Physics-
General
Easy
Question
Starting with the same initial Conditions, an ideal gas expands from Volume
to
in three different ways. The Work done by the gas is
if the process is purely isothermal,
if purely isobasic and
if purely adiabatic Then
![](data:image/png;base64,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)
The correct answer is: ![W subscript 2 end subscript greater than W subscript 1 end subscript greater than W subscript 3 end subscript](data:image/png;base64,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)
Related Questions to study
physics-
A given mass of a gas expands from state A to B by three different paths 1,2 and 3 as shown in the figure. If
and
respectively be the work done by the gas along the three paths, then
![](data:image/png;base64,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)
A given mass of a gas expands from state A to B by three different paths 1,2 and 3 as shown in the figure. If
and
respectively be the work done by the gas along the three paths, then
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcAAAAG/CAYAAADPUQdnAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAJxCSURBVHhe7d0JtwRZVeb9tJFZEAQElLkGqopRUOlWUdG1uld/q/5qdtMutZWhKGqmGIpRmefB7vetX1BPsesYmTczb2bezIz9rLVXzGeKiP2PfeJE5m/9f89p1Wq1Wq3WwvSfnp+2Wq1Wq7UoNQBbrVartUg1AFutVqu1SDUAW61Wq7VINQBbrVartUg1AFutVqu1SDUAW61Wq7VINQBbrVartUg1AFutVqu1SDUAW61Wq7VINQBbrVartUg1AFutVqu1SDUAW61Wq7VINQBbrVartUg1AFutVqu1SDUAW61Wq7VINQBbrVartUj1P8IPqs3xW7/1W8/P/Udlv0ztu2n/XVXTvXZtugSXUP/WZSjX6f/7f//vRffnf/pPv44j+lq9PDUAi9IU9eKeu6izvd4IboJ1+++q8ZRc+42lvrGotuW11791GXJ9uuf/7//9v5O5Lt33L3nJS164/1uXpQZgUZpibBLLWVcdc9W69a3tND5VZzrXpvbrtm6dWvEDrlVGwHfIh9/WadUALEpT1Avdk16m5GL/7d/+7empLxd9X/y3V9q8aq5ds0+3d+sulOu0Xodz12nrMtQAHJSLG/B+9atfrX75y1++YNaD3ytf+crVK17ximm+n/4Oo7nLcGzTbfZptY6p+Ieo7/3LVgNwRuD3i1/8YvWzn/1s9eMf/3j1k5/8ZPXTn/502vbyl7989frXv3712te+dpoHQTcAELZup/FSbAC2zlGuw1yLDcDLVgNwkOb493//9wl83//+91ff/va3V9/73vdWP/rRj6YL/TWvec3qrW996+pNb3rT6tWvfvUEwdodehutOxV9g/1G1fG0Wnch12C9DvtavFw1AAcl+gO+r33ta6tnn3129a1vfWv1wx/+cPXSl7509YY3vGF1zz33rN7xjnesXve6161e9apXrV72spcdLAKcOx19g7Va56V6n/b9ebnqfrsiF7UBL979Ad7Xv/711dNPP7167LHHVo8//vjqqaeemoD4ne98Z+oW9V7Q/oe8Aca0+uZqtVqt46gBOAjQRIC6P0WAAAh+TzzxxOqZZ56Z1ukS9X5QV+kxBHqxVqt1fup79DrUACwSAeoCFdl55yfS++Y3vzlFgqaWrf/5z38+7Wd/1jdBq9VqXZ4agEVgJqoDQBEe2OkKNbWcLk/qJ8BWq9W6bDUAn1eiOYADQd2gTLRnmu7OfAhfvwFstVqt1uWpAVgUCOreZKBnmoEugZ/RoCwQbLVardblqb33BgWIBIC+9wv8WL7/a7VardblqQE4KJGeaeCWdYCXCDDRX0eArVardZlq7/28AjwGdCyAi2U9+DHzgWSr1Wq1LksNwCKQS4Tn113YGO0lGsw8pZu01Wq1WpejBmBRAAh8fuOTmQ8AKVFirNVqtVqXqQbgoEAwlq7QCj3L3f3ZarVal60G4KAArlqF37jdcqvVarUuTw3AQQFapuOnEKCXwTANwFar1bpcNQBnBGoBn4/gG4CtVqt1fWoArlHgFyOwC/gyzfpWq9VqXZYagIMS+cUI4BL9ddTXarVa16EG4KAx8gsEK/wagK1Wq3X5agAOqvAbIRj4NQBbrVbr8tUAHJQIMP8IYTkApMCvIdhqtVqXrQZgUWC3TQRYodhqtVqty1MDcNAmALZarVbretQAnBHgVYsS/bVarVbr8tUAHFS7OatRR4KtVqt1PWoADgI7nzv40D0/iJ1PIFir1Wq1rkPt0YsS7VUA+j/A/Cdg//xZq9VqXY8agIMCwAq/+se4INgAbLVarctXA3BQjQADv5jljgJbrVbrOtQAHFQBGAjGOgJstVqt61EDcND42UO6Q2MdAbZardZ1qAE4CADrz6BRIkIAFAkGgA3BVqvVulw1AIv86su///u/r371q1+tfvnLX05m2fpEg7FWq9VqXbbakz8v0R7Qgd/Pf/7z1c9+9rNpCoKiQQr8OvprtVqty1cDsAjoAA/8YokCATLgY/VdYavVarUuTw3AogDwpz/96eonP/nJCwBMBAh83f3ZarVa16H25kVA94tf/GIWgIn4EgG2Wq1W67LVAHxeAFcjQAaA3gnWQTCBX0Ow1Wq1LlsNwKIAMO//RIPj+78KwVar1WpdrhqARQAo4gM+IMwnEABYIdgAbLVarctXA/B5BXIgCHzMPABWNfxarVbrOtQALAJAwKsAtI468mu1Wq3rUgOwKACMJSoMBFutVqt1PWoAFlXgjeAbl1utY2ruGmy1WodVA3BGcTqZdtdn65Sq11+s1WodXg3ANRqdTr8DbJ1S9fqrIByvy1artb8agIM4mLz/yzIFgA3C1rE1d41V+GXaarVupwbgoDia6nCo/wmidWrlOhuvyVir1bqdGoBbKNBrCLbuWgFfQ7DVur0agDOKc2EVfBWArdYxlWts3cNWX4Ot1u3VACyqT9WZEmfzkpe85AVr59M6hXKdmY6W9a1Wa381AIsCwBF+rEZ/sVbr2Mp1tm7aarX2VwNwC3E23QXauis1/Fqt46gBOKMxEuRwWAOwdVfKNdjXXqt1ODUAt1CFXwOw1Wq1rkMNwC0UABoA0wBstVqt61ADcNDY/RnwvfSlL53st3/7txuCrdaCVH1C/ELrOnSRAMyF6P/68qe1h7gwk279OySgA0DgiwFgq9Vapg7ha1rnoYvz5MDkz2p//vOfr37yk59M9rOf/Wxad1sQVvgFrkkvkWB/B9hqtVrXoYsCYAD1i1/8YvXjH/949b3vfW+yH/zgBxMQA6x9IJjjpJF/g69ABb3RWq1Wq3W5uhgAVkCJ+L7//e+v/vVf/3X1rW99a/Wd73xnAuIvf/nLafs+knYiv1/96leTBYKtVmvZiv9pXZcuLgIEJt2e3/72t1df/epXJwNBALStRm27yrGiPyBNFJgL37ZY1rVarVbrcnVRESAg6f784Q9/OEV/X/nKV1Zf/vKXV1//+tenrtCf/vSnL0BwHyUP8KvdoDHLWde6XPUDTKvVoosAIGcFOiIz0Z8uT9ADvy996UsTCL/xjW9MENQ9ClK7Ku/04hzll3nW8Lts1XMZq+e41WotTxcTAYJP3v3927/92wS8r33tay90g37zm9984V2g6G0fxRHGKcY4ysCvIXi5Gs9r1rVarWXqYiJAUBP9ffe73526P5n3gGBoHgAtZzDMvpJXjQxiFX6WW5epPnetViu6CACCDgD+6Ec/moAHdqCnyxMQgc+ybfbxHnAfBXSxwG/d+lar1Wpdrs4egIGPwS/59CHRnsEwgJf1NQLcF1COq5Fe8q9T1ro89febrVar6iIAKPrzobuID/xqd6duURD0/o+Z36cLNGCLgV2AN25vXa4CwYCwodjaRn2dXKfOGoBgA34GvwRyifT8+ov1IkNTMLSP+fopxG2BlQs/P4WWH8Lum+FylXPX57HVWrbOHoAiP12doMe88wM668Ex3ZXmGfgx6xOxbQPBOMP6m5/mmR/AfvnLXz7Zy172smnbKZSy79P1mv1Hq5EtW4pyfut5Nm21btJ47fR1cz06awBy1LozRXe6PxkY+uDdepBjAZ9oMGa79bd18i52wAO+UwPw0FoS8FqtVusmnX0ECGyAp8tT5Bf4gVsiGRC0TlRoO9MVuisA7ZsIKWkHgP4LEPwCwFM8CSb9XfJR5lrnLNd1+6TbarVa16azByCwZaCLSLCCjQFVAGibfRkI2m8X1fSYeZCYiwDvAh5zeaYdYlXjMjX8Wq1W69c6+y5Q3ZlgpusTAC2DU3Xu9gsA7WNfELRuDgLrZF9pAWeNMGsEaHpKAG4ClvJpi7z3ZModeI+qaezSLq1Wq3WNOksAxjlz5IBXoRYAUhw6Z5+uUvv5LlCXqX3nQDCnCj/gDEzIgAngi516AMVcXsqb9lFvbWSqG1jZ1WUd5KTHGoKtVmvJOmsAcuSiOt2fgBYAVqjFkYOVfcHP5xJGi4LBtgCkAFC+IAgw0hbxGQkKfqaWz0HaAvDzc3Cm6g+E6rAOcNZXa7VarSXq7AAYpwxEHLzIBvw4dvMBEyWSYdYBoJGiQOCTCSDYB4BzEWAgeMruz03SRuqnns8+++z0rximQKi91CF1TxtFjrUtbc1arVZraTpLAAIP2Ini8gsvAJj3enNQs8420WI+mbA/kAWYN6kCkJlPXiAYOwcApo0Ar/4vIiBqg3XtFJ1DHVqtVusudVYATGQCWqIYzt2/vXPq6drj+OciFuscB3qJGAPMdGVuUvIOABMBBiKAcQ4AVJ60ke7PADD/iTgCcK7eyl+t1Wq1lqiziwA5bV2for/87ufcu605Ayz71HeG+cUY22+SfcBSHqx2tY7gOyU4UvZaT22kjh4QdH0CoAgwv4dq+03gTx0agq1Wa4k6GwBWx86Bi2z84W2NakanXqc5HvB0DYqOHAOIOe4mga80xugvkZ/3f8z8qTTWUT3UR/3y26jAx8DQg4P62yfl3wS4hl+r1VqqzgqAuu1Ai2MHP5ENAHLqtftztBwPDtKwbz6HME3keJMAQxryGQFYR4GeCoCpn3LU+gGcNsroT2a+vitNpFwBZ360VqvVWqrOBoCcO1AZvKLbE/yYqGYc1UjVeQcS0uD4EwVKCxTMO/4mVeDESNQ3/hLMsSGYssQCZnVTp69+9atT1Ad82oepL+AbDWv/qoZdq9VqvVhnBUCRC+cu6kv3p+jP+kR/NXLJ1PoAy366/wJTx4sqt4kASVqZJj/Ay79BMFFgLceuStqbrO6XeoFfuod99qCNdA9rH/W1Le89A8B9y3iTajlbrVbrEnU2AOTkRWkcuG48loEs9X1WFABVB2+fREqOEfmBAiBsC0CSTpy79AEQ9Op3gKdy/vJRJ/Wp3cM+e/CAoJ3UL/VNezmmAdVqtVrrdTYA5KzTfSmaYbryQHGTMwejsTuyRkzSCBB2VQAr/WrWnVLqk1+50SWs+9OoT13F6R5m9qn1PTYAT90OrVardUidFQA5bRBkADZGYlVzYIrZFqCCgam0dlHyM11n+2rTscody37aRWQn+vPeD/y8H9X9KerTVvZR10SD1qXtDqW5srVardal6mwASNVhA5kuxzr4JCMwGXHC2c8+r3zlKyd7xSteMe2f/eK0t1Wce9Kv02w7hsYygjZ4i+pEega8AKCuT/Az4AXs8qCQhwcWKO4K/nXapf1arVbrEnQ2AASWvGsDs1e96lWr3/md31m95jWvWb32ta+dptbZllGYOcY623/3d3939brXvW4yy2Do04W8t9tF9h/hZ3oszcEPxAI/wNPlGfhlZKv9Ui7zoOe4WAB4W4Cl/aQTa7VarUvWWQEQ/EALvH7v935v9aY3vWn1+7//+9P0DW94wwS2V7/61S+CoEjPOvu/5S1vWb31rW+dpo6xP2jWaHBbKU+gF8u626rCIzCpaVsGMt2ZifwCP1PvAgO/HJdjA8FEgZbn8htBmWgx2+sxNK6r+1VrtVqtS9HZABBggE3UB3ZA9o53vGP1zne+c/Wud71rmgc2oAsERXeACXR/8Ad/MO377ne/e9r/bW972wRP2+wDrtuqQmWEX+wYStpAAmDe+4n2DHrxzi/f/RkNClr1mJQJxGyr3aAjpGwDV+mLJDPgKO9Lc8ycksY6bdrWarVa56SzAmBg9uY3v3n1nve8Z/Xggw+u3v/+90/20EMPre65554JdK9//esnCCZaBDrge+9737t64IEHpul99903AVFaukYBcxdVsBwDgptAAmJgJPoT9X3xi1+cvvsDQgNhAGsuYrPMbAOywMy6lBcUa7cqk6ZvJusnI46pWlffQ7VHq9VqnVpnB0Bw+8M//MMJYB/84AdXH/nIR1Yf/ehHVx/60IcmuIGa7k1QA0HAFBnaHyg/8IEPTFP7gihg2mdbAFZHbv5U0V8UgIEUKIn8nnzyydUzzzwzRYDWgVSitOxvajnwy6cRgFcBaRvQiSR9TwiqpvkdUdvk7VhpUdKtVtOMZd+UpdVqtc5ZL/kfz+n5+TsVsGRAC7ABocgO3ERxlsGIA4+DJt2lQPdHf/RHU8T49re/fYJe3hsGlDe9B+TUE2194QtfmCIj8Ej3amCqC1Z36m1hOB6feeUQ/YGRzx0+97nPrT772c9OIEz0pw0CoAohUj7dx9pBG+hSVnfp20e3Z4WfNPPzaYn8ki4pj/XVrEue1QJG85Q0otu0V6vVah1aZxMBco7A4hMGTht4MhAmZrkCzf6mBrpYbzvomTre6FH7giq47qM4ceWrdijV9OQFuiI87+YMdkk3pXnwSmQGMoFNgEPmpQGizDwDrnR9Gkjjl2RElo899tjq0UcfXX3+859fPfLII5OBbjXrbH/88cenYzwgOD7vJT04iCCBFVCVNZGkfJXpkG3WarVah9DZAJA4SVEaWIFb/n0B5EAMHE3zaUPkmOwXMDL7sHRjbqO6H8BUAEpnUxR5WwEFYIjyAASsKkiURf7qr55pn5QpZQ9E8z6PgSGoiiwByzvFp59+evXEE09MAAQ5keanPvWp1b/8y7+s/vmf/3n1f/7P/3nBrP/MZz4z7QeajnM8GOqeFTmLWEWVAAuGea+oPoFxjR7TvtVarVbrVDorAG5SABSwxelzmpzpoZV045jlX+02Go/PsvxEeCI98GMZ8KK+HgBEtbqD81lIvo8MEJU1AExX8QhA0Vp+USZdvk899dQEtUSEMcuxRID2jYFgQGgKhmN06Me762CbRIiBo7IqZ6LVCshWq9U6li4GgAQCNaqjAKraISSd0RHLM/keQwEgUIEfUICY/A0Q0rXrPaTPPIx6zachGRULgCQNxzHgs8wCVhAUoQETGOYbQ8DybjBdmul+tW/d33b7AahIEvQAMBYojoC0n/0dl4E30gdF7yGVT3kBu3bzHuqctlqtVtXFAnAuErttZEZxtnG81QHP5XlIcfoBIPgFgOot8gO/+++/fxrpatCP0a75NKSOdA3sKlACRWmDjejLPEs0Zl5EZl/wSXubaoMAWrqgBYhAJtoLCMEu3aoPP/zw1G2abtVPf/rTUzerblTRpP0dC8B5z6kMyjlCsMJwtF2173GtVuu6dDEABJ4KwECQqjM7FARjcbyBnzLQbfOZO15egAVG6SrUPSiye+Mb3ziNRPU5yH/5L/9l9fGPf3z1p3/6pxMMRYS2ixJJGiMAGbBYV9/J5b0cU0/tmu8xjcI1AlfaosyMKLWfNAJB7/10ewIa+AEc2Hl3+Pd///er//W//tfq7/7u7yb75Cc/ufqHf/iHCYgG1ogSHSv6BMGMSE35xkiQtVqt1iF0sRGg+UDpGJpzuIfOT1rS5+QBClQAwLsy3ZS6K6337s8oWAAEvD/+4z+e4PfhD394+ujfJw/eCdpPeqCZqC4DYcAkIAxU5K8dY96viiK9V5Sezyn8oo70TXW3gqERt/Kyv/ykLR9wVX5lF9Xp6tT1KdoDxTqytI4qFTVmEA0Q6hrV5QqI0vIgkKhVHgFkrUs9T5tkv2qtVmu5OpvvADeJo9L1BgjgwLmacoaiEo7ah/AiFhEKZ76rONI6OlJkw8mKhDh/XY+m3sMdShy3fIGPoxdJpRsRDECAk1dHUZ46MvW1TpsEmAwo7K/+QAZU2sS+YAUc2lDd8u5NGtrXMSJNYLN/PitR/8wzAIwlQtQF68cLgNLUsm32cYzjdeFKt4JT+zqH9b2kc5tvFFneSSqzfdQ33bTAqw0pMJ9TYMeq9rlOWq3W9eiiAMj5cdwiBA7f+yKDPwDh3nvvPToAOfhDAVCdOG/AAgCOH/xETMpgWcRDyuAXcESAQCg6AyvwAAVtAh7aRCQmbZABHm3jeODRhtK0LwNA+YOH/bUd06aiwJjjmbrX7zLBT/qAp21ilm0LBPNtpvJIW1mcI3lrY0BTLgBXB23PnGfT1E075T1ljWzHCDDzpnPzpM6s1WotVxf1CFwd2DpdklMDXQDg/Dn7DCYBYnDi5NUHlLyX87lDPnnIO9DRwADowDGwCOSAx/HSShpAKlq0ztQ65Uq0qGyW7Q9gwGb0KRiLRnXB+p3W973vfS/8bmv9STrb/EKP/TykGL0KktKRnjLJ07kNoNVde4gAM7jGg0H99CKjSr0/tJ/9PQhkII16a1t1V/5EittcQ61Waxm66D6gS3ZmHHIFIOcNfCzRbY3OgAqETC2LoGyLAkBtIiqSLogx6ZDjA1GwC/xEZboomW3SARBlEoFlMI71thsQM0aAeVfI6r94ACUzWhUATRPJ2sf+uk2lJVIERTCuIJa/cugOTYTu3aEBNwwUAVG3sfZT7kSLiRTHKLHVarUuDoCcGGcWh1bnY5cg5QyoOGpRD/Dp0gRE0ZB9QAfsYgFdVfYDDfsQeHD8iYII7EYAgo1uTl2UAZB0RJC6YUWlwKMb0jp5OU7kBpze66WrFEAdD5C6PgNIcAQ70R8AihxFhaLGRIrMOtvs6zjpKJ+6AaE2AjgDZoDPQJr8VJvPLqwTFRpIo7yJBkGwvi9stVoturgu0ABvtHRz2eeQkt6h0yRl5ZQ5Z06as+bgRS41aqt1rnWM1fUVjpZHAIoAASXdnUCWiM77OgaEIkwQFlGJtJiuRlARGSp32iR5xhybqBIMgTAQFPV5lwp8vmPM5xx/9Vd/9YL9xV/8xQufd4gYHQuy0tZOeVcKfvnU4p/+6Z+mn27zjaGRpcpqvzxMaM+UOeWmueVWq7UcXdQgmHSF5Zsxzo0DF2noVtMtx/mKYHYViIguxkEwnHgGwZgeahCM/NQJANVL9GeQj3UAJV95JZLSrairEKTUGRBEZI5h0tFO6i8Sc6z9RVO6KC2L2uznfVmiJPvLKwNWwJDsp321gbwS9SkbkFqXaNM8i7LNeXCc/eWTd5CApozyEnU6b/JWRoNt0hVrf8dLJ+lrt4BdGUfTfmnXus4DQR4eannrPNX5Vqt13booAHqi57yBivMWEXDIIwBFIbvq1ACMgEJ51UPa3onpBvR/hroE8we/oqHkDwyO49BNHQskgKcdMjjFsY6zHljkA5rqmW5NcNF9qe2kL0qTB0gFdtqfBdoA5DjpAZQyjCDZRklXPSJpSC/vKxNF+gaRiQidb2a97crpGOVyTWQkqWuFWU4kqA7ySLlT9uTdarWWo4sBIBgBYCLAAJCT5Bg5flFMIsBdndldADDOnjPmxEFKHQArA0rkKYLLb36qr/0jEALEHAsQjo/lOOnLT5vlIQIY5K+7EkDlB4DSsn/y0Q66EMHPPGDJE6RGkIzt7txRXR/wZRvlWKZO0pZHPsNQh2rWiRSVPedcuUR8YKcrmYmuAz+AtE/yiWoZ6/pWq3XdujgAereTLlDRDAcoGjC4AgA4TQ50V0d2VwDkuBmHry7pGmTyirMHAvCzX3XU47H2rcCwDsy0iXbUZh4eQFB7WqfN5AWYAOiYQEW7eO8X+AGMY6RpH3lL274BYVUtKzmWVWWfHC8taUpfPurN1DHTmGXlD4gBrpZV2cEvkav6MPtlWsuQ+Vardf26KACKWABQ9515zo0TTAQIhJzmJQAwDjdOnwNX9tHBx8mnXvbNsTk+0dIIC8sVDtpRmwGfBwiDbtTbdoAVaQaAeZCwHTRBhIkgrbNdvoEgCwSVa04VfhWCY31YIJh2icmXpZ61rsrgWOUTsQKeMgOhc8msA0Nmvyh5mkbr6tFqta5DFwNATozTzvsr85y5d1W6/RIBcoSXAECqTr86fI7cNBbHzGq95o6tZh2LUxftAIKuQRDUPaiO0tFuHiR8qqDOAVwAqK3Bz4AbEEl+oORYU8spYy3nqAo/yv7VUl91i415gp/zH7PO9kjZAzv1zDRADADllzySd5V1rVbr+vTiO/3MxYF7smecF0cahxmNzvVSFMdbAVLrtU5z+2Z5zpEDBFCI+EDDsvYM5AI3UaCIGvS9G/RwIdLSviCoGzrfCGZELrA4L87TeB4sj0YpK9skdall987Sg49Rrgb6GPCTX6Mxr0dARKsbGDDVUcTrV2N8OO8Pfk19U5gBQR4ItAE4aofUI2VttVrXpYuIADkiztV7K86KiWA4Ko7auytOkMNO191NDnUUx33qCPDU4sg5dk4exDJQRNtqL6MqASXvDYGDauQkgpQGoEhP1JQuUG0PUok6bzoHAV/sJmU/aSciTL7KmiiUJUpk6Sq1r+MTGapH6sbMB+BjfqatVuu6dFEABKj8Q4CneQ7MgA9gCgA5PM5xV10rAOPEE8kAl7bUnQl+2lH0p/7qJtoTGYIFkMTxVwDYN5GSedLmQKT9x4eQ5M0oZRo1t+4mjenKF+ycN0Cvo2JFjbYpq2tHvdMGtUtYnaQV0LI5CMp3nzK3Wq3z0MUAUORhAEwAyFlxVLq4KgA9+XNWu0paS4gAAVCkE+fP8ee9Xh4mRIBAoS0TzQU0zL4AqM2cGxAAiUAz4IzdpF32HZVjcrzyKrfyA7m6OIfMOmXL9aHsaQ/n2oOBOsVsU1dmnlmfdqh5t1qty9NFAbC+d+K8OaFELRkEwwk3AP+jOGntFceebtC8+6p1Nc2gknQbVkkjkRJzfgIEpv0ZKFaARtkvynJdt6scW/MEwUSkMesC6Jj9KSAEuwDRNaedGDimizR1lV/KfJuyt1qtu9HFATD/Gm7QBeUD7vwSzJzD3kYcYABocIT3jRyeqEj61xABkrbkxDl0AAR6UaBl0VIGjmSQTNozDh9cSNtoswoM8+BgP3DJuzmQCQCTVs5RnWZ+V9U0KgSZcqiDcgSKBvOoW6JcUpcAT3Scj+lNdRfbpp7aTz7Slk/KnTK0Wq3L0cWMAuVA47xrxMEJsTyN7+uIpFftGpX2AoSAQGQEEgRgHD0zH3H2YAH+GXnpcwnv1TwgUEaGGlXJPEx4tyYtcHHOomPAIueeBYLqBXDKDu7eCXqY0V2ef6Pwk3Hq40HKvh4ERMV+UFtPQP5yyQ+Cq5cueNvBESwTFeaabLVal6OLAGCgxMnELI9Oz3RXxWnVtKOa/rVIXQANAIHBFBC1X6IgEEg0R7aBg6hQlA18AOijed8OWm9fkSRAiKJ1VYsugUJ60h7PWTQuH0rSDAxr+QPB/F6q305VF++QtQmgAbpeAPXw7xNgyEDQOu+jAb5CMO3VarUuQxcDQGDKk3bsEA4naUi7ph9Vx3wNDg4QABAQ8m4sAFR/sNKdCVhV2iHgFPUFgkACHt6/irh0F4oERVBMJOgdY7oPqyr4jtm2yWeEoahPl6/uc/9c/8EPfnCaep8csFOiW13j/ncw/z0I9KJBddZm13B9tFpL0kW8A+SMPWkb/JKnb+9pODXdct7NccIcWt5ZbSMOK04r6XNq/l3cx92ioIwyFSWYWt42/XNQ6hcIxNRNG2pLkRonD3Dqp011F6Y9RzneeiAxTRdqokcwADvAyTu4gBaAUoZNmts+B5ib0pmTdJTPseneNfBHvcFdd6l3hOqnDuCdUbP5Ye08JDheHdPlmrYYVc9Dq9U6D13MO0DKEzwzH2cy5xh3EWeYCJCN0Kh5XYPUh+MGpABM/QJFlnd3VNvDsY4BCMAQKXkw0K2YATTSDlwNWtIt6oECZLeNlMZ9bnuOq9QjwAJm8BPBqkeiWlGgyND/MHrvqa6AqE2AUESYhyXdopbzizibukStG63Vat2NLgaAcdp5yjZvXdU+kOKAAkDOLY5LWnH4mb9U1bKnTgBQ29M6AOTAWd5tjY7a8Y4FQYNoREz5ybT8+S6gaFPvBAEQKETXlqWrjXdR8j6k0g6BIKCDd+qiRwEAwTDdvOomOlQ33bp6I3SL6g71nhAE1RH8teVNEJRO5lut1ul1EQCsDttTeLreEgneVhxR4BenRNLmKCtALs1Z1bJX1TZl9gM8UZoIx3utDF7RJqPsDx7AoavUO0HAEEGBiDSlk0EkQKirVboBYNq2WtUmOMztv6scX9vB+02AEw2K/IDPIBm/L8oMmlFPwBQhe7/5+OOPrx555JEJgiJBA2c8QKSLtF5PlDqlTdfVr9VqHV8XAcA4KuATdRicUL/jSgSzr0PkjGLVIR3CyZ6r1CuRXB4mOGzOG7iAMIM71kUyjgk0MroSOADQepDISErdoHnXCLTnJtcPCKZLNKNdRX5A6DtQ74HVUaSo7tpHZKsbVCQY0OsKFQWm7SjXUQCY+Uzn2rfVah1XFwNADodz4mwzUMMUDDnbRDH7Kk5odEbSnEv30h1WIh8PENoPBNWJ4wYpXXxAaHkukiHtUqEBfN6XmXpQcYw0vAvUPQiG+XQg0fY2yjk5dpunPtokXaJAqOsT2MHQ1HtP16H9PTConxGvQAiCIsN09+oKnWu7qlxfx65fq9V6sS4CgMRZi/g4JQ6IU+JsOSgQ5MDnQLWL5o4/heO9KwWA2pWBom5PAOTA/emweU58Uxs4TvuDgu5QZl5k7lhpiP4YAIKGfBJZ1jZ2DmJV2Scwyf7HkLwTEabXwbtOXaP5cW1T9VRHoFM38PPBvHeeYO8hQhScKJBq/eSxrp6tVuv4uqgIkJMW+XE+uqIMVhBtcE63AWAc0jh/zc5IHbWp6I+DF/FoQ8DStcd5A6AILlHMJiUtDyPOBzMPIro8padr0Hdz0gXBcbTk2Nb1PGQ62rGUtEEK5Fx7GS3q4SujXtVTHTPqFQQz6Ec95wbE5BqLtVqtu9HFAVAECHqewjkh0aB1nC9ndRutc0zHdrZ3IfXjuLWpaI2JdoBO1JJu0IBqXTeedLS78wMU6Q71oCJCMi8fURIA6goFBxGSdbpXa/tmvq7Luch5iR1TNR9183BQI8FcfyDo+rOP+gC8951555kocOxGnit/trVardPoorpAQS5P4RyQCDAA5LyP7RSvyUGliy8A1K7myeCNRIFAGABuI6AQTeqazvtA6YuAdH8CQ35Tc4TraFGF0bHP8ajkGQiqmx8JcP357MPIVyAERvvlnaD6mepKvmkwEY31Xrdfq9U6nM7yl2Dc/JxJnEB1kOmSStddHRHKocdhbStpSt9TOodlxKIBDRyXp3ZwBVofRnN6Ipukv0s+5yb15pB1z3kfx3GLXkQttnmg0LaiOA8Z2le739S+2lK7AZu0GecvOrLONvmCibRz3tZF77Wtq0V1/thKXmCozGkPUjftyMg+omHXKFPf1JNp4yjzpnU9nbJ+rdbSdHYAjBPgJDnLOBUO1DSONVDkIGI0Lt8kaUhL+iMAlcGTPfABIBACYs3rkqXe6piIT7ekEYzaPe+91Fckx4lbFwe+TmlP6Zoy6TlnpjGAyECZpFnTredwUzuf6hwkH2VUdpYy25a6MrIO8Fj2z7xtOS7SbpH11Vqt1nF0VgDkBBjnCXSgJDIxEEP3Wf0+zTZRG+fNOFjHcRhxUts4j00A5KgTAfoWDAivCYCpu7YLAHXdaU91E7Wor/dciWLi+DfVfXTmJJ+cVw8y9pFeIAKEAGF/y5R0al7juk3lOLTklfLFKuCYZfVkylqBr47Zz7FJL2lHWV+3t1qtw+vsIkCOksMwei4jB3XLcc4ZQQhOgGg7KHLeYMiRUxwHBxSHSXPOJPvMdYFyYgCQCPAaAUgjAD0MOA+ctHeD6q07VLdoILiu7tbH4vRBQVraE1ydW1PL8rGfLm3pBw5VSW/UuvWnkDKmftpE+UXM6uD6BXp1zIOa/dMWaY+0Y+qQ+XHdOjl/m7a3Wq3NOrsIkEPkOMAN8HTJGTnIAMq6EYCiRI5GZMH51CfwOHkOZ3SskTw5KXmNEaAu0PoO8FoAWMsOgNoPALUzQHHg2kU3pfqbeqfFwXPg6+puPauAsL957amdpW/qPMvDPtIGkeyfdGqamY/q+lMpedb6MWVXBzDUniMA7RvLtRhLekl/bjoq1zWt26fVam3W2QEQuIBM1McZi0jyjwIAKCIM/HSHxkAwXaN5V8i5xrnECY+yj3w5KenLa+wCBb50gWYQzDU4ndRBPbWbttUG2lIbcuQiPwAUCeoGjZPfVH/btLU2D9CcA+e2gsH5ss6+0gTXQDBwiNX8zGd5UzmOpeSvXKljym8+D2DaVV0D+mqODxDTPqlntaoKPbI8t1+r1dpOZwlAjhHwfFRsyLwPi4EpAAQnkV8MDK1L96hlUQZVB8XmJF8OX/oiQPmNEWAF4LUpkZkHCxG2B4pEaaCXD76NtrXM0XPWm8Qp26c6+Thq7Q0K2li7x5E7T/KokaBjRyef+bruLpRypY7KXK819Qc7ddWe2hX4PQQ4LvsGnBWA66Stosxv2r/Vaq3X2b0DFHWIQIDv6aefniAoIhMNcs6Ax5kkyjO1HAgCpHmOhnMRsVSr4jjiRKSjCxBo5b0OgCLCa1Ecp4cOTlrbqrdpomrO2ShQ7aAbNF2hNwGQ4sztmwcRBhbycz5BVjsrg/0AMECYA+A4PRcpu7K65vKgoA7K6Tr1cOba1Kbqbr3tYK++ASardZsDnukIv3Nrj1brEnR2AOQIAS3v/UApUAMpyvB8H8Tn10Y4E06Bs+FQOQTrq+N23Kg4Eml7BwiAiQCVRcQXAOZXP65J6q+9OGXQ46gTSQMhCKWNtaX6c+4c9TZyHlicexy8ts35JGUQLdleuwnrMZmem5SpljWQz3ptDPSBvbrluqNaP8cxqvtk3tS+VVke17darc06KwC6gTlGjkJ3JMugF92iHIcnZr8yAkr+e87UL3N4giYAlAYnwllz3qYcuCfzUXEs8qwA1B0oP8fKwyCYawWg9tJuAKitPXCAoDYgbcc8DGhr7bgLjOxXzbEUZ66dARgQAUJZAsAAIV2osbtWrpsoZTIdgWaqfno3tHU19ST7AGdsro7J07Zxe5bnjmu1WvM6ywhwBCBHrEuTkxDJAZKfoPIHpf6eBuQ4SMfmHYt9reewOW7gMqBj1DoAAgHnlAgwo0BFQdekAJBz9pAh0tbmgaBtujzV24NH/gqIY9/H2QYKzhezDHraX+SvDEAoX+nbBxBMAxPr78rRa6+Y66MuRylfrac6qhMzD4iBomPtqys05nh1nVPqvq4N1q1vtVov1nb9WCdUbl7OJQ4j0UDerwCb91Lg5/cY/Raj35wUpYgQ7cuxACFLt9Mukga7a4d7bKWOccC6NzPQxTrt5wGEiRCBKpFMdfo3ST7Jwzn0YOLc+Y89DxjOKdDpdvVj2R5CvIv1QKIb3PrkHfCcWvKUd6LUQIzlOku51NWDgwcvDw3q6aFNXT1UqauHNXUz8Ip54NPOHgS2vWav9bpstU6hswMgufE5OpEA58IZUAAoGuEwY5yM9eDnaZsTypN2ALqrs64WCF6r1K3CiXHenLQ2BD6RoQEcibADwF3aNaB1nkSR9V8VAgbnCgRAEAANgjIiWFSazzPkfReq8FMObQFWppZru6ir9sv7avXUZR8IWmcfES/wAaA6+/wH7KWX6zZtnOsxynyd1u2tVmuzzhKAnAinwvFyECDICQSAeSdVHTXwcSiR/TmQXeEXcSTSi12rc0k9tR8w1R8XHwHIMTsfIjHr92lXeQW2zqFIHhQeeOCBKUpSBufeACh/Lvvoo49OENQ9nYFQgcxdyPUEdOmyBWXTPKjV603bBviiQAOp1DNd99paWuAu0s1oZ93vueZzfnL9VUsedbnVam2vswMgB8KRcLQBYJ6GOWTOhGXYOGeYJ/J0RSVCuK1zkH51PtcqdYujzgOGCC1D+bWp8wCAiQTj8Pd9uAhwRUIGF4GgCElXtoca6YuGQCFdoSIl+QfAp5JrT4+EfLWB96OALDIVuZkCl/J6b5prNt212hbswD5doaYiYHW1r+OkoZ71z3S1vTTWKddmrNVqba+z+xCe4/ME/PnPf371xBNPTE6FwyVORDcZx8FxilLsz1lwkpwlJ8lxcLAcju4mT9/eOXHqo+LAObcMgpEOR2ubLlZpcFrSA4drlLoyYNHeHj5YYAOG2pw5Dxx33hN6SNhHHHbyTd5gUJfzMGNZPvLz8APM5o/p+OUJPiCkTVyLrg/fp4pOn3rqqelaya8U2e66Ab4oZU45padOTF2lbX/LtqkzixzjWlbfsZ6WlTHzrVZrN50NAOPwwIsjeeSRRyYHY16XmBucE/b+j5nnXLJ/uo84IM7Edt1MGSADnBz3qDiQdQB0nPc3AAik1wrAiBPOuy2mXTxkiNa0n4cIUaKpB5BE4odwwIFD5oHBNWGe5AMEwGuabm95xw4t5dEGrgfXh2tDlyxzrbj2RITMg5s2A7yUz5QpJwWqqR8DQfU01dbW2U99kharGut7jLq3WteuswKgJ2JdTEAGgF/4whem6M56N7iog9NlHAOnYX9OKO9OOBEOErh0M4FgjRhHBYCcvqf4AFC6lAhQWtcKwDhPU45ZG2pzzthU26TL0jnwcKF9gTBR4G0c8HhsypGoiJF8lGM06ysIDynXmPq7DnVNivYYGKabMt31rhmwdJ1po7SXqTJW1ToCXto67e66ZOqljgDomNQz0+jQ9W61lqCTATBPtOvE0XAknqS9V3nsscemofCevDlkx4o2EnHEMYFevlnjOGzPeyXf7okA0/3JEVXFybAxAuTM5OnYjOC75ggw58aUU2baRds7LxTYcPAeKrQpB299PX4X1eOc1xFm5rOdQEO5sm/tDs1xtlOO2VfScZ3p/nR9ecjy2YJrTpu43gjAAkLzeYfqAQEI59oo8/IIBF2DrmlTyzkHpG7SyDmobUSZtlqt7XUSAOYmpnU3qhve8HdRGAB5/+dJm/OxzXFufFOOgZOwjTPKk7ftukfBL4MNwEu0whGN3UgUhxoAgq/8PdHLCwATAeZbw2uV+lbTnto+5yARCwB6H+pBQ7tyygEVOXYX2d/xLN19LF2dSRuMEiU5Z8qnLIFgyrHN9baNpKPergUAzCCcRGjyzEOV6wcE7e96YwFh2ijtmvpWkOWaBkDpmKqn9Gyj9IDUuka3qWertVSdvAt03Y3qZvd0DT66PpmuTU6B4+NwOALOJ+BL5GfZdg5HxGe4uaHmeW/n3VUix1GOYxxO7QLl9DioEYAc2rUqjpmDjbPVNtoikQkDJm2ie1iUk7bNud3VGdufaW9py7uORlUe5955dr4ZMNjfPsoJRCmHMke7lqVKOvLxgOVay/UonwzI8hAARtYrn4jZem3jYSyDhtQh9VTGWlfbyLUtipSf65ul7T18SE991dUxafPb1LHVWrL+IxHuSG5wzsPNnu4lTs9NzuFwFJ6k063E6cVRpsvTL4uAHjOfbrq5dzBziuPkUOzPycjb1PISHI06qq925ci1YSJfjt6DCkcvSuH0E6HUtttHjnOu5SHvPHg4lx5oPIBYZ7u8PSzlfZx5kZnyeFhyLUUVhvsoZXK9AZC28JClS1yZ9DAol+2uEW2R/Ne1hfXSdF1qV2mqqzSZede09NwLeia8DlBXIA5oW63W7XSSCNANH1snN7QnXk/3bnI3fUZichSeqGt0lw+KH3zwwdVDDz00TS1zSrrn1kUno6TPOM90gTLLntBFkPnJNb+FOTeS9BqVBxLOVte0cyEy4ZCdD06a4+fAtROHvqmdd1HOCSMgkHbKlIcjy7mu5A/ciYzqA4t0blMux0oX5IDJtZVIrEam2oi8ewZu16E2ch0qXy1D6qYOKV9A66EtXafqEeWhT76mlm9Tr1Zr6TqbUaAcG0frVzE80RtwwOESRwA+QMSx5OkbEGMcsijQfiIXTieOmZNY5yjiaEcAinQ4GWnmc4o4syVIm3Du2gH0KgTBIA8ZibBvetDYR9KSpvzM13eAIs8A0D4BYKbW1fLcplyOla46uqakT0Bcu0fN2zfXaEYf13eAc7I+9Qzc5GOdOrs31Ne6WEBYAXmbOrZaS9TZdIFSYFS7kTgFDoQj4XTByBO2SDDG2YjQAkBOmYO4CX7rZH/5SiPdrZxfdTbXLm2gvpystq+O3PnRDZmuUA465+sQknegxtk7n2Dr/OtydJ51RyofOHtgyoOL+XQRKqfradfzH6Uczr1rQfRvaj34eT+n18KDga57sArImPLZlylHVdannokuc43nmtY9ml6H/EYq87Am6tT+eUfearV201kBkBPltGLEkcQ5eKLm/DjBmC5K60VnnKIIjZNyHOfCyeyiOKXky/kkmlwSAEk7aAPwEVVrCzAIAAEAbERkOV+HUj0PIAyCHm5E4sAAFM6LyAgIwM+vAXlPJhJLN+ltwaAcABWgSVO9AchgKZYfYADdAM2+5tkmSd++2tUDhms413l6NbS/60+b13yBEBTV9ZAPIK3WUnQ2APQUy5lxIixPtZwJB8j5giBnAHaMU+YwOEeO2n6J1DgWto8cJx1pcrIck+WbnNk1SRuobyJAbe29lzYhkRfQgEEGwxzaCacMzEONcnjoER2JklwDzjUIg1B+Dk+XpPIdAgy5jpTB9aiu0gda+RmcUgE4yjE3QVj66gGy6hnYgzwAAqK218bJW77qCv55ALkt7FutpelOPbob1o0LdpwV55Lh9pwJ58UxcMIgBIKcQ6KyQC9P5xzJbRVnlydyeZkuLQJMO2hfDxkePABIu2sH5ynvBM0fA4BVHoSce1AAQN3gIiTlca3o+sx/CIqSREbpltwGQjdJ3dQRbOXlcxl5mfp8RjsEgK5p+8rbcdvmHRBqc3UF+HT7AqJt8gHc/BybsqT9D1HPVmtJuhMAuknjUNy8nmI5LV06bm4DCjzBx3lFccocATNvHdtXObZOWbpAawQozyVJO+RhQDsAoUhQu4g6QMa5GyF4DCdcywHGIiPdoeAAzLaLRl0/iY7yPvAQ5dIWzn/eSWqH9ERol7wbBEHl8HCgy9KD3a75pq4evkR/6mnQl+5+16I80u1r0Fii3fF+abVam3Uno0DdpJ6S3cjpvvIL+37+zK/spxuL4/I0nO5PzoDz44CsDwBvozhGDhyEdS8pj4hDfhwPZ6sLipOzfklK+zpPeeenrTh37RYgOEdpn13PS3Xam46zX/atebiO0nuQKIyURZkSvTuG3UaOT7rpHQAr13MgBNLahLluXTseqLZtk9STKbdj5Sltpo7ycn8AsOtUefKQdts6tlpL0Z3dKYkAPb3mxT746E4ysi7vlZibncPl4EQeHABHII1DSDocWIyjYnGysaUpdTZNt1weQDhn50Skw8Dx2FGgciQKAx/O38OJKDCjJZ0/PQiiIz0K5pXNNROo7CPXAhABXgbj6Ia97777pkE5yqKNXJfyEx0nMtsnT3VNxCvaFP3p8k0UKB95qJ8o0DnQ/tYfo+1brWvUnXeBcqK6qjgsIAQ/joPD4sxM3djWiT7sX78Du+3N7vg8VUtTntYx87axQ8H2UpUuOc4YADlo5yHdfekG1Y7HbKsagYmsRD+BIAiBozJ5kHI95YEKiG5TrsAX5OSbX2/RQ5ABOba5ZlyjiZRdU/tco/JTT2mm3cGvfhYhDwBUTz0mAf3Sr9VWa1udHICBi5s0AOSkRH9uZo40XUmMkwW/MdKwT2B1GzleOaSXfJVN2nW9+SU7lgpAAAADzpYTDgCdy2M6YFAgEFQekZDyAKAoDATB2TUDCMCgO1uEpEfhtteK/PNu2Hs/MAI/IBQZg7K6y8s1m16MXfOVT6xCEOxBUPtbL311c+94iHQOtL9rt9Vq3aw7fVkQCHKizM3LuXEkdfCJdW5q28HI9BBRWUAsraSrPPLKOk4mjuxYjv0SxOFy/JwvZwwE2knb5PzViOe2sFmngKF2hQIDCAVEBEDgkCjQg9O+QIpqvq7NQJCZt17a8shDk+ton/xSz0S8IOh9ou5XU+eCPHzo6k2km3Pg3BzrHLRa16I7A2Bubhanki4tT/KcmaknXk6No+ME7OvY6LY3ueMDuzgtzsOUw+RQ0uVq/VJVHT8DQPLQkHbSfvs4/Dj7el43KfsBg4clQHCdiAQzIMS5Aj2RUaJAsAgg9nmYkW+u10SgrlkGSMpD0o5pi32v0dRTnvLLO1jdreqsntpeHQFQHdXZ9eo8JP9WqzWvkwIwN2McCYfqydl3XR/84AdXf/qnf7r68z//89Vf/uVfTvbxj3989Rd/8Rer//yf//Pqox/96PRj1xmR6dgRhvuKo+AwqnGSjINnS3+ijuMHPsbZp/21S3X2p2oneSuHayGDRcBBlAROzpnPBXyr5++1DLQCCRA8BBySv3bQPrkW0062WX8bSVMa0vIAWB8S3QvyAT2vD5goML0p6thqtdbrZACMszF1U3MSbmhPtMD2J3/yJxP8/uqv/mr113/916tPfOIT09QyEH7sYx+b/vXBOxeOLk/ccTr7Snk4ikR9DAAtB4bmq4NfqioEQUdUYlmbaKPaTqdUIChCAj9gMLVOhCQ6euqpp6ZPbUSD3pU5r5vKmmsiD0N5EKrXh3nRlsg3D0muR9e161P+2uq212ggKC1gB0D3gfeeekbkL7oNBBPpKueSr9dW6ybd2b9BuKlzYzMOoz7BA2M123T7cHK6fjiDHLuvOAdOzBOzSCE/MmwAhW2cS97xKFfyvq1Du1Rx8By9KMPAC+/ZtBOHr62cIxGKaCzn51QKsJQPEMwHUoGd8+b8KZ+p8uU6rLKvdEDEtQGYzHwGtwBftmuLJ554YvplGPu5XvObpSI117OHhdteN45XNvUJmMFOmRIhAqR7KQDOQ+Jt8261rlF3DkDGEcWJMqDhpJhlUzc2sx/nKvK47Y1dAahrrAKQlMO7JcaJce7yv02elyztxfFyutpJu2k/7cHZ6s7WRtot0eGp2ir5KGMEFsoHiEao2gYMuZ7mrqNcE+CWqEoE6T1bfvUGcKRn6mFAF6voEggd5+fLwE+UZh4Q5XXbthjrqH6+BVQm2xKdq5v7BuTrebht/q3WtelO/w/QDQl+blA3KicKMOazzLLs5vZEu+7JfVfFQXIgASBnx9HJQ8TJgTEATAS4RKWtRVUcv/YCQA4/EAQ/EMyISOdVOx5TKZep/NIdah4oRHJgBVTg7fzlASvXVABBjkmXomvBe0M/rQZyoC8d9Weum3zDaj+w1D7g5z8BRYF6D7TLbQE4V0/zAKiszoG8CQDlmQfGes+0Wq3f6GQArDdwZJ65Od2kAdycuenjqA51M8dBcmScl/dDHBqnoiye3DMaNV2gnOtSpc05WV2ANRICQW2ZiD3tNMLlWJI+CxiAzXwecJQXJJQdAEFB+ezrWoqlnK6J9Aq4JuqDkXon+jP4xDo9BoEQ6Ph1GL8Sk+tGm9wWgJR65n4gZVBWZZa/Oqubcqhr6ml/dWy1Wr/RSSPAOIDcyHV+dESb7FDitDmNdHVxdqacHMeRwQYcGRgmaliy8tAAehUE1sXxcviBDMd/CsfrupBPAGgZDAJBkDBvO5nP9eQ4gGCW7a9urosATuRnWTqAWuvvfaB2UXcR3/333z+NbDafb/aS9m1Vy0vKkYE4zLzt2l07MOchDwWHKEOrdS06i3eAWa7TU6gC0NO+Lq507XFauj791BUAZuQpx7JUOTfaTCTF8m4NAEHBdu0j8tBWDAjjrE+hev0EiKbpHgwMlVmXqPpUYKSs9gtQ1C3QsxwDfcero+vDdXLvvfdOEWA+yvcwAEDyOLRyLkhdcj5MLed85Dyo3zHK0Wpdqu4UgHNat/4YCgBFfAGgp31OhOPi0Oq/QXAkiSBav+kqzA8/a0sOVjtpP20mar6LNnMdgRkAyN+5BgXnNtFc4BH4JWJ1rAgxoFcvx6qvZWmR9EV94Ocaca149wd+uj7VXZryP/R1XcugzZVN3dI1nQcS+efaBcEA8JT3Wat1rjo5AN14626+U9+UAWAiwLzn4UC8x+LIODWRYLr1ThnNnKucJ+0g0gBAQBFRiZBsEwGCgggoA0BOLY5eGcEn5wwklFN5gSIAzH7KGWA6Xl1cI4GNZaBUP+BTN6BzfbhW8v+E6m17hR87tKSpvMoKeM6Faznnwnpl1Q0LxiCorqlbq7V03VkEOKdT35QBYP5WJgD0JM25cWje5XBwef/HeSxdzhNHCigeFuJ0zYucPCgAg3eoQKjdTinlY84VU1agALwKCQB3/gM4sAIt5a0wDPQ8BIGbd3uuCbBzjWSglPqCjfo7Vr4pCzukkp7ykS5Z123q51yQsjgHHuhAuZar1Vq6zgKAx3AQ24jj48RHAHp65sgMgNGlxeFxgJzH0h1HzhWwaDttBSZMOwKKdgIDkABCUNHWx2y7QIxSxhiHDwT2ESmBQ0z5lRkc1SnRnWjJvOPM+7RDXQI9nzow8+oJMgCZh6SxDOwYkpd6gTlTHwAU4eZhRNkDwGNHpa3WJanDmefEgTAOgziGRA2xfmr+jbQDx8uZpiuQ89dOQMIJi0ZMOeW0LzuUcr7ybi5meTyPoCSCF735UYN0VYKCdMDbw0/+kxJApOV4ABm7Oj0YscDPNvvkIelU10ryADSQTjkBT7m1g4jQe21d/B5QnBNtdMhz0WpdqhYPwDjSDG5gcfAcC2fW8JuX9uFowQUAAZESGSbCAsFA6bbK+eLEE/HIB8Q4e+C1PlEdOX/Kqpz5tCVd2xWCvgHVE+AdoXTSPZp6gn3qyiyDnnoDn/1cN2MEeGzJT/mUSSSaLk/l0RZ6NdQtI5zzoKBurdaS1RHgcwoA46QDwMAvDq31YmkXjj9gEIVwupwrgICKrjiQygPGvpoDn/TBimOPcfbWB7z2z3kVCYKDyM3nCvX9rn0c53jpZGCPLlMgtH2b8gd69Zo59rUj/ZwH0Z9fLWLqpczqIsIFQdGttkmdWq0l66wGwZxanAMnqYsoDkI3kXUcZbq6dJ1xMMd2ZJcmUNNWBmCART4h4Vg5X11yIhFgFCUlkt6nHZ2rwE8ewMqxyxO0zAe29gtwk1/yBCaQVpbsZ8rsL6LLu79a3ppGplTno5u2H0PKrt3VB7RZvlWs3bmJXDPQRx1braWqAficQ/XE71dgQDDvfwJA0UIDcF5xuNoLlIBIF5s2zchJzhYAmTbcN5qWl3R1dyaiyc+U5dwl+uP4030pL06eAV/Msu1MHZg8bFNGRo7PMhuhuE43bT+mAnTt5YEgDyXOiQcSEARD5py0WkvV4gHIWeZn0ESAogjOE/QA0KAHMGwAzisQ4WxFzwDE4QKK9spAmXweADDr2lE667ZJD/ycKz9M/eSTT64ef/zx1aOPPjrNP/PMM9MgFtudQ+c1QOP4WeAWGFqX93fWUaCRLlRp2GafmgY7F2mzmHIpozK7jtUjvRqU7up0Wee9bau1RC0agJwbRyl6EEkEgJ6eATCjBRuAm6VdOFttJwJMFKgdOWPOVntmlCQnPbYl+NG6NhZlcuT+csi/u/v/PeAzD3wZ5GEfAFYeEABdjr7mbT1Ld2fApgwAns8IdCMGgLYHfgENOycpl7IG6trAufBQAIQeItQ3g3icF8vr2rzVunYtGoAcAscg+svf3XB81geAiQA5v6U6ik2RGdkOdtoy758YBwwSAJQIsEZRVdJnY15ZljbAOU/+nsg5AztgpECNAl7OnZPn7HX9yd8+yasCjYEdeIo0Wd6hqQdzXaQ8jkt+lu9aqUPKRurietZlHACCo/ORrlAR4TnVo9U6pRqAzzkG0Z//cxMJchgcYQUg571kAEZj/euytgSLdCECCAjG6RqdCEggFBBtUk0bdALAvPMDP1CSFifO5OM45QAB6zh5eTuHHH8ASBV+5pMPcDDlB0F1kqbrwj6BH6tp3LVSBuVKXUSA2sq8OtimnUYAqgedQz1arVNp0QBM1JKoQgSoC6wCUBcoB9pdoPPOMeu0GeNkgUM3YgakeHjgbAEoJhJMNDUn622PAZJIRlenwS7gx5GLzlkAR+DLoXPuRqLa7gNxy/VBxpQFaKS8rolYotl06SqLfaWTaNZy0joHqY9zoS7aLe9l80CivM6H6FibuLbPrQ6t1il0Xi8xTizOjKPg2Di4POlb5ihice6teXG4YJRfIvHwwLlypiDiUwUPF+AFjBxz2tU5uEnZRz6gw3nLJ//A4M9n/WSdh5VE686hfBLFya8qzp7jV3blBcr8zqfv6ORjH/AQfXr/6GHJO8eMOlU/MN62LsdWAKYNRNw5J+mCVlbnIL8OU7tHz6H8rdYptdgI0M3OGYgWdH9+8YtfnBy0LiPbOHHdn5ws58HxcpZLVxxsFJAw7aNNAcPAC8bZcq4gI9rQ9cYpZ/AFqI1pUl0HLoksPaTYBk4g5fz4dRdpSss+HLtjQM25s5+fQJN3Ip0oZUg5AuY8BKmPPEFUGazLMSKndOtKd11d7kKpizIrf40E1c317JyImp0XU9BUh1ZrKVp0F2gAqPuzApDWAfBcHNwppc6xRAm1HcxznNqI0+VkRUiiPjCybB9OVluKtMBpzuEmn0h+MevBRhqivfwgNbgBoO2Br3LII7+M4jwCoDxr+lWBGjAAm/oQiAQgrhdAUR77Kot87vr6yHmhlKG2HYDnfaA6BOTKre3Sza8OrdZStPjHveokPPlzDJ6QwZHjY+att09rXpwpAyhAyCALDlZ75v0dMCYy1LY3tWnS5Zylp4sS9HR5+ikz72kBMFAFrxqNsSjneVTWOS556Fr1c2nM96C6EZUhEaauUA9NukUtg6P6nIvSZqI7beMhwNRDiOvcYK+cD/Og3td4a2laLAA5CE6S04vDJA6Ag6hdX6YNwV9rhAppk9ouoCeiABLdk8AEgt6ZeX/mo3XgEIlYT0m3ppN8TJ0jDl3aIMdEc86V8yMtEGLeaQWuzmsizVrudefRPvJQZtAAv/vuu291//33T1DUMyAtkZSeg0ceeWT6GF990n1+LtJm6gJ6ojxlB0FQ1G6i2gxWAnZt5hpvtZaiRUeAnB1nFucYB8k5cMwcAucax3BOzu2cpF1YnGcACH4gaF4bg5SoAyxEHkClnbV3VW3nnBcGZAGgKQfvWM4bfOLMnTPrc8wcAEclzxyT7loDYhJxmoKivD0YqYsP8Z9++umpTqAo79TpLq8XeacuicqdBwaApN20GdN+6qTsd1nuVuuUWjQAA7855xgIxhqA80qbmAY6AMXR6pr07k3kkRGIukIzIlQEYl1gMWdRzlOABn7keCDlxAEoAHRsIiDmWKrnecyL2e445dWNC3jeN4oEmTrpJrWvvHyXKBI01RWqOzEguSsIJs/UReQM6BmABIbaQzm1m3OSd4Npu1ZrCVo0ACOOYoQgJ1BtVDuJ36i2kzYEHAAU/YEHaHC6BHpAkX+OGKPrmlaU81PNOvs4nuPmwHWxAhAophzpLgWCen6jml/ylH4iJ7DLJxcAqD66EaUpH3n6MF8EaKpeynNXvQY1v7RbrYvzYmodSIO4Mue9LCieusyt1l1p8QCMUzSNw6jTaq31CkC0WyJAAMxIWlGg9cCQqAMAxy7D0Wg8DzkXAON4ThyImHnrAU9+9TOFemxV8onsk8jJ8eqiO1ddDLpRL5GUfUSfgA5+3m+KBAOSu4oCa36pi7bwEKLcAGhZO+n6FI2LyrWfc6LMrdYStPh3gNUpct6Mw2Dpasv67Ed1/toVGN3kyG0PADlakR9gZKRmokARkkiNswWKdIOSaWzML22esgBM3mPV7w4dK/oDPl1/ps7l3PnbVCf7OP/SAPB0hapPBveAiLoASD6nEVEpl/JtSv9YGtvJcu0GZdpEOwGgshvVqv2cG3VqtZag7gJ9XpxEHB5nme4zU2Z9HEvrxUrb5UEhXW4GW4iedCF6l8bx2g56uiw5XFHHnNNNmmObW+bUpZHuu3xaAUSceqJPJm/5OofyHlXziVVlnWtB5ASEebcJguopqlUPEDHCVTSYCNc2ZTqlRugqv/rnfKiDAT6WbQPBnAttKqpW5lOXu9U6tRqARZwBJxn46f5i5jl12+yzJCWKGJ3qqLSdB4U8LLB8i8bhAohlER9A+AUe3YbmOd2axrq2Vg6RFWjqenS8928cOCiKcvLpQn4eLe/skl6tT8qZvDM/yv62q0u6Q5l6Ka/yiKQAEAhBGeRFgkByU/sdQqlXjFKveh6UH8Q9lIhitafIWXk9RKhLIDiXZqt1LWoAPi83N2fBmdUIkHUEuF4BxpwlEuRkRR5j15tIKQNHREsccZQ0qpwj+wAdRw16oAOEnDaBrOgMnDh6eTqHIEBzTryWeS5fsk59PBCBSI0C5UmiJ+DzHtA0UWDt4qXAZK4s+2hTOqlPzoWyKj/4iQQtO9750KZzAKRDlbXVOictGoDjzc1RcJRg54kZ+FiivzjR1n9UHG017aX9RB7eCYIRgFhv8IjBFwCY7ktgW/f+yTmyLaM+QdPxQCN6AUYOPiM2AQp0wS/H14hmVC33Oim3PNQDQHwjCLS6WtUL6ERRyqRewAyK6qV8I1DWlWUX1fTWSblzTedcaCdm3naRqrI6D2CozLW8rdY1avEefbzJ4yxAj8MwtcyWqG3AMLfNOm0WAIIREw1qUxFGAAgY3j9xvCDifIyO1zKIACcnXY8FRGnq6gS/DFKRL4GmdAOhfaQ+ro1ARF66V/0TRX4hRhlEfMomCjQF5wyIAXD555qrtq/Gtre86Xx4IBD1KS+IiwbVKQ8WiQIDwKrblrXVOjctPgKM1Zs9EKw251Rav1Z1jLVNCRTS9ZYo0Hs623URAhgTBYJFoqUcH4GHbSAp+tP1mY/PAQZoM0BFZJMRp4ApsrEPCEpnTHtbuS7UR7QH5vLK74UCr7pJWxQYOCurMh8LguNx665T6wNw7Q/g2kmbOT/KBd55F6jdbtNWrdYlqPv0nhNn5GbPDR9nEbO8ZACm/nNtEOfN4tjTluYpURNocLiiDpEIJ5tRnHmXl3dmSZNMrbMNNO2bb+5EjqJJeQAQyHLo8hbRSBNczYty5px6zesmeRgCW4AFEANt3vve905TQAQXsJNvhXu6QtUj7RTbNu+Uc84o5yjXbN1G1ik/gGsn5wIIlZmUGwBrNL5L+a5NY/u1rk+L/jskzpBT9XuOTz311NRlxQlwzt7rGE3oyZ7j9uQ/B4AlKw4ijjzgE+lwnqYxy0AVpwpGnKw25ZABkuU9ofbmyKXvmAww8Z2dc/Xkk09OANRdJ0/7MwIa5xIkRWLgJ23pAqX9gKBKOXY5v9lfOsqoDJaVOdCwnPaQJ3Cy1C2WtNgmzW2v69alMa7LufIAAnjayIMFKZvrH9x1kZpPD8i69M9B2nvUtmWdO5bWrT/XNmjtrsUDkHPkTJ944onpSZ2T5ig9zfvxYwMdlgDAdTc7baq34zhUTh7UtJ+HCMbBskQ+9o2D1facrmOtAyaRm7bW/kARmEhLVAJoOVc+Ohc92hbIyAcoRV8+RbAPaCoTZw6u8pZ2BaD67Xpua3sppzooN0tZlA3kXWPyBGF1TP4VLLRNGbL/eFydj+r6qpwv58YDhIhat6d1tikXAHqPqr1y7a9L767lXIzXb8p5U3lz3Hg8za3bNt3WZWjRAHSzVwByshw1R5V/AVgCAOuNXudvutntG2cKMtqSQ+VMwc1UhAECthPQAQBYApj2JnloY12LcbocsTwqAH1nJwoENrBLRGm/gEd+yV+ELz+jNXX56e67rVOvxykjAJrKxzywyNdUmyg/MCZvbZBjTPcpQ1TLUtMY18co5805yQOD8+Sc5HzoptY9qqzKqb1S1nNVrt1a103lzf5VdZ35MZ1t0m1djjoCfM5BgR8IcrIcAyes61MXKAB6X3KtAJxzAtFNN7tjtSHHmfdzomgRBdMNWQe3cKQBQSJAThi4pCE9EOF0A0p5AwlYAqCoztS5sj7wqyBWFpbo0Pn057miwERhtz2fjmWgwKSXNANABsam6hKzn/qZVgieSmkvba6sHhSU03yide1k4JJygvb40HCuStnG6ai56z7rxm1zaa5Lt3VZagA+HwF6r8QRcAy6ygxxTwQIgBzB0i768cYfFehwmulKy8+BAZVfeslAFftw/hkNKk3RB0hxvOZNOR9AAClOmNO1HgD94guTj/2laf+Y88l5J5JRPudNJONzBe91wVDahziftX2UGcxI/srm2lJOcFE2ZUw0pQw1GpTGbctzk9JOkTIpq3JWA2xlCrA9sDhv5k9Rzn2VctXyrSvruvVjG0U17Vjr8tWjQJ9TLnoXdRxZfTLvi329tBtHmi5QsAM9A4sef/zx6d/S6zs7YOL8RWOJsIGOI9YVp3uTGZiRyNE2eTgPgMEhA5kHFcY5S8N6Eab0Ta1jlh0rDQaM6xzdrso1Aw7yBHd18i2iab6zA8J04Xow0IWrfh4AAutDlGcbKbPrG4C1X34aTVe/siqThwx/9OuBxnkBxVOXc1upD8v8Ntq1DuP+59YGrf3UEeBzTlsE6GbnkNxAHEG6QDkGTiLdP0vSTU6FE9CGHCMHKYLmLDnP+h0cOAKEgRWgkM8FHMfZOi5dpfbV1trcOztwkwcQigRtly/nDYIA43zFACjrTKUh8svvdso3kZd6HeKc1naKKSNwKy9TT1MCH+2hHKbKkusLTI+plDVSznQd5/1twAx2HiC0qSga4JUzD4bnpHXl2WX9Tfuajudn3TGty1ADsACQA3CBc5756xvOmhNuAM6LA7WdaTtOE9h0+6WLk4MHIhBKZAReZDuHK3J0jGNFbPlQm/PleMGCORe2eUDRRe37O6aLk2VZPvZx/kQ48k80GADOOfJNdd2kHJe2YNKXD1MvkAEb1512sz0gtE/tdTiGNqWrXM6Xc1EB6Dw5B+4J50F5j13OfZV2r7ZJdXvm63Sd1e2ty1YDcAaAIgUAzE9qiUbc9Eu74OvNvknaLF1qppy9SIKJDDl37ag9A0Agk66ozn4AyAGDBCebqEPbc7wit0Qjuk/BTVogWM3PkuX7TXlKwzGOB7+YPOLEa/1uqus20gZMveVlWiNYpo3krxwBvIcsx1l/TKWOpskLAF3/4GdwUh5GKgDNa0f1ucYHwtouc5Ztddq6bPU7wCIXdZw5qxd+6z+qthcn7sFB1JauS46SRBIxChzsw7GClCnAEVBwwrpRM4gmkaR9gU+0d//9979g/v6omp8nEwmCoiiQ83a88oq+2KGV9gA1dQNqD1KgnIcpQNQ1qmtY3bxjU091zHu2Y5WvSjlBTFm1u/ICHdNWtoM2EAKjhxPnRflyHq9Bucdzn9flTda6DjUAi1zYceimrC/2zUp7caYgyJmyRIMcueiC4zStzjPOV5QHgJywYzhe7xINFhGZGxTjk4qMTrQfyAIM4FaznpkHHGaeY0+5jhm9pD3UDUgAO78qxJQFiIHFu1J1zP8HAg04arNTXXfKqjw5d9qWKb9zJVoFPm3vIcQ5PAWg70J9ry9PDcCiALBa62al3UzBhUM1tS4A5NgDwThP2wOKDFwBKPuKiIDPSNLHHntsGlUaCDpeHvZl0mDWZSrS4tCBT9oMaHXh2SflPZZSN/nJWwToW0TvQZVJ97soEADV0+cdol6wsQ18jgEZdR7rraz1Acb50K72c75AEPycl7y/bLWuQYv28JxMnA1xBMxTMZtzFq3NSvuZajvOsrbz6DxBAphEaiIlEVPtJgQI8PP5QCDBGUsv5yfnLXnKn0PnxGtkw7FLO3A+5rlNOZRBvokCAVBdlUd7iPpEgj6R0BWa0bBAeCrgKKs20TbKmveu1gOgiLxGgDmPSwPhMa+X1t1o0QDkXOJgXNycYuAXh9raTaOTGJ3kuB0ARX75ds47MxC0XuQhEsy7MgAUBQYQeR8154jl4zwmUuTQmXStTznG8hxSKYP8RYGpI8t7SdefQUDgp44s7z0N0NIG9jmmUk7tA8wiVJGrdfIGQGXR5spTIbgUHfM6ad2dFuvh3dgcqKdsNzPYeQpmbvwaIbjRc7Nn/lpufnWMjct1/S6qbeT4tG3atSpwEBkZ2GLwioEr3uOJSDhbgBAlAWCiJJFTfSc1qpZfvumWTTmy7ZjnMfWXJ7iop9GpukLVU50BxzWoTqJcPxrgV4lAULQLPBX0xyhvyqi9lScDkrSZfLWzd5YMDJU37X7M9rsL5boYrXWdWiQA3bQA6CbmXMy7yDlnzjEO0n7HdDznpkPc6HPtVNu1PlgQJ8vpGtCS92QACBQcsYiNwxX1gQQQMt2j+WzC+XOe5iS/5B/4pRynkLoGLunq1RVqhGoGxdgOdOAOggCYf7LIpySbot3bShm1SSJAoGYgqJ20f74R9OBxqsi01Tq2FvsdoJvXky0Hw+noerLMGXG8HLL3NhyB7iDrR0AcAhjnJnWK7aOM4PTezvs7UQznGscfuHG2JB9ONu2byML5YZY5YOukA5igKHKMOTagq+VOPZJHXWaj1q3fVzWvlK9a6gcmzPXHUl/Hpc7MPDtkGSNwzQOhc6gLFvTyYCFfXbbuDecO0JUpbd9qXaIWC0A3uncanmqNwgPADLP3pJ5h9hWAcT6x1n9UAJiHCgDUdgBYfwkmABwVJ8+cC+2cKD0GDtIEwozqjDPedF5uOmfHPq+pj7rlemIgA4C6GBNl5R2nY9QPcMBePY8BHG3KAkL5O5d5AFE+ZU05TJ1D89a3WpeoRQLQjZ6bnMOJsw4AdQPpmgoAPfnG8RzTQV6DRgCKsCsARYEBoLasjtcyZ88ck6jHuYojZsBgPeerm44zzjG3gYP8j31+lS91C9AIYIDPAwMbAZioyzGnuA49aDgnzqf7ItGg8iqHdjdYRrnUp9W6RC0WgBypGzsANAyd03Ez6+bR/WmkHhACohvftjgeadCxHdGlSRdeAKhNAVDbjREgJ0oBoHbk2O1rCnCxiFMGBTC0HhhEgAEJs15a+5yXfY/bVqkjcy0pq3lgcT26/rQf6CTSzT6mqWdN5xCaq7N18lcm7/xEp5a1ebpC9ZLk4bDVukQtFoCeuAEw7wCNMOR83Mz59Q6OOje5G5/DWecsWr9WAKhbOQDk7CsAPVgEgFVx9HH6FWqWQSFRYOAgnexXo0DnZNfzss8x+yjly1RdKtwTfVmfbabqx9RbPesD2SGlXEk70R9LRJpXBO4R88rUal2iFgtAT9mebHU3xVmDoqdsNzf4GaxhPhEgx5PjR53CcV6CagQ41wXKKgC1W9rONFDQ1oFanH4iJecJKJwH68d95WfdruekluUUqvnlmlLutEGAr01N1TFRYOpqX7ptuevx0kybu0fAT/esdifQ0zPim03doMp02/xbrbvQIodvcTZsfOq2zs3PgXIybF9n2nqxtF9slHXaPabddW1yrt7DgqbRo6JHUYeI3LnimPN9oO/m8n0gWCSCOleps2vLg4B6qpc65m+dAhf18JBmRK2HClM/BhAguXYPVdeUCdA89Hn40/5gp8vTNnmmq/YS2rnV2qRFApDctG5eDiROhOIEAj/GKc857tZ2CuA2tWH2YR44RCAgKNrghEXkoJBuadtF8aAnegcGIBR9cs6JEM9V6stcZwaUqJP6+Q7Sv1mAoLoaZAI66hkIqqfvIHVPglAe3m6rnINc93nXZyBYIj15KY+2l3dt5wZh69K0WAACnps5FgDGAcfiuFk0Lrd+o0TOiZoDtepY2TZyfADhvayuU1GgiJBjpnS3+sFsP5wNhsCQ83nuqnUUaYkCH3zwwdWHP/zh1fvf//6pGx7sRXzq+eijj04fyoOg7mUgUtdjwMc5TDSYD+OV1/2i52TsPWm1Lk2LjwADv9zA1Wmbz7rWvGo7coYZMKGbLM4xDlNkBk4sx92kCghREiAAoHeKIkTpioaAz6+nmOa/9dJFd+5yrYGciAsE1c9PpYkEAVEEDET5tRjvVpl5o5hFZMeAkPS0vShU2XTXOh/OK/DWrtBj5N9qHVuLHQTj5vVUzXlynN4lubE5VQ7HOxlOVqRhXQXinJYISXAJ2DhiP93lF2ASjXHS2th+HDjjREWAiQgTZa9TbVfnjcUByxcUlMF66UjfOZNXonhG0qo2rsvyXShlqOVVz/qeLzAHJXVNfV2f1jluU1vuKvk5fyJNDxX5aTbnLd/KAqP8tzmXrda5aZEAdGOLEAJA71bc3J5i3cxubN1tAaAnYDf3Jud4V47zLqUdOWhtyUHqlvMHtkybalsPGsRBB4KiHY5bVGe6q9NMvgAofQB07pyDRFLyiwW4gUw0d87u8jzKu5ZTPdUrSj3JNtDXhuN3qmnP29ZFXqL5CkBT6btP3BvyznlUhpS91boENQCfc9IiFSPrPGmDXSJAFgDGMXE6czf4pd706lO1Sz04SCDykbR3caDnkxJTy9rYPh4eOEdwShQIUro083Bxk5SrmnMFCCLBCgbnST7JM8BNdJLjo3Xz5yJlVnamnjHtrusRfAL8WkfTaK5e9byvq7f7JD/PZiQqABqM41jtCn4GKTFAtC75t1qXoMX2V7iJ3eCx6hBGKLTmpZ2AhyMGIs6SJeoDN86RgwYhsm/eHTl227bmVEU40jQiUXRu1KSfVjM1SAYEpKs727tAn0YAsShG+dKVOOYp7WM67V2vp9Q1vREG/hgdyowMtR4A1U09PcClrtq/1rVKOWKbVLcDWh5eTC0DcL6hZR50rNu1nq3WXWuxEaAbeIwArY/TyTtAzjZRSpzknLM8pgM9pXapRyLA+j5VtABCHGW6OUUKTFsCFRNl62a2nbPfRsqWCCMWOXecMMAGrs6ZqCRRJyfu+KRxClUobJtn6qac2iYmLfUCONABduti9gcpZv8aEW7S3HbrtKlzm4/hRYDuE+ectKkeEveLac7lTfm1WueixXeBeqcRAHIuYDd2gYLiTY7kmm76sS6c61z9tBfocMiMY7Qv0ACeofNgx0F6mAA8Joox1c7alqPeRc6FPDhg5ytdb/LnqHXTOb/EIScSlVfAcMzzpQ2qavttm6/9mLIy9VV+dQV5kZ4HDu/nPHRYZ3911S4sEVvNM2XLurqtynr3iTb1QKE93SOia1C0TfruD+fSOdbGDcDWJanfAT7nRHQjVQB6N8Vhc9BzEeCcru2mn6vPuE47arPatcgpigQ4xsBPO+ahIu1qPUBy6LsAUBkYR5tIx7JycNQA6JyaJwBImUAkANwlz9uowjBl31b2VX4WCJoPkNSVgWHaHiTV1TT1ncs3y+P6Wl7ntEbVuljdJwCovZUpAHTPeOiRnzK2WpegRQPQk3MiQFEDR+7JmWOO0wZA69zscRbbPkVfksY60Vy9xnU5jtPjcBNtaUOQi6U9zQOjduUwOe3bOEz5c8Ys3bGJiAJo+yibc8hBmwfeY563tAuZl1dsFyWdpKE+oORaNe86Bid105baHwC9d61RYNKIUo5aHttjWdaG8tK23veBoDa2TrrOofPqnMozDxi71rPVugt1BPh8BAiAHAqnkXdUAWC66dzU4409t+6SVesyV69167QPsGg/jhAEtZ0IgWU+g2I46fHBYlvNlTHRSgCYgSDW2aZsYBBIB4A5ftcyrNMIkMwnr13zqfsDjvQCP3XTBSoKVMecgxGAc9fuuJyy1jJnPhAEQA+M7p08YMgnDzXOrXatUWfSqnm1WueijgCfu6HXAVB3HafNYa7r2hkdyaWr1mWuXuM6yxys9uFstZ8HBsY5VuOYWQCU6GSf9ps7hpMGPl2CIhZOmlmfMirfOgDuU451CjxGAOyTR46pkRxTL9cvMJm3zj7qp/3VFRDVPRCMzI9lSbqMso9l94YHRnkZFCPqBGB56f5k7pVAt5Y1GvNrte5aiwfgXASYd4ABIKc9AtCNHQdx6Td2dVKU+mQ6OsQoy9qFg02ExQAmpk0ztc1+ac+a3j5K/uS8csogaAp+mbfNfrU8FQyHKMso7Ta23b551DImDfXSJQmCAb56att6DtLmFYJjOVLWWPLJfu6NjAb1gOH+EW1L3wOjeya/Fyo/eSWtaMyz1bprdQT4nPPwCyZ5B5gn2joKdARgburRSVyiUpc4ParT0YGNdc06pn1YwGJeu9Xl2Fxau6rmHVNeFhhmFCMQcuLKU8GQ8h2qTJQyxKiW8TZ55Hjp1gjQ9ayOzDb1UT+wTzQIgnNlqGWNjedJe0pbPnXwjTTzvjfvAbWtY6XjOEpardY56TchTeuFmz03f+xab1wOKtNY1bh8k5IGpxcDHdO5tLL/bZTzxdkbkOETi/vvv3/1wAMPrN7znvdMDzGcP4ftY/H8Wo2BT6J/Dh0klfO2ZUl9WOpc7RBSX9ABNe9V9VKoo3nb1DM/Sed3WfVu5J3oXBlStnXl1bYeEEDNOz6vBjwgmlcOx9WHDA8dOeemmWet1rlpsRGg7hyOIb+mIQJ003OiHEq+VUu3Tp6eqU5jl6A4tXXlvak+m7ZR3Za8KMfNHbspvW2VNEzz0EJxvpxyhu7bJw45+2fK0ZuP7StpByIs6aVc+6ad9DIvH/ARCcZ0g6be6QrVq5Hu50S8KVPSrEZpl+wjPemDXN4FGoBjP70k+bzFPDi7XyjpJa3Mt1rnoMUCUPdNBaCpG9OTLfj52x0ATBdo7SajekPTud7UcUBU56vGemR5rFPdtk5zx2S6btshNdYx5yxg4MRFKyygst35zTlmNJZvrv2yz9jOSZvsw5L2mO42ktacSUu5o4CKkfzAiKXb13zKIY2UlVEtX9ZrO6Yd8+PYIGjfEYB5D2ibtCPpWBdrte5aiwSgGxkA3cAivwCQU9CVBH4sg2A8Pcc50twNfO43dJxbpqNSp1qPujxOt9G6tI6hWr44d1OmziIXzlvEJBoEwOwf+ImOxgiJbVLdLh/G6Veo1LRih1LKHvCljkzeBHiJBFne0VEtb5ajzJvG5AGA7hfmOMDTLVoHwsiDkm40V/9DtkertYsWGwF6VwKAiQA90XIkAaAoEABFhAHgphv1nG/i6siqbnJEc3Xatp7r0tr2+H0k7RgHHzhY1g2arlDd36auA22SfcEPLAJB65PeOs1tk266IQMOaW2T3i6STsoqD3mqY30fFwCpl65JcAJBxykP2ScmnVpuFslPHu4VD45+FQZwpQd8AaDXCABo//H4dXVft77VOqZ+fQcsULnR3dBxVhRHODrBS1d1aHFKmdIh65i05tKseR5D8nTuPLRwxJyyhxkDYvLv6rZx3BkBbFBMBsZw7B6ORFABwTaSb+qbNnZdpTtyl7S2kbxcn0CjnkZhenDz7ximQGQ70KuTAUD+QV6dPQCof6555cq9kAcF203HeyPRZLpRbdNWgDtCN20SSz7V0laHbJtWa1stHoD1RnSTuqkDQVPrKNNrUXU4x6jbXbVXzmGFIOi9613vmiD4tre9bYKibSIlPQAg+KUvfWmyQCKjQ3eFl/3qtZUHLLZtGrtIXQFJT4XBWwDIvL9Wd2Xwrlu0pm5gaFn9wKqWVxnTjRoQpv7JS7smStbWjgE+6YFt2oxyLuq1UNsmebNW6y602C7Q/BMEx5AuUDe1J2f/L8eZcJT1hf4mO2etK99Yh9GiuXU3aXRqY3rHVsqbqAXwLCdaAb847EQ6yuxc1wgnZa1lXjdPcehx8nH0yhEbj9lG9ZjkEdnGpO0aVhcQSx3T3WtbukBrHcn2ADBtQbazlN02n4/4VwhRpXfpjtW96n25SNTUctJO+Shlr+syn+VW61Ra7CCY/A4oAIoA5gDow94AsDrDa1B1OKdwPjX9Y+cVpV6M847zjUPPNutq5AOK5tkYzeQ6iI1KetmeY1xb8szxt1XSqNNaPlPlACd1MmW2pR0oYBvLZdl65U7ZTaWRB0cRpfvIAwWY+gjePeM9uvvGMUmLUS3vnLVap9RiAWgkGwD6k08ANCDGTewGBsD8xUsF4DVodDbj9Fiq6R87r1Hyy/njlL03y0hI2wKJDB7JFAATDSWNWvbxmsg20+zPAg/TMY1dVfOI6jrpyyvXrLKrGwvgmfV13+yf8qXMMctMW+XeAUH3jQjTce6VRIC6X91Ptc5jObOuWqt1Si0WgPkGMBGgm5pTBD3vidIFmo963bCXrOpgxikd2/mcMq85ydM55JDj8BMFmbomEgVWUKRLkCWKChAj81nOfCx5mlanfxvl+KRVTR6uV9CiwJ2lXuqSfe1XHwhiFXox66WXEdQg6D4yqMY2AMwvxYgCpTnWnWp5Kduy3GqdSh0BPhcBepfhRnbDeoJ9+9vfPkWAosFrAWA0Op/o2M6npn/svKqSl6lzyLEHEJargyaA0AWad4XVACRdovVYac/Vr26b229X1WOTVk1THkzdWNYDNnApe2AYoNs/3wfmOBboxZKPtAx40fXpnmHeA5J7xadDiQKlmSgwZUk666zVOqU6AnwuAgwA3bCeYI2iEwF6H2jwxCUDcM7JzNmxVfM4RX5VtZ6ccZy8KNBDj3OcaAUkdIFy8iIdzp2zF+VYb7t0XBNx7my8PpJfnc/ybVTTWme1TJm3HrwC+AAdBF33ojdtkOhY++T4mjZlcE1AyJJOIkD3Tn19kGNrWtWyrdU6pRYdAVYAuok9wbqBfS+WCJBzjDNo7a7q4KK7cnTydR6Zc8rhc9rOcR50AA4YOPmAsA7xT/chMEgjgEj6dUrmY6dQ8ko9lS+gpgBQnUBQfdQ90Zo2YbnmYym/aYWo+8a9ZB3YgR9z7+SfIWobUco4Wqt1ajUAnx/N5mkfAIHv3e9+9zT1FJsbmBNoHUZ37ezk73yOESCnn+5C1wgYptsQFJn19olVJd3oLuuZsqhTBaD6gBe4m6qbfbKfNsnDQCA4Km3jeAD0PhAM5eGeiQEgsEqntsVdtkurVbVYAOYlfgWgGza/GmLqPQaHMD7Btm6nc2hLZajmHAcC6RL0cblrwjVAnD5Hn+4/UwABTGnk+KRJmR5TFcTr8qtlsn8gFrAz25UfANXZPADWNM3nWHX36sB9pC2kq720GwDmc4gGYOtctfhBMBWAhm77Gal77rlnigDdwHNOoHU7nUtbKkcMAJ1rkaCeAI6bM88gKAKJdP1x+KIo8OP4k4ZrxXKM5qKoQyl5RLVta/1q+cg9AGDqAubqYlvawHQOXMlPvUFQBOg+8q5UmuCp3Tw8giAYSqe2QU2z1bpLLXoQjBs3v5MYAPoG8N57750AmJs3DqR1e51jO3LOiQA5fxEg8OX9YK6BOP2AkFl2PVXoZV3SZvvWuwJumzTm9rEudWSpCwACH3gBOtlPfSu0kmadKlfuI68SgBBMHefhAfy8C0wvSo6lOt9q3aUWHwHmMwgABLwA0HBuQBydQGs7zbXXObahMrEAggMX/eRdWLV0C9of5AAwg2SAhIGA9a6xwMQxuY52UeC3CYJ1edxG1sWUIWZZumBuhKs6KDMoqlu6dZOGegSeOdb+wJffFw1EtRXwZUSodkueSbPVOgf1IJhv/fpD+ADQR/D33XffBEBdOblh+8bdXXF4sXNWLSdHn65Azlw06FpgGdQBEGDH8bt2ACR/swQqtktnfJe2bTtsgt+YxjbpZh/lCOgtuxdS9nTtWgZBedsn9XBMjid1BED3kXfq0nCcfUWAelFAUDs6rtU6NzUAy2cQiQAB0I2rK4duci6t61AgwcEHEpw5CKY71HIAwNkn+gM9AGHmXWOBV5x/0o+t0xz8opuOnVPNU1kCMcsglveZyq4+ukTr4B77grj2yNR6dfQAIALUm+IeUvcAMD8p2ABsnasagDMRYLpAOb3WslRBEQhy+py6aQAQCAKF6wkszOv+BIF0JWYbSTPpU52PboJfne4qx1UAknyUV7lBUBQHgHm/abv98zCQdrDO9gDQvWQeRG33HaBfVDKa2oOD/Vutc1MDcAaARoGKABuALQqoKghENSyQtM11BRzpSqwRoePta7+kt0nZp9qc1q3fRQANdMqu3AAoElR2dbJNPkCmV0T9A8C8A3Qf5YexATA/KWhUdQOwda5aLADzHWAGwbiRffaQCNAN3ABsVQAFdhw6S9deoAYIYFfBByqiQfsk6gKcGLgwSj67aNf9I8el7EwZlBn48k5TRFijV/cDAKbetoFlRlPnPWAA6BeVdINqq9S91TondQRYIsAGYGtOFRaceyJA0xoB2g8UXF9gyMAPCAHGtiybJrpKHnU6gnGdNm1bJ8ew1En5Kd2gorhEsIE0qW8iwBwDlP4f0L1kCojaSA+Kf+F3PzUAW+eqBmADsLWlRnBw6px9IiPXj250o0YDR6ADE9cXQIiWTC0DDsAkHVZhGiXfuo62AeQ61TSTn/SybN59Emgrq3Wpt3Iy6+tIUPWy3v0DgLpBtY/jWq1zUwOwAdjaQwEF0OUzCddP/gZIhAgEAAISIiODRMDCvEhLhBjokHn7uz5FibYnAmOUfSPL47ptlWNj6qPM6mQ55QkAlYvsA9bqqIzuHWBfB8C5CDB1kn61rI/VfSNla7UOoQZgA7C1o+KAA4xAAxA4e3DIsikDgICGM+fsXYfAktGXrsEA0rL14FNBKc8KgKS5r3J80kh0Z8qSX4VUra+y6QYFvwDQMUaBAqB3gO4jxwRi0qj1dnzeOTJdr7anq1ge2spxVMvbat1GDcDnAJhfgmkAtrZVnDBnH1gEhgGE60fXKMugmcAQDGr3qOsxJlJMlAgE9uP8k2eNhui2MMjxpspWAa4u1ssfiJSl7mO9OihzTJv4DtD/amYQTNJRdvcf4Nm3Ro4sQJTmCEPH1QeBlLnV2lcNwOcByOHU7wAbgK1dFKfMwIHT91N66RY1r5s0ESJx7q47AACCvB90bSYCjPMHnzh7EIhR1t8WBo4PyF37+SFw6xK1AROpp/2USz1ErgGgdADQveQzCGlJJ9BSH3XMvZcRpI6VjrrHKgjlRdKXlmms1dpHiwYgh1MjwAZgax/FCXPKYJHoD/BcUxkYA341AuTYOXlOP5FffUfI6WeaCKja2CUYEGS6q2r5lVfkapnkl7ICUeBrXhkDvwAwvSk+hNcW0gwA1Qf0vHp45plnpn9jCQBrG8TkKyrUBiSdRJTmk26rtasWC0A3mggwN2IDsHUbBUBxzhw+4IEImKT70zTRkOuQUwcQkQ7L+7DMJxJi1oGHSAx4AFA6IGWaMrBdNZZfGV3/SSsAdJ8oszIw6xLFuqdsd4yoNz+Fpg3UXbrAqQ7uuaeffnr16KOPrp599tkXomAPAuZjiYil6zjHq28i01r3VmtXdRdoGQTTAGwdQ5wzRw1+YJioMD+uXYEYqNQHND/WwMznW7tEQ44NVNmhQZBIT/nkGVCL0mrZ3EeApexAV38LtP6IuPIB+xe+8IXVww8/vPrnf/7naT5piQa/8Y1vTPckMJpatt09CvxpyzxUHKPerWWoAdgAbJ1AAMJRiwpdVzUqBIZEMuT6NNgEDEU9iRCBw3yNAMnU/gBlfcz6ACzaBRQ51jGslsn9AsagB4aWldE+6mgUqPd/b37zm6f3nwF9ACj6e+SRR1af/exnJ+gFrIlwTRMBpxtU/RyvzaQnn3Qrp+1arV3UAGwAto6sAISTrgZ66W4MGAPHdJ0y2wIPUHP9gkHAmIgRiPL+DDyABJACSkpZtpH9QHA0aQKUfJVBWaxTLtvVwf8AAmD+WFo9gEqayuzd3xNPPLF68sknp3tPW6infUWPoOkBwXqStnpot7SXNmLyy36t1i5qADYAWydQwFPhFwBy9Bw6C/x0GwaC1tvHcQQyFYCA5/qtA0isDwBFgwFIptWklymL6jyl7AGgfCoApUHKLAI0AAYADYhRl9QBnAEQ/J566qlp2b1mPz+hJmoEwYBNuvIIYAFQHvZP2ta1WruqAdgAbJ1Qib4CwQpA1xtnLvqpVj+fSKQTCCUCdP2mKzIATHcieNRp5gOuADJwrCDMVLnlz+yfLkpTJp0AKgAEvwBQPdSvRoDg5/2f8rj3gM/95/tBIJSOdkp+9pOHNrNNlCkf6YsuU85Wa1s1ABuArROLk2ZgBiic91wEGPglGnQ9JooCGgADhkSBAWHenVlvPssxyyMgA7AKwJiyyjMAtJ/jRH+xQJCUE5gAjeU7yBGAIkAABDgwc+/59Zj3vOc90/2nPZRH2oG6sgJggAmUokXtQg3A1i5qADYAW3egCkEOPZEgCwRBwzUJIJw8E+3YDkSOB510hbqGmUhQd6hr3EAV1zkzkjK/vGJbYJluTCAaAVjLCNTmrbdfQBigmrcNuJTZn0ozMFSPCkDgEwECIYkUwc+9x4BNfsoE2soLgvKwXjuki1X62i1t2mptqwZgA7B1BgpogC0QdD1y7mDA0bs2DSxxbQJAjZBAyDXsugY5sDO60qcEX/rSl1Zf/OIXp+lXvvKVab3tQFgjqwCQgIxSJgAkkSBZXwElb+k43nplV84AUHlBPQAEPiNBlUvauj3dd+9973tX999//3Ss9eoG6OpkqpzqLU2fWYCgeeuoIdjaRT12uNW6Y3HYeSdYASgCBI4RgiKle+65Z3XfffdNsGDmAcS2QBKEgEH6iRQBT1SYBz8AEon5IP3zn//8ZD5PyHxdts/nPve5afQmmObbPJAa4WlZniNYR6Xu6s20Qbp4k4apZUD0UJrIGFATlTb4WvuoI8COAFtnpDjx0aGPzh0kOH8Q0DXqfZhoSFQEgObzjiyDReq7ONBI9JjIUUSYe8LH58zPBIoiv/zlL0/dlrFElKa2g2oiQAB3L8lbGdxL8pe3eohWxy5QZWSAr3z2EamKWN2fygWE3oe6Rz0AMPPSThdoItRWaxstFoBudt0qfn2ifwu0dU4K/Ebj3DNNpAiAiRJdsxV4eWfIXNsAJLJ0HACKqkRYIAheDHh0aYoU3RPeJYJb7pX86kveJzLwdJz7SroVyqLWdINaT7oydX8GgKBpu3Iqn0hP/u5L8JOfY9Rb3XSXgt873/nOKQ/HeRhIO7Va22rRj0scAGu1zllx7AwcdGuCGRiI9DJ45IEHHlg9+OCDq4ceemgy89Z5r6aL1OhK0BAlAgfoAKMHPUCVPojptgwUA0GgAz0wCgA9RAIfgCUaTfekqWWwVWayX9KuXaPyNLgF5ER6oCfyE1kGfkAtD2AFVWa+DghqtXZVd4E+d4MlAvQkyTl0BNg6N1UIioREWhw/GIIA2ORziVg+pQAklmjQulj2zXJNQ7p5x0YeFt07eXBMeQAO6OwvDWAGWL0pumNFgPJXXvBz34n+RIG6VoHQsfKRvn0A131pX/cmAEo7g2XAHAR16+Y9J2u1dtFvPXchLy4E8vTpHYQX+36L8J/+6Z+mp863v/3tq4997GOr//bf/tv05OwJudW6JCXKYqKqzLMMSsl601gGmwAQS1q25TML0Z5p3T9RHAsMwQ6c3v3ud0+gEqWK1gAQzHR7fvKTn1z9z//5P6d7T3rpygRgQFM+kafuWHk41v35kY98ZPXHf/zHqw984ANTHvJK92ertasWCUA3HAAa1QaA//iP/zg9bTYAW5cutzMDpLlp5sd9GfAFapkP+LyTy7tB60DRfQRUOR6ERHEiNVGf+0kECH4gJT3vEI0idc+xz3zmM1Ma9sm7SZK2fBwTqOrG/bM/+7PpHn3f+9433Z96afJutNXaVT1k6jm5eWKt1iXLNQwIoMGAB1iAIjZ2j+ZDe0DRfcm8AmBAJtLyagDQRHUGoOiGBCTvF5kHxrxvtN2+BuRIX0SnTKJGEE1kB7LKJj/vJkWLzLHyVU51AGn7AiXwJhK1nGi11dpHiwdghV+s1boGzV3L667vXPsjPAETKAEy3yKCIWBVGMYsG5STD9S925MWVQBm1Kj07WvQzoc//OHVH/3RH60+9KEPTXANBJUp0ahj80s20pBmq7WvFgnA3OxxBnW+1bom1Ws9XYWZjma9LkjA8s4tAAQhkRwI1qhQ9yYYGuzCzDPv8+wHnOnW1EWqW3MEoOgQWEV+IkgjV0WRBruki7MeX7tjDZYBRhFiq7WPOgJ8/ubPfKu1VI0gZECYLlQgnOs2rWYdy2CWRH9ABVj5rCIATBcogIoomegy7w4zOhTkRHt5J1m7QBuArX21aADmho9Fdb7VWpLq/QCELBFhokJgY6AYA6qYbcDmOOkEXvkpthGARn/WqFKXqAgSaKUtHWmAKOhl8I00RYat1r7qCHCA3bjcal2Tcn2P1znAzEVSdT/zu1rgl+5LH7UDoAgOvEBVZAmCokpT4BNBgingVpA6JjZX3lZrFy0WgPUGrcut1rUr13mmFSTm52wfgZSoLe/+Aj/doKJBEaDuzXSx1qhxzsZoNPu2WvuqI8C+gVoLVAVbhcxot5H0RX/gZ+Rmfj7NMigCZN4zMrIeII3yNBU1Zl/7ZEQqEzmKEG9bztZytVgAxgHMOYFWq3V7ifDAS+SX3xIFwDqABdhMM0Amf9XkJ9BEi9bbR7SnS1Q3aQbbACAo9j3b2lcNwOfMDZSRb6Z9Q7WuVfWhL8qDX6xqbt0mJX3QyqhN0Vx+SNu87k/bGBCKCAHPrzHVH8G2PgNlvBcEPiNGwU8kaLCNe7bV2leLBGBuUjcXc4PXdwsNwda16hTXtXurfvYg+vMTaP7fLxGgbcyoUOvzZ7v+fNdPpYGh/dyXBsb4tjA/rJ3PI3Kvtlr7alFXjxszStdLABj4ueE8VTYAW9cq13a1UZu2baNEf/nsId2fppZtc9+J/rzj80P0Dz/88OpTn/rUBEH/FCEitI9Iz+cRvg30cbx5QBQV9n3auq0W+/hUAUiJAE1vc/O3WktXelcADgSZaA/4RGz5bjBdmLo68x+AokHv/kSQ4CfyA7/8xJpl692r7tH05tSHW5pb12qNWvw7QCB0I7kRO/prtW6vCh7AM1IzA1h0YfrVFz94zXz0br17j4Gi930Bn98Xvf/++6epCNAH8ga/9H3aOoQW+XdInkYff/zxqduF6XLRFeMJ0w/y/vmf//n024S6Wlqt1vbiTvLtn9GfBrP4/z9/fPuNb3xjus/sA16BHpgBJTMfYLr/YvlI3hQAgTLv/6RVrdXaVg3A58w/U7sxPXH6NXoA9JuEDcBWazdxJ3pV8n5Pd6YBMPkEwnpKjwsLtLLO+z0A1NUJdukuZbYBpH2jBmBrXy0egF66B4C6WBqArdbtBICJAo3kFAkaDZrPGhLpJfqLsg7gvCcEP8DLaE+2DnTr4De3rtWKegzx88oN1DdMq3U7uYfAbHz3V/86ieWHr2NGeHr35++RfPPnXWC6OwNC6d50jy7wmb61pxqAzyngq0+YrVZrP+VeSnemH7YGwfzTfD5mZ9bH9Ljo9rS/CDDAk1bVeH/We7bh19pFDcDnlZsoN1KmrVZrd7l/AsF0aQJbTGRnXbW857O/4/JAOqfcq9kOfBV+DcLWNlo8AOuNkptp3U3XarW2l/soEGQiOnAzXWf2S9RX78O+J1vH0GIBmCfGALDh12odT+6rOdtFc8dXa7V2VQOwAHBTl0ur1bp7VeD1vdq6rRYNQMO1GYFfrG+sVusytO5e7Xu4tY06AnzO3Cz5BinDrPsGarUuQ7lf56zV2qRFAzA/hu1GqS/hRYGtVuuy1OBr7apFevrAz69VMMpItQCwb6JWq9W6bi021AkA/UULINYu0AZgq9VqXb8WHQH6YV5mGfQSATb8Wq1W6/rVEeDz/04dAHYE2Gq1WsvQ4iNAv1hvnkCv4ddqtVrL0KIjQAD010im+R6w1Wq1WsvQYiNA3Z+JANMNCoK2tVqtVuv6tVgA5k87QZCZB0HbGoKtVqt1/VpsF2gAKPpj5q3rrtBWq9VahhYdAYr4gC9WI8COAlutVuu6tVgAzkGw3wO2Wq3WcrTYLtAKwdEagK1Wq3X9WiwAqyoIG36tVqu1DC0SgGO0F2u1Wq3WcrQoAAZyIwDJr7/EWq1Wq3X9WiQADXapIz7zE2j5GbSGYKvVal2/FgPAwI8CwECwApC1Wq1W6/q1KG+vy3Puuz8AzF8hJQpstVqt1nVrcV2gwOenz+rvf4JeANgQbLVarWVo0QA0TxWA/X+ArVartQwt6h0gE/XV3/4k4HvZy1422Utf+tKGX6vVai1AiwMg8LHx/V8A2F2grVartQwtrgs0EeAcAEV/3QXaarVay9CiAEi6PTP4JQAEPfADwkSArVar1bpuLS4CZOCX938ZAAOAiQA7+mu1Wq3r1+IAGPiZp0SAif66C7TVarWWoUV2gd4EwIZfq9VqXb8WGQFmFGhAmG7QjgBbrVZrOVpsBBijRIENv1ar1VqOFhkB1uiPAV61VqvVal2/FgPAwC6WCHBc32q1Wq1laHFdoAFdhd8cDFutVqt13VocACmAq/DTLVq7RlutVqt13VokAKlGepmv61qtVqt13VpsF2ir1Wq1lq3FRoCjevRnq9VqLUuLjQBrFBj4NQRbrVZrOVoUAAO+OuKTgC8fwMdarVardd1aHADraE8K/PqXYFqtVmtZWiQA84e4IAh2fgM0/wjvL5E6Cmy1Wq3r12IAmC7PANAPYlsGOtB7+ctfPln+E7DVarUuVfF3c8q2S7VDahEArI0HfAGgCFCXJ+i98pWvXL3iFa+YokAA7Aiw1Wpto+pfjm3R3Db+LHbTNtO8DorxiTE+8hhW89gmL9uVba5Oh9BvPZfQYZF6hlJFjfnDH/5w9dRTT60efvjh1b/8y7+snnzyydV3v/vd1Uc+8pHVX//1X68+8IEPrN7+9revXvva104gBMdWq3Uech/XB9N1rss+476btOu+c6rr1+0zqu43l/9N6xw/5svW1SX7Zr91UMk0Gpf3lXKNZRvzzDT7sozPyBiNbK/TfbUoAP7gBz9YPfHEE6vPfvazq0996lMTDL///e+v/uRP/mT1N3/zNxMA3/a2t61+53d+54V3ga1W6zw056rGdYdyjNE2eVrOusyP+4yq+9Qy13JvWs7x6yBWj6Nss3+ivxpdZZr0ckxU5/dRyj5Xh1jNG+gY6OmZSw+d8RoVgklrXy0KgGAHgJ/5zGdeAKCoEAD/9m//9gUAvvrVr94LgPK5qTl3TfO2J7jVah1Hud/juCtAqmXfqro+jpzl9Uvu+7qN48/65DUCLHnW4yn7pMvxF7/4xernP//5NP3lL3/5ou7GmhZlehvVOgRg8oilbMnLPmAHeq9//etXb3zjG6fpq171qml90ovq/C5aHAAff/zx1ac//ekJgE8//fSLAPj+97//RRFgTtS22rYptzlZN6W1aXvSX7eP7eO2bcu+raR3mzQ3HZu0b0p/n/z3vZEOqXVlGOtTlzeV+6Y6rUt3U/ut27bpmG1Uj6/liMUxZ9ucUt9xWpXjx2n2tWzeNNuiekx14rGsr/vNTavkxQKILNf1mSfpB1bAkWVps+w37s8PAh7w/fSnP/0PEKzp1Tpsq3X7pw61K9O+KVfga5ns4zUUX/yWt7xl8stvfvObV7/7u7/7wuup1I3q/C5aHAAfe+yxFwD4hS98YQLgRz/60dUnPvGJFwHQiNCxkavG9fs046aTlvRyEWZ5nB+1y4WQtGqa0Vza28qxuZjn0t5Gc8dYJ81q69LeJ89z0bpzmDqZ1vrZf9N5v+maGNuqpm9az2O1bM903bY5jWWux8pvbl3Kkfk5ZbtplnfRXFtJYy6dsTyu+exby5A0sy3zY/3TJtXv1HUsSn5zUdt4bPK1nR+sEKzwCwCrOWZOyYOkHdX5KvsHaoILURzZP/nEyHY+2HgM4zLe8573TL75937v96b1iQJvq8UB8POf//zUBQqCAeCHPvSh1V/+5V+uHnrooRcBMN0RVVlet/5QUuZcHCynKeurjVKWTeXJMaYuuDGtTMm8tOq6OSW/XMT1iS4X9SaN6c/lJ520x/jEOMrxN5X5XDV37lKX1KvWLed77jga11t2fKZUp3U+bZxpttd5RllXt61TdfLZN8eOaWcdSzlY1bhv3c/6qLZF5k2rzammEY1lS15ZT3NpJq25NCn712PTXllOfuvus+yb/VMu+zLH8YmmSSPr61SaSSOqy7UO6+pDjuFPdWnyrXWQoTxybKbp/hTxvetd71rdd999q3e84x2rN73pTdPxhxqjsQgAkqec733ve6tHH310gh8IAiAovu9971t97GMfWz3wwAOrP/iDP1i95jWvmRq53qR1Oq6jOn8IOS31orScU5WLPeuynlK+WN1WZX1NxzTrc0w9ts7TuvpKR5nrE2XS3qQx/bnl2h71aXVd+mMaN2nX/Y+hde2qbClfzlnkmDiTuePrurntSTtp1qm2jsk3Zlum1er22JyUN2WmuXTrNOc553wu7bq9ljv7je2Q+9s03XJZN6cxv5RBvilrNUp6Nc1sy5TqMZT967Smk/3TLjX/7CdvGo9hc+Vl2ivtl7RrvlTTm5uOyv6gZjALA8C0eZT9TLMvAL7zne+cAGgKgMDYANxRAaAIEACNBPUO0Lp77rln9eEPf3ia6mcGwLGf2XS0UXPr9pULr97ITlO1XPS5kKObykg1jblp3acuR0l3Ln1