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)

Annual Report

and Accounts 2024

LSL PROPERTY SERVICES PLC

LSL Property Services plc Annual Report and Accounts 2024

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9Cb4QibUNX1DddEo2XuIsYnqoDyXlpw6zfIJ/bJAEGerkc9gu97HfoYCSvdgggyI/ko77ZRrJSH1r4+nIU9d2UsWBwBVCfuYctQ33GuHaFCHMB1Ac/9alvnS1zNctGfYhIl2ynvpJdGEF9Jjt7ZerDktTniVpZ2HeSplOhjerypUxWl+NG6ALUN2YhoTcWJs8sDsWAFO2hvj5MfADmjD7h1Idw6tuDGOilK/bbQDVdEvsd+mhULF9r8pUGtKA+2dr0UF91dQbcRzL/BBagPjSgPlXHMMa106zCLuoz9gvJF3v1XrC1e+0HRu4uha8vYsZBdaZN+Zl9Uh+24euLCOWS5INeshmd21EfmtaGk/pOWSiC+oxdQ0N9civOU5/qPghGbRRs6HhCZ6u6a1b1jo0zANmvH9BhoJeu2O+QLkRK6oPFhvNQX5L4qpr67D14MeqDsF6NHIx1h5qg+Y6d+mz1iQDq06FmNPWN/vH0vaBt9wDqU5h9PVMfJm24aurLjagvYJXfFPVpzx+o/EjWgVe6bjCMIQPI25TLUp9qD6JT6stQ+foK+Sknt7xC7hJXTkG+TQqy3wZRb5Ogw0AvPbBfKPh17vQz+fqwDvUV7r5XmmhQjsZFfX3QrVf1h5pUyfqiqa+QRzsHUJ99Sg2ivlPbePQbx+Qoue0Onpysbxwsp3qiceyyW297+kw0a4r2lajv6pmImjGaU98NXcnUJ09cdurTTIbz+7eOFO0R1Jfm9yDkkyhrUZ++L2H8ARRNinD7JiTBuoL69h/ks9JY3DvBkf0ui/0RCX7dsh/sJzwdq2YA9SkulTmmJLM9usAJzySawGLQ6gVStPuoT+SW7VHfbCPCVqp46rNakouEchl/4OikPvipz3NSPYT6MApL2T/1lfufjSg0NGWlvtM9CEyvRnYsT+HUp1i/zv/QP/VdfeBYO6dgw9S3B/ZD5TcY5HNXxeRlv1jw65D9YF7zNNRn/10l9U26xRwmhfhJ1ZkltDqvNfMyEak1eqS+giGeq98Ui1BfckRzmfkGFqI+jM5vr0N9I0Y2nR6Ek/rMABBFffPTThfUhxbUN3zFCOpTvZrpVH8T6pMmz3GAqWrqy8tQX7U/rEkAT8XvxVHfHsQgnx29HoN8dsB+h85G2ILUhwbUh3hf3yrJ+ppS38zDJr+iPtRUT31oQ32j+pZiwVenbWhBfZDjv2jCnWMJ6jMuNi2p76RMuXYkhlzqC6e+Ar4ih88YQdQnyU99+oXCQ30QNn1qqQ9tqK/ebrCnaA+lPu9F+qWp7+oJRzSgPgZ6IfvtCRMunf0O/TUqWpQh4EpDVdoG5eqOJtQHox2jSZdcb8OVTEfRXF2A+uqMexP11RCF8PZoQX0KN446yRWWo75SxP7Fqa/Q7tqRiGDqW24jCaEzxjLUZyQKR33W+PowsU6EUJ+1PvPIz+kpVzz15Xhfn31hWIf6zqNJB1Ef2W9T7LcFGmOQz3XZ77DD+u6U+rLO14cmJhoMtmZ98ygXMFjNPlhKNd4SvyTqqx9kZeqDxR4VUmlApL4jgqhv9pWXor5zE9k0ErFB6rv5SWyM+vSz5WR9ogX1FUFI0zMC7jhA9PW5aFSSi/pSMPWVlqv58h9jxlHFE1CsDfNFa7LfJREcA71cSnMfeq1SRH2vG+pLCuq7+Z/xJhoCqC885zXOHIyKc4/Ku0Ni2oa1qG/YsHkF6kOdrw/lUh1hbhOR+kadtYL6pj6wKPX5919y9X2kVQ6NQ5H4o0dfH2Q/klSfUDRBNs/AGo9OA+rTjURYZiF5XQ2nPldenFFNiWRu73DB1Hfnn3LlhLxL9qsqGQO97KqYFxXkE+3Bby32a0F94vpUTX1Y7F4faqkvfgFTbBObT3iuQX2K3BCajrEI9Rl3OmJuG0pRfpagvgh7y0x9OYL6pPepp76gk2klNMLM0EY49WkiHtlny+yiaEjU5wdgdEN9KOxaqh+KSeRrQX31o1tcsNb39ZVrI4T69sB+DPTS0esx0MuibY324Lc8+43SNkQmqDVc7zZTn/mRLUy0LqgvibkNC3HwrdQ3emgI9dlYCLVm38rUh1lj1JbaGA7qQw31YVnqk5+go76aUumsf8ROKYUbfrBOFwEzSs29PtRQ3+DNI6lP2TMC4pkpRqLZlpOy9RzlnJcrUV8SZsPjAoumaSQinPr2IAZ66Yr9NlBNu2O/Q/eN6okKFhS0uvkJzxWo7w5yBFOfI+e1hvrE9d9DfdKrNae+gvmUDIddJ4y4kFAuBl8fdCyqiaF4bqId7bameXQjOVK0N6C+bKY+T07L9Xx9Mz/aP/UlHfXJB6fRiPpgavfqtA066nM1KgzUp0lEZKU+XYhUYTY82ifdJXx9aEF9DPRC9osrIwO9LM5+hz3U1zLUJxzxQDz1AQ18fdlqgbU4L5ccHsj21Ocw7nUZASc6htr1tE6yPntq42xP0Z7PTzHWUx9Czm/bVyaXrw826ht9KZz64JtSROq7eTqUHb4X6oONphSFiPT1oVPqg28gBaRod1FfvR1zlE8YLEB9uXzCE9aXJftt0fDfMOgw0MvC73HY/NsYqa8qPAn0hncE9VX3yMmdUT1ydEl9d+xCBFOftT7teeDHb1JI6bEN6iukJTdT3xAkI6jP0Ijw9tYY6pvtWvPn+OCiPt1JP/imFJH6ajhnLeobzJbG3oYW1De+Mirua6zj6zP6phFBfRkNqE+RcEKq19FagzbUJ5B4tHnNQC/7Jjiy327Z/9B3z5MeYac++3wqrgLtqK+q+oSFAf1TH6aob1jE9tQ3XqrrqW96+cc2qC8FUl9agPoc9pajYxipD8meot1Jfep+Ad+UoqG+Y+17taA++fQgPNRnXRdU1Cf91nBfo5r6coL3hKfB03SUKqttivYK2+VonY9DjlraU7S3MawvLdALg3zuuJgXdNnvsJ0mFaGuPnyZYx/ObNwbqc9ZfbKJJp12W4T6htvXR4wu/ouhMsfJ+hpQn8gtDuqbrWhshfoyEEd90NuajtFtrZ/6tA26hxzN1JeMzerJYdOA+qRDDGtRn0xoSfChWUHIE840yy8CBJ/wzIo5R15Gdkp9RxhieGI96isckKGiLFNe9gstJNlvmZc4bGeEjSayaOqLeCVNinYr9ZlXBRX1VVqWMdQ3WEeLZjQMRp4dyFamvin7THMEtAfqs98hkXx90NiakaPbeR1JfSBZ9RBlcH7dSfVq6ht/LIz6pksQlKwvmPrOIh5BOayEP3oC20g94xjhvYqmPlW7DtgpYzPUp5qbjG3Ugvoa26wM9EL222S7XzL7HTbVqGduEGyc+mCjPt0NdBjPncLzS62pb2QFI4T60ID6dEnDFDFUBXbqmPpOfq7+hGfWvHn46HaEylRQn3G0Itc2aST12TaSkj060bkPYoUU7RGxSRtNng5fX5LO7oZTHyJmoTH1jSbDjqlPuS+la6OQkSgHVbYH1yX77Yf9tkBjDPK5QAkPG+uABVO+PlWRy+gwJkMPyFPuiZog+fqyuT8v4OvLWWNGiwn+gpP1peRI0Z4MmTMwVWophV019el8U5JduAz1NequqOoYVuorXBmVrHuNoy+c+o7KY5A+QsPMnk6X1FdtDEA6cqfJXDrzIvAaUg7qq6+OMvWZVrTVqU/HfmIb1XdXFfUNxl+kic0gn/vGFQZ62VVzHzZUpShkI41L0e7olViS+oQX0qRo3wz1FR4AmfrQG/XZ8yXWp2h3UV+4Xbgx6psE71bUN3pAAPWl6uoqlhONqK9iStky9c191pOiXXmUHQbUDKA+RQg0gfqgyFXQCfUlsYbbJ+vTU99k9ZL96krGQC+7KubOg3wettKkoidkaepTG/dx1DfzgAZp8eqrS7F9fTSEysSETZFH/aIT6rPVHkLGTTT1OezCEvYNjafuqM/bMbqgvvEBBHsOm5lyYgKNIqjPvCRsn/rmq6KK+gaPdtyrjKG+8j9BS32FLi0k61uZ+qbnLFuaFif1IZln9UZG66UF+dwmCTDQy+WwH/oBP3t9wR7eYQnqy7JxH019hccgKi1eOPVJhoxIfUc5hnqfJzzXoD40oT6rXThFfZg2njqiPliemVtQH6w+3sKbVu9El+YxMxoZY9KqHtiA+vIa1Df8XiD1zT0TK1Lfnf99NJ3whIr6HCfV46mv/KPmgL0u6nPNQgzyGWGZkv06BnGy32QJD/33PMfdtx6oD62oz7YwGHwUgYdVgqhPhRSD9R+R1KfIDbEM9SFVJt9YlfquPyznaF7d1wc19dVvKEzacPC8qeoYRMSUonD0BWQiSdZx56O+tBL13Xx7Ieozjm7EU18pbQPMbWRN0b4o9RXC0kwG7EX1SPRT38m3oz0rDPRC9osrIwO9tCnhofP62i71KdZEVNZdJPVNVaYjt6FUqiNgoj4oqW+4ngVQn936bER9VY8Yn8prYReamkhlxaSCG66LE55tqU898y3i67t+W6ipT+ygMPbjnVKfZrJ09XApOLRmdJurW0t9MFBfrqU+jTMw2NeH8YtgivqwIvUpexvZbw+G/4ZBh4FeWrxH11E9d0t9uuXIbsfUUd+orIhJqDykvuGf7WE/xDdBdYB+XbK+hanPk3yjPm2Dxi509Asd9Z1sczQY3ZogimtQXwRRhFLfXds9IDqR1XPdL/VZzwaXX02e7MKozzu6o319GFNfKfZYAPXVG3aeE55HIWCvmFpvCeq7Ps3C5H7hJdt/oBey37bx8NBtz7NSH5YJTxJCffEjQYEc+vtIWI36NGE/xnha/hsMlO2iPnsTVFGfZ4HZBfVpf9RBfVIbrkt9cL9pBPWVL7+hjvqsS0LX1DdbHIuvD6X6DqA+zXHNxanviuCka+rbpL4bfIWK+nwjMYb6OqaKHixsVH6DQT53Vcy9XfY79NmkDuoLtwuTYjUaUp/ogVyF+hxRKI7rUJ9khxfwdL7C7Xm0A6hPcz7WE6pRywXdUJ8yQYKK+hA7ukXqU6U/sW4opGz09cHxpoAjepYBjdTJ4tyZSBBFfSHZ58dvqjkhb+t+GfY2Mq+Ji1Af1Pf6oKa+Yb7eoFAu8dQnbfEk6ZBNsqZoj6E+BnppYcnzsl9oIcl+gS9x6LDn2akvYtU0Ut/YpBhnTFqE+sRZvvoJPVLfHTytpL5CHu0I6qufH4B5usNmfH1HoQYsvj6ojfsA6hO7o4P6NFazgE/VUT0qqU890Iw9B8NrTyHUl6RWdFCfOKTt1Ce8naqHT1Nf8TpZBtpQX9JRX7JQn3EjKWACbkR9mC+Qlfo84bhz9lZJN2zAQC+Xyn4bqKaNsN+hq9Ko7r6Vqa9u1bRTn/iNBakPTagP7mLlRahv2O7WGHRQ3DZcmfq8Flk99eWEsBOeEEx9HfVNjaqIUC4dUN+sAwIeolAerKx2iMVQ3+An4cEQE/Vp8hA6Gt1LfaYXMVBfmqA+cU+lO+qb3UgKpL7xdQMP9eWpzobp3zVTn7lg80eWyH6XzH5boDEG+YxSR8FdVI065+vzHItqQX1APPVJSIzUwtcHR3VlaT0LpL7Ujvp0ScNs1Oe/hlro5mhKffVTGRRRaWCjPmmboxH12Uaik/oU/aI2b1ss9WFyINZRX+EoM1pQX/jypDkeL9d3A+pLReo7+TTs05SV+jLG1JfM1Ndpsj6Z+sQyYBjnp5b6NMFygGUohUE+940rDPSyPR020+ugOeFpOxbVhPoKljoW6OuDXLFhJzwRSX3jtHgO6hssaIobNx7qU1SEmfpcBuvA0JYMiA6pb9Y8xQROLZS2QUl9MI3EYOrz+JFEeo64/HasT9YnJ6SoD+WyCPVJSbE18WPN+xqoo76Z9Sua+hQjUU192BT1SX7lwUhEEPVJ1SvPdWS/sJIx0MuuirmHA5+HbTQkZAN3ZEmuR31nlnpz6jtZORBMffPNY6c+caHVUF+Jg7As9eVw6nNc4yn1OMcNkEWob/aZgPVHEUB92ePrszZiCPWJnxUKpgo94jzhiYbU55st16O+6Xcwpk9DcqVtcNx0HwZAXoX6ssbzKXbpXqlvttJ0ifUWpL7NmevYSMI2jiEAACAASURBVOl52S+0kGS/zYNfKPX57cI0leXGR33q5SjS5rgqxTrRXGqpL1uor1ThWJD6jMCQIuofaT7IJzw3QIKpT0BNaGw6TXWF91ZFIx7tXSuS+sLmmJDLb9JpwUulvuLEtEiKdvsx09lNI+0UFEF9w0fpzizANARWpT6DlZJHmynB1OfdYaQY6KUv9ttANXXc4ofuKg9CflNXsAE79UnzqeKEzPLUN57lg6gP8w8NoD6XVWftGNukPswHwUzjW6UaR18L6jN/BhCMvk6oT4jLoEzWV3+W1Ty6Bz8WgkZofsIzhPryOtQnPiFX9/A66iv25fpkfXXUN0Gjmo2kDqgv5yxTnxy6PAubKRHUt6phzUAvZL+4MjLQy0bBb24pQRj1IRm/o0jWtxXqq6ep4QspDJmVqE+odki3DfulPuNqUp+2oRX1Dcc4bON0XeqbGer+FO1V1GedbeupbyrikS2YqOcan3VPJzRFu2PwolPqu/r8cX5g2qnv2Ib6IqadJahP2zGgor7iRxalPrJfO/bbuRjoZRs69FJnkDchrdQHjSfBTn2Kxq+92tsd9SUV9R2BcOoLS4Y+W6rNUN/o38OpDw2or+DtgjwBdEd9xcG9DvW5Qp6glvpm6gK6V/NMjZAT9vRFfarJUvMVebFxUN/U/5h8nIL6UgD12TeSFHu6HVHfzf6LTH3DNlqe+sh+jUq2/0AvZL8N9MxDF7Wlqj0z9SnWr6WoD5FdWTfLo5KmFPVnS9bnoz57sYSQ6DlpTt10TH0zWyWrpGj3vMfkBADvr4w/34T6pCf0S33Dn4+kPjWE2KHlLIaMJmFPH9Qn2vZa6kML6pvbalHcKjVRnzqcqW0e08Q86o76JmEVs+vXStTXJVX0YGGj8hsM8rmrYm6S/Q7r19Mi1CcbhgHUNxtdW5tPOXCWh5umNkF9sKd6yyp7awvUVw7ViM1RX4sTnhpnSxX1oQfqg7o2ai+/6bKbNKC+whdwSdR32tuSddSI+VFkYoqgPntVmOexLVGfsdhHa29UBKXbpfW/MdjgZb/QQpL9egc/V+D2MOrDpAkcQn3VplH7vb1VqO+IJtQn/n2O+iDaWx1T3+hjCtrvlPrEb8EYbbA59V194DhM29CA+sSsIfYA/tmZtmFl6is+JJr6QkJhRYwjWBHOTX2wvcky1Fe5p4Nw6iukaamkPjmo3c1XUDO6qyOiNbNZGeiF7LfJdt8H+x3WrJvqrLjJHl0Tq1BfDjnf4tjbq85oH0F9xtU/BK4Uvr6j7U1b3Db0U98ZvpqtpS6oT/LY6qJW4hz1BbuwKhn6xLwkpm3wUp+m56B36kMQ9Z3t56AF9aX285KL+uy1Z/H1lR94FFqxPfXpMpdkcwscq9OfxPj6LGc6sCL1kf3IflugMQb57BT8nNRnWOBmbM2zcFozgT7GJkUM9dWb0f5ZviKjvcSv3VKf+KOjgBEBF6uWpr47+CoCwxD5eqG+2Z8/2g90QWp4VSMas3WvSn1zj++F+qzf9yRUbE59tZs+UK1fs/WFlCJSbWhWJ2luXMrXB9szsQL1VW0kQWvYpMI5iAWpj+zXjv12TnAM9NKpDsvURy31QW5jydbEOJeRNUV7C+rznC8yz/IIor60K+qbM6iytVTrUN/QJS5TX/1cFUl9s6Pb5vtU+PrCR+J47991g7H2TqlzxoC1lTugPun+nCb7fBXqu9d82KsXRks9kPqm58Zx2oaWJzxhoz7MIV8L6qvtXTB8HitSH9mvUckY6GVXxdzMgc/DCjXhW2hh5TEJHY3UhzbUF2PDxW+E7JP6yrvsqKW+VP1qfupLnVMfkj25vFTCmWfCTX3WRtRQn71j+KjvLJqRYcaAniB6oj5vbNLVqO/8czL1TS5fcFMfrNRXqlFzsr5Uf68PNl8fytRXu3Vipz7dSfXxVW1jOO7FqG9z5jo2Unpe9gstJNlvffALo76T78bEWbFTn9m0uRjqGydD75b6FE/dAPWp7jid2xDrUZ/uCdB3V/GZCKc+TXQHK/WpG9EwZh0XmO0EsTb1nT0R61KfGYihoz7Tn3XUJ07Ik8/AitQ3upyRFdM6uqC+ih+dPLyN+tE97E25cmhTiYFeOmO/DVTT2oU8LPr29QvtMZL6EEV9sFPf0W4X9kp9ow9skPqQFEEUHaVCC+qzGPfYAPXN2cSC1TsRCBOx1DdvBfqoT7SRrSc8ndSHDVJfYfj2kbbB86Ow156tzTQOs9FJSfmEp24k1lOfjVaHsLoJ6oMcsPf6A5gY3bprqHXU19BmZaAXsl9cGRnoZS3wa0J9jpS20mp0DKE+I+jcoT5E23BJtAfECwfB1JdXor7Bt0pHaEZvivBSBWz8WKmv4Juqpj7V5bdK6tNkYdFQ3/mXNkp9qv0C8UX0diE2SH2njbwt6kMl9cmzvJX6Rp8XssmpqK9+2h9UVDa3YkiyvoV8fbMGE8ZhWh23DUOoj+zXjv12LgZ66UiHhV46ivpMq+TkanQW6BKrUN/MD9iNe4s9oA8xFkB9Act/xQjH5E9M9AwsSH1oQn1iZ3RQX721X+31LLh0RFtzEepDC+oLWOSsdiHiqQ+tqa8SwFahvvP1p4L6VHlIXYEwz/7teO3rQxj1edavnDThcc4Wo6OjjRZI0T79o5ja2ChM+7B1V0RSH9mvUcn2H+iF7NdLzzws8brR1BcRZ+Vs7YEtOUQQ9SmrIiCSmGgPRFDf0UZ9QWnxhA8cCwbXbM9AFynat0J9WIT6xuEFFdQXb/2XqK+eKNanvjtTX2WOD4cNU099dvO1lxTtCPb1IYj6Tv/fOJlfCPWZq2u0Y6v19cHURqtS31Q3GFsM1tFdimu3S6rowcJeZN7cbSvtrpj9st+h7YuiAfUpgpEllTfAdGa0DfWJUSgCIonJBsD8B46AlvpgoL76EaG04WDaD0hdpGgPpz60oT55AkD9jOHw9a1Hfabz202oL/mvOKKV9QJ7z7BTX3SSxnbUN3iWh/rkCndTXypSn+aGXcSlPsgztOWEJ5Rt1AH1aT6QzyA4hPr8jhEGemlRK7zsF1pIsl9z8HOcFVqP+gwP0CSHMFNfbkJ9DgNApL7ZQp1Qn7YmFqW+WXVKfablX0l9AURhpD7PzcCCKYyBSWenvgC/nM3Xpzy/3Yr6bgoRNGOEQQjUPcNMfdga9U3vx4RTX7ZTnz4eTCz1KVgzGahPOeV2RX2F6wa4M+ePb3xUUl/W3cdY2mZloBey3ybbfUPsd2j1cvYI6R7qgzm6JgY2WkxyCDv1VRv3PVDf8TiivkUipFttOOyG+krLf5/UVztjoPxMeKgPy1Ff0TSXIh4GUF9hI+nomTHsAQlNEBJDaJPJu7El6nNNfWJWd1cgTDP1mVfAtahv9ouaNC0r+PrG1w2mDQbUUF+/hjXZj+wXV0YG+WwEfg7qs7aWivqklQPSQ7ugPoVxb6e+3IL6yt+Hv90RMYxhdGSU7r6bz94vRH0ipeyD+kZbCIUUzUPOmbez4eg545h+rsyEgcn6pqmv/Ex4Zgxb7kAb9Um5uut8fSg30Faoz17ho30NM/VhG9SHCurzb/GsdMIzFaf92SCfa1Ef2a8d++1cDPSypg7x77Qw9UG1XhUcjPXUl9tQX8DaIxsArahvBg4iQrnU2HBFM3XO5wt9wbqkPpgv3S5AfaijvuLY1ZA+qk98uTITrkh9FTOGIsqq29eHirUZRgpByHUDewPFUx/mfX3wUp9cDPRAfVJ1HDU9dm3q86Ta05VKOsXUkvrIfo1KxkAvuypmXwc+D5WvEk59heia1b4+QHHF2UF9Yv2YT3jas8l1SH26hdZBfdE2HOSTvtgG9Rmv8WBF6lN0RumZ+fxltNSHQOpz7UGsQn2wzxhSp1Ucg5j/VTj6XtZRH2yo34L6rM9w3HgunfBEC+o7/VNP1HfzP45Q+/qgpT5XwqTqZaLQrHncYY1PWIT6NmeuYyOl54HP0EKS/QLAb6Fkffa0rVbqu3vSD4HUh6OL+qT1qQ31nf1jDPVV8ZiLSdQ5r3E2D8ztICBthvrmqksXqrEL6stQUp9+CJwTGqKoT2vnYV3qGxYejrDLRuqDnTU9aRtmegaUk2dAiKkeqA+jowmx1DfXRliR+sqrlWz8Kagv+WqjagUEkmafaO48SyFZn0R9CDwDxyCfAbXCy37b20bYIvsdwoq/APVpttnt1Dd6hwDqE9mo3hsQR32T6+josqGR+pQWWAT1Vez+YIr6xPJtgPqujQqhszmWowbUZ7QLNdQnFiSc+oZ7EAigPqDyhCeS/daZJksA5FZukKxPPOF5rKU+bIf67LXloT57bSxAfQ67pZb6NDaIg/rmdzHSOMhnGR1nO0JT6mtoszLQC9kvrowM9OIGv9Wor37tmaM+3aiLSNbXgPpQTX2wpmhP3fj6rB3jKB3oFC0jlYPR+PfCM0Oob/hjIdRX+YQA6kse6jv7mCamn4P6CuVGVY+FI2yVXDBlgrOG1IcY6psIkTp9uHeRUC4u6oM48GyBWFKorw/qyjKvX7mG+rTNFUJ9AUaInvpukE46vz041yFRn/6ADNmvC/bbuRjoZWkdAkq9H+ob/iYaUJ+4WCM5qE82AAQWOj9GEkN9qV9fH+Y6hlBWIMBfb03RXkV9N/81vsqyEeqTIMRIaNBEd4ihvgGAR1Of5T4SPGuP7hiEz9eHAOqz8W2n1IdRPfupbyZdYu0JTw37eajPOGUc7SmDN0p9d0b3bIUMO4aC+jZo2TLQy74Jjuy3aH0cHDZA19SHMOobvl976oPiTI2d+mA54YmkS9G+aeo7t4+ytlS6k6uaU2JW6iv4pqo7hhjxvy/qszxU0XOSRH2IpD41oTmoz/6Q2hTtKfSEJ9pR3+h2a7/UJ00gRl+fKqONbwbG7NzYgPqUATyhX4xyyjltg/rESa9wr29d6tsaUHYc6IVBPndczJXZ76D/gc34+o7CFWekiGSyDagvwoYzJ3KznvDMqq5SnxavLfVddQzoqU/5o/bhrKE+sTNqO0bZ76S0pKqpD9XUp0hQEUR99b3RPLo7pT6pBerv9aEF9Y3YbxvUV5q14Em1N9dKCIqiPLfshlFfUlDf/Dw2pL7BxzdAfZMjsUx9WJ36GOilRa3wsl9oIS+Z/Q7q5Ue0wGqpTxewW/ejmLQgHNSHnVLfEeN7fbmS+srJ0I2deRnqK31AiviP4IFcT326pGH5vIWEq61oRH2pjvqSnG6a1DfbMeJXqqhoLmhBfSePXipFezz1mSf9wuU3WN90vragGgILU5+qArN8fa5j6hP8f6NNzHV9fTzwGfBTDPSy7+2J1djvoPkBx66xg/rqZ9zh0YgI6hskDZOpL8dTn9m411GfZAF7qG/WoOuR+jD8gBQQAs7xiTbUpyiHsbNpJoBo6lNRyrCJQqiv+k17pb74NUqzGRAewxNITQIgt6C+6kERSX3JR33K/QJY5kbVbfkY6sPM5bdc7DnYCPXNr6Hnw2YcjnudE55kP7Jf3zR2sUE+D3ajbwvUV7QP6k54Qkl90XYhjintgPqUQfzW8PUdkzEiIswjU7VHHk992dLZkHTJ+lpQn3nuQyD1YVHqQ7LZmrkF9ZmzFYwvhMLxq5IfSZWi3Wxnr099cFCfdHIit6E+qzUizo3whB5r7+vr5YRnTvW3DYVQ0Kve6yP7tWC/nYuBXprrYDSa5Ylvl9RXNj6Xob7hb3siYZuo73jE8QhLXBsV9YmlW++E51wvh3w0rZr6Rju0QdRnHAIS0XqimbagvtG+t5X6xjviEdSXVdQ322fqkvXpqa9iaUQT6tN1cXOwHNi7ZwvqM+8TjXxossOs2qvpMICO4olET+ixWuobXzcQqA8rUp9rFwMboT6yX6OSMdDLroq5woHPw9ysPYgwHWGXb4P6psNWwk992U99N78dnKK9SH2Dp0VS35Q5hnjqK902nOsY5YCA0qmbBVK0L0V9gk3hiWZaT32KhzqoTyZLNJhzrD7J5tSnOzwn+nBCbhvaqc++VkK9B9UH9SlxYSXqA2ZSJaqpTyrpsdo5ovL1YTvUN92XPdS3YWfSpQX53GbDMdBLl+x3mJy1ByZCRCiXcOpTJUNP1QGmRSRTUZ+xVEfBaG5PfVe/YXcTRQfw9FHf6J/kJhjlowpO0e6gvrwo9U0SbUDaBh/1SSWNoD67GW0d3ZCPB2/A1+dCZNXAtV6Khv1o5Yh4Ya+KFahvVFYX9YlhqxpwTpfUN+clhrM2dJ7nUOor/VPO5pSVy1m7DPIZUCu87LfvLroo+x2Kk1Tp4L4U8NBqQERQn7S2xFMfjqNU5numPgdf6cpkWWXDqU+XLxGV4yyE+hRDJJb60lao744hbrkvJ1Kfy/OsoD7rKFiI+rLpmRg7y+pLlZtQn/hvDuqzzrdh1GeeEKZ6IxpRn+rKs5H6jmhCfXJloaoqlqO+VJzZYHrZ7RvWDPRC9osr4yUFejlMTlKF9UIKeOimPnvo8SbJ0NVpG3BZ1KfKj2RO1qczsltQnzisAITPWJ1SnzXWiMPAzWhBfWI/s1OfIhx/IPVNzXy9Ut94Tgmgvok3RVPqMzr8VqG+ceKSOuoLs3XE3PAh1Fc/32YjCKEB9ZWMkHbUd/PxTk94kv1asN/OxUAvTXSQjObqua9FinZfML1a6httcy5AfSOjOSFb96/Hyfrsvj5YDVzVCU9Uda1w6puCZOtohYivAdSHGOqzsJOT+qzD3UR9OhtOR33C9lY89VlYqCX1Yb6GJ5P1VQRqEt8UjoCHSe45MF7xW4v6CrUF69gMiNWk743ojvoMIOTY6KtP2xBDfY51c0XrluwXXrL9B3oh+8XXx2FunjqK6+imqA+TdqGa+s52olFpF2qob6r61OaLIkW78oQngqlPQI4VqO+6EWHoGcO3sCbr81Jfqu1s9Xs6nVBfFn7CQn3OOWc71CcHAdZS3wxsVVPfmHRCqG/0F0f1rkR9J3/TpVQR8o22iV8i/evS1HdV7KOtlUMSVqUWMWknnjhj2GyJZy6X/Wp7PYN87qqYS7DfQQlLpZVjg74+6NIKlanv5HHGeynB1HdTkGDqy0JlIJj6pp6wEvWl+WZWDD9HivZw6vMcck6FyDbzjbkV6kse6oN1zgmnPkdeHB31CVa5jfrKPSeG+s5WITS4pyqxXwD1IZT6isuEjfrc82tdVgCoRnc99ZVCYcHcyvX7RKlFTFqRbzWNuI0YFhcoBvns6PUuIMjnQQNLpalvkyc8Nbvss9Q3/Aqibhtaqe/KpkAw9ZlHRD31RVgYhbQNddSXCkHARcjzUJ/YGR3Ul9xNgGLBdPZvPPUhivrg6WyImnO0MzaMdmEw9akgJCaai5r6ivNYDPVJ7BdDfcYVTeG8Ep6s3vQxXXFEQC44aXSHUJ+Z0LqkPjioTz6clQB9x9wi+zHQC9lvT9sTbdnvoDJcrLcLBDs8KlnfWtSHWQK2G+Ie6hMUTn2aLG1+6kMo9Rm3b9TUN3fCDaITuAPqk88Cwe5dQSPqs5loEC/6mG04LEd9J38LikJho76TZ9pg6Lzk8dQHNI5JqzqqinDqG9OUlvpsyOHYL7DVv3ZXaPZdF6E+80aS4yhKCPUl4zAqbQfgfPdqk2Yt2Y/st+Lr7TvI50G7wKnj7/eSor2tr+/syjjchvixmvpQQL4W1Fc/59Qjx6rUN90COZ76dEnDzNRnrs/RT1tTtDehvuw54Sn7Y+Vit6S+qTnHM3eaqU/+kWhfn+pSNITjmBAJA8ragmW3JYD6bGNbczzeTH2azzupr/w7WJH6FN1109Q3WcNi2kKy377Yb+dioJcYHUy/sg3qQ8Dd16EFJuWbgov6RKNZ5evDGfWNiGML1Oc6Vr0A9WF86Unq4SHUp2iEYOqTDonBQX2uYAMK6vPOKOic+upDZSpivYpoVGiAeoPVcSnanCwO7o5x08M7oL6s9PXBNvyth1crfX2Y2G5Zm/pgoz71URRIzRgSykXuGDBsfKDy6ibZr0MWYqCXXRWz1YHPg95q2Qz1KasFFupT2IVYhfpO/qJJ1hdOfdg19Q3feOAcEKkv5wbUl1tQn73CZeqzz1kNqU9v65SaaCnqq2hEXbI+JfWh5lfDqW+SK6Kor3zI1n4Xa+EU7agf/s7cvJoHld8VfupDjK8PEk6NJj4P9RlLZRtDsyvFcOwikO0vmioY5LOL+mSgl4AqOYRYLdujvuk/26kvx/v6Stci559ZyMpgTtbnoT5rx6gfWaUgirXUl1POs42IMf9pqE9GTQf1Wd/UXv+TPnOEUR8aU583TYjYBEtQH8yNGEp9J+PM2obV1DcfSgQtqO9sTtYmdKtP21BLfc32CwKob350w0l9ChZS1gZ0Q+TuM9E/9c0fcsZUz2GQz32SK9lvV100nv0OfVJfSLpkx3UYl69vMPtGUJ/xVTS+vgbUFxCFAkYHopi2wUd9KhY6+03RWtoy9Z38D2ia3UF9Vtvd4euD2daRiGNBXx9iqQ+eE54JNe/loz77q9ZS3800pU6O2gv1pZAboWkQriyA+pKwUbQq9Sk3Rs6NEHROfZKNMZ2ihpf9+mQABnrph8b2F+jlUG+14NxECKE+cfaLob7B6uSkPuh/ti31YXnqQ81QmWxE7Sq7CPVheEYJWbSW8sh2F/Ildkd9U0/YCvUNhvb5RhI81QXYTzlXnfBUhspM5jgVMMATfO8lXop2UB8U17cd1Dd63taoD2HGSiz1FSeZI9IRNhtFEfnGnl8qi1Of/fR7J9Rnz8BM9tsn++1cDPTi1yHWalmA+jTpkq2VhCPqfH3Q/OwSvj4s7+tzhABUNKImbB0cicvt1DcwPU0h6VGmPkV1dUB9k9sauOm90dRX8BJX3uuDfGFMV13mKSbgXt/R8SM26oMMTy4zUTaj/aEv0Ij6fMuvPUV7vK8P9a+GFtQ3IOkjrN1IRX3mhh7t3MndNUvrV1fUN7Myo3xWhey3C8K6tEAvZD9nfRzirBZAEZO+nvrEgpqpT5rldU1+nC/DAtSXc845n92er6c+1VE/m/WvOi+XzdRnbehsdyOXFndp+T9aqQ8dUd90I0ekbUjmzFqhicignqXMMTx6ieYiU5/iV7NzdkUT6it2YPtSI+cUbUR9duM+qYY//GPkbjntUVDVtYOIAJ4O6pM2kuCjPs3CsDL1KSfPnPYuBnq53FbaXTHD2O8QRH1XdnjV4tMn9VnSJUNLfSNXSQj1Db4aQ31a5EDP1Dc+C1RPfaWOkSXUNK/lXVCfwkmxAPW5jPv6BAke6qvB0WHBDFGJw6kv+6nvuquhRZj7Mx+Fi3PEn5SSjndFfacUU3XCU+vNhXF0H+3IEUJ91hpX2AMrUJ8mrauZ+saHsWn97xI2eNkvtJD7YL9DHPVVLT711Ic21GdtifESak/RXkd9aXnqU653CurLTahvVBUB1GdY/hFDfbqzrMYmcCS9XIn6qqYUlOvKnmWwNuSJ5z6S/Du5DfXVLrCOiEdK6rvpvOHUdzZKoN0KqaY+Tyis8QeO9W1UOZQnqc+UR2gJ6oPd1wfhTVSj2059qmnJSn19MgIPfAb8FAO97Ht7IoD9DqHU57TRQqgvZsEz+yznVnd4qA8B1CeFEmlAfSmG+sZthLbUp7kyaoWQgoNRvoRTm6I9hVwN2iX1FWcMITTG/OU3Z8iTivtIlmHThPrsRwGHVnIw9fnmfQNUQzs3hlCfHkYrXk3cg8jV1IcZXx+mAMy6qxFCfedltvn6UKa+epNtEeqDK70x2Y/sR/ZzGiS91eShlvqSKapl39Rntg+G156GnzgmyfzP1u7roD5zD/FTH4Kp7/STo9yGgSnaY6mv/ABsn/ocJGPLN9WM+gamvDSBKNDIjAOrUN/Yj+SlPlsfGVnJW6O+mze3/eiYpuqpz+bqh3uMhFBfmqK+OQCDpX8HU1/pmc1i0sZSnycUVvYcIif77YH9di4GejHo4DZc4Az3Nj+f5vWpD66ktyXqO/toNfUdgXDqQ7yvD8HUV66rDqkPSUzWB9VtDSv1OfMl+sZuIUcFDKPEaKLFh6SfqCtjmFrz5bfqKBRKLjQm67NRX8WsboyVD3GiWoD6ZN+f3Moh1Gd+NU/a9+bUl3PKWRh1q1IftIvRqEvXH+/0UZ/YhmISC2mLjOy3acJioJcdF7PqwOfBTX0SQPiozwYMTXx99uocUF8pOUQA9Q0n+QjqUxhcDtcogqkvrUF92eHrO8preQPqU/TX1r4+qEaJDaaaJCKD9KcWl99aRKEIoD4Fa0LnDT1908nBixrqq+2vfuqDlr9Wob7JTR/UUN8wY2II9cmtihWpr7iSS9WFGIsiN6C+8g6jPVfh7sQgnztuJQZ60X7kEEB9qRgCDaKJYLM5sBnqG3wyb5P66kKJQNmI/VKf1UQbub9cKdqDqa9V0kv5gJGd+uxAGz66O6W+UyMOcdQnsaYYwtdOFNugvvJqZlvONBfVAqjP2t1hYyMsR33n/x5Afdl1wjNBWoymlns/9Smatf54/NQEcGkHPi+eXMl+u+qiTvY7xFBfcfI2mAjmKIvdU18qU9/oolo99RWOgEZQX705ZU+LF099OeUFqe/mcXNGHlS/ukQ0HXcgXOyT+qwFhXl7y0V9wrbRwtQ39UhFTNqNUJ+iZ5ipL2DwNhkjUjBYOXZ2LfWhxQlPlYMRtYuRmC2mQ+orXDfgZb+NMQADvfRDYxsN9HIIoz79MrsJ6oOcyclDfcZX0VCfuJYMXqSe+nSXyo4m6tOEmIPkgzQn64unvqtniBntu0jRXpX+pOh6wkaob/r4AGzUZ9reiqC+q09g8k3qqQ+qPBeDqoqITtQt9d38D2yM+lBJfWL9B1DfsEyoHke11IfUKhOJtWMg3Nc3kY+G7Ef225MY6EXQYcaWMlNfkiNfbYb65I+I1JfWpz4MTdoQ6lP0xPNzjwrqE5dFSAH4e6A+1YGu3AX1BQwijI0OebpFSgAAIABJREFUKfRlJ9SX5ronPJffYC6Vm/qmOSSE+qxLTj31oQH1AaHUN2lGd+/rQz31QVk7AdQ3GJiOpJfij46f6fb1VfRWR1rXGOqz9HWyX9/EsZOStSk12W/uIwelLWWgPkxSn2zch99HciRULVh0w7QNm6E+sXc2pL7pR9ojZcsLrZX60MTXN7KJ90t9k0YHpmyOcOoLGN0T5hVq26gx9SnsQjSnPt3gTdVpG1zUZ10sVZbwIN7LVk94ZruvT1g5joijvuuKCEl/YkzRXnpXna8Py1JfrqA+O/vtVAz0crmttLti2tjv4KE+8UAXzNTXJApFRQDvqbW4lLZBpL4kekKWoL6xWR5NfaVGzPXUJ7ach/rMy7+qd0EwMnZHfZiyKaojjy8yuiGfVNcfg4ST+rKX+jBHfVbWdFFf6pD6jooAnC5f36CRYdxHWon6kvkcJISVI82kaI+hPtWp/njqK3mJLSc8sSD1yR0DlT2nL9ubgV5a1Aov+4UWckPsd/BQn/x72XS7oGEUinrqO5vTBeoTUhXd2I4G6ss5h1HfJLc3Qo5m1JcaUp/qBqMUz3QYMy1jt76+Y613S3cqzza6off1oVxQeNAo5GSaxdeHfqgvx1MfPNQndXXXgjY7g3uScXRJfdKogYf67OG4Faf6NTVupr6AaUd6yCLUBy318cAnL/uR/Xa1PaFlv0MT6jszSmqpDw2oD/ZXA2Tqk1bVm5eFmvrmP2CmvjY2h0x9OZ76xnkFQqgvevlHIV7BAtTXJP3JxAEjVFFfajC6besd5FO5MXFuPSnapVN5R/Hda7OGxEwI4yfIx0ac1KfvGo7zbpBiZc0k4+ic+qwDSUV9utpFDVw1pD5cX2TVTjvQUl851V4A9Vl6DhRtRvYj+5H9glbGTnQIpb5stt07SdEuZyGvpL7Cy6Ka+vKGqE9uI2PPGSHHAtSnDDYg5dbIjmeaqS+Fj6NZowOboT5VKJHzMBMxcW491Kez6mCiPtvwV/dGeKYUNKQ++Tpn2cg3lLw+RfumqC81or6T7RfJHlAmn4+hPu2ck+wnPC2p9ppRn73tyX77ZL+di4FeJsAviPqM61mn1IdJ6oOT+qYsCtRRX/1WTh/Ul53Ud/KS2X5ltMnyL+bZnnpTxDXB8tSXdNdO+qA+xZfOT1aHRDxqR30zI3k56quYUpDa+fpgoj7ju4+zODpStIdTX+mZG6C+NHNOGhbqE2cMz7RfG0HKSn2uUFjw9xyYOhjZbweExUAvOy6m/PuHNagPfVNfKlPf9YvZqU8sUjj1wXSVYmXqs5ZqfNjVfGW0KfUVa2KO+iatFlLfytSHqfRtgg0Hkw1npT7Aca9vAerzYQym44ZUUd/J82qpr1Thw2P7Duqrx2zFM4XB6aI+TTwzM/XNfRIR1Jdrpv1JJpX83x7qM7ZhHfW5N0L2Jgb53HErMdDLOfiJ0ckCqE8TSmQL1Dc+lVdJfVfPbEF92uoKdDStRX3ZSH05nvqmjHu0pG5SXzT12cOTiAm/PXE/ZOor/xkNqU+9BwFLdWGZe31SykUzfWF4uBbboL7rVkQ99eF6BQykPsPodlCftY0qOw6aUJ/nZmC07cggn/skV7LfrrroXAkORjTyUt/8mZuNUN8IOQKobx5j2lJfhc1RSNuwFeqrXf7NnFMw0aUcFatQX+m2YTX15Q1R31z1wkZ9E8WWwzt4qe9mLkUL6rP0Rqipb24ViKI+439bqO+qchHv6/PEubWfaqj29UF3s908uuXcRytQXxrtCgnKo/Q9IdQn93C3xcnLfrzsR/YLLGPHlXkwolGFr0915mY71FcNYFAk6wunvjahRLJIPktQH3qkvpJNIhxNc+VLDKC+pGhFM/VVT4WeFO3R1Jf9O/emI1911Fd+14WpT2mMlgruzdyg6RrQHmYxUt/NcxBIfXZzxk59qKQ+/812zeie3EXIm6G+5JwxFqW+ms0Ash/Zb4NioJcT8INnSnCc8OyA+tCA+hBAfcmarC+F/Ghz6ptATdgaUcptWDi52o2vD5WbFKKRtwD1jX0Q3VKfXBWKPQgE2nDKI1/NqU8TSsQxG0AKXAV9I6lLZ/X1NaQ+Q2/thvrG1e6kPrgXI7G+oDFL+qc+TLVAMPW5vMTKfyX7bY44dlKyNqUm+10Fd6mmPq0LAh1Qn/wRNfXB+SJT1Ac99SGe+lyhRBwp2kfmh5365j6AvqjvrFBA5Tq6VNJLyehw1icWHt1O6ksm6jPbcI6Y9CHUF75iuS6qSQVXxJN0UN8IRqOp787kic1Qn2W+mPX1oQX1JU3clFHahgbUV7z3Cy31XX3lKM1bEdQXafw6DgHvTQz0crmttLtiFn7/EEJ9BqvEC0sLUB9G9zXQIlt6va8v5kfNNkco9d0s1pHUp7Ltl6a+UrN6ltalQiIFUR+KvwJlqRpQH2zUByX1aToGjNQnQsgGqK/UhrqZC3PUZ13nxOQRAdQnZHRfjPqy+V6fBH6F6wbSqECL0S0VG2GbUwLdzxdwsm6gHt15berbnO3NQC8taoWX/UIL2Rv7HVpTH1QmmtkV0IL6RJs4V/cmcX3qk/pKHt1a6rvbiAimvvjlP4D6MHQHZGP37JT6BC8xir+Cyvr3Up80sMa+PtRRXx4dD6imPmyG+sZlq93tq6c+TdHHaRss1DfVPddI0a7P0gTNXtUU9ZX+X9zodjoPHYdZqkMiCUSMFJGifSnq44FPXvYj++1qewIT4Icm1KdewLQVE2IXdkF9+Sw4QFrOwVht5EVQn7WhO6W+rKU+Q6ti6BjvlvrkXznGH+8Mp75CmpbRVz3UZ94wkKkvWV9t/RTtKPdXTXpTG/WhPi85pN2WbH5k99SXvNQXct0gyf0C1mc6pikP9Z0VVnU6ABuhPrIf2Y/sF17GnirzYBnk7ahP+40Qu9BKfbkR9Q3/3gf1yY6mcOpDoS7qqW806ppQn7EJoKG+YQMsQH05nPpuGlFtQESE5/VQnzjuIqhP3Jaop75ceDXryt8kPImrv8JKfYaugubUh36oT7Umwk595o7hP96J7qhvdiRHzBieu8Thdi7Zj+y3c11ooJeDbnjncOoDHCHmAuxCB/XV9x3FpXNpDxwRP6qkPqipL4f4+sR8iV7qM6XFi6a+qbR4mBlHRXMKc0bcEinaU3XKe1Ug8h6p744Nh1jqy22ob6I+oe8YLaivYp1FEPUpDshaqQ8q92EX1KemqBrqk6ggIJpxPPVpMpeKR4NtiV7gpr76ntPcMCb77YKwGOhlx8XEXfCrT9GevEc+TPtJXVIfwqivWLxQ6hNXDswAxwT1mdmplvo01zuHndWz/AdQ38yb4mwcYY76SkC+MepTDNmQFO0tqE/Bq1bqMz+zPjbpJqkvxVGf9E0H9dUv8I4U7Q2p7+5fK6hv+jerqa+wQDWZpny+PsTOGB1Rn3VE7VYM8rnjVrrEQC+H1ajPhGsxKdrjqc9sZ7tyPzWnPpROeKJH6vOYs6illFjqK40jyEenVqG+HEd906HZQ6hP8aU66nPFZlCkyhKSccVQnz2OZQPqM3fYY71NqkgOEU59JS9xAPWJU0ot9aV0TJXUV+zSMdSXlqU+TdLLPJzHpKpI8unh7qjP+EgG+dwnuZL99tVFD1XUF3K9W77BHEJ9aWHq06UVEm24JKwcIdQ31crYPvX5KGXaEI+gvuKwgc3OXob6YuuzaCTi2J76coCvL8PcMeRUWdZkfcnv60MP1GfotgtQHxQX1RzUJ35619R39pdw6oMv6rKd+sSSWE8HyJd8G1AfguKs8rIfL/uR/SLLuHZlHqqoz85C1mllAeqbi+lXQX2KWV40xM/hy2Hc11Bfakd9eWnqg5P6xEZ0Ud/UP6gDQmyR+orMtoSvzxywV0N980NE10iOFO11Jzyh2NdoSH2Gznu09oMK6kMj6rv5J5gq3Ex9o4fWU1/ONdRXMboVz5x3oi9Afbk8Y8BGffJIDKC+VN1GZD+y3/bYr/+WWJv9DlqToh312Sf5WOoz2vaLUt+UxVeurHjqy22oTzLEW/j6rMixCPWJScPqJydNAIOFqG9oogl7GgtQX46jPpiGq/Sj9XkIxd6j+3gHJzwhGNKo9vWhlKI9gPrOd+0iQrkkc4p2B/UJFKOsjWPsPHbaw6fmi2Wob7rdpbv6BljtjPrIfnthv92UrE2pL4X9DiqTYgHqg93W3Cb1qQ1xgyWpQ0079ZnxNYT6kinsh2E4oUfqO3c4KApmCm0D8yGxttSn7znj/25AfYp2N/j64Fo4lqM+2+yKBtQnZ8aZ8/VBZ1V7LjRaU7RbngnvGKmnPriob45iTKcHI6kAklfTdZ07kPrK1QPFMJuvHpeXWK5M+KxOhDQm2W+1WmSgFxYzpXSrC+q7flD2Up+KArugPoshjqHh6fxRBWYbqc+RgV02xPOwN8Tf64PLidHY1zc60ptDNofqU7QvRX3ZOro7pD7nogqMrE8b9SHi7KD9Iz7qEyFEenVgGFKjc+q7+o/jtR8tV7SSnfrkCodlHDr8SFA8NWKfSJg+45P1Jd/edPEJeY76wk1JLOVoMHR3alnYyJfQrs5yLvt6SMgrVOdhzqQYb/q2PuGJfVGfwxCf3tfEitSXBofEWlPf1QeO5kHU4sJSdryp44Sn4fPJmZawD+pL4dSHeOrL8FGfLU3dyDHSnPo0jpFkj3jkoT4MkM96r68F9flt9yTZ7jBQTxfUNxpYLj9SLfXN+Kagnh67pr7pCaBT6uOBT172Y6CXbbZ7EfxsKdpbzDJAEq19K/Uh5TWpD35DHJKtsxz1Gfk2gvr6SETmoT6pw0IsVZbfq+5QkyZZXzj1aRKRuagvxVOf1DEwvSujTUp27hjBYtQ3W8qYnOPaQYFr6jMYl+YUsEtSH+Zsd+3BF2kjqZr6jgkq6qtdAQOoT2wg+zS1DPUZxxHWoj6Xs4HsR/Yj+wWWcfHKPPioD22oT6xzB/WJperF1zf5o2X2q6c+VUbg4Req39RGfYgaOT1QH2aThkFPffO2ewT1pfDRXYwWW6gNBFKfJmCvlfow3qCv3hErsUxL6tPuATWlvjv/W0F9kG1iM/VBDCnkoj7NDAwj9Vl/VaY+eZ6DpVuors81oL6Ze6jYFPWlTVEf2Y/sdxHaM/sdfNQXbxc6cslUU19ehvqO9ZHZRlHsIqjPugwo1rNY6tP2nPiVODehPkWpsm1QwN4EEbmPY6jvDHpOTThEUZ/ZhlNQ39iOts4bYpiKJahv7EYKCeViP+FpneVRIpNKQtNCYSX1SQWwUh9aUJ+cZNRBfWbuM8Xfmg7yuS71wbYHoc5IsT712Q1jst8uCIuBXnZSzEM49XnsQkeIuQjqazOflj6AGuob/jMkk7ZP6iu4XxxZLjz7BXbqM7d7LfXllHPBuLcG6DcfEnNQn306E67HQRHSt1PqM+ern6e+ogMxN6G+yjGi+oSS+mCmvpnaCqI+1D1T4ahHPfVZlysV9U2uOjXUZzNsHFGXUTRCEEl9rh1G2HoOtkN9ugF7AWKQzx230tKX/Rb7vUM49dUaJWlmKxqbpL6bx2Uv9d38sZCsbyPUN/xze+rzhKRXOPpaUN90VbitJUWolk6oD3OWMRpQX8k1VUF9+hSGZl9fDmiCLqgPs74+mKkvqRxzDuoTPxqXaBubob6pD5gTJDiigtmn/YI3MID6vGYbbD2nQeaG+Y2kxUzsnTr9Lp5cyX4bZL/DdqhvqpgIpz40udeXx9uSNZM4dLb9JqhPR1Nm6qu3ia1vGk19un6B5EnR3pWvD8rKi6G+0QOqfX2im15FfZJl3oL6pL2RIOpL09RXfIiOAm0lDwjlEkB9Wdyc6pL6HNN+MoelqqE+qKfocOpzJb2c7jn6jSQP9Tl3KSyF4GW/jWEqA710xX4L6FZ5KmwfwFNFfVefyINynObZENI2+KgvVb/s5IR7XXazFXj9zHz/vfd81Wu+/Ove8PD9993z2lc98MjDD1194PbzX/jEE3+UUvrUU8/+zpPPPPPHL7z0xS9tgvrMpeqU+jTRIK3UN+g30wXLFuqz1ucCJzw9yfriqQ+aYliaCK4tnuWob77wC1AfxjVo8f1B2Z891He20miSBtmpT576uqK+uzVSnww9lvruvCmGOVZGyWFhHXgRaw2AXNtz+qS+yTE4uWCtnwSuSQnavNaClWX8KYznsl0nbVz09YDCgbh48Oua+uZMhIBkfY+/6XXKN332uRc+/Qd/HJLCzkd9r3zwvrd+3ev//De+8aH7X178zEP3v/zNjz6SUrr6vymlJz93+9c/8dl/8dtPPPvcCzXUd/1Asd2ffe7FTz71bOfUt3yK9jrq0xXsztTUJfXBvOleIhLzMcjlqG8OQlDYvDKuNAG3psWT1bAHd42kPnV9Q6j22LQNd1aaFtRX6C32iwBG6suKJ0Ae25VBU+DY11BOU2eP7oD6AHEemzink/3Ityj1kf32wn67KVmbUu+K/W51QX3zRskU5VVTX0rp3/vOP6ss84c//tSnTpBmSep742te8c4/96ZHv+phaz0/8vBDjzz80Lve/qYnP3f7l37z9z7wW79/1weYFd38pmh/7Z2PK3/xVz/65DX4taE+Yfg5LyzNL7RdUB8UQT52Rn0z438N6nPsyo/sPoe1tQT12e3sBtRX6uTKJrjxREVS351io3Qv0mpCF5kO0476Pqkv1VOfZ1/DNE3d3QEbzZbZgHwpfodxwo6Bpob6pj47++0UW7bNfvbfGWy5bYQEN1LOpsW81Tv16cpRn6LdbM568CDNJ2Qf6197+Zf9lW/7+imHm4kAv+fbv+F7vv0b3vNLH/tnH/rU4Aio42Ud1moQ9aXZrcQKA2LytFst9aFw1Mrn67spYimfxy6pr/hv1Sna21HfSS8CKskRKeVFqW8On4yTuJP6bgph5hwozwZbF7iigRNBfTPTzhrUB8fodlLf2ZsHR3MpTYYoteKy1KdaKcQlKSaAJ7q4arfng4GbVW277Jz9ln09JORWv3drA9Qn109z6kueqqilvsff9LrvfcfjseV819sffdfbH33PL338537lE4tRny5ZX7Y8Ew6bA2jRrItR3ywMZFvahn6pD2Jf6Jj6TvpmNfUlINmzn4nIscztWDf1Xf9Atq5GgOLumov6BlBsm1KU8bfyHHY7elL31Kfuj/ZpKudpe6BkuS1Ffa7FCGfxAXqnPh745GU/st8W2v1A6luE+mCivkPO3/nWPxVOfSf496ap9WwL1NdkJS4YQ3Ig7Frq0yS9hFgVO6O+ueFRTX0ZS57wrBhEEV/J5lLBnMMunPqSk/qSbWPNcZQVLahvUJqLoT7V1GecpnLOc9SnaqKeqO+keQKoD1jC18cgnwzyySCfkXDR5LG3tkR9596AcfiHjqnPUL2HnP/Df+utjht91aMA4YOpPllfUgS6jPT1TYatkw1cB/Upa3MiFmwv1CcG8PS0EcwRd+pTtMdQX9ok9cnnD+3Ud7TbhX7qOyt5PPWldtR38/ij84rjBPKFUJ8mKpiD+sRx7qA+1Tx28oMrUZ95Gz+G+pa0p+n3u3C/3861+UAvh/EyEE59pXTJXuqbngod1IeAJgmmvpTSlqkvLUV9N3UZf8ITXVAfRlHr66lPs+fbBfUpICGc+rAI9Zk9aoovBVPf9AzbO/XdHb3R1HdT/2hEfangtbwA6pucS1tR38kPrkd9tplFPPHdF/XZZ076/TZVWV4DfQulvpxiHqxPXyXE3MAERuEBO6G+x9/0OlKfhY7a3OuTmGLeTAmhPvmfsm1111RFOPW5UhuLZUQL6qufIPQRkmGjvqoJNiaAZzz1QUF93qTYsIws5TP11eWmPkyb+iHJ+qKp785IhG30Ss80P8RGfeX5YEnqM8wvkD7eI/U5bZ/9advsV5takgc+O7bRD+tSn+agf6E7Fe5i4fQXNkp9r3jg3pp7fbef/8IHP/pkeI/C0Vxb9dTnuPwWRn1nT5epT6zPeOrLo/NsEbdlWlBfqmwjFBtoO9SHyu4qWIriLdQq6oNuEndSX9JRH9yE1oL6UkNf3003gtGEikzRbqE+63jphfoGuwRYnvp0ezqqybBL6jOOv506/S6eXMl+vbLfLfWKuEiKdv0mQuEuFpLuKGyf1Afgb3zXW6yk977f+PRv/O5n//CZzx9xZ/n/8Z/78FVpXvngfSnlr37dKx7+8vu/5pFXPvqGhxeiPrm6cn1nC6c+T1zWBinaVdSXzofB/KGmvEgolxbUdz7SU+lqkDVZX1re13fVBHOvpaG+wpfqz8/Dk8OuPfUprntaqU+3rbk29V1va+ZNUV/QBCvnaJUCeCZ7NBedDdKC+lwL3Gy2mO6oj5f9eNmPQT67bPdbm6S+m/l4YGeL2b0jKt9xAUzxzFc+eN8jDz+kL8aP/KNf+e1PPz1lbyGlZ597MaX07HMvXP/jKx+876tf94qv/5N/4s2PPdKI+lw0VY1GjahvNpt0B9R3p5GEPi/8fR3qQ0SChA1Q3/WP5rlp3HLC8zr7WXvqK2Q/M6ZoD6A+BfEm6WprA+orNKnD6sZEHFJcdd28JeqbXXt11GebpgKo76iIINWW+qC4iamZDHtM1kf2I/ttif36b4m4QC+3OqU+xXKF82xPWTGtdEt9KaW3ft3rlWW4/fwXfuin3ndKdMfSGjeuiGefe+HZ51744Mee+omf+7W21DdhqW+J+oa9qU/q0xkl01PTBqjvujfmOS5fhfqgmKcwOy3BOWHkhajvrPBrUd8JDGnazJzz2rz8FEZVIPWJGwYdUt98JzdQ3wQImZL1mayUmbkx4sxCmK/PZIR0dcKT7Ld99ttNydqUenvsd2vD1HdS4Qtc6nNQn/7a5CHnd/25R5XF+Ls/+YvPv/jSPPXN98e9+vqapGiHbJ2uTX1T1pIwNW2G+iZ9fRPur2RP0d6U+qTayJZCLOfrm/uZ2mR9RupTE1rxkTme+maIOIj6BJNiEeozz2OF7X5YnwkRNd3UV/axF+fGhagv+wyGaSd8b/f6zOy3U2zZNvvZfwfDZW3PBz63V8xDW+rL8dQ3jEKhCAGOqMpuQ30ppS9/4F5lKZ783G2J+uwG6zz12bcXNEHAG1AfUm1g8QkDF91R3ygSizn2YEyK9iWpD+p9pA6oD6rYDLZCnEShwKLUlzuhPnioL81ERJTKqYiEiWyvXphWCojUlzuhvtEv2alv+IiGvr6aJRKrUl+ajj2GzUcpYZiVfbYLA72EFrLy9w5tqc/6TAX1CTbJeOVoUvG11DfA19e86gHlD//Sb/6envryZVGfrcE9EXpGaRviqQ8q6puwUmdXf0RTn91a8lPfhIFb4AEr9aEJ9Sls4undBVXtYaPUh5QrfH0Twzyb3W4q6hPfLJ+XKSBsqDxJHKWotmtS32mHRs0z0Yj6juIJj7RMXhxHKCxhBjYnxlnSXLVstjGzX5/EgcqPk/26affDHqnvZOXolfoG/3Lfy79M+du/88QzCurDWtSnq6521OckCpn67Mn6nNSXasYRkiJA/1apT2PnOKivfl/DFHsfZfvfnNU9D1Af8dSXs5gr0kF91mJBJHXNI9GK+mqg2rE8WakPy1Nfqqe+lFr6+tCS+nR5cYrUN9lWpWfm4ZvYqa8De5rsR/Yj+3nLWPFrh51Sn3ISd9RcPPWllN/4mlcof/7PfM1rksrXhxG2XA71Odrdlo1Dk6wvnPqKz4TVLjnukvqwDeq7OiQ2QUuGrO55gPoRmTMgDf+R1bwG9Wl2RoTxFkB9IwfjsTn1wUd99i4dRH2opL4h8sWe8ESKTnppKJX1eDwqOn1nWEX2I/vtXNtgv8N+qS9kjhbxIID6Ukr333ePsgTvevujt269TFdKKJeWtENfH9RfyS2ozzw9VIREOj9pBrm6bIe2tuDry5uhvtFHhQkkJC9OGPXdLeVxc9R33YQh1CcQcTj1XWH2MZb6SruBtdR3tjmFMOprYaXAODcGXeoTqQ826tNcN+zKEsd2ikr2a1GynTv9tlHMA6pm+XjqQzD1IY76ai3JmUn8tz71h/of/hvf9ZZ7ptlvvCyIyNeA+rIYVb39CU/oqM/WrKUIk2tS3x2jEMV7UNMP0aUt3gz1ST/aF/Wpaak+RbPKLDRRnyptQ5fUd/UBzK42XuqbH3iVve8IHG+SD4RRn1ihDuob/VM99QWs3VMzBtRzY3gol9nJE1rqS/G5ItawVS8wnsu22Q+V3+CBz9BCOn7vcF1MB/UpVmJU9ocIXx86pz6rHnvDw//pf/Adr/uKB8W1BdIVj8LBv4Dt1Ykwq5bgIkEOW