data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xuy9B3hlZ3Xu/9tnn33OPr3oSDrqmtFI0+1p7gVjG2PcMJ2EayCQQELCJSRAyJ8OgeSSSwstJPjGQMA2xWDAYGNs4z7Y0/uMRqNR7zq9t/+zPvnMSBppRjMYHOfe73n0SDpnn312eff61nrXu9anFb/yzQov9mFmIOtQZ1Hx9KKtfeDFfkb/1xy/9n83AE2yNJAoN6obPqStQyt7SOeb5gDA4ZgB9+lGJgvtjodpqHz/TJv+v/dnXYH/HgCcfUubnoGWHae9ydFsMxPaRlL2G0/ZLhwOMzo6SmdnJ93d3WzevJnt27ef+C2vDw4MkMlmT3lPdraB/w+Y/n8gW+IVWBCAu8p5Hitm1S40TaNSOTlL/1f6f6XF4OXWudbpTFPwRPkyhiy3KfAMDQ3R1HTS2s0Gmrx/YP9+mlta5gBRABqLRrGbJrW1teq9KljlejWVv0Ot5cklXv7/jpuZs07Kqf4eHR0kHJ75e/44BYAPhjys2LzpBbkydXV1fPoVLbT7rKf9fk2DN363h8nJSbXdsgcePbH9mQC4u/Q+Vqx6hdre6/Wq3wK0NWvXnvgtQHSY5hwrVwWZ3+/HNE1lJWdbR9mHWMX/rgAsZMtEpicYHo8yMp5neLiMx1vB49Zx2TS8/lpMf526nhUiJ+6HZhaoZA1Wt4ubM2PUZo85AHwmm8L3imuVxRNLd+edd/JHf/RH6v8nnniCyy+/XP2W/6+88soT2x0+fJiVK1eq/48fP057ezuDg4P09vae2E4+d+mll7J3714aGho4cuQIzc3NLFu2jMcee0xt53HY8H39aizayUPUl19M6djWUw7c/skjHDnao46zd9duro+kZ07+tEGIyS6+eFYPlwCuo6NDfUYsplg/AdrsIWD1+f3qJf/oezHpPavv+K+w8S9/tRdfXUAdSjBsLHhIAiQB1FKGbDt7LAmAHx89zmte8xr1uYmJCT75yU/ywAMPIE54uVzGMAwFstWrV/Pd735X3fw9e/bwV3/1Vzz66KPq/69//eu85z3v4Rvf+Aa//vWv+c///E9e+9rXKjC63W6++tWv8upXvxqPx6N8q+p78reNEm13vXrOgVsa12K76s/Jfu/dc163feIwBw4dPvHa+ie3LwGAQXbxGWW5nq8Rj8dPWFI5hxerDzgVdTGRPXbisiwENnktEk0TG4+QSJZIxGcsRUtbHVrb1bQ3raDStUW9FnW0ECGA564LCPidS7OAXx7p49JbblIg+8EPfkBXVxdXX321sgC33347//7v/86zzz7LX//1X/PGN75RbXfxxRfzpS99iVtvvZWRkRG1TSAQIJPJ4HQ6ueWWW7jwwgvVtCXb/4//8T/4zne+g8Vi4amnnuKCCy5QwN66dStOQ6P9rpkHoDqcf/0A+Qc/T3H/XGpFALhz9x4F+mw2y2V7u88IwNn+3/MFwNn72frkz7nA/MTvY9e/930eOl5RU+dDG+7G3b7xefu+Fd/aSI0vtTQAjudzHN2y/sSXC0jE8lXH7ABELKQAR6YoGQcPHlRTq/hK8p6MhQIWsXxiNRZ6Xy+mOe/+P1vSyZf/bjt7DhxWoP7lT3/Kp9pXnRGA3bmbKfteo/y952NUfcfqvg499Uk67T97Pnb9B99HFYDbr99F0Vw4YDiXgzorAMoX3D54jI5rrz4BniqI/lC/N2/ehN83A+rFRjQWZceOnQp8O594kveGTkayp/MBJQCpb7p8TuS70HfMj44XO45Tp98/P5d79F/iM1UAHr31AFOcPgg8mwMWAIZ8Nla1z3LsZ+3g/yoa5tnsx1iz/soTPttiF7JKx5zuQs/fRoKsSxzvPZt7819q298VgDUUFwTuxT+5SJ3nkgH4YqRh2h+9HzIm4iyUawJYV34WrXLSdaje6aczX1CR/JnGbMu22LazraRMxUd6j3FzwyfPtOvTvK9RcqxlqOEj2Ie/TaC0H6PQj6bO6vc/du0aw+43WMoU3Kmo9pOA2/Dc4e1a4DAv+kkXGoGlAfBcaBh58oVPO//8818wGmb/th2Utu8jnUvi3LiOrjUl1rvuxlLJzLkkSwHgfL9uoVs/3/rJ/9u3beXtW+44Z6R0D7i4b9vltDS2EWz04q+zUd+YpyH6dbRSSu331Yfez2+SG3lFm5eAaTnn7/p9f/BYvMDDAxnedGUN7zuyeekAPBcaZuPGjQSDQXp6ehQH+ELRMN/46/dTMWb4y1BDC6983RV0NDyAh94TVmQpADzT9FvNjswmsTOZp9m+PXdOAJQk0/5jPr78403kep+hvj2I12Yh4PHRfuGFXHxtC8GxT/C3vbdxV+xGRt+27PeNn+dt/8ZXe3g2fAMGnqVZwHOlYV73utcpXnDHjh0vGA3zib96B3bDiq6BYTXoWN3Ota+9mU7/EVrNRxQInw8ALuT7OcxD5wzAsekgX/2PJqZHh/B1usimixQSCeymlbq6Rq54SSsXtT+AY+udFP5yhhB/sYzP742xY/v/4e89310aAF+sNMw9P/whT93/M2yGjmG1ous6AaeNiy7azKbLL6Ej+CyNzh3s1r52WhJawCW53tn54dk3e6Gp13P++SR23cGu3VO8dcMPl4yNSlmjd9jEtv4r7Nn5NMd2PEMknWFyIEolm8Jut+CpqWXjBhc3XbQPx9a7XnQAlIshVnBX+A1LA6B84MVGwzzy0MPs+vl9jKSmwQJu08Rhs2EY0NHZzqUvvZpwYz3t3t1M2N9wAoALUS2nm36rud5qFkW2rYRDaOFm2PkfZw3A4QkXX/pOK+u3rGXLtZfRvXMb/cePMjwwhEaFXC6L02ZywZXN3Lj2mQUtYH19PWNjY8rtkPPJ5XL83d/9Hd///lxJWFXhI/dX3v9f/+t/zXlQ/vRP/5RvfvObypevcrTzn6TbbruN1tZWPv3pT5/ykM3ne2dvcNYAlA+/WNQwXRaDXXu7eXrnk/RPjYHVSijgwrRY0IHaOj9rzl/Dposuoi5YouDYyMZNM2m4+cGG+LDRaHRRCzkbnHKTtnd3493wXPx3lgAsV+Anj9fxiwfsbLyokZfddAOTI0OMT48x3DdANpdndGgES0nj2hs2cM3KhxYE4NTUlBJk3H333dx7770qtSlgkBy7pEgliRAKhRCginhChiQX1qxZw65du1Sa9K1vfStVAMpnJTX67W9/W+2vqgOQz0lK9hWveAVf+9rX+PnPf84vfvELBX7JdkmKdbZi6ncC4IuRhvnI29/Nsf6DZCpQG3LjshuKSvX4nHSsW8XFl1+C2+lmxborqAvPkNYLTafy+kJ54vlTs0T+jksuOXmdzxKAuYKF1390OY78JOdtbucN77iNaH8fsbERBkfGlN4wNTlNxe3mb9+Up8Y9ibmIDzg/QfD6179eZagkNfqqV71K/T0fgO9///uR7d73vvfxyCOPnACgWMDPf/7zKld/4MABJSiRlOt8AL7zne/kgx/8IBs2bKCxsZGrrrrq+QHgudAwcgGqapYXSg2z/emtfOvzX2AiHcPlduB3mJiGRiDgIdzayIVXXEZ9UzMNzatoXbZaWYmFALiQ/yfbzQam+r9q+aoQPEsAFksar/tAPVo+SmuLnze/62047HYSw/309Byl58BhisD6LU285uKZ7zfPwQccHh5WAJGRz+ex2WwnHppt27axZcuMcEBGKpXC5XKd+F+smwD3dGP//v2sXbv2lM+eswU8Fxpm06ZNKvoVhYzkg18oGuZj7/qfDI/0oTms1PjdOHULHqedxuVtrFhzPhs3b6GYL7Pp8mvRrdY5AJwPsuoFFL+qqvurWk0VdIggcfY4CwBWKhrffaSJu+/NUShP0xr2cN01l3DJ1S8jNj3FgZ17GRsaxFUb4KYL9hNyzkyd5wLA06LnD/TmWfmA50rDiLkXhYs8ES+UGub2T/8zvb0HyWgV/F4HfreJ2+nA4TBpW97BZVdfS3wqQnPbStrWn690idWsiJpSHY5Tpt/ZU++Clu8cLKD4fx+6vY1nnp0gm5uk3mvn+usu4cobb6JUttC9Zy/To6Os2LKZCxp+haO4b1EAxmIxfD4fkUhEKZDmj/lW7XSY6+vro62tbcFNnnnmGaVoOpdxVgA8VxpGfIff/va3L6ga5pKyna899AumMzGspkHQ4yYU9FIoZll+/joaa+qosdtw1NbTsvYCivmKApwEHyIjO++88+bkiGeDUsAnqp9oe/vC9+AsLKAA8MP/VssTz8RIpsdoCHm5ZGMHV113HV5/AyP9PSoSbVq9lnXeH+HVjswB4B133MGDDz6oeFeZcT7+8Y+roOJjH/sY11xzjQocJKiQIdPsXXfdxfj4OP/0T/+kAonp6Wn+9m//Vkns5Ef