<snapdata remixID="10899060"><project name="2D Perlin Noise Parallax Terrain" app="Snap! 7dev, https://snap.berkeley.edu" version="2"><notes>Press the Green Flag button to generate a new scenery, then move the mouse left / right on the stage.</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2D Perlin Noise Parallax Terrain"><notes>Press the Green Flag button to generate a new scenery, then move the mouse left / right on the stage.</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="%&apos;data&apos; stretched by %&apos;scale&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">2</input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportNumbers"><l>1</l><block s="reportProduct"><block s="reportListAttribute"><l><option>dimensions</option></l><block var="data"/></block><block var="scale"/></block></block><block var="scale"/></block></block><block var="data"/></block></block></script></block-definition><block-definition s="%&apos;data&apos; rotated by %&apos;shift&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">2</input></inputs><script><block s="doDeclareVariables"><list><l>rotated</l></list></block><block s="doSetVar"><l>rotated</l><block s="reportListItem"><block s="reportSum"><block s="reportModulus"><block s="reportSum"><block s="reportNumbers"><l>0</l><block s="reportDifference"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>1</l></block></block><block var="shift"/></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block><l>1</l></block><block var="data"/></block></block><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>rank</option></l><block var="data"/></block><l>1</l></block><block var="rotated"/><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="%l rotated by %n"><l/><block var="shift"/></custom-block></autolambda><list></list></block><block var="rotated"/></block></block></block></script></block-definition><block-definition s="%&apos;data&apos; repeated %&apos;times&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">3</input></inputs><script><block s="doReport"><block s="reportReshape"><block var="data"/><block s="reportCONS"><block s="reportProduct"><block var="times"/><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block><block s="reportCDR"><block s="reportListAttribute"><l><option>dimensions</option></l><block var="data"/></block></block></block></block></block></script></block-definition><block-definition s="%&apos;data&apos; zoom: %&apos;factor&apos; smooth: %&apos;interpolate&apos;" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">4</input><input type="%repRing"></input></inputs><script><block s="doDeclareVariables"><list><l>stretched</l></list></block><block s="doSetVar"><l>stretched</l><custom-block s="%l stretched by %n"><block var="data"/><block var="factor"/></custom-block></block><block s="doReport"><block s="reportSum"><block var="stretched"/><block s="reportProduct"><block s="reportDifference"><custom-block s="%l rotated by %n"><block var="stretched"/><block var="factor"/></custom-block><block var="stretched"/></block><block s="evaluate"><block var="interpolate"/><list><custom-block s="%l repeated %n"><block s="reportProduct"><block s="reportQuotient"><l>1</l><block var="factor"/></block><block s="reportNumbers"><l>0</l><block s="reportDifference"><block var="factor"/><l>1</l></block></block></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></custom-block></list></block></block></block></block></script></block-definition><block-definition s="%&apos;data&apos; halved" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><block s="reportNumbers"><l>1</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block s="reportListAttribute"><l><option>dimensions</option></l><block var="data"/></block><l>2</l></block></block></block><block var="data"/></block></block></script></block-definition><block-definition s="EMA %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportIfElse"><block s="reportEquals"><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block><l>1</l></block><block s="reportListItem"><l>1</l><block var="data"/></block><block s="reportQuotient"><block s="reportSum"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="EMA %l"><block s="reportCDR"><block var="data"/></block></custom-block></block><l>2</l></block></block></block></script></block-definition><block-definition s="pipe %&apos;value&apos; $arrowRight %&apos;pipe&apos;" type="reporter" category="control"><header></header><code></code><translations>pt:a aplicação a _ de _&#xD;</translations><inputs><input type="%s"></input><input