9RQ3+QeBPzUhwbUV9qqlvq845h0e+obn2Wtpz60oD5EUJ+DfALilwRRH+bnwl6pz7ZQ2KhvauDVU98ABxagPt1FNd0CB8MzJzojWlDfLK+uSH03tbUI9XVig1/agc+LJ1ey36rsd/DFe1iF+saxBsoFm91+7pP6XnjxX5lK8ND9L/+P//1v/be/9etPXX/Zapc3ob7Z2oLr8puT+lIl9cl7EHbqk/8p7NoJJu2taupTXRlFZQPporlI1Fc/IcMR9kMu9ty5Mqjy4lRT39gbaPL1QTUX9kh9aEV9859ADfXd1Gau3YOoSdHuXeAcB5LzKNlBC+o7LnGvz7FlZqc+R1aQFa1vXvbjZT+y33qFPAA350iiqE+1X2inPkPBJqaVPqkPwHWsTpO+7fE/+be//53v+Oavffmtl81SHxzU59j0VbQy6juwsVRoQX0ZOZ76qoMNlI7TQjSaHdTnmSIaUR82S30z5pgQGmPqmTDUv5y2wXHCcwXqUy01kPq46CW2vAcmqM+qY3GnCXW9cRXqO5rT4tWf8NTfQ8F0K65KfTBTn9gnu7K7yX5kv517U/sN9HKwljEk2EBb6pv8wDG8Ie2UkosL7Utf/NLHPvM5X5ne/fZHf/D73/mOb/7aa++ffGVcQX3h3R7J0OfOAAAgAElEQVTJfgyylvqulv9o6huF0m6Uot3R4YUru9neRvYU7eHUJzwTm6W+YhN4UjTjfJujmvpGNX60jvZiivYG1Ce2w+RZS2gXI5eDsQ31VfbGFX198HfGuw+BpVSaRhRuRYv2QntfHzSxx5Indl4fFjfZ78IDveyf4Dplv4OpeAHUh3jqK1sUqAKGkCY15TL6yCc/W1OYd7390R/8/nd+7zsef8WD986Xt1vqcxkZ1mEQRH1nyNEL9Z0+u2ATT4WkRST11RuOOZufWUqxWHubvAH1wZqlXZGieXShLoT6BhASQn31i5bdHy7csIOZ+vTBctCO+lAOU9Mv9U0XUU19hrpEYF4crEh9V0+AjfrsR5g3xH47xRYGetk3+/VYzMOMRdyE+qRSOqhP/DnryqGp3FjqSym9/zc+c/v5L1QW7M2PPfKf//W/+Nfe8fgrH7yvXCg79eXq3lcfEbEN9aGK+qYoelXqKxmOKL+6aJRsgfruGOIolhO+QV8KZxpCfUIvsUcrxSxxLEV9qKU+FU0Jaw0UvdE+VO17EIPouk18faMe3gf1ZfmZsHZGiA0db6UUboSuRX3l5ha6FwzzFjblgGGYlX22Cy/7hRZS83sHP19FU58mpp912sIR4b4+F6VkiSjSEfhH7/1/Q0r45sdeX8S/wtmVcOqDmvrUZrkrxJzYdLJhLlMfeqS+wsUVkfrGnqaNUN+QneSci/ZpszX1TUVzGRh9Kuqb/bl21Icq6pOlWmuwMvU5TjlL1JdTzsLohZ36chvq081jMFCfdQWutFIQdnrIEQrLmGdIkcloM9THA5+87Ef2W7aQBw9f5SbUN78MuC1gIU5CH9R3pV/7+FNPfu52VOsP8G9IfaMYqTG+PqMZ3SaAp7kZq6gP6t9Yivpm7amJNsIJ9RnhaX3qK+PrRPzGuu7agvoEa9VGfZNw34r6zmzNaOqzrTVYk/qqdZTmHM8l8+gU7VXUZ+iMjhytVdSXNElvXdRXX58pHRXJiW0TQl++PrIf2Y/sF1hG6dcOHuqzToUrUt/Z71WnKlLM4G7qu1r4f/j/+ED9gc8x/r3jrW86a2lF2oYlqC8gZpq1Y0CToj3e1xeR/sQTUkJJfTd1s06K9gDqG+LrCpsULahP05lk//Y4ZmL0CU+kDDSgPvMYgaaOd0B9J4eccWHUp2sBb4Tk2SCfwdSnMRis0xA2esKT7Ef227k6Yr/D/qkvlamvQUXL1v0M9V3puRdf+uF/+IHwsr37Wx79L//mX7yT8z2n+czmuQX1TcVRqLo9HwEhMgBLlk2upT5HamO5unJOOUNPfcXuugj12d9UxFfzhBvhmo6gvjQ6j1y1c48y9UmPcFDfsHTrUJ95rS1sd0VTn8ZL7KA+hdXcJfWlKOrDnJUSnBcnXWW9Cqc+464PbAE8oZoxOoJANPos2W8jLMRAL0sV83Ap1GcJvt+C+kp+pFS0t576o+d+4Md+Ptbvl1J66P57/9b3fttf+KY33nX9QcmisHdzW2wM5+35FahPkwzdQX31r4Zp4x4XRX0qnGpCfbXIofqEfed+SerTs1Bb6kNUE4RQn/hbtdSH4pwaTH2OwyxihZccz44crS32Cyby4mBF6pMProvnXyNuoS5sq15gPBcG+dxxK/US6OVwEdR38vNrUZ84x5/aW88+98Lf+clfDLzvd61/5zu+8fu++23X7Lc+9RXHfq/UJ5unnVFf8QmlYAP7oj4L+/VIfZAHiS6vgDS9jpL1BVDfsQdfH+rdrYHUN/WLR6Da1zdkP9XotlOf2Ehm6ouZ9hHdc6QnlE8Gh1PfTKYR/ex2dvodW2WoSzvwefHkSvZrz36H4lQYTn3o5ITnsUfqK9pbz7/40n/99//5//4Lvxle4Mfe8PD3fffb7rn1MkUbInxsiLP4RqkPDahPY9xDdumIbRpwS6cj6rNYR3AkdmtNfYrOpMsrYKY+60ib9PWhouc0sN0dTRBOfalEffNzjq3dETa6HQuch/rqSnVSG2jUc6Da7KtP25AapGhPwxQ3G0IUXvbjZT+yX+NCHuSpMIL6xCc0oL6JoNWhdR5CfTOWwXt//dM/8GM//7HPfC6c/f7mX37rOLCP7T5Bg+G8APWhDfXJr1p37aSS+mClPsRVuCJNi5X6NKn2FD0hPFlfijzhObHHf4S9i+dUS32jTQjhhCdcPacH6kND6oOB+mClfTFzqSsvTsBt+bnO6D2Gg0UiJEsHddaiPvmqxPBNt+WbIvuR/XbuTV050MvBPBVGU9/4oH8Q9dUSxbrUd60/fu6FH/6HH/ih/+39sSc/H3vDw9/7zm+aar0dU5+8BxFOfTme+kq3DQVf3zEZd+4RUeGKLR4H9Vkxe/zR3qnv5j8L1Ge76JNHf3BQ3/BHFK1ojSHRhPowT8TlZ6IJ9V3/1ZKiXT1GpAqNCOUSTX1XHziac7SOVnu0oL5h+fvy9cFAfTsxjMl+F8Z+Oye4NdnvIE8QpjN4duqrN+7N1IeQejRnxbVS3+kTP/XUs3/3f37vD/3U+z4a5/17y2Ovf8tjj4z//Sgv1g2oL1Uv/9XUN06XHEN9zYwSPfVBigwAMcRBA+rTnWU1Up8clBbboL6UZnx92os+Ib6+eeqbaUX9/aIGcW4VjpHpZ6IJ9SVV3OAK6kNH1Af9CU/oSyXva7TJizP4RFYcoW9HfTN7LdPUB9ektBH22zIA7Jn9qkrGIJ/NinnrfFbK01b5CtTnOe1mD74fRH3i6m6mvvEzP/nUsz/8D375lQ/e981/+ivf/fZH61/kr3zrn/7Qx546AtOrV15g8Dqor35sepL1bYL6Zu/C4axQd/5rrlRIKa+Tot1JfdrOlvumPgwa7Ah7F89CuWOor360Noh4dH5kNnvaFHIF9kV952P6BolWoj7NijZX2wbqO2no+Lw440/kQZnt1Ccn69Td6zutNVi79J4O0yHGsqM6a5ettKuznMu+HhLurjeH81kJk9OWeH6F1DdJFDHUd/2/n33uhZ/7wMf/1n//nh9/z4duP/9izbs8dP+9/+Y3f20RD0Lqy0N90lGrNtSnWP4d9/o6o74imC8QyqUT6ju/GYgg6kND6rv7X0f5RJdIfWl56kMD6tO5+mHaV4LNG9gx9Z39K7qlvrJH1zrtFxzPragPY+q76VtrUZ+r50A9KXViT6urhgc+V39qxE8x0MsShTwo5kppqlC0VDj1edIK5YA6d1Cf1d5SRjx76Ytf+uDHnvwv/t7//UM/9b4nn/Zf//sLf/YNE3jQnPocITpWoz7femTJHrkM9ZWeidhpqZ76xsZ9CPXVLzHwpIavo74rX9/8UcpeqU9Wg4hHE0QMzzMR9rKOk35O6jvd1ohJ0R5PffZSydRXTe7CtI8R9ZUyZ1RTH6zUB3PPwaZ8fWQ/sh/ZL7CMSOn6qOeoEOpTIr0l67sM6jvV7z757N/5yV981YP3fde//thbHnu99aUeuv/e137FA0/90XPjgtT4oT2X+gYXEuxRQOqob+Lco5v6Tp7aG/VdvSpCbPcG1Gdmtqwr1enHkK1vaqU+eDpoifqmR8RVqbKZ+qSRvVXqkzynKZufeYRiT8G5cGD6wHEV9V194E7Jc8XgrU3WZ6Y+5bRfPaVYqe9qxjg/WIn5gemkvvqFtbrn9GhPZ0VHEVpjxdJ2+tAlK8v4U5d2dHfp9z3YbE0pJe2eqc/4o8tQ3/Xfn3nuhR9/z4f/2//1fY7Dn9/0p147VRDE1JXdlHct3mJvlNoIZurTbNAee/T1HaWL//XUNw7YG5Osz0d9p6+0Oeqb3MYY/bOK+pI+XwdSjqe+vDz1uZ6pCD3ipr6pBoyhPjlMTX/UV0QhD/WZw1rq7/VhalJqT30IpD5z7+jAMG7y2fVLu/JrMdDLpdSnCvymb/6ga+orhblv0TZ9Ud+1PvnUs3/7f/pFa+TP17zqgckKsh8LCaC+7DnJY+6NYn1qqE9pUiCuzxdwykx9V8/ETH+22x1Lp2i3Ul+aoj5HKJHmKdqTMZoLSqNmmvq0rwq7211FfdUTnYv6sof6Ziz7auobF0QV51b/o1D3x06o7/xZFdQH/exqiOYyM4gw+8wI6rNPU/NAvPXkfjtP9LY/9sNGyrnSey76eofpZWAu0N/4bHsn1KfAqQ1QX0008+dfeOl/+Acf+NWPPhHQeVfx9TU44SlSXyk3VO26E5IWz5qsLxlDzEFPfZZybo365i6ANaE+6Z+O4oVqe8CIo3xgY6/Ul6uoz2+IaxsJ6onOjJoK9gunvlx/r684Idt8fXCdpEj+fSKorJRm1Bd/W3u7JvZOnX6XRq687Lcg+CmCfAoTV6fUhxDvseBgDKE+xSw/99cj8D++58P6M5/lm4FoMRw6pT7ZPK0DoZg+H019qZjEIs2OGsWhpn6pL83YcNA10KrUNzGP3Y0pP/nIY8JREX2oOfWlQkjZRajPODYdeVwqqE87RpwhZOaPG6AF9TkmQ6HI2Tw2Id1SqKE+eOcchxWiafQWt7U3Yk8z0MvGMJXs10NLHMyzPM5mQWyI+gIq2JaivQX16c8CvffXP6N8qyfGQUER3wVJfadHmMKpzxFirkR9GJ0gtNnu26Q+5aS0RIr2I/xzEiaoTy7TMtQ3HAUrUp/l7LWR+hwn/TT5kuyoKcznntvynVIfzBQtGwx53tdXDhsmrTbWdrWjfotpi+xH9iP7bbvTzIGfYvPPPJ/uiPpsRHFsQ336XvPe3/i08l3+4JnnJmoHcX25OfWhAfUh3NcHX7ABmfqsz5ygPt2bohX1qTJ8mKmvFJJ+1oBYi/rqdqIKJT+qQkYsSH03zby6r0939tocnch80s+eL0mDmsKTPLfl+6W+mQ/ASX3i+jV1rhQrUl9h/Xacvib7kf16Z7+dE1zz9z34qU+6rTEOQhFBfXkr1Gedb2OpL6X0/AsvKV/ns898foYoEHAp1xyYsbCPaYytF0F9jtCjDa4GVVNf6UDyvGWDZA+KEEJ9cn15qE/fRtg09Q1u5h49eaDbU98keC9JfYpfnbpUhhrqE3xTCLP+px6EFJGifSHqS2KQT01AVLSgvtNHl+5VrkV9J62sX2s2Z1fHRKEm+22oFhnkMxr8dAf9zdSnmHQa2HBboL7cgPrGZHTPrZcp3+jp/+/5doPL4cCZPL0C7eCKoz7oqwMRWZ5bUN/oRTW+PhjadBnqy9HUB2Ujdkl9SUiu0yf11YStmjTl/dSHOeqbKZW253hStMM4Y1g7TD31oQH1QeG1cVHfOfWGUt9cu2NF6tMWW5wM9yGGWdlnu/CyXw34qQ/6o3fqyw7qs29JRlBf8ZnveNubXvngfW7qG+v1r35I+VLP3H6hE+orXH6DuQnH4XbqfH2qPdEQ6ksyTgVT3+zRSvioT3eD0U59KXrGSFP+BIPtvRr1nT4JIdSXrK3ooD7x+w7q061fAgzZtqKaUd+gVSOp7+orx1RPfcoVLdLGQQ313ZBOOPXNxR7FitTnegIv+22MPnnZj+zn1C3zMlBNfZ47ThEp2numvpTSu9/+6Lvf/ugHP/rEe3/905986tlK6kspPfpVD2te6vbzL37yqWc7ob76NVIMstrnCc8WKdo11Cea/2JMlJwdo7sP6jt/RfFqUAT12ZP1eVZDN/WV66IJ9Y36F+xVrkjWp+mOx7NvKanvrOSR1Bdl/U+Ou7MxvQHqu/O8XFefso8yhPpqjY5Q6oN5HwSbuvKHYiqi3OmbNSlBm9dasLKMP4VCGIa80b66ZkvcsqyaV0eB8uaoL2Z3S/rNkBTtb37s9W9+7PVPfu72+z/ymQ99/KnP/8uXfOvEV7/ulX/pWx7VvNbP/sonNkZ9KMWv91FfVhjNEIbffqlP/tFstN0BZYUbqC8gOKHrGmsX1Od4FcnrGZJVzGprrkd95zBk8vXdKXkr6sstqO9sCg2mvphLfVPFvplntkN9p+tGiySNi+wXkP3Ifl2z387V5H1vGVbNLFqrQhlDQqKtQ30pvfYrHnjzo4+4J9xBMT/yu5/9wr/64tSHH3n4ob/6Hd/4V7/jG598+vY/ft9v/87vP/PSF79kor7/6N/988r3+uWP/J7wTMtS8bqvePAtjz0SsPwjpZR+/RN/UHzxhPFK3Y765obfBVAf7vLdtLtbZ7t3Sn0O55XnQ5ugvrJ7pSH1XX3gqFnaoqlPdZhFesZxcC9S9vnofX1Ti2kt9ZVMit6p76a8trQNDupT7QLpfX1Xdbwm9RlaeZN2taXAZL9dEBaGWYz27PRrolt26kNKeebczvRytWHqu4Kx733n41H1/gM/+k9nwO/mR1/90Pd999tSSk8+ffvXPvEHH/u9zz3x9O0rFhq/xiHnN772Fe9++6OPveFhZTF+5v0fPSWrSupLKb3+1Q/99b/05qha+s9+5J/cuX84bsLB2A+nPsgD92J8fQqnhmS7r5Osr8WRxf1TX1hdpYWS9a1EfdcREXM89U2ZCmHUhxt//Tao77qPW84Gj6b90b5GU+q7M9oVU1kr6pNstn2y36U5hTbPfrW/wwOfLvCz+vqmZ7IJ9lsiWZ+d+jZ06uGRVz/0yKsfeve3PJpSuv38ix///T9KKf3mJ//w6q8Pf/n9r3nV/W/6yq946P579c984unbP/eBTwRS32Jj56yzAXK/CKC+4QjcBPXJATyT+dpJtncTUl9z6rt62awtlTTYyyeoGlLf3PmsBaivLmMtipcc7L4pac2P8/Wdzp8Cl3REfWfFdlPfSaVaqc+epDFBsNwQMo6qn7B59lO/wE6dfpdGrrzsVwt+vhOemGc/Ul87PXT/vW957PUppav/69Z/99O/dMRE6LFea2e4Iz48atWU+iKJwpq2YQPUNzElOKjv3pffak19i1zqW5b6poEZ56NEvcWTF6K+ycK3T9Y3GnrOW+i5CfWdvmQw9Z39rOFk78rU535CHk9Dh3DqwyCFH5IwMBW1FEF9c3+97+W3Jj+xLT7JhhfI/iHTrrSdPnTJbpC9H69PN63KRlBlQZwXHLm2erK/DLdc1CcxKBLy9XJF6utR/83/8s8/fzfD+1aprzpZXy/UN/aSb9TXp9j00fj6vvyBe2tmjHSx1FceBjWGYfZWV5/UV9lxZusz+01JRe8yhsqEtY2ya/jDxk4RJZduoRbnnGOptSxWo9vXNzM3Vm+d1FPflV6458smn9zA6M+GzoDqR+fKYjS0hqrrFo6jMpoOFFCwFdhP+f0e4hthxU4zAD9PNBfx3RagPpU1S+q70e3nX/x7/+evXmeMEKmvk9qapL6JgHxtqC9gSE8Grb22DKxhFh3UZ38R7QnP2Us4C5zwbEN90kGLpsn6rAuYKZagUF2AfaXZLfVB+qvjoqC6oS3msqONMJ8woS/qS6bzBceJV5kMW2Xvr5IV0gv1aY9w9wA7HgM9OshnW1ux7vge5LPh26O+1DjIZxfUh5p6jjnzeatcHVlTX1nTK40xqS+U+hYr1e3nX/zBn/h/9L6+3qnv7p/lbHIByfrCbLiZYllt6L6o72RqWoT6zIa24+wbPNd01qO+OsMwCJItv5ll2NwA9ZUW5dgZQ7ngu6hv+Au9U98UTRmoT11bXVIfPPUJZT9CvJ1pNnT9BrqF/da3yrzVi4Tah+qpD4YmXMNi1Ab57Ij60sqXEg9NqO/q9TDXD0o2XDj1YUPU93+9/2Otf+gXPvTJH/jRn7+hPmyA+qA54bkO9ZkTfsvc0gH1oZgg0WqiHYdl2BL1pdNAErBsK3VDfQikPlhGawT1pW1S36DWIlJ1j/iqfnMKkslooz7pgc2ob1Qjduq76q5oS30pJORBFPXJD0BN51+d+uzWxZrU5y82mrx5riU5tG8X9/f7or6q9wx4kVt26sviBoPiPIYxRbuT+jYwkq9L9bMf+PjPf/B3/403f827dYnXTXri6ds/8o9/5To1QqGBeqU+sWOsSn1QXoLybJ1Up23wUd/Mn86DTGRldcFuG61MfdflzhDmum59fdWGNmZn+ObUdzc6tNhRzNRnP43pmApDqG9+GPqoT9eIWU99Tewh0wcmzxdoqE8wUyqpbzK8eYVTopr6XA+v804sTX3VBz4XtRVtZzMR8FA39dmfukitpPkgn+jD9A8tRa278FYE9QlQi3ODlNQ3VaqXvvilK/x72zd85Z/5mtfq0/HN6KOfefpn3v+x6xt9E7sOnZ7wnO8YWWPDdeDr2wH1lX50KqP9uUFWnaJ9Heq7qj1MxbzI26U+zYUxGFcaOKKTSNYWCj946dRX96M6LM9pS9Q38QEL9U0ZjgHUl4bZOGrbvT4g6vk/5tPvyL/tMjXX8fVVsN8KtqL2bCZqH2oKTLWGry+c/Xp09PnGRij73QqiPqSUgCyW0Ux9MmlWUd9P/OyHnfNRIYuAIaD88y+8NPX3l774pff+2qff+2uf/rJbL/var3zV173x1d/++Fdb2/WJp2+/7yOf+eXf/L3T/OxujPmxn/mgaZDLYQV1ttHn/+VL3VOfMPxcx6SFnGwNUrRrjdFsqa5tU9/87Lpisr6K1UFzYQzGlaYJ9RV+cBXqM1/DrwdJjfVvTpObTAkVJ/IS9kl9w6kQso1hnvfNVsh4h0xxQXEx6it8pZF1vOYJTxf7rYYJUAbNqJn9q6mvIhflKuy3X+qrZb9bEdQnDZjrczudUV9K6UMfe1J8zyOEM0d59E+eHFaj13jpi1/6rU89/Vufevqnf+G37rn1sgfuu+erH3nlVa72lNID993z2BteffXhj37m6StG+sgnP/vk55777DOfL5bZ7bz6Fx99Qm3xKs5e2iHETH1iAE8P9U399/Ry4qa+pD8mvRz1pdlr1EPqy7XUp6q9ptQ3Z2jnbVDfSfnHF8aseR9KsR/rA3hOUN/ZD9qX8zDqM9d3U+obN0Mk9d3UFmaWs2Uu9TmoD+mYhBQ/M4XHwAMWQn3XE0KebcWVqA+2fC1GO3P9e33WCJfrYsJsfrTah26Q+iorUdxA3zj1VelWKPXJFnCOoz5NpIXqTeEJ6kvFLAJ3p9EI6hvopS9+6ZnnXnjmoy+4Z8mAI4uKf+qC+jTzZhj1Tfb8KuqbeOq61DfFfoWjVruhvsmvTCTf6I36Zp9gyvsQQhQ26it9Zw3qU15xLP139g80jYHThPpucCBvjPrme45miYPcX2dH2WRnmzk2vqqvD+ZZRWeztk3b4C/wjI3aab561OdHKJ7FMx35WI/6fF4tcQN9NerLPVRPOowtyzpfH+Y7LvZBfXe/X0LmeOqrnygvjvqwJPUVB0U19Y1fpAPqG39r/IElqA8Ip765+ISYGjQbpj7v+o0w6hs1Ypn6YKkKtPD1eakvGUKjOlr52MTXd9bIa6VtWIP6Ujvqm/vN45onPJ3stxXqUw5W3MD56pAXTX3GZH3qDwPLVZe1gxY20PdJfZ7Xu2q3g91aFU94iktFc+pzrBxm6isdkkD7XHCXQ33jPQibrw+l7odG1Jfs48homndDfaW6wiT1oQ311c+F4nVEkSjshvgS1Afbq8EZviSC+uQmy2djuTptw9LUt/SsHkR9NxshHSTr2yz1jY0Q2Nu9PfXFm5rdUd9sFXXACJOljaM+qFrIQn0LVxZsnQr+72+M+myvd92jDhZrVZ8Wb2ZXOGPWuA+hPms9Oanv/FkboT6EU1/OTahvHiw9pg981aV/BpIiQaW5WVFI1rc69aG0bVygPuPc1zX1YQvUZ7X+7Wuixxitob6rDxwDkvWFUx801IfoVlbE5KilvqtSIekdvMtQH1pQH5pQn9hJIbXigtRXe6ZAu9QtT32zRgwQUhdNShvt68PclAY79S1eWcZUyaux3+LUp7d6bj5zsFBfndl98kxM/ejmqG/SpKg9d9qM+mxQp6E+uZzR1Kfz6CJZZihVI5rbKKfqZh2Mo6wJV7CIr2/Yarl277Se+tCI+qSX2i71WdtqEerL5Xt9sBTLvF3goT5FEwi1Vj+ro5r6cpH6TveduqG+1IL6FCtSCPXNGT+oH2io8/XVNnGfKdpnd2TQqi6Wn/yV05MpbYMyt2U37Ieg/OgbpD75fQcz4WF56ktK6kM89aEN9aV9UB9OwgDWUh/0lriD+gx7G7ozCZqtU/tKvAb1YckTnifkoAwQabOAzdRnnRtRX1mKGcOx6i9JffraW4r6pjsGdMXqgPo0JyusrTy14YU66pspVVhatS1R32DliKS+q+o9ite5qxd3Rw3XXPbrnfrGNeyLbbNEGe/usyDmTc8bSb3BkC1daO1anF4xFz3Iuyr12XDsVhvqk94+IEW7h/rEFvFQ3/XT89AYLgY87Jf6Bj1F8r5Kvr6JWFJLUt+dRpUy5FTfgXRQHwDri2RkITPhIp2tsFVtSgsATRjhBtTnD+A5Wf5jafzXr2H1y7yV+pw/ct5M1mR9ZupzTesIoFUP9Yk930F94qgKpr6grr0I9ZV6Tq4cA8dCSuhq6hNbMZz67MFibR/fBvWZrYgVLPZWoVxSRNqGPhgZs8cT1mrXbtI2QJnA5rBN6kM49R2n9uE01HfzG7D2yB6pr5jTxnrCU0qLgwbUVziVJHn82lCf9O4+6kvdUV/xlFg16uR+qe/kT8cGB0vWpT6YfmRAB4tRH1anPskL1KChofLoNKC+6q69GvUZO/TEJzDXyhXUN7WnhOrYY9X2uu0L2WR1r04PMFQgFi9abQlU+IEm1LfSgU84ShZd1M6S9akich3mjbheqa+2VGPqkyc4ja1vPEsQTn2ei2oz9Ttx2kVHfXOYp4lv5qA+a/02o746uBrZcDfUByf1oRH1lT9hGJDyrcjeqO9qxjjCV5ZuqW/eHp39Byzt68O61DdnPynGNlpQn/UhBuqr6Nrh1IcELfWFTRnQtLLD1+c5a92c+myNnS0f78XXZ+ncC2YsQG0JDPiBJr6+xdkP7pIhtEd1RH1nrzdjDBxmFoII6ju3OQspvwRDuwfqy6PdrMYAACAASURBVErqO10m5NyGTahPbkRz/aZ5HpOo78zxhxWpD+bq0tiN1uvy1kt9aezrg4f6AnDUZtyryrRV6muQ9amfE54QpqniDAw99aHFCc+8MPX5tl+uQ2UuSn3jacpMfS47pgX1iZf0oQh9U2MmFhvQfcIT6oUHiKc+1M1hpgCefZ3w7Iz9kFAxvqc/k2dOeELZnLZ2W7CRjx2UDKZqX7qzz73yoTH1Scs/zvi0T+ozA8MihvgS1JeSxGNQ+PqERW2crK+Vrw/B1Gedbuqp744z0ExYtauyAtDMC/soQP+mqM9uQDSlPk3oRevesSbU+ZAXFNQnTrHm2ghI1menPiQP9RlbIoT6FCvaTqmvuJPhob6T88yOrEKwJ9KU8wMjtnqtf8/qj3eCfDUH85u+AOovaThTtAvBeVT5b1ZiP9SXDAGdKmSqbNGjxE510KRoj6C+47yJjd1Qn2G0+Q1xR6laUJ+6zaAcwAHJ+pJ8tSMgtyHM000I9Wlsc6cxWkd91pl1dAlng9QXtPSFUF/4cmykPtV0KSfrc3gG1qK+wei2trInp+g2qE9lMJip7+ikPstsOX/toQX1pRm3G1akPuFTWT9l9BzKBa5aWZ76HK2ULa+cfZPPauyHqJCs4VeX+wrgKXv85qgvoPbOb/5MzWOYmwprqS83oT4TMCAtFMpFwaLtqU+zIb409U02ohWWHDNVKPUp37S6sxVsOOmgr6bRt33CU/Ut6HtGa+pDzEIMRcdAJfU1NPKaUJ/+N82JohegvsFIVFEf6ovto77kpz7flIHRCZFsN0Iq5zGsSH3lzwqn2LAd6jPWTYs3Qb3bUY8f7hTtnQmoCTsVc9lvaeqDfqtG69c+1FAfzCc8fcGBAqhPZcOZqc9oZ8tT9grUp2nEgVGnoT7rAF6I+lJ1I8bkJa+mvurtGPPxzqRMwzAPDOMWyPbqMqNRW1+fl/2Wob6glUfZMbA09aGG+nI19ckpt4Jm9Xjqk5eAqbhr8CIH4qkv6P6YMlkfLC9rGJtwLe6Nqc9l2WJT1LfeZT+Pr+//Z+9smyNXcSgMXfP///H67IdkkrYNSEcvgHtuaqv2TtKNMQjQA0JH49XTEu38PlaI/xFBfUvYbyr1oegO8AYWJWf1jL+o1lr+2SyXz6Q+3LYMxWllEfUR0z2c1IdE6sPm1IcPo76Bv9Vr565YHwgfzkB9/vY6EvypT6S+tnefftYHM/Xxk0yfOi29jC2or90/lXM6/eGdNuqL91Ilsb6Sc9aH5iPg6nfxoVXdOJVpzied9U1nP9VGpFiDGOqjtzNWsd/YN5jGfrOpL2YfYaTjF019quWfG4GG/cJl1EeS0Z7UVzVamWSCyfsAjqE+91jPP+uD+CIV9SnUR7s140IRI3q5hvoMDgT4peoZ1KepRkKE5xFMfV1FUGpK4VlnF+ojjekx1Ecuii2JduRFeEK9uM+ivu+vfqRE+xL2i7nU56S+2k7OE99vUYsQwi+xW/zt9dQHs1HhDn5IoT6WDqT9LcPKsQX1YZpEezz1NeoJV5m4y+jkUx82ivDEmPr8i8QO1HevCaRCYy6qsdSHOOpjHAgL9ZGGYUotOoH6ajj1/a7HiKQ+GvI8vYxE6it51Af9Q+mBmEh96ivJLeqTe8EZs3DVcK9B/S56/oInQF5aXop+Qbko498Bee1CUd9MXA9InpnUaIQbOVusj1GJsBnVy79vRKPSuNFhoT4kUF+YGPpwTgmiPm4SM1LfZfk0ZzP/+WzV7an4qE/83dx7ffgXqO9kKSh+6uOn8YDgzCMhkGxr6utf+wqivuAVXZdjdSb1wfZqOBKpDxnU99NYMyTaS/BZnyIJcZ/6Rhs6/kj1G/Uhg/pMQEFeWl7EfhOOG2H81s7UV/b8Mfgb4f26C/V5jQpd8JtFfee/SHqoITEMBuqjgWGUC7pd2gzqQyj10Z5QbwDj5zFQTz0p1BcRpEQu//gXqO/vuHsk9R2Akfr61x4tWSjmn/W1dqoOtLL7bUh992tS0dQHXTR7gqvq8v6RF+HpS/KpE+sLj/C8GQZHfcYNHSX14UR9wVxtpT7hDdqT23SciBYhCAv4zKK+Gkt9ex36Wdxj9/qqsqj6OOq7lv5aRH3SYIO9VpX34Vjqs8jiNUzq4EdCHIuaqS8EOaqIB/eFOpj6QvSmDFPVdSUOoT7ZA1tAfTDmoSInkATqC5+7DYN9TYRnRQ/d0Vvztjrrg9qgTdSnmwFgeRHYO3ZqhKe65vMk2lnq6//ie1GoyhfRa7RyZ32o8rgKSXkwqHnVe2x0xuMU5AvP7RrFfphMwIxsA+aIGc5JfhbNfgtkG7QdZ05ljBP4LaI+3HabcXH2/dSn2TRhqY/fOLibFFgr/Tjqw/t7weGQ2ahPLO0R1HeauxFEfTWS+rpJPstzxPp8M3hIFoq11Pfmj3onmfQIT6yhvvNiDMuLwIIMSupDEvX1zGB/6kPLz6t66gtbIk9P+a5AZ7UnroNmUF/KcA6hvkzn28V+udQHXZ04sb717Oc0qpBELztTn/9Jr7LLWZ9XtmET6kOC6xN223Aj6mv8HUuor+2px1MfcqhPdsQN1OeeaKTQ4I+mvnJx0TgY2Jb6GkketFOf60oz7eRBjExNob6AF6n+hXdUsRCJ9lJS7vXtcNY3R7ZBoL63L7V7DjEpD3o1V0SxkcM5GQzX5qIEO7HkAUOkRPtK9luxldBQ/n0A9Tna6bUB9aFLfUwEAUt9NYf65P0fgGqt4NuGgdTHhhe2N1MhOQT51Hf11A1rDz2P1sa7B10NomTx8qmv6bo4TWt36uu2Hp/fXyH6ZLkJYaK+jluqd3CnUB+5XKdRH1KpTxepLn2i8ubpT/K5CfUVP/V5fadTJ9aOywFy2XUs7pVpXEPe2gdQH288K6lPrGA1N9oa9ouiPoR/d4JEO0V9vvf8E0t9iOn784cVV4wN1MfyVYgY+nfPNdb4aqM+e9zpYPUH0+3Q2ehoWW0XMZX6HFO1lfp+3914qU94EX7HJo363rs5IIfqU6jvwK1JK1VPlHD9IsEcReqzTn0BCzpHfd+TCkl9wZGrnZlNTpGKccUR0uKB1Heddqqa+g6ZgOEP3dqU+m4vLVmjuOzy1AdYPFvg4L6BeNd57slQ30lrjKQNLvW5qG/BT/hBH0wGOpv6iI5D4Mj6szX1tV5sCvXFCySg4ZQIvfcA6lOOYWZZ/YsHfuqzJvCskbOV6GbHU99XrSpZiJv6QqJ+xE2fh531nV7hAdR3qDzH02tlqKF4qe/7N1XAp1zqU79I5V4VIbvmJPURqFm11rcL9d19DLo1ritHIPX9VM1/+SXkUp/dRw9lv3SAAbNBf5oP90CrAOpDCvEgZos5/AXQ+/jO1GftqFevnHjq81we6CSKqE+kPl2hc24bstSnSZBuoj4p6HEa9YWufzrqC+YrUULX0olB1Ae2EDGHxP4RnijkxRnVe2EO9fW7QJmcahn1SbrTU6hP2ssb3DeAb/ivor6i0K7VUV+I/AkdcGunPuv2luKsD5tSX0DOqk2pjzcn7EN9NfCsb0bAZ+qlPnAfm5aFluq4+Fq9jC1loD6/RyvNVjOoD6n3/hFIffTq7874X1xnfTC7YMHUF3QFmTnr01oI5/YhqBODqG/8qooE/dfWe8i9vspOIjNSuSip7wJ5588cEYaRQH1V1J3ehfrGn4Bv+CudwoBULk1C6y5YMyTaDdQHP/Wh5ER4ihveHurzTW4LOGdqsCJjVMcm1BfcaLnsNyGVC3l3BGVJhaoPH8hav3agPoOi2jLqC/QPiD3dB1BfY/mnL07AopccS31aiw2P8EyIsA3pxIj9GvFVFQn6OTTaiPqulTmDLLanvuEww47UJ06PT6C+W1XiU7kEUV//KWhSn8gpC6jvywk52NaAsKGQRH3i4E6gvv7SEJI8f0vqY0xrlwhPZDRaFvttoQUymQQzqI+v54v2PROoT1sGPoj6emU2dtSCqa/mUJ/Y4rxAgsHU4yI8EUZ9Fcp7ffC0htgFiyTa5d/TqFl41lxLfd2xyjuOq6iPDnMIQL4Y6rt4Gmuo79yClWkvWIe/YkKGc3SLc841lmI99TXtShO9qHYYMJX6bi2aRH2R0xLSJoRl8IBMQkqeRRex30zqg/OtkFmPQIl29TdeHPWxT7G43UPUgcWHq/JgWEF9t4JwnT3ibxsaZRt81GeSxRNeBxPu9SGG+hjnHpZ6Po36fnvwd3bTz8B+/ZlF1NcO5MNU6rttQhBnfeprEDMSeLLUB9XN4TTqeyu+0m+bRH2CSxQ252Ar6pN/qTozAbsO3yXaY6jvbFn0lm6Yg57LfouRb2hjKHC8WWJtt+XkoshEMKEPOVUUZFhRwqU+3Vdf+1Hf2Lm/jjMD9YkVnUd9b8VB1DaU0GcX6nNP2QpVd0UnbpDNpRqSkfg9sPoA6tM6XE+gvtbmXOesD715bg+JdrEEFFvE4mLqa3IfnwqLpb5W9Dt9b4+WS2WoLxI1m3MOylzqg5f6Wh8wZXNBl/qULgW5j2RZ3MOoL5f9tgCYjt8INsh4Vm0z9jaDqW96Y5GZHELZbw71qev52pX6hnEof/8WTn2YT31fXznI5pwm0b6A+iCpusurbBj1UWLoMdQHqp6We5U7Up/8PcihaTLyZVCfZqiNXdNnUN8tecUa6tMkpe01bzdRUIgHLGHM3enXz59IpD4kUd9v6x9ifpIZEu16Y4PWYSjUAbiS+mCiPjJTYjT1pTnr+xxbNfrtSIckc6NhShOErJjT2Q8T39cr0Z7z89r2rE+0ngzq8zP/DDd6CfVVBhh091KGrdfuGq9Eu2Et0V1BDj3rQxb11Z2pT/em1mj9KeGdpZUzUfTAhM9sRH1v/7WM+jTr52DcYS31EbtT4ol44FkfkqivPe+5xfpSqe932pcdBjFaTKA+TeYr/VmfOlNiGvUFH/ptF6yId+tI2K2LReXN2G+0e7405pP4OIIelk19UkmvvakP3SmJXPL2pL7T6q8cEauojy3hsMwL/CqbTH0mRTV/hKfmZq/lrM+tn5NPfZDflM/Cuo769NaFZ1BfeTL18c2ru2TPUt9hbA2kUN/vPBYdVY5yv8nzBOrTrDXUFGFL5VL4CE8sP+sLY79Nr6hdo8b3quWURjMtSgGuQ0C9A45C/bHPc876YAa/Lc760G0gdFs1nPqQQ33+BW5T6gM9ksVU0X7qs+SYKV7ZBhP1abwZq3KGQz9n1lkfYheMJ1Bf0FKIeOprx53hX6E+Rd35s77hw4VpChbqU0a/g2oNOXuRfJPnU6nvrcERRX33Tmwv7vBOKW4fNID99k/gqXnfyS9hEKaaVbG9ZBu8BmrOdlTnRnjCAH6gohps1AfdfIpuA8kiApNk8QKoT9TncVOf6qJaFPUxI0y5SQkf9UVM8Rz1qUTGWackQC9x/whPCPVUR7PsSX0tw6gB1CdtQhxuLdtWXFm+W7Ap9VUr9fVXHkQ0VzWUST6Uor7e+sXvwz2F+m7bJAHUJ1b1wff6ojeScqmPSiS7kPoSawCmYlOv1CkLzmW/PLG+oI56KanP32em1FiKBqKTDQRTX4zmdaUXOAP10RVzUp/WMAg1qabo9STqE31ig8g4O0Yi9BJx7Eh9LbdQDE17KvWJa8Lu1Pe3S+Oojwr5clOfP1WmJmSxkkMApnnJR32XToSb+ka7XVDs6RBTzCOoz+SEqjsRTScEhWssqycT6cJvL0IgnWCvZL9YncXALo4Y5lkVzWK/faiv//PnIdRnuNFgeihPfQFD9D7Ltz2Gmkd9qhPIrByeomW9t8i1eaZS399nT6G+Us7vbhHr6zU4ROeZckZjqO/azb6fh1If9H2jpr6DD00JiGSl2xOWpLQ26us/MIb6VHuQlWQSjJvKRn2jGcdEfRneoF+sz0R9jgSeU6jvZ6KrUi9meDKKPqvkbFC2/Wm7BFX7yvycHt1oKTUQCjUaVWhVEfkoxcf3S+DZrPXLS32Yc9angoMPob5yE7bg2ns/6rNe8EADDU6/n0F9uIaHT6S+39eNpD615z6T+k7d/AzqqznUR1LVltQXcylabnAH9fWc/UdQn6JenrmxfY4UQX04ADbZ/OOor86jvq8OwtAvWkF99O7QxtBXUOC3zJXUl1g1pBgVptufrUiNFPFa6utU7OWlPto0o6mvxX70Q7ET9XVdYD7VwD5nfbd8kvyFhCkS7ZId3JfZZOorKdSnsHKNqxQe4QmUw30aMIv6uJlMTX3MmuWnPqRQn8Uar1s9nFifhfoss7qf+mgJuwb1VYGI/XPjQUaVq6gP7+u01cL3p77uJ4YjrRqpL8R3mudyfgz1kVWPP1HFNi20HGwcDR6W5HNb6mtV7/VrRNHU17oBkkN957Is1EfXKpn6uhyOsUsSTn2WfDByBwVsKRyrqO/tvyrmUB9vOYXuRLerFEN9d/e/kOvuR1CfcoaNoD6xSAf1wTJ/wkB9KlmtgDy3IdTXLAGy5aBPff4ppVUrZFDfqc0NswxHfap0ppOo72Jt/k4UHDZNG++Q/f/B1Ee+UOCbGjtuSlvHgA3mfTvgst/m1Her+EuFSibqE7+DcONuHBdsSX2qvT1O2zBAtqFY1L3DxdChNgysor6Gj7019bEDOSaVi5X6Wh/R5vZ8KvV1sQVEH0RTX40464NhD4KnPu9Aw1rqG1DOjRNqwpQizhhDXQGa+szGxFNf8Q4CN/WhFV4cTX36PZfLZskCl/PzqG96ohdXx2UGfIbmB7JXFelfUXx8N+o7V/y1SqwvnPq+V6PhZYhdqI9vrnE1l1CfRRYvJt+08PkZ1GdeJDwuWkV4LND93ebINojUBzF8HvdNn0dQXz/Sz6wMezt6TpFot3Y7HNY4g/pUhVQBX73U15z2ddSHROpD0Um022YhKPZ00qgPc6iPH2meWR3K18AWxLUt9dE6TBPZL2CVy2G/FKrxC74sYb89qe/t57WE+sKNuyXv91Dqo7UKVlGf0YeGa+CJG8cGifbHUN+5LpFifepU2nOob+gSNoo4Co7o1ay1eRlCfcM+0jgQ0RLtkdTXd+Nh8cQDUrlkUJ9mCuapr1io733ByznrQxL1ESsxMqivKJ46tlIH9SGD+v5OhtILr6E+/oBhHfVlc4MdTtbJbSjMcrYK+WqLQnut2Jz6cAO/HajPdI7UmHAxXjf2pT6lO4VHUp9+1WUMA9aKqVSGN6K+jn2HmCsmifUxEZ4dIr9RX/zcqFIRiKY+TcPvTH0ui4/3z2Jk8WZTHxrUVxURnkcK9b3XIoX6IFn4IrE+jCcv8NR329HNoD6MkbWsPevDx1LfFLbdV+EQyO3YkOziKeiYI2aY//Mq+jijKdQXMRjwfuRn2EPfi/q6VUQA9dXp1Dfy6O2mtYz62JAQOKlP2UcBAuAZ1Gfp1mGnLaI+JFLfODX7/tQHfsqA4Q/uBJ7No374qK8xvN1nfbVoRx5SqO9uWspAOO0shL6F7yPR3luw9NTXaF54+4gdqocq/3w2+30m9UVNbdOoL0oy4TkJPGcUhR3bpwV+SnvflPr61ySgor4MlRvF6k9SX+sjdyFxC/U5udEzL8BjGNcl84imPiipj5ktYJA/qQYRi4dSH3RZ/rAB9bHWRXr/mqurbupD3lkfpUHDe7Mh1Nd9DhzUJ3yC8d111GfZSBJtfph7DBmb3NqracJbz6Y+JdqM7ALqTiRzZSkah9cMDfCqP5z6Ei77IS8Nj7tY8aLyhKquJuLuUhKc6iYc/BKoD4up72fAeGZwK/VJq7+J+s4frLdfPYz61HOtmOzRlBqDPoGsGYYh7xcMDAMfR33S18/vvif1tQ5DTBGe41D1COqTLdzT7QihvqZrnkl93/+s4dTHKZeqqU92QgzU1ykBSdT3dxdHmZYyTqyPpj4EU592VbWd9bW3X/jlMtqf3tEVjjzrC2W/dHDwRLaKfmp+Vfcg4lZuOuycsLa8ZLEXC/WlG3crqhhdONiG+lTahmQ2F+B4JPXFnPXxeYPc1Nf24Zxi6FJ2ft1+wQdS3w9Onb3EhDtjEdQn8hSdcedu4PtTn7JaoO10BvXdYilCqI8YiWbqu4NKHPUVdf5/w+3i28tvSn3yBo2F+rxx++z2C7CQ+nZkv/j2CGK/Sexgy2UjKuQ83Iw87Lcz9eGa3AWWt19NfY2l476IohgulSGD+sT2lakP9Cq7NfVx91KalyKECxfh1MdOFTnUd7N01lyfQ32Xzx1KVXc4zXUp9XXN8SrbEE59+NxsLqCUcTCJ+vA+GTqp7w3RwqlP028uC5eesB31XenKfNYHsxPCbr/AOvqifeh44bRdqI9nv5XUZ+sN3RZQalX3Q6tz8N2W6IdfHb/BLPwM6ityJcBpmwakcuGpT7NU14vpS8mUdLcNV5/1aW9rDK7CYz31dYrwU59kGLBRX8BnJlLfz78Ovap70d+99EqXayTaA3YB68ili6K+AI9ECr/G/tTXQ6ME6rv+V4hEew71jY0kYF+Dz09jmJIjqe97VlIEgFTSd4L/Ck4ZicXMQsCAy1lplxFzzz4dOgQ7J/BkhjlWN+3sp4jp63egvnLX8dOPsWdQn2WuXEN9nNeH5rEnV6uyT4QnRNMSmquyrjkSqO/uMURQX4m22GDnXvcUTZCzwmWbEOHpl20ohki/eOpDPPWp0gxIyoSG/dCI80We+gor0b4N9bGuG0N9Ee7gGB+zqU9RC4r67nnk5NTZkjnwujji9gtCVvdg15m/7RyHfOsjXntvuQQYEjyNpGrOrAW3Tt1FdfZgv/vC/bIMVjyS+vAx1NdWEahkrRBOfa7QFKg3FAS5KR31SbWqGYYRTX0W0Uv9HOG4fECJ9Vmpr6qKxL9KfayFh8zYgH4rBHEW69z0iaC+uh31QbfA8dTnnxsLcz+ol8BzI+orQ+ojOhElYnf7/pTD69PmOc1kfuOY1Juz/HH+st9KtuLWygx0Upe1H/uh5zatZr9mv70iSnnIWR+i7yeoZPG81FcHCy3s1Fei+ygjNIWhPsbtk1Zqr2eDSdQXPoVBI/P0IOob/ukx1HeuyKbUN/bE0S6E36oDrX4mX++uim4V533rapV61ideCB/mHltDfefP2GQbjNQHH/XBSX0xfs599Wk5pOk3pZBURPWXuvyCY7cCx/IDIhjNcgL7IaXUKMcJa2pmXbhf7lLSqS/kirOY9H+KRLuF+hT1DKY+yzlSSGjKwVFfVbj/BuqLMQw2yWcA9WXkUL3FoDyO+nplPoj63qoTItGeQn3Wj1ARf5f/mEd9WE591ugMENR3Zod11FcWUR83mdKLt4764Gm8e7dBpL2Uu3Puj38G9THNsUtOkBQJcqR8f5dASvhmk9nUV0r5E0h9MXeHeJsj3BJ83waLD+QLFOvTQ0jt+RzVQ30Rdl+MhoFbBps+9fWfVhdT37UiY8sxSLT32hi9hvFqslWdc7+G+pSZEP8m6keAnEGMWB/5E0J9kYahpz5VzxCeoM7756gPlqvtM6mvP7rFJJ+Foz7NepRKfd8EVK9v7U/guTf1jVYOw0BsXrCto2V3lYOPljjxR1Bfu0s5q96MamKaIMao4kzXUPt+49RV9VQa1Wv0otid+mCNXsMnU19pCr2XjcX6AGFZVVPfe5FLqU9rOYHUp/RqTP1+0CPRT30aMfQiJbZV9OlzqI9UTtqB+sD7gjrq45M5OakPO5z1WTJ0+Kmvzqe+K5c8ivos6wLoavPUN/pKzN0597fxidQ3bC1sdylsGCawrC5lt5oQ1Df9TcR+ewlrNWKoLyl60Pj++Gzq+0sUD6E+2WfjqE+TwW8K9YmGEU99UV1AO/f+et6pTxwWUF1JpKgPu5/1qSMjN6E+5VPBUZ/wBglnffL9LZr6qi3C03fF0UR9ARZOUx8ue7QhYn3zqI/L7QzlLkEI9SUlEUFeEZ9BfSAcqB14K2EhQ8oXVlz2o6lvYlU1/faSJ4wI6ptPFEWKXoMhDz6eQn23uf5B1Hfdc7JRHwZLezj1WQwjkfoQOTZFTbaiGQLB1Pdz71e/W4oIEbstIjwVme62pj5o0UrBOY07vTnUd6milfrUEu3DMq1XHOuDqI/zQf0S7WWXs76AoSr+4oCrm9KoDx9LfU17Q1EKPCyoaZbaBVZ/NOAFjNQ3parK6fnFTRgPob6/fiGEzzgbdGvqe5tNH0d9HZoiz/qgWdpDqI82jADqg5jIMt65V8wPMOTe4qmP3gP6GOq7V9awr7GQ+obrCjjqu29zaBYwB/V9/0d7D0JFfbqJTFEm/NKFz6A+RQJKP/XJOVV46sPhpz7kRXii6VCYJrDQsz4M9imeTX0Xa1ZFLqxBPiA16WvOMR4mtk/bc69Fuaytpr4z+KlmkGdQnzzn/93PgLlB86mvpbRLUZ+uPXelvhId4QlDg7sNo3UYGEJ93gXP6NxjL+rT9LOf+jS3DWdnc4HFwss+EZ6dmqO31sRItLup7ztBENHpBurzL/CQDugzqM9w0q+mPsKyDNTH9B/zOj5hNNFDcd7rC8mUmBDhCdV6r1gB97vX91uzDRBPZ5PT2c+OSljRPiNjhXoaC0A+ygF5MdQX7UCkU1+TKK77GZYXEZ37COq7faKyozRFC24O9Z1/baK+ylJfwP6KqOI4ifqET7qcewRRH2KobzyzhlCfONHvkMMz4P7i3Ht9Nm+1t+opqI/bGelSH0Vo0dT3ttZQUc1dvzOW+mwKyzrqU0LdNtQ3qCKnUAXNQAQ/jqrbgU4T6wNXAgo/uhfC1dwWjnPtJrDfxvlNT+0DgvrS39PQb69Pp77z/M3vZ1ic+3zqG60c+tvwm1Pf3z9+DvVJsax+6oNmj3xGNhe/bAPtZ99ffAL1GU6JNch3kNlGAiJZ51NfewcBIGuleOgC6kMO9SlenSgk46yPDYpkqG9MY4qIJItEuzsGBPRawyKcKp0pFUFjEUuMoj6meDRBeW/qI5sTkyqG/K3/+QAAIABJREFUsrYGqfmBEtqnfzANy0X8idRXSnn9A9T366HpnbuZzr2B+mQS+gzq+1Fy0rvmqDfqu47DTaiPf0pyxiO9c49s6qt+MXS4pctnS7T/pT7W3fFTnypQJCHSr2c52Jz6SrZsg775YaE+EBLt7LRfc6nP4aU8JJULJNxlqW98W942hSVTn2kdwaOoj9kkQ3rFkN/f4ty1Dz4q26eCeHzNqKrZAfnzb1CfLHGrUlxNcO7jqU+haB0urWEyDPlclD7rg8rJe+/t2dSHUupk6vsrhBzBhTiXOkeiXd9HPz2rMKVnUp8oyWyivkjDUC9puI5GsI73FOqjS5hIfb8tqPF33644oLnkGXbEzNQ3SG6h6CGM4WU76vueLd1+jupFRk5I1bo/XcnpmFnPL9YH5aS9H/KNWrir850nAK5dyFJqAMXevrnU1MaprUelCZKEUl95T+6ijRHHx1Ff4/bcDOqrCdSHhLO+LahPM8sL1NfYXooR62MN4yh8JzrHCDKc+92orz+PfS713X7/COqDAvLEzAxoDxv8Y9Sn9XdP1NdqQZb6kEB9zDVUPIb6vqd9P/UhnPoEfdCM8DROoh36ErAr9wGOXg9Hbs/yitnNE7yzEE19us2MFGU/Z6u9lDNIaaXc+Feor6ZQn/wiPPXJc+YTqK/2NiDt1Nco4pgg0d4zDFDmGhJhK23YsNRnwc906gtZEx5GfYONJP/iwRuG5ZiuPyFo9eoVaZc/mvqg7MMeOhio72p7akgYUJ92BkaXALaO8HTcosJNUiKQ+pTst0iiXdV/KKkKBJlYsy7D59xsLoO3R17RE6gPI+pLqae/317FFCOu03kXmnUR9YGmPptz76G+Wr3Ud5+1FdqGBizPoD6FY2aJ8Dy5DDOob5iSHhZz9VG3fcPm4dQHpj3jbxvOoD5YeMC/vIRRHyjUGdcT9yt5WuqDm/qw6qxPzv2ITvP7qa9nn4ijvqsTopyDdrvXZ5k6C1RB0C7qm+Gb2+PgoKW+zdgP0boEiKzbKtHGDTvKTn39fq5JDRHigLzYGaQDFfE2l0B9uKxHEdSHFOoL9A9wLwEhfWSKEfOlGvtO0WOmvuurwTzYQlQcZe2NjGw666lvhSwedO25mVifkvruEzLDAzbDQPhZH9rni6DHVZX0PETf1kF96rksIcITLPXVEk99SDjrU+noeqgPE7O5kJACaPo9hvrY33tdW0qincrNtwFSEGvF3EQv3kzUUekoJ3QYjO3DGGvTmaxJVfU7IF81exmp7+0D4dSHLOob41WOc7+W+r4+cIC1spAEnvHUd997dFCfHV8TDGMW9XE6j9BQH3kZa5UsXikHafOPor4Tv3hnjClifa21RlCooSI8sYz66sJ7faCo7/KlEOrr9l0a9cFPfSYnMSSHJ0993lUVZJVMRKyjPl9bCyf5S9mPXitmsV/MKgbvt+fBegyeqMT6YLFsbVUNqDUg15eT+sLNDiGF/Ed9cgmYuVyFUV9xUh/3Oo3BFmsYmEl9Vy+PfcRIE1BnZUtk8TRbSbdLOA+kPi2+7kp9w6IO/l4fJNT/NYxY6otfvwpTKxSDWB9SqO+3lTu38iKoT05Ltx31wfjut5jRAOrD8OQe+q5KpL6mk/1Esb7F7Be5iiHje4vZz0N9f39VM2oWddBXWuBHUl+C2WkO+iKor7Ik/Xjqw8w+kp08L/XhLtEOz0EHTD5HiGG0knxmR3gigPruvSjGsq5ImgLFBb/bJZwdqQ8a6hMxZnPqG+IumMHpF+srtghPhK9fha6VQaK9ZFFf+Y0JiJCGqreBiVtvJlOfzmHwr93iODr81DdWhwxIOxIs2wCO+lawoWutQOI7xK9iyPjGMvZjqA9uy0Z7kCHaojrVejVfY1vq40edTH1ibT7krE91CrdIop12dFgnT76cyfsccRGe0NaqhN3rA/UI7YthR+rDyBrROCLDjtTH++7PpD6Lt1r7E4I0v/cl2i3UF79+2agPg1eYT306ujdR3xAHkEN9Ya5OfxJVR3gigPqgH7lka6WI9QHLNRCSqI+dT9ZS3y5vFvN4kvpGbr4XbhFsUc13eFm8VcPyvyn1YZxiOcS5v9+eXxbhOey5T6W+YSe2I1n8Ko6F3dPVXaQIzeaiXdktE8RmZ31NNxVYc9twBvWh+SIuDdYY1UYyc1iDFsRYVvleqkx92pEI7SidSH1fnzyUTgBNfeojtbeJV5Le81DfybLUkYnLqW/AczK+YjAmqob6hqeWGDOzss2yJNoTgcOJfGls5e6KPOrDVp1g7rsw6qPBbrCrk0Z95Z7cxU59WEl9GkKrXYGEfuK7BOq7fWLmvb5u/z2V+tx6HndfYQH16RyVCTk8Y6gvuhOd1NcZIsNaIaViB+Kpr5siFcRcN4v6mGeivd0PjvrajrKH+qChBvLQWBU9SFBfe0lW7BcI5ucX60uhPtY2oZxQ6WXXWTGUwkq0X1pD5atCG+5hFyOIioOLgodk7EhJQR3EfulnfSnhm5MO/fpj1ivRDud7IZH6ruD30LM+jSNeBVk8jVq9pG3opr6YGyAG1xyHu48eSn3XQXu4qc9+ZdSXn8xEfQimvoROjKI+4UT3nmPmiKc+dmXSUF8Avm5Ifc0j8KsKC3UlD1HUp54TPdOUn/qG79mjvh4aB0m0l6LItyPM0GJ7Yr1YHzWNw059l7Umlvo0dSb+FCDbsOlPClgFsd+kCM+UhC3p7MeK9bFmDW0JNcOoxgPu9fHUV2utNRgYNL1ioL45y09CH92/EU59fR1tGDuxdwkKPuorluZSL/WR1HcqXlCGiqG+uvasD2rqC196VAd9sdTXxVda0kOyjBzqu9IIG+HZKRVu6gMR7RaSysVKfSPLETSvcZMkjDvrg741qm21wm7UJ942tFHf+7+M1FcVHar/7c7Ul8QReWDlvsk49V5fSsclsl829XlKALxvL9bsZfT+FTnmNqE+dZnolon11BeSSexu+uBvfBEYE0l9wzdFGPWdPhpNfZqAZEP7uyM8oRLr824ozLg+J7rIh5764pYev2yDjfrk5xmmffer+LO5VAv1XYquduqzDwEL9eldz16Yq2w5w5tmIdQHRQxhAPUNwnCxkvrkD7io7xbbHUd9hHOQKNFuoekJHJEOVta0qjmqSEu4LeUtOuE8NZz6YKY+x9travZ6m7lgN7/HU9/g72A8pYbthFCf38nQmf4Dqe/2ZBP1nVeRmkJ9cgNXZ/tbPnTZI4+kvrmyeMqDES4wpnprtZ762l72EU59SKE+5FAfaTlm6kMi9b1v+gzP+qCnPpw/HUV9MjWEUF+vt3aWaFd9RaS+63sGUp+q9mmpXGB58AyOWARWspe+DPnggfKJ1XSL9VGWDXUJbVxn2lG/zfKCBJgs9fmvOC+ivt9E2D1bDpBt2IT6pKBGJFBfzaO+d4IxUl/fV5pDfTWB+kDr9X3wWZ+oaL8n9dWQs762l83c9nHLNhip7/qefurjLcdMfYOmyRfru/v2IIXO86iv5FHf/an/CvUNlpoA6gP7t8QEnuvjB+exFXnZb/FBH6IaOAfWu/c4aqplaxyLUfCdrgGoar2EWYanPn83rqM+acKFj/pqDac+w5k+pKBG0zGSTH2878534tGYCZkycV8RDTcYLdRH93vA0iRf9vJTH3akvmZyrz2pT/GmuikFZsOIEesLpz7oFb367zMpwpOUZoqmvmKkPmkydVIfmobhp74G6j6E+si1xiLRft5JomZj4jbIVOqbnTNyNlup2W+H+M6cGiCobs0pL1ui/fICVTGZ0OzHeit/XMt/bJJl4ywvJPDky7Q4wFtItBubt3nXpdoxhqc+lABFNfARya2zPrx/7IBwDpdIfeg2XJpsAy5OQYxpvZW6z1nf+6tCo5S3I/WRY6Qd0SBt+uRLtNuoz+2u1qn3+v62dIJsg2IxEnd9DCX4qO/nizWD+roGvwX1ja44oisEraa+04QrOGx8pKQ8NWZRHyKetyfYGNodvS0/TG6R5oRZZzSB2z8pBZXQYvBdV0UrYqU/mRDva2iXV8+2/1Xqkz6Az6K+Souh70598FDfuYhr3MJE6hssirlifUbp0CWyeFTCw147iOnjP4T6FIPin6E+3VwXSH1v9vpI6utnTkbnWpl+lkLfo/BSX5peXxb19XmVlGjHeCX+blvTfIzPoD7DMSHKygM1BHuDuRXc7NxvdK8P4ZZGlKDKwTYs1TYA/nSeBiEM/AnUFySQIDTzh1Ifxnkvp1GfpROB24OlMhtdVKk3jae+Vj9sIdHOUt9XL8cH/geM7uuJbsQ+5X/UR4wRxe8yqa/Ooz5V7F8+9RlsrxOAECjRjtsi6V27v7sXg+VsU+r76d7apT5VsUPqy3LNn3XWx5whYYdcJY34jNq0yfmHfljUBI5pubZKTZJtKI1wMoMbf3t7cy//6dcabSBekcDzP+oLpr5mrYaxBHtKtJeBGHo1U99Pmp+fyeBGgfCaK3GvTx0kFkF9xWtaTeqLn/7DRvdvNyvsVfwYS32aINMp1Ac2udBDqU/c3jJQX8zN9tXUV5lBFEh9X88+h177lsgr9alcxpAkajHU15/21dRXUqmv25TQ3uZ3/zqIa3QVxrYZKuXQ8nXUtzDklKK+SEuTS/hpFZ0b31qXa8AYeAnrQqS0zuOoD9KdzOvnH0x9wwVkT+oTZPFgob5zmb/JD8H1URz16deeT6G+2DT35j2dbmPhI6mvDIOaxRIRTn211BotsA7lIMBnU19D0k5Ffciivsglskl9/tl1MvW1PqCTaOepLyPg8xHUF2cbE1GGqBsW1GhCDQgxQ4L6MIP6fscoYVXt7TrnGHhJ+0bwUp9zMkU89ZFi6KNmHmmnPIv6+kawLfXRDq6C+gZlYiH1HZ9Cfe5V1nOpr/cZ6Kmv/xbh1Ne6weinvhrQR6IpRVAf3e/So/sloLfihcCA6JpPp75rUcRZHxKpD/5ULgPq63dtSOpslvo0jo2F+q7NizH1ododSIQ0xFrq866ry9hPeeFwtsL8NuzXv9TXH0mYQX0mq0L4GPgzpL4SRn2I4sYA6uNhSeoTt1jfFtRn6oKtqW+cT7Ky7S8HL7DUR1DK4NnPoj5HtlI/9Skyj+qm9LcvHMqQDZL6xFXERH3jp0CE4J2pr3U9XVnC30j37Et9t0tni6hPIgrZE3dTX8cfqGbquyNfu5o1fNk1UB81JfuoD6XUZioXD/WVwVwOIpKOFOvLoT4wh0A7oB/8L5fPXrk1GK7YZol24uKHyVbtJvVdsxrUpC8F9SGG2RCMHLXWOkEWrwpG3tgMfDT14V4rZFJfTaC+tzIRRn3ifJdIfSMC2YH6yHOkfElrivpGzSD5mkuoT6feSZ4WQj7w2p/6mk9ZkMBTlywnnPrAUR92o76ikgq0Ut/tCSGpXMKpD5HU9/ctEqiPmza3pb7e2NyW+v6rw9j0zNT3+4vdqK81XVsjtL++99LFiCOGrxBJfQEsKpZQtUaGnajPe9uwkQsamms8JuoL3g5QlVnj2z+c+tqxHHBRHyzUBwX1Se6s7PYtpj6bP6sK70ygPn41kq71KlJxP4X6rCUwW9hu6kMhtAr01FcI6uuJSq2kPgaWSOq7NcMeEu3C2KuaOUSgvpJHfdqX35z67ib+WdSH5XWYlvSToD7MyeYSZVLV3arvH/+j9kq6qWO5F0SAWNx06ju1wPAr+XGnhs8bmuuQAlyfQn0GBQWpVrecvIoRaT1gbA/faqQ+fuJwU58Gt0S/cAr1sY1ziEk+Fb7oSuoTKK8mU5+QwNPZ718vQHKjKoAmhPqK9MC/YA6lHwDFu5Vo6tOpNHHUR0+Geup7a/M9ZBt01Pdebc2TplOflC9V33qrJdp1tvEs6iOmttQ65Ad8ktTXtzTdOkDYahj1jZJ8UtV9MS4a5mRz2ZL6FDzwMdQHYYjfg2H/Aeprr9Czqe/nE1OpD/8O9Smj/g4xyafi1DOB+lAC8sEIJe5Pfd99ZDkthHpCcFNfr2mwEfVhQH18FiU99SGJ+r7+fhTx+sZa6qutKyYU9X1bkUR9UZAD9dyxL/V9NdpR9vyxpNKJ48aYEjITvYRRn24dWEF9yrVUVd2X0kVTJbZSutGgStiK+gZGdt6ey7ht6Ka+oE6kZ+UtqC/AMG7BrxqJ9hTq48Z5xFkf/p2zPrARnooLLbxEu436Shz19S78pVMfFCaujA0WqYEaG/HUd/uMGN45mfrKmPrA7E2RZ31Ioj5IvvQG1NdufXHaqRj3DvhL5uFe/c7Ut+3PiPqoGWw5tSGj4+Cmvqq4+LED9Vkasfnpl5L6FIsi40ZrsztseNaHbmYL/CxXG8g2lIjbhhCeojnoS6A+GKkP/i7AkL/8B4zqHlLfkPBTX+t80Ut9Kr9wXYQn9NR3f98tqc+ykSQRrUoXh6c+v4uGInj3S7K5oGivVQ8u9YVTX68TZeqjlnI+wnPUXn7qQ28XY45YH099l//CDfm01Ge40xrm1ZOyDYuobzMClM/6MHCNYsgLM60kBtcjJNrhs9UU6hOnZ9VfXgz19eZK3o2WfWLsGuE5biw5HHZP6ut2Iu6FQE99oiWbqI+EkL6DZeoCFOVZXx719X3qDOqjG1xBfbJfuPpeH/TU9/6FAOqrGdRnXZ3BGMZ21FeM1OfmgSVifUPqq6U2qY91KxT5umWPQk99UFIfCq0R2kjyuUKiXU99vTettzylwlkf8k63QP9pS7G+bdiPSZqaBa/bHoXmUl9r8iNKSKQ+7csNavAiqa+wMjhW6iuzqa+6qa+TN/kR1Cea1LkQ7El9qiCxw9sFaEQLTae+IoZ+J1Gf1NEG6rs1bzz1VUs2F+ipT1eCjvrYCSGP+rpEqznoC6c+3QGjYPXQQYKLBwyyDdInVWJ9Q+rTDyL0u9G/2wLLnHKrTgU5rY23NbEL9UG/la+lPtRmhOdsZx7EHbU9JNpX4w6oe32VgFeQ1Zi6PeDtuBpJfeYSZlAfNMt27+dPKvVpjtRY6ksRSKglskwUtFbaR1LfD83WS2uNJa8DnFED9WnLHCXTUzYX3vZnzwvrntQHemqzONlm6vvRs44Z3fz07ldu4FriKdRnMwz5dwbqM/NC+U3yyQkPW041PdQHNG3VLdFOUd9v1mCiC3rpEN3U1xBUIqlP3tas21AfO2crqK9fqyRlb03W6yXUB9qDxWQItUJbpVsSAWmtQ60kCtczLA1MC0896Osm+RQr8epxsoL6+ARon0Z9/V1hsIprQRLtGdR3fleF5PWO1GcJSFbV6uxM/hPUh2Dq++lChHQiOY9CDpH/h6hPOg0LEesLpz7NUf9R2Et906mviCmBJ1Bfe0jMOOvDdOr7rRhIk3469U3ilv7duZnU1+7f58k2BFGf2apnvadnUCtPPsmzPuhKiDApp68BXQmvjrf6SOoLuW0YCAxQ20MM9XkxRq6VP8LT1IkB1CcOL2fcKVZRn0HeV1oXA876LOlMvWHSRuqTfmjqU/nu4dRXY6hv2CxrJNrdl/r6exWbUd+tnBXUF9TvBuorK6ivCEbP+sea9SuA+t7FIO3Ul+jeY7TsTqa+Vg18SUhn0xCCqW/8clj8ts5BDbHVLFUU0xou20jAZZnT/PxRUN/AKWmf1wIGKbMA6uNhKcDIxtFrmp54MvWdBTQjqE8xNwQdF7zVPcC66qktgIgpTH85tnfEb5Fo5+dqOW+72thgn1TDqa9vjVX4yttbsGJ9VurzTymaPnIJNS+hPtyW7+pvCsWvlBUDk6AAkhv9sdTnkm3QvzJuiws3eWjWrxjqu7yD/awvy1v9emI7aVddRX0/9uiKp1tAfUVNfV+vVu3vsLGqhZ6tMHLUzL3x3Yrp1Mdb3DkaVfH9Pw7q68yVW1JfRALPQZl1vLbUD6C+KljpFOqLdhwRk0iw8PpIkdT38y5yrve9qa833yYn8OStsbfhJdTiSdR3fkVIt2MfQX1W3wLN86dE6kNjvk2iPghS5l438TnUd+3rcOoTE3hy1Nfr0HURntITe7sv86jvfkV/H/YLoz7Gpq4XMhfAnLZtI8y4Ontj2lkfnJlnpO+/fNR3n4m81FdrfRr19cesfGHm6dT3U6Q38GyZRLs/Xuh863EJ9cGSz3lL6rN04mTq07UeaOrTSe1NPOuDdq7blPp0Ahu6ftfqvasSC0s9dTkIwjLq82qCKWUbtqG+foNvRn1d9cVqa43Q84p22PJkifboS33JSBRMfbLyYyE+sQZ5z/5lQM6UCOrDDOpjuwP8bPJyU9/vQ0KobwLGRFOfZKnoBhywyLcl9cn5CPalvuEIUU03NWEK46mPnzNCqA/jC0n2cYTNqe++4SX67iGJWKZHeMLm/W9DfUeg7w4N9Sm7UBXhifHoTqS+t7XGFCMIgvoKQ30iVUdQH53oZT71tf9cDe5ysNsK6L3SupT6EFHqdOqr0J71NW4ZwbbTsZb95h70FVmiHcGVc1rcaG8FEvj5qE/FVzL13Xj6OdQn5wiGm/qKBGT/UV8sutPzSUSyAS/1YQr1XTY2SsJZHzanviJQ38nr2ZH6zLJ4PeRo2t/6sz6dbrTOd4eH+sDf6xPTY7w3d1Oi3UZ9shstWteRQn3jp4dZDuOK+6kPOdRHTikRCQmh/3UtE09KYEncsxR5iFQunQjPCqoO2LIhtqG+1qewPvUprCb9asUXuX33aqK+868/ifouXkM49WmCxNhXu2lDfDT1gZxuqsZHI8u8e+KGsz5+JrFQnzgxhoA3m+Qzn/ruKVTvPVbpGUMT3hlPfQpDkUI8pPZdRn1Q+bT9rMuQc8/z1Cf2VB0hXpv6Bk0dRH0Wf7knTdGrQX0nIon6enWIjg1WnRCFUJ9+0h5FSMBDfQEgNIar9sKWcjeKMgy3UI+vrnOpT7ievRv7BYEVfJ/seBXHnqSsnV9e4ntaqI+cHOtNmOyx1Ccogh2qazw09fn9vDv1mcqEj/qw8qxPHV7YSrd3PVxgVRwNNLUN9dUxvRqpbzy3LaK+FjBgZBeNgyID9XmnaIOLzEfEyRLt86jP1RqQF9Jp1Ffs1Ne9BmahPgiuaq8QqKjv+uGqmqYQbjnXnRtsQH1QUd+7bfL6Pc5VpT/nN1ujuh8YRX0r2S9ArA/VSX3YOIcnkg3DTn0/5j5dFdNohpDBbwL1KWKB3IpeS6lPWFbBWb+X+gyOeNVrGw7cE58s3mzqe3NOrdT3+xZo4IGL+u6daFrOQBsGT30Wk6Y7cSX1/c5iZ4dLJ9YXTH2wbCR5XeTS0DaSqW9CxcA7tAdHfY30TX7qqyL1wUJ9bBtKhqQMVOd6UaS+8TSFQMvp+sZ6ifYM6hM79PzPw+8ER80nek86xDf2ZHOZzX4x1FfUH+5ZdhbVeptmeh5ahvqWtYoe1+UI0JfHpTBRX5Gpb2iDe1Df2IeDzZ3KoD72KZVtq+Z8+0Tq08x6AvWVy81rBFEfXU8F9dFlxJw8R08pNYP66Ei/2vDVBWmtEOrjp5RA6usuQ5VX2pxx1teRCQFFfZftrQjqU41drKW+Im5xdx0GuKhv0n5BGUgyWdavCdQHQ1xJUe6ZwT2fUNGKKRjFbohNY789qG+6sKO+fY55RuKlvomNBe6BQlX/mF2KcOrLCFksxpBFkfrEVXOkbK4TEX4C9d3eR9Y25Kkv5rhgCvU1/15XUV9HksqawFNjjX2dt4wpRXNt20J9FES/X1ipHYut/WHyJOrTJTyiqU/Rh0ERnqcuuPyaPvtTdmGYRPutlnOpb7R2iZEUpSZSX82hPvzeNqwu6ssQ6xv0O6G16UqqSWZMqUMDMtclhPpmu+/qNlNTXyXUMlBkUda6qn2QVwOo0/Gpz/rmNtMRpz75MrgUjQ3aJOoj73puQ33y2gPuRWpJ0DaMoT4vun849ZVh7G8i9f3+cxr1DQpYQX1IoD70qG9gsVd5pf+oj6pV8L0+NA8YpTiGtkS7nDUijPputaQSeAZRn3XaRylHMPW9dyLyqE/GsO6/6xLqU25WyROobeSqPOm4FJtQeac+KIv6+GbUJ/kmC6kvsQZgbXUf6gvI6YAT+LmJojZXAnip7/zVcOozZaHgtQ37Cc+hpz52qc6QbaD1vqBocC/1xaQSSaE+MVZwVoQnk+1NrqdqD4LO8ZNCfe49CE1ev9velDRjHJ9JfXctgQmpXAqfzQUKXTwd9cnNFUx9xUh90XMjN7p/ERmR1CezUBT1vXUERX2llBSJduU4gof6JCpwUF8c+0VLtCez3xbUh+BUroHIN+uQFo+mPu9uA37BL5L6zudI8FLft6uUQn0KW/Sf9R3jDsRnUF87H4+Y9iOA+vhOnEl9alHSmkF9uOTgiKE+bfMiakrZmfou05xf3aQE5INZQn13T3Nj6sPIQSapD7OpD2upjxvd90sOGdR3W1oRd9b3VqL6VDhRop0aR/BQHwtXkux1MEplUF8i+6VItJfBpb5qGO+riBCYXAPGVvc76wvZ3PgTS31iE1fbAeMw5Dec+oCAFOrXQGoDpTyI+sqlm9ZTX4gglSjWB7VhvN0A48T6rNTH+tmB1Bc4pfBzboREO9gyFYtDa5iI1OdauSdS3+nFZku0G5oCjTg8tKYhRcVwP8RKor56uyy6gvqITQz01hqdWB9rOcok6xz1tT+/PfX9fKL6t6KqlfrU5bod95WX+qQ32UKsb7T6rLzsJ4aSTaGsSlRugwhPuC/7vTKp74p8taRfVNuM+mTMwcdQ3+/7cKGAjWONTaivCFpRCuq7eZZLqM+/kFqs8YinvkJnbpxDfWCnKbkaj6O+uMFrkGg3NAUEkUYmwhM26oOB+m51W0F9xU59yKK+Ql0NYKmvNJV6rp24F/VFTymB1EcT0VTqi7q9t41EO736eNoicoVKr8EDqc/UKmiA3xzq82IMFKvX06ivj6/PpL5SFNqG6yTaPZOJRH19+RN0a6aQaH8s9YmalibqG79ShFiyitbqAAAgAElEQVSf+awPrDXiI6nvSK9VgER7uRwOSRmRNNGDMFBfsVHf+xs8jvpKLvVBLKGaqK9jGaJsw3rqg39KgVKi3eAdk+w37awPiUXMlGjXiKwsYj/GAOdSX8/cN8vm4mG/1xTq49cew0OnYAxPfVVa/4WUic+jPgw+sJ76YLhDrqA+ecgBw4WYl2g3UJ/olNynPG+EJ0yjm5/zoiXaKepr/RNFk+b+o6iPp/2F1Dd4JAbic6PmCqQ+jKnv6zMH14a69Suf+u6LZOhZH8bUpy6fCo/vifWFU58uDYZfRPTSDvroC9o71rEfpkd4us5UthDrU60+a8iL7rjlNw7rvKoi63V/S31xjVDN1IcPoD5Fuz6A+m55GUOaq14u+7SCHregPstEAA/1fZVwjM2Vpj5YqQ9D6guwRjHJp3cjqVHqBtTXqJSsRCvnMzWEY20Q4Wlx0aZQH9h+17QVpO42UF8RqY886wuJg4ihvsv/J0R4Io/6QFCffhbTUx/veF5TDPDUp9jmslKfjv1WifUZ2e8B1KdzGSaz1Yof3RYUS32YZHPm57w46iNtq94q+anU14gFalCfZGSVP2Dkqc8/LOV8p7zruC/1Xed0nvouRVRhOTfKNuj/jZnUN/RvqpX6KEKbRX2nmV9OPxIQVW5YUMOpDwAKT/trqG9AW41tEb1sw6C7ddQHI/VB1YYhcRAs9f3uMILYa4raL0AG9f0+EtfQjS2ob7i7CnpKQXfvMJL6pBZaK9FOsx+oAUYl8IylPvJ9o9o7oWqZNauzz/rmbE78mUV9X18RpOctD92D+uShWy9JPiMOGKOpL0bl4vOo76eW1Ux9P9j46yfUHOrTYAxLfTprJDuRn1IMnTqZ+lovAiGV4/ff18s22Kiv+4o/qTN3pr73mrbO+qqW8BvdXbVj1yfWh4Kae6nPRn230m9dcEjpEKOyv1aicNVDce4emvogV8NCfZEbSX6xPnYur8rVbqPzos5orso2mybWR7V7YpJPb9+lJPlEKTXgUh+8VcWkVkHpnfjlUB95A+RjqO+6VYNiuR13fa/HUp918V5KfSgV56M6GDarrzS1jvown/rgnFLarQHW+0+nviJfbRVmjIdR3/DLD6C+tu+OcZsML/VhHvX9cMhS6gNJfb9THxJNOov6fl1xeKhvsIiHU9/3oTTC5pNY6husVOx10CSas39uZ+rjV0E7nERJtGcYQDNKv06tFeZ+/TWX+tQTzRrqqynUJ3dRsMrFU6iPUNpdTX309CpGTgbINhTXWR9iqI8JSEYw9XHIQXv/QdSnc9Fgb4qQS30u6muyE0zz5xLqG9YKHPXV5nTb2YKIoL7+W4WkcmGnOg31iZUI2MhIpb7fTgQ3PyjCOzOoj6siMeJq7BEMhv+57qyP7IPx2rSNRPs09gvuuODSWltQfuqry15I8/NH6B439VlCFpUPFVTd3RizhPoOeKNfVsg2kNSHUipKfCzrDOqDxufYkfrA19Mv0d5qzsqORLk1ZElrNw14qa8VTXh5WZgOzPNTuRhm9XNOiDqH+iwijVKtKk19ERLtLPXlzI3gIYGmvpuNhNxTnUR93//Az//5qY/vAj5kyec4Wb1jxjlgNDQnsl8N4KZpYn0B7xcTWLlzaG5pXsp4JvVRvfWaTn01hvqGbfYQ6uscMHqiXx5AfdrP73vWB7LetY792TXUV9KpD+2klXBRH+R8mvtRn9VF24D6KkV9ULa/4qj/+I/6SOpjAtFjUrk0qQ8k9Y0sJ4D6cE/0EkV9MsrtR30+x2kWYnn3gOZVjKrXttTnb4jJ1BcTNRp9r28d9bGl/VlIfSEPvXBuTMjipLO+U9Wv8RiVHkJrJNr1XnON8zmWR3j2dldU1McSBe/OstQXmcDTM7qrf2LblfqKas5hdu3WyDZAAWx1NNepNn0Oz8D9J6nvrZmXivW9z/VkZtco6quNN+2lh6Qe2pZoRzf3/qbUZ3WchCLifNdLudseGZEXIdfJNtj705XoJbfjPNbXlW2gFuC9qI9qlT8lSFmLp75bNIb75s8a6hNlG4om4zyc8/Lu1Fd6MRx7UJ8k0d54KCRVxjpmdwxubU+lvjKf+lBKDac+IKT5eEOKoj5m5t6U+iC8wgKJdmX+ko+J8BQvC6RTX7HINviRr099XxWoGdT3SyqDcTuB+jISeK7EqHbWaySFl1r86k+jvmj2m2FUNnsQxPpgd0V8zDizVV5Lqa/08j1oMkZcWlGDMftRn1Xb8BHUBzrjmakTV1CfWEitiqew3lAa9VFBYgFSnPFnfYhpvnjqE0FGzJLyMOrrm+Z/1DfpXh/s/R5BfQZzTae+widNeQ9IHlHfif8eRX28sl+aB9uJokTaA31V/UzqU3oVij/M20pgH6SSaIfliXtQn/IRLyf1VRf12VHz+p6H2N0BKjeTzvp4oN2U+sj50n+pbzb1wUh9KMNkfDZsge+sT+cEhFAfPWW6qQ8Z1KfIeAiJx9lLOM+gvm6tsBv13W8b1rYDCj31dYwNU7O5wNLvT6U+yNQ3nrDHD5Wpr/u73c/6yuH3QrNKAEiBhHmsAe/HV0q0B3epyYYX1ZaQaCfX5Z2oT/Pzx0l9NDA0qK9/1Y3qzUF8UYhaOkt9EXmTFRK3z6G+MuqmLSTab9SnumJaaOq7FVEDqI92Sm4eg5xRdgL18VsnCuqLKNProN1c00pdwnkS9dVBrTpa74uoT3730evXotFq7t861VMfncCz0v3+YOornXt9UE3Yg4dWalrCKcknS306xyeU+sAfXumnKocnLEe+r4v5BFeD1seXiPV5u1Tb4vvm8KRTudxzhbuQrwyVRdM78PzzyqS+qj7rg5f6Bj7gc6lPlridQH01kvp6H/AfNC2hvuKnvhsXI4P6oPUYPErQFuq7PPJjqa/xqmQCE5Wi2u7U17HfLanvq8FjqQ+PpT5YqA/yPYe51Kcb/gL1QQ59+6vSiIdQX4CzjqhvaV9iBWCwN1ca/3oE9ZEtDvUKNb1qZurTPcJAfXu0yqvl20dRH7U+ISabOR5AfbQqrgJoa02iPtNKLDZG41IZnkZ9CKK+3z+24CuE+orTY0ijPoPp7E59UC1DoGoTkvBwDfXJu4EhEu3x1Fe62i3VTH3lsdTXXmugmbSN8XoQ3exF1OcfsztQX4I+AvyfBwLKXQUX8iKwUKI9iMr3oRqie+zUhxTqw/pW+eOXbYigvlaSz4Dlykt9smyDifroV5P6qNaM5kqjvp+/XTOPw3TxchX1iQ4X6Yw24lvSqU8j7xvh/TsJzkR90Pjm8dQnf4BKVIeY1Bcs9al2xJTT1O8rtkRcA6jPRxQD6mt0UW32nJ76ciXam7stNZj6xG/eKgYmeUKH+uoTqE/RbTz1BezcyZ+eHTzJnfUtD/gEUS/mHtjGYn09j8yyt7Sstv6zvo5ai/Osb67p3h/1WkB9NSKbiywF+0jq62heu6hPd8A4l/q0RPFM6ru1uI76MGhwzKG+2/fyqc/moimorwhhpAuoj8tWbMSYvajvtwb3O6VPoL5TubX5OIb6CnPQEUF9xZcoqC3RDob6Ikz6QdRXHkh9Ye67PUzTeB10ymU3JsnjB1Ffv692pD79AKMjPOEpwTwjpf78WUB9ow+oQDgAYyZJtNuqTWgb+sM7F1Nffz9psUS7YSX+qjsv0Y5G6huUe5aAOdT3VpGHUN9QNOy7U7agvs40NxJK2pD6oDrtVmQSIpfQZdQ3XO2P9jlmj/q0lhVGfa51oUN9FuT7zXzC9VHzrK+Tc4Hysc5K8xnUd7LwBRLtrefJs5j3IEIswn6vb/65H1kvJiLwEdTXbWH0d7E2IUCNbIO++9+aIPBeH5Ylevljpj6LQALvH5h2hh5NfW/dlE99qk4kvWZVRhRgPKc8j/qUzmmIO0vLNtAew/ftJipIbEPqM5aZS31K9vNTn6b551Hf2yviALv0hVNfLyaoS32q5LuDBJ697a0p1HexttnU91Nkpamv3GJqFbIN+inj/VY1I9sgOoo/25po+vg7Ul86+8G8B5FfZ6ePwab530O2YWIDza2Vm/r8sg3YrlXe6/5S6nf9R32zqK9NJfcYsU+gvt5CKyU83JT6ip/6rj/HKuqTXiCe+hhZPIL6/ItXAvWJxTyU+lqhrDetyANUTVt2MZ36hkMPHPW9uSczz/r0iYIQT304IxZBfcPNEif1lVTqK9133pf6whx67fYbO2NvKwxOU58sJbMT9a1X63N3nZf6kEJ90xO9fBnVq7US70h9lmzmeCj1Ke5APpP6ulecqCSf/wz1QQICnViflfr0IzGE+qRm+zzq673RBOqrOdQnTyn/g2PgJlLfWKK9gU9S6ykiPOGlvkpGeCJJrI+yRlioDw+kvg5z7U59E31xGztMuOyXRn1oxALvT32NITedWjxdV6PO+qAecFtuZpRy/K3cS9TvYqmvsYJaqA/9uZShPipNxV7U96MFRE90IRLtGdRXuM8gZozEU1+dRn2DadYi0W6gPnDev4/69P3upT7scdYHQ5k7yDbYqO8ANaw1Yn1R1Ed4b2gbHzjqu/GCNOUqVlWFOYOzrWjqa3YiQK4lGGxC9S1j8AskUd+t9MdQX+ShX/tSn4drUtkvk/q0H940wlPcit6T+px9X/t3f4P2Mua0It5mgz+nZ9cA6lP4hRrqo1zkIbAp01SwYn1l0Vnf+0ups9ey1Mdaak4Cz+odHVICTyv16SCkeqjvWsTlfswk6jvPDBFifcq2wCApQgj1WSsWvNNRrjeYhNsqD6W+qyCeIku4X6I9hfouaZdKIzWTIZuL3K0h1Ndf6Jsl5FCfuHYLQ8WTymWwgF1ahU5PKd/uBlDJmSlOot3mjAZc9otzjjW1c9d5NvWhGgTVVoLVbNmPiV2nvndZGEmeicONcEVeA+MNpz7hBkij+eGlvq9fHM+lPkEFFv6HstSHBOorH0d9g6meMGm8NziWUN9PneZR38nBXkB9ltuGrsX7vJGKD6c+ixc9mfpqb8G3ZnMZfWMq9ak/kEx9KM3wTnU9HdTXXcDAWBdHfdBQ2ALqA3wTSuyUH4OVa6mvqMM4ajMx5tbU1zPuf4j6up+OyVE0hfpu4AfKP6CpT+OHUHOXivqkWFaa+pBAfSNtQy37TaK+aA94CfXpBNXoo2kxaJG/p6qZZZOpr/nQXOrrGYbU4H63AwECCYbF+xDXlQ+jvr7X5qe+e/QgSX2a/YauqVT6rC8/wnNMQjuc9TFRJj7qo6AwgvpOQbbKqk+jPn/K4zXUF17ntEuCzM3h/alvJrKEVA7WAup+hh1EfaVx4odV1Id+hKfuOviN2a7OvSaFmlui3Uh9QoNDNNnPoT7wtw156uMnA2tAMjzUdy3iaJT+qdRXjA0uPtNzOzaH+jT3oNZTX+Wp7wChZt0t05vvNJ76hhUBR3191FfdlreOMwypL12inXbOflvqyKI+y4CVqO/UkFqT2Yb6gn3QTRBPXkSTK9i5Ofwg6kNSV+SYAGK6SD0HrDZoxbzxaryvcPRcc6hPct156hP78iHUJ+UkQjlo6qtbUx9UjlEa9SGM+t7h1Uh9118MdzI+j/oQTH0Da9KmpI+kPowCzLAX9bEbSQd/VRhCk4dItKdSX9dTku/1gV6/nIEn6FNf7IwRSH3Qe6JbUJ+iAeKoD0ihvpAreXPRau7LUcvFlhLthgZaz34I6GbXWR9SDDsq4HhYs1f7fTEABqn0eOpTA4O+Vo1MYl7qUzn3adqG4KhPas+F1KevVRb1yW5zpPuloj70RIdnU59/ObeI9YVSH+OjUbOxgfoUvwmmPk2QM0991UJ917Wmv8URR32lRFMf5H5RZ3OBelWNuNd3Q75F1Kcts7t3I04Zm1BfvVt4KPVpN6eKsH8Y7YwCSKUCM/tNh612Ak/xOtJ21Lee/dzaTfBGeCLvkNZ/Y1Gq2GtEAyz11VTqQyD1jUuwUR/dGYHahv1546nUBz7R/c7UN7xiqjvrG3uS9A1Guw8Hwubd1BeAmnIUbkQqFz/1XSulSvYoVI4V67NSXzFSn9aLfhj1/fYg6Byedol2H/WJX9uI+kb7A5ZfzKW+r59D/ISB+uI+GOaMqrIVrGC/TahvbZ28DbSG/ZBVgEWifTv208wbf/ruLU998uOdZ33Na/+muNPap74VCTwLoXJR2w9tCTw8+6xPkfO91weTJNopw4Ai2Fho8Eu6+C71lYA+YrvwadTHu56eeZYqEzHN+VzqMxCFJsKTl21QUl9fIKGSQ2dP6kPI3Vd2ctTszBy9NBl7U9+3Zby/dbpYH/yi23zGeTTdlMn0Uh9CfYtaaBMsnoJEHQfKTn37tY6ucn9mUR+TB1+7cjjiTn9G18Oo77vqkvhZCvWFRLuJEba4k444L+5Pfc0O8m1W/y2M8xhifDhJqPAZ1Kci3NnUZ3kvowQr6a0mUV/AB5ZSX6cLcNu8QvHnUA0YI40uHIJDPvWNvgImORCoLmOoQZBoZ6nvajBPoD4SSzAKtEghG325+1LfJuwHZ7vnvcBk2QblHJvzvgH7LN2f1829xedTX6+QRWJ9kYr2X9nBFWU+gPq6D8Yjqe9cEiISi2Mh9YUSmI6vEPrMB1Ef5Bxi+I/6vuuUQH066dJO/l5YqA/zqK+MpAQRkvGItDZQ1IdE6huPPTv1/X4fq6kvh8EWnYloAj6xQb2AqSoa1qXG0+6Y1r0JVG6YYxcHfLKXTV6S212FJJ9rqE96aH0M9SnMsKltONqgFU8YH0N9Yv2eRX1qvoV6xkIc9YGlPuWdkkgxdK2FfBb1aTd9OuQTINYXTn3QQh2h4+qXaC/OWEG02/Ngqa9e16OQVC5d6lOuqiZ7vqKSgvqUph4+nwZTXx1S3+8iiHzqQyT1WYSj5mHNmP3WxehZe3k9N2/CfjtT32L2M1jUS6C+03qGcOrTpbnnqU9ul+dSn4oo0F1WEU59qlQiHurTCWM9hvoQRn1v3lR6As+iyY0Zjl+UpqX5sbDY/HTqk59ZDb67W6LdRn2Kz0Dy5YIl2kvEDbFeKhe1eCTiZRsG01w/t0QK9RWtluwoYqLZJ0ihvrfyeeojRhrKArG+avdV4Z8YF7Dfat4ie3m+OMLEEjC7ctnUt4z9bPsIL5n6dBhjoz76lW+5dD6X+sQs9oK2IfrLaiz1MT4cT33NeiCD+uq8sz74vZTTDiJ8fWSkPgbLdS6csuaD424T9Z3/Y+OzPsirGOW7u6kPB8Kpr7U5hWdQ33DqU4hH4n76lUV9+RLtVuoDNdXcPYJY6rvXKIL63taa71314zHUN+gLIHQmiKzddL36Zvsc/kbelPokf3076ivsgFtaW2so/gj8LIpqqRfVen5hI1LaL4Yu+hirqE/zUAzZqYKFq2jq0+glanfiRkLXIdRXTF3AU1/Xv7BMiHPE+sCmoUyXxYN1dvbqe02hvsGmD4qOZuZQX3hTQCG1+0TqU3TBxLM+jOVl5sg2DM76oHyq9+BepL63uQ+R1Fda40iXsHUH6mu2PmIuh2X4zJj6wPHCsR/1YGrpzLWNXPlHreO5bWSuo2Z/QqhP44c4l6t+hGdlqK9TaCN7VxD1patcoJQK9bKqb/EJsg2Fjb9or/3p1BeUQj38HsrXDmK9mHA49Rmq5X5ovCSAyreX8mjNor7xq11r2RpUH0Z9ylpbqA8mUxG9G1Qh+9sV5hsrRXXPOST1NeWO4qmvuwoAHSNXcjku4ZNu6mM3uAzUB3Sn705RDuqrSa6+wwfNTfK5g9PuvdSXmuQTOe3e+RUj7jGl68Y1wE4dJiTt535eT6S+8wEjvNSn3lzYj/p63tL5AtiuYn0w7H6hudo3DWNv6nNPcpDlpCZSX6gYOrtkxVCfVL89qO/6sTbtg+nW+gjqk2UbNqK+/tvcVN33o77+K8+ivnNhrNZpGvXhamlB1Ndtq+2pDxFgk/ZzrAOK4Vy6TXNhWrFdo0RZ3UmIpb7M+iNoK+EEfqgy9RXxDgl7Uc1CfeKa/i9RXxk7cYakivMk2n1DieWcDOrTZSdKpT50+Gv6WR/mn/WhxFLfgAYQn7XSSn1FoD5qPeOnqaXU1yVeoBwHgqkPVuobGdINU3ajPnsnBlJffyXxL2Am6jt9Unn0rKc+afbJoj6/LhrmZgUx9+kKrAB9M35iC6U2QmMe1SshTAdjxFJfLvuF7LO8mn55UWRZnIIxSuqDl/okVymB+moO9d0eiqENPpH60LQLOt1ACPVpxmkwX0mJLrEwwhMzqU/5FZNeou/6ij+Vi6ILIEf2iusZP01tcNaHskSiXVEIpMPWM5VPor5qoL46j/pGy2sG5Dmo7+vnyKO+dn4aScHJRn3u+1OWmJ1ZXrKsOpQPF6Bvxk9soYlXB8E99VmpXGa/C4LG3IumvrIb9b2tM3yOGTGzCwwyGku0DQe1gqp5y4PO+hqGwU6yO1FfgEwnmD7Kob7x7kkK9YllO+5VWsMqplDfl/lyQc4m6iubUV/ZhPqgjDhAr/2bEu01g/rEr62lPqlQ5FEf3v6npD7cF9OWOVqor/nW0GajpKnP23QZl8PmFpSaNwQJkIOg1lkfR6mAxNm0F059q4xKCX426pPW4rnUp2RR3eoOyvvfQ9tQ9P4VceYPi/Bs+OX6sAp3QLIivJM76wuS6YTkKPyXzYWq1cbU9+Ziy37kY6nvNozq5QQyQKLdQn2sK3+nPtyoz2/zXuqrbur7jveOor4uR1o6qfV3SjEJ98MLUaLdkHsMMsy1hsCjqS/M70dSuYsc9OA3mX2/kajBDjqLCf2GKIsCEFjqy7ISX58dTX0wUF9hnfsJsg1ljrahct6Ba+/UItEeTX13bSiFuvcKiXabyLhXpvM0NcBoOe7ZvcablqKe9MaGn0lWUd/t84fCL3ws9Z3LYqhPX6tM6itt6ruc2GoO+sKp7+pM1E7N9fHbCtkGnvqapmKgOo76MKS+YqI+YiMJYWJ9k6gPW6QsoXc8E+rMX1Ofde6HFX2hZb/1OotA6m3TaIvylfoyrsQ/zn0G9ZF8paM+ptWwKfWpctAMHUEUQ/4CE/X5t3PEM8v2oRo2pz7A4NxbyiR9pedSn6Lfn0B9esNwpfBhpymspr6/X6haN5oS68unvtKmvjcPv/oHZqMLKYn2OnyuJn5bJ9Znor6r1RNtASP1yV1QxcW72ic66EVZvNRHzXVCwr+lKTFg+0Cor499Rd/WPU1mv/U6i0BqDZBiUY6qvuwr8fWayadQn2abUxF3mkF93nkHrTwJz6U+usG2oD62jy1K3PyKzOfwxE7U1/XoDKrOq6iP/bIY5BxDfQnpTNm1ppZaz452/+xkrkS7j/rK170+2uCFs6mAVC7sASMt0T6zk1Ko7/ThQOrDz5184dRSI9Eun/XVOOpbx36g75KlQJFPzDCzhRZSn1ABJCSadVDfZuyHECoYgJ+R+oZ+TDz1VQ31FWrv34D+GbcNo6lP5Y6E3HFaT31QLgTbU1/z3eEt80iiPpko/MGrhnoePrfxGdRXGnls6eVT3pxCSmIbA/W1av4h1Dd+eJ/6MNrcclOfPLrzqa81fxxG+0Mc9RlELynqe2+uQbTcKJVL1U4H4dS3gv1iIMiZ4JS/DT6P/ZZTX3eB2iKB58QzWrBGlde/L10WCsE/CLiopqE+wguEl/qUtbJQH8KprzXvgHGQjWa3y1mf8JD6GOq7LP9u6lOng0ugPnb3JGCCRsPL+1DqG48V01lrOvUZ1praqtXTqA/t1OaWCE/IgJZMfcigPtWxvO7eHuUTGKhPJrAg6hs0RIBYH7Korw4GYvzMGi5Gb6O+NTXYTxyBjmZeWmtgl3bLNKoO+PE1qONpYQPqs67uhr09C/UF++4GkVDLDUbRh/NTHxwRnhhQX/F2wUzqU7vdRHI4F01x1AcEWJep9eAb/c+jvl7h4oaYRqI9g/rYV7uf9fH12oH6ml1Qx0/RRHg2ZAWyqQ8ac+OpT+4QEH/vzyHoz1Nm6ht4DF7q+yoTNYH6uLWIoL6JHLFDlpPFl/ow6z09GNeojxybll13YKKVsNsZSM/38xo/nojwhNYZnUJ9xoVh+NBnUV9/1ofgiPllG4zU5/S3TFuEO1KfQqaTrRVKyCAyXLh1i6F/DvUhg/rAWuMhU194U0RRn9sX8VKfLvpdKB2HoDOho77Tf86jPgyorzapzy3RDna8Nz+Nfvv6qQ8G2QYN9V0+ECDRTlBf94h+BvXluuUhAZ8J1IcNS4p8FIr+VmjeGwAL2xApRkV+6cV4/wkX1SZQHxKorz6C+uQ3NW1mL6C+iBj6YrmGuor6YmrVZb951HfaFUIC9d2Pieuu1JdlGGBnDOxFfXfDkKmPQKNI6mNao3OtCnXwaLSpZPxqmH3Wh1iJdlsPQd+JeL8ul0B992t1kdR3KtMp1ofGNR122E6lvsRsLM6i08763Kc92JX6umY1lf1ouY2JbeYyKuarLyv1gZWH0Ui0J1Afr6imoT5Lc62iPnQfisIuVxqJ9gzqc5g+bJsUW1Af/LVqDNLZ1GcmCks49z9Hfa3pGGrT2oL6bpZloL7TH1RifdHUBxX10ZYiNjhHfTUiwrMspz6iE2+7feNeNlLfeYJNoL7DL9b3OOrTDoH57Jcc4enwoPa91DferJlU723kNu4uQcTZhrqAl26Fq86hqKE+cTaxUh/mUl/d76yvvwaDWK401Oe3VLjeVJXkU3PQt8tZH/ws6g0vDKC+xkFTOvWpUokUU44Z3/W3lENgKfpNc69vQ+pDQZf6oDccUtDDRH2idyyn37JTn24LuepWwKdQXyEHBTD2P3VBTsK7H1lnfSN5FpVswyOp7/rgWXywkPocSPUI6itTvhZIffmtOv+m6Ou6mG5Jfe4sFFA595XuD1bloiyL8BSSoX0I9alm7YDZYWqEJzzUd7N552RZrdTHzKEh1OfvxIhlw0t95KWyjrfU9O5xoqs9qU+AJRcFV4sAACAASURBVAw2sjaiPqDK119J6qtfKDnMn2uhPtlcN6E+4ZPibh9NfQqPAUBhLpu3Nqeqev5kqE/dvt1LfYvv9akbNtmr31ei/Zj6tPgUDskBn65+ywz4DLYoXWGv09D2Ux8UIS889UV0snTukU99Fm3DGOrzfuJJ1Df2hSMu9YVTn+zce08gT64YzKZTDe25IMITUuyLISDZpPEaQH3UM9Du9/40BYtswy7Ud/ul/6wPOdQnf5+nPsUa9/HUp/RBWtQnRlJUlgsZ3S30xoiiTLioDzbqKz7qiwhhS0z1of7tXOpjXnruiV+MbMNE9otOEBHWkCkWpSjyNawCT33n/96G+i6EXaSHQnH8QlNfgDvlcqNh01udQH2Ipb6eQxGWNCWY+ub72TCMoyjqg7P1DNYIp7mqYsBWU59u98Qr1rcX9XXXGtioj54xnNT39XOEUN8J9ROoD+HUhxBtjfNvRbG+crsJ6qe+u8MgOrBQyGC0ze+N+AzURw/bKOoL2MVNxBqR/YLSy63nsOnUx/49mP0iJdqj2xlI29CQSn31/QMH9TVnS6ylPu0sD9WhzwOoj9G8Vi8GqBnU5+dbvxu9J/Uhxs8+tbRKYjf1rA/m1jPvQWAh9RnWHo9h9LPW36ivPJ/6upYzk/pgpD7c3WIP9bWqHUZ9JZz6ItxECTEwPO9CDPWxPq2G+sTQSihyCaVQX7We9QXc21jDfkuRj01C9RzqyyrRRxCz2A9Abp9BAj/gsuwoLqqJ/tjVB1EsqzOoz6DFd/3ATWMtQOUig/r8M3G8RPtk6oN2jMVcn0tw7hWvSAEtqsF6MiI8QZdZvHsQSKE+UVcgJ5WLPKU8gfpqqRfqa0i0u8PjZ0u066mPXGcV1CcTXTj1/ayIS6kPGuqTiwyivtZEEEZ9b52IBdTnmS8C8oHMZj/D/ed5LrwlhMteiSxGy8nbuu0BbWvemM1+r/vhFdhuob+gkcXLoL5bbXjqu71UgrZhIvW9P/PTqe+nltIY21SsT/NmZMWqWPDdMcy71wcf9bF9xN8TeSr1iZbBUx9yqO/ygQMJaT7oHXPsQH3IoT7RjzdQXykFxw5nfXBRXw2mvtNTQqnvZCLtcFAt9aE3U2RQH1kCzNYQ7qCvRwhy0GDC40vm470Bn5h9JTRyiZ/w82qOS6hXoxjq8/cZF8gHL/V1vM9w6kvTvD7+CerrLmz4AOpjLaGKxUdIqszI5mKkPl+tBsHv2Iv6hK+aqK8U/zDhJdq9aT6KKL4Bnoi1Eu1Ug0qe+tbUN9hIxCTqw+Xwy0B9ZHtFiPU5qG/wQ1FfDrNlUl8u+8HWxfMxEGVaC82gvtDLfun95rmwCkw1acjgV2+fB9s1dMjiAur7zoTtpT5R0X7PBJ5FDiy+PtdPfVh9r69ju0+lPnioT/0mvKTKjGuoXuqz5LWRg9+xI/WhuY8UTX26k2ee+mwVA7MupFAfX2+Fpw499X3vUEDY3pJHN0N93UExifqu9khRX6G1HSjqQ3uaqo0yjdT3tqaT1AdlNOZe1DfDqwewUZ3O+wcrnjoBiWLYbxKtm9Z3ad6Yx36vgWsDplPwIOpj/a3BMoB282xPfWrTDKE+qRIPzeayJ/UpojXLKPN7xy8s0RZrufodc9bnnTHaCeSx3DBEDlpwqW8q9Z0dN9LV34P60Du37Iey4m6rELa3aIl2BfU1niyuA9HU9z33gaO+a80VhEaOn4MS6+Oo7w359BLtn0B9iQ7+gcm3C8ldhFktNDvC081+s+U24tb3yez30rg27pRpe1IfSshZH55LfX3v//vOxCOpr72zAr0r9QTqs0drXp/WEB3egvqQGeGJUOq7jJpdqO9tmvt5BAL7CPxGkp/6VDc1RaFt3nonUd/wXSBTH1jFWp1Yn476iGk/IM81K9Gu2PIpSol2avzgGg8QTn0tb4qlPr9EO+af9WVpqxVG3G8uaSw9gZvQF7CXvG9kLrDcqi+l/hm7Nhrrt2CMn/rgX/2jIjxLATFHb3bWh7/3R+74Wt/fbDuJdkPr/X2ZsytVn0d9nboz1Gfe1ogw137X9E0n/F4fWh6Yg/q+/n2QG+TJ1Pf1/ePUfLCoEJqo72ZZAdSnnQ1rGPUpqshTXx1uF351EbWtWUsn8OTc3RbqU2DDdtQHCBOKyXIMaavKZbFJoL5bJ1uoT8eTdH9VbwHcm0/w0YMfaGhh0DBdHU9bBSrkm62hPth8rPU/L2E6lVydJ1Of2ynmN/u3jPBsnI+hBIv1rae+v3455CS1z4nwhIf6WlfCVlFfGaZASMnmcjnEiKC+zc76/jYE2Gl7jlhfPPW99yIeS33DfgVHfecvTaC+sT9hQToD9V0zFITc63VSX7PjuxLtlZ9SFFfAuO57APVFgsc9PGEjhx1Tv76Y+siAz0iJ9ui2tXq56Yd+L41fg0Dq87vR/B2nCOpTKNo/9V5f+VeoD/K08rx7fYihvi8Dh2uMBEzpUEi0Z1Cf3Hx66sNMw1BRH1X2phLthqlQ2i/wS7RnUZ90h5Ghvr8PXUF9dDcaQsAhxF7T1IcA6mtNU7oyq8c1Go1Novuqm/rqNOrLdR62CPiEaXfEWuctzvrUU6JFnHcW+/m83Fz2e/VU3RpprqKoD31Ci6A+0YcDxKXEvfn/KdRnAp2NqW84rYRTn0aNA7GvZqa+c33WUB9k6lM5P7HUB/6sD3MMg/MCYeujaOrLkWjv9GLDEYeJ+prPXEB9V19HRX237a051McukoRsg4b6dLNBc58YprlOJ9uAJOrrne4bqM/pnVJxiAhxcV1FCClz17LfRKzBVhGeiokRaxKd6pxeYM++/6rXS4UxftmG+xQ1IZVLsSStZqkPH099voup21Ffd8qLp76Sbxj3hZOnvmsRxwTqQ+esD3bqg2r7756mAgL1qZcfZdcGGQZHfU3QNvaRj/oM7r6R+roAPEWiPY36fj9HUN+YlWTqo3Zpf0cVwrq5sT8tU5/DcpBCfaUZ5OymvtvUh/se06bUF+biGouwz8YTaAOhr4xZZU15/W3lNkK9XCTV8aVy0c6/z/BW51Df8F1ho74Jzv0E6sPYg1ACoFTmLtRX6bG1L/W9lVWN1Heqjgj7MdRX+kQBI/Wxfg3ufkcU9fU7WIMcmRGeXfYTA/0fSX2ldew5R6I9ivp6ATK10SP8PTU5QkZxOO2lWf9ZH0bUB6PlHMigvvZi6qO+VmVO/szW1LeO/fSWPZv9tB5yDK/tSH3DZWnbBJ4JXi4yCnpRLhpyItM2oL6SQX1IoD6L5jWxWYJee8mHf2sl2tOozxCQHOTcc69WwQ+jSoN5OvWVJOoTxbjAUl+SYXjnQmiaS0Ih0C28NfUhlvr42ddJfehJtFPUd9ewkcX6AqgP0WJ9LeqT7Ze1HKtsg4b6rnUKpL63ooGDmKbWUt8K9qMsu86EICR+2pRjdxH1kf22vmYHsCuSXqr1Il00OUEkMeDhmSQiqa81OQZQX/jeACI2gaQj8n44rPpw4zHUpzCM+FolvFqVim7dZAFpGHOor5aSQX3Si/DUx77/JtTXmtKlGYGUvamlbnfWh12or+OID8/6+kMd3dE9aC0oqY+dALvvBXs3R1BfYyhqqU/d3dC055CXZEKrxNSHIyeBZx71zcUm/VpWJ8s3zI0gfQD1MQrMK7N7Gi5GzWr2+/df/em1+2UEOuLeqKYk595NfRma16qDPif1SWe8hptDm1Nfo2Pt4QQhqVyM1DdwIIkjiK6dz6I+DupCqQ/B1Pfu+kakchHCShnqQ88B6PWR+sqiLNaXQn1VjvA8tqA+7esqqO9v8yoI4fqZYx71DVp0HvWdhqKW+sQSKeprFkBJtKsv3H5331GCNqgl/yKQ+ubcHWOobyoNYeevraMq9HavdqklgOQaIPabr6JLnZoY4YndqE+Y7bTUB5dzb6I+rhADwokQvCn11Wec9RnkT6rBcirhTcG2SfEU6lOdL+5gGAq2JNeGQx7+gOS709SHJOorAvWJc/Ia6gNBfaURq9rYZdbmM8M86mv+Yjb1qTwGUS71Xjkz9f3knQWfKoCRbRgs40wn+8X6YHnTcC85mPoCfX1M/DJCiH8q+0GdJXi23AYwpQYI/M4LislRvvrmvNeHCOqLdO67p5uciwbXvBNIffc510x9vwcAeA71jT/QcKfir4mHbJ2oqA8E9WkCzw647xxsS32SYx1AfWWGbANM90KG2TJkD9hCfeHbV3rqUz10MvUVgvqGPYYO9Wkq6qE+ZGZziaa+MvYYRLnUlrnAUuZZoh1xU8q1+zBqrcnUNwuB+qsQs+FeAx64/pVHH8W8mrldvl4+yB3qNrMOXBcPPv0q0vSaTn2m75gk2ikfDl7qU7hK06iPdc0xNpuW+sFTqe/2MgA/xnYT64OW+sQq49+ivgsWPYP6PKsH2v8H1ub91IcM6lMdMKKZNnJT6sNgT2cB9ckaIMJ+g8ISbrtTQdRHrlbQUJ+izFYqF0RMKe3uayxnZFZ1v0S7xQMM9pJjUrkk1TklcaPiQ5hXMw/1rWxRs9u2tOXEh//ptDGaaQITqQ9/S4d/9deI9cU35SiWtT6O+i690vp87Za5BPm8hoFS6t3BqP6KbSHRzlHftVbQrYWMadk9sGTqC5wxdqe+n6cQaQVbD633bJDkqyoTMtDUJw0bqQEnSrRjuFUiVrqeBqlaov33SzMk2ksphzCVsBLtIe4rK9sQS336OZamvlPRX/+HgJyRc1K5wJ9W5e+bT6C+XFhLexQmZyz1OcBozfr9yKeaWzfkG7ClUE23vXptDGmLzJCFQn6jz6M+BwvNoD5eo/mdCvEx1Pf178PQwltSXwmhPnca26dSX4mYMZ5BfdxRfys54QzqU6StxHkjW6HjgkdSX3t0n/6kpr43gmMl2g3UB9VNS1ai3S+/bUpbFUx9nilFJdHeSVhWDXdwNkrgGeY8hFEfkj+vc6O5Ry3TpzcZD9xvNtOopl/2Uz7w1aG+ayHV74hHNNJTqe/YlfpYr1q8sb8ovDPMMKhp5ZOpr1EYl5WdpD7VRhJJfY0y/6O+locAZbVvoWl32YYU6hPZ/hK+JIdBjt+1Pob6bhF3B0d9P8OENKSEI92Dpz6/j7QV9cFEfdpp6mb0D6A+dwnAof9wzPGMPsZt7VnfdF4Jc4BXsx8/XU7qT/2jXn3q+/0XS30GaWNDepKHnfUhyOjnUV+Vxc7dNxhDqE+cv1MM4xnUB0+Ep5L9QqjPT1NymfnUp8mzAudDo6hv1LyQDQNbSLQbqW/0+KpavzY562s9FBz1cfN2APXVNvVRU3aEtpHhAjOyz/qQRH2364SPOetzlANAX0RkUB4SX8pQA0R/fCX18XWMlNuASaJ9CvtRD3mJ16YN1Bc+UJY49wiP8ESQ0U+iPt0zsTX1AbxhyGmB8BjqK1KST7lWlfbAoqlPl7WSpD6tX0j5xGr/C3tRn7ipc2/P+nWrbCn1XQyDoz4PDGxMfZdZWU196luW0dSHJOorE0Z34/qLh/p+BB40U5+F+vC9sfGwCE9beg8xwfrbm6VcxVpGfafHIOfjK6kvAHxS3NH5TWV++ZeC+oho+CXUZ3HuI6YaixsdcMKwhPqEXG1bS7QbDKP/RUQoKs6jvncAjKA+2bQSqE9hLDz1EX2kjClDxIwhbETNoj7B5nc461PJNojUh76DPIv64KE+DFiJPeszLO4B1Cc2Xzj1nXfuzKP7HlVevNSnDr02nfWVUko9hm+NXe/1sf4btDmAal7VEPAicxgqs+fKxCokBnx6XdzMpjWU/RpM0ZesjdtSn9G5n0994ykX8dSHMOobPR3ls6iv7x/DoAHifrXqpL6vfx+GWgnZvkxXRt3Uh3TqM4RzwBCpjsJa41zq69p8Pa8Mm1JfVZ/1tdkJquFdNdjCSLRT1PfTFqLQuzbCE7OpD6PHIIf66FXVJ9HOUp84pdip73firo03nybRng4PUBpHFPXtKYlnkWhfK0IQkBonhf1iDjawRZt9/fzRTdFPpb4ll/oMhgLEN1eIopqYT/eh1KdqcFxWbmhwKJz6eLPo562pylr1LsP9/v642QFrWnbq+30RRZk89cmmwFOfaGBbUt/dGjtifXU/6qOMDSaiqOxhFU19xBZkbXwJrS77vgeoMcpe88ZSX0fJaa5swyApvIn6qASeHeqr/VcAr39S31P1oZwjtadLtNu8xWruX8+bqcytXbuTxMoS6oMtH9zuyDdq92CBh8hwtlCBBzgKfemoL6Pb/mHqw3rq09xTLzFheM+kPppS5BLCqQ966iNebZACBRf+WkB9v/89jfpGX/amcoG0TW6iPsykvoaBPIr6upHs0FOf5rpBIvWV3hWdCo76Gujopb6qOOvDWuobjJBl1NduBDX1YUB9SlOrO1Gfoouh3c2Np77xCrGO+jQDA/xI24b6+KWNPlMMt2zM7+IW+P1HfZTvLopcsfoeiEhPZqA+oX3L+JxiG+qryYbR8JNgtRxuHJm26ei8NQz1NYrEEur7KnOcUbbGUl+neUMSeCZQn2dp1FAfgGuE55FBfXUS9UkdIFKfdnQmUV/7S1cXX0d9JZj6ikR9ZQfqU+7pzKO+xmaXlvoGsg112LPM8jOf+sbbKUQlkHevr/37Y2rzwF3fqToTSLIKRNRtt2wuhO8ngB9JfYjots2ce9p3R4yVRFzqS6E+OVQfu1BfyTcM6U7IntTX7UPYqa9xD2AV9V13T/xifXQqsUjZhm4SdyRQH3jqK5cUX4aEan6R1qtEezj1QdeLZurTD16Nay/sQrQv9entfDb1YQfqw3Aei6Y+1dL81WJgqK/I1PfOf4ZMYquor7fo0BGeOSlEBp/GkoZxbKfMqfAKsFLPgFhcg8yeefHUh6nUVzSBkTOprwfACXL1fMaIGOrzN9fHUJ+Y8DDivTKoT/y+gfra5ayivt/dk2nUd3KXwqiv2xARUwqPaP3mhEB9mEd9iqSVprM+SKN8D+rrltAJZDssYn08gknUd1zmusvchx3O+mCfx1jq0601PyPOQX3f1ApNVOnm1HcfUMZ7fXA/Wd48KCjuBybxAMJLXEx9oQGf6Wd9yPgeUeiLpL7hukC6p4QpqJNWT6G+2wBfRH2s5U+iPnDRaYbLbzoVxzzq0xY5RbbBwrc4nNSHiy9rlzYeNDjkNGwok6lPYxgm6sN66hNP+uWzvtaklEJ9RZwQvGtNZITnHOr7/lcrm4tRoh1ENyqoT5iyKzt2k0b34Z3HQqlPvzL3qa83NFUdtx31Wfs3UbmhO4Lmg/D4U+T5Y96h1yTND5r9jBLtU9gvENZfpaFCqonwVOW6AOMAaLIgSLWaRn3vALwl9SGe+thUIiFZLq3Ul7USn5+Bx1Ffa16znfVhNDRDqE8scw31eZc0ATnWUZ/AQVAUWflVaCvq6810FQnUh3jquwWyOaiPIPdw6sPie33oLZGjMjVyqdVCfSWP+t5/8yzqYw6xazfuOMdRR9ng2uN0mNvBeHzsN/tSHzI+q/rgq9JLi6xyC8Y/JrwlbEV9QY4jAlw0v6JasWStHHaBouMfTn1Oy1lDfbevGiM837xEOVoonPoaB4xPp76yI/X9fPnIoL7GFqOX+izhAxq3kV8lFdTnN61+6yGE+orqoC+c+hAwFCNO8itbIivWt4L6OkxdCd9yl7M+2IYvvzdFUl+j6BqZx99HfYs5cYbsh+mz2PjGYXifvazUp3+mN76oyEmrV1Gf+6FoO9OPoj50O3HIfobLb1tSHxZRH1zU13S4NEcQcg66SjviPPXJDfRE6osS6wulvmKjPktjBVBfvNvBR5Wvp74SS33qu5uPpT45i5Ih5++m1DeufYC3Non6dO1T3cbkORYM046IYRzY3imQ/RbJfoCwqP1+kPClP/qlpfMBScZ5qC+ok8XLcO53or7ftpxAfQaxPtEwBtLgP2qx7ubNpz4ol9mhYOgs6mORo9Og6EYDKahPIjTVldEI6nvvhxClTX7m3YX6WLdGQX1XK79JhodTnyzbwFOfZWVvB5Eq5OqnUl9tfwXa4D3I9UJbjG/cVpJsw4j6ektKyuju2dbfSjyE+gSxPs3hbR35a5te6ut7H3oZwoHkt3ed2IX61K3GtdBmyGfr4rWVG7rPST8vB/VdPwbiT1pXSUpabXDuM6iPv4+gVIt9APVJLQB/82r0JmZR39C9fhj19d1qxZXR9hIHfS/fd9k91JfoF/5HfT3ffKi1g4dT391xvo7/JdQHLfWpKthJkSrm12Ql2gt/1oc5o3tsW6pUDyz1DQ4Y9dSHAOqr+vjsT0/l4laC6zRwUrMh6bM5xeyg+VGkrLmL2S++2yCAnzsPPsCvcCZX6TonIuHI2kp9IJ7rdtGwF/XJ7Ad789IqjrnU1+9B9tXqDtTX3ExhK3EuEzGyDSbqi48BE8vDR1If0KC+m3KGZI14MvVd1xpFMPFZoj2H+oqW+oaDF4PmFeWe/RLtVRfhieihyFHfV6f7QgGrSqzPQH0lgPp674PIETSB+lxKhBGYM2zgcNmCIOrDrI7bh6a6WSp3Y79sWH/51c9aW4sY18JFfT8zXzT1mRID8Jkwx68GFfUp+GAy9ekmrHzqA+Kpj7uGqqY+3mJzqI90TsVTBHEU6cT6rGd9CPQLla2Lz6O+5s5GNcwoMFJfV6J9JvX9rjWXUo7Cz+LZ1AcUHBhHhkCE6sKMXSv1EX0EbihGU5/QJvHUh6XU157P96a+21tW8zhPoL5Yrgj3eVMfv954IDgqCzhYUVskN0G5JHexUp/O84qjvm9HPPS025QYQFJ1N21CjGNZF1GfMpUIxs4TrYvHU1/E8q9rKiRSH1Kor46oDx7qe/MkJRiiJdoNEZ6wjG4r9Q23uqKpD9tRn0JnDBbqU5DODOpr7Rdg7F1rxPoyqI+e1Q3RbaxEu5P6TEMxmvr0U/S9OVSD/dfGQNf8ItEeQ314n8+fQH1v1XbeRCtsAk91A0dsQGV8PJH9tkiYAsFR2e0HU4p88c49scI1FwY/9YU3ZQT1FSnPjSoB3xX9SerT6GibqE9fQP/qgpDk81HU997cCdRXXF3Qoz6yTBjG0UE3eDj1NbA8m/r6m1NO6oNEFFOorwpnfYY89/Up1Hdr1Fb0YahEewr1IZD6MKC+8ZsYqc+bbjOE+vjDAVxsxJ/KpReUX7vugAwlIw9ki9tP1L2+gHtRbr20SjxMH7iZeTaXUva2aTIHsT/rxSln1eBl9yz5dhN3tWjnPkLK3qIrEEN9MlSw1CdPQrnU1/uKsLZBDujaj/rad1uF3ZM9qQ93bxsB4wirqM/nuzgOGKC3RvbVXBtJZuoDaseCz3H7YFpUkm3Yjfp+q4RxN/qpT7HW0NTXCJr1nvVhHvUJC0c09Y1kwdXXgaCN8CQTeDZmBGRQ39ffjvXOsEWi3ZODxO9W6kUDYRx88SDnaKlnUF9jFxjr2k6qJmZ02CuO+ghTUCf5lJz76q2nyYHg8hMYqA8Z1Kc4g4igPp4HLCeUe1DftS6CtmGIRHsG9Yn4wIwjdDy3udRn9wsFhy4klQv3aojYSLJRX6eLWre1oWvRZ1JfrxuiqY9uPTABGFJSYh31Nb6SS329xSlGov1MfQVey1LX0yPWNzzrQwD1QVmxXajP7xcbJNoHphTo3E+hvkhh9x3P+hq7wHuxX/51Q1zAbzb1qbz/x1BfL2YJHuqTN6AM1McvWI7xjHYg9chxVFIf9qK+N9Abm1YI9fGLZfXPMPw4uh8niklpc6gvcs1EMWbTId+rtLbu+dvE6dQHflKBQqJ9R+pDey5Gt392pL5vROMdvu69PrSp77Y7FXavzxu/PWxPKNYF1STReigSqU+MB6eo79p75K23LagvYNoHZ5mUJF4W9WGLBCXbRngehD7M5JfApBrgHfwWUJ/g/Wuc+12oT/LqzNQ38BOjqQ8JZ32NQOpbnisT9XlnGUxJPjSf+lqR617qc4hevjv0YhqUzLM+95UNhvrE5YRWpOgcJ3NTShT1Qdixhpf6ijghLKG+1i8w6FZEU1+NoT70TMpAfaVLfaWkUN87ey2jPu4TvTjg2LM+RR0J6lvuCVPpl6u7vhzh+SXam/sAAfrdIR3kJead7/UtaVAXrGey32sV9bmc+0dQH+ClvubdjATqE39noL5rOZVtzqdRXyMfD2ZSn2KQ0NRXXOMI7w2OJdRn8m991Dfwuun3UkThBtiznvoUz8SI+qqd+kxaOwnUd3finVyuor4SRn3EKHr7SO1RHyjqU2ntzMjh6aQ+6AYvBGqlr/kbqK8GUN9EqbNIifaABBARuhjCvLEP9bnYzyCjNZv6jNNzLvWteuxrLfUdrHNfn0J992+ZqO/9vzRLy0bU91ZalfzXzzjrg2a/ewn1mY4gpGR6dFijQqI9614fzEWihBwC+6mPbwuNRHso9fV2pwKoz7/WhFHfyDF8CPXBK9vwtnZDT30BnrglfjvjrA809RWa+koA9WnbF6r0TLmeaiT1eaf9/sZOBPWNS8Dioyl+gO2KfDqjWnPMjSV9+/fnT9HmoLM1dxXXPDRufvWpz13PidT384/qoj7t0rJeor3dvOKG41Opr1OreveZ9QEpKyTaB2/