2JVpO8f0GBgbUzCDjc5/7nApG7rvvPlpaWpSPJ1rOd73rXbz85S/nhz/8oQp25Fivu+46fvWrX3H//fer/chxSLQt46wAKB94sdEwVTXMoelpPv7Q/fSP9qHZbAS8TrxOA103qG9aRsjvpK7GjaVSoX39Jfgb209I6uW8Zwcfs6dk+TsabsEfrlncAJwBgN+/ZxcWw83lFzRSV+fiE/9Rx4NPjJHIRqhxu9iyrplLL9rExmtfzsjQEOPd/Sxb4eK8mh+jlaJzACj+qwQX99xzj9JQfvazn1WW6wtf+IKyUqLXrEakAkDRc4qVlGBDaBTRZcqQCFn2VQ1QLrnkErUfAayMqs7y4Ycf5oYbbjixz2rgIm5XVTkv28r+/uM//oO3ve1tcwKSswagfPmLhYapXqilFE2lI6NoqTGcVo1lXRto3XQlkkYUSyc6xqrsXp5ooTBkehbw6ZiUNsxoDRcdpwHg+PAY5eD5Jz6aiaX55DdrFA2UqKRwWA02LguzaV0HF1/3cjz+ED0Hj9K6oovVvh+gpecGIXKzL7vsMnXcAkABjgy5BjITJRKJOQAUwa8MKZ6ScxSS/sMf/rBSrItllNeENxQLKUGKUDPV61oFqlA31WtcBZvMCHIcIkgWKywxgIDzdwbgC0nDnP4uz323rbmRf7iukbBbGL/FR7i2hvUf+YXaQOiNvU/8gHDrSq664Q3kckWVv56tkKnWvgj4pp1Ogl1dZz6sswDg6GCSD33VyehgNzlKmKZBc9DJlvO6uPrGVxCoqVO+oD9o0lT8V7Tc0TkW8MwHc+YtXvnKVyoLJ9OxMBhnM05HOi+0n7OygLNpGDHfIqsX30gsghQNSVQoxKOgv3qj5IAeeughNe9X6RjZXhxkubHyvji48ll5WuVzIvWXoqTq72qRU/VzVdM++7cUOglYqsVQv/7KB3m7d/ecc9Y7LqXU89Qp1yH67qeUryL7+8kPvsuaZV6CoXYcgRZ0u3li+hXQVavfBkaGOTq5tPrel64rnDYTIlNwoLGO9e0BRlNh3vfZEpPxEUplDZ0CnW01rG6t4/KXvYzaZWtxekL4zAT1ua+gZXuedwCeDeB+123PCoCzaRi5WfKkiHkVsy5DTPRf/uVfIkSm+B5SdCR+h8jsxXcQB3jnzp1qG3m6pKpOhtSTyFTwhje8QZnsr3zlK8qJlVqSqmmX+pBPfOITqk5EnFtxsoXoFPMv5l18GZkqhY2X177z8XfyiZUjJ66PcelbKPXtoDy095RrNvkXj6lIUR6G++79ES0+HV9tI3Z3iOtfOVMENbsGuN+i0XreyWmzukPPc/XRZ0PDSDnjt+/ai6/GhV1fyTbvh/jVv3+aTCECWgWn1crK9lrqPBYuu/Y6vDWN2LBR19pCq/U/sRX2PwfAO846FzzbWkmNj4hGzjQWKqOQclmho+S9sx1nBcDZNIx8mVTIfeQjH+HGG2/kX//1XxWpKQy5AEje//M//3P195vf/GYFGBl/8zd/o0AkJZjCtst24pzKfvr7+3n88ceVUywJ/5tuumnO+Ug0JVZXCFJh4AW0Arb3vve9qvDoHe94h/Jb5PN3f+bdfHLVDEcmw9K0HvN1/0z6i9efco1G/+xh9UAI2H96749xk6AuEKBctvHm93yAXD6vHjK5yBV/gG1HBrngustO2c+5APDf/s8+rn/dy7AZGSYPdfDYeIR7fjZGsRBDyoBa2+up9wcwSynWb1iH1xegUCoTqGuhNbAVO32q0rZ91xfPGYDiG8q9kHyvBCPyMEvwIVFvlZyW1NqhQ4fU/ZN7Jg+sGBC5x2c77c6+cALAreZL2bBhYVJ7jiR/Pg2z0NOwFIe/egByQnKiMtVKodLvur/Zn//ZVz/OR9tmKuHONMQCysWWz//0+3dgK8Tx1wTA8NGyfD31jcuZnJqksmwlml5i30O/5sIbrqNcLqHbdCwWK8G2NryapvaxkAU8diTOq7ruJJpy0Dvhw6klsZkOvnh3DYVJO299c5RCpJGfPTrI6GSEgm7F6rbTGHJjK4LDZVMPeKChkWRkDMNio6F1OR21P0Kj9DsBUIyGRMkyw8gDvmLFihPRb9WqiXGQWakKQIlqZTaTQE0eXtF8nss4KwCq6fIFLkqan9tc7H/xQzdvOnMHh2g0wvYdOxVwvn/33aQnevDoBsWijiPox/SESMY1xkbHqQk3kktO4nPp6kczTZxBH7oEBZ2tdG6+lNjwFPUXbMJizKS1SsUixe13cPsdOT5wy70ksza+fO8aGoM52lfUU9EtjPb00tgQxFvnV2CqlDSOHRyhYLfhdBpER6cJN9bhMDRV4D4+OkQ5laK2bTlXnL8HSslzAqCASGaQ2ePo0aMKgLPHj3/8Y8XtCeEseV0Z+/btY926deeCuROfyRYrhP7tII/ar1+aBax+8r8jDSPntnfndkZH+vE6nIwen8Ab9BKs8yv51lTfAG63nbrWRhpWNmM3DfKTKSqpCjUt9Wh2KxVdY2oyRaFkkNL8lEpwZPcRHI4k6WSafCbBeavbGB0ax+nQWda5jGw2g1ZO0bG2jYaGFmymG399M0PHR+jZdwBfXYij+4+jZxK4fAaVcpmCZiEZi1LbGOZ1r15Nauj7tO/6wllPwb8Tep6HD39mW4ThA//CnxRuXzoAXyw0jFyftqYGPnptI61n6CXTtXIlbX/5bXVJJbq/4+tfQ7do6JYKLW21BIJuvF4HFUuFbLqE2+Uj6PdBsUAmmaClfRn9B3rw1deTLZXJJlPEkwlSkRTxSJJkOkMulyGXzeO2u3AHXVhcdiylMpV8Gp/TyrLVnbSsWEMhV8LIF6lZ2Um6EGVicJzIdIlYNE7keA8l8nh8XsjHcfrcrFlVYFXbKA8l1vKnx/7sRQPCfVN5Nt41wM7wdeSihaUB8FzVMLN7w4ivJT9Cuci0Jz+iPZOItlQqKb9CqA6hXCTYkBys0DdCaooGTaRAVfqlSuvIb9mPBB+z6Z0HP/Y63r58JkKvjsWoGAlERLAp+xF/aLy/D69Dp67Rz+qN6zCdBpN9o6SjGcZ7j9PW1YavsQany4XLHSAdi2Ozeciks8TiE9icbor5IsM9R8llc2BzomtWMtFJaprqyKbzUFYTLoVMjpauNlLROKvWrWdisB/D4sRdX4PhdZOMxClYdPbvPkQxlaK+oQ6f3yQ3eozVF13Jy1/9J+q4P7M9yse2TrEyYPDGTjcfviDIzokcn3hmaXTR82DUlrSL3wxlSRXKfPGPannJIxuXDsBzUcPM7w0jlItQMxLh2u12xff9xV/8hUodSeQrKRyJNj/wgQ/wrW99Swkgjx07pkSNEiFLyC+yqN27dyupj+xDxqpVqxTTL5GyMPniWP/y42/kf646Wflmv/mjFHb8eEEqpv8t9ytJkoy77ryTo7t2qOm3oSWEW7dQiqeYGhgnkcmRt2rUNYSoa6zH5XRRzOUI1ddgtwUZ7j9OxSpxKbj9DsZ6BzCdTpz1jdSGW+jZ9yxuhx2b24du2MjnkqQjGab6RkC30La6C7vXRWx8hLr6WpxOP9OTMTCd9PUOYrOZNHStp/vZRzGLk5x3yZXc8Pq3oWknfTlx7KU+5HW/HOXe3hQ/vqFBPbSJSDda6iDl0pQ6z8T4IeJJC6u6Gk4Ap/pwz0fSb58ZYtlqL7mOtzNmPb0M60woXNtkkrBqWLNpNt+/YekAPFc1zOzeMAKqD33oQ4izKwIFsXKSNH/3u9+tLpLItyRxLlZRnFzhGq3WmUp84fiEDvjiF7+oIkKhAoQGkCHRmVhCSYgLMEV58+Cnb+M9swCor7gM+00fWZCK6fnjnykqRyzJD37wfRKTfWTHIkgo4a7xUkinMZwmIyNj2EwboZAXjyeIYXdRySQINNTT0LmKJ3/0SzweB4VyjjUXbCQWzZHPxHB6PQSCQXLFDImxKKYvhGFaCNZ4SWcL9B04wmjfIE6Pl2BjiFBzmLaVHQwdOEI+lgGbh3ylyMqLzufIzmN0P7sNi5Fl8+WXc+sfvwOLPpPx+evHJjkSzfPgQIY3dLr5z+sWB8v22w1GxnVecd3JdiuLgef2O3Zz2fVh4lfdxwFzzZkwtqT3zxqA56qGkaN5PnrDiKRIQFcdZ6JtnvzSX/JXHTPJ+jON7jfeq4ST8hB848ufo7Wthnw6xVTvMA63l7JVw+KSnoAFnIZObdBLYmqa+hUdlCoWKnkdo2Iw0r0Tj9uCv6WNYFjEnj6SU6NMjvWyYs1qyeLj9fmYnIxitVhwepxY7Xbik1MM7u9BNw3S+RTrLr5MeGg0i05JCGnTTmQ6TmNjK8cOH2Z6eJR8KYnT4ccRaONt7/oz7KZdqUusFjj2lnYanIunIaVRknHoVS8oABuyI7Te/5KlW0C5iS8WGkbAKVP6yiXkaicnJ9izd58C313f+x5jQ7001Afwu0x0rUI6EqNkgampNIV8hdoaPy6XDX+TWDGT9GQSq8NNdGQc3ZalfcsqXBYXAYeddCTHwKGD6AEnprcGr8dDfWsb3bt2QD5DQ8dybE4vhVSKifEJKjYHU339hGob8Yf9uNxe9R2eYIDtj28lF0kS7mwTHKvjMr0uJiMZAjUN/Hb5K4gXLXz7ZTONIE83pFFS6uCnlgxA6Q+47Ly659UCnhMA5aT+u9IwRw/s4dDu3eQLJWwWKw1Nfi5/2QVMjU4Tj+Y4PjAGpQK1ARcumwNXfT1Oj5uhY0cpazqFdBG9mKd5RTONzY00tDZiKRsc3rsXq8eJbjVx6Tp+Xy0Hnnma8IomnD4fXpeHZDxNpH+YTLZEwWrF5fdireSpaDb89Q0YNo3u3TuZmppQVXyrNp9HPlUmkc6jGVYKGlx+6TU0NjRj0c/cFaEKwO27NN7+1lPTivPBWwXgmPl5eq961ZnwvaT3qwCcOD7MlVctzCn+l2rRu6SzmrXRudAwO3ds53vf/Aqx6QTFcpHX/8mb1LQ/ePA4g0cHCLT6aV7WTGwyhs1qYKIzNTZBJpPG5XZj0cqYGqy5dDOhxhAe009/Ty86eRqaWpkencRwGMTjk1g0HU9tAKcvQDGXpZzLE+kfp1DRCdXVkiqlGBudIOivJdzewPDgEPlcllIxx6Yrr2DoSB92pxdpGRtuqmekZwTNFuSqG67FK1TNaYYqI926gbMF4EK7lMaU0dEhBoZnmlJWG1LaatfSsG79iWaUI+bJYEf2c9YAPBcaZn5vmBcDDfPtb91O/6F9jA1PUFPTgN3lZDoaZWxkRJVyhv1uSoU8rvpa7Iahpky7z4Wm6dh0C1ZLmUAgyLIVbaSGY1jsFoJ1Hvy+GvoO9dCyZjVZm8HkUD8uw0YuW2DlBedhOJ30bN+FVizR1LmaobEx0qkUhWSMluUtTIxMUl8XYmp8iuhklGKqgNXuYPnaTpZ1NuMK+Pjt1qNs2HIJyzuXnxaAov7p/kHNkgE4OprmyKFj2MMBfP6za89WbccrTYgmY3l6YkH2jSbV8b3twghLtoDnQsPM7w3zYqBhfvSjH5FKTDBwpIdcuczU2DTpTJaSoeN3O2hsEKFCicxUjGUdrZQNg3yhiKlDqLGeXCZDYSpKfcBFXivjMJ10bt6ERbIYIvvSTLLpHA6PgHAUrVhg2fqN5LMlMskIqXiETddcRc/hPkqZFBavg3KlRDGRoLYuTHQqyb7tO8kUS4Sa6zhvwzo6VnRQ27iMwcE4wUCIYOjMuVmJgpdqAU+HZhHVzm9OHg5aTzQmrzYlX6x/dO+e8UUj8TlT8LnSMLN7w7wYaBhJuheLUcb6BolOxhmdniZfrmC3G3i9LvSyRjYlpHWWdZu6SI6mSCcydKxbDsUyXr+HYnKahs42Bo/1UeuvwR9upnPNaiyWiuIGoyN9NHUtp//4MDaHG39NHempMbyhOlLJAjW1tSqP7PXo5AoFBo4NUKmU8NQEKJYtHNpzgOnpCc67cBNdnZ10rd2ML9DE8eOD1NbW4HKfuYvpI59z0H28tKgP+ODWYfoPTdDYaKGhzkZjnV9xn2c/ROZ/ckmG0dEEI+PjJzrpy/5e/+pqE7e5ez+tGuYP3aL3D0XDfPlLX8bj0CGfYnR4jMlEingqjT/gw6JppBNJJYlyuOxs2XI+o8dHyCdTrNzQRbGQp315F7nMNC5TJxuJE2xuwWZz4Hb4CYbCRCdHcAacZNJpCinp3m+lLOm3Wi9ChRfTeSIj4yxf2Unj6pXsf/xZsvkYhtdOMVsgOhkjVywzNTWpptrV529g3UXXkpxI8psf/JzarjYuf/lVpwgNZt9a1b3h3+sXBODBniCaPoU/PNdnWwh40dERNa2O9g8Qm0op/88ZDNIYbqCx3odJ7LmPyXmeugzDmcA8Nwgx4fajL2yL3qWqYc6VhhEXYfszz7B50xpqagJ07zvKRCQKehkqZUzTQSqdI18q4LAZLGtpJF/IY7WbWIplXFadmoCbhmVh7HbpQaMrGsXtD1BKpjErFhyhEBWLFcnhjHbvI1RXTyybI1gXJjYxia+uXtrY4HE5sDj87HrgProu20ymALGhAQpamYnpFNGRCS6+/mrWbLqUSH+E7qf28OyjT5Jr8PPPX/nfquvBYjf4JJYAACAASURBVEOCkLH7tzA6XTxhfVLRBDv7bKxYuXD55ZnAcvJ9AdrsBWmkJsVHJj7B8OjICbBWLWs43LL0hWrkSyb9JvcmTxK8x/uG1He3tzUhf/sDfnrzteq18zd1EKhZwcCurfRMzDwNW66/7Yzn8ttvvEttc8MtN9PS0MhDDz9ENBLlwksvYXyon23bd7Nl8/lE4yn1unznpOlh+Ng0resv4+Plo/zbvm6ePrKbY0MDxDM5coUihXyOQNBPfXMDZYub4aEI0YkhsukohVIew7Bht5lsuXAD7S3NHN27n9HRMexuBza7aP80YrEMJYtFdQrwOk1segXNYoWiBZfdhi/kwGmFhqYQLqcT0+XHtDuxVMr4JYApQyoWxV9fSz6fxmF3kUzmMCiTmxgl1NZMsKlZlYYWdTvJ2CSGpjM1GaGsVRgZGGZ6cIxsOsXLb3sTyzZewLM/vA/27CGSyNF5y2u5+JZrTmsBdzxzN7HH33oCgN+9c5Crb70GTatarMVu0angOuPNPMMG2x8a4sYbpevCGRaqqe5nPgCrrwvPJXW0MoLtW2jZMFORldTPTIzOPkZ3aZzYzntOvFQF22ygC/COdh+la8v16nt27ztM/94neUlTmFsaTGoiGb7RfYQnju7n+OAA49PT5IpFdKuOL+Bj2YpOCng5sHsf5VIatAKJWETdNLvNTtfK5azsXMFwdw/TsSlypRJurwdLGQXkVDavpmPTsONwiG/oVR0VpPWvzWrB57bT1tlGMZ2kfcUq4oN9akrTyxXqGhtJVcpKSWMr5/H5QowMDdLaWk+5WIKSRrChiYrkd3MV7E43YxPjZEtFeqV+Zvc+2tcsp+/4cW7849vwhtvZeefPuPrGl5HNFrj9s3fx99/9R2z2k6025mNAeMCjj35Grech/ld12q1u1987ysRoCbs7S7i1ZZZVfP4BeOzQNi7dcN6Ca+id2qTczDBpBuZYwIUArm85947wVQBWgTcd1dg3GlGW7fx1K+l95MfEY4PK6on1M42X0NT6Eq54i5XHvyVdU6BYyrJz22eZGthB3+Agk7GIWsFIlM4N9XV4/fUkMxrHjh0hlc6gaRXKhRyFQh7TtLK8vZk1ncuJDo4TS0aIJNIULRYsFh3dsFIsV9CwqKaXpsPEbrViqRShXMBu11izfi2laIZiKknnpRci1RL5WAxruUTn5g1MTUbRKOJ22UlHp7AbNlpaW6kYLixY0ColLFaDbDyKt66GPAa9B48x0H0AV70Xi81KdGyay66/lfGxBDt/+GteuukWKp4aVVbwiTs/jNVYnC4ZevJmdj724FwAug4u2ZgNHC8Rm5hZfUoAKj6fw1u7BAs69yueePAJGltMLt3QvOB3L9glfzELOHsPpwPgtvtntHeBhmUKUPMtpACwY8/P2Hq0hz3TEVZ0ruCWN7+V0M9/zi/3DJBZE1rwYK96+zu561MPKTDGE8c4tPcbTPXvYWB8nKlIVOVVvSE/4XA9VquNyPA047EYkWSCcrGoxJ65XFpV9sk2azvbSU9MUKqUGY8mFCWjSQ1svih9zDDtdpV/zcv/pTJurx2X9J6p8bL5sos5uv0QxXiKcLgGT7gWXXpyWcrUh5vJTE5TLmQJtjYRiU0RbmikUtRwmiaBGj+lfAlMUwQyOLwOUtkUo33DTE9MYdFKlLJppodH2PKK17BrxyGeeeBx0jk72HzkHBrf+d4XVP54oXF421O4c/+oAChDxAhZltHbE2Ogfz/RyJgqlBdgLLYs10L7VasnMdMCZHZgsnLjKrUUw0JBzdHDfRzeeWjRSPz3AsDTPWYCvoFdT/NeqQqbNXre+RY6vvEtvndk8LQAvOdz/0Zt6G0kYj0c3v0lxocOMDA6TrZcxGa1Y3d78Xh9GBZDresWj08TT8bJFUsUCyUKxRJWq47H5aJzRRsOK0QmpsnkS5SKFWx2g7J02LfoartCXiymSblUxDRtNLe3ED8+yKo1XRQpUsilqW9pIRBupJApqOyJ3Wonn45j6EWcbg+ZeIZgTYgxKagKumnv7KScK4NVx+12UKGkHorpWIIj23bQuraLRDpBtH+Ajguu5LGfPsbjDz7E8WSSvN1NoLGFl19/C39/6xuUzyqjf/A4ees4Sc3OkXsu5sobrmLnY4+fAKD8cWh0TC0cqBYQTK1Gm2cRp0cLpLIWRc1IFZ9YPgGWDOH6ZvN885fymv9/LFpk39ZJNm+onDYf/fsH4K4Cj+z73AnfzZ3N0u920zU5w5RXhwLgt77F9/acGYChmreRiB6ie9fnGRs+xsjUNLrLxDBMnG6/SEzIpjKkknHyuZQimbPFkhLEzujhwKbrhIIBAgEvmXScQqFERdNwODyUC0XKEgU7XCRTGUwJTgxRnlixyvK12Qxel4NlaztxelxYChXsWHH5fJQp4hcBweA4jS21uGtrSURiiJoqn5MWaQ4CtXXoGNS3NVGxlkiPjNFx3lp69h7i8NNPcd7Vl9JzoBuH3Ya/az0///Y9/PaxxxlOJ0nkCrhcAW56+av59Ps/pHzao09uJZE4wMaNbyIysY177nsZN77x5fzmrgfwNVpOkMACwOpYCIAKaPMWJFzM6rWuqsXrr5w2a/Lk/TNVi7Kq5pJ4wOrBncsULJbNZowwdPfdNDDOrZ2XL0oLHQktAsDTWEAJgK54y1sQC1gTfDP7D/8LxbGDjA70MJ0roLvsVPISrdpwewNMT00zNjaM1W4hmUiQyxWUpk63WWeix1IFr8PE43RQqhTR9JnqN7FEmWwGuwCuUCaVymJ3GsqypVMZ/KEaSuUyDpsdU9MItzcTkNekcqwujGEXq2Yo9bWtUqahrUURzflsFofLqyytlk3j9dYQCNXhcDspawWCgRoymRLbH/8V5119GcdkGbJMSgVSv/jeTznSd5yyTSOXT2PRTV7yklt5zXmteL1rWbFiVrNM4L77LmDzNU3nBMAqaM5kARea5cSCDg9kKReS+AP1DHTb2HzhwGmzMae1gHLTS88tXD3/C8UH7Nn9OBz9Fa9e3k67ZiWQPbmw9emm4Z32Ehtzc7Vs1Sn4G7u2Yt1yKmsuUfGt7/2b5wB4G7t2fYrcZC+To8PkpDW+zYpmMShkUdSITL/Hjh+nQIlcJquS/LrVwOE0VX8Uq25gGjouh47TaVIpV7DoVrLJnIp4hWLL57NkxP+T8kzNgm4xVG5Ws2hYNasKaFqWh2kIh5Wq2mqV7Uq4dAOXvwarx6Wi5UoWdJsL3a5TyuaV4kZkYP6GRly19RRzZWqCQt8Y7Hr4AcKt7eR1C8O9BxgfnOTh+39LfyKmiqa0QgZMP9de9yo+cOv7VaQ+f+za9THCq3YrADa26yeUKEuxgMq/G/Mz3DM3YElMtnDZLTMB4FKGTMH27MyagadLBy4IwIipcU9x7iIv87/07VZzacS38JXz6B8FQC0P2ZOrnS8FgFe/+rX8+of3E6p5C9ue/SjZSD+xxCSxZJYiYnl8VPIlAkEHpUyG7oPdTGUyimIpSwmbDM2C0ynLz5YwbVbcbhOvz4Nhn8lCpOJJTJuJ2+sinUmTTGaUlF9SdC6Hg3g6g2GzqWyGy2nSsaIZl2lg6roCrek2sNs96PkKLo+ThtZmMokkRgUCLa04nE4VrEjJZMUi3SYcTPd2s+aiCyiUNMZGxigWIR6ZJBUfZXBwnId/8msmkikcpp1iOYe9fjk3vfJPeMdlM4X/80c2c5io9h4e+8VvkJxtVQq1GAAl4o0Mj6vA5HR+35mAN3/6zo7OdK74/QFQ9r5A9mUqE+WHhw/RsXYtG2prCUXnbrSYBdz74T9jbMqK/eKLT7G8YgE33nQz23/6CJH0aiYHf0o+OsD01CSRZArN5lA3026z0L6iBZcNRg4fYWRoQhUGGXYbpVJRlVKm83klnbfabJhOFzbDTqVQJJsVH82K1aZTLpVVAFIslVXVm8Ow41Ukc0n5mvlsHn/QS03Qg2nRcFY0GpobVfRstRnYfU5KiRiNjfX46+pIRpOEAiHFNXpq60hNxpSFLWbyuEMOfA3NlAs6FYuNglZidOgI9mKJnu4xjgyMkJC0XjpNvG8Iu2HHVdvM3/zx39NQs1A6Lcto9o3cd9cDdJ6DBTyd39ccNhddtFqs3mwlTRWAR44tMRdcRfiSLGBxbipmztMx3+qZMGma7JqY4NHxcdXyY8PWWSuLmRl63vLn/OrDH+K6f/g0+/fu4Zdf/1eVCamOKgC33fsIB49bqGT3U0mOMDE8SlJSZQ4nhUwap8tkxaoOgj43lUSaZCKGZhpYDE1VseUTOaamIkxEpsiWK+hWu6ow0oTj06yKA5Sa4FIuR0wUyS6nat1BRSPgn9HgCYFs0SrYhAbJFQiYNlpawqzatJZMOgP5Iqb0W7YZWG0a4doQDquLkuSb/T7c/ho1jWdzaaV4saCRHJtUpLfV7aJsOHA11ZGcmqRv+36iYxPgNDHtJlomicNlIesMsSywmdVrtmBLlzHEnJ4YWUYy7+QXd3//nACozrEaLZ9mlXQBXDyqnYiaWzodf2AAmpk50+iJ838OgFVL+MqPf3zO4i+Sp1z5m61zMDt7Ck52dbJnuMD//If34Leb3PHRj6ptX3rbbWy792GO99eTSj5BPtpPJDpFxbBJGpdYfBqPx8my1mZCNQFshoWKVlHEbzmXo1zWSEZiRKYnGZ2IEEtnKGrin9lF8wmVErrAQdNwOqWiLav8vlQqTblQIuALKO1gvjJjKS0li1rRqKGtltXnbaI2UEsqPY3h8FDJ54kPj6jgJdTUQDDoRS8X8PncM9G6z0c2nSE1Nk00JqWlJXS9iLeuDknaUbJjqRjEpobQ9Zwq3GruXI3d5cK0O5iKxNj6m51cseGV1Frc2NTCFCfHSOYtiwLwhIUzx0+ZVedbsTNNu7Pff0EtYNZE0Svf2b1bddQ83aqUcwBoQtwVZeylt5Ea+Ce+8W9JLrpoZonPagAkGZN3/N0HieRzCoDbdkyTT/WQTw6QK6RxOF1kMxJpppUaua2tCZ9LpmQrlrKGNAYvCUFSKhGbTDA+Nk4ymyKbL1CsFClTQdetmNKvRZhhi47dtCkeUDoeJBJxnG4XwUBQRc+FchmrYcewlHEFXYRqa7EVLXidfmpamkmmczOEdimNXXZnAa/LTcDvx+OyU9sUxu33USllSY1NMjEyhlEuET5vFYWyjWQyjS6WN5YiNTpC3fJ2DLuJ3+Mj1NxOpVQmn0nz8H0PEzlY5I9veb0qhpoPwMd/efeCPuDpACj72PPUya5jooA+ERHXn9QHzPf35HPiS7a0n3wQfm9TsEyHf+usUYKIn3Q/QeBlN3L1Na9d8sPyk5//jJvH+uhvmiS8qZmv3rGLlqs+hH788zhqTLSslz37ZpYMCPpnImv5zi7pxL+vn0PdeeLx/eQSg8qPsmhWovEolZKkyWzUh+uor5FsikYpn0c3LBQrFTKpDLFYgng8QSqVoVgpq3YbhkVXU7eha+ilMharhZIk4iw2UvEEul7BHXCrrgfZlEzHks4V0GqKM3QYDtwhDw6PA5vVTTEuKSwL3lAYl9+JaStilnJ43C7cHg+19WFaO7so5FLopRL5fAG720WxaFFc4eHt22nfuF5V8UVHRiilc3SsXU3r2vWYziBaRSOfTXJg+7PE96dZ134RwfoZcUh1iAUUAHYtl1UlZliFahByJgDK+wO9OZUxkVHIhdh8SRMsYDFnf+diADw64Oa1N8/tR1P93DlFwQKGD7z/A0sG3PwNBYCrVgzTMzSImdXYuX96DgBnby/v333vqFrxR5Qye3cd52BvluTUAQrpMQXAXDZNsZijbIFyXlpruGld3q6sj1SjSf5fQCcBSCafJ1vJkU5nKeULWKQcU9dwCr1SKs9YTasF3W5X0XIqlsDtcmG1G9jKOvlMXgUiRa1ENpNXeWYpnnc67YSCNTQsa1VRc2RwDK1kpXFZK7WtNRiFJA7dUKk9p9NN+4oVygp63A6smk7FaiMRiZMpFjm8bw++QABXIMRoXx8Os0xTRzsN7euxiNxL/N10ht6DuznUM0CLYxWb2jahqYz0zDgdAOX97Y8I6GeECJLtmJ/pOJebK5bzvEtPBkVVC/gHB+Bn//mzylrdetPNC56HANBwPDPnPbF6FTO+6Hkf3B7hyNE8CWsTGSkSmh4gnZ4Cm1gqKOcySjZfqlRU3jcUCOA0DVXDEY0m1evZfF79liAiI5GzLOll6DNVZqUyukXIaGlS4MLpMbBpOqVCGZvdimEz0DVDTdnSikO4u2QiSSqfw2qz4jEdNLa20t7RweTxQWLJBJZiCZ/bQ2PnMmqkQXqpgFZI43Q4VSeuxo7lNDQ0qum/rBuMHOujf+9eoukEuWJB5VYrFh00ndpwM3arDa/TgT8UwGLVlWvQ3z/A0cPDvGnzm7CKZOy50T/xKR687zMqFTbfAsom1UzI/HqOqvBUMh2zp9OlAHLfswnWXeA5sek5A1D8ue8WhbhdmIg+VwsoLXClOfZ11/rUVHs248mHSnS85lM0Hv8U//7DMaIj3eSSCYqa5G1nxKRFSfCXK2TyOZHLEPT6sBkGyVRKZUDETyppZbKptKJdrKZtZnlXm11tbzptGA6nsmhWiQOkl0xZV1kRq