZ+FHwPHsRU78j4xJcfzT1QdYm/c5zP/VFlepytkx7F8Xpz0uaFK0nNIAPM2RZgFMGVTdbMc1DZtrpbdgIAQIapAOT8xwc5IOAjIZM0rMCX1zl66qNdYHoap595xh14jD3323HmJRzStGCmEuGbiwj+WSPXJp3d4ysXLKjPZ5B9m2/V/hb/r4iMKiIvg1nSpn4kyQBIZM8UXCJLDxUOrFl44FzInC0kuuFCbsoE0IIKQcf8I2r7TzbjsC5FJ2TSlEzZB2n7RhLdoyyb60qVLYX0UPCCk0RxN4QbXSMpJ/tA2FxH7hF2BGA7PhYNx0MQrT+AxBT7Lv7nA+TfOaIvkeOt1/ub8YTNE1s0slQjpr1VtjvLDEvEggA3+JKe+/u74nmsIcZfUMH7NZKWCsGKiv9dr9OdF1iCyZxwvtBnFvOl0afnEQuXed33fKLwiWpvTZ2e0vmdcf5Oeb3zO7cEDD6uRVvplH8qxY7dhgri+t3URX5l5bX5wGMzAtTMDXxTz1mOtN0sou2LeMjziBRKyEQlVYMRccOogiaQggzO/alraICwxoyCxHbAjSRHVNnUIh/6NhhGxwhawHPPLNpub4fajESejiJgI2QZhFwDANFSRUZ8JDEfLkOcU0bJf6WErtn0qTPvF6uOzmAti3C9VPkwb5YI0WDGiM9aHuiiYwsURUNuiLmQ/4bfCdvnewALy3Sx5OqcXvOAFwWc++1mtBxEogJGR0WBVIlkA0ch5PQ8dKAS33fJM/X1J3CMBaRGg3/rWd3wXfr/znT//ZzgLsMv211d5HGDer3LiBo/t/Qx8UcwrFpHKS170kj9HN4X/eS3O5Y3N0HmcCnDwS1SB0RsM2bJDvtZt5ShPtRiFPZSh0p5CBlRiVPGEgqAkFyFmIQYeFuGMG6BU3E0SnmwhBnceDzwbsQnVZ+gz6+MZ18iPEiPhGp/Fb4CVs6lj/BuwGdulELf1WdaBcmxPK/P6WDfLgU3kNY4xLnNFqsc5QBny9pQtkMUy5SFYpEKKbQXDA0glcY3viH3GPfbh5MmTWh7vh1Qq7ZYzzGng4Ufs54Vz56XXJo9wj7aP/d0ngtXF5feiohOHrjdJMBJ9KF2I/SmuFb9Q/B2cPxV8yiwi+OPLhC+6eFHHRz/+UUX5z7vz5UovRIqUDc7sJXISIATxpdOFEiwDB8WXiknhi+OzmDQKEH2Pt0ImRE4qyX1UNs2jzykXe18EE17jYgPbgIQiAG41AD0kXzD7hH5Qb9zq2EvFNY6DZBS79GC/tK1gw7c54IvGeNgHXsOZv/k82mcfeA1nXmP72M2dgiItmtAsgE0ADI8V9YyPNfzQhV0AoGd0R2UIPDJltv2+LmQpg7nne+B8gxWc8GgX1AVANh3OX8e1CbBsFnLmFHX06AktdyI9LXrec/obG6IDZkWAHh23culcwaTMWPQO4WtUVRF7UeJXUO7GxTvLw4XUD+P3px742F/gLEDbu/111XHANlw1IYM/r50Z+JKYV4aiKEYyij2MYYn661nEnsQW0LESw+RBTgSQgZDYi2oqzd7oSCzEmFsw7/yyWbxKm6UQ84644414DYUYOlcwpw+wKmyX2AR9oo4RqiAABEaWYwolTZrhu1tqITkAo1PI5DWmWuLfOEdEbUisyAyNPRGgqDrEDpSAlvgJsF88642nOBADsp9xSVPZ75taDCkDAMDAjDVjFcCwpAuTnk4ALAXVXKwX74DvoeqUE2wchW7Wp7GCly/rn8ePH9czciUrmyB/rbj/CfZmk5yaev+xxx7R88EDY2EUxnnxWQHEJH6QgQpJdybqiPpT9v/T+3/1l3+p53qzWpgcH1H24jm3v0x5D9ka8A8+8an7f0wLPMVhgHmfYlIGl66NGeBH+yV7e9ez7voJFGpE+79NYYHCGZzR6TtA3gg8FHkxXmsJBiT/O+VZCWH5uf7667X9y4v2xddEVdbr2Hc1NGS8UyaTD6amprVc03M0VCqbQaNlyvBNDyGCgELsRcoArMd2Gb0M6nH27Bmtr9YwvwiUI1Uh7wljAa+RpzVXR+sfXDABGC8xm16QQ0Q2xK554jzy6fDlIH+ZTJqBBW0R4xND98VKdjUAm3KuSNXwLmh44bgTgmV5jZgXAhdVlqAIACYmwW/y1RHByvmcuVtyDrDb5YWLF1EsePQRw7Jon21QoETf2X/GG0Loo9M6qd697353sOhJW0ghsrlhCTmzdlkeKtF02vRw73vfHz9DOyCuNX72Dcb41xc5f+KhT/wBbr/4Rd/y25xoLlh0mC+HCwaTysXNSRgZHwv3rOi4BgIh1JR0uUhQngmY+UIgJ5bLRora7jjS7mKTbietFFZk8vliuTUA+seFxyHibwpsNXfYw0fG/l8pBzbB/uKZ93DmQoRgtLX/uIe4uk7HWAhmnUTS6KsjLdAXzhFfPp6/GnAPGzYCzp49q2e0H74HZwdisrBYDwU2GVj4AWNndwDuXXYWgYimmM2HHz/rmJ+fD90fKUDj+aQgAADnlvOOa5wXfCBjHrR56qMfxi3Zx29D9tWzD3d0bEivdXriTOQZmPies9lUcOONt59AgV//1d9X39ef/tkfNfOfXPvHn7dWNTgMZmD/z8CXI7BxFIristHoejmR0E+XulqouqhP5DVgIbrokTwh1xg3fGY0al+89vksc/Yiz23SQ9n5VWdlnzNsWgLouiBTLm+qUIRrFDxQntiTvhUqwDnaZH3ADNRT9/qmdkLfeY3lypLMmdifmBVCHMlx0DNXQrAlfIYYKyusTt39DTKSGBoAhyRiJe4GCj8JxufxXlS2lCVFYn2gbtwWgVgO+nQ6kpM1gv8IVWpk8Q6KMEcHcUeYOmd8hqxdRrZAIJB8QyhkuyyHd0pqS2EO18J+eYQGWAWyCLOzM161CLxuqcM7BIxPTAejY+P6m6rTVVF5Xpq7oNcW5pcURf9vP/vOD/7yr771n+PiAPPq1AwO1+IMfCWYV8fXjDVfJ1/fX+MPWqtgNQsxkc8CeDjwswB+oZ9++POhhe386dN67zkS1kKMNuxRwXB5rFdNDcPo4JSoXBbceTyXNVVZRRLoEXMQS6FS8o+kAuDRyfvxq0aGRG4Wzf4B6xGzEGPB/ZH795LnZV5dtJXwGD8IQ8j8DiAmmhNeMemYjPMD3wRaqxhLhvGn04ZHqIIDBqM6kdgMEdqkKsTy4FXpqcdxgwcm5mWui1XBnqROSH8FwC6l7BfnsQUBwAfKlE14bt4FLPDOALRF2YdzD6pF/ht8MgD9zfsmK8ixDEC4F+fozjvNrbJW7wY333Kr3mcdMHi890/eo9fSw/bOv+1l3/4tr7/79SpIfMWL99SpU3/z0pe+9GdQY6ET+2Wc69FMshw3BrzVVb466GN+hOEGNDJOWgXRry8u6TXs4g5AR/nC+hHrYFQ2vz5yxBj5MIRaoqcTvoHd3OyCPhuP5CQY1KyKJLdYsCSz1PemUvIh9M0dcGVtUZ8dGp4IMxoW8yZUYaHGY9aHiXETajaEFDLUXx+UQzot0QuuQ057dsymhOUzw0wmb8+OjUtwo5NHSuSttmjMPUukLFmtEuPHFq4A7rfRkv523PlGtrtQABmPqavklQ8ULAM/Uo47omyXsSkZ1zljAY54+HrKTbwb6xXx97XcbUtL5mTTk4yfSdlxHmDoIwjmF2dFyKroNWw3YHDFlN7wFALF4VwQdd9nJoG5eEnyl8m8ApBdE4APhsiEqWLlavDJj39E73M9LC1clpB7ex/ZpC381eWVSCY79tMoOGAbdLoGh2txBuwTe5o9F13d+PXT1/8hqun1mspMSwRGMisO5IBoyrDywuWFgA4bJBvTh6ZFr2iO5Nm8YYFsVnSmnq6o5smekdeX6hyyGUheTfIZSD4yAJKTUP/IVEbZPOLGDGOMjExouakDh4NTH/mo/g4aVX1YyF6EAhv71xO/hoxjKtmrTstDD51yjJZNW99HRYXF7JAUUHuRTthnkljEw5EsFl1dBBJL53ZiZTRETCqb3mi73/qK7wguzFzU34uLRpbxB+eDGBh5i7kXHVkJJAA/ceKEPkvM26h1gmc/+zl6bc237F0TdWSlairJlKO2j5z6UMhyCNJUYN/wB9kuhMdz/jbEgQuA7W+pGiQuhwDM3YfY95Sskarvm0eWDewSWaaRovlHVOtN2T7g4N+ibu8efg5gMAPX1gxsC+a9asha55t+4PX/4zMPPfpS3JtdsS/51mfeGlx38jot/vgTj+sZiUvykiIekMkZVhyWRHCrq8Ybb5ZW9N6SYKe2+yIgdAgArMIskXpBDhAeiIGoUM8Wc0EqY/x3Sp4BjIpwODu3+MP4ffr05/8LzgIJEegUPRVzRe1oOtJ7Rbffvwk3hYfWTotD/f8Xr9eNuR8bUxPfRHOiVhutKRMrwo+iCWn/1e1yW8lOuWYhu81eZ1riAA+gvn6/oYxko1F5YH299Q+4JqDWB6mjLH05hgvHDh77EM5Fic6dX1rGT3FNtTmFIYhYnVgKAiaFSmJCUCgaOLK+J93w0ITwnzYvN998m9bbF551ZXVBf9//gfv0vCw8r3Dj+rvXM69GzD2FRwp9yO3B31SJZkW4Jg9La+NWKyN537rknKAcQWqBpCe0KBY96cmjjz4R1BotpfJfscCmI/jiByXBl5/Y/K5ovK8rjxsGnhfvepoh2VFYezhgmm7lZYZknvsiQJ/Z9z3o+r4hX6vTC6p1EyucoqtOlmSML64XjQf9mAkNDM3vS/aYdrv8bh+KvRHxpRHW5GFc41l+/oWXeeqTW6ie+mbwN//E9S95GQtS/imP8MJn36nlLyFywdENx4aPlS+bLNT4+ERI5qmjRmZPsisSiKj1DQ9dSV0qqff1WkFcLSn8jop7KaAkO/wSIbBd/M26tZAcwE4xP1zBtwJG39K+hQOzGmFs1FAwWkO+Ldlb47BWhQUPwHjInpBlhL65FxR+F/cHbANmYQDX5AzsBObVifjzv//zyh3PfJb+Tnp6psuSlr9aUSob7s4zLFkehyTHFaDj6qJLl2YFc5izDNMadcSPgXpWfvEgR8TayEYIwJdOTKQX5IAQ91HPbzbum0dH66VgZmaGeh8W3Vfn173odS/TDg2rh2CQFIGm5JYrpg7A2OgmybnAM2PiRwJYctUkWKhO3Oao5aR/TdLmPvOZt2u5hx56QM8xYXxuuVm5pOAbX/xivfaEuDwylpBUD3v2tT1rJ6NdIGRje1oAqCcgIupMbgaOSGwAtvhlai+6nOLdErvSXwUUgMLe7IU5fXZy4lj3/EXbT2CAeXVKBodrcQZ2DPPKZDSff/vtitk++g8Pq5S0JJiVTPuNN9rXnc+OiPB0UOfusSce0vOm8FgV3yap1ijpNaiS6JlFzIovk18rVVYQWsj7kXeLCn+WdAe6LDNMmjpoX2PezeGVd2DwsYRh0Tmx9Q+JAQJQFwoDyIm/w7i7l+oFOagQ50KtKNz0Mvwomi0z1LQqJvAW8xMirH5B79ec0lUrq8Gjn/uMXhsfO6TnN77x3wS//we/pb8lj5SeMbfxmFM771O/3xJndKubwjIKw3UVAP8UwObmeviOKFgiG2fNE8iIllXLwbBC3jjMD7yx/B1yUxveycUb3Hf/3/wGelHIj7/5/2/v6mKjqKLw3e5ft9vubtm2lAL9ofJT8IFQkqJowagxMY0h+KbxwfiiiSYkRgzRGOObMfHNxAeNkRhjSI3RmIARpGAMYgIiGBBbKW2xdJduu3S32+623fV859wDG+NDSaDs4pyHuTN37szcOXfm3PN/Uba2tpEwIC+wadNGVJG2oNKc+e0X3o/FxriEJQaRCQCVoIsFhBytyQaAYKYJnDUAFHXqV6sOK3AOUdOo6j+rJBuMjCzfreQ23mwqvQW9iseF1aqm9SdoIuWO5nMyaWLtCU0IssKm2b9G7qhRssYB1OoHIUnZiqpADZ9DMhNkdgSoORlmYnUmwk8AwDIB3d3dvH/s4A9cpuZTJkjmYEDAtktnae09ctIqhmL/6pz1fV5Y8PC4o53qxj0Us+ezQnWFXQI4SClvXX6W/83MfO55tJ+cunIQJcBhGwQPzrYMMXBHKe9QPM4+EI80t74E3KTnKwNP7X6a0XTokOgQ4fZmw+SIyRdqK7lg5Y/jxmhBDh7KNqitHGoU1RFnrcoMDuiacEOtN9Au6bIDqn/0ulg7pj9vyVHgJ7dvfydQ38yvPzcurNPgtUvGUyNCj840WK2p2OkeF2BK1wVrRkZG+B6gvJrwZVmD6NNXr1xH0RRC1fOFMLcbuzpMuJZxUNUl8KwOPm/tfZUluw8PfP7c+fPn2VmhbW45T6OBZf6NmWyGvWvc7vwO3LDB42rMFtjThVaWEiqfJ/+IR3cIJT999hwPhNvlmk2MTf6Fa8gCyCrWqdmJPrJ0vo+6v69clotxYEEHT4+d0sFA2WDgjlJexcKmLZvfxn4+H353aPAKV4+OxrjMUEhIuFZ4sIhVmaXTSeKjhJ8qWGoMIW16mn/IG7Z8+AFo8ju19sB7S/lkdfMDBVbeThe/bgpXmZ07d/LP29fXV3KUN5bNvt6QldknEBCqiHdNZUT4ydicvFgfWP0w9L3nSVhD3BlgYGCAS+BAnfOV521qajb1Uavayk1yOwjLWJAFoAJvIjFufvzpGHfmo4GPt/FJMujY0gxmYvKQjPlG6/5VynRBDnlaf+Drr8jljkE6oCdQ6hna1Rmk+LTuL8nHOzo8/gce6K3JmSRJmgB8tABoBuawpgWgUqYrmDFVynRVysAtkG4yn49LOxu9AM3BvBVc4O8LgBVJBRMV0rJzVEfWOEAhIXhsIsec1oiNxTZGOsMt7u6GfKBb0IOAJ+xCPBlgeEi+jRw5KWUyoj+NhNnCzOyUfmT6A+NYP2QVpqAXVmEqYF0Ur8UGKXpBrGh2FQCztm2DOZc6x8+tttEfSCHgqwjqR3bjo+VGi9vI30AaqMU1X1wrh21YHJ6cViWIgSWhvKGKUBPevbGt1Zw4IZYSqHgASCuPFE0Ar406qF1WS5RZ5g7V2WKNL7VzqyoM16iFRtuhTu3wquqpqqYcXxS1C6hvaOQS8XT5hdxrfGDMG7a86wXh4kV0YjWlwx9PCpVd1b6e+9U/fNm43KK+UrdP4E8FMWULoPtW/bcKr7BKKl6QNgowQ+m14jEhpMnrMvlsJItbeMyOkXVHT4yPmWA4eJYvKqGNQ3lLaDCcrtwaBpaE8uYi88xoYp3gG9YxUmkBkJhP1VhJSvMEQFZ0Xd94wRokkFJKeVldzBshItbYQFRErkUb5ZenbKhOLVmK9FoRgSCMeE3Y53mZH2jMm7bU0/Zw6Yv2aJSFmhlKVhKhGQigUdX1DSspJk6sT5lJcY3EbKRLGmh+hAK9tzrEK88LnGl8nlrBQI1VnRgOWdmCnPoj0Tp+ro8c5wEVlLE+NJV4gQ9KaLMkH69v1PMd3jkVvpkIWYWMHWS50ayO03YNVpgWwxFBZnJBprN0OsUWNdxHr0VWlqzNDG3/BZ4aodMEqKQK98voctGZ6mBhIKfHYyG06+rqYnXHyZO3nmYT199OuDww8BnuF1md21NwD/Otg0ExD3vIjXOWYuoAeRs5gqgDJQjrrFUNucEUR/qjQ/OiP7AGVnZ2dhpdV03dSKNRChCdE+H2wqmT/DP7fa5vj1+86LANjHln42DgNmDAujbfhjst4ha7du3eMzQU24umM+nZIMrGaE1I/Q3mrQoMwtfadetw2hz+/jCX7sqbaZx8XhFa1qxppzByUX2pCgmRvgHreocYN8B8ftZs3fYw7yfiQslryKWvuV4o2tV0vBsne3t7f+RGJbDZ3dGxIrp186foit/t34xyYiJtKISdx2xkIs6K8OuJZHDauknqrAIfB82u2T/Qj0uZFfNbp/CAZT2QNzdDMWYAV14+hWCwaaZiIfkB6rxnvPtQ9pk+0WHioITAEdhKaDCcrtwaBpaU8v5X18jK5TGx2AacS/r9z6AsTBce8+Ty92N/IjnGAoynpsplZTdS4LhxytzX0UGCnQgwXp9Y5KaSCdNQK/zyZEKEmktXRkznli18zaxVwSHEpda6R/Ye7GXel3jvFDcqrw3GkF++zl+3Gl0PNQS2+6vJ35EgMyl+hhX5mT8rMplR1E36fNdRrp+YmD5x03AggoJ1N8T5Uoe7/vEuAkE8O9QZf0/aZL9E+5Wr2lnQXA7WwlqBCjMiZGQo91VdhL9F09QoUvPxo7+alhYeV9P9UBc/8sLvJyigse5nHHyyf/8DXOlsygoDDttQVsPldLYYA+VAeYv7yz9bc6j+FVSGVtW/175mDSuMxyfEYy5JC31EI+LoUxNgjsNUe4NmoH9YJBP37FW+NuTfd/T06QPFN3f2ywsDDuUtr/FyeluEgXKjvEVdl92enp5nsTd4qp+V+yGKTK2zAltNXeg4zo2mJp8gt0chzahw4J7AQNl/vDoKWzu2Po5931z6wVDLyovYP3TkyBcoHbg3MeCwDffmuP4v3uofGL6r57XBKqkAAAAASUVORK5CYII=" 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