type="%mult%repRing"></input></inputs><script><block s="doIf"><block s="reportListIsEmpty"><block var="pipe"/></block><script><block s="doReport"><block var="value"/></block></script></block><block s="doReport"><custom-block s="pipe %s $arrowRight %mult%repRing"><block s="evaluate"><block s="reportListItem"><l>1</l><block var="pipe"/></block><list><block var="value"/></list></block><block s="reportCDR"><block var="pipe"/></block></custom-block></block></script></block-definition><block-definition s="draw %&apos;data&apos; y: %&apos;y&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%n">0</input></inputs><script><block s="hide"></block><block s="doDeclareVariables"><list><l>slice</l></list></block><block s="doSetVar"><l>slice</l><block s="reportQuotient"><block s="reportAttributeOf"><l><option>width</option></l><l>Stage</l></block><block s="reportListAttribute"><l><option>length</option></l><block var="data"/></block></block></block><block s="setSize"><block s="reportProduct"><block var="slice"/><l>2</l></block></block><block s="up"></block><block s="gotoXY"><block s="reportSum"><block s="reportAttributeOf"><l><option>left</option></l><l>Stage</l></block><block s="reportQuotient"><block var="slice"/><l>2</l></block></block><block var="y"/></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block><block s="doWarp"><script><block s="doForEach"><l>item</l><block var="data"/><script><block s="setYPosition"><block var="y"/></block><block s="down"></block><block s="setYPosition"><block s="reportSum"><block var="y"/><block var="item"/></block></block><block s="up"></block><block s="changeXPosition"><block var="slice"/></block></script></block></script></block></script></block-definition></blocks><variables></variables><stage width="480" height="360" costume="0" color="237,238,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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++JcEkq6pqCQw0ERlq5OLiEgqHxykQCCpGO51gA5ZSUmlpGVVW1tLQUH8+O16l20UVehIl2RqQ4rdI0AOCtLa7ttywK92D/Lu7CHiBAROJx4nk3fCr7upuCobqztwtNf3tUtKFdW3NprPVuYskj84IMAKpEBA/+eFBCVUy1MdQIyciMNLhYURUmCdIwJEIm7JI0jkS8jCRuIWEvHPTfWt+aB5Fbuk0Ah07O79Agj5NRKj85RX6uCT6siAqwYQigaai1lbBaSu9sjs8D0YgSwTEk4+/IiHVwos5EAhQWVml+tMgSLSQkMfGEqa4zXLYAntMiDGSskQQfTEq5YF77l+zvcAQ8MVyf767a0E4qr8kSNR6cMLxxSAOtbSFlnlwjjwlRoARyAABsWPbfrzYkwQ1cnV1PQWDQWXDBQPOVPrNYPzCbCrE3VLoZ4Uu1pbW1HyDcwB74xjsaT99SJBAshjP09q2Jk2QmPLuen7SPEFGgBGYgsBlDBi/Gt7MMS9nJjsRkEJ+I6od/YPNmzdzBiQ7gU7Sd8euM3dIPTJHaMFTUurbBNHlsXQuzCvdkMyA0yHEvzMC3kcgIQPGtOFoFY2ymcmJLdR18a57HuAMWk5gvae987sk5bVCyD+VIjBDSPl5VShBUjcJqndiDpaMIeg7pMsjLRub/8aS/rgTRoARcByBpAzY8ZkU8IBSynYhhBYJ6A9s3nwjYlCZbEKgY1fnSZI0RxKdEUSNJOU4CVFs03B2dytb2poCxKpou3Hm/hkBWxBgBmwLrNl1qmnivSfOnn061DCj+Z4HbjySXS/8VDIE9rZ3fVkK+gRJCQ/nbiIfSbzJFiXEay0bmlbyrjMCjID/EGAG7K09Q+zwi0S0lqR8JBIUv7d58+rCyuNp037saT95jSDtp0SizqYhXOtWkPjNtW1N/+7aBHhgRoARyAoBZsBZwebMQ5LofDQcvWnzB2466syI/h5lT/vpzwnSbiirbdy0erWYzBSzZ9fpvyVJHxUkVBxtHlKkpS3kpbjlPISYl8QIWI8AM2DrMbW2Ryl+bdP9q35ibaf52VtHe9cRIrlQCPEVXdfPrdvY/LdY6Z6dp08IIebm56rVqmRLWyh1Ltk8XjwvjRHwKwLMgD2/c+IVGZHvuvvXV3d5fqouT9BgwMY0pK63aZp2GxF9QhIlzrPq8pwtGh6Fm94rI+Fz69419wWL+uRuGAFGwGYEmAHbDLAl3Qv6k033reZwkxRg/uKpMxX9Af0NIpoT1+wEEc2zZA980Ikg0b+2ranGB1PlKTICjAASvU/PhMWoeBOBKIl179uyqsOLs+vYeXyRLouXr39H04/dmt+e9tM/E8i3XdgkdUn36MGxH7e2LhwtbCh49YyA9xFgBuz9PVIzdCJZx96dp26Okli7fmPzV8zAIqUUQgjZ0d6Ji8FaXdKV6zeGXjfzrJVt9j5zepmUooMkzbSyX7/2JaV8a93GZl+k1PQrxjxvRsAKBJgBW4GiA304woDbO/dIohYpxE3rNjSltCU+u/PUQ5oI3Esk90mSawSJGl3KG9ZvbH7JATimDNHR3vkqEV3l9LheHU8SRde1hYJenR/PixFgBGIIMAP2yUlwggF3tHc+R0Rvk1J+TNNEYO2G0DeSwdPR3rmPiFbH/+4GA/6f9lMN4yReIRIhn2ylE9OURPJRKcUz6zaGvuPEgDwGI8AIZI4AM+DMMXPlCUl0goqLbr377mtP2TWBSQZMsg8SLUn6DglaUCZL37d6Y/2UhCCJGDCSiGhC+zddj143EB7+P05Uedrb3vmCJFpjFyY+73espS1U6vM18PQZgbxFgBmwv7b2w5u2rP62HVN+9qkzCwNB+bSUcrHRvyR5SpCYQ9HozSIQvF0S3aVL/T80ogYS2h8QyURqzpjnsYy2RqJ0qvVdc9+Kn++enV0PCqG/MxIov6m1ta4317V0tHceJqJFufaTj89DFR0MBJe/rXXWlD3Ix7XymhgBPyLADNhnuyZF5Ja777v5eaun3bGrq52k3JCoX53o/ZoQHyUpb5r4HXUqqxLPQfQRSYTCqFJakuiD69pC38PfO3aenkdCwGFrntDEyrW3Nb2Wyzo6dnV9kKR8kIgqc+knn5+VRBeFlHe2bGzeu/vpU9cFtMD4uramX+XzmnltjIBfEGAG7JeduiSW9o5rtPq++1ZD8rOE9v7wfBVVhjukpGuTdyiQZSorSVMXtF7T6ddI0CeJSKWDzIUBSyk1IYTe0d4Jye4KS0DI605EX1d3Y0NTfVcvCRpp2RCaldfL5cUxAj5BgBmwTzZqyjSlfMem+9fstGrqHe1dPyKSd1jV3/R+BNG4JNFNJBuN3wSJ3T0j8j133BFCAYqU1LHz9AeFEEvWtoX+dO+uru1Sl7dI0r8gNO1LJJNJ4ul6LZzfgX84LJYFi+RRSXJsXVsz24ULZ/t5pR5GgBmwhzcn6dQsZ8Cnf04kbnYaCkFiO+zMJOi66oj27mvf2TiEOfzs2TNX6xH9j0nSCk3KD0WF9l9EsomIkBN76YTNd5BVzxnsmCSdBGnMgDPAjJsyAjYjwAzYZoBt6V7SAYoU3b7pA9eey7X/vbu6/lFK+Xu59mPB8y9Eurs3tG5eOdjRfvplImGow88S0Wyjf2l4aFswYAF38bOWttCtBbx+Xjoj4AkEmAF7Yhsyn4QQ8ht33rv6U8hElfnTl54wsljl0odVz0qi14WUj5IQnyaiMqv65X4uQ2C0pS3E+PLBYARcRoAZsMsbkMvwgmTrXVvW/DSXPrzEgCfWMcLMN5cdNfGslOPFQoZuaptz0URrbsIIMAI2IcAM2CZgnehW1/WN9zxwY3uisT77Wal97nNCTzWP5546s1IP6P9JRPOdmC+P4SkEjre0hRZ4akY8GUagwBBgBuzjDU/GgPe0n/6yRuJDUsrrWzY2IzHGZbTn6dO3Ck1sLaRyfT7eajumPjYUiYbe9a653XZ0zn0yAoxAegSYAafHyLMtkjHgvbu6dkkpbyMpP9SysflfEi2gY1fXT0nK9Z5dHE/MCQSOR0ZodesdoQtODMZjMAKMwFQEmAH7+kSIf+kb7f/IBz/YOqX26yQDRsILoj26pB8IIVppdPw3Wt4zvwdL3jtR+cjXy+fJ54yAJDq2ri200ExHe9s7H9el7Fy3sfljZtpzG0aAEUiNADNgv58QKTZsun/VM8YynnrqTEVFUP5IScCXCBLODGSkWr8htIcZsN833dL5j5Om39hy25xf7N15+kGpib6WDaHPTB/h+R9frA4Xj6EgR29LW6jO0hlwZ4xAgSLADNjnGy+EvL22onmfKNOXBEn730T0ASThT+RJLCV9Oxps+mhrq4iwBOzzjbd2+j1Sys8KIZBXeygSOFjb2tqqcnkbFMeApZT03+s2ht5t7RS4N0ag8BBgBuzzPReCIkVFpdGqqtoSTdPSrwYlBjXtSZLyS0RyRfoHuEUBInBQE4GP3bph9tPG2p/ddeo2TWq7Yv9f9ra0NbMUXIAHg5dsLQLMgK3F07XeamoaqLhY1TlgYgSsQKC7pS3UgI5+/OM3S6qKK6B+njhgzICtAJj7YASYAefJGWAGnCcb6Z1lDLa0hVTJyY5dXf9AUn740tSYAXtnm3gmfkaAGbCfdy9u7kVFJVRTU0dCmFBD58maeRn2ISAlRYUm/oqQykXIz04baUgLaDff2tr4qn0z4J4ZgfxHgBlwHu0xS8F5tJleWIqgEZJJcnILOtWyITTXC9PkOTACfkWAGbBfdy7BvAOBINXWNpCmBfJoVbwUTyIgqKdlQ6jek3PjSTECPkGAGbBPNsrsNFkKNosUt8sRgf5IoGx+a2tdb4798OOMQN4h8Nj3nr8yEAyW3n3f6hdTLY4ZcJ5tPTPgPNtQDy8H8eYaiZ+sbWt6j4enyVNjBBxB4IknXqq9667re7dv2/chQeKfJgb9+KYtqxFfn5CYATuyNc4NwgzYOax5JIWAClfqaD/995LkmXVtc77AuDAChYTAD7ftuz5K4j+IaCVJ+rwUFBFEn49hIAaJ5Pc00v86KgLNJPVvkkafuPveNc+pX3ds259TQfdCAtoPa4UXdF1dAwUCRX6YLs/R9wiIQSHoX6WUHxUEn2nx/bVtTff5flm8AEbAJAJPbDvwWUnyL+Oaj12KmY/9a+x3occYs/zRiD76mw880NLDDNgkyH5rVl8/i+CUxcQIOIxAb2SElnCFJYdR5+FcQeCJrQc2SyEfTT+42CcQ0Edydayt9sebttzwJWbA6ZHzZQtWRfty2/Jl0q+3tIWuzJfF8DoYgWQI7Ni27/8SiT/NFCFJ9AUh6WlmwJki55P2CEWqq5vBIUk+2a88m+aFlrbQzDxbk+eXs/cnx68Kl5Qdb22dNej5yebBBHc8fOAB0uT3slwKip0EmQFniZ4fHmMp2A+7lJdzZAbs4La2t59qKJbaViHoHZLko+vamtkG7wD+T2w98EdSoKhN9sQMOHvsPP9kIBCg2lqWgj2/Ufk3QWbADu5px84zbST0nRNDPtXSFnqXg8MX7FDMgAt2680vvLamgYq4SpJ5wLhl7ggI6qHi8BUtLfN7cu+Me0iFwO7dnTOKouJHkuQtqp2UL2t64J23vrPxHCNnHwIPPbS/aGaVfIiE+GAuo7AEnAt6Pni2rKySKiurfTBTnmKeIfBaS1toZZ6tyXPL6dh5uo2EMKTf2Pwk7WjZGLo7m8n+fHfXgkhU7pKSvrVuY+jr2fRRCM88/sj+D2uS/iHXtTIDzhVBHzwPNXRRUbEPZspTzBcEJNGFdeyIZft2JmLAUtJT6zaaU0P/7Ccn66PBwNd1XT68rje0q6Ou8xtCiN+XJH+wrq35rr3PdF0VFo2HS0fPNJ4caDy5ebOI2r4oHwywfeu+PxJC5GT/xTKZAftgs3OdIpcqzBVBfj5LBDpa2kLrsnyWH0uAwJ6dne/UZNEv175jZufu3Ucbi/TSnVLKKZqGTBhwR/uZ9xDpT0opfqRp9G0p5Y8nhj0iSB6TJG4jQc+RpFtJiF26Lj+6fmPo9ULfHGbAhX4CMlw/qiSBETMxAg4iMEBRam15Z+iAg2Pm1VB7fnKsSQSLd5GkrRTQdpKuP08kniQZfZxIm0eCLkv9mQ0DJpJ9ROIUEV01HUBJckyQUB8PSXQsKMS9b9vQ9EJeAZ3BYv7rsRcax6IaUk9uzOCxhE1ZAs4VQZ88zwzYJxuVf9M83tIWWpB/y3JmRR07u95OQu6eGA3xvZVEdIaIGlPM4MWyAL1zdWvoQqpZ7n3m9DKpi+eJqDaT1Uiix9e1hd6XyTP51HbHI/s/RZK+asWamAFbgaIP+igtLafKyhoSQvhgtjzFPELgXEtbaHYercfRpUxjwJmM/XhLGia595kz75W6/sNMOp1om7bvLPr0zSM7HjnwhyTll62YMDNgK1D0SR/sjOWTjcqvafqWAXfsOv1pIenFtW3NU72MHdyfPe1d9wiS389iyF8RUYUgemhtW+iL05/f/dSJlcFAENJvRRZ9FywD/sGjB+7QdbkDWayywO2yR5gBW4GiT/pgNbRPNiqfpinEoEba3bdumP20X5a1/8nO8pEygmTYRkQvtrSFVrkx9+d2n1mpR/VX4Cybw/j/3dIWun3688890/VuXZf/mVW/gno0SR+7tS2UbRrGrIb1wkM7tu3/GyL6tFVzYQZsFZI+6CcYLCKkp9Q0zQez5SnmEQKnW9pCc/yynj3tJ68RFPjFxHwjJOgrLRtCf+Lk/Hc/2TmjqFysifNKznb4yxjw8z++WD1ePPbvgujObDstRDvwE48eeL/U5XezxSzRc8yArUTTB32xFOyDTcq3KQpxoUwvWbx6Y32f15cG6Xe0TDwpSd42OVdJL7dsDF3v1Nz37ur6fanrXyUhUNQ7F+kXU76MAe99put2qcv/ymU9hcCA5Wel9sMrX9wYKJcdd9yxenjHtv1/QER/mwtu059lBmwlmj7oq6ysQjljMTECjiMgxK7GscZ3L/41CgshdMfHNzHgsztPXq2JANS+l8hBBvxRUcmyAAAgAElEQVTT9lO3BEj7mTF4JDJOmhbMRWt1GQPes7Pr3UJkqX6emFghMODtj+z/LSHpO5LoM9GA/k9Bi0KP4o8WM2ATL2W+NcnEGUvXoxSJRAiFHQKB9H4Hh978JV24eJbWrFrH2bfy7eDkvB5xjqREJqUjLRtDa3PubloHzz516rZgUD9+64Z5hzPtu2Nn55+TJg6SlL89Pb5TEJ0mov2SZLnU5Y5175jz7Uz7N9N+138dmV9SUvp3kuh/oX04PE69vReouLiUamrqzXRxWRtBpOskPkeRse+IYPGjguiQTnREEP3frDq8xIB/Jajorpa2mYdy6cfLz8aFG32FSHYSia9ZPV9mwFYj6oP+MmHAvb0XKRweU6uqr5+VlgnvO/AsDQ7207VX36TaMzECkwhIOU5CFBOJrpa2plA6ZDqeOXttZDR8sfX2OUgQMYU6dnXeJXQqkyT3tmxsPrFr18nmYhk4JSW9Hg0Gb0RN3D3tp+4RGr3Zctscw5472cfu3UdLg9HirURiLxHNJ6KPEdGQCa/gF0nKuyLBom4r6+7ufvrUdUFNQ3KLokgkTLquU39/N0kpVU3v6uo6daEdHR1W/x9/zyCkcG8gEPhqNBp9YgIAI5443Rak+V0+0tLWvCXHTjz5+BOP7L+CJH1fEl0vpRwVRG+QENdZPVlmwFYj6oP+UtUJHhkZUi+5lDrV1s6k7u5zNDY+QsVFJZPMN1bi8HJHrlOnjtCRY29QNBpVH4ebb7yNEH/MxAhMQUCSLgRtXdsW+vVkyOx5umu9CNBOkvobLW3N1xjtpJRib3vnP09WoZF0UpL+YSHEnxOJmyfa7Y0ExK8Ho/IokXilpa3p2unj/LS9syVAtIck6SQoE6/Eo0Q0R5AYkYIe1ij8VUjcUkotnVp9/35ZtHq1CO/efa5xZKSv5/bbl6ib7XM7u96tC/k4EZWC+fb0nL8MFjBdmI+GhvrVb5lLxbKXSGSUcMPEqR0gKT/RsrH5X0y09VWTHVv3f4qENck2Ui2cGbCvjoU1kwVzrKubOUWajUYj1NvbTRe7z9LgYB8JTaP+/h51EweVl1XQ/HmL1TOJJOg3Dr5MXWdOTpkgbuk3rWllVbQ125ZfvUjqatkYSigFTxQIQDm9ABFFiOjvW9pCn9i9e3cwGF26g0jcMQ2MUTCvOCb9phDyPUTaQSkpSiT/Yd3GZki4ip5vPzs7LKJHSVJZ7qCKiCD571LQe0nSEy1tod9N1Ofep0+EpBZ8VQixm6R8jxT0nwNjQ/dXFZd/lUh8ZHx8jILBIMXew4sJp4VLr/E+ogEut1VVVvPUjBF5QUbG71z3rgVdGT/p4Qe2b933JSHEH9k9RWbAdiPswf7HxkbVixyrEyypqXEevfLqC3Tx4lnFYPERSESLFi5XjBjhTChxaOSWPt15jA4feT3hc6tuaKFq9z8SHtyFAp+SoBGS4g9a2pouK+m2e/epOcGoFnebE2Ei+jpFolspqL2cDjlBNE5EnZJIpcAUgt5YuyG0wnju2Z2dKzRBSFRhKUmifevaQjei0yef7CyvK5N/L4V4pmVD6LuGc5UQdFxKmk+SntOF/KZG4hFD6g0Gi0nTBIEZmyG8f4hq8AD9R0tb6Dc8MA9LpvD41hferwnN0nCjZBNjBmzJlvmnk/HwGB0/cZjGxkYmJ93YOFepvcCYU9G8OYuULcog1BoGs3794MsE1XUigvNWQ/1sWrH8OmW7YmIELiEgO1vampunI3I5A1YtzhIpiTWb4tYntKi2JiK0Gk2LPkVS77PDnkdEhyKB4PoiGW2QupyLECAi+XxLW/MtHTtP/zEJEZ+R6iARLYOpp6+vWzlcZUPl5VVUUVGVzaMWPiM7SdCDEU0+3Np6ub3ewoEc6WrHtgOfJJKWO1wlmjwzYEe21DuDHDv+Jg1O2JGymdXCBUtJCE0x3IGBPtN9rVm1XknNTIzAJALK/ipeECT/bW1b6CH8+/O7L84Zj4xuEUJYkmvXGEsQvSSJlk8wcfs2QdLLJOg6IjlCJMrAgGWEPiKCYkpFKHgnSyLN8HTOdkIekoKxhCmS8N72rtZwYPSl1taFvdmuz43ndmw98IckrMn1nG7+zIDTIZRHv3f3nKczZ08TQotyIdiQ4Z1ZFCyicATawfS0ZPFKCjXNYyk4PVQF2EKebmlrnrN37/kqORrunKj4YzUO8KR2IBuX6COS8YH2J4hQuF3+faIF5cqAYTJCfZWSknIqL0ehJPdISvnouo3N92EGl2KN5V49Gv7A+ncugPOa52n7tn3v1YT4gZQ5J0AxtVZmwKZg8n8jqLqOHD1II6PDri0GtmN4RsM5CzQ0NEBDwwM0a2baiBTX5swDO4IAbB+QkmDfsKVotZSyTwjhqQw0uMQi1MiszTfVTuDdgnNkBqFJdmzsOEn5RdJoBZFoJkm3YhBJ9O/r2kK/ueu/OucXF8t/1ijwzVs3NmZThcmOOU/pc8e2fZ+0I9432cSZAdu+pe4PAEbXeeZEWhuvEzNdMH8ZQY0N2n9gDw0M9lGoab6yJcOhBH9nYgQKAQFEGyTznchm/SUlZVN8NLLpI9dnBNFZSTSl/KSRNaujveurRPJTkuh761KEoOU6h2yf3/695+eIYNHDJOW6bPvI9DlmwJki5sP2R48fUtKmV2j2rGZqDi2gV1/bT3AKi6ebbrxNeVozMQL5jACS2yQLN8p23R6zB09dhqDzJGnmhET8PU2PfFrXAl+TUXpw/TubJ1NvZrv2+OdefezV4r76GZt0Tbzectvsy5KwJBvjiYf3f1xq9A0r5mC2D2bAZpHyaTulej52kEZG3FM9J4LOsCNP/235suuoqREOpEyMQH4gYMT4GlEASFTT04OsnNLSBXqaAU9ZqdxNQvSQpE3THbeyBWTv052rdY2+L3T6C6EJTZL8N9WXkH/csqH5S2b6fWLrgU9IIb9upq1VbZgBW4WkR/s5eeoI9fX3eHR2iad1y00bOIOWr3aMJ5sIASOdJBytEI4HR6ni4hJl8x0etkcjBUesigofRRtI2S2E9o1wQP5jYEQIURytE6UlXbW1M8a6z565X4sGn177jplwzEtJe9s7f1cSfZsE7SBJyIGrco2rPN6SPhYleU1Qi343VZ5wZsDpUObfM0bg6LFDytHJT7Ri2XWE2GQmRsCvCCDSAGlcp0u5kIJzjUJIhQkYPFLN+pCQGOVKxTQRZKHLF0iIm0jSjrqepi0rN4uUgdKTDJhoSlY09IdsaEJQgCS9GiymzbesD72eCB9mwD48NV6fsh8ZMDBlKdjrJ4vnlwqBXMOLckHXG8k5clnB1GcF0V+vbQv9WaoeO3Z2/Q0J+WkToz4YCYuvt/5a07H4ttsfOXCzkBKe2Y5WkGEVtIkd82uTwaEBOnX6KCHVnd8IarSVV65yPbbRb7jxfN1HAKrnvr6Lrr13PpaCk23ekYCU97xtY/NLRoMf//jNkorisvvKAsVPjUei66SQj5rbeREhkkEp5R+t29j8t8Yz27fu+4QQwlH7r5L2d2zbb60ngDkUuJUDCHjN+znTJSP5/C03tSm7GRMj4AcErIztzWW9uMA6mZgD6zZikHHhP37iTZo9ew5VWmSPliQfXdcWS/Lxk5+crK8sCnxTSrpfSvktIbRxhDdliNeDLW2hjzMDzhA1bm4OAeR1Pn7ircvCfMw97Z1WqKbk5IfEOyvnmfgRATdVz/F44dKK8oVI0GFlDvbevouKqaJfg5CS9qVfPEfz5y1RvhuvvXaA+vq7VVz/1VetmdI2pz0V9OeBsujXoiPB+0hKowQicoRPiTs2OcYUBrzjkf2fI0l/YfJZy5qxBGwZlN7qKNecz15ZzbKl16oUlkyMgNcRSOZ45ca84XWNcKeSklKqrq63ZApIZfuLV56nGQ2zlaMX/gSjP3eukw6++YpitLU19XThInhijPB74+y5Ku6/tDTX6o/yF0TaSkHyFUl0fY6LmmTA27e9cK8g7ZEc+8vqcWbAWcHm/Yf86nyVCFl2yPL+eeMZkqqjbWVmKyswBVOsqam3QAqW9NbhXxHCGg1KFsufaN6QjBHdkCMNTuQJN/7MpTv0MUhCfurC+a5ZUjqbgGMSQ7YB57KH3n02nxgwq6G9e854ZjEEjJq+XsQDvhQVFTVZS6DIovfiy8/l5FQGSRgMuL7eUSfj9Nshae/IyOCKwaF+V2K3WAJOv0W+awE71LETb3oi97MV4EEFLbQALbniKreTzVuxHO4jzxCAA9LAQO+UGtteWyKk1dLSckINb6inzRLU2N0951Ta2FypqqpW2YnramdQMBjMtTvLnh8ZGaTBwX7L+sukI2bAmaDlk7ZwvkKRg3wjVFKCYwkTI+AlBLws/U7HKROb8IULZ+jVXx1Ql14rk4fMnt1MVy6/wRNbiJCxwUFcnpC/w3liBuw85raOqLyfT75lSYkzWyeaRefIEw1HDtygsU4Ucqiq9FSFuSxWxY/4HQGveD6bwdFMjPDw8KBSOWNddtGsmU20+IqVyknMTYLNHrZ7t4gZsFvI2zQuVM9uqVNsWtJkt7iJo5bw4iuuor6+bvWBWLr0aioKxuoLMzECbiCAMJzR0SE3hs5qzGSZsiDlnjx1lCRJOnr0jaz6zuShpsZ5tHzZtZk8YnlbN9XPWAwzYMu31J0OI5EIDQ3309lznXkp/U5HtaF+No2ODVNxUQldc/VNBEcTENRmkI5DzfNJIBU7EyNgIwJjYyPU77NiJ4gLhuSJ+sG40Bp08eJZeuXVF2xEa2rXVVU1dNWKVa6alZgBO7bd+TsQbFAnTh6h4RF41hceLV1ytYoVxuXDSIDfHJpPVVV1GTmcmEEuGo3QufOdhAvP3DmLzDzCbfIUAZwFnDe/UnFxqQpRMujEybfo8JGEdQpsXSIuA4sWLlfxwk4SHMz6+7tz8u7Odb4sAeeKoAeeh80XarBCJiQFmJ7xB96eS5ZcTQHNvNcnMARzRR3leOnAwPatw69NOmwgxhIS+Pz5ixPGWcan5yvkvcnXtfvJ+SrRHsQz4J7eC/TyL37u2lbBl2PlVasdLUPqtv0XYDMDdu3IWTPwmbOn6cLFM9Z05uNeoIJuqJ9FQsRU0QZBOr7YfY7gWAJVIWIaGxpm0ZLFK1WpuPiUejHmG6ajxw6qP9Fm+u9vHPwFQfKJJ7TBOEYuXNjSYKOGhyXGUlVJmfIOgXxiwJ1dx+ngoVdc3SOnbcLMgF3dbn8ODkZy7kIXjYwM08wZjYq52Omt6CeUwIADganxhYND/Yr5TicwS7R9281tU56Jl3DxOxgrVM7j46M0c0aTSjIP1dV0goe2EV/Z3X12ss2MGY2XXQr8hCnPNTkCfmfA0BghNheMCF7PbhMuz0sWX6XSVtpN+GZC/YxLspvEEnCG6OPji/CXstJyiupRxfxKS8pUnJyVSc8TTQvSG8oLhn1YXjBDmLNqjqIN8dVXsFc9vedTvmRvu3njZCgEJOJDh16hSJyEi7hjM+kFMe78+UtUQobR0eHJ+TMDzmorffGQFySoXIESmqaKtnjFkcyilJVpYRkeHlDaMLeJGXCGO9Df30ujYyPKVhGJjCt7IRgvGHBZGf4tophAUdGlaiEZDpG0eT6HGFmFUUVFFVWUV6nu4CATz0wTjVFdVUvXX38raUKjI0ffuIzZGkntzcwPzFoTgkpKy1R/sRSAqBwTJNjbmPIHAWhVhobcyZ5kJYpDwwOEtLVeITDgxtlzlGQenKbNsmqOXvJcZwacwa5Courr7zHlNVdX25DQiSeD4aY0PXvuNJ2/wLZeM/jV1sTSuvYP9pKeQF08vQ/UHEaCD9jAoFa0gqBOm9EAm3TM/jtjRhOn0bQCWA/04XfVczyEXvuuGAUecJFevOhKW3JHe0lzwQw4gxfakH7NPILbG1z8M8m7mqrffCkvaAa7XNtA8oRtx2y1llDTfBVSBFWclSn3kHUI5dmYAee6o956Pl8YMPwj8F3xMqF4A3LAW1kTnBmwl3c8wdxgG4Tn69DwYEY5Q2uq6yxJtTYyOkwnTh5mZysbz011dZ2y5VtNM2fMVk5YLAFbjax7/fmdAcOH5OTJw8r50A8545ua5tGiBctVbWEryEvmA5aATewoDim8js1KVEaXVjFgtv2a2CQLmiCmt7bW2qpkiEFuaJhJdXWzLgtpsmDK3IXDCOAyDu/Z8fExh0e2bjjkDEDuAL8QLgoQgJCsA9WUciFkycP+eYWYAZvYCdh9s6mWAYada+ktr9loTMDl6yaJEnrkuiDYl6FCQ6Yfwyaca5/8vDsI+En6heYMl8rpZrAzZ0/RhYtn3QEwh1FrquvpqitX5aRV9JL6GVAwA05zIHDT7R/ozTpeLFcpmKXfHN7YLB61gwGrF00IQqywkbM6i6nxIy4jgOxovb1IXWhflSArlohIDGS2wuUd3x/4N6h0taeOKDOWn/MGIEYYsfnZEjPgbJFz6blspV9juvjgQgrOxhkLL1HX2VOmPHldgifvhsU+1ddd8l62coGNs5upoaHRyi65LwcR8IP0C6n3yJE3VEUj4+KHMEmkVY2PT3cQNkuHQljfyitXZeWUhQsU4vSz0WZauoi4zlgCToNsrgwY3WcrBR89fsgTweJ2HT6v9muXFAwnkubQQiovr/Dq0nleSRCAV31PD5K6XJ4FzSugQa2MrG1uZ3eyGw84ZS1fmnkZQ69Jv+qCtGPb/thViSkhAr19uTtcZMKAx8ZHVWGF4ZEhz2SnKbSjUVFeqRJo2EHwiF6x/Dq2BdsBro19el36RVYnXNgLhVATPNNqZMyAfXY6UNgejDBXqqqsNl3zEuFGsDkzuYvAjIZG2+y1xocDoU9M3kcAmZOkJBoY6PHsZPGtgr9IoRDKjy7LUApmBuyz09HXD3vBiCWzNpsZC8kg/BCbZwkoHu4EFY5gu7fHaxnZsSRdueIGm/r3MLA+mxokS+QNhuYCNkQvEtTip04fK6iLuxYI0LLFVxNSV5olZsBmkfJAu9HREcUIEfdnBcHuF18oIFGfGBMSMIo9MLmPgJ1SMFa3Yvn1tknZ7qPn/xl4Xe1sIOyHjFZmTwPifRH3C+wDwSCJFKU8M5GC0W9f38WElczMzs2OdmwDToJqJmknzW4M0hKmyuaC4HjYf5m8gUB1VZ3KEW0X1dfPJNRAZfImAn5hwAOD/apMpt8JIZ99/d3qUmqkki0tKadwZJzKyyovi/+FCQdxwWYy2HlR+sV+MQNOcGpjBdV7LC/7l84Zi9XP3vuEsBTsvT1xakZ+YMDdPecJiTX87vmMby58X5LFKEMqRpuiohIqLSlV1cVgHkK+/SuX35Dyoox97OtD7V/vebAzA07wNuMgQB1sNTEDthpR+/tjBmw/xl4ZAbbeQKBISVpgaPD/GBz0rkYKuemPHjvoFfiyngdKhmbKICH1VlbWKCacLjmHV6VfloAdVD9jKATDgwkny4bEEnDW77BtDzIDtg1aT3Wsskf1nFPOVqgg6QeJMh9sv5B4oXbOxtcGNbeR4hWlC5cuuYaakjhkMQP21KuWejJWO19NHw2Zlqoqay6zBZ8736WC6Jm8hYDdDBie1qHQfG8tugBnA+kXHs9+Ir8VVUiEbex7m1vYZUV5Fc2a1awyZJWVTU1yo1Tb/VBte9OxVfy/b/1YVlddzhD8dBCtnKsdzleJ5ldUVDQhDQfUzyz9WrmL1vUFVZfd8boLFyzLKrWedass3J78WN0IHr0IO4IEnI3k6JXdVp7J/d05eyZDDY0IkysWXXlZnmgvS79KBf3tB5+Uscw/VV7ZF1fn4RQDxiINmzDUMGDAoxbFHLsKYB4ObrcUHAwGlQrNnpjjPNwQC5fkB0er6cuF49XpzuO+Pi/pnK4y3eLS0nJatuQaWrb0mslHYUZA7ufx8dFMu3OsvWLAZWXlSi3KREpd4RQjBObA/sSpw2pcJm8iYDcDxqqXL7tGOQAxOYuAnxgwGAqcrvC9KIFmpqrWWbAsGi3mdHXRUjs7/GoQ0gcV9OJFVyqt1ejokOfDOhUDBq7w/EPKRFTO0KVOMHAXGqGCCMKPnCy2DdxRNszJMQttX3NdL15quy+oeO8QJ45E80zOIBArsHDOUkZgx8wh8XadOamcOE93HpscAjkFEB+Lf/cL4TsHm6+dTm7IYrf6hhaaOaPJ017s2LNJBoz/AzV0QNOof6BP3a7sTEJg54GJRqNZlf+DTWV4OPfcz2bXBvsNVCROSdxm58XtLkfACSkYo86ft1gNjhALJnsRcFP6hZBz/PibVFvbQMjjXFvToISgl3/5vAqBxGVsTvNCFeOLCzoIQhGeiydIflWVtSkT/NiLovnejUQb5p/IviXMOVBJJ/OMzr5na5+cwoAR7IyJ42Diz+rqWiopLrV2RBt6C4fDyoMxEg0rpwT8V1lRpdQRmdjVnFQ/A4ZYvPGwDYhwl1Yj4BQDVrdiIWj5smuVNorJHgQggXV3n3M8vzOY0P6X9lJJcYl6/4uLimk8PK5UyiiDGS/hml05klOAYXuZIGSEx8ccFTYQogTPaHhJe5WmMODpkywKFildOm5ZmTAyJxerDO2DfUmLLOOGiUOejlS2lP6enD3y0o0T/3us1KF3HQQyWUu+t3WSAQNLqBWXLrk632F1bX1uSb/4xrz48nOWrhuCExiwVy9sY2Oj1O9SJSmVpGPxSkvxtrKzlAzYuI1DooQ0bCbnppWTS9fX8PAgDaaJ3YOTEw4mstoEA0VUWVmV8KDalf0q1RqYAafbYe/8Xgwpo7bB1IRw1nAxhFSTLOmKmY7gGY1wNSbrEbCaASOkBuUAoQ6eNbNpyoRhEgMhzv/IsTds8fdAAhGcFXgDe0lrGROQ4InsThwu7MBXrbheJVjxIqVlwMakYR9GuJKXCIHoIxmqcCFZIGbM+LCpOLGhQVUezumYut7ei1z5yEsHKs1c0knBCK3AeRweGsRpUjY75KrN1kkGkg28oylFRRgfweeJqeIdhzYPiRnw/mVDqFYWDATVRR4hhNin8xe66PyFM1RWWk5XLFox2S1Ury/sf5bAoJ0gXBRx5rxCuIy6Xd984fyltGD+Uq9AMmUephkwnqqpqfPM7Qq2U1QByZZpQjqB1zccIJx2gsKHOpXa3JMnhSdF9XUzCR6Wyehi99nLTBgopzZjRmPWJhyuGWzdwYMqFE6PyEaH1JO4dGdKYL5vvvWa+g5WVdXShYtnSKB6TzSqpLyoSvgvlRPrrJnNdObsCTpzNuZE5QThvJVXVKmCBdCwQSIun5Ydyol5YAx8o4dHBh016yVaG7LNXbXihqwvwnbilREDxsGF9AhvPTcILxASkEMSh+QK54VcCJIJGDjUUU4S7EC4GTL5CwFITghHwkdtOsHGlayAB9Rg2fpQQKJaFCdR+Qsx78wWauDu7rM5TQjq1JOnjqjL83RCbGtPz/kp/5zIazmnCZh8GGYPlDGXUic3JGK31c6JYJo9q5mWL4Vjo7dU0RkxYGNhRgKJVOcBKpfhkSEVpwbGnQnh4IyPwzMwVpXEAC0blXMm4zrVlm2/TiFtzzgzlUQ79UWGCjKZNgZ2wWBREcGpMRtiKTgb1KY+YxRbMNMTLvdj42PKeROXdPia4NKFEKDDR15P2AUkY1T08Rrh24m61tmaQTJdD4SZ3r6LWWsmMx0vk/ZeVEVnxYBjSQPqlDpOMdrhIbXBYJjGTR+qXTBgpNkrK62g4pISioTDKl7NaGPYY6aDCMcqHHp85MCMEVKEF8hpVXEmm2u2LdYDBpys7qXZfridewhA/YiPMVRbBqViwGiDMw8bcjaSMGqfGu/W3DmLqKf3gtKe1tVdGt89NLw/cib5npOV+ENOhGgkqorDx1Os7x5P+3Lgm1tTbb9dGH4PQ4P9GfvlOHWCvOiQlRUDBmBwyoJ6DFLp2EQoDWwNlZXVSmpFTC1uhQbhw2MwXPUxIaE2Cg4DiIkzCP+GPvOVUqkq83XN+bouOOLAlwB2P5gU0vkj4B2ARNJQP1uZUGCBzNQ+B7sj7Jigq65cla/QWrauTLJd4VJ88M1fJhwb+5Yoe5PypsaFyOOEWFjExdpJboYbmV0XCp8smLfEbHPb2+XEgDG76SW8cNvCQU73MTJWNt27GvaVkZH8TE4RC5vqt31TeQBvIwCJ1oj/zsU+zAw4/T5DQ4eEG2YINvy3jvzKTNPJNnifcZnyOsEMWF1VrzSScI4KBpEbQSoP7my0MtPXC82ecnJLYB/3EjbQWl254nplG/cCZc2AEV8Lx4bp8V2GpJvJ4oyqQHgmnxkwbESGtiATfLht/iIAbVC26sGKimpaMN87t3