pKG+6Vcxbt0k1bZpbZmmPwNW8ddm+STdtp232OYXGdk255s5PznO1UVk3t42kU9OOLI9tnf1MY9m3pjNalXJUMNT9xuNrPjn/2acq+9s+XiPZt9Zf/owT5mw5VPNxyuvaKkp+sVrubJfGXHrjflHSyL51Gssy2TdtU9OxvbZv1kXZnn1q+bRxtTHdqM7bJ7ZO9tfOBrFkRGfappaFmU8EWLtARYBveMMbGoD7KAB85JFHXogAjQL913/91wl6Glj0Z6SRE5QGTvPk5FSb06GaUzou7Dgey9XqhR/bpnxRPW5MZ9yedVHSrvlkH2kpbxyQees2aUyfxnWpr/TSJqZZf5Pm8ritjpEmjecu+ZjGqup5GI+lTduoppu07Ws+7Zy2ti7Tuj/lmHX5ROvKYzmW5eSR86w8Nc+q7FevD1aV9ONkPehyqOmWc99bXx3yqFqelG80cmzSmlP2i5JX8o1lXS1TLGnUPJl9s39VtgX2seyb8mu/1C/HVY3LOW6d7C8fbZy2TttUsx/LuQFMUd9b3/rWaZpBMLaPZdhHi3kHCIC6OwHQABgRoAExX/3qV6cGfd3rXjdFfm4GjZvjXARVOUFj49d9t2lSx2c/07n0onqjkel489Fcuao2baOkUy/8TEety8uxo0nDvuvSukmOW2fSzz6jbqrvqF33n8vzUNqU9ritlnvXOowa07Y8WpS8qgOLM63OrM5HScv5y3Huu2pJJ6r5J72abqbZL+nTuJ/0OWIPuz57cu+br855DgwUuNZ8RiPHjXWglCPKfmkDU+tGS1q2Zx/LptG4b5ZrmbI96aSts55qPQ6lmnfyT77VKPsoG58MhKyC8xBaVARowItff9ENCoS+CfzKV74yXcye/DRuTopmiQOvqiepKvtnfltt2rfmY7/sm/m6TNnfdFwXzZWdckxNM/NU067z4/71mKocVy/4qM6vU0275pH1WZe0xjyq6j7rVPOq+43Hmo5Wte74TUp9UoZoPHYurW3Sv41SJvlUc17jTHMP1XNdLXXL/WU/xzH3YaIw6dTjqsb143wkn3G9qfQDQI7VwDdT62r+qUPKnHKPEVLdnnWOy/FVc8vyYvKubZftWTbNvnVd9otlGxuV7WNa9Zhahyjr5jSXz6gcb1rLkGPnpixlHM/JIbQYAILcj3/84yniM/gFCE0t+x4mJyVmORd4ttE4jbL/trL/tkp5KOWpGpdr2cZyjpqrx5ge2Y/loqXsy6ozqPvlYjXNRVzXj1ZVy5H5uo6Sd9o+6ST9UdlerUp6o1H2M61lr85jvDlzfPaNbVLNN3WaSyN2KN2Ulu3KEdUyxNS/tkdti3Ga+qVucW6mc47OfLQuTdNxXVXdJn0PvEyEsSn6y3HKGkvZRxuV45PGnGyTV+qfuuaYHJ/ymMayLUZ1/ZyyraYxpjdXl9uoppm2qvmxOdXtzDHRumN20WIA6InNR5/f+c53Vl//+tdXX/7yl1fPPvvsNP+jH/1oihCrw4lysqI0+tj42a/ueyjJq6Y75lGXx3LddJHM1aNOIxdenEIuXO1VLcfYXh1ZjrNcHYw0WNIcNVfPuXU1/5perVu2ZbtpyhAl/ZoeoxxbjzNNXTKtdanHZ322rVOOqRFGTSN5pCxke+Zvo23TyH51ymodsy77UJ1PvVL2WrdaR0o6bKxr3Seq6+r6Kuk7Zyy9P1ke2zhp1DKzcV2W7Z9pjs10neSXutd9axq2U9aNlm2ZZn5O2R5LfbPtWKptlbwzv60OWb7FAJAzMSjjJz/5yTQY5lvf+tbqm9/85jQIRtcoOKZfv2quedadgOx7yCateUnX8k3pb3uB3FSPKjcI55AblQKKsTvITTx2ZWVduphyoye9pDmqliXzdV3KkPxrmnP1q/mlDMyxrKaXNCn75bhMU8fUKdsoaVLyZHPlilIGbcpqGjX9pJNttCndbbTL8ck7x5iOVjUup15Zn2NSr7p/3YfqcdG65XF92ittGBvbNRaZz7GU+XE6p7EMc0p+8q/KseOUNm3bpHVpbXv8IZT22jVPxx2ynIsBoGpyKCD3s5/9bBoQA4RMBGjdCMBTXhDH1G3qkfaI82VJL5BYB8CxO8lyzLrsG6ezjZKHaSxlMC+dlDGW/SlOLvmyKPWpVpW0axpzAEy+KZ/5HJP8Uq5RtT5zAKzpJA9KeuvSPZUOkf8h67BNWnWfu26/qmOV5ZzqeNdaDABJVTmXQNC7v/weni7QOBy69Ivk0OWfc7xpzzq1jYFChR8zn/WWa7q7KucpebNIeql/prVsLPskb9urpT5Vc8cGerWe2TfHm99HtTyUfFut1mG0KACS6nJuecIGwzi72DXo0I4y6WWadqrtlXn7sDjsemzWR9m2r+bKsSnNum1uv5oObUrXcgXeOtmW7Zv2q6r1yvxcGtmePLZNv9VqPXcvPXfzvPiOX4DiNNj4pG+eE6nrLk3HcoJjunNtlPajuv/cumNpnzxuOmbd9TAeN7ffvnXf5hrMPvvm0WotWYsEYKTqqf6Cm2ErrXOs69pt3f7HctC1HJvOpfw31SXHjmnUYzalsU677r+pDqPsm/R3zafVWrIWDcDWdcglHNOtLaofI/tAq76rs1yPq8fW4+2XY8Z3fjUPOhSAxnTnlPJXHSr/VmsJagC2Ll4uYfDymYvBTAY4mQexCLCM1MzHzuYBzD72zX+jMct5N0z2M3DHsSwfTUuj6pDw2RaAlH0bfq3WbmoAti5aLt9AzIhen7T4tMV8PmsBBrDyU1d+XZ6ZBzX7+DbUcT/4wQ+mb0IdC4SgSvbzayF+LsuP8frd2KQR6JgeEkDb3Jbyy36HzLvVWooagK2LFviBmE9ZfNvpBw78yo95ELNdBAdg/k3ar8r79w//+iGKEzH6dSA/ivCNb3xjOh5AQRFUScTox5L9Gr1/DPnDP/zD1Vve8pYJhCLLwO8UEFp3uzYAW63d1QBsXbQS/QGWX/X50pe+NP3YOaCJ5GwDKdEa+N17773T/z6at053qZ/Dc9wzzzwzTR0rGgRQYAFP/0Pmf8kcW/+cM980ngqApM65bZPvqfJuta5Ju3+B3GqdmeL8dVkCWn7qzg+d+7ePL37xi9N/P4Lbt7/97QlsdSBLjrXeD6Y7/t/+7d+mNJgIERADVACSZwXfKQEEfsqQQTuWt32Ozb7b7t9qXbMagK2LVgUQp553gYCVrs2vfe1rU7eoLk7v+HSZgp/orUIQTEBQNGk/5t1gwEf2rfA8Jfgog310+SoX4CuzdRm4swsMW60lqwHYumgFfmAUIAWE+eFz0Zzu0e9+97sTNEAiEKvmWIDxXhBUAhayPaNAvROsXZ+nUCI+ZVMv7zgBnpnP79nmJ/12jQxbrSWqAdi6eAWARnp6X+cfvoGK809El0gJHMj+mTKAM3WMfRJNWe+zB6M+DZwxCtS7Q3nJN3ZMKZOygDGA68bVveudpe5d3bwiXYBX11rPsWx1+djlbrXOXQ3A1sWLI0+EZrSm0Z5ABYbgAWYU2MXIseO6RE0gB6bA9/u///uTGQzjc4gA8NhSlkAZ2HTL6sr1Z84G+7Annnhier9pfSAoElTvHB9lvuHXajUAW1egAFCk5tOEfOogaguowNB23ZdAFxAEENUo8AM86b3tbW+bPn8AQQDUBXoqif7ALJ96iP4ef/zx1ac//enVpz71qdXDDz88LWcEq25fg3nsn25cx4No6pdpq7VkNQBbVyFQEwGCns8TaqRmmymrXZ0MHEACLBhQ2K6bUxq++/P5Q+AnsgTSUwJQOWsE6H2mbk8jW5988skXzLLIULfos88+O0WEuksNCAoQ1TfvB1utpasB2LoKifJASaQHgsy8dYFdlGWwA5UMKsm3f44RSYKf7/3e8Y53TFGgdeAXqJ5SoKVb07tMA16U1+AeEV/eB4oCP/e5z60++9nPTlHho48+unr66aen7UAIng3BVus3agC2Ll7gB0iiO12cui5FcABoHYmgWBy/eUDJJxO6DUEFHBwnihT1AaDuz3R9pgt1XwW+myzKsjKnvACozCAIaBnlCnKiP9ADQQDM+0ERoe0ix3zTCPpgmHeFaZsGY2tJagC2rkJ5DwhQorQAUDRnGwcPbnH0pgAAJCDCzHP+BtL4qTORX6I/A2ukKw/pUQA12pzm9ltnKV+mAFW7akEwUyADtEBQJAh6QMgee+yxaVkkmK5Rv3zjA39RIejrHs0oWXk1CFtLUQOwdTUSmaUblOW7PesBpEY7bIz+QCDR3wi/fPqQ6C+wIkCsNqdN68djKwQDwER/gV/qol6WgVBEKMLLr+CAoXeDIkER4Wc+85lp4IzpI4888kJ0CIiO8wAgLek2/FpL0Ev+x3N6fr7VumgFIKAguhHtAIFPA4DE5wzvec97Vu9+97snqIGfgSIZMAIi3vPp8rQfAIoEM/Clwi8gNa3zpomgYtYBFqsgNp9pzDaRWAyQgDqDX8DKr9oEWo5PmZJXTcexIjzHg3xgr+6Ap84pj+NJPSuQM221rk0NwNbViKMOnEYAcvIA6MesARDorAcSBgwA4PMJ2+1nEIz9vFOsXakBE3gELmBivprt1jP71P2yvi5nuylAZapsujhBWn2YKM82ZQ6YKSAEQeUUMSb9gG8EoLrYPxBM9FcBGGudv3L+6FzPmTKeQ9n63yBaF6/qsAGKw9fF93d/93erT37yk9M8pw9q//2///fV3/7t307zugjz6QDASMf6Bx98cPXe9753gqH3gbpRkzaoSD9wkq4oyzYaoyeSru1s7nar+wLQaOANVCJA8NNtKQo0AhS0HD+mmzSVB7yZLty8HzWgx0hZkbAuX3U10MfU8hvf+MbpgQH8dQvnE5LWeSvXgWm9rur8Xateq3ddrgZg66K06XJ1M4EMWBgA8r//9/9e/f3f//30Dgzg3vWud63+63/9r6tPfOIT0+hOnw0AoMhKpAQO/uoI/HSB+g4wA2nkK0oCv7xny49siyRts0+iMWVhKa9ygRllXfapss1+pjGQE6WBrrzUJQNYpFvzyTGU9JUJvAJBA4VAXX0BTpSrruCnyzf/eZj3n0AJmo5vna/qNTCqXmdz11w0bju05q7Pu1QDsHVRWne5Wu9mAgQRmcEf//AP/7D6x3/8xykCBDnv9v7mb/5m9fGPf3xy8D4XEAXqCuTcQeD++++f4Gc7x289gCQSAx1pAZ+RldLQhSoytE8AOEr5AsCqTc6IchwIpksT4NXRfPY3rRYpjzwAMCDMvLqBIbiBoAgwH/5rAw8JoKhdRML2bZ2vxmuBcn3V66zO12uFxuvx0ErZmLzW3S+n0t3m3mrtqLkbNDdxbizi5EVvnHtGcIKjCE70BGKiOFEVcfCcva4/MEjkNzoLMJKOiA+EAFF6uielp1tyzmzLPrFxOetEeInyRJuiPu8BdbkqPxAqAylfHElgNzeNUn5AVYcMlqlWB8XUNm1djpz3m3QX53W8nu762uoIsHWRymVbp256Tlt3od/FNNw/v5WpqxPUHnjggamLU9eeKE4U5V2XaEf3p25SIEzEE0cCGsCQLlDdn94digDNSwc0aN0tNZZZ2km/rqPAiwLcDKpRBvBVT/WNpDHmQUmHzAO7LlAPBuopwvPeL92fzAhYUbC2sY/uUse1zl/1OqjnnsblU2ss212XpwHYukjlsh1vKEAAKr+VCU6+e/PTYN4JAkneb/m0QfQmMuTsgfGhhx6aukk5fYBIBCh96YIQ6ICQ6Az4dLWK2qwHwFoeWjcfzTmAOIZsU26AFQmCr7xFhEBo26iaT00LVBMZGwSTd38BH/BXEw17R6gttFONJFvnq7nrjHI93aVSNtNcl3epBmDrIlVvpMxz0EClG89oSYNfwI+BIWCIZjKwg8yLCD/wgQ9MAAQD++Q9GUlfuonEAkEw8qkFGIGu7dk3x0V1/iYFVlGiP12poMt04cpfXvYd84pzAfEYiIGf+oE8wOW9n3qLAgGRgaP9RMGObfi1DqVcq3cNP2oAti5SuWzr5euGAgQwAon8AkoAKILizDPyURRowMf73ve+CYCiQFDQNZj0kr50zc9BEFhFfwEgmday0bi8SRU46uNdJdj6BELXa/76KAAcZR3gZbRnRnwCf4VfDPy0h+3Al88f6oNAq3VtagC2LlK5bOvlOwLQ72ACYExXpf1BQeQHfkZ9JvrzDSAw2h7Zv+YhfaADPJGmyKxGf3XfOk/j8jrZL0/H5qWvuxb0fLoB7LpeRbnyBXX7V7MuXZ2gBm7qnPd9gR4Q5j0f8DuGifwANOVota5RDcDWRSqXbb18OWvLwBQA+gQC/ESAug3BBBw4f+D74Ac/OEWAQAiIQGD7XPpRokHTzMdoDhpz6YyqadT91Uc3q4E8ea+pXj7hkD9YJVJj5kEc/IAv0Z73er7t092Zd3yALzpMV2dNp+HXunZ130brajQ6bMuxKs5dlCMiAkJTsLhpoEfSAgmwSPeiyEmXoTSY+dGybZOBr2htNOttl478ajlNwcs2kRywAbmfczOqVbeuX7Zh5oFepGvUq8FAwOg46WsTaavf2Gat1jWqAdi6aAVKcdh1mnnRVL5rAwtQyehHwABAEAO1OSUyi1HSPoZqXokymTxrZGYKWOAF5KCmK/ejH/3o6s/+7M+mD/6ZeetEuvnMQxtoC2nUerVaS1IDsHVV4sgDCkDj5NO9J8LRJSjqychH3YBgYFuFC81BoW4/luQRy3LKLxoEbBDzyYZoz2ccifiMaAVBsMtvmt57770T+ER8QKkNaiRZ82q1lqQGYOvqxJnrxgO+dFGywA84REsAqPvPtsAg0VCFXwARSJwCFjVPdUmkB9igB3bvf//7p/eYYAd6YGe9nzEDPPsBvTqLeNU/XZ3aJl2dp6hPq3WO6kEwrYvTukuWI9dVqLvT5wl+6cUnAz6C94swfj0F9ERL3oV5JwaGiYjquy95VDDcFSiUQ318CO+n0Ixkzd8hGRkKZKBW3xfmnaE6gZ13lSLIEXh3UZ9W65zUEWDrorTN8xrHLpoDBwDIIBSgy2cADDDGrkBKHpneJShSl9qFq/tTt6fBLIn2gBzcM6hH3dTbMeoXAHaXZ6v1G3UE2Gq1Wq1FqiPAVqvVai1SDcBWq9VqLVINwFar1WotUg3AVqvVai1SDcBWq9VqLVINwFar1WotUg3AVqvVai1SDcBWq9VqLVCr1f8Pa+246VogutUAAAAASUVORK5CYII=)
physics-General
chemistry-
The enthalpy change at 298K in successive breaking of O–H bonds of water are H2O→H(g)+OH(g);ΔH=498KJmol–1 OH(g)→H(g)+O(g);ΔH=428KJmol–1 the bond enthalpy of O–H bond is-
The enthalpy change at 298K in successive breaking of O–H bonds of water are H2O→H(g)+OH(g);ΔH=498KJmol–1 OH(g)→H(g)+O(g);ΔH=428KJmol–1 the bond enthalpy of O–H bond is-
chemistry-General
chemistry-
The enthalpy change for the reaction H2(g)+C2H4(g)→C2H6(g)is........The bond energies are,H–H=103,C–H=99,C–C=80&C=C=145Kcalmol–1
The enthalpy change for the reaction H2(g)+C2H4(g)→C2H6(g)is........The bond energies are,H–H=103,C–H=99,C–C=80&C=C=145Kcalmol–1
chemistry-General
chemistry-
Heat of neutralisation of oxalic acid is–106.7KJ mol–1using NaOH hence ΔH of-H2C2O4→C2O2–+2H+is
Heat of neutralisation of oxalic acid is–106.7KJ mol–1using NaOH hence ΔH of-H2C2O4→C2O2–+2H+is
chemistry-General
chemistry-
The change in the enthalpy of NaOH+HCl→NaCl+HO is called:
The change in the enthalpy of NaOH+HCl→NaCl+HO is called:
chemistry-General
chemistry-
Equal volumes of 1M HCl and 1M H2SO4 are neutralised by dilute NaOH solution and x and y K cals of heat are liberated respectively .Which of the following is true-
Equal volumes of 1M HCl and 1M H2SO4 are neutralised by dilute NaOH solution and x and y K cals of heat are liberated respectively .Which of the following is true-
chemistry-General
chemistry-
The temperature of a 5 ml of strong acid increases by 5°C when 5ml of a strong base is added to it.If 10ml of each are mixed temperature should increase by-
The temperature of a 5 ml of strong acid increases by 5°C when 5ml of a strong base is added to it.If 10ml of each are mixed temperature should increase by-
chemistry-General
chemistry-
If H++OH–=H2O+13.7Kcal,then heat of complete neutralisation of one gram mole of H2SO4 with strong base will be-
If H++OH–=H2O+13.7Kcal,then heat of complete neutralisation of one gram mole of H2SO4 with strong base will be-
chemistry-General
chemistry-
The amount of heat liberated when one mole of NH4OH reacts with one mole of HCl is–
The amount of heat liberated when one mole of NH4OH reacts with one mole of HCl is–
chemistry-General
chemistry-
Heat of formation of CO2 is–94.0K.cal.What would be the quantity of heat liberated, when 3g of graphite is burnt in excess of oxygen-
Heat of formation of CO2 is–94.0K.cal.What would be the quantity of heat liberated, when 3g of graphite is burnt in excess of oxygen-
chemistry-General
physics-
An ideal monoatomic gas is taken around the cycle ABCDA as Shown in the P
V diagram. The work done during the cycle is given by
![](data:image/png;base64,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)
An ideal monoatomic gas is taken around the cycle ABCDA as Shown in the P
V diagram. The work done during the cycle is given by
![](data:image/png;base64,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)
physics-General
physics-
If for a gas
, this gas is made up to molecules which are
If for a gas
, this gas is made up to molecules which are
physics-General
physics-
For hydrogen gas Cp-CV=a and for oxygen gas Cp-Cv=b, The relation between
and
is given by
For hydrogen gas Cp-CV=a and for oxygen gas Cp-Cv=b, The relation between
and
is given by
physics-General
physics-
Is the cyclic Process Shown on the V
P diagram, the magnitude of the work done is