6ErAJYrFlLplMqKpFRgU8ZiGOgWK8tXrmDdhRvpO3CU9HScRDxGuDlMqL4Wn9eFR0BczqIJB+n0KJqqbWWXAn8+W1DNkfY+/TQHn95OTUsrhkTZGmRkmo7H8Toc1NQ3ULesTdUaj/WPoNlNjh0f4s1bbsNyon3HSRqmCkApOopyso/ObAAuVssxf3qdzxXOt5qLWcDxSD3XvXRh9fWCU7B8cfdrb+bbX/qiEqHOH2cDQFEgi4bw8ssCp1g4mV6z5pmzJx0OA4L17Ji+kd33f419e0aIT/ZSLqQo5Avki0U00eqVhI4uKYJXNwxcNqcSqBaLeTLFMoVSBYdhqPSX3FwRHUgJJPkSxWQGb8CjeD+76VRKGEmn6bpFWVFDpmWrBS1fJl0pMxWNk83kKIPKrMhPY2szTW3tZFI5Crkso8f6WL6yA38wgNvhUDSOS5ibTFwJUFvbVtDW1TVDJpdEkmAhncvy6/vvo2FZAx2dq9TDM9A/qpQ1LSuW0bN9D6bFhquulkwir6r3xHds93dx2dorETZ8785P0rByB7vuf5hwe15ZwMUAOP/eLjUKrvqRVVWM7Eck+9LeozrGD03g9Rc5JwAKLeL/4pcwHXb+aWhYtfOvRqUiHP3MZz6zoAGTWgRp13/1RWU87WeuOVA7OUUDmaWjyaSzc+7CMPl8mTe+8Tdk45Ok0nE0UaSXy8RTKaXdE4GBtElzeU0lrRd/UKalYrHARGQaTTcUzWJUSlilcZDIryjhlryuTLNOu4qUxZdy2R1k0jnsTgemAVpZ1DAuxOAKfROJJdWSqoVySXW1V6S2w6kiYt1uIzk9TSoeU63dTDTCoQDh9nYcTp1SLqPWNa4JBGmT19wutFKFsm5hrKef3dufxe416dhwgYrI+w8eU3oUqbgzHRaGx6epaDpNHU24PA6CNfUMjSZwBeqRVnQju7/AysZjPPaL+08EIVUAnk4NU72h4h8a9klVAywR8Lr1zy2UfYYgRPLIzysAnXu+QMNKp9Kt7d7u5teP9imlx3wASm2wNBUSK6f8i9P4cicdhOf+mjUTdzQ109m5uMgynS5x21sfJTU9STqbwkJepdhyaUGwdFwui9hYKV5kLzL9aoZd+XH5QppSMU9NWAQALuKTEVKJOIEar5LwF0RlYncoIBWyOTRJ3wm3ZpUpGuy6gUUzKOSll19SyfYLFXFTIJ3II/3LRU1js9pUJkQssFjfunAjlnSGhoCX8IpO3D6nkv5bLQa1AR9NjfUEG+swlIsAk+ND7H74EXz1DRQMv5JxjQ724fIFSKUm8dc0EIlk6d2zh5oaDw3LOjj/iqvoPdbLw9/5JV2bD9LuN+nqKLN31w5qzXFlAQ8en56Tweg/WKZ19cIdFgSkO55OKxBWh4qEX7p4DYpsNx+AUo7ZUFc6swWM10TpcQ3jXhGjs2ujKjj5wnesvPe2meRzNOZi686Zbu2J4yPs6alTamVLpZ/Vm09do2ypvp1DK9DYaDxn6RaSgldTeCaFp+v51De3sT/aSz4tFqBA2VJEEqd2XScZjynOTtdtWGw6dptVZTCi8YQqKBe/LpuVAMBBMBggGYmiWzV8tV4qRUOBuDYcUJ8TFBdSImKtkC+WMBxWTMNQaplkKq2omOlojHxlxm8s5grkczkqFovSHAopbjNsyicL1oaUGrrG4yDgqyFYF1DCWS2TY83m1arjgdthYjOs2BwOMHR279qjVniKTEToXLeOTCHPcO8QrlCI5FScycEBDIcFw27g8dfR3Napvvuxhx9l7fkZXO4i59sPMzo6wPjx/Xj9BuWsA2f7wgJWUbEc3DVFVVh6Jrplsfu7GACT2mouP3/h79aKxW/OcsJmQPCFz+0kcM2X+O03/oJXvuHUOtF77x5TtMhl1+gLTJ8LTalzD3lhSzcfgFm17998/Sj+vhVUshWGylnuTHczOXyMYiGlol2XacPusFOoiI8niuecWnFcK1dUO4x8OafEqMLRSN2vVddUr5aKJiKXCsVCkXQ6p+p5g7VBXFahRUSOLwR1iWKxjOl2YBf/r1AiW5DccFbJvdKZvNIJquo0+X6tTLkiwr+yyg+LVdZ0C6bDPZMzNgyMkgW9kKNpeRMvufUmgnU1WMV6loq4XA4qupWdT2xjemSK0Jrl1IabVCrO1dDM4X37kcgyUyrSum6l4hVT09O4XB5cniCHDx+ksXMKshU17fvKKWIWF1dd38Zvf/4gPuvMGioClNUbahZUQ1d9O6kZER6wbU3tnPTaQgR09e7OB6AEJcJDngUAZ3Y1OTbJg79pZnXXdqJj7lMChTt/brKhYeQsrF+WLatDhOoXltrPgWexjv4vZUkPZMhmZ0VtVPhJupf90UEmRo5RsZYJhesUH5ZNZUllsqRyaVU07nW7lHMu07NIpsSPErK4UMxhmDYlOhCrVa4UFa+nVSrUhQK4pfBIl7RdFllCRnSD+WwO0+HA43ZSLJfIlUuKQ4xMRUnEU+QLBUXtyFQt/qNuteGXdJkuEWxJVeKVy+A27WpaLyVSBF0Gm65+CZe84gbqmxooZpLqwRCr6PAH6D3Qw75nn0J3uAgEG0jGptCdXtKFPKWiCGzzhBqbCIXqMCwlnH4fNl89vd2PcrTvEKuWN+AIzEyv118140fPB6BEx9ufaaHp9W9ibM+McvrCJjvoRxcUG0hwMtA9o5ASn3Ah3vB5A+B8E7trZ4XRsb4TpaCPHmgklE2wdtOs9rgLzKAbO1ZR3zJbCbN4xdXI7mn67tQxowubavHwfpA8wuFEP/l8UhXkSHPxdDJFIpUilYyRy2cJt7QpSVUum1XtLrxeJ/5QHbFIglJO6BcBRFFUWWhWg1QsTW1tkHBTHU63XfWNrqQLzylhhNXRsDntWMua4g4LQsPkM6QSeaLRKNlMVgU5yVyOZDavpvDWcL3qCSM2MJ5IEo8ncRo21bi8LuihLuBmy7UvY80myR/XkI5FlCbRioY/HGJiKsLWR35DsKkFh9eDbrdy5LfbME07FodLqbel3FM6sjYva6WQzTA9GmXXroNMMU7X6jDtbbYT4JP7+a1/+Q4XdUkwM2MBRSWT3vC+U2bT+nSaPUe3Uzz2FOsuDi2ueM7WqboQqfeocobzASj/C9DP2gIuNsc/+pudZLNt/GxXiMTkMH9000lwCaWiOfKsXRWYZenOUOJ3cC2Hv9NDZvrMTSaTlPhpvo/j090YliKFUhGb0wG5EqlEkmwho6avUkkjMjmBxbRjc9rweVwkp5JkEik8Pgcuj6kS+4Vslkg0pqbuxpYW/KIJtOiYIqcCMrkEpXIRXbMjr0hnAymzlGaVmQpMRZNUKmXyuQyF0oxVlO4KklWpD/jVqu12DZVvFisqtcjSGSEUcNO+ehUd69bT0tKqjs8icjGjgiEKG4eTkfG4qufw1tei6TYalrUjy01ICDA6OCAhOb6GFpLRglp8sbElzNRUjGNDE9Q0TuLwlHnpJXWYZrV9R5Zv/csP5gCw4/oPzsxsp7lFVZosM5UlPvSsgsVFrclTUnKLTctVAKYJcekGScUtVBc8xwc8c/jQ3X2cJ1MfVxuGozO/T7V0C+3n5JnuuqMXdjUsTdAqTIumcb8tzoFIH6XUBLoupG1Z6eJKuTKJaIx4KkHRqiugFFNp8paKyhZIWaXf51ZFRXbdpnzDkrRKs1RI57NMxzN4PH5M3YLLaVfNiaT2K5PMYPeYyvrEJ2Mqa2J32jEMC5PjMUbGIlhEsGAaFHIZMok0mUxRVbnV+bw4dItaMDvY1IQRqGO67wgBt0FjZ5fKA3udTlUYL4VODgGh0Dg2KSsoMNDTR/fBfVj9PvxNHSSHR6mrD1DW8/TvO4rpdGN328lGMjh8bhpXtFAuWzjWPcax4UPc/Eqdrq5T1zYW1+qBz3+RYtNK6ruumN/c4PQ3/7nbJ6AU33J45yNkyr2sXR9cVB8omZEVLUmeVwDKUd6x663qYN+64Y4zI1a2KNYRv8dk+KmROX7d3A8vIJ1+bgNZ5Pmp4hRPJvsp5SfRilnV2kKmUElZSSYkEU2QSogw1YrH71OSfKNSxhsMqg73LpuVSrGI4RCaRMfmcjI0MM70eBS7w0bQ76Eu7MPlc6NlChSzRWx2J9l8lmxGxKt2XF43miY9W2IMD08rAItPKZF4JpOjVCzhtltVusxaAq/bxKoZ6HYP/kY/DodOTW0jzcuX09BUT9DrUSIIh9NNIRLFKSu9N7fRd/ggk6MjDI0MUdO8nPjEOKbFij8cpv/oMSplC66QRNNlKoUc4ZblhJd1EU3lmBj8GVdcGZwv+pwH3AAAIABJREFUjlnwPokxkc4RmedKLRfcaBbwsqLCWCSBJezIM0d2qXZs1cxKFYBDQ+vxNRfZ2JbH5T+ZqpPvmxcFLw1PAig1rKfqyWbvIT9VYftXBnFEWiB79o1rZF9Ss3t/coj95WlyMWmRm1dS93Q0plQpkhbzhkKq6i0xHVX+mChg3B4HLpeT+HgEw9QJBH3kZNFF+ww3mI4XSCUSSkTgcFlxBbyYSiFtwxDnLVekKBKvXJ5CXjIthmpiLurCVCbP6Ogk09MREb0ovaFE0zqSadGUJRNRalDat6XyUq5C08p2nP56aurqaG1roakxTKC+Rj0MbqdLkdOyUoDV7qHv8CFS6TyZcpGR3sPUSFPzjjVEhqfQ8hn6evrw1TbjMErYDI26tnayyQJPP76bPUOH+cw/XoXfMbfqcOE7W52VnvtdrKO7d5ihnqEzZ6gWmbrbo788MUUL11gXGOPA3isI3nyZEp5o5jSWwX4yEzuoc4ydIwBPOZtZRzO9hsP/+xiZaXnt3EA3e/f7E9N8L91HuFa6CEzLrUZXFielhHYisZKbWNR0lZITkFkNDW8wQCGapFgu4HTP9G0R1anFrhOdSKjUV219EIfdxPS4KFMmn85jrZQxbDqVYplSIaV0gZITzxcqFIX6LhRVCxDRFMYT0vKjoqJfaflrq6BoIXRDgVuyHPLgyWrtnnBYNTiqbW5kxao1eD1OvD6Xysz4XNJf2oPd6SGXzKj2btMTI5T0CoP9R1U31PoV65gaHsbv95CMJYgkstS3NmHKcgialUShxLO/fgar381t72rFbZzZrz55nRd3BIU7PXSwl9GY6PwWz99X/cWFADja/sFFLdu5WcATwDp5QP0PDjB9X+0szC0+pZ48mjNv01tK8dNCL+Ti5NNJrC6TQjKu6nYNl03RL8mptLoRhstOTvKz0sMv5MMiwUo+h14RJXRKqiyVblgCkWB9ALsuLTjKlMs6uXgaq/LxJCFRVsVLuek4gfparA6TSqGiUnciuU9KC7XotKoVyecKSuTg0O2YNh2X00Y6lSUejdLU2qr67a3Zsomhgz243AZ1zS0EampoqAsRrAvh8rkU6O02B05PQFXlTY2MKB93bHSEVHya6NgIocawqgtZcf55Sl7Wt+8gFsPO8vPXYlgNju/vYSyZxV0b4Jor8zjsCymLnoe+L8U6xkbi7Ow5tCCoZgOwWl3nvfSDC2LXobvP1gLOPYHS1jDdd00959edGUxLnODnbDasZ/mZ5Ti5WFSVPJZLM2k3aaEm0210fBKXx0VjSw25TIHIZETVWxg2l6iYwJKnEM+SlCi4xo1DWmMEgzhtpkr+JyIJCukUFumIQFlZWFm9qVzIK//OcLkpSccDu0NZxWw8oTR70XieaCxJUkSl0opNtxD0m+qzkYmoAur/3963PVl6V9et737/zq3P6enumZ67hCSMUALBoWIcUzhOiEPlwZU8pJIXpyoPoVKVPPAPJA8uPxC74jzkIYUhhooAVXCEQ0IoCRsMRAhJWMOMRjOj0WgufT/3735LrX0kMSONbhOpW4H5VHpQq/v06e/sb//2XnuttVu9DpZXD2P92DFMpmO0jx6DHkc4fd9p9Hs9tAIfvUFfGhsaH3mtgSykGW9dEWxzPJ9ivLMNqxVgeONF1PMxnKCL1fsexHBvB1efexar6/fixIc/hgtPnQVtHr7/P57GyWsq/sZD61j/9BHg9M5blkp38rksfubnJ9wzT1+SLHls/PirR3C6CVzA30H/0OrLR/rr8eA7yoDf/fdn0D5/e4brnf8xr//JvKnxlel57GIGrU5gOwYUS5Uswb0bmq2irHOBPnwKvPMK4+0h1IZOV54cm9E8Rdh20eoFsuON/48ffl2qwlihGVFa5aIdFhqWqohk02kFMktuykaY0WRAk3ZFVHm+MxYTyUkSY5ql0IkVGhpC1pGGhdlkJs0LscbDa0egvtyQOCSgtjs4cvIEjqyvIfQ8tHtdccw3ZNasC0snjabY29oQK7m98Rjx7o40OpxOk2zRW1qSebWMqm0PptPGeHskU5lx1sD5y03Y2yl0Dqp52cD46EWsfbyD0x97Pbvp3fnMfj42PffIV/Gzs08IYL1pf1pIE4sZ/+sz8JsE4E0FarmOnS+quP7s5ls0E+9OFiTofCmL8MNqB5v1LpSCxINaANd8nqDWdNAYig6m0zFB50SA6TxJYHkmlla6SKZzAZnZFfeXetDyHKrZyFy3SSg2B+yQumQds+FESAWW76PKaFnmwjBdeV3S30lCSMZTGNSZOKZQpLJpgtl8hmk8h1KRNKrKvjkK2OPZTDrnpqxw7N6ToieukhRuu4fu8hI+8MEHsHr8qNSBzN6dbl94jKxHq6pBNNxCaagY3bghI0QaZJZNjtHmJlDlWH/g9GLZYq2gVi2RF9D5YenIOm5c3sL5J57DlW8+jt++77fktLjtZbP7tnHvPz35apYkq2cULWEpeKPm8uaa/p3xOd8oyN80A3I68eI3Ijgb1Bu8O8H1Vk8bgy9tGvz+7BJcI0U02YKtU6sLYRTruopkMoXlODBtG7vXtlCQ6aKSOJALCM6aj8cqayMGhh8Y8IOFyIdNieM5sH0PTVYinUUi+FFsSz58Zh1mErXSZV5MwDuLEpFNuoOu7HkryhLFOBbYZ56ksnZBrUrZ/csCbTQcQVcq2GoDf3kF7dU1qA1QzBOcfPA+rJ24RxR0y6s9OLYpthziW+j4QoidbL6AaHsLWZEij8aAamJnNEVaZgi6IYJOD44XwO/0MN0gOfcaDj9wP8abKUo2QFmG8bU94OoES8/NBPt8y8sG4t4e2p84jPt//W18/1u+4Nv7htcH4DuYTry9X/HOvuuFMsGfqluwHQXJaBvj7U0xlORctbUUwjNpb5FBaWijMUOez6RbTOa5bAMnLypsubBtQ8ZnVVqitdwSgVKyuw0nMBH2uvJ15BSsqzQ+RV6qsO2WZBsoJTQ7EPZzWRRIJzOUaSya3Yqwo6KiaUrJcgmpXmUJvS5l8xJxOarc2hbgOhYmCkXnR6Er9AQscerDv4J22EN/0MfqyaNwDB3L7JB1XR4Eww5kNjy8chbxZAe1okLv9HDuiadQJiO0ugFcK4DpdVA3poiZJrMRDh89Li5ge9d3sXbqPtS6hb3tIfQv/EToaXd03SZL3tHrvMkPvRqA73Q68W6/Eb4ea76vGQn2imtwTVOG8LPpHpL5VFys6CrFDKjUqZiDp9MYTseWTperDaqilLrIDW3QPLTl+bKHg0wVUvAdGge1PdGBNAV5frp8OEVWQjNdNOpCwqmYAdJphHg4FpKoSi3wLELGxqcoYNO21yVjOpcxG7W/BjFAvUGVjjHd20PLUKF7LnYzE6rbFYET98ad+ujH4NseAttC//BhLB9ZQ6sVSNamos8mU4fODckQwxsXEFPFl1a4dv559AYtrB5fg1pVSLMS8TTHaG+KldOnYVoWuofWsHVjE057gCRVoWY1rj7851gav31Plzf9XG0g6exg7ePA+m8eeYNv/Xkt+HZiRDnz2S82N7NO3s4PvRffE6HGw8kWdtU5HLOCobPjLbC7t4eqKLDUacEiHTknHt8gnkYgjylcCjDZHCMmW9j3MZ3MxZU0HLhwvTay8QQWKniuhoZC9VqBoWmw2p5geFVaAKUGy28j4/gOBqqoQjwfIYkizOMcpuXJMQytgUaGTJELBb9pWJkqsGwHKm2A8xhlHmNveywbNfNageIFsmeOZASq4PpHj6M3WMXKgFriAoPDawiWesKU6S8PFiVAUyGJx5i8dE7IDi9cflEs5pYGSzhx733IVVVmzygSqJUhO+X69xyHabvIowamH2KyS8Z2ha2rVzF+/CxONx05Hd6oJLzjz/TlLHnqM21oH6Hn4ZsPJ177e5Qn//kf3WF+vuO3/LofLNHgv5YjXKs2YeqNzENRp5jNhqjTUiSRnV4XepmKta2Sl8J8qZpCZqmcXBCSYfdJXLDd7YpHTJkX8D0dQSeUQT6yBGWRSfZSGtLoHQFeCGgTbG44S4aOPM6k282SEtPJVFwTxLa3XAiQooIEiEgyJssBrnclQSAaz+UBYJNCERMzWhD48Fs+PMsSmcDy+jray4dw6NhxLC8PoCs1rEpByHWv/R6CTluO+3y6hWK6hevXrmNncwPz4RZO3v8h+L0Btq9cwWRnjKVDh3HvJ35DtmvOXnoR9378E1DdALO9PRiOD9NroSwaPPvUWay1llF856+AzTdWHr5bn2iysgP7ozM89Om3Xvt6UwDuT5Nxuz+SNfKXjsbYOPNTmDUL/0ygiCyOYHkBuv0eUGaCA7a7bdRlitnWSChXfseDaevSncezERVCcHwf0Wgqut+w54uHi0l7taqA7ZhIi0wcsEidh2Ki0TTxB6wVE4YZIEtzwQQZ5KQ+VRQ0icVbibSsZe67t7MrQqi6ymR9Kp1Zd3anmE/oQl8LnkeiKoO3120h9B1x2A87bawdPw0raOHQ+lF5r9SoHDt5XBqlruyVmyMdXaXWFOd+8APRPRuBi7oosHzitIAZ+dYWlo+cgN1eQa0QAZiJ0s7y2pgSUrJd0TmrqoOt7Rm8lUOY/8lfoL60MI3c1+vmLHlPF+ieffXXH3gGZPB9beMyLtpjBH4lPLyU0AaVaJaOqmjgWaRJNfJhsbCfbW9iOhzDdG0ouiJZ0fUMYcFwLEUneUIoBi2VdQ0aJUtahaAbCN7GUa8VujDIjmk01BqXx9ByA2gMC2kSCywSzyi/TEHfIo7fkiwTTQgNJ6fzGDUxw4ZuBnRRteXITRMC0wsbOB4tOmq0fR8B/23Z8GxdRESEZHw3XJhaOhbWjq1j/chhqSNVFEA0QpNnuHbhIkbxWKChdD6Wv2Vp/X4UWYP+Wl82f9puB4ppyQNBNQytgpm5D588Jts4z/z4J9idAkfOzdFwc/tBXy/XksySBxqA1+ocF+MJHo+vwbLIJomQRjOpg7iCgKurxBhSUTEYtOG7FqqIIPQu8joVqlQ6nst4jWIfuuATcmDGcNkJmwbUqpZakgsFqR0Rar2hCbmAdm7UYojiLKuQZ5VILqNJhDqr5EPmxEV3LOmUKcPkUc/vm0WJqOfoX7mw962h6KbglXw/NEVSNIU20NJwuIEDP/Cx1A4XNSO5h4Yh9aXf62GwvIx77jmNdr8loLupVlIXXj3ztHjFKO0BbNeBEk9g6zaivJGF2XVdoK4U+INj8A+tCUBPkLqiCJ4SAN3FrCqxO54i+M4V5JfeWY32XsfqgQUgPfu+MN/ElXgHyIao66lkPNKdgiBANJnLzg/6OtO6or/cgaMCTUxfmDlaSy7qNBIfP1QEoBcup1k0h2GqkkF90xQeIGn5XJ9A51R+KFVDtykq1+yFZa/pSJfMY3sWl6jTCoqii1A8TmZoiEPanmS7eJZiPIlFl0FNCgVMFCfRro3iJzorMPj40JBd49iG4I7suDvdDtr9nmRsUsUCl69ZYfvqBk6ePoUHf/WjaHVbMJoUhqbD7A0wn45w7ckfAVmG1toJtFcHmG28JN13uP4AkihGMDgEs7sCz+sLdrhz/RrSCiCV1rMMzKZzPPXTc/D/zzYG2TvbhPkLG4CXqwwPpzdQKxOoVYIqnaKgEFxVZZkLlzRrioa6zFFlEbptV7JEOp7ANDmD4gdMrh2t2biCIcdsNIIFSiO5U7AU7W1TFiI44sDfMXURo9OaQzyhySRxAhTFYvyWjqfirkC7Nhi0aQPKJEVtEKgOxJs5GU2xs7GDeUEch7mOvoOFaJJZ9/HoVtVa3pcTuEK1p6Oq45rodFriE00HfVrHdQcrsujm6rNP4cGP/DWceuij4vSv6Q1slQ2PiqJsgCzFfLgJt9OHFnTR0JDJ0MV93+sMEGcVesfvh2Y5SIcjXLv4PGbTGVZO3ovl46dRJDOcf/IMzvzoZ3jgci0Px/vlOrAMeKnO8OVoA1W2iToeCYDreyaaKhN4I+B+teEUWpVB1TMcOrYGI6V7VYKmLpCVucxrm5w0KxNFPILaZAiJ85GaP0+Q0f9FtmDSA4bNriI4IkVKJWVHDHCyYZJUjk8Gja7SSZ8HqSpm5IQWa9VBrdiAyoCuMR7tYbazB7MViDd1k9FXhsFH21121xpYCDpeSwKQax5M04bt6gR5gGzCwxv+YAWh30U12cFgZYDlw0elJk0mwwVTuu2LUTqFdqzviskcatgVNwYuzyEE5LQGqEpgtrON5RMPYGfjhuCIw9kedMND2F3FYGUNVVngu9/+Dv77738Vv/uhX7utt/RBBOWBBeALVYYvDC9DLbfg6imqgtT4UFxMpfBXNOiWDo+sYkuDxVownaFF+wx6ssg/DRrWbiV3eRDBK2FbhnS4nJI0TS60JsqHtaaUhoAlvqxrMDTR4XKreZmVonzTOMu1dNGAyAQkyVFU7I5VFOnC3lf1O0gnEZoqge7QK0YR/TADmSUDoRxDs6kjEE9ny3VhUW5ZlqizMVyX60EU6E0hFKzlYx9AFk/RHywj7FECWwFpgcm1S7ADE54biDuryfJBUVBXOqylw3QTkfdvBG0Yji3eMSK4qlSMd7dRGbT5yNAbHEN3aQWqYeP8cy/g0T/4Y/w948gtTloHEXiv/M4DCUAhGxQJvjK+ANeeS9dHW1xmEU4zopiySJIN3AVumuQwqgReWxFMTWfGS0uk8UwUbi5nu6ELhXLKOofG6QZtNzh/zXKRLqpKDkNTUckWJF32s9ENqyKeqCjiIe2GbeiaiSpn7TcXATn3jSiWjmQcywqIlCsdYMDpLEE3GxRpJSQIVanlgREgWeYigOuHwtkjlTXevQGrmiNc6kI1TBnNET0KWl30VtdkwXUQLIkLVzzahYoUZZHCMhS02h00ugtYbSqNRUMCy5fZNVv4sL+KImMzVkK1O7j+/Hmk4yG6x05CdUPoOt1WNWxd38Xl753BytnRApR+H1wHEoA0i/zD5DrybANqM5XOkta3pLNT/D2dxNCJ3fHYpHl4PEfQ9hB2XBiyEclEURYiHmfL6diB8O/Cniumj1y1lc8SIS2QJuUthVIHNmkmzYBGByzdQpOlomwrmwqO34HntlDmc1G/qYRoNA3T+Rheu41keyrs61rRoFgODN+XoKcKj740hF4MQkKqsRjvVTQzZzBnqJI5TIUZjxrejtC76IjF9+IHbZFXsu6dj3eFEibSUBJuLTYRLrxuD41lYbaxA5t2xG4gKyc0M5BtTWG7Kw+H6behWIF0wrOt6zJD5ypZs7MML+xi68Lz2NocInlqA/4LC0nDQV8HEoCc+f5RdAHR5AosV0VRJLL3rN/rY7I7wdWrV9EatKVrreMEAc2GHAcNV59qNAfn+ihFbGoJsdCfjwsIdVtHnnPz0BhalUO1axi+DdplqQQc9UXdp5SAG3B6oQrzRSccQkhGp58LDShzyX51sqhHzVYb6Wgb89EWmsZC2dBGw4XRDgU7JI2K4z2lWhiYk7lHEJwYTVOk0PUGTmAJCG7bgYDfeTSB5phwuwP4Xkc2MO3duCyYp9/uivFmf+kQDNeD1QpFk0yMU3UcmV2rzPCkpxUFWoePwuqtiC0Ii9Ysq+EvrwobiE6qVaMjkFqxwNULl/DS1g5aXzt/k53lwYXhvgcgH7pvzF7C2elLMFucTLiy4tRlpgpCbN7YxHRvS7QYFPu4vi+upZznqtpiU2UQeGhyFfPhGLpTwW7ZopLLpimajE4HFYKOL8dzRucDpUFG9gGdi0rWezZs35YGRePCQE2Da7mgWSBLABr01rT2kA7agmF5qKuZBE1ZqSjpGZNTbKRD0ag/9qAQXxS1u4qGCrk0Fod9srNVgw+NByegqo62rZDGok5TGI6HYOmQwCqTnRvwTBMrJ0+gyCbohcsw231YgQelyIRQq3k+FJJdNQPO0oosPSQ7h7ifqtFyjmZJI1juIREu5UqNLJpBtxaz8eHWBraubCL6b0/BnLKNOdhrXwOQtd9LeYxH4stQrAhFMpGZaZtupmSuTOfY3diEoTeSEZusgOlY0lVqyOA6puxcY5NZJZlQ2bkOoaL2gyaUlHjLh22LcKnIU9nHy4F+WkTwWm0JPtkEQ0NyNigKhUqujK7EUZ8/N5tDtXhU22iqxdpW4oqkYJV5jYpmRAwCGl5mOVwvEHCbpD8GnHhx1CV01xM5J79P55jPdqWupZ8LfavZPBnE6oKurIets0jqVc5xOedt9fpy1NIyOFjqY7Y3glZmsNotCfQizREcOiGdOsdufAiS6Vj00IbTgWa5KEneKHlQGwi6K4gi3uPrmA1z6I9dQnF1sc3ooK59DUCCz7+3fR66OYSj11LnlEoDx3WkccijCBWfdEIyjiNOVvRq4SzMMAsRmfO4ZTtKAyLKHzlqK6scnmOJ/RrNKPlUq1ojGCBJByVnu684KfDYJZOFhuQKlWyVYIqEZlCy9spYzEkNSG9B5WVohYRR2q+VpGBNJ7KTpKElLo9vx0LDWrBpxGOQExx24/SZ1lRXwG7abtCvxllalf3B2WwhbLd1E4aqSABzJNfqdqWbZeMQdgdyX+iCRZ4g62SCk9QFNwpXw5bQasByW6gNZldTMnYy2YHth9D9rshFOS2h7JNwjekGGE3n2Lp0A/4PryN+8WAnI/sagI+qY/xseAmeyVkraU42otEcdZlJJgxdH8PhHmrHhGO50AkgVzUCYl51DstTBcBlZ2pa6qIW5BbMPBPCAvd6MEvpNB7nnLagW1UFrS5RRakkJsVdaC9Iy+JlesyEBpSyQsGqvIFw6+o8hxuG8trMgSQkcDsSv28+2RVTdHo26/xe0uN5vDML2Zosm3aCNkzPl65aNV3ZQVKmc6gMEt1Enk7Q5DNYrgfDdQQzLLMKrt+CG3aAMoLnOiKG564Sy/NlWbbtdEQGmmzdgBkGMLt9aUB0yxffatUMUTUVijiF0+7CsD2pa9mlz7d30F5eQ1IWePq7P0Dzvy4jrPloHNxBvK8B+O9Gz8IxC/hGSewYtt+WEVg8HUuwFUmCnMaQjQoSozyPmB7tNCqY1HPYtFOrUVWqzElNNZfkxckF6VZKQ8sOEgp0KAWdryKYbKVFZcm5siZC9zqnMxaDlAsOWT1WUGRurEOXjFghbPP4s8DthzUd8bkqi4yYIhdfGa2hqKmCbpHQwKGIgprjOL4emTCBJ0clvQHRGCjqEirTFRuFqlkQKQiqqzXc9ipMg4RYDfOt6+ivHoHhuzB12oWE8PxAjm7Z4JTE8gCppopsNoSh+9B7q9DdFoqYD4shvodiwi5eMx1ougPNJjREJHQxBdk4fw5/+m+/hV8fDBYg+gFd+xqAv7fzBHSTmYV2ZyH0ukE6H8EwNMRJIgg/2R3z+Uzmua6uw3UM2Fzwp5ZiycFjlTCFZmryVJO8qfCAIxicLRzr0yKV3R4qm4RSlSONVrqEPcS2TzZfKoIH0jGrpkSzUqBlEfxOKGq2dq8nUw9Gb04HrDjnOhtk84l0rEwatGuj9pPJVCGLhdgaf19dodEhjBc67JNLSGCdxpYMDo2YJCcdli/wi8EVEbouc2zPd6GgEFEUqWF+iw6uHbAls/0WrE5HMqkYq9OBi2QLNk5mIAIlAYV4f2xfMmFdEjLsy9Gb8d7ubEhnzb3K5376DJQvn1mQcg/o2tcA/A/zJ9FomcxNTZPM30bW0ydVgfHOUIb57AbJIOEHZNEzr6lkmsBMw+NW10oYWiV4IA3JeWay2+UxVRN/Kzn9YKdaIZ0mcHQLisMivRB3BB7DxMeYEctahWHaYp+RTMboH+mJVJN+Mn4nkPqK0EaZJiL5lKxpcETHLMbVWrTVVZEVNLisoNJvMC4kKASeCdn0mIvso1oo8hq6xm48ExaMHbalPuPxzAYrHm/L14POCipuxaRZUaOg1V1FmywajbieC7MTSKdOD0MGU5kuJAo8GZxOB3Z7SYiohudJlo/mCZzOIdkOQE7l8Op1dFYOY1Y0uPi9Z6F9+xw8qr4O4NrfAJz9EJrJD50jCh5lzASGwCfD2UR8WegoRSszOmnkRYaCIK6pyMSBG8Q5KmNdRnq+YTAIVIFeeDTTkpe0KILF4xEJrBrswJGlgWYTw2Lgcq0qO8uGFCoePSQ/ZLB8R46iaHuM1dMnYbYc6ayZWdl5i/2GsxC704SIvtMckTVkTsdTeG0HCoXraSJdNAPX8FxZosj1YaZii7bFJLGU7vwpKWKOMKxlZEeMkE0XO/OGR2WN/sohmJou615N08XSyjFY9KdRNJi2LziySdv9pkI6mUv3TfgoXD0txy2zKu1ActrGsUnRDIFrNEXBdHMLZruLL33xYfSe3MMHO++VXvjNo3pfA/Ar2jlEdYZyHqEpU9R6A11VkcYpNNOA65myRkGwNO5129mW+SzhEbpVqWUtWlvL5HFXS+foE77TdGhqhWKeYzaOUdJ6l3gd5/4557mlAM9k1JDmxF/BDlfT+YEVcIIQSqUgm05lu2XIDeiccpXcnMRpxmKnCKWgNCsiZZ/TForI2RknaQQndGHSkbVKJQj5N5LwyiXYCh2wWlS7xbKg0O12pSslHKMUZOWYMEMfbquNMAjh2jq8gESGQBg/bFTY2HBHHB9OVTeEqcOAmk8zGdOx9z904hiaIhJjJdNdgmbaKMnYZplQKLA6y/LwkB5G8gItR77/vZ+g/rNzWK5ubwz6XifFfQ3ArzvPC/YlW4voVlrnQsHih8ut5LQqI3OE/i6EXup0UfCnaSRQiu0ZMAxFgpT0dILGFj8gm10tXbE4pyWNifVggzRVkOQ1LIegDZeilrBIbHB0CUSUufxubq+kjpewkOb48trMzgR4mYGojOPAv85KWd1QJDm8ji8z3ZKjtroWkTdllwSLOaNlNlR14o3sTD2RFrBxiDY2BSKxW23Esx3xM6wrQ2bAFJ97gY/VFe6YC9AfHBXSKpnOq2hqAAAFsklEQVRCZLakGV+7lLEhoRnBCA0dezd2ce3CZRi9Q1h/8CNiT1fFNE4CFMuC47ahV/zrWfJYUpsymFnP/viJp5B98zn0soPphvc1AL9snJWjL49TzIpIaOwph/wO16MacC1SKEvUL3+o9Hhm9uNpx6kIx1oaiQt8WAnc5qlsOuJJSsyQTQmPS3YzrAfJcmGwVNykpC5UbCS90sqDez9IQOBxrFlksNDYnKxn8uXI/2SHrQtwrdH2g4uuN3eRjEZwDvVhcz6bFrKClTgkMU7CQhl308XxYi2XSXzPFJjEMFzYnRBpNJQRomv7UG1NdCasNdkwcbM7OYyH14/DopjeC9EKunBsV/BNiSjuszNMeJ6Hkpig4aNSNMTRHDcuPA/X8dFZOSEKQacXIooKhFYIr9OBomvC8AnayzJqzNIZLp55Bt9++M/xa9Ou0P33+9rXAPyT5gkJKEoqOQIjlTwrIpi+Lso2ulURzCUYzG5WJhAZFwJG0hWjLGC4Ggzie3kumB5NwVmOM+pojUaHAmYw/jenFOJi0DRiXESbC3oL6paCkvpfjSWADpcQDDMoRTymjpK1pLjt6zClkGeZkIvISLIIA9ai0wIpZC5UvUE8n0sAs0FJ5xOBhDRXX5AeqoZOwoTOYZK5rcQyd5asrFvQnRayTEwJ4Xm6yATIyvYcG/3lJan/lIozZQNh0BbfaPrQFHWD0daYFFwoLBFaXXlN6plJ3yII3e4sCePbay9BNagC1KDrppQOmmFivLuLr//xw3jokvaapdf7E4r7GoD/BT8Wrxahu/MIoOeLBjQFqVO1MJlZoLMe5FgNBbW2CRSbxTkzHo9vTjcINpNar8vojOKdpiQZdcFgyTnD5aykYOdaIkpKlClkU6XpGtIgZOxqmVXLRFytaG4knU+tCuhc1Y3oRiQjkxT7MoBcZDXsMBRX/PHWNvpH16BrGoooQR7HiEZjYXOTjMDM7LQM+RvrUkMyToSYyrVhpaahonMDGc+UghYNnNCH7elot110XBuhqwsOevyeD8G2NeEgEui0/AB+twfUunT96XSCnI0KxUl+V5hCnGNrri9gtt8/CpVbohQdWZxDIwKhm9JYDff2cPn8RVz6i2fwK5tc7rC/1+sC8PNr9+Gr/aP4B8c9DJxbt3Dv71u7+9t+Ue7AdlLh0csR/tHOFfyb6+du+bNuCcA9w8Lff+A3UPzLl3eD/aLcgbt/x/viDhj/8RL+7GePo1dkr76fWwLwX5/86/hXv/NB/M4pH3FM1/dEmByyzZEl8E1r4Um6vPvfPz+wfpnvBxsi1sfcm/Ktb33rlmDv9/v41Kc+JV/7+sU5/vBrZ/AHL/zk9gH4qx/+u69mv3Pnzr0agCzChQ1yN+juPnQ3JSGxlLMsnDq1MCvd3t6WxPXKxQRVliUeeeQRfO5zn5MvMwv+6Jn/+fYCMCVhUtjC5OHdrQffF+fY++hNMABpK3fkyMIp68aNGwuLvNdcn/zkJ3HlypV3FoBnz54VpRc9j8W6Vn9/CZrfR5/DL+1bYYZjEPKYfW0Afvazn8Wjjz4qgXfHAchf4Lo0e1yst7p73b0Dr70DjJFut3tLAPJIfuyxx7C+vi5fv6MAZA3IY5cZkP/ePYLvBt8b3YFOZ7Ez+pUj+Pr16zhx4oSszv1/CkBmPh6/d2vAu8H3ZnfglQBk4LFvuOMa8G9/6Ddx7V+cQstUMRwOxSSIZ/zNcMvdj+LuHXjtHWCM8Pr85z+PkFOimy5CM5/5zGdwzz33YJLXOPyfLuK7f/W/X/2OW3DALw+O44W/+RC+8dsrd+/y3Tvwrt+Bf/jNDZz44dP4J9uXbx+A/CqxwP/8yT7+2X23RvK7/m7uvuAv1R340rkpfvexnVswQN6A25IR/vEH/hau2P4v1Q26+8e+t3fgaDrHw899/3W/ZF/ZMO/tn3j31f9/vAP/F5baH3vdqtFmAAAAAElFTkSuQmCCdata:image/png;base64,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 to see if the triangle is geometrically possible.Reorganize the variables into pythagorean form TRIANGLE_PERIMETERPerimeterThe perimeter of your triangle is 4222Right Triangle TestEquilateral Triangle TestIsosceles Triangle TestCouldn't get "= not variable" to work so I used inequalities insteadScalene Triangle Test000000