kv7pJZBgxzGRgpci6bJb9Iv/Hrme4YBnOKFggoE0dRMOaUGs+QEbGh61Kp3mETB8OeTjANGloZs9i52W7enEWqdKEXKGsGnGzy2TBgqK2hioNXM+wpdibqdgN0w9Mat2W2/bqxA94eEyrpTB0VjRWxFJx6b80wYHx3DiVRPafq3Y8MONV6kNJSxTVrmlJXg9nCocog/A5hKZ5Be9X5LNU6cQlB2cLG2XNc/zBYzoCzWREYMOxpUGeHHQ4Jyma+Zp8B48XtcHh4wPVYOLNz5nbOIwBnw5kzZquEGyhQjnOD5PxmCE5ZSBfLNBUBo9AJbLfpVMSQ3o6fPJwRhPhO9fd3552wMEVaTmD3hjMavPoN8osKfvrmqiQ3S6+hWTNDGe271Y09wYCzkZqtBsKq/mBHgiMZHMsQG8jFFqxCNr/7wQcB4X2GxBFzTkwfb493B2FKTFMRUA5B/anDgmBCQ2pItDVLsHWiZOl0b2izz+dDO5xV+PpEwuO+FpjwfuHdcbOQhScYcD4cSmMNkGCMF9oIo8qn9fFanEMADBkfukR2t/hZNDTM9oQ6zTlkUo8Eu+XFi+mTbkA79dZh805XCD1D+kqn0kp6Bc98ngdKPi654irXlvdJib0AACAASURBVMgM2GLo4xmwxV1zdwWIACRceEqnI8MWbJTjhDkHz8K8U2hkxu4LTDJlwHCghI8KU/4ggPwVVy6/XqWZdYOYAVuIOtTP8OKGmoqJEbAKAdSJTVdqbj5iGwVRV+eJyfh72D/nzrlCMWKE+xUKmWXAnV0nqHta+shkGKlMWr1TU00WCp75vk44lkEV7Ua1P2bAFp4uP6aYNCQmszlSVXukBw0gSxlCFryVW9XC7fRUV7ipx2feMjc5QULEsnCtWH69uUfyoBXi7YfSxNvDTPTm4ddMrRYqbTBqs7kNTHXKjTyFAL5/eMeWXLGSkGrWKWIGbBHSUPkNDQ9Y1Jv93SDcAM5iiOOGxI6c3UglB0IIAlz1pxMcyrBGhIkZoQjw1oV0puuRiaB+Zsh27R5ClZBBrr5+VkZDYK+WL0Mi+sxysmc0iEcamy26gMxlb5qw/4LpQqL2Q7Yrj2yBr6cxt3khLXbQJswM2KLj4jfbb2/vhaQejEplWV5FZRNlzFQcczQyEaMdKy4eT/FpRmFLKYQPvUXHJqtuamsbFCPOJME+nLmWLF6Z1Xh+esis+vli97m0STdw0ezuiWXRYunXT6cg+7nim3fV8huoqqom+04yeJIZcAZgJWsKFRXUz06XNcxm6pB8EbtnZq7IdhYOh021NeaCeG4U6UCcJDLnIFuTFanusllrPj9jOGcZjCEdxvkWrgTNDTQC0z3EzTBglANFWcFUZMQRc+a6fH6LEq+tcfZcWrHsWkcWzgzYApj9VGABcaZOZuOCtIYUd0zWIwAJGM5BQhNUpep0l6UcJNQ0Py8qKBlhRshrXFc3VR0/qHLJJ8/NbDbrFS6Q0BIxFSYCCE1CiJLdxAzYAoT9kuMZKrW+votKnewUQfJitbQzaKfL6gOHOSSi9zsZUi4cZ2pqZqgCA6BU0q+hKYDknM75KqZ6htMVRzP4/axkO/+5zYto8RX254v2LQNWWaZGhqi8vEqVeHOL/OR8BTv19OIZTuAGyQwu/rBDMtmHALykU9mF80UNHc9o46XgZAwYGp/DR1+nSCRKMKukkpBVso2eC6rEJFPhIqAcF5dea3uCG18xYNgtUbWktLRchRngxaqsqFYfnUwcUqw8Vn5xvvJCzlZIwumyOlm5N4XWFxyzEO+brO4rPirLll6bdeEHL+AJFTPi7eOlUzjOVFbWqFzyyLseT2DKh9561XQu9uERhDD5J5rBC3uSr3NAsYYVy66zdXmeZ8BQByFkAM4QqaQ31FhFovDxsVHVFuExTjBlPzBgqN9g+zXjeGXnacNlyfCstnOcQu87lSoa7wQ+LH4s4JAoxGhwsF+V0oOWJVY6L6pi03HhhMYFMcGnO4+bOhJKgjaZmMNUh9zI9whcsWgFzZtzhW3r8DwDxguGW2mmhBsxShzaSYiJ9cNtGenzvOLNyVKwnScy1ne6zFkw2axYjpu9sH8yFo2gLpG9F6ZcIvFtOHbiTRX2Vl1Vo6T/M2dPqWLzuLTjsmHW4RASNfI8O+kfYRE03I2NCCBLFoQGOGQhN7vV5HkGPDDQRyOjyb0aUwGCWFao49KFaGQLqh+kX6zNac/nVHjCTokwJSb7EDDiuJOpojEybPJXOOBkYtUqp0u/SPl6/MRbU7rPtqoamG8PF1mwaqvyth+8T6igBKk4nhnDLAKBD1qXtw6/RlcsXEFVVZdKNqYCJK8ZMBYONVR1VZ0tjlp+YMCwlcNu7hWCVFJcVJLUTumVeebDPFKpov3kkAXpt7v7nFIvDw0PKrn9yLGDlmwRJF7UA3bbPGPJYrgTRxAoChap3NHQ5nWdOUFvHHpFScmGc19T41xqqJ+lfk/n8+JpBowF4aabK1VX1SrHrUSEm/X4+Kj6PRNJGbYl3HjcJNjHYbdKZuuG2hm3M7TzGtXVzSQk7WCyDwGkrEyGMc461Gp+sAUb0i+YJD52+KhZURKQCyzYd/byvWdIwEjdOzw8pC6GiWjRwuU0f+7ilFB4mgGD+aYKGTC7yVAHlCVhwP0DvYQcx1AvwEnILLkp/aIYeHh8nMbDoypTFdQf8etDKAUuCFZgZxaPTNuBAeDiAO1EJhefTMcp5Paw9dbXzUqq/cHvSE/pdZOA4d0MJ0x4NFtByIMO7RCnmLQCTe4jEQKzZzUrSfj1gy8rb2qYRKeXBy0IBgwP6cqKKqVmgqc0nE8gFUYiKEgwohw2QDC4x2cTiknHYxQIBkmPRqZI0W4x4GThRJDgcYEAM/OS01W6V7OuduZkIoV0bfn3zBGAgxKcspIRLkFLl1ydeccOPQEnql+9fkAxysGhAdNOVammNx4eIyTPYWIE7EYAl1zwGpjdcO5w4Z0TWqAy2CGG3bMMGCom5Gy1yjZjOGjgFlJcXEyQfMFg4wm5ZY20iVDfQtUVP35Ndb0KeUAhbziHOZkpB5uIGEfc3JORcjgjoaRfo7KR3Qcs1/6ZAeeKYPrnU9uCvZkdC1op1OY68OJeCofH0i/SZAuVxrI7VmCBiRFwHgFBixYsUzZjzzJg5GuFFJdMt+48aLERUVwAmbegGrfCBmV2HTFbbr/n8DA7/1TtIIHhYsNqaCvQTNwHtDrQ7iQi4D5jRqOyFWda5tCuGaNW7/P7nkEJIsv9F+B01cOxvnZtHfdrAgEIeshTgffScxIwVE1+UqGawDvnJl4KI8p5MQk6YCnYDlSn9pkuT3QsNtj9PNFgkD9/vt0yzVc8Cl5JSGP/bvMIfkHAcwzYT7mVndhkSNtQx+UzwQkIN0KWgu3b5RkNjSlD8dwu1ABTj8pgNdhHL778nKVAGIwXfzqpubJ0EdxZXiLgOQZsledzPuwWjPaDA30FkRiew5LsPbFwxoIHJhJwJFNFw0HEifStxvhwfsS84K2Pv+MC9trrL1quduYUk/aeLe49ewQ8w4DhXITbL4cFxDazECTf+GOLULFkzCH7481PxiMABjdzRlNSUJBgYOnSaxwBDU6FFy+eUUw39s5LOnHyiHKOtJJiWa4umC7GYOXY3BcjkA6BnBkwHCbAOPEBzbbcnLL7DvQQ+mKKIYAwCUjAhUSIWYWDApN9CKSyBWtCoxUO1QvGNyM+Th2ZrjrPnLR04WC+3T0X8tJ50VKguDPXEMiJAUNthBsrGChiUFPlnk21Qrb7XkIH6jKk2zNik107GS4MzGpo+0H3AgNWoUAXz04uNhwJ08FDr1i+eNiVIf0yMQJeRSBrBoyXqL+/d1JKg+RSVZm5FGx1vK9XgTY7L8Q+IzVmIVItCspzoQZbtx7vKIrSJyLEkM+cFaKZMxptnQPOd3wiDJQA7Ow6YemYyAbX032e8CcTI2AnAhBAcaajuq7MaIgoMEtZMWDYbwYGexOqjJFbNhNbHlRRXioWYBY4u9ohw1aqusd2jeuFfmEPTJU60Qtz9Psc0tmB7Q5Hglr4woUzkzDC7PTm4dcshxXJaFAulIkRyAYBaE+QcAmXUvA7ZRpT1TvFZH51CEtCIFxdTvouIXkTYu7NpnfNigGnqoOLiSI3MVJvmQkrYa/nS8cDmbnAgAs5VAKFM+LTgWbz8vAzqREAxvhyILHMwGC/SniBDwZSriLT27Il19jmDW2on2MfLZ3eePOXpE/LSJfr/rHqOVcEC/d5nE/wpFz8kfAugQkbgip8DJH5CjwR2a/iKWMGHFWq5x5TOVmRaB8DJrsNwPMZpcCYYggUsvo5/gwggTnCU5jsRcDIUxs/Ci7QjbPn2pYfGt8OOF+hqEJACxCyvFlJ+Oh195zjaAorQbW5LwgcRoUr/Anmh3C4TFS5Vk3RKn8kQ/icHtVTXlZBFRM5+5U8/e0Hn0QMgCmCahSqnUy9cxOVA8QtNSbtJS7lZGpCedIITigjcLwah9ez6e3Ik9Vfvoy62hmmVTh5C4JLCzNU1FdducrSGcDmiw8qPnBgkGfPdVrav9EZx/zaAqstnUIDggIbuJBBUEOBAiMsDalRYc40q8rNZYI4MyhyA+YP/mY3gQmjeA7WZpoBw04Le202hPzJqEZkEEu+l1BEtReEYHmxZm82e23FMwiHgUe0GzdgK+bv9z6QkWrmjNmE7FmzZ8/JeTlQ63V2HadIOEwnTh2x1cTCDDjn7XKkA8PclqrYTixPfJ2t2jCjMpYb+SdU9TpzEjDidFE3N1a2LxuCOhqlAOGVCDVUoToaTceukJ2uUp0j3BBR9JrJPQRwQ3/bzRuTxmbj0ggnFDBsg3p7LyhJAnkBQEijivzOBw50OOKRzAzYvfOSychmfX/slITBg3pVWUr3tI6mGDDEcojouRK8o6FiSFVSL9cx/PQ8bn+QflkNn3jX6utmqo85k3sIzJrZRAsXLFc2OfynGGokrJgyvgtgvkYVJVVEZaK2NuxcuEQh2xV8G06eOmL7ImKJN86zNsl2pHMbAGcEZ8IsoZ57rGKa2SfSt4PvAUrKul1xLy0Dhl6+0D1z029ndi3Y6So1bpCA8RFnchcBZLhbvvQaqq+fTRcudE2ZDC7UiN8GU453qDQY87lzp+n1gy87sgCWfh2BOadBYHJDFE2mGlAkeYLKNleC1mZoqN8zQmBaBgzJ1wnDdK7A+u15XGz6B9gJLd2+lZXCYaHMEWeMdHMp1N9hi1+0YDlVVdWYin4ATmDAYMznz5+mN2zIcpVoL+DgNTxivxNNoZ6DXNcN72YIc9kQoiJwIYc5A05bZXBiKiqikeEhiuoRgpQcjURIklSaGvw+XXsGpo/x3bD3JlszM+BsToMFz7DtNzMQG+pns1NWZpBZ2hofwOrqWpWEAH+Wl1Um7T+m1hPK3HTk6BuOSBsw48C7msl7CIDh4WKEC5KThDMaf3lPlb/CyXnFj5WSAUNch40yU3WBW4vxy7g4CKxVyGy3oIKqKL/kSZ/Z09zaSgTAWKEOrKioIsRsxyfcOXvutLLDQgpBFiGn/D2MvPRWrpP7yh0BXIz6+7sJoZZuEcxYmEfYg8VtUjJgL94Y3NpEK8bFTRC2MuAKWwhTZgjU1jTYlqEps5l4v/Xho68rxgjVcSLq6Tmv6kzjv6JA0aQjVaYrg4SB/NKI45S6TmfOnc60i5zbq+xa3Sz95gykxR3gG9fbd9FTKl+Ll5hzdykZMNt/c8Z3SgdwUkF+UaZsEYDkVaXSujElRwDqvqPHDqoGsJvNnjVHpZiEB/O5850qkU58qj0w6gXzl6ZUK3sVb1xqEUoSifCF1it7hHMGl2XYalnQSL0rzIBtPrWQePGxQ55dqJ0LOc+zVVDX1jZQUbDYqu7yoh/E6UMNm+jSDGcUqIpRBCFZdSAwYSTMwfnEf7jkzAktNJXP3U0A2fPZTfSnjq2Sa/RdVI5STOYQSMqAcUtGXB9naDIHZKJWHOebPXapnlRVk5AvOi4BhD0jebtXJDOIRsI0Hh6nCxfPWK7qA77wNJ3RMJvqamd6DgxVEnWgl6UsD+wMbLxIwuIlD2MPwJJ2CkkZMKuf02J3WQN8EOAtihvg+NioUvWxCiZzHM08EQvOR7YlC6PzzQycpA1MC52dx9TeL5y/LJbn1crMAdPGRWILOEg6RXCAg5raK4SkG7D78gff3R0B/lA1QxPhlMOduyu2dvSEDDgWL9WjyoUxmUMAFxYcRDAGeNvxh8Ecbrm08kKmLLwrpzqPqr2PJzBghE5BerSajp98kwZRRtBhQkz27FnNyhHOqJGKv7tBejRCF3vOuzE0jzmBAM48vnv8rcv+SFzGgJGiC6pnBtUcqJB64dWcS55scyNxq+kIuJkvGoy388zxtLGNYMLwFFY2a0E5h1JBo3LorV964jDgktHctIAqK3PPUJTJgvBtUvnkPRhWksk6/NoW9W2HRwbSnn2/rs/JeV/GgM0myXZykl4dS30IOE7a1e1xQwoGEzxy7A0VUpYJQSW9dPHVSj0Nhzw4RCGeFucoXl0NL2ZkSkOoEDL7zJrZrNLngel7rXIWwo+WLbk2ExhybqtHo3SRk27kjKOZDqAFxVk0ygVCzQxnPxbQzKCXvs0kA4YkB3VCvkhy+Lgp+6skFYJhBxmep3b0zX2aQwBpEsGE8UHQpVSZmuwmSKDZ2/YFlZaWUnh8nKK6rj5s8B4NBgJUUlKm4nKnq7ONGql2ryvb/lHpbE7zJY9pXCBwWYA/RFlZuaUe67C1R8LjbG80uVlGFip81/EdhC0/lW8Czh6iNoQm1Lk0LpkBLaDOJpO1CEwy4HxKumHYJgyoqqtq1cfNKjIuK/GxlFb1zf1kjgAkSuwJ7JIoHFBRXq0Ym9WES11X1wmVXIBpKgIwByDUCc448ZETYML4dyto+nttRZ/52gfeh3A4TDApqrjcCUJIGuz2eE8g2aKqlbLnawHVjtX6zp4IxYBxq4RNxatkfFwRFqEFAimnGStw3zulzFTso1yVc0J/qGMGh2DvvXSgvYpZYc9LUHVVjeWXLiS34EQqiU+WERqGD/l0wgUJ7x/ew2wJ3uVQyTOlRyCfhKn0q/V3C8WAkSQbm+Y1goQ5OISajZe8sSHJ4kWOqRqFUpEgC04gWKTUXoiLTKYqwe2vprouqxqzsDv1D3LModfOiDEflUBC15W604j+gWoaVXlwccq1rvDhI79i5ptm82MFG+qoOIlndElxqfo9U8L3aWR0iO2OJoCLFZlnDY0JqDzRxNMMeHCwz3JbT6Y1ZmFDUTFuI0P8AXb5yOIiloiZQkPS03tB2axgE4a0pWzCepQiE0nYFSNWNtcimj9viWm/ADhLnTl36jK7rMtQeHZ4SMIVFdU0Pj6qLsmVlTWTc8XewCs8E+ISg+bQgoYA38tIOJw025m5nriVkwiIv/vK96XXwo5gtxgeGlBONbHSZtYRPhA11fWmk/ob8b34eHBWMOv2IZOecAaGR4ZoZGR4kgFDkwFminh1eGVmQjBlzJmzSOVJTkeH3vwlhTnPcDqYEv5uMNx4px/8HRosOG6lIy6ykA6h2O/QAqICFZP/EBBf/eLDcmjYW0Ws7ZB847cG3oD4+EIqSkRgtFBrFxWVqFJaSPXH5A4CUKmhiMXlZgVB5WUVOakm62pnUKhpfsqFvXHoF5y/O4eth+ofTpDTM4PBlIR/T0bQYKBmdvbe5jlM2kePqpKx/I3y0Y5Nnar4/Gcekk7PHmpEMH04MxUXlSgGp2lCMTyorYwYSTvnBa9NxGBOd8mHuhlOXJnGeNo510LtGwH/KLJuZwELpFdMVGcY6uyz505RTy/saY6/Inm35fBKj3mnFynPW6WJQnnJYFHCteIb4EW/FC9tDN4LfDtxQWXyJwKuMGBDres2ZNPDk+DhihR/nILT7Z0h5VCnbFo2V1YBI1i86Cr1sYcqGxIbe5Hat/9GZSaMIEgoW7zhWKnqZUcjNMr+Fmk3ADZ2lGFk8jcCjjJg3NgQxoPD4wVCIXGkCYS0iwwvUHfZKW15Yc1+mUN39znbma9fsMinecZ8MOpUznSDYAqCZAyzD2dYSr/bkHpReYjJ/wg4xoBjpfl6PcXg4CQCZxBIPGxrcu4w4yOL/yUqJ4jLGbL2IAQNbZjyEwHEC+PyC+kXzJfJHAKIxkC6YKb8QMARBhxLjuHN2sJeT/OXH8cstgp4MsPujww8sKvG4rLrSZKuHOJg9+MkJ/m04+nXAntwpqFJ6XtN3AKZzPxYQxrzhp0XKntOBJPt7nvzOVsZMNS5+LAOoGABexJ78wTYPCvY0xE+BMkWRbunqxiNCxBfhGzeCA93X15eqRwi7SQwrqPHDqnq0cimB/+PWTNDKm7cy4SQTDBfDoH08i5lPzfbGDDUupBomAoXAWTkgTMVEyOQCgFcvmprGpR5CswRkRHZEnIajI6NqiIQfX3dyucE6m7kOE50+auqqqWK8krFiHERQLYurxDiz3t62Nbrlf2wYx62MGBOmm7HVvmrT8RwcrEKf+2ZF2YLZllfPytlxR7ME9oUklJVcBseHlIJeyDl5nLmwIRxEUB8OBi4mxTL7nbRUz4zbuKRr2OLT3zkCxLp4nJJlD4dHK+EGeXrpnl5XZBixsbHaHh4gNVmXt4oD89NpbCsqqGBfoShwWxBiiFCMj5/oUv5CaDSj11OevBNqK2pUyk1UyULsQtCxKAj/p09wu1C2Dv9io9++C8lVC+JkhFkM03E8UENxOE82aDn72eUsx323uL0of5GhWefKQL4hgwN9quL3CWC9dZ5r3hIxHOaF2S6hJzaQ13eqxLAMOU7AooBl5VWUGVl7k4QKotUfw/Hb+b7qZm2PnhpQiIZTJgyssDA4OVmjYAqBj8+5jm/AVRwmjdnUdbryuRBSL2IGMlFlZ7JeNzWXQQUA8YUYHuBQwKKNU8npVYcG1WMFQ4LyUq7serZ3c3MdXR4LCfLj52sb8TsYt+tLpqR61r4eX8hAO1JLO2n9whOYjMaZtPsWc1ZTQ7fTzBWfDenp76N7zBWfOI8Z+LLCmV/PjTJgDF92F5w20Oc5sBgLyFfMl6M+LzI+EAjk810Ro00fggQZ7uFPw8CNBcIeaivm6Vy9SLsAR+ORBcyrBB2qnB4THmZMvP1x55jn2LpHvEnaicjLzPqartLiA8fHEQ9cudVzJmsvKysghpnNVNFRZWpx4A1volGbDuwListJ+TFRiJO/IkayiBI/8jGxznoTUGbN42mMGCsCh9cBHzDDpGMYC+G3dggONx4raJS3uyQAwtBzVUj8X0sHheDxj6GYMixD8YlMkLM+LLlwObkOAQuUsYlGowufs9wmS4vr1AOmMmKIuQ4fMrH4bUM0wWYj18I38f58xZTaUlZyinjgjMw0Jc2cQbCnuAzwYzXLyfA2nlexoDNdg/PadzmOOTILGLeaIcPMJgsPszYO3ycEW+YjJkiNENlq5JSpQwcGupXN3UmbyMAc1GsVF36DHRgxNXVNcoM5URaSGhPRkaHVPiQHwl4zZzRSA31s1T8MN4nxLvjYmo4n05PnGEUeMnUxONHfAp9ztj7dAle0AZm3awZMEDGLRC3N86j7O0jp6SgyPhkRip8aEmIjD3VoZrGx5PJ2whcsiVmptJFmsbyikrFiFGlKFfCpQ1zAYOCqhVMCBJvX39P3piqIMEWFZdQYIIRIzQK2gSY8aByxnuHCmsGQwbGQhPq2wktYiqbcK748/POIwBNMDSKxUXFKpQOZl2DYr5UY8rUBwLfzIkBO788HjEZAlDnjY+NUlVVjXKkwgsvBKnCBjgQ8FRmym8ElKMkKnuNDOe832AiYMLwAwGTyIRRgPHG8r/HUigaz3M6xannDx9nMGGYeNI5aOX3yfX/6nDRHEDo3NjUSn/wF4DjMr7DeB+mEzNgH+89pFFlOxJEgwN9ShsB6QUfPKggYcvHbZs/fD7e5Aymfu58VwatzTeF9FpWWqb8Q1Il7ME5gwSAjw3X1DaPL1risgPnVib/IQCmC+aazIxnXF4T/c4M2OP7bdhsMU0w1fD4mCrhhtAfrhzk8c1zaHrIuQ4HK7svWpdq+U7N1YxLIOy5UK2xY152mw7zTk1N/RSVZXY98VNOIAATA7Q8wyODOZnlmAE7sVtZjgHbETYYjjGwGcFxJWaDdScrUJbL4MdsQgCOP/gPzNdJgrQGqdioYOUnL2Ynccp0LKiiwYSVjwaTZxGIRY1YU2iIGbDHthkfVNhzJbzkJoz1HpsiT8dFBODIgWo/sDnB1suUXwhAzV9X25Bfi8qT1UDDBKHIyprM4iO/+xkpRIAikXFlQIaNx8rCDHmCvWPLQA7YVDHYjk2kQAdSCUj0KOnRqJIuUXVHgzcb7OrKszUw5QMZU7kitMveurLwHkZSB44Xzf+DWVpa5koRiPxHNvsVqjTLA32WR/yIe+/5nctiFXALQxUQL2TJyR4yfz0JNSJXEHJ/z5AKMF0hESOsBoYAMGv8f6OWrOFwkS4OMJOVYoxulaIws7CiTMbgtt5BQJ2nsgoqLStndbSL2wJHQjgU4hKOP+2ghAwYA0EKrq6qSxtQbMekCq1PfFhRvJ7jqd3decSn5pIEPxZuo8XSPBYVq3cH7xGkaqlLCgQDaTMoAQGl4pKkpG38PeZVzMzX3dPh/Og4O7U19c4PXOAj4n2FQIT0ynbnPUjKgLEHlRXV6mavsnaMjxKCyIuLS1V8KZM1COADi9JrXMLPGjzN9AIGiXzIipAbORJxLA8v1IvBQBGVlpWpMDGDwLxh043qERoehm2XGa6Zvcz3NrjIVVZUJc3Jnu/rd3p9+DZA1ZzLRTyTOadkwOjIuMkbE8INH6ULkYaSKTcEcLGB5Mt2vdxwzORpYN3X35tWzZxJn9m0jamoEaMdVZJyUbCYne6yAbIAnoEpsLKicsLzHOcmfWUlq2BBAh8IXrG7aiyNbb6S+jb0OVvPPC0DTgY21CMIj0EsKoozICwB/5bPG2T1wYupPO2xLVg9V7/3h5drHHF7w4O2x8v6HSuev/cRQMhSeVkslSUYdDCI0KX0zHF6ZrJ4XwUwWPwHT1/kHID6FRIhTCEg/H+Mh+88sjs5kTfcqZ0ALgMDvaoetZOUNQNONEmorKGinl49x8kF+WEsSD1gBChqwLY9+3YMzhPjY2NKvY+LDmNtH9bcs/sIgFEaOQNUOtDIOBUXIWlKjLHC7ILvDghM23A2BBOGAIVLqhHbnW41eAblGaEJtdLhMN24qX7HGpWmVpDCIT4Pc7Ln8Ay+w25dzC1lwMYi4UGNHLJMiRFgydf6k6EcnWA3laTUunBoQ7A8M13rseYeGQEDAUjDNdW1FIXj0tAgFZeUEApU2K0JhWQOiRwZ2FBSE5ds/D3ekRUJYyAUGhJ8ol2LJTtyNpFN/DxsYcAxx4FqtQl2qymM0maRcFjZpu0eL9dXL772bq598fMxu5SRipGZLZ8IRsB5BCABx6dBhTQdK+RRllWd6WTl/CCx41INKdfsu47LQHV1bcILARgvGLCbZAsDjl+Q1THFcAoIj8fq16L+CEkrIAAADD1JREFUpio8gIIEE4TNR+KEqqpaz3kOxhyAum13bXfzQDk5NryGcQbszoHs5Jp4LEYgnxCArRgVgcyQyq8cGaeBgb4J598AjU9mAxRZF/gAD4rF6leoC8HI6IhKsoP/3CbbGTAWCKkUgeUoIpCrasLIj2wGODDj0omSanZLxnBaGBkeVEHbKGA/Xe2BcKPBwT5mFmY2LkkbpWZGcPzYqLLp4oVlYgQYAW8jEPMJEqpGLkiF4gWLpkwaWqzBoQHbF2LE6ds+kMkBHGHAxlyUYTxYpLymU+nlE809puMfnMh/m3mMZG1Ng2UpNo2yf5gnJHHc0lCdyAjahtu+FoglqwfTwMGDbQJMmilzBIzAeCT9N6t6ynwUfoIRYAScRAA8ANIpyK5MU06uJ5uxHGXAxgRhM4CUCGYMh5n4lJeKoYXHVDECxeBiXE5lBMolUxQ2GvU2IRWnI8wJ6gmMjSL3RcUlSuIy5gsbBJzMsA7MKZd5GXMxQgC84lGYDiO7fjeKygOHWE5mXZ0HVjPbhTj3ywgwAm4h4AoDxmLj3d2hFoBaAv+GerdQ49pBsEVA+o7xdF2NE3PTv0SQUvv7eyxPjqE89kYGlf26qqpGXQQg0SlGL+VkJixkHoNrP26Hsfq/45PY2IGJk30aRdpjaqBYBipoD4zYROyHFZcZJ9fEYzECjAAjkC0CjjJgMCFIsmC0qG+bStqzK+sKam0WFRdPSlYxqTYWbA6PuVjoSkz6TkUqnWEkktLRC20Q2D02BoO/ec89jAvnBcSnGcwJdhT8HbjBmcDu6jvp1m/2d+xjPwLcEZ83cfFCfJ5dlyyz8+J2jAAjwAi4jYBpBgwP3kSOTCr4eXxUMSN8WBGLGatlO6akSKh+wUxUuMiExGcsGrZRBHPDZR2Ej7Ri0CTUn/BYQ5wZ2uSqmsX84EGNMZO5uafbDKwHtgo8j6xKMfV5QIU/QY0O72tItkYMKv60w2aJCwzU6YZ3X7p5O/27SnwBT8MJ9bwdGDi9Jh6PEWAEGAGrERCb7/5tiQ+lqnlKgoqKpnqngYlAgoH0CuYFFSmYYizTSlipjCE15kJgXoGARuPj4wm7AZOD5AcGGku7FlQMH3FhyKELSzGYOJ6HSrdiIm8q/h3/Fs/4DdU3vLKFysdLylNara94qjo6fjLAATmEwXRTEfqwi/EmGhcMHxecsjL3Ep/gQqL2RtOUh/LQENI9psYpl/PCzzICjAAjkA8IiNve/l4ZL6FA0kS4ED6m+LBCEp3uAKMkYZXazDtevdNTqBnedZnYFFXMcnXtlBqcYCSQ5hFz6uWiCapGrdCUw5imxVT8uKzEh31hH2F3NrQMZeWxVHLZEM6M6m90aFIrkE0//AwjwAgwAoWKgGhdf0fmMT15jBY0AIa3NKTswaG+pJK512EA84X6HpcQaAsSeRJDuwBmiksVUoimUvUji1csWXnMgYqJEWAEGAFGIHsEmAEnwC6+VFz20PrvyVi2GJQ90yYlY8OOCybuhcwx/kOVZ8wIMAKMQGIEmAHzyUiIADzCUVXEqcLUvA3ZIaDs7zrKxKGijZY205xKFiNoipklu5H5KUaAEcgVAWbAuSLIzzMCNiNgJGlRcfITnuVITgKfhHj/DeUHoAUUc0UmNvypStGRoGg0rBwNozAdCDgeliEYX80cvg+Ih8810sBmGLh7RiDvEGAGnHdbyguyCgFIlrB1g4UFA0UZp0/NZR5GPdfRkWEV5hdjtGCY9rhsQIKG/wMc+YJFxSoywEzWuFzWyM8yAoWOADPgQj8Bebx+Qz0LlqWc0KJR5blvFB6PMRhJmghQVI9MJjcxkqxMDaUSE+rdSwzQSOwOb/Pyslh4HoTKbJOkYI6IM0cctZEhzM3tgQRdUlo26VGPueRaTMXN9fDYjIDXEMh7BoyPcDg8prx843NOe20jeD6ZIRCfO1ul8oxGSdfhmS0mEsOEY9KriaxmmY2cuvWkGngis9qk3CqlUvUaoWEGI1OSbhix6oO+cHKDmhoXDVxekDAHYW/FKndATJ3NxAgwAuYRyCsGDC9d1Ic1Yn+nF4rGjb60rFzZwfAhjH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