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gKOe2www5tT9UrX/nKRkoIiVWFlCSkxSXIqpIfse25555t79SGrCnBGP7Lhcgi29xBq44L0xgb+72wUvkW+13aEDYl38I8PeSTxtjY74UtyScthpXKt7HfC4vlG6elsFj+DaXFsLn5FsPCPCuRL1g7eN7vhfZkVA1VcZL6ddddN1x++eXtkNn99ttvOOmkk4YzzzyzRfQ9+uijwyWXXDJ8+ctfbutVxx9//PDHf/zHw1577dXC3KscvyE1m4IRlIAMFpU1LCHw3IssOPu2uB0XDmxl+M+DDz443HDDDcMnPvGJdp6gtbDzzjtveM973tNcjoJAlOsaZfmx2pSnPq4hDxL1G8J09FOdY+j68iHmWl9DrEiay9N/lMVa5NpE5P4DSNd1Jf9xDXncn7ZaWJ7r+g+ok2tKCN/9qpv1P/ddWwLkcw/KVZ7v1F0++eVTN9dTlleffe939+Ca7lU7q7stBO5ZfbWd68mnjj7L4x7k8d79K8/vylSefMqTR1I/KKtbPuWqr/ura6qb8rRJXdN7kM89yOde1dm1qixlVz71k1d5rlHlSerme+XIo27qKp9yXFOqvvW7JL981Sb6Sz71qHFbdYPxvbq+fNrUdbxXjlefF8J1XWthkldb+6/37tU1tZ/34HrqJlWb1DiWqs+ME/Ubj0/jo+6j2k6+Kk97V5u4pvGnXu5Dm9RcVkffu1a1sfrVODEXvfrsmsoyd6rtgr4wKaICbr0777xzuPjii9sjP1hKRxxxxHDOOee0AYeo/Ob5U84IPPXUU4d3v/vdzV1o4INJgaAQjMeHeF/CUuIuPO6441q5Qtp9NolMkIJmMSEeeuihRpwXXHBBe28d7Z3vfOfwR3/0R8MBBxzQhDjhpM6uxdIzOUyaffbZZzj66KObhWjC+e2RRx5pz8xynqE6WZPbd999h0MPPfS5tTlWJIL0yBKuT/dlknFxIm3BI4A4lSVpN/ne8pa3DIcddthzVqb7UJ72csK8Z3WZ4Mo48MADh7e+9a3NKiVwvvrVrw4333xzUxas//mvLQPHHntsu5eqn20B8jkMmEDQBq530EEHNfL22f+Vd8cdd7THsChfG7jfY445Zth///3bZ8LJfehrddR36nPIIYe0dpGfMHId19Mu8hOW+k299ANFRR9qLwqOspwBSeAaGyeeeGIrr/ramNC+999/f2s7fW+zuHuQjyuZAFV3edyLe9J2flO/gw8+uLWx/rZm6l49U814IIzVS1JH19UG6q5uddK/Ptt7771be7guAa5NXE8+9+te9b9r6l95XNM96Ctlqpu2cx/6yO/Gl++KsAru33WNUW1bRCnJiwxcE/Q5ZdF80Y5gHhhL6sfbARQ4+dyveamdPBHBfXrWnDbW3zVO5EMe6mUuyGcO1fjUZsaJ/NrSXDT3PXNOv6ojeVDjWLvoP+NE/b74xS+2ttOWxsZRRx01nHDCCW3+Bv3hBf/4ezz7fhIgHE0u7j2T33sD0iTx3ncGtYE6HvQmWUE+wsKANbhNXhNSMnBNcNcxWQkQ5dO0xkQFJjtyMTFMTALfJEduJpIJqUx1MYFYgYSVCULAKR9JmezKN1nV/cYbb2zPzyIA1UfdEYIJSVAgApP2iiuuaOW6B/VQRglR8D0Bj0jlI7TcA0HvmsoDbam8a6+9thGM+yGECQpEYPK6VyS6fv36NslZrIiBgJCHENBW6ufePDuMIkAIEbiuq17Kcj/a2L1ec801rTxCjeByXUKNgCG49JPreJaYMrUdTVjd3AMicN8EkPKQi3vQdoQkYSufewZ9pA9cU/3ck3vQD/IQ8uqqPZVT96ot9YXrug/36n8IQxvrM20on/5Wr+ozbafPKCr6THna3P3JV9ctZUD91E0+bak+rqtNjEX3r97yua77Vp76sGQRk+/8rm763iNytJ3/aU9jX/JZcl3jw2u9l9yP8uqz/yhbWT6bb+7XfFF/16cYuaZrey+fOaffzQmKivxIB3HrW/n1v++1iXut8Y6otIX+d7/KA+NE31abqJs82tl89L8ax/oMmauffMa6+rkPZKgcZKZfg/4wmTWqAsFjIBvwXg1kQsVENdAJRYPTpEBeBOiYpMBkQCgmA63s/PPPHz74wQ8OH/jAB5plhmSUaZIRFAa362wMyjXo5ZV8lggqk9mkNjkRgVeCtNwP/mcyy+ce3IuJ5r4Idb9V+QQSwaw8eZQlvzrLV9AO8iFAgtK9eO8arln1k889Kk8+Zamb7wgfkM91fV9luW4JKtdVN4mm7jpVN/egbrTwulflEvyIQx5JudUm1X5efXYdAlM+/3FfrjPOp3zXUX/5vGo79a66qWfdq35wTe1d/VBton5I0n1U/ZTnutpLWfIr2zX8pk0kZVfbyadu4zau8tyrNlDOuI1ZP/IpU9upn3zKU5Z7qLqpPzJBzFdfffXw6U9/evjYxz42fPSjHx0uvPDC4Qtf+EIjUOQkHyGvHfWN/7uW/lO+MtXRd9qx+gaRKR/xIQxKRZXj+XCEvmvxKlx00UWN3OV3Pf9Xx+oz7eAetEvda/WXe3Zd9alxB+M+q3Gn7uM+U6bPVeeaY9UXrlt96z8+Gz+SetTvQZ+YnEVVVo1JXpPYwCuXiM8GP22Mi4uFgdTqf2BAIirWDg2fNo3UaFWsHBPD5DHwWQu+pwX6bQzXNbFMChPWRKS9cfkcfvjhTVOmNcunLJPTdbhyuEG481h8ZXmZnPKqKxLmJvM71wXyVAdujxJY3ivPPXLRVV6aI7ime0HurqEM9ZLH//juwSSVT3nutcqTylWnzZRnYtM6tZl83E3K9Nn32lV5SEMf+F45rim/NqE4lMDVJu6V+0WbyKtMSoQ2ka/qp3zuTe0rsZj1H4uqhI+2q/pxl2kT9+267k8+ZfmP//rN9YwVFpC6uQfCi5AjvN07jVxe5amrNnatugfjT51p5e616qcN5NNn2s4Ych33WeOzLCXX0W7u2biRzz0YJ+5bOxljSIcFwlpFGAS7+vqv+iJOr66n741J/c8CUXdljfuYx8F11N33+kFyv/L7n/+7Z/ejX7SRerov1zXnitRZZIjQ3JBP21ebKNMY0/7aTn94b56pgzxeXVObahP3Ia/+0w/qZsxpF+NYn8mn/5Xnfnk1qv/do8/Gsd+NY+3jvXYu16pya04EfWFya1Rg0HKNMfO5Z0xUA9FA9puBbZK/4x3vaIPZRBkTFcEiGagmm4kiuVUaG63xsssua8QnSGPdunVtchvUBXkJB66DCqYgNAidd73rXcP73ve+JqhMIvWhVSI0k8Q1a9IRqASQ67ueyY2AaYHqRzDIp9yaRH5D1ISC8ggD1yEAXNNEBQJLWQSuNtIGytI2hDThCH4jZMpiUDfCXrtJ3qszJcA9qKN7B5Mfmbm2+mkXZdC25XfvruMeCRXCzueyftwDIac/tIFr6UuC0WfCRz79oo7yaRNlsZZLgVAf15PHfROgBKr7VZb6uX9tTOuufON7UJ66yeceEAHLQB3VRbsRuASb+9AmylCea6uD/1b9JMJWnbUx4S3Jp27aVt3U0dgal6d+2giUgXD8bhypE6Ji2chrzPtdGcaB/PWq3d27+hoX7rWCC9yr/xk/NR+81pR3PWUbY+pPuGsX/eV+1VV7qqd+8l/wH0kfuL72MoeOPPLIRhpIybWVWxa699pY/hp38qhLWVM1PtXXPRkn8rtv11KnGk/qY1y4Z2XpW/dtPCqHYonwtbN+RWjWpGvuBH1hkkSlSiYrFwOyQhAEhIlS1gOCQhg0OJNyIeq2vBr4BWURAtZODPYzzjjjueADwqXgf2Oi4vognBGP4A1Rf96XVWAym4yEgf+qrwlWQshnv7lmaZDux+QtAVQWXWnnVZ7/Ihf5TEblgTJcVz39p66pLPXyH6jy5PMf+VyXoJC8V+e6pjq6J/CbaypvXD8CrPK5jjq5rlef617VzzWrH6o89fR5LCxdv9pEveSptpNPeXUP8rmOeslbfee6ypHkh7qmfNUmyiBECWNC2vcIiGAk7JWnzsqossZtUm1XbaI89ypVm6h/1c1n5VVfaD8CmvBFRgiOkiAhbQpI1UvdCW7C2NgnmJEfZURd1bvq41raTFI3/9d+rj1O4FV7qVPdp6SNXRshUCK0kzp69Vmd/abPXE+9ympB9OZkWTjqoGzXAfWquo7bxDWrb0G5Ne7k09/Kcc3qf/dV5cmnX1xHHv2qjvpj3H7yBf1hkkQFtDC+90svvbQRC42LADA5uXJEv7397W9v2tKmwgBXpgVbfnkkImqQFkg7NtALmsXEGRMVIUIzL6JybRMFTBz/GTeniTQmSRjn8SrPONX3kjLHqPIW5qsElafew4byjRP4re6jsDCP13FZUv1Wdav/j/PAwnyFcT7Jb+O0WB5Ybr5xX/iNUJNK6PmdUJQq77g9vNZ1qsz6XNerNP698oDrIQHCHjlZ56H5G4/eIwIC2VhkfRKwyImVUpaIVFYU5UDeIiX1rrTw2oWqX9XVPUrmVyVzBZmWdYWozEEEymLxHnG5F/nNJURA4eOdQFbe8xRUPdWx6jOuV9WjUO8X1n+cz+u4rHG+upfq2+pT7TTOF/SDyRIVN4ToHaHoFpFFNamqwX/KKacMp512WgubNgk2BQYuISCqjTVF2zWZhKwqk1Ao4QSutSGiEpyBqEzCIqoxxpNoS1Hds7HylpNvU8uClbiPTa0bbEr9loNNLW9T7nk5ZS2Wj9Ak+FnmAnmMaSSFsJAB7Z/Gz1piodT6ESXKd9xWrCdCnxVRVpNrVVqIpeo7vueC7yoR9GVlqVtZWQgKWbH8KqKQBWOOqRsS5W2wJkYJZGX5rP7jORYEm4rJBVMUDGgT2wRAWsx5rgSTl9uPm4FmObaCloLJZU2iQocRjkmEpEygsbZXMFFr/YTPm6tGXteWkBtNbSGWEg7LxYYE0EIsJ9/GUGVtSt5NwXLKWqlrFjZUnrFlPcRYYMlYy6CYgLFQFskYm3sPZUXxEhhHwqatvQqxpvz4zThGSBb8uaKt+QgoMM6MeUpRkVW5Tv1HPauui6WlsFh+qcrUDogTKbqm8V5rYurCgvK5yNN/WIPmq3mD1MwZRIfEzBVlluVX8BsLTl5WXFlA6rJcIFh1IDcq8EM9XKPciEF/mCxR1YAy6AgV2qPJaiLT0MoK2tjAIyRMANaZNS/aq0nOfYioTDYTcbFJsblEFUwf+pZlgywE7uhjAtXY4MZaKTdRCU3XoigZg4iKNYUcjW2Cn7vMYr8N4janWvxnVSEvXgN1Img3RKJbC0VcY9Iy7tWp3JISlzwyk9eaE/KlCLh3rxRNZKE8bSvV3JEfuVk/RuauY74ra0xomwLXME+VJdy+NuGrv/rq36A/TJaowKA2wEwME5arjjsBSZkYBvRSE5Z2ZdCyomw8JCxYZUhKmGyFyG6IbEJUaxeEo42t1j8RlTUYfWlcSQTacoXkQrDQKEYIisC0Nmoc0vQJVFaJcSRaDjlV1Jzx7TeCn8BWr21FTBtDEReiMf/Mn7KyKH1ezTH1Nn8QELcmUjaXWEyleCI981tf8HggcS5RbV/uTb8vB66JHEVM6lftrh/MW+2qTYP+MGmiMiEMaIRgElhQRlgmhoG8IZIo/7oBy/QnIKwFyM+NgqQqHLyEwGKCIES1dkE4EmYsKn3LmmIlUF64lMuVtTkgiAnosti4+ZyogRiNJwLemg2rCTmxpGr/lmuXoHf9qRDUQqiXse9eyi2o/ZC8OYLAkIw5VGtbUkWLuje/+7++QGTWjgU7VZnK8345/eB6rmO+UxD0bbV3zdmgP2yZyriVYYASGIgJSUk0tqVICmirJgf3isFPazZ4rUuVVlW+dIvEFe4azAclaMsykFbCehkLyuuvv74dqeRkB2PRmOQms/Z0+umnD29729taYFBtjzDOWRNTJacNQX1ZP+YmdyXydX+icgU98WAgMC5AFpPgKO3CgrI+SAFk9bCqtBtLSD7taG5SPJeDIkH9qT29+txbuwb/i0lbVGBwGXjjtLEBxx9ukZzZL3HrGLC0Kq8mBc3WBIESWAvLjkW1dkExKQ3fe5aMdSJWDTIxToyHMQhMShAlRzKOvLLGvDfujBeRoiwoZzASuKwF44u1xnri5kNWTomwxcGYcr0tJcnVhHqrP1KgSFIGWYaSz+7ffKIYUhBLSfQ/bcj7gaC0HQsLsWkfbaPMTW0XfaQ/KAXK97n2eHll6QX9YfJEtVwYmAiF26UWrWnLBj5iIUwQl/BaQoqAMHhNpoVaV4hqbQPpEIL61AZVgqyIg2AdjwVkRqASgMYE7d/aCwEr1TqMKD6uPu5ma6PyEtrWVhGU/X8sDuut1qFYImttDCF4c040IPddRQa6TySkDbWXtkEm5qG5ZZO/NT3zjoufpVnrhZtKVAX5/c//tX0FpujvoD+sOaICA58g4WowOSoqycAlcEwEE8agrZBfEylENR/oZ8KUILVeyS3s1WfjZGxdGzMEKiKyb8g6CgWI9u8zd1WdOs6CKsuAZm/scX3Zr2ffn3P3uLCR11p2R7kvc0M7epXcr0SZNEfNzyJ4SaQeS0v7s6ZEQFqbXo5FJZ9rUDy5Iikg3KosZgrpQis56AOT3fC7uXA7XDo0W6GuiAYMYALH75L3iMYgJqAQ2XhCyMOdszkbfoO1BeOAFS74AhFJxlWtbbLMKDU+I7Q6RcVYQVIELuuAVl+BEnOAOVRuPR4M61HmkFeBDkgeWbFezUXvtRtyd47n3/zN3zR3LNLZVKIK1ibWJFGxlmizJon3NcgJlTFoXlwvNOtaoyqEqNY+CEWpxkVp/2NrCgHR9pGUoAhrT6wn7qv6f5VR5SjDeqhzJFlRyIrbiRXlt7kIXe2hnVhKLFARkIjcnERStW/KZ3NRW5tP5piHk/7VX/1VWzNkYS0H5u64b6pfXSOE1yfWnB1sIBrsNDRuvQpplxDLONHc5ENUcQnMC4QoNxNNn+uO0KyDYAk3IPAoPKwnArV+J/BqzFjz9J1Xio3EauK68iw061EEL5fx3ASle5W0kzblOrcGpa25/LRVkTuSgtKbS+H0fX23KZCXgsqrYr8aRdN6tespL+gTkc7BLEFAWse0riQytNaVfEfQAeFKmBKwiMgaBw3f8UaO8fIeKY1B+6ccWcNkSSEppDZHICn3bq3IGpGgCmtTrFMk4j3y5s3wWuBCpURwGcpTJLYp0K/6jALCguMNscmaN6T6NegPazKYYqVggiSYYm2CMOSOQlAi9Oq0CMRT+5lYAsaAV2474eWi9RAUAcyS4hb0WiBwuf0ETQhBV9acrKiF0HZFRjwd2hhh+M5n60/a2u+sIUmb+06AkzlWUZjK2hhqzupb+7RsEWBduQ6lQT8G/SEWVTBL0LwJtIrio31zSdHiK0gCwRBwLCQnR5x44onD8ccf30gIAZVLirJC6JarC0rozh3IhSUq7J8b1AZna3cnn3zycNxxxzX3qLB9+8uc4ynKj4tOX7B0KYiCU2pP1MZQFpXgFxYyawppsbD0a9AnQlTBbIFUapHdq7RQa/ebgBuE5TeRafb7CKoQucaa8jutn0BWJkFbZBf8D1ig1owRkkCkv/iLvxj+9m//dvi7v/u74R/+4R+Gv//7vx8++MEPNiKzdswKQjIsXkRDqdCum0JW+qAsuUrxfPSNEFUwSxBktiRw47GWnMjPNWQfVVlH4FXiUrIgT0un6bPACE+WFUvAplJrMQQpwVjBFsH/QBtqExaTQBPh+iwpFhUr1UZoR0o5ekl/cPtxq7J2baAWaan9N2YVaXOKg+tw07oONz2r2PWDPpE1qiWQNaq1DUJNH4oIRTb61PoSsrImUmRlHHAJCrywOH/VVVe1McHKquOQRJGyrriclCPggkBWfvB/UQqAPpDMI6RvjZDrTlsKbNHu3iMuv2nPjSkByqVsmKtcjpQQfSGgw/dBfwhRLYEQ1doGoUX4cTXVk3T1bwVSFFGJQLNmgqRo96wqVhONnQVACNL06yQU7itWAi1eWcHiKLKq99ocCVESuPlYUNoUUdVv48efLAbl6ANWFYVDH1A+WFj+txTBBdNFei2YJQgsa0oEmNNJHLVTQhAJlQBFQLUw7xR+ryLXEFs9ooPbj9KiDAECNvmy0JQfLA+I3TO5tKP2RTSiBK1TaX/BL0vtidJviE5/+K+TLfQV0tKvQZ8IUQWzhLUkwQ6sZmQkee+7WrAnDFnUNgRbk3L0D7cUCwxBiQJEcsgOWfl8zjnnNAsLScXaXj60GZLRnqeeempzq1pLZFUhKQEsnjHH0tJfi6H6toJavI77NegPIapgliC4kBDhR1N30jkBaE2EYCPUbDa1v8ralOQ3LiUuPxt+LfoLoOA+RFgeyGnxHpGNrbJgeWDtakMbprWzMxK5+gRXOGdR1KVwc5uwF0K/Ok1ESHtt5qZkOBEjG377RYgqmCW476w7XXnllcNHP/rR4ROf+ER7yCariQAk1BATa8r6pLzIy+I8Acq1Z3FeQIXkvcTFlOiyLYc21J72rGlv71lHov/0B6VCCPtCq0q/sra4Ci+++OLhX//1X4dPfepTwx133NEUj6BPhKiCWYJAs9axcMMv4ce9J4DC+X6O+/G9z0ioQquFspd7j/XkvWSNJS6/LQerynqhNabxOqD+QVLWCp29iHz0ZYFFpf9YVPLUhl8WFaIL+kSIKpgtCC4nHlTiMuL28yqAAkHR4IVJIx/RY0KdLfZzTY1de97H1bey0ObC/rlUtTtrFpAQBYL1u1hgBeLStwiLdVx9i8SCPhGiCmYJpMICssaEdLiW7OPhciLgHGJKIycMuQHl4+5jUYkOTNj5toF21j+2g7CqbB+owAr9Yw1xvFalX0X9scb0mS0H+ss6YizdfhGiCmYJriWCjGtJZJl1EKdUWG+qfVNcTDR2C/lCz5GUVwQXbDsgHX2j/YWc6ztWlf6hSHAHllsPGQl4oXhQLGy8FvTCGsvaYb8IUQWzRLmV7NU5++yzh7POOqsRFhISXUZjt65hsb6O4xF95n00820La4CIh1IhsXxZuawpwS4iAFlZoG+K2Gy6fve73z2cdtppjeQQWNAnQlTBLEErFxwhrJw1ZQ0EcVnvEETB9Sd6jIVVj/fwuwV9/w22HbjzuO5YRawk/cElaHuBhyI6OUaEZgVV1Fl/XIWUD25DLsAcn9QvMuOCWYLwI7icIWdDKUGIgOrILK4l1pT1EVo8awqxWf8Iti2qr7hqWUaUBu9ZVZQKZKW/BExAuf8oFfJZ1/I5lnC/CFEFs4Q9UQRdPUlWlB+hZ82DNeVcR2satHduJNp81qZWF4jHGqH+YN0iHutTFAt9xwK2ViW6T6SfzyI25fF5HMYe9IUQVTBLEGYEGFKygdTJFPZTOc2A0CPwSjAiK5FjWYxfXWh//WCbgD6xFsWK0l/Wq5BShaILghFs4cgloewsrgq4CPpDiCqYJWjXNowip/Xr1w+XXHJJe/WZdWUB3zoHgcj9RyhmbWp1wYLiqhVYgay49fQJUhL4IqiCJcxK5g689dZbh8svv7ydei/owraDoE9k5gWzBIuqDpx1eoEz4Qg2nwk6xGQBnospJ29PB9aqrClSIBBWbSdAUsiKu89pFSwo+6z0qfMBczJF3whRBbOENSpuItq4NQ5uInunhKYLoiAMrUshK6QVTAdcshQI/SNQwlqjfkNG1hv1q3B1rkDfIS2W1oZOWw+mjxBVMEuIJBPijIQESbCYuANZWr6nrROG3Es5hWJa0F/cstU/YL3RWhWiYjlZzxLJyRr2yvKK67ZfpOeCWYLQYjVVFBliIgAlgo0l5Tvvs/9mWtAfLCl9ZP0QKbGirC3W2X/61j4qjwmxj8qJFgmG6RchqmCWsDDvBHQbQiUbf1lXBCBtnRAk7Ag31lcwHegPFpJ+QkBOqgBrjtx8SEuwhQdZnn/++cMZZ5zRyMp/gj4RogpmCRYVtxGBVlF93H/WP3yWkFaCKKYJG68RFKtXP+on61CsKutTXH7I6eijj37urL9Yxv0iRBXMEmUleRU1JnEZISwkRVsXCp3TDKYJigalwr4qfWUd0SnqXH/WqfSrvkRm3Ld+zxpVv0jPBbOEqD+L7jRwm0UJOMEUhB/BRyPPAvx0Ue4//YSskBJFQz8KqhDxJ9kr5ztWVk6m6BeZhcEsIbrPeoZ9U05KJ9QIP9o3VxLBx1VUllcwLegX64cUC2uJrF/f2Udlu4E9VDZv33zzze10CsqIMPagT4SoglnCnhrn+tkM6hglGrd1D4JP4iqK22+6QErWpRw2ay2RgoG4nD6BlGz0veiii4YLLrignTqCrMYPWAz6QogqmCW4gcpNZE0DcdWJ2xKhF7fftKF/KBRIqtahuP9s/nW+nxNHbrnlluHuu+9uVlYsqn6RmRgEvwft3JoHF5LE7Reimjb0j36iWCAq/cely3ISHONwWv0qpS/7RnovmCW4jggv7j3vCTzrUoSeTb957tT0Me43ygWLWJAMq0rfCrI44IAD2jOs7IuTN+gTIapgliiiKrLiNkJSJfBo4cH0QaFgSSGritLUt/oRQdnse8IJJ7RTKvRr0CdCVMEsYY1KeDrtmxZeEWQEXgIp+sFCl225+VjFjsY6/vjjhyOPPLKdQqJfgz4RogpmCcET1jAk6xo089LKvaeVB9MHUuLSK6uq+s6rbQasKsdjee+7oE+EqIJZgiUllBlRsa5qrYN7KETVD/QTK4pFrO9YwhQP/evVb/rTa/q0X4SogtmhFtyFK0sEGs2cQCPovA/6QREV1573+tbGXw9T9KRfrz7neVT9IjMymB0QFaE1XqOSEFa9D/oAK4lywSKutUVWMnKyf+q6665rm389FNP3QZ8IUQWzA0JCVEjKK9ef5LNXvwd9oIiKNSyxhusMx3vvvXe49tprh9tuu62dQhKi6hchqmB2YDEVOSGqIq4irVhUfQE51VoU0tKPXH3cfqwq5/451xGBBX0iRBXMDuXeK1df0C9YVBVQURZV9W2tQyKoKCB9I0QVzBZFWEDQWefwmmCKvqC/yqryyqoSAehUdQ9M9BTgPASzb2RGBrNGrXFYiLdhNPuo+oO+QlD1KgIQSe23337tVAobfm3+zYbffhGiCmaLsqYItyKqOj4pRNUXqi/1G8vYk3332Wef4ZhjjhkOP/zwnEzROUJUwWxBqFViRSEpQo6FFfSDcuHWmqO+pHTsuuuuzap685vfPOy8886tb4M+EaIKZocxQRUIuApNL+08mD6KoCpqs/pP39Zv1a9BvwhRBbMEQcblJxFoIsMcqSRKjMALWfWDIqPaXiDazzOp7KV65JFHWpj6d7/73fZ90CdCVMHsgJy49ypKDCkhKXtvCLgItL5QFhVlw6uNvZ7ye8899wzr168fbrzxxuGhhx4afvaznz37j6A3hKiC2YE1VURVIcvIiSBjUWXPTT/QT2VFISqviOr73/9+s6Ycn3TnnXcOX//611vfBn0iRBXMDkVUFtcln8caedYz+kERlb5DUIhKKtefM/4ef/zxRly+D/pEiCqYHRATghKu7JX7DxCURPjFouoHY6KiaABLuU5U95otB30jRBXMEhWOXvumEBMhF4uqL+ircvdx3SIt5LTTTju1x88feuihLUR9l112SXh6xwhRBbMEoeVx5U6i4AYsd1Fp5bGo+gCi0mc//vGPh5/85Cfts1MpENQ73/nO4c///M+H8847r332YMygT4SoglkCORFc2223XdPAaeIl7Ag+n4Ppg1IhYlO/UTTAuX6sqXXr1rUjlJDUm970puYCDPpEiCqYJaxLvfrVr25H7bCsWFA/+tGPhmeeeaYJvFrrCKYN/cTlh6i8WofSr1x9TqZ43ete1xQSLt5aiwz6Q3oumCUINARF++b+A5p5WVUJZZ4+KBeCKPSXftN/yKj6FTnVeqO8cef2ixBVMFtw/1Ui0IqoJAIw7r9pQ59RKFjCEpetvuTio4iwju2lsodKeHqs5H4RogpmCSREeHnyK4FGKy/N3CuiKm08mCb0j34q5YKigaAkfXvLLbcMH/vYx4bPfvazw5e//OXWr0GfCFEFswSiQlDf+973mpCzLkWQOUZJst6R6L/pQr9UpOYPfvCDZlH5zN3Hlav/HJt09dVXDzfffHPb+MviCvpEiCqYLbiNaOFeJcLt6aeffo68aOvBNIGoEA+lwrl+iIoltcMOOwyvfe1r2944ffjEE0+0Eyq8jyu3X4SogtmC9i08fRxQQeARfAiLth733zShX1jAXHxORtdX9sbZQ2Wzr8g/QRUi/rzagpCov36RngtmCUKLUNt9993bg/WEMiMuwo8GTvjRwrMAP02wjkqp0FesK4T0+te/fnjDG97QyErfHnjgge1Jvz47jSToEyGqYJYQHUag2QxqU+jBBx/c9lRxBT711FMtyIJbKe6iaYICYW2qlArrU6xj+6c8dh45HXXUUcM555wznHTSSW0DMEUk6BMhqmCWQFQ2g9YJBoiKkLPOwe2HqLiVaOoJqJgW9If1RARVUZtlIddGXydRvPWtbx2OP/744bDDDht222235v4L+kSIKpglEJL9NoTbXnvt1QiLJs59xKqiqZdVlaCKaUHgC2uK5cv1p39YS9x7lA+WsTUqQRUIC3mxtignQZ8IUQWzBK0cIVnnqP01r3rVq5rA4+4jAL/5zW82rV2+YDrQX5QI/SNCk9KBnFhSXq1FsYRZxvqRZew/ceP2ixBVMEsQWqymBx98cLjrrrua0IOKDiMAfffkk082MgumAQoGV5+++cY3vtEsXn228847N+uJ5WS9irXlUfQ33HDDcMcdd7SHJ7LEgj4RogpmCUSFhDym3KZQZCXKjzuwov8IO8KQZh733zSAbCgR+kX/WKtCTqwpiVXMmnJskpMpLrvssuH6669vm39jGfeLEFUwS9iHg4C++tWvtuN1Hn300aaJW9uwaRSRcRnRxLmZEqq++tD++kF/lALBwrIW9cY3vrFZVZQMZMZafuCBB4YvfelLw7333tuUkigb/SJEFcwWBB/tm1YOFd5sUZ5lRSgSiBItPoJudYGArBlWn9jki5hsM2BNCYzRb5QQSof8+lYf+5zozX4RogpmCQvwTqOw+G6TaIU1i/wbr3U4goe1ZU2EYAxWDxQHLj3n9nH7IR79p7+QFWvY6RSOT3IiBeJiZYkE9Fui/vpFiCqYJcb7qI444oi28Xffffdtn4WrIy55RI1xD0q1VhXNfNtCe5c1JfjFoztYuKwnBEW5YAWzrpCUVwS1//77D0cfffRwyCGHNDKTP+gTIapglkBC1jWOPPLI4eyzzx5OP/30tjHUJlGEteeeezYtnBb/2GOPtfUO6xw+h6i2LbS3SD/rhffdd1+zcFm3rClKBaLyXp+K2GRN+d5m33e/+93DaaedNuy3336NwII+EaIKZgkCzSI8UnLUDpLae++9G0FJjuChrdPQafIPP/xws6pYWFyCwbYDK5aSoA9E77GmuPhYSdVPov0KCIlFfNBBBz13MgWlJBZVvwhRBbPFQstofFqFg2qRGCEoApA2L3qMsKwNwsG2ASuWy0/7i/hDUpQJrj3KhdPvFx44qy/Hr0HfCFEFs4TIMBt5RY995Stfaa49ARNICFk5Gw5REYSOVXJkD2EpL+0+gRXbBvpDH91///1tbcpnxKRvJFZVPaIFKB8sMFsLuAht+qVcsIpjCfeLEFUwS9SGX/tsLrroorYx1HtC0W8CLbiVaO0W6hGbiDNaPaFJ8AVbF0hHH919992t3UVgspBYufqFVcX6HVtT+okFJjLwuuuuGz71qU8NX/jCF5oikg2//SJEFcwSBBo3EgF40003DbfeemuzlmwUpXlbkKetH3DAAc0NaBOwBX1WlQ3CBGHtvwq2DlhP1qQoEKwiVqytBCIzBUcgLP1kvbFAyZCPwuG0EadS+D/ryn6qoE+EqIJZgkATbm7tiRDkVuL6c3acjcCCKARbEIoiAWnvtHlaPaISfUbbj5a++WAx6QeKgfBz7wtFNqwp7V1rU6xcD0OkPIj0W7gGRQFBSHWqCMVCEIz/Z8N2vwhRBbPF+GQKhFPCkrAjRCt6DFHV86oIVaTmHDmWmCjAYPOAOLhQWacIhZJQQCw33njjcNttt7XtAfqDhWvPm/7gjkVci0H/6adx32b/W98IUQWzBE2c24griQB0KoV1KYETrKmCEyrsybFplBuQlSWwgqaPqAjYOnMu2DRoqyIp7jmuOWtI1pZAe1oHRFQsVy5AG3hZUkLOPWJ+ocuvoF+tWdkDh8zk1bdct+N+DfrCC/7x93j2fbAANO5yIVjLsEYh4shCrpRjWfpFCUtaOSHGpURTR0oIS+QfoUcYyuOz/3BJcREiK5q6R0zU6d2LCc7g/4K1o/2Q0MUXX9zIXluL4tMXrKgrr7yyrS9pa1F9J5xwwnDyySc3hYFyoU8Wuv1AH7GoQN9QLBCchLSy6bdPhKiWQIhqbQOxlFXldAMh6d77jvZNEJaG7rP83IM2nHJTGQ8EIxJDbjadZjwsDXNKu1kX5D699tprmyXFrWpTrva94oorGknJo23NtVNOOaW5/Vi/rN6llIJSLuqQYVsM9K01rVhVfSIqYDBLIBTaOwvKOX/WoARM+A4xjbV17wlHGrm8zo8jMK2BsAoI1S9+8YttrYUgDjYMVixrimtPkISQf649VpD33KlcflyB2lLQhNMl6rw+1tXGSIolVdGB69ata9YUwtrQmlYwfYSogtmC4EJANG/Wsfe+W0wQIq8iNsKP4BQebbEeWXFV3Xzzzc36ZhUE/xesT8Eq2odVhbC4UlmnIvxYWB5iicTkYQUdfvjhrb1ZvPppYxYRpYISoh9ZxjwgLF0uv6UILpg20nPBLFHrTaL2aPIEpcV92j1N3u9jEHKEXS3qF1khL4v/AgJsMPVqXcU6TPCH0KYS60kbayPEhbSEkNvL5rHx+kAghDZmvWpvFhJLaWNko3xWm1NHPAqElWtLAVKMtdsvska1BAzsrFGtTehbi/iEI9ddhUfrT+4lFtRCoVjaunUT1pd8hKoxYqMwwrLe4nsEZnyMXYhzR5GIeSTEH4nUsVUsKG0oQMVaFXefU+2dbs+yoiRsSlvqV/1oozALl4Vm/iJEgRXILugPIaolEKJau6DNc9khKi4n2jdisuBOoG3IVaS/kRgyIvSUw/1nnNDaafI1JghlVpvgC8nvBDKLQh7lz43ItFcRCSuKtWOtT1shLG1iLdD6Eneftva7uait/L5YvxTkozA4ZQRRWTtUrnkrqII7MOgPIaolEKJauyiiso9H39LkWUEW7C28LxVZ5nsCFFEhNGOAMDQ+jBdkxaXIWiCQHYzqOqLY5EFU/quMuUWhIR1thEi0jdM9zLM6lcLakghK7YPkuWXLItJe2tvrhgheWRQCFvKdd97Z2l6Z+tX2A3M26A9LO3yDYA0DSXDjVSIAy9LZGPzXIj0t3fOOuKhYAkjIetftt98+XHPNNS3U2qGogi3Wr18/XH755c0dhbhYE6wx/5kDKAesHeSDxBEWS2oM7eE3G6pF/3ldTjshMEk/6s9x387Nel1LCFEFswShVRt1hUCL5mNJ0bg3VajJ5/Ru/3ViAlcVoWidClmJXkNIdfq3JCSbpi/8mrtxDkRlbcp9sjJZUdqjHu1figGrR2JJsU61jTZkVfmOhVvW61J9oyx9wIXLiioXIitNfwV9IkQVzBIEnvBy+6I8qtypB3WeH8G4KURVLsDaNMx1SNj6L/Kps+YIW++BsFW+37mpWBlrmagqqk/ghPUiViVLE2FZr6soSk9ZFuHHOnUyuqQ/fCfZ48btvjGy0fb6g3Xrf29/+9uHE088sSkj2j7oEyGqYJZAVMjF+X0izI455pi27kjzLrLZFMjHDUgI0uTHGr/vx5+9J0RZbYIxfK6Q7bUGJIygHS7LehS0wuUpwEHEH4KmFCAmSsKZZ545vO1tbxvOOOOMdgqFdOqpp7Z+sbaE0LTZxtyyfpdP5CAlRBm1D0v/BH3ieb+fJDlNcxFoFgvsFmVvuOGG4cILL2y+dQP+/PPPH97znvc0txGhFvSJhSRRhLKpJAX+z4VFGH/6058ePvnJT7b9WAQmCwCMI4KZq9HeqzoJw/qWMcRNtZa0/Yrg4+rzHCiuzgpssC6FwBFJWVKsHZGW2p0FJplX1gC1GXL3n42R1BiL9e1y+jWYFhL1twQS9bd2QYjpX+4nREK4VuTZcoUa955xIopQUqZxwhKwB8g4UR6yAtd1LS4/9SCApeUK46nB/VmfY0WJcLQeJ/TfJmiuPvMH+TgAmFvu2GOPbSdPICobfK33IW2vEleqtSntsqn9oT21q7qU61V7g7YNWfWJSRDVWPOBzRlMK1HGQoSo1i4IM31rwZ4rymZTgo0wo82PXXYbQ4VcC55gWRGSXFVO/OZa5GJUFqFpD5E9VbU52H+LIF2zUk8CVVsie2Hh2lPouahHJOWkiXq6bp1kftxxxzV3K5KylsRq0ubWn7xy0S23DwpVF23sOVYIU5uTD0V6QX9YVaIyeExSvmx7Twww5FCaz6YM0tKeqgzCQJkroZ2GqNYujBlavkdKWNwXhcYSsr6hXwnKTR0//mdsKI+rWNlceoI0CGMWBGFsrMiLoBCVyDaJUPWdsQx13ZoDyxXW2wI1dxEQIhBCjqgFTHCVIynt4TdtyWVurch6FJISjVePU1lJqBPCpDAIb7/qqquaK1Ydap0r6A+rTlSIBRHU46J9NngRzcY0KhO7hAStTWQRYvE9FwMNbUsmeYhq7QKZ6FMC1YndhJloPMKMBWTNaFOIyvgiHI1DwtoGVm5EZRDI5f4zbiqAorR+46msKwKdslURguqnXMk8GY/j1SAudZDMCfdqDUq93TOrpR6AKGgCYWkHdefCE8FnnxkL0yuSKuJeaaifehVpStpSf7guuRD0h1UlKgPZZCUsHOjJv88q4qdmpm8sTLj+L8jB/w1KE4SAodESDCGqYDEQXrRuY46SRAgTZjR/YetLnUyxEMYYpQj5FNkYewImlEUosx5EuXm19mJsK5/QR1LGLWWL60wQAgvLb7V2VkQB/rctycr1tRcCVS+kblMulyly8kwpVinr1FxRZ/OEJcmKEsEnRFyEnzbYUgVyKZizLCp144LUt+ap8HZuR30R9IdVt6hMahsA+bINLoOcVmtAVbTPYvBfeblOCBtmPlcDEx9J0Z78f0sQolq7IHiNN9YAocuKF4lWkXjLISr5ygPAEmMxGRssCUECxrLyKzTdGEJWku8IbSRgfBGyrCxkxcNgfFs/Mw5ZMca88v2nUhEYbCkBFCG6hvGPfBGpevBYsFTMV4ESSMpalPmnDeV1bzZAc3kKmBDVJ8pRu1JAtdGW1nEpqHMpr0hKvayNIU2KQ4iqT6wqURmwBpYJQGDQKH0eRwBtSPsykUxc/zVZhL+a5CYEzcljrZHWliBEtXahb7mtEAIrHmkQsCLQWEGb6voD41Ne44FVZtwpj8uvyKjGiXKNa9dAiGMiQxBc38YcAWs+CAgw/lhcXFrGPFJjbVVCXu6nLK9NRRGShLiV5fquoU3UowjK+DfP7IOqSD5zDiEgKMQuMILVxOXJikJUXJ+sqG0Vfq8NKL/6VXIvTqgwXwW2xPXXJ1Z9H5UJYiPgpZde2twHJvRJJ53UNurRxhAWsloI/6NpWri9+OKL20Qy2c8777zh9NNPbxNmS4hKs5iA2Ue1NmH8IAJWFSIwxlhUXERIhOtuU4lqDITBIjJ2EJRyFiO9Gl8IAQEhJsoaa0VCUCwZ88G4Vg4iRGpFiMafupZLEQFSpMpt7r9L3UNZTYiPQHc95MS1x5pDjsjcZ0qaunL9IQKkhhTMT8oha8UxUmWR+h4pbMx9v9JwP+pZFhVXallUSDNE1ScmseHXRkCHdn7uc59rE4XLpHaoEx6LaWMmi8nswE//M5lodH/6p3/aFm39b0smSIhqbaP61ziSCHTjDCHU+tG2FLCEPmJAUtZ6KF7GN4JADiydCrIAdUVSrDYJWSEvQhmZIStjk0tyQx4J10Q47h9JIVjKHysKeRPy3rsuKM91JQK/3Hw2MQuSQAQsxNX0MuhXZKW93Jc+LrertKGlhGDamARR0dq4Ez7+8Y83rZI2JrTXOV00IRNiDFU2qfjGnUbthGqTkRX1l3/5l80/bnCGqIKloI8J7JoCxsu2JqgxkBDhyoVdZMHtVkEWrByKHAsMeag3SxCxGofGfBGJVN8jjron/5GQFJehcoxzCWn57FUi8EFZrDVWm/VjrjSWJ+sJSfrOHEXyUyCCukd9W6h+Xa2+DbYMkyAq2o9F2o985CMtvNUAYxWdc845zaVASxu7MExo2qe8n//85xuR0ChZYCwq6wxbCs2ykKgIjjFR0WhDVH2jBFoJsakIMnVCWMZ5ueC8IitKmoSwzJ0iFsRTr0Uy5g3yQGhSzaMxUXkPZXkgpXIx+uy9tTbWGlLirUBWkt+mijFZ6dexDAn6wmTO+qNBIiob9LxnFbGoLMjS2kyyEiIIhKYpLJbLkOuQNYXYJJrflmIxomJR0STf/e53x6LqHPq33EPl+mMRlOtvtd1X9UrQFqFwAUrWkxAV4kJWCE3ynsXlN5/lo9S5t7K4kFYJbOVLvkNIPBlIiDsPCVEQkRU3onYp95n2MR83tga2GnA/SNrcdf/6uAiYuzKuvz4xGaLii//MZz7TXHmiibgVBEWwkkTwcT+YFLQ/k5DbjzVlsyZiO+ussxqB8JWvxIKpZjHYhbxff/31wwUXXNDIkeUmYON973tfq6MJLB/3jLwmhzqaEPJyXdJETWxChkbMMiNMTCjaK8Kzvqbermu9gAZtMdh/CAQTjTYresl/wLqcshCo9tM+rDyCxnoFAQMVXmzNw3XlI5QoAAQTt406q5t7sE5BeKuLfNrfvVT9CEQuWmW6X21AqLkHSoK+8n/laDPXVL42oJnbOlAkr+3ch3t1z4SyPLWfyXv/I3Bcj3AWzSWf65SG75UiYyFdYIJ8yiXo3Z+IL9escaS9jDPjiFut2k5AgPppY/2jDPXSNu7JNQhv9dN+2sQ1tLF7EJyBVLQJYe+a6uaz8rSF8tRR37qutnMP8hKq/u8ey4pyr/pSecryvuaB61GmjD9ly6t+6q99XVM+9dd+6um/6u1+jWHXrvz+rw3dk7aqcWLd2DhWX+VoM/egHY0Jv6l/jSf5jBP3UGtt+tG91rhzH/6LXJU1Hp/Gm3FnHCNG9dImxpM+MW7UV721i3tx375XFuVVfyiv+pVsMJ6C/rCq4eljmBgmlElg0hmsBqHBb7IYrL4r4WGCCpc1EUxujwOoKMGV0ppcyyRCBAY+wasOJhr3omuZLCY2N+R//dd/Neur9pYQOCaaiatO6m2R3DN5WI7+Y/IRfkUsrmmiCf/97Gc/2yIhXVsdTFYC0nXBxLbJ+bLLLmuRkxbiTVTuGNdEbgSBNrXvBbG7tvLURbvVBlTXRT6VxwZqdXDP+kEe5cmHHAWxWBtE4oQHIU5QuLa+0m6lTLB6tYkNtgRHuZCq7ZCjfKI3rVWqr9+UJ2k7Y0Pbad9qO+NEfQhd92EMEcjqrT3Uz3W1sfaVR920t3rIQzEqq1yd1V9e10WO2sQePXnqibPIo0gSAbFajEMWPmVLmxif6qZP3W/l01aCJbSfe9FGpfWrH2GuTXyvHG1CGdP/yiB0lad/jQNkQCBrC/XXbrZnUPJEzh5xxBFN6LtneSXuQf+Xz+M1BC45f8/YUkftLOkX7a5ulB9tg+SqbvpMG9oDqT1do8aJcWecuNdLLrmk5bMBl2KjTbSxfPqsxrvIX/3hlAv5tId6ur42Qsj6VP8b98pzz/pUPvVDiL6vtWtt5ztjhAKiX4P+MBm7vSwQmpYBTMgTkiYAzdMEAZPfRCZoa3L4D61qJUlqIUw811Yvk0by2UQzudXHxCbw6pEGhIdJ4nf/918TC8GYTPKYfISc8pTlPk1S9+63CleWnxaLiArIgVAnFAkW+QitEkauKSlbeYSua1oPJDAJcHUC+bRz1U1Z8irbvbmu+knqJx+BVfegboSa68rj1b26jroRPvL7LJ+2A/erjVyn2k09EY7r+F3dkLT/uQ7CU6Z6EnLGg3yuq551r64pn2tWm0CV5359r56VlCWf8uRhgbima6mfdlG2tqs2qT7TF9qinuqrjZSv/0Fe5etvY0Xd9IV8ru16ynJ9/yPo3as20XYI0jXVH4x99VMf15OUa17IQyhTMhCDvMaL6+hPbWlcyEfQI0FzR3nKsV8Kybhv96VuBfeg3eseapzI5xr6ttpEnWs8eUW4C9vEPWnP6jPJOB6PJ9f32XWURfHy6vO4L5SrX7WBZGyph3Hu96BPTIaouLcQDbLyagKZUJLBVoKtBCBhZFKVtud/CG5rri2wpkxmqfzzBIDPNEmuL64U7j6v6kRI+F0+2i6tD7FWviJY96E8qVwu1sNogaw32i4tVL6CfLROvylLPhYo7ZFm7pqS/9A4Xavyea/O6gTyqas613W5XtyT/8onT9VPXeRTnlf/G1/XK0FZ9+qa+sln31fblVuTpSCP65bV6Dp+H5fHinE9Zaqbeqh39Yd7JZxdR3nqJ5//Vj9I3pf15NqSsn3nXpUlj7rJowzluS6LutpOWfIS9vLJo93kU542UU61MUJgEZVVrk1c23XlU9b4XmucuP54nBRqrLhfeZRrTKi3vOqlbP2jHC4wAUpcyPKO+9b1taX/V3nl0VAnqHtwr/pJf0nKcl/jPnNt/1VOjTvl1b1WedVnytB2ynP9Gk/jvtBW+r/6Qnnje3Bt9VMeN6M2VK9xPwT9YTJrVLQdmg9N7pOf/GTTIA08rgmh6oIlTAKaNrdDnS1m4L7jHe9opzKbfONJvCXQLLQ0WqPrWaOivRn45557blujMqFMHpop60nesv5MCnUzoUx8E8lv6l9rVLREAs9kM/kIJ+2AgGmirkd7LWFO2FhrMQkBidNQlYfMtZdrEn4mKaEDyqu1AiSvPGUgqxJW6qxuLAJKAM0YCBr36drqp12UIR8N2r27DsGlLK8Ehb5UDmtGPZWvDdxvCSICShuXBaSO8slDCLqmehJWruN68pQlaDy4X/ehX9y/9qr1E9f1nTKsscirbsYI7dz44bZybf3lmtYxtDHhpi6upby6V/8laOUlgPWLPlOeMeB+tR0hrV6S+3Bd5blX9yAZD8pTd2NA8j/3pi/cg3FAOdPG+tV1tU8JXf1vnChXPm3imsaTvlN+9b/y1JPSpz6u6x6qz1xXHlaePtbXNU4QTfW/sow5r9obXEv95TWeXJflpDztIp/+XmqNSj7zwn+1Wa1RuSdzxT2WBaWuxpPrKk/f6hdtapyXNeg/2sKZgyKJ5Q/6w2SISjWY7dwI/PL89wYt3zlfu0FmwBIafM981CapTYbvf//7G5EZrIuBgJEIRULPpCQQvCfIFoP6yE8gq8snPvGJNpFMMEEb733ve9skVycCyEQcu/lMNtcxuV0LOfhNPcauCJPNhC3tEUxK+ao8dax6EwImPChDWZL/yCePstSryiPACM+6rnzKIGQldaj7JdS8lgUrHwGg3HF56qaO6ud713MfXglR3yuH4HDNahPXcg/K0yauI5/2U542cc26B+/9Tz6/S/Jrc9dRjnuQF1zXfbpf1wXtX/fgP+7fb8aSRJipC4WCoCVM5QXXUl61SfWF+rmu8tyb9nevkjqUcqFN6rrVxupWbQd+l+T1P/fm98qnTfy/rlltAuqm7cZtohz53Lf61nhSnr6r8rRZtZ3P/i9PudzUt8aJcazvQB7XVaaywbXcg7yVTxnyVJuoc11THV2z8imvxkqNY302rpt7dK/y6AttVfWT33WVpf6lXBjPyMlcRfSuG/SHyRAVqAqN1KI0MkISNGEnL1scNmhpSxZdacIGv6eEIipuAJNpjJrwND8aqgFMSCIbQsnEN9gXQwmVIqoKTzfgKzy9rAIw+V3P/0w08GpyepX8JlW+cZ7KV98rT1pYnvrWZ7+N80GVJRUWy7fwulB5pMJi+RaW5/vKV+99X/nqmpXXPchb31W+uu7Csqq8KqtS5VuqbjDOM85nbEglHAlbY0yflhBdWNaGrlv5Ku/CPJXPbwvzVaq8lcerVKjfvRbGZY3Lq2tXnvp9sXz1vvIuNT6hyqtXWJivrrOxfFB5Ki3MMy6vyqryFubzO7lg7kqIS38WiW5ovgfTxqSICmi3Fq2Rkcgu2lDtqSJEWDV+s8iMbISv24DLVVAaP9C4uAgsylp0LfcDNwD3Tp1s7T8G+EJolsWIiuulLCqujtIegyAIgq2D/1XNJgKaDwLhm2YhIQtrDUhH4s9GOIjEOoK88o1JCmiFtdYjIRm+d8SlHJo07WtzsBixBX3B+KFtG0vGFzez977b3HERTAPlSeFBofhaK+Ou9H3QJyZHVMx0i8WIipuOZWSgcd1J3vOLs65YUbXYOsbYSGTx1MI3d47/cvVwD0zMmAy2IQgtC/i1z8eeoNqXRzkKWfUJ/WqtyxICT4h9bfYF8sDo16BPTI6okAkLiVuPxcSnbOGeUBFpREMiRJBZrTUttKaA31o5FseF5HL1WZNiDRnMyghRzRfGgMV2bmabea2LchH7jlWVsdEnzGuBGTwolg5s/EVYIjtDVP1ickSFYLj/rE1x61ngZrYbeNx2BIk8LClEJZ/PYyAjBOc34eGISngtC21Da1LBvECgcfcRYAJzEFZtlmZ1h6j6hH5FSOSE8HRkJZKYoksBCfrE5IgKuOvs37DPg1XETceUt0/JehOrC4lx/QlhXQzIC8lVuKzPIaiggIgqOqyi/7z3XaztfqHfWMv6kYufkqtvs/bYNyZJVAgFASEqVpHP1qeQFP8ziwtJ+c37DcH/kJoBaq0rAzUoGBusa/tqWNqS92VxS0Gf4E2x1s3VT0bUfqyFnpegH0y25wwyRGUNyiCjGdF4DULfIapac1oK0YyDxWDcICdrmNYv67SMuIf7BjJCUghKEJVTRrj/LRVkK0m/mCxRISeERHjYr+S9wea9I1MQFddeEGwOWNpOMnGiic3kjuDySHXKkXEVouoTFFnufiTlaQr2XzrVxhr1wujgoB9MlqhoPyL7bND1OAICxcZfwsSgQ1qETRBsDgg01hRh5qxIzzOzEZxiRKCFqPoEi8q6NivKiTY253uMCctqqWWCYNqYtNPWwHI+l2OSCBPJ4OOmQWKETRBsDhARFxGhxk0keIcr2XcJvOkX+o1cYBVbm+KJISvIkqxR9YtJ95y1Ai4+jyXgmjnppJOaVcX9l4EXbAkq6k9EmH16TqWwDio0PUE3/aKi/kT52U/ldBp9KwIw/dovJi3pS+ul6dr8K9GSaEubQ1IGcaVg3jAGEJT9efUAQydu+06EaMZIn9BvSMpRa/bF2R/nvE4HBVBMgj4xeZOkTHnrUZL3W+qWiVsnoHU7LsmTYutkCk+WtQ2C9h2i6hP6lSXlKQs2+zoaKydT9I9Z+M4QEwtMgIaE8LIOMW+wmggzzzW76KKLhssuu6wJNsd0cQfGTdQnEBVXn8MBKB//+Z//2ciK1cy1G/SJWRAVUhIlKMLriCOOaJGEXIgJxpgvWEwsJ64+RynVqfx1gkEsqn5BCWE9WZ9yMr5T1FlZUT76xZonqnIdCsoQjHH88cf/QdRgrKp5Qr87iULEn7Fh/5TIP0E6GRf9Qr8JwrKXqvZhUlJFd0Yx7Rezcf0ZuB71YbMw4ZQjVeYNQsumUIrLueeeO5x99tnN4ra3KhGl/UK/8pZQRimmHqr6tre9rR1MncfQ94vZzEbrUsjKYBVJGK153tD/dTKFDaGeFH3ooYc+d+JJxkaf0K91MsXRRx/dFBCEhbhyMkW/iNoYzBKlebOwnXzi5ALvfZez/voGRdRWlr333rspH/vuu29z/+nXoE+EqILZguDi5kNO1jBo3CGpvqHvKsKXZWUt2j7Mzd17GUwD6blglqiNoR4b42GJkvd5blHf0K9C1EX9VUSn6L9sOegbIapglhDC/Oijjw7XXHPNcMEFFwyf+tSnhuuuu67trYpQ6xdICjF5uq/H0H/kIx8ZPvOZz7SN3ULUgz4RogpmCQLN48lt8r3kkkuaUPvSl77UvqONh6j6hH5jGT/yyCPD9ddf30hq/fr1jbgoIEGfCFEFswQXEQ3bhlBHKT311FPNTeT0AtZW0CcQlYOFbd7+zne+085v1LesrPRrvwhRBbMEonJIqdMpaNqS9SnCzG9S0CeQlb5lGdeTwX1On/aLEFUwS4gOE+En0k90mDSO+kvkX7+w9UCIuj2Tojn1rSjA9Gm/CFEFs4RQ5Z122qntofKo8uOOO67tpbLfhpCLUOsT+tWWA0cn2cxtI/e6deva+Z5C1IM+EaIKZonxyRRnnnnmcOqpp7bNob7LyRT9ok6mQEw5mWLtIEQVzBIEGouKFXXssce2c/7222+/dpBpLKp+waLi8vMUcE8GR1JHHnlkO1IpFlW/CFEFswQiqpMpnFxQa1R5Vlnf0G/6z5oUwnLqiL6lfPg+6BPpuWCWEBkmIkwIs8fRC2MWqi76ryL/gv5Q0ZzC0z2t2aZu2w8Snt43QlTBLIGoENMDDzww3HzzzcNtt902PPjgg+07+3BCVH1Cv1I2nnzyyeHuu+9um35vv/32pozYihD0iRBVMEs4mYLG7RHlhJlH0t9///3NwrKfKkTVJ4qoHn/88eGOO+4YrrrqqqaIfO1rXwtRdYwQVTBLEGgeP//Vr351uOeee4b77ruvnfPnseWxqPqFfrXBl8Lx8MMPtzP+HJ/EwtKvQZ8IUQWzhTWLOpmCcBufTBH0CX2HrManjujbKB99I0QVzBKiw0SD2eDr8fM2iApNFykm8i/oExXNKdpv5513bmHp+nbHHXdMv3aMEFUwS9hHZa/N4Ycf/gePoq8Nvwll7hP61XYDG36POeaYtuH3xBNPzIbfzvG835vDsYcXgWbhMhAJdsMNNwwXXnhhixyioZ1//vnDe97znibo7NcI+gP3kPB0j4SQCDjWVO2n8jl7qfqDecvtV33rhHyKRz3FmbUV9IeojcEswWKy2Ze7b7fddmvuode+9rXtu5BUvyjXH1Li+mNZUSgRVVx//SJEFcwa5VDwGufC2kH1Z/p1bSBEFcwS5fqzwdepFE4v8N539lhFuPUJ/TY+mcKWA31r20FOpugXIapglkBGCOqWW25Z9FH0Iao+oV+RlP1x9Sj6K6+8Mo+i7xwhqmCWoF0/8sgjTYj9+7//ewuWufbaa9vZcKwqFlfQHxAV68mJI5deeunw4Q9/ePj0pz/djlESWBH0iRBVMEuwmGzwpX07oeLpp59u720SjeuvX+g3/ccqfuaZZ4bvfe97jbjKpRv0iRBVMEuIDhMFJhRdSLokjDmP+egf9ZiPeoSLbQd5zEffSM8FswQiQk7C04Wm2+j7mte8pgk14elBn6jwdARVp47ssssuw/bbb5/w9I4RogpmCdp1PeH3+OOPb6cY7L///k24RfvuF/qNskH5OOSQQ4aTTz75uSf86tegT+Rkig1As+RkirULwRIepidZm2JFsbBo3l5p33H/9Qf9au3RqRTWprxy7+6www5tQ3fma5+I2hjMEkjI6QWUjX322WfYe++9m4uIyygk1S/0G8sJMTlxZL/99munUyCpHJ/UL0JUwSxRRFQOhTgW1gbSr2sTIapglhCqLCTdxlBPgr3rrrvaU2B9l2cX9QuuPy57D0584IEHhttuu609GNPpFFyCQZ8IUQWzBIH27W9/uz3Z98Ybb2yPK3d6QR5F3zf0qxMonDBC+bjmmmsaWTlKKY+i7xchqmCWINCQ0v333/8cUXnvu1hU/aKIyvFYHkPvtBFHYzlxJBZVvwhRBbMEgea0AicXPPnkk8NTTz3V3H7cRnkcfb/Qbw6ldVySQ4ZZVg6nFdmZQ2n7RYgqmC0svAtLF7IsiQrL/qn+Uf2qP/VrThvpH5mVwSxBcDmJYq+99hoOPvjg4cADD2x75IQ1E24Ran1CvzkKy2Zuj58/7LDD2qZuJ49kD1W/CFEFswSNmzBDUOOTKRypZB9OiKpPUECc8edkikMPPXQ45ZRThnXr1rW9VAgs6BMhqmCWINAQ1UEHHdSE2QknnNBIy+PLQ1T9ok4Yccbf4YcfPpxxxhnDscce2zZ0h6j6RYgqmCXKRbTddtu1Uwu4AZ1UgaQIuxBVn9Bv+q+OTXJ244477pjDhjtHiCqYLcbPo6pz4XyX51H1C/2m/+yZqudROc8xz6PqGyGqYJYQni582ekFHkdvU+hDDz3UBFv2UfUL/WqLgS0HTqSwR87JI48//nj2UXWMEFUwS9Cu7a+5++6726ZQJ+R7fLnTKnIyRb9AVPZQedKBx8+vX79+uOmmm9pRWQgs6BMhqmCWQFR1HhyLyukFHunCygpR9Ys6mWKhRYW4YlH1ixBVMEsgIhq29QuEhaCsaVjbyBpVv9BvTqBAVk4aYTVz57KyskbVL0JUwWzh5ALRYcKZJe/rdIpE/fUL/Wdzr/1Uni+mb0Vz+j7oE+m5YJaoDb82+R511FHDEUcc0U4yEKqefVT9Qr8iKCdR2Bd33HHHtdMpdt9999avQZ8IUQWzBIFGmNWmUJt+DznkkPad/VUhqj7BamJFOQ7r6KOPHs4+++zhxBNPbE9xZjEHfSJEFcwSZVHRuk866aR2jNJb3/rWtkE0bqJ+od9YVE6mYCVTQhyP5UzHnEzRLzIbg1mCxUSgObWAFbXLLru0977LCQb9Qr9aZ2RVObfRmX8UEqeOOEU96BMhqmCWEB1mY68TC0T+ifjzPpt9+4cQdaHoThpx4ojTR0Rz+j7oEyGqYJaofVTjJ/zWo+gJtZBVn0BGFA4PTLzzzjuHq6++erj11lvbE37zKPp+EaIKZglERZg5OunSSy8drrjiinaSwRNPPNH2V0X77hP6lQXlJAqnjfzXf/3XcNVVV7WN3fZWBX0iRBXMEojIhlCa9n333dcsK6cXcBV5lHksqj6hX1lOLONHHnlkuOuuuxpJPfXUU82tG/SJEFUwWyAk1pNTC7iLvHeqQUiqbyArpFR9y5LKsVh9I0QVzBLjqD8PSxQZ5r29Non66xcV9ec0Cpu3d91117blQNRf+rVfhKiCWcJ+G4LMaRQeVW7PjU2hvnP8Tjb89gn9Stmw5cC+OE/39Uh6+6pyMkW/CFEFswTt2t4pQuy0004bTj755OHggw9u1pWNodnw2yf0G2vKkUmOxjrrrLPaZu6cTNE3MhuDWYJA23777YfddtttOOCAA5plZXOoR9PbGBqLqk/oN5bTa17zmmHPPfdsJ4/oW65dLsGgT4SoglmCQGNVEV4EGyvKe9+FpPqFvqOEUDa4cFlR+jfKR98IUQWzhMgw+23sm3r44YfbvhshzL5L5F+/0K8i/Gwz8Ph5oem2IHgmlX4N+kSIKpglCDR7bZxG4VHlTi/whF8CLaHM/UK/CkengNx9993D9ddf357e/Nhjj+Vkio4RogpmCScYsKBsCHVywbXXXtve+y5E1S8QlT1xiInycfnll7cTKmz+ta8q6BMhqmCWINAcWoqYuIYINhaWDaJx/fUL/UbRcNAwqwpBcQF+//vfj+uvY4SogtmCVeV0Ci4hws1pBggsJNUv9J20sG+jfPSNEFUwS4gAE+nnxIIddtihhap7hpEIsZxg0C8qmlO0n74Vpq5/X/GKV2RvXMdIzwWzBKHlwXr77rtv2xhaJ1MQbDmZol/oV0djLTyZwn65nEzRL0JUwSxB63Z6wQknnDC8973vHc4777zhuOOOawKNNh7tu0/oV5u2bfI9/fTThz/5kz8Z3vGOdwwHHXRQs6qCPpHZGMwSiKhOpnB6gdMpnAfnOxt/Y1H1Cf3GcnJm49577z0ccsghzWp2MgVLOegTIapglqi1DEKNq6hOMPBdSKpf6DvJSRTWIPVtnTqSfu0XIapglhABZmPod7/73fbAxG984xtts6/vRIwlQqxP6DcRfrYefOtb32pbD4SpC1dPeHq/CFEFswQyqpMpvvjFLw633HLLcydTCFMPUfWJ8ckUNnBfd9117WQKyogw9aBPhKiCWYJ2TdsmyP7f//t/w+c+97nhxhtvbBt/nWxA4AX9Qb+ynpzxd+WVVw4XXnjhcOmll7bjlPRr0CdCVMEsgYgINC4/lpSDaWnhzzzzTNsoGvQJljDLyUkUrKj777+/HTjMemYpB30iRBXMFrXwXilYO6j+rNe4cvtGiCqYJUT3CWG2yffwww9vYczCmbPht2/Uhl9Pat5///2HdevWtT1UHoqZDb/9IkQVzBKIyqPoEdQpp5wynHjiiW0/VT2KPkTVJxCVjb32xx155JHDmWee2TZyv/nNb279GvSJEFUwSyAqm0Bp2yeffPJw/PHHtyN3Xv/61zfNO0TVJ/RrERVL+YwzzhiOOeaYYa+99mp75YI+EaIKZglERKA578+JFFxD3vsujy3vF/qN69YBwxQRx2Q598+JI/o16BMhqmCWsLgu8k+En2gwr/UoiCy89w39KulPEYD6Npu4+0aIKpglCDKnUjz00EPtSbC33357C1HPht++gZA8ydcDMe+7777hpptuGu688862DSEbfvtFiCqYJQg0wowQu/rqq9vG33vuuacdu+Nhe4gs6A/6zVOa7aG67bbbhiuuuKJt5M6j6PtGiCqYJQg0m0JZUXfccUc7bsfGUN/FouoX+hUhUTicToGsKCDf/OY3Y1F1jBBVMEsQaM6Ee/rpp4cnn3yyJSRVh9IG/cLalENpnUbB5Ye0nDiSfu0XIapglhAdVmkcQFHfBX2j+rBcuHkQZt9I7wWzBEHmSbC77rprO5HCPhthzK9+9asTnt4x9Jt9cDvssEPbduBJv3vssUc7hcQzqYI+EaIKZgkats29nux77LHHDkcdddSw3377tb1U2fDbL+oIJQrIwQcf3E4ccUIFsprjyRQsSq5Q665SbcHoDSGqYJZgNbGgnF7w9re/vR21c+ihh7ZjlXKEUr9AVK985SuHPffcsykg55133nDqqac2y2puJ1MgJBGs1mEFk1ir+9GPftQIqzeEqIJZgkDj5qN577vvvu0sOMTlRIO4/vqFfnUyBdefUylYzNy6c3T92ehsr6DI1i9/+cst+tHz1hCXCMieLKsQVTBLmKR1coFwZommmRMM+oa+k/SjvhXFqW8J7bn1q3u3f8wTrC+//PK2p8yTrD0wVBRkT5ZViCqYJfjuTdbHH398uPfee9sj6YUy14MTQ1Z9Qr8hKCeMfO1rX2sbuj0Y89vf/naXLq/NRe0n4/Iztu0TRFI33HBDezS/E1lsx+Aa7GGsh6iCWcJEJry4Q6699to2gRGW73pziwT/C/3qkfOUDgL5C1/4QjtGCWkRynOBdqBwISvrUtx92sAGaGMdadng7nsEvjXGuzLVQ2LhLkz126bgBf/4ezz7PlgAriFaR2ndtG2nMHsgm2SNw2MFgv5gEjsLzsQ1aRGUvvTgRElAhfWOoC+Ys4QvK8IZjjfffHMT1uattSqBFnOANdYiCqRgA7T0wx/+sBEXMgfrdtZlreut1Onydd2KNqQgUP7qVTL/KgKx1oOXWhfOTAxmCRPJhH3iiSeapmmRWVSUyWwCBX2C4CMIf/CDHzS3lzUa5/5xBRKOcwGhj4Ao1J615uGR3vtOW/AkWLtC5lyjgi5Wwg3o/+aP8xbNJ3PLUVaUQonCL3nve1Yd65dyQaHYkIUVi2oJaPBYVGsThBYhZqIgK3unPJPKo+m9ei5VLKr+wHowT5GTvnU0lr1xIjvtqzJn5wJkZU+ZsUxusZ6QOAUNkUsIxVzgQdA2XrdEpiGqWhsTacj9ymthrfDuu+9+jqRYvAiSgogkyVrbB8zDxSy7ENUSCFGtXdDc9CfXBLeHUGYbfhGVB+6ZNCGq/qBf9Wmd2UhQ61dPb9a3hPZcgKiKrFhSRULah+uv3ICIBcwD7WPsb65cKzcjJZC15sBnlpNzF12v3I+sOkoEJVEqi8p1XR+pjl2BIaolEKJauzAJaG9Op3CEkkfSE2isKf26cKIE/YBGbi3K5m2W1CGHHNJIaq7HKBnHZTHtuOOOrQ3INvJMYlkhEASG0LTd5lpWiEp5rCVrv+VWRJaubf0XGaoTskRgwuVZVohL35Gx0tiyClEtgRDV2kVtDHXeHwtq5513bpPIRDWRY031Cf1WWrlNv8hK33pP+M5V+SiyQhKICHEgFZYn64aVQ75xDcpLzsm73HlQa79cr/fff38r15xyjFWtlTkBhlLotBBzTz1YVIjKOhkFkvKojoUQ1RIIUa1t0NhMCkJN8l5/zlWYrRUQrpQNgpmwW8yVNFcY42QYBc34tz5VVhWy8Io4iqiQ2nLazRqVdS8BEtx/rDRk5MzFU045pR1rhYQQlVNDnAajv8hZVpXrUyDlU4dC1MZlQIdpVEknj03ToD/Q/vjFTVRaIG1uQ1FHQV+gZNY6TLm1gv8BAt9tt92ahfOOd7xjOOecc5p7FKlbLxIN+LnPfa7tt6Kkr1S05MKIQqTpCDNW1rp16xpp6TOW1cJrPu/3f87OxkVQ0St8rDrsE5/4RGN8DesAUweZWt/Q2BFufYGiQWtEUAQZDZAlRXtkJdMkY1n1CfOW+wo56V+Cj0VFO7dGYr7q+znDuCazKGaIiYvOepLIPNF6xr49Z8ccc8xw0kknNbcdYtsUlziCeeqpp5rMvOiiixrpcLuSlyeccEKzpMYKPoXCHLzsssuGj33sY60Ozt388Ic/3PIWQlQbQBGVo0auv/76RlRIi8ls4V2oK8GmU0NU/cAk1WcmlH0eNvpyN5iEBBnlg1AzmeTN9OgDpVSYi9ZdLNJbxEdW1kisU1EyWQ2EY/r1f2QcS1Mb2e/EVUcZJ/fINhYOWcfqOvroo9vzvZD+UlguUVEaKBXr168f/uM//qPJWtf56Ec/2pZXCiGqDUCz6DChlY7Y+fjHP97WqTSyfRkGPl9qhFl/KIsKQZXWXRYVRaQsqqA/mIssKv3KnYu0FrOo5Ctymyvcv1TeBWtUAitYWuYIUkdWXHOnn356S+TeUu22XKLSD4jq85//fJOxThKxVeTf/u3fQlSbAs0ytqguvPDCtmFNpxJiBvzcB3qv0G/6l2Yt6VPf6ddK6dt+sbBva005iuUfQlvUOEcwrCskpc3APKC4ccW97W1vGz7wgQ80l6D23ND82BhR2S7Ae1GgVCDHSy655DmvlSCLD33oQy0qsBCiWgIa0WKik4evvPLKZhqX22Bjvtpg+qihX681+TY0CYN+sFjfVqrv5gztUO5tMo01xVUqVYi6oAvh/dx+rKmzzz77OYtKWgyLERVLFlGJ/ENUCBBc1/WcVIGoPIoEWVob+6d/+qf28MtCiGoJaPQKT9eY1jNoG2mytYWadOnXtYWxME3f/iG0DWUbMXCBe7iiJJiCVVVrVNxvAiqQB0uHhaUtN0RUyAc5FVEJU1fWaaed1gjPxmuWLZcslx/Zevvtt7cT7i2z2HAv71//9V83kiyEqJZARcZoUBqHxtVcS3VUEATBlEF2kWEUccq35Q1E4Ww+AUYsHlF+Qsa56w477LBm3SCpsdtuMYyJSog7L5TrHX744e0YK4ESINKP5SV4Qx4GgeUU1zvjjDPaqwjcQohqCWgaZMWKonmU7zYIgqA3lHJNjtmSgaRYMSwaB8c6xBd5ce8hJ2Rx1FFHteAGwSj+vzEFvYjqxhtvHD772c+2w2et9VvbUo5jrMhVyj9yqu0hrC55uAeFwyM0llchRLWJSDMFQdAzkAySEg1p/5RHfTjdXHLkkbUpp0jY/HvyySc3K6ie4bWpa/ILiUqkNFJCfrZ+2CqgHvKpCwuNpYbEuBlZXdx/C4+7ClEFQRDMALxDSMohsEhKKLhX60hooCwpLr8jjjjiDyypTcVC158oPgQocpCVNN6jaNsA9x4ry3qYfW7eI8aFCFEFs0IN94WvhZqUXpczQYNth/Th8qB9EAg3m+CFek4Ul591Im3EinGIAXcfi2qPPfZ4zvpZDhYSFVJETIiPxYQMrUWx0BASa6qS/YvjPVZjhKiC2cBQ54PncjChaJhSTYESbCYLl4TXCqUNpoFaM9Z/kvf6byzGCEF9V/049z405m3oFbSApJzlxyUncMI6EFKyLsSSQlJ1gseGSGMpLCQqLkaEJ5LPehdXIreeftQ3lTY210JUwWwggtPmQu4Pp1FwSRRhmQYl4Ewk2h63hNecvj0N6Cd9pv9qEd5C/WJ9SGvXd4SkRPDOrQ+1B5ISscyy8RBDZ/o5uEAgxZikhJ+zqJDUYq63TYXrLWfD76YiRBXMBqKM+OQtHNtoSMiVhQWEnMlroppcFpb5zuv8v3JZBKsDkbcsAyHNzqYjbH0e9yGtXB9SLvSh4870IZeT541RQuaCIinRfFx9SMrhBRUK7nEbXHJOUT/wwAOb+0/bbQmZh6iCYAtBq7z44ovbZDWBys2HfCSfJcLORCbYKhrJRkWERTOfk1Y+JdjHyJVE6HrMufUWlnG5jhb2YSkdrAZnzLEYkNYcLCtineVJMdNWtaEWSWkTLjgbcEX2ISmba43tLcWYqLj+vB8T1cKz/jYVUQ+D2YBQo12avHz0NHJaOsFF0ybYaoLT2PnzTTh7TGyKpJ2aiNHtVgesJqHOotTszyF4vUdgSIoVVX0oH8uZu8tZndZlRKBx/XIVrnVoA+3C+jTWPcrDvSMjZ+hx9SEOUX61JrUS2FoKQJ7wG8wGtDshuSYvoUebtMHQpOWnp1nagc+SAm4lC86EnvzOLBOdtHCPR7BtYH2KsEU4AgP0CSGrDwld/eixFKwFbluae/UhVy8yE1nmNxbzWoa2ce+OfqNkUcrcO9ebtuLu4yngJdhSd98Y1gpLSXBd7ykQwtOddiH8XD8sFyGqYDYgsLhBnGdmYiIn7g8uIROJj95aBleFySv4goAz4WnhJrWJhqw2Z7IFW4YiKmfSUTb0gb05HlvOMiB49SEi0k8EJIFNSOt7QlSATG1ihbWqcLCotBdXH8uKK5QLlHIm+s65fcbzSrtBtTHPBdc6V7s5JJiFFceNTtnbnLmT2RbMBiakZKLQtpERYUbTNJkQFK0PcdmZ7zk8FpzlZ43REj2Qz2QMVgfVh5I+ZN3qP8SjDwW9sLKccMBysDZCKBPU1rS4fh3CSoivZbhf4xmBn3XWWcO73vWu4dxzz21h4tqD12BrKFv6BfnpD8oCpUFACwVhSyy3EFUwS5SwM1lN6vFivElmghF4tUFRhKA1KutXIarVR/WfpP8k78F7BKYPWRH6EZlxQ7GQafzWGtc6EIPxi5i4RVlTFC9WjfFe7bWSUKb1LtZTPXCRa9Z1eSI295ohqmCW4BqphHjG5OO9iUy40QRZXUAL58rwn2B1UX1Q/bdYnyAsfUhAUj64AfXfXA6YLtLg4uPariORWDxbC65pvlAQWLQeuMg74frmUogqCFYIJtM4FRZ+DqYNfVVWcn2eYx9WO1TamnAtCgKyYrlx/3EzUhi2xIoLUQWzRQmtSgXaOc2bq0ggBUvK5KOdmoCbO9mClcfCvhtDvznBwpqUgAKuMAKTK5fQDLYO9AdC1MasN69jhWFzEKIKZokScDWpxpNIhJ9oKXt0BFAgLMKNdmiBemtrpcHGUf017sMxuAMRlP1wos/0Z7nBamE/6AeZccEsUesVNG2L65JACWHMNgR7no6NvkLZaYWiAfn4RTCFqFYfrF59yGqqPhTw4r0+tMHVJt+rr766RfrR6q2TCJO2ZrXSYdnB1kVmXDA70LYtqNOyhSzTuu3NcdqB89Cuuuqq4YorrhjuvPPOJvgcuyNk3TFKrCpuwGB1Ue5ZkZgs3+pDBOU0CgT1+c9/frjuuuua+8/+Kufa2RCcfXD9IWf9BbOBM/7++Z//uR2LZBOo8GVnnHHn0bARWGnlNHTrUUhKWC8hRxvfEFEJd0Z+3IZCo9f6yQerARav0w4QEEUCQSEcJGTBnmtPHyKwspL1h03BtTfOpuB6eN8Y+tz//F//SVnHmg5CVMFsMCYqQg6ZEG7WKwg8yXsbRwk+xynZg0LI2QeycG2j3IcEKM2esONOIhjjIlx5jIlK4tLT5vqriEX7Uzr0q6gzigYr6tBDD31uo2sBiSEzATP2Vynfd8rzX0lYe42PYPUQogpmgyIqaxfcfo7Sse7EFVSCjoDzmeVksyRBh3QWrmsQaAQbd5PDUQlN1hhBeMYZZ7QH0JXgDFYGRVSXX375sH79+mYV6zdrT/oLqbB2KSCUCt/Vxm2vZTmD/qNceDaT/rMWKfjC98phpSE4CooxwLoOWa0eQlTBbICoPvShD7WDaWnSzojj1iOICCfEQvDVRl+Jdr0wnNmUQUqOVfL4BOWy0AhSWvif/dmfDaeccko08RVGEdVll13W1hE9OBEBOa+R0qHtERUyqj6kYOhDRDN22bKE9Z+T1REVy6w2Autb+VnUDipGWKIFfResDjKLgtmBlYN8CDnrTtxCDqi1DsXN5zsaNcGHuBauSSEq0WZ1JA/XESLzHeHne2sd0QG3HigA+obVJMiFBasPJe8990ikZq1dLexD/VOnU+hnCgtL+Mwzz2z9r++QotPHPQMLkQWrhxBVMEuUoKNtcwkRVl4ttPuu1q4IuMXcd4hJPq4hC/TWpZTHUkNYIamtC32ibygcrGH9pg+lhX24mFXrv/7HEkNsFJR61Z+CbFhYFBEntuvXYPUQogpmCwKMwJIQT5HSxtaVyiKjrTul2wnV1roIPmsctPVg64IioB/GfSiB7zbWh/qbW5D1xLVnncv5dKwwr4hKHi5CLkakFaweQlTBrLE5lg8haB0EMRFoUq1xKS/W1LbF5rQ3MqNssKLH7kEWmL5dqLRsjPiCrYsQVTAbFIlUqnWkSssBwYWYCLjxgZubU1aw6Rj3l/4b9+FyoK+QFVKSvAcWMQtKQlYCKCghCCxYPYSogmALUIvyJSwJwGjffUJfiiwUPCH0nfLB2hKwQSEJVg8hqmA2IHhoxxbbJZbQWJveEixXow+Wj7EVa32pQs9XYhuA/rO37pFHHmmPuRe5iaAEySQ0ffURogpmA1F59kyJ9JJs5B277YJpAxkhDAQieKWCHpAVhWNzwSLm6nPu47333tu2GLiWwAp7qVhV1rOC1UOIKpgNbAAVfnzSSSe1tO+++7Zw5i0RcsG2A4WCJSxSz6PVbdi2IZfCsSVEIvScFeUQYglxIUFh6l5Z4RVRGKwOQlTBbEDgEHI2ha5bt65py3U00kqh1qqClQeiYj2xpmzSlvQni2dzgh3qGCynijhdxAbfOl2kjk4yPlbCNRxsGdIDwWzA9cdVRAg5zcDaQ4Ulr4TrLwS1dVGuPxYUS0dCJpvj+tNXjkpiSd1+++3tKCUuP+PDniprU8jP/il7qZyOn/5dPYSogtmAoOMiQk5SLcKv1PqUclayvOAPUe2r3ygdSEt/bo6iUWc13nrrre0hmZ5nhZCUi5Q8fPHBBx9s6cknn2yWFgssZLU6CFEFwRaCkKTRIz/BGQRpyGraEDzB5ceacoJ6PaLF+pST1K1VOWXfQxg9yt55jogqWB2EqIJgC4GYLPJzF3EpOu0gltV0wSpCTMhHH1m7FGiDiET+WavypGBPfGZpfec732kBF7W5ONj2eME//h7Pvg+CYDNQJyRY7Lew7+Ru618rtfYVrDzq9AmgWFjr8sqdWG5F1rH1MM+z8mwygRXZyrA6yPOogmALwV3kxHRrHLRyAo6gY1UF04QgCetULCtrUsinLKYSiV5Zy/qyCCx9ujoIUQVBEASTRtSDIAiCYNIIUQVBEASTRogqCIIgmDRCVEEQBMGkEaIKgiAIJo0QVRAEQTBphKiCIAiCSSNEFQRBEEwaIaogCIJg0ghRBUEQBJNGiCoIgiCYNEJUQRAEwaQRogqCIAgmjRBVEARBMGmEqIIgCIJJI0QVBEEQTBohqiAIgmDSCFEFQRAEk0aIKgiCIJg0QlRBEATBpBGiCoIgCCaNEFUQBEEwaYSogiAIgkkjRBUEQRBMGiGqIAiCYNIIUQVBEASTRogqCIIgmDRCVEEQBMGkEaIKgiAIJo0QVRAEQTBphKiCIAiCSSNEFQRBEEwaIaogCIJg0ghRBUEQBJNGiCoIgiCYNEJUQRAEwaQRogqCIAgmjRBVEARBMGmEqIIgCIIJYxj+P1iMIPZ9lCbbAAAAAElFTkSuQmCC)
Is the cyclic Process Shown on the V
P diagram, the magnitude of the work done is
![](data:image/png;base64,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)
physics-General
physics-
A gas expands from 1 liter to 3 liter at atmospheric pressure. The work done by the gas is about
A gas expands from 1 liter to 3 liter at atmospheric pressure. The work done by the gas is about
physics-General