aqTv4K6NVQX0xfuHgu5Uuz0p9nO0toT5ZrM9Cffcyu9QH3YQwQ6I9gPpsixFPfQc/qyuGopX6+pDCUh91gRlKZ0C0LU+EJ27DQ0d99WnUx7T5RtQX5tCivX/rpj7UVidx7bzNpb5aNvzp7gJXrXEnWT2XLiOhBn8yqW/YoLi8WgT1SSbI+xAypiiONQ4NAJMuxVOor2oc3EpQN38CWQKOCwgW/WvyVRq7u1Nfp+7gTSuA+mAyPx9FuqkPpdSnUt99N85NfaeDvt6G2FOoT1xrdqA+3VC816r211xNioRc6rNP++H3+q5IIB/0ye6ALNYXTH2cD5rihyZSn2W/T/HRoLO+S+1+r8j4JbbKHQAAIABJREFUDzS9YKKrwUPP+payH7J6g/h5iU+Et7kb7ixE7WiS+k5lWjV/cqjPfdb36dT38x+fQH39Lnkk9RkGUcPV5OVPMvzCOpn6vko54qlPinZbQn2tMMch9ZWnUp9qrSmGKWUX6vv+6jbUJ+YJM1AfFDGjujNfcNQnySTMpj7LCAp29tPP+mCtfW/6YyXah6/RznGI2b1gMX9MrA5pUbBcXZsR84mpXzOBH8LGMIYTjfesD5rVKJr60BFUHaKN8FB8MvVhPKkeK6hPJ4vH1apWQzaXvakPfupDHvWpZvnKFhkY4Qm7HQi+eQz11Qjqa30FI+q7d9BDqM+/RrMS7ZOp76sK4KkPNYX6WN/fIdFud7wJ6hstw9tTX/RlP4tEu8Nvdpz1wUJ9OniFzomdjlnQThc7sR+xj4DZDbsPHf/Jp76ipD5lRu8IFzmA+vw2xKcefLsksDP11V6t0Fb/LQXHt6tRA2sV4sPx1Dds+5pDffJi7z3rM4VF1euW4Ivto5gUf3dndHjp0mQYY/NTxRvR8xS4XE496itB1Pdbqd8wyGuwK3TO6pOob3BJPYL6xFQudup7S9oJVrahQX3X4NdNqc9/0KdenYRULuhmPJKoTx+AKFAfTCvrz9CeSX3uZ7mZjQpzpWJEucwxM/EB3fxSxMe3pL6QhphJfaFt+5pFfdCon7Gi14gQ/JlCfdVJfadjDURRHyZSX5fuW3FfW0i0h1Lfd60eSX2KZHqKCM982QYl9ZWRDJ3JMETzE6gPJSAieQfq+33536IOdiDPkW24JR92PFStEbUj9ZUu9YGmvt8/zKA+3MXL51PfV5mgqW88Y0RQX/8Q0kF9505+DPVR9R1hGFwleKnvCRLtWFgxWC1Dt1eykPqi2/Y1hfq+bAVj6rv+1n/Wdxgi/fzUhwzqkycGC/V53SmS+hpNc/G+sA31FbK5ahVm6ZYX8BzqG5alpj7o+yiA+ip1IBZzqc9GffbFFlbqA5rUBw/14e+u5DXCU2pbzKY+dsWLMYzR0DRKtAdQn2SqDPWpHbAQ6ruC9yrqa/ozOupDa3S6qW+giwPoOynLB42RaE+q6UTZBp761vBUEUM2Nqipexcji/2CYT2orNcs6rsUDwGEoiI84XLuTdRXJOpjFdVaZULg1z2p7zIQml2Aj6G+k1Ny/xsK14c09WGXbC716unMob7xmyKe+lr+lpv6RMuAifpazUVNTO2Zr77bHuMu6I4gNqU+qSRphzFJop2kvtZPS+lxTH3NTd5M6uvOjdHUB/FeHzjqa943jKC+3hfCqO99Ls900OOpz3BaVZkiPo36OBdlXd3CdzFi2C+lwSIKfU2kvvb0KXKN11uFzbmv4dR33+hynfVB6wrtRH1SF4B6swXUd5/+qnTqFnKv0kB9AR6tFJpqivA8nPNaAPXdHPYcsT56UBhABxglellCfRcahc5B1ARo7Et99rVmJ+rDlfquA0VFfdGjW6S+6+5auGxDskQ7zNQneymXpJHUaVu4H7qFWB+YT1MYpi8B1IexnPvAJ9Z7DPXxFcbyNnAX/ZpLfYoPZGRzgYH6pFmep77LhwMiPFdQXyu5toH60J0Iu0k+t6C+a39oqA+uWmVQn+mA8Vr6TRca6nt9MM9oYdT3DiVTqU993wQuXYF2xINGoj2C+n7IAbrIUVOAxmbUZ5lSOgk8vdSHkLO+8YtI1IeY0a2kvvJY6ruOO/s9MPRJp3upLyZhBUwDcAX1dT0SthKwl8DlfTEkJA0nK1MNMKducY9B5AtsLHD4Bn7gA1GzqQ9R1Ec69/nUp6QUOl+/YlMpgPpk9NGe9XWdVhz0yNmC+tA/EIO5VsigPu/oRoP6SL8kyC/0UN8XlR/e5lJIRYMOYTbMY4igPtvi2KI+dIOc45eSjaivnTQFBPWxD70NRdHdHI8J4LbvJlFfZyMJrtFdeerDMurTqDtKHkXNoL7y98QonvoY9tuI+u4j0nivD2QXOahvHUwAjhogu27LxAzXJ7iBsTe/2uxVonTbQqmv+Wou6kMQ9SGE+iSriqA+2WdbSX391gRt1rtQH7k5oBhEmgPx6dR3O8bUSLRvca/v/hLiAWQI9UUzBxRnyOHUB576xG5u7GvgydTXXmvQar806ht+U9zgbSDcPSCxghplRuqjAaxeHPqZ1EfMY82lorrugcEg2xCYdj8k/fJM6rNhWK8zndRXddS34iegCkiqGFKoL+Ky37xug703X9ScpWxxHaFBNv1bhHo0i/LUJ7e9kvr6JeZTn+Gerkqi3XKvb7SC6jJIPYH6br+FxBw6MwimPtXoPv+XhvrkklDgG9126nN5/2bqs7PmOD0mWq5IjaC+YqW+3uAQY4nLcyM8jzFnLaM+8cXH0RjgqE87j7PUJ2RRwn/U16A+JFHf24TqpL76MOpLFOvrLsNT786trkHEPsJk9pvdOjD25p/WNORqcYbQUEpVSLIGbCkpTsD81FfFWvH3+irb1TMk2pvUJw4Jk5+NUU6sjDzs8rmokfq67QmN5YjwPyGBZ8vVNFPfzzOr2Ncs9WmOIBo4QN6fdZ/1wSLKokngWaU+iqY+MYHn/VXZWOInUd9Pcqqq9QqzqM9xqa+9kNSTfalTuYy8CgP1ySzUbfw51AftZNilPq9YX2md9X13A50ogPJDq5n65iFfSCV6th1BfaNhM0UkXVpDq8MoNqa+vkc2yPNT1zIxLIlRXvoBFE19/eXq4srEUx92oj58PPXpOrH7Pvgk6kNIhOcC6mueI90eTFFfI98jDNOOn/ruXvKkCE9QnaSVbRhE4dYF1HcvB9LFSkSIH7ES7ZHUx5wF0NSHfOoro3t92qzLhqhyN/VxMQu6T/Qi1SXqkzyKHvUhUaIdedQH0Z/5POo7/6NGUt/YmNZRn6kGiKrYLLYC/Q4rT0L59IEvLSohgdDUnIpg6iPnUzf1QSH+EkB9fMjiHOpzjecW+y2hvlqDzvpAwf8u1Ffu1Hf9m4H6hDcIpz5hmoKN+qrjXh+UncSJ9aFDfU6J9tKTaCeoSRHkHO4iBMglWqgPQyMxU1+ZRX34RT46wlOeXZFBfeJrG6hPttK+ct7IoxhQH1zU13W3Lrcgw31VvPftP0J9f3/lFuvj7q2lcYa6CrPZD7vKCB4b5/DstdkrpMXh2tuDpkyYxglLfY29vQjq41vYSn14GPW9daJ+vgnZg6Cpz2Bb3faEEv63p76OU+u5eAn9KshTn2xdB2t+lbatRpGh1FdG1MdUq0N9xUJ9fxlD4DH2znkU9fn9lvZZXz9HP7A39f30cUu2wbT7PdzeiqU+6xRNU5+8jwKa+hSgYKG+cxWyvGjcMjjsT31UKV2QA/NhYhVG7ptzjtOqrlpAfSB+tcHFR/10giH4IYz6FHt7qoSTIO3AQH1834dQH7kGqjAmmvruB14R1KdfGeAmijzqg+H2pnyoXp9BfZW4dtKvFfp4MJH6LGd9oyKQnMMTnSi0WnakPvg0KpSPCKc+OCM8YZFo34L6vsI7O/HIJn8URSnW56e+ixuTRH162GWpD71VwEt9KnT3OOjqonehPufz3BLtAcHJEdRnao4Z537LzvrEGLqFpihOX8MJ6aXYvIn2LKtQa81pQAD1gaU+hFNfa4vFTX2Af0izEu1B1Cfkej0iEnhmUJ9x5oIL/j+I+k5Pa+SgKwIRhyTwFGW4DNSnXm8tcY+9oLB46kMk9fUuxMCdHntJKheB+hqtX3Ac4snyLtR3wSf3vb7G9U5aor1wGUSUJLIV9fUcjD6yUdSXBg/vBoOHUZ/Ntmtnm0H9zkqqSb3sh21DFZdHePbZb31Kz35txYysL8/mTRz1ES7awWeh6FIfKOqTJmXEK6qZzvq8+dBZ6kPGWV9tfwU+6pOX5mnUV+zUhw+kvp9KSRfQVsg2pFDfTdU9gvpQqV1KwlttNIU+NOg2N1auCyz3hCelcpGp77IkH4foywmLT/VSX0OifUB9b8whrOTaOQfzqE/DIKoDxsHeELSd2Lgm3jfESifwZKkv1k8Fc16/6VkfyD9VZpvBQX2p7OcGq8RDvy3u9YF4ieXVxaHS4XjpNm8mUF+Wtyqc9SGA+u6xrA6/HHr3fnR4BeOQNlBfdCeiR32jJJ8RYn3h1CdfVAOdQcsUPDyF+gL2iaRqzKG+eu+iBOqTN5IM1Cc9KpT6rIv39UIM3HfsVso2UF7hcbArTREaz0J94lOa9/qCqK84qK9aqI/8BCnWp74JVBlDrBbZBsNZX5Sf2r9gCdXA2IH6ug4NK9HesnM39SWxH2ZfkdR+PEuiPeL9sGsyF/1F0ZdqGGMa9UFTJkPb1wXNFOEpUJ/DY+i9h8FxWRDhmUB9Dc/mnquNP2CUqU9aeS3UZ50AGS8jn/r+z965rUmu4koY8uv3f+Pt2Bd1StuAFDoAzjV9MbO6OsuJQYB+JBQVUFGf95yoKAxjAfWx7VhCfbVHfe8ryjbU9/54trbTZtQHB/Vdv0on1hdNfVBTHwKpDybqc6xjUA1zMvXpHKnqEutjV0u/DytdsIREQNtQn7D9aqjv9muV7LSJnRIt4Rj2cWyce+q64zyH+hRE8rL4hbmxPmieqcsquFFfcz3FVtQng5/qohq/dm9DfedNQzqlfCj1aRQ+WOrLEL2sit6JOCeS2kNQH8KoTxIqvPe4n/rGg9ijvkIjxWLqa33AQmOrqU/rFQ6lC6GmPmEdsVBf0VFfh9eKolJIR1cA86iv+SOvRLst1gdhnjOZFH7qi3A3oRyGEOSb6lUbqe/t7wnUFxek3QWhnkF9INzA+S/Q3wbbbXmRhzdzMjyhaZXkMuio731F2YX6xgCs9dlca/di6vuj0V4nQfulbupDCvWxPwq5MjqD+m4PCpDW4KjPahhVfC+zWJ+e+iAWejFSHxiDdFNfK1FHM4ockz1Gop0t5aKnPvXLG6gPzXt9ZJHPYf4h5lGftLtGSLSL1Pf7VZ0GqjMpBhLt0tnUROp7O9Z4WAHPQSA/WqI9rCu4u3MzQZn4ja1jfbCsNIsa9l05umeX/6jDG9rlrWYTfEuPGHp51U992oGbSX12y4Nq72GoT/GmOdVc3D5cCPXRoxxCfcGmZcg7FalP9Uw39f2WRayrqO/7u+dQX3fSqmQb+AMDjbdqoL6A6T1e9Hmxvnzq65SrVlEfmpVg9NQnNttAfd3X+xsCYatRSLRDElWKo77+P0+kvsGJgSKT4tztGupbiXzdJXxv6lO7KBL1gb2Syq+CnLOXbRXeUd6V+jB6PwyECuqEtkG7q7wb8eu3x/33pOOo7+2kyF/N5cHUJ2rxScUepcP+51JfOdgOx+7UB/O825L6EEZ9J1sOp76qiPVhJvW1576X+uo21CfEIHQlVj+K+s7/uTn1DccQHPXdF4xk6itrY30O6rstqn7qM9fPoKkPLnx7JvXdTAdT5Cek+mqYekWS+PgDqE/24aa3TTQCtO3yX3FVocijPpspyIXueOqTV+TMWN/3BgLDyT6EfchPfSHphZZDSggnKobKN1vE+tpud02dRHIBT576/v69xlCf5pDISH1KbvkdhxnU92cNWrG+BOoLkmi3Te8qfEv9MOr7/Y4aS32HIp3WQH3iFs9QH0qp4AWT7NT31s3x1DfoHKiQb/Cmvz0fQn1WX5ON9Z0cGTYKsi/1aXO9v5bxie+BXhHR1S3of3zfOplTOyKa+vpG+UJEiUmW+tRVKOAaIwP1YSvqG6y0ZHGxz6O+fs89lfoaXp1d3XsL6iv6Ip8qPwazqa9eY44B1EeUpO9pVxLUVx9HfUWy+XdT4OUSp1AfABgl2vEM6hvORkOsTzwZCY71oSuGvjv1lQdSX8/CH0F9VMuq5QAoHkv4+mor+xKbch9zgW/2ZT+C+loXbP/5J56B+phnKplZoD7opEPOX+iVaC9h9/ounfBfpT7Ihyos9YkFPMv8e334cu2FiO0DqE81QIWK9TViolprNFCfzlcPPUgSWZejvt6Tq4r6HAU8i/u+EYTuAmL2mgTqoy+abSnWN6K+3mzErQqvpUIyf5eY/ARauRRsZTziOr37GtiV+upgHduS+ihv7qOoD/SbO1dJ0zKY00eVMKo5V+KiDh3WXfYDx5jtC7b/fDviHIl2sd/iqO/vC/ehvksnRFNflbcOBAyin/rk6fMJ1Pf7zOGyskyi3Tu7NdRXx79yStT6fOrD2YuOoL7LU3ekPvFbIO4M/kCfifrk031J+F2+7LsF9d1no8YfiKY+XaZvafsDp8aLMyqc+q6/ScT60A7mm4quwzrHSer7a7liK9+N9KpyNGMYO4D9OhWYNupUPA/tl7OfhfpaLXhtT31ic6Kpr+VfsdSnu0TLutH4b1Of0JHh1IcM6lPpaCNtHi2iPoRR39nrV6FmOPVhdqwP5dvN81EfWt4tMsT6oqjvT8yzW80F1jmi3WUxl/o63ziX+qqS+k6zG9euWaKLo6e+3tI0lfrkl4W6+sUOsT61RDu8w7oEBVzUh+zWCQv+TgAlqkDtTn18g/0vZ6e+26f+PYH6mM5kqW9wVt2uGx6jqFb8zn0+9e1SwFPK+/1OrarB1OffDg0Ci83T6PfXf2qs7+je+eh/6egNUEpxyzZYqE+TwxKd4Vk1DqhIfc3fT5Zod7seilvV4O84EdSnW8XYUi4j6rtsP0TLo6jPs+x3qc/vY4RTXxlQX14Bz6blVI766vWrN6E+rddWuzvcvn/2i/WNzRCgRmVau4adszrhE973S8vpRYRd/vx5PYf6VBfVw6iv07CgUi7R1If/AvVJRId51GcpNqCSPxDaoQCwjTM8EUZ9JUisz0h9ZaRXnUB9DEjoqa/sS304fQX0K2cJKuC5mvos69JK6kMg9ZllnIQ9sUt9ih0kk/rQ27ME6gv2r2ZR33kVfwz1Me/c6bSpQCNvVYtgCiHHcptQH/kY+EdThRJVbNq/h1DffZV1i/WJNdYLeB4IMC0L9Wl3l7dPXOvFPIL6rmbQKjZAivWV+AQkG/WJJv923ag+j/pObY+hvlGCFSXRzlJfbxzgKkmvp76udempzyfWN5H6tPNHeaFlsWzDgAeu13qrl/qkAp4lNtaHn3l8i75WeggO8ZoYO8xCrM+Q3hlJfd19TXa3ELNhOX+r2uZ5/TTq63faDOrrSw7t8kdrVNPjfgjpd8ULGN4MnGJj1bzqK8DlhaHR5lUJ86jP6DFkUx+ECx+GsMaTqO+vja0x/Czq+/1niENEU18FtqjmQnxpA06wivoMS8owSmykPkRQHzanPu1vPpX6fpuOx1JfJ3fvbtXqBdZxam6QaF9PfY2GaQ7ZxQqym1Lf2zb+P+oL/HOgU1h7NfGV8hyJ9phHxMT9gqnv588rxuU137D33+v7FOrT6U1J7gDl4OKh1FdiqC+n2EAw9elmvoH6RCZOob4aSX3NV4ugPmipDwT1iR2loL6zhy9JtBPUh72oz/AE+D+wivquf0unvvteE0B9X2U90H4CLAusoRzyltRXldRXz6cwssiNrKm4M/XpHbYn/CGpDzltoIx4k/5RzZetqS+N/UiJdqLX/kW5vJYb9v4DgDnUJ92RTSjgKa6PaMgyGsIaB8bpFhtT39ngDNRH+4UJsg1KwxDK1gdTnyqqSaule1BTCEmNUlws1Me8KeQDGDHQp6a+t9dVyjboekNZBgC6ajmB1GdVcU2nPk6sj3AA6hntIZGnhfrE17NQn/SEQ66IFCrRvg/1qecRRX0KB+wJ1Ncv9LI3513EaamrVinKfkO124wvNLYt3aSWUF+3h+2dTlIf99KvUuJyxLEX9emWfB31uWzaX8qlWfYDLgcX1/yiB8b68J+gvoE18zVmdqG+EkZ96smdQH0lgPrAUd/5b27q08QNFlJfDNRtSH1VYTnDHElgV+q7hRMdujjQD6KG+vppNcxP06nvoKmv4YA9ItbX+L8nsZ+d+oJfmaiS8T/qW9kZqm8nl6lq+Np/GTeDp1Bf0VDfUPRajhZ2rl7Ppr7hbliN1Hf5joxCYQY1Lza9UCND/AHU17JAKMI0W1NfRy4lhvrUuVXLqU/lKzbdpVpt1Bdxqa9EifVBONTpLb29Mbu97J7Uxx9BXop/aNYclvpUiSc/H6pj9q/EOEorQI2iPmqP9sp5qaiv3qbkzXOZlUi1hvpOlvG8uB+KmfrEtc3lb6dLicci37jPasbQpfGcr9BLrGxD7wmv2EUEx0zqw5j6hp4jSX2tnl9NfT9etZP6WrekHkJ9igd8DPWdnywWPEQC9ekMQ0d9vx0RQX1lC+qrTuqrbclV2CXaDdSH7aiPmHq3OaGjPmxHfcAARh5AfT/t0ZSZUCywXNGediiUcqeoW/7x1Pf2XJb6jn0k2oM3zR25j4j1IcJx55ymxREtP/VBnfWxCfXxxg1tp0VSnwB+NPUpBik61oeiyPAESX0jBxdbUd/N0zBTH/Fez6E+yQ97GPV1YUkh8BFBffQYVnNADH8+bjz11Xjqw60gR0ABTxRBrA8qw2JjffKLLKA+iG4UWFwwiPXNor4RhK+hvvescpn6dAsyk6mudW/JS3196lNFKvOo72uVAjtGNq92ZrlFCF7wY/iv09u+Sq/RcLWq0EsM9U3jsj3Ybxr1lbuOn5f6+gtlzOLSKHemutfXzZxoUZ/Xc59KfS4XDbSrBHYaI6QiqrmO4E8hjPoZ1Nd+QuWob0kBz56DC/KiWgD1lXjqO697U6jv8pVB1Ce/SCL1QdUoHfkUsSQSS30H8VJa6pNm4jW7+2uc69AYFdnvPPVdf7cKHvtYcxSmadaOiNupT1pe8VOn1O3MN1eh9x8GS7Qz2XG0p+fglU1F3MzUd23vXtQ36s3MPk6hvqAGTz3hqEyrcmQbek/4F3L8o76PFE59oiNOx/oiTGc+9d07WN462lFmR/XIddQ3bHqLL+Kpj67L+j/qG58TGanv3RRY6tOtUkM5GYxGmZFt6Hxncw9HjRfrg2xsGaVc1F2P65B3DrP6/Rsp25BCfbc24/5WO1Cf9UytOv2zVOobe2/zqA/NdA3ZcqAp0jvBp+XHdO/Lfl0t6+qr+ZMJVzPZLyvW527qglAyOqe0rU6rE6mv3FM9I0u5YCn1NUSvvdSHsm2sL4j6ik8RKJr6Gpl+o5COCtXwP+qbTX2Ky2/s7VmMqK+sor7R7awk6usQWohEO0aDOJ/63oYdvTmhTirPoT4kUB8u1Hc+zWKory6hPrhX1wH4R1EfGDk5RqI9ItYH/RjpJ4PTKUPe5zcu8jkS69Pm/1SXd6m8/rAIhkjqg/b6zROpT92QToJ2HvXVK/htWsDTRn2tt4WP+vwGZpFoj6Y+iDdK+a3a4hZaJNrFhsE/iOHUh4J46kO9UAduA7sN9XFuCgxT8UZ9Rzz1QUV93RmUR33i+Yu/hucM2Qb17168f+k5uPtMwRLtEPdZZ6zvkLFGQ32evdsV6+vIDKirC43XuQDqA1F+QbX9FYVsQyEyPBHrXwH+qZzpdm950S9Col2s9hlw035VjzKyDWhX6v086pOOAwDFsdZgleFe+u8Jr/8O9b3t00igPqRQH8d08rc+UKyv684CnOcg4pdBFs9/qc9IfVdf+LpzPIz6/hDZTH2/9WC+BxHB1Fe01He3Oif1VQ31IYX6sCP1QbcvXP7NINugob6STX1o3QDhY33LqO80BGJFHo0dyDfTWerTGm6oRDt5rw8Z1DfBn3YsFhvxX7+AZ1UvB1SBoPiBSy30wlFfd2n/LOqT2K+zhMaXcrk/4ZVIfSWigGco9ZVWwfMg6gt37pdSnz78soj6zOYKxyHFXtTX+UAFHkl9xUl9jSdgFfVVwepUYn3jO7fNjHBRop32b2phl8tk6rs9o2qe80Nw0yXaHdR3lWhvpKrjGdT3PQQwUNW4x70S7VR6Zyj1mbZRcKul6mwp16tG+jespT49r+qjgsjD9ST2c1DfcB5+TIYncWjT/HEw9ZWv4i77Up/0Qgbq419E0RfVOytY6oNwuFpd1PfXpodS3+1SLU7/gsZdlx0LeKqo72x+raIqj6I+MOK3V+pr7zOVWjBI6hv4cC7qKyz1XYsi/FKfw7+5Viu1eR8RYn1oUmD9oavx7vijM9RcqJfJNhS++mvLGI/uWuemPqVsQ3HfmjbcriV3cx/1cWSVRH3kJphPfe29NtDt3qPQCyPW92NV1Ux9vRUpebysfcxf6ms+pX4y9d16GN2SxzNifd/g91Dq06V3dKkPva3ZQH3xzr2H+rSPDBjErWN97x5w41/e59yDqe9csXQN9VWXg9v4gPIYVEF99DFRMvWpdCukS33tHjols1eW+hSyDcadNIn63iwPgkuDKyzuQH1ieqeKpipODrIMFKupr6/uUP9Hfbod8nd2E20bmFNQifxaaKt4BPuREu3NHtmI+owEn0d9qCXHLLeVg9QsUwPxuRDqK2MB90+lPvWLqPsCO1GfJj/2w6nvzVeVKGJbsT4uwxMy9aluMC6nPuWEr6cukm4OrqG+76wzRFIfiqaayxFMfdadNJX6SiOTEiPqU/lYj6M+JVBsQH3DzZ0KCKp3NHwW9f3N7n2o7z4iiHW71xX5NFLf6QdU3ZdJ1Af6H3alPvjfY6Y9DUq3Nf8hhfq+rPrfh1Kf1KrwWB/oRVzVKgP1GffIzaiPr2rNfScKqup8dQn1iUvkvdZ+0+W4JP49g/ouE6ot2wB9s+si6lPsZTT1iZMxPtZX3Jf6ilaiXUd9ddgfl1B/T9/sk6jv9027UQYdUXDUZ6+Q3JEh7Cah2akvx0dRU9+ogCe/uQNCcNtCfeEF/XM85vkBPxf10R+u/TbUDXs0k/rUTUPH8S6b/umoTaPEdARBfRz4BQCD+CqR1PebJZBPfff9bBfqO/U4IuTmLGpey6gP0qpKigg/ifr+jBIhCckk9elQk5yKHPV9qeruSX3Zsg2qXeMzqA/d6Ba65wB1U+rTqdhjvNf0fxZGAAAgAElEQVSEU9+9L726OGgrn0FSJoV2FU+jvqavyYr1uaivb/VV/bIJ1JfrcIPxhFOQjwc5KL38atwcM9hP0cdZ1FfhtLZtka/cykwoz5Y0o2GgvqJM9dTUhYMSpzCH+vo7qaST54qMIIj6ahT1kdv/R1Gf6k2hn08bUN89BbTKY/TfpL5fH99HfXe9RJb6NPk7KWJ9hljreuqDKdaHxpsNfSxYqQ8bUF93r8Em1OfJKod6p363epVXiDjXEGupr2VoS6lvmv/8GOprLYV6B/0c3Z3bm1hOfaRjgN3NmVSbrvrRsFGfCvxigEEcVgOPsRmeBnEIP8bYqI8dghH1oayiPsWBwRTqg4DEz6E+zV5EebSa9M5w6tP4hc1vIKnPsJSpJdp3pz7BarelvsJT3+WDWol2mKivLKM+jfxsZfVp32ZiIPU5/Xfdl4KSbUhyDWnqq4HU1789DOnO5BOpL/+yX4pEOy8fOhN3uSzpAIl2ZawPVIuxsT0zatOREu1jo3r5vVUYUichUJ/CEVdSH/podP3vAOozwFUu9ekcceVxM0jqYz+SGOvDeE/EJ1FfQ4PRKA2kkG2wUB+9du5JffVPNsVLfTWD+gZrp5v6NLfqJ1Lfn0MLvUX8SrSHU1/NoL6GJXXEIw1EMY36oFG9t1AfZlMfTNRHr8ASI7PU91zwS2Y/lUQ7S32/7pWd+tLZT+tVesX6qAzPSlDfoh5yuKN+OPfmDL+CvVUTDKVRn5a2Ppr6hNZx+S9QtmoB9UnxRSj3RHaP3DHWh+adkAdQHzrg7aE+XXyRp75zY1TUh9YZAy3Wd22VV6I9nPreGhRFfZrDKY76CojDgIFPGCjRTlHfW8MqX/9YJdGeQH3KnXhwZNWfztNjfVhLfb8VvEjqe/SfnPbTYn166mPOoZaMXMR9ndXUt6Vt8+OprLcacFP0lUh9UNzoY6lPkz0o18GPJ3dZaXcl9Q0MLf76nCa9M4P6FAvcwVlrRH7ssgxPjJz7IIn2eOrrdhHs1KcYy1nUV1KoT79MQJx4eupDZ+7YZRtG1KdcAcBSHxQLwmCf9VFfKT7q6/hOlGxDl/rItdA8u3vpFuhQH+XSZgS3TpnqWEt912MTYgx2DpTIb4HYAU2nPuliPpZmKw4OUqhTxZXUt5M5azvNwn5u6qul9Kp6hpVyYT6joj52m1xIfaei1ZxYn4H6TEKFVuqrLupTvHsw9akcx85m6nom/OZqu9c3dkZDqI90+zzUp2b7OvpSnc6wj/qqZgX2SrRT1Pf37pHU99ajwWJ9PPVJwjp96uv/glzAcxPqu73CW6i1itRXllOf5NVVH/UluHStFaMupL7ft620m7JMFz2KVmrKgGpAzvBhQUhm3ivrH50s26DryWeJ9bGd1i79WntLWtV1Wteifj77WkZ90m+wHKPTvI4n91GYCLtRHwKob+SkB0i0J1Nf/7bbuyv2GdSHZ1PfVaLdGOvrfg+WUJ/CW4imPtVxgC3D8wy066mvvToOqG/8C4+gvu4H8AzqG/4KNqe+Lys90N2/ZlCf7Q7D3u6z6nWQMKAlUawP/ljfvEIv3DdlUR/owN5Skwbc/T5wiIKorwF+z6U+2YdjW2aoTiZmeCrE+pJjfSghGZ68MLyG+sKnGUdoiHmmRf5EIdZnifWRZeu3oj7ixEFFfReXQRbrS6S+It9uCqU+hedooL73/4OgdzCN+gYoN7rXBzX1KVLVF1Bf+83waOp7n4t7Ut/7KiHKNiRTn74QIrwjtBGmIHRAS7pEO7w+zxyy2Yb6WuvYFj0URH3a0Wiau5H6yiXVcw31oVdnO4z6ztoGNWQMNZR+UdoNkGgvIRmeB5sw0K1IWx9HfdJVt/xSLjbq47exehkmSBqiu1Nfp+2V/tJWR5BifRrqUwkV1odTX7lSH+NY2At46qb/SVFL03F+ifYM6lMAxSAJH5cbaMoCnjtRH/f7M6lPs2IQ+wJ9g7nIac7wj4kLHvLTE8H7MwmyDfoPN3Zk45sn9WgW9VWm2+G7wTc9jdlFfaOET3T+QU19rX74t5763meCBcDY2hiyRXx1X/VT33gyraE+ejUOqebyDOqTTGRP6pOr80OeBaxYX8m816c/caiWL8XlLmddQn2iYXXuvjIFPE2eNkt9ZUfqa53BCYsexl5PhFhfLvUNjnQukm/bUt9tWXJY1UTqKztQX/O4Q6LANDibxJd8yxdTn9XhmUY2XFhgHvUBKm9oDfvljOeg0EvVej6dHnitp77BF8RTn9xWSKfXIvW1bhu6qQ/h1VwQYNB4LvWBTRQPKeC5gPoaRT6vr/gk6hM8YFLes5RLUQSNRHsk9WE+9TGLgJ76mDeeRn04UZ/iRR9NfZ1XMEi0L6O+Yr2H/j/qu/eFkvoSQA1uYyC/DI7RXEF9u16thH68vBLtFPVtfRc1LMNT+5zamGIM9ZWviN966vudvHUC9Y1OA3C7HS9LXJE6Okbqk96dH8QaYM3SKcxEiXaW+rgjmAmyDYnUR7W8BvReOvW1jrzAynu+3bb/DvZ0HG1GtoGvSSuvDzxchbjlLPUpTlinx/ouuIxeNqSwXLupT5fPwVHf6PpovTQMtZUfZJBoz6W+v/aHUJ9YhJp905tsg39fsFQrLv6LKO1rDhEREvFeSBqzVFNXLxLrC+iR4E6F/tGJsg1j28VuQb/ge31Svzc/S1Dfzwf/7UJ9t1fJpL64/YylvnSxvunU1zfWJ1CflP31nfy1q1gf5YyiSYX1edTXutkBt7zngduPaOoDn4Kooj7fpT6TQ2yL9Q3n03zqK7a8/Uu7HNQHdSQqjPpaDautw5JNqA9OfVl0NskAl+651Hc9RFe1yu0ii+lBCy/77SjRvhP7EecAy6hvO/ZLqebS73fCsCVTfW1Efb9/N/hwFuqDZglGIPUZ7GZ/6uu1cwvq04iMCw89PoP6uocOCKQ+jRpHZIYn/NQnVOT7XOorI4EkiD/rByHReyRWUd/btzECP0+mvt+ZeJZoh4f6Qma3xdPzUp9Nu9dBfdCOkbzS2WN92Ir6wnBceDQeQ31xBxT+3w+omTuJ+kyvnGB2nK59wJ92px0m6is9AXctxrj1EQxTwaB+Jp8UgdcFsVFfQ2k3kfqgEQ281LowO+aDV1tGfcovHYod1w+kvkZGcwT1+RcMi3Cxf8W4i173qY+WbbB3RSr1Ef/eW7ZBZIyOZBuyqa8YqE+3kE2QbbBQXxnINuDbHYPFGh9IfcIKH099Xx+QSmRMFesbdHidR33pf7qZRzNlG0paNRf+zd0DJ1bc7yJfsck2pBlVaNwvHfkUqu4Np4Ux1dd/mPp+O1BeTjE8IYFhu9qI+hhPDn5naTfq6xoefnw3hLVqQ+rrrdEPoL7vEASc1Hdc//0/RH2y+2+hPhDUB8UNOPpeXyM2VcHuFMfnUd/PE6KpD1tTH/fwsAxPrKW+67BA4w7kU9/kQi/Txfp46lsHzWSQtvWfy6gPuWa6kPpG07ltUeBN9bUN9WEF9anEoM7+Tgn40mMr6lMbtKJMSDj1WcTQ+QIn4mINi+U8hfqE3SukgGcG9SlWKWWs75QJiIXUh5nUd/656lIflFPyzS93SbTbqK9nO9Av2ld0WyPRHkB9jSdwasjppVz4xwC9fGRXS9vnBecfcocUWEt9bzC0B/XNIh0soj7r9rAi4TPgFu3iWN8CYp6a3tmZ1Oitnoxd/6MxBgGdZbiKvZb6lDxGfCm0GeYRBTyLWJ0UksiVpVBgBPXRhmGnvn7e71cBSEKv3mKuPPUp3tRCfaTbF+EXeqkPLeXCIXWXe5mfH7D7LVUbLNandE4PlDo5wxPNLdwr24CbB4ALhgWL9Y2p7+vPcXpVRVkqNMZ+DvWZl/2uA3CrovZQ6svwAkXZBqPFkjWoQsq/yUe666ivSO5PQJvqFrINhdX1mVjoxRC4qZpXni3bMLXQC+aT5t2xaSaRV3qYX5xuzqdQny6OJHzHhGous6hPGgg39WkKAxjeNDrW12/kmz/3udTHu30RpVxiYn3wUN+fG5wl0a7tDRRNRkAk9bWFsGLE+rAX9UFT0+Q+0fBw6kN7hB9DfRDXCjinoEasb0YNzwDqQ4v6Rublgbcl0Cg/+VD3bxr1GRyeaXG/iGbtI9Y3qZOxwTXWcQFPMG/6etv5d6Q+g+a1de+BsJyefx5AffKNm5nU1x+OAOd+gWxDCQ8wwtQwhVhfPPVVnVYkk0eeRH3iHyLDEx7qO/98IfURGrqx1VwQTH1lR+obvKAmVf2psb5DMUYLqA9a+xwdD8E5ES0S7dQYYSb19Z4AnTswFdtSiuF318+5Eu3LeiRw2qKzKTxcoj0CZMr01gIQhwLqd/ynXdqWUN9dHzyL+n7/oypkG+juUJWTXE999zY9lfpSvhQ/9S9DqY8/5tFijNYpadWP2oH6quFL71VYoboD2buZs4b6wnYjfw1PN/Ud50qpkwp4jqhPu6KUa07oszM80Twbhs1zDaI+tdMT7Cn/vXU69X194BCqQ9OyDYWv4VlBB/s6ep9b1PAUBwLXlcdBffsU8OTM20d9zefOlG2gmpqV87nDeDbSDTtDIdWh//7zKqXE12luybwZqa90Kwhpsi9Yk0PR0CqbPqjo212o73rIYLcL5THng6hPeuvnUV/PwqVcw02pT6ymo6K+03EaZlFfI9o0zLzOoT4EU9/f4rYd9UmJDlfLwYHxWLDUdx/E5Ht92jPLZ1BfLT53ESHUp7ozItrHDOprIb/yK+Ad/VhbIpYOWqVrA+pLwwwEfLZC6ZHNo76JRwkLuU89FMr+fM2hPvahjeINFol2lvrkxREFVK+o3O4jnPqqg/q0n1CVqXgq9fUvx3dWvnDqa5aYi6c+g9u3OfXBSn04l+5tpc6D5xIl9em7EiH3OLpVleGgvr5EO6ZRX9XH+qCmvv4Rid6L5iTa9YthVVKfdq3bgPqgoD7A3aoA6uO+RcMaidRHrdFthzIlOTPdQVcS4TaxvuiETwRR3+gcQOPd5FJf8GW/6RLtFPUJbyQ2/PUA6rvvxInU1/1RUICx8xWIpT5yY8igPtApsZtRX9fxraKKYwT1iXM9kvrGeeQPor7eOZGG+k7s0FgcDNSn8QspgUldoM9Cfc0nkNRX2tSnPVAIoT7Oi4ae+u6baxr16TVsRkls0JsF9qK+YqE+dxpOMPWpynuw1Ac/9cEme5HqBHvrxMjyjZDmwWYZnnHsF1TKpYq0N0o+6KxoWGtH9mqGk5BPoj6YX/31P+orCpkGOVnIQ319/yCc+vQaXAHUx1jRlrG+fqVMrKS+hkvhjvXhuLspmioI+1Hf1xDAQX1tSwimPkBd+A36MbVoRvWCf5HUJ+WgLKE+MTFGc6kvg/qUHU5Rn2QjeAb13W5aRLSqZlCf3IkG6pN+pIv1Dd8UYQwxh3TU/gyWSbSvY7+sAp5dQwkX61vAfvsG+pq7HAtatZS7jt9/gPoUe9H34ijfS+ndETVdrAJTVMVIff6JY7ki4tUITJJo12yip6ZfbbHuKNFuWe9/3djaHbmHxPoUBTlU1OdadeJLucCEdEbqCyngWebe6zNS32BRH/ju+hDTdtTXWpDf3rRGuQMe2YYR9Q3/DtUCKywy6bINaJ23u6lPpdZzFnLkqG/LP6RGr5/6+OF2Ukx1/TbzCI76tMp+U6kvoJO3pr7meGJUy6en0/wvBpsjFhDtjabqaZiS+oaLo2YgaPfrNEnXUF+3L6qL+txr9zrqO41w43wWo5KzS6jPe6kPxt7djvqG3aWmPljOv8Kpb7S2uw5shtSn/Eoh26cRDHRZbAr1NRolBSdR2VUrgPrkUi5FXYrjb6+Jv+a/hPo0VtunvrBDClV6J+trBlNf502h6/Qs5XXu2YD/6XMl2qfjjPvjAhKfe7Q2frqmlAtvo4zjvZL6Gj0svHKvtO2rM6WIDphKfYzh+KiP8PsQQn2/f4kQLo+jPtqjpdah7anv+yvlrJwPoD7r/rop9ZX2KBKxPvBvmkR9xVChzkN9RfeVJPXdXXz20rSm4pG7Nz6f+v42Eim7ey71QU99+o/K1FeUUsaREu36/G0/9UEyDDBO2wYJnxEO+gqJ9nyAMywDnkuPbXVILKQ++/c8g/pOPax65WZ+yKv/9rB1Vi71qZtGUx8CyhYH3OuzWEY29aGExPpuZSqeQn0jzQ98HPUxfjkSqE+zoVqor8RQH6hpFEV9HkdMJdYHaqfWSLRDKiZioD5x6fMI0r65KxiIXfipr2ZQH79/KS5WhOyABPUpxwz8IK/P8Gzx2CTqs8FVNI1E+ex2Bx2R1DeTBtwfZ3ctotQNNpRo579NUrDaifp0K8N4MF9DT5xeCsF7hjT1KZpmoT6fjWIX6kN4rA+qTRGUsYbkss6ivtMnp8T66uJYn84vh6XDZeqjDQMq7/+0vD0r1jf0QCKobzxSMFBf6EYLDfWpqi5L/36czriQRH08xjBifRT14eHUpzsC1lEfplJfeSz1LWU/L3CNytRsSX1kbzM5V/4Cp1X/4RXhNO13AsuaaKQ+/Z/afrOXNJ/goz6Dy5vv3NPtDkl3K2M3JYj6orcWlSVwBxUhuax0lUV4qO/vGQKhxVCf9KYTMjwPvWEQ/paT+gx6iY3XsVAfLncbDH42qwu0B/Vdf8lPfWQ/2CXa6d5qgDneGwz+3tTW1NcaPrMXsizWN0z4bB8ad2N9mE19RCQGadRH3+lY5bPHAFeD/bA19YU5oZojE0upG00xqbJrr7EHSXtTnxS4+Pmvl20++anPok8tfiXyqA8u6xL9g92pr/cVMACY+01LxJfyLprYqgnUVyfe6+trZYVk4xio7/YjbayvPY8J6rNsoRfqc1lsBPXBSH1dALZRH7UpT6a+wWRBL7VCLcE6SaLdMP3bOQuue/7h1Dc6L+j8/JCor3XCyKeVOmN9quCTolURsT6yusNc5zjw61RnmDtRX9jAIZz6xNmM9X3TtShgfXOjY33oLjtv//gy8EEI9cU49yCdeyP19V8K/x3qux0cmM8LsBf13ee/hfqAIaAFUZ97L+SqubQOR/ekvl6mX9vH0qWo3J5pkY1OoT5YqK+4qA/9MoAzZRt46gNNfbg1GOPlFrnUVxKpr16SgYIEk+Kpjzb4lsCVTqwP86ivY07c5l7DqC/OqQ522OOBC4VV9ltPfQgZBG/SZl/CDIrFYRtU3lmi3f/gKnhRL9ZWJlAfF0eCzrnPyPDkV9OHU59rEYQM0aGGoaY+cVXTUh9G6+LzqK+UUmHI8BQdoQzqIxpTjVP1/qFD0eFZ1Mdc13dT3yDvzEF9dQr1qTq89X5/1AepN3E5gnwO9Y3xFbS5MtHXMOq7/RJaVxQYiXZVYnZkNRc4qM/rxxiBfxr7zfXR69axPmR0v1/Wop0KtMPdOYuHjDltQqIJS6vui+o7oAg0FUF9EewueasW6qsLqO96IlATqI917hEzRrKfnW8YFuq7P+TqZYg+xXOoj3PYZsg2OKnPOlXvXrd8SYecKA1fc0wMugoFPdkGF/WV+dRXw6nvpxM6pYBOtoYR9b3Pfc2SsiH16U46vNSHNOob/spxnoohoWkL9TlmWiL1wZLcO81RPvIeDi0C7ZXhidiOD6O+2znLbJRS9hqw2KSnUJ9wWPki2iprPK2gPrUh9p28eOoDgqiPXOZN1Me2KmAnvpHEjtQHhXeCTgQc1imwPfX1Z9VTqA/CMKPwrYqgPgsxSBEahVifbcGokdR3K52TJNbXatXIkg/J1mA4SHJQH1rUh0DqY/RCLNQnf9RHfQiUbUAg9UGxptzyB7zUZzKMjdjvr6jSFIh6kkR7WLdU4XiGpL7LwM1EKWWvEYOJvHbMifWNztj+kX7JtxD8J1Gf4qn3ehpV7CucxFp91IdSqlusbzfq++2auin12WGqYyBLqE8lkCBSH5rXuevzqO/Sdl0pl7FhXPomQLahMEJvo3fJoz7WjVbOtJnUNzKeTgFPDN79u9XVMoZK6tPtX1bqG61duK3JRurTF0mz7zW18e5fL0CaK4w3zCu/HF2/EA3TI6nPejgF3WWFZCd9Gid8v+6TSrkonNAYFLZRX9nBgEKMKqGTMZWA0RMgehn6679Efb0qiqpsNzT9A9sBLT6R+ibF+hBOfT/pmkSZGsvV1n2obzidZlAfanCGJ5zU18tvmUt9Y8hLob4y0rQUTGs407Aj9UH37neJyEdSnwbOkEF9iMzwRPvdD0uGJ+ZRXwfyGvuMm/qA8X15k28a59ACec/utRxPor7ZD+aor3CpAzOpD2v7GvkppKJhfw3mi52E4FWsLPrUtFNyLZATRH2DvlBlux1kbYzRVo2tqA/FfVPill9Uc6ivhFMfa6WWg4986mtdKmOThzGJ+hQLKCuU56C+Nvt9DPVBdduIp74RSaKUgmPHWB/YDE/QY/i7ewVSn+ouMVEoEGWhWB87j9DO8DQpg4NY6ZzUdxsTXQa4Zf8CfBMpzUsG8p6tbf0zqA+RDwuQaNfY4SqhPKxuwbRYH4aG8jOYL8ovhNZcFBgTS33nf8unPhWAgS+VKRZes9S5TqE+4Ve5WB+CDGMB9Qn+DCKoz4A09KU+DfWBHuWZ1Je6KGvUTQ6soD4dBtpLuRRbKRGK+t4MAwuoT5Rox2k1VaQPwLISxlKfOBdZRwSGiztLqG94r8+mDB4j26CfaVhLfUEoEUd96T473pfK58T6wtjPUf+6P3CbsB+cvRZynDHztXs+/9t4vojFVGsu66iv562mUJ/YXSB6SrdV+9WNQqmPWwWG0+CayzqB+mpYrG+Y8ClRnYb6+K5IoL7bu4pVEKp8rvFo6jv5Cl7ZhgjqQz71IYH6roaB2dTXsbVrai8Ug1gvxOinPsRTn0o/Cs03ZUr1raU+tTLhdtSnXR9sQeDCJ6xMYj9TckMwVAFH2fIPEjkqhfoWjeK1YQjptWQHY8af83i+TNRXmlWotqA+RbtDqQ9FEevT6H1pqQ9xW0sA9d0xxkR9F0dhCvXxAAx2YUDDv3oA9QmD2PBo5cLYqtuGS6jPnfMEHID2w100iqC+pqsQS330kqygvpvpbEd9mkE0jOFveueI+gKWKVIG405ujcm+nvog1vBEZ8XgqE96jyTqg0R9vGHEFFJI89GXt+kn1Xy7iB9m9whR7dMYpMVyi5rBfmkS7YbxhAB+fon29dSHOdTXeJH7SGv0vkS3+XL4PEGi3UZ9/OHHTUSYl2hfTX3Sr+A30P4M6lNskIJ1PYz6wEwjyZ2KCIiFUJ/bnSKpT6dDyFGfITY1i/owSkvVmMEMsT4H9Y32mkM5IqnUp9mLxynaJPVhHvVdfryG+lwObxL1ZXJCtnZEmTgAGdRnHDisGc0MM6XXzi2QrzZe4OWjPsyhPqTE+hCX4dktcyd2Fsh656V5HBhNfbrSbVwhlpYP5zYMTS7rJOrD6Hb4TbPiodT3Zxj9nmepr2EYj4n1oRkQIGpIpFGfS6Kdo75OXDGC+vybcRr1/X30Y6mvvddsEetrzcTOvb7Oww861lcTqE8qZ4q11DeD/bC41OJt7qDsw3+Y3SPB1Df8/bXUlz1we94URQP8TLE+jNffEOoTB5Y/ZVP4KZwbDY1YH1vif7RHgugvlvoK2V0WTbaeYbg2jM1ifeev7Rb5rI+hPnbf8Iv1ZVCf7rYh607Js2wG9QEFPtmGYoj1aZTLSeoTQ31IoD5Q1GddUkiJ9pXU1xq7UYtI6jOVrRLevXWQ1H6I4oBGS30wUp+4RAuHx/nUl0gtnjrMge9EX93fjfpy2xtTQHsa+yG116D81DbU14GQl4/6Tj+36FO7qQ8Z1KewazG/K6KaC11lcTX1wUZ9reoO3nbex3AK9WGsxoEEifZl1NegV072SiPRnkF98pmP0Z3C8JRnCvVpMgLGviif4Xn94Yim1NRHH281B5qkPtJ4qmGBJWUbTMtUjaS+7k7bbigY6vN7dYMCnpqHIIT6LF4IBG6sM2J96RfrEOWgp1BD9wQQUd8w9+3iC71Ebr4T2A8Tes2iTb0H+70dK756GEMuMrDoU0dQn2kDE1dx7pkU9SGK+ngnLoL6xItqMFAfO7vAl0SbGOtD37Ru82QJ9VWExfoactVa2SsN9YV7DJnUN1q0plKfHmP4E7LhRIO0jJHUZz1UQ/+qsJn67vtX5f3EWdTndUQA5TMUQkqbUB86MzGE+nwzDUVRymUl9cWzX1QQ0vMYXe+sceKxpEcaoJA1cBnsh2m9hudQX6fN/+4tBd8vkKr6xdST2oD6wCa/mrZqgvp+7wDEi/WJ29EgR6K6qO/6mGDq01mOR+QKzVp9KBvE+miJdukDaFRhhOFUTEF98Zf6mrO/utwpwaWbQ33DGWSlPl1mWvs3OscBJtNRmGs89SmWz/qx1DcyJ/z25r7U9/WBo7OhvP34ZjwbUN/vByq3fyVo4qFIRp7soMe5wcqyJHVF2/y/X1OaEBKkrVkDOn2Q6nOo77b0vT6V+k5ne5hJfawf7aC+349vRH3v2xniDeMB1CejDj6G+hqFgrspds+gvqGJHIduqNUHTbZrLirqs/uiHupDCvWpw5iiRHsg9V0zaMY2DxRwEu17UV9/w3sG9Q2La+PPQkKpD3HUVzQx1VTq8wFjmoNueJ776G5j6ktE5cwXxPK2eUsM7R7ru0b8PpT6Gj+qudSH0wpdQ6gvJGV5OvWVMOo7d+RzqE/CmHo1Eb7CAZ2QnEV93YZ1AwRbU5/Vl2oYbo5Ee6GoD4pc1uBY3+Xdg2J92nu/eQU87c7C10NqJaiPN+l86rtbFLqbK2E506hvMCPwuyrrqU9KD9DcASYPgYGAfAQYrbjI7o24Iub4xlSDTLVuZsT+sKpHJlLf2DOwmNUevfaMDM+393sx3j/d6TFifQi6qHZSXcqjvsGW+d+hvvueaT0OwMApCaY+yzXUkQuM7opwtsdPoD6YjgNQN6U+eKhPaetVJgoAACAASURBVI751Hf7NWRQ30i5PDTDU773O5X6iq4UDoBaI6lPVTq70Lo4RKns8xFyPxC1H/WNPoBueaLaoz5url6/lKU+cVgM1DfRX8WR+fA86pty2Q8bPzED10Pifljea9hGol35NjiDXyj1wTzHaLE+FmNMOXY89ak88S2pDznU51t8eYl2G/UFEMWVho5xNx2Ip75WKZHJsb6OSW8i1qc884GH+m6vv4r6xr55CPV13z3hXh/2or4xuH0RWq2EPxlRC9pCfXzvtDfXZ1BfI/OwH+ur4zYo06SkzV1JfWUT6rMGkzM95Iwtfg777fzcBXfnFjeMSuzBxrm5o398FUGux9bp2JH6ymTqw8ATj6c+Wbuo8B3sp74QvhKqk0qqeKuoT9jrDCegftmGLOoTtV52oD420g8P9b39JYf6OIl2RRGqOOorP8IlWFjNZQ719bz0QXpnHvUZjp+N1IexwcRT30ii3bCOoU194KhPOYok9YlxZNDUh/hYH3w2NtvX9aoZprHfzpFEUNJAUU3DcouC7kOYMoThM6GUUl6tavx7ZHgmUR/mUN/bRqxxm/3Ud4HNaOpzaF7DS33DlXcPifbCCmf9noDC9aUc9THVzLXUp/A1sQv18esYDecT7vUB7MGaRqI9mvqa1hhBfdiO+lpPOHrU9z0HkUJ9TrjSUt/IkJFEfeqTJvXsPu7vey5PJGnxtDolgvo04wGO+nJoQ3XjAMj4av9+vQWibRsuKgp95lWvP+Ucgb208hDq+/nzaqzacHU6+KD+7Fgf5lBfs93C4Z6L+tpedgz1+YwNJaaG557UJ8olD0cZMSVn/BLtNuoTHb/bmD2H+lyxvoJ6L3S5tICnmJs4kfpgKkNxYw/sQ304P6FWwqqfRX1g4h98KvsU6mv4AKfyRHfqK4ZyZtcIeBD1vY/FMupTNBDFaO5xDYJlHRccmYdRn6laOLC0dVhLfcUw1XdBPl3TXp1DJCf1ERaXQH2Ke9MHt3Mgi/rcNt2sfAO2u1zUhwS+ahcbwJ7UF+CUwNfOjahvbBhPpD5t3YDri9abj7aS+pRYfvsZmaiupT6vv2KQaM+gvrvBDwp4fgr16X8J7moNidR3ep9rhic46rsjAW6zIpT6vj5weKkvz4XVV5zKY4k0esEWj8j5MgCT26tnP2zQayjYYES9DXgpf0mXJMaJmSOL+krR+H3qQwWTWN866htOmwzq0y0lzisBt1zW51Ff32sf2uME6tPMbo762jwXUHF+NvVpjWlAfd8+2nrqu625GuoTV9NLNRfIaqlu6vuRxSOoDzmxvlYeb60tII45S92M+nwAxlKf5gYjtDdC8daZ7Xt94KhvuBVnUB82oT7ryV0y+yFPO8Ld+gWMAOUcxJJWa9gPG/QaCjYbV+NXvzQOgC5cAMeYzqK+i4erOFQIoj6NUxdHffbNPon6CNuUxfqO58b6wPpVc6hP/GOI9ZXh5eGMIsitUiL0y3Yl2vUbYoP6YrLfw+71IYj6bjl//V9Rl3qmCA1q6nMvCFoFldos9LIz9cFLfVDMxAjq86NmW6K9X9GTpz6oxPoCqQ/89I+kPt26Md1Rzk1V9LHfMjoIqM2BVW3GBr2mq96/O/V9ffafINdTQ0q5oCX65cIYI/WRzwylvt9OmEV9b70+RaxPYxiCRKZWov3tMU/L8Oz3AOjYyBrZBg31dU0epdQZgT4r9THLmGYa0dPbJdvQ5cbWI6ub+oqS+tTzzkpop9M8kvrcF5hP1Nd5fh21GYNfdK05pk2TpL7GXiO9WAL1qVPZO5CHsRwlO9PqiPrEuVnIZeq+cUylvlMjtriCNaERVhH71V3T9z6AxDd3PBd73KcjpkxWD4VRX7kVd7l97oifY3tRH+ZQ3+8/u6mPUrTHVtQnkTFfEm0C9YXIJesXVf39hN2pr2PyI23DNOrT5LIeB+nn4bHUV+iJRlNfjac+oJ3HuwX11Ub5sKKP9cl321ZQH5gMT1j9geXUZ39o7++YR313N0ZegbNuvpmOsBMbkV/zH+te9GmobOqiTDkJfasO8MLuO1OfAH5ighL4oL6f+gwX1YqUC9+oJBZPfRGHGYZs2GMr6qO6AmNXib/FY6E+kYZ4v0RxPPAI6jOUpBe1DUMU7elIv476mCWnA0Oj/ptNfWiPYgz1td1ueKjv+qGtqK89ixvd0bVw7Ed95LaGA2z/7UJ9Vcfro83m1myS+mCmvnfwlqd/ajUX08MDi24Cac92tX4j6lPUT1r4Nm21NSzsLew2gH7qG4GfWJ4TfmopMy6qFR5jJlCfwcG134HEbtQHdlgbvn2lu38P6hPai0O+H7ML9bGGERUXDaU+ABz1QSfWp6C+9//wS7QXQ6wPCssJo77BXuKlPiRQHxzUV/5kdSphjXgy9XVLpmlTPIIl2k8TUUF9xEOl3aoUA/X5D6fkMPKqGp5TUALsXhvmeSP/5bKAwRrrS+/ULeQfC+wtwLxBNGxkL+t6asvwRDL11XDqU1WhcJcvM7BRsLbhPOq7+Y9Sboqf+kzFBuSyCj6/BGPnCR9OfSEqzwHUF5DkIjuOgu/eoz7XRiCPEW5OgLCauqnP4vNqqO/6nHyJ9gH1veF6Bbk2hlOfLkEmiPq4tU54QrBsg4r6IOo8qSTaL9/rpj7N4dSqWB919STPUQa7185iv00zPK2J2ZM6Feu7EgXeFiDb6uwffBk63XevD7bVwoAxIdQXProabQMo2IjrLmC/DE9o3kymvoxDiohiemweGRT1Zp9KfZDUjf8z1Pd2XjDMoXfGIJXUd16SRTvgqU9a61STV0F99DN9K/rXVBTE+k71TCFdnGgdJAVQH987HYvS9yc0a90G1Fc7izpX0H4s0Y4Q6iNikJhNfcs9dOWp7hL22/ZeHwAciHrz+KOE1Rjdb8Jq9kMA9TXAT5TxQJAM8Y7Ux96Bho36hO0RLBvJ3XUPIW1yr4+OArWpD6mtoqkv5qIaOvnuT6S+4c4YQH31MdSn25N9OwvoH6RR37DXDIQ2pr4Msb7ePqGjvtaXQudnrKQ+32opsN8u1DdabZX+qEaiHanUh6WxvmCHN+T4bw1IrcbfZZ2GJKNaKomHyFde1NnobL31Dn7yenr4qc/gOE6kPjDUF845ht9RUt/pP7eq5gKlM1rrM2J9fB3H/t6OTr77FOprhCDgNgwkjFGIRHuKHyRaDrKpD0rqg4b6/iTad6Q+BfhZqK+y1Ffv1DceghZQ0FnlG1Hf8NtmUR/s1NecR+jupkWWaG9HUVMk2mkv1uiXZsXYEGR+Exil8fRZBUWjqA+7tU1/fLSK+vY6XGCp7/fPi3aj0wuLr6O+v5GfQH2tzWPIRigRiva4OSVb1PCUqU94QgZRpFOfqp2HQqI9g/pKwOTN765AiXbDsgYP9Z2hCnT2jYb65CX5cvAyoj7Niw7GvdqprzIZnlhLfe0vhd7PwElVPKKUy3Tq67DTtXZLIvUVF/Wd29/yR/XUp9yY11CfTW8sN8yGIPNbQA2FFnlYSH1hPYKgtqkfjbzBQ8orz02qhWKmvzjq8zR1S+prCTkER3qLLaSWp20IYkwTBBISqO/2mCCJ9mnUJxS+w5D6/Pv0VOpruFMwjlG4RLvuz8Us3Bme3y4edbDmpz5VQjJJfQ2pvfvnYBnl99bK2wJ/DJRKfb3xEWJ9eDL1dVuFZ1DfsD/BUR+9eIqHUypuXE99WYVePEd3qZf9sHHICAot6yWdOt6JprEfOXAT2S+a+r7Bj6Y+r8jN2xzhMCae+rpjj7DxY4vzN6kP9MyRnNGIauaO7V/7mUoNsl1EeJZEe/dLBX8NJurTOPcs9QUYhqHS4DbUpziKYs8LwNpsCPW17QAu6pP3HSv16d/dcAwEeVagUeOUob7WjD5G1Fc+gvrQ3sqnUF8NoL5jtCuS1AflSkcX8OwNENZSXxb7+dP0swTsiUHehvpWs599MAPlH/lc+nnsl0B9pZSXMdZHAfrotjHU1Ce9TiD1xY2czudQqVyAmDkS9R0Bef/bUZ/u1bakvpZr3pjBNPWJfwzUF2TzhNE1EpK3oj70b8+qqK9QB2uJ1Pf+2XDqQwL1YVYNzzqeYoZb07dQf5P6uCtP6dRn0cU52icdlNdloj7non6vHCaJ9RUx1od51Nf/dJ2d4Rm58O5SzWXwkvs1EMCUUUKSRSVnFmOFlaykvlLKP7vFoOV+yU6JoQ6+V6LdSH1o+UPx1Hf+smGGJ1Ris7pYH7pGMeVSX++Z1UV9eC71yb77+4jNKOBZLNUIfEsZVD70PtR3iuDU67KkoL5zClwdLq4d8lFYDkF9RVHA00Z9rPFoqE8en+2o74ZaKHiNDAsqP90QQjdQn3HZ/9vc6EBfCvWB/FJ0i2nV4Xra6e86ifpa9lPNi50vm8/yzbivM2HLOBxdoVqWa+w3fCIqwz1e7j52Ux/fAv1vuGUbBt/zGjol5O1tI/VhR+q7/OYE516nbQiO+uoow9NUgziT+koM9cE8RsupDx2H4Vzm5zOpr7kaPIT6TLE+NvtmHvXh8dSniiNZqe9dop1f9i+rfGVn4sOo7++1G/frxSdEUx9o6muNyXWr0VLfaHRSqK8I1KdMw8GqVEDfvf2EBlHPWU9c7isEWZ1qcZyi2xwU68sZ5UzqK72IH5fEXz3Ud3pKOPVBYXAo8dnPfrWojMo34nHgBtSHUmql0b51DbWyL7JJrK8faEYp9anU17XWyjyTN4yp1Pe3GBqoTzjQdEm0U9T3ZoY7yDbYqC9gY1VLtJOz+33Dq5dxHh1B1iDqyy/lUpqyDdW/wfmpz7BhCfPoFum3pMfvTH2r2SUxGc8flYPk0q6K+xk5OaC98iOA0Ecbw8lYZkfjj0egutiaV8wq76K+nie0AfUVp0p7CvUhivpCtpZI6iullGqpWkleQ92X+i5Nv33+yKc+TKS+MlB135P60KW+aqY++dLNbOr7+r/jM6kPCdSn08W5rGzX8x3DEeR/lvp+wlCR1CfUSGsWqpFifZr7zP8Z6jMJMCD3ElZitcV1hV5c0dHkuB+wfhQTTCqo0EucRDsHfjHOPU1991/bhvrI+TYn1if9EkN9UH7pzAxPeKlv5CrJxffDqY83jL7yNpKpL/o4IKb4fqVNK4f6Spf6dG5Ki/pGYIJV1HcxtkUS7RnUJz+Qpz7a1UAtYpFPeoHdkvpKCvUJEu0m6ivsPKq92aN5UyiXqc+K9bEF4WZQU2K1xRXsF9BpaeyX2DQiSRFb2BFcD6BKuQjgZ4/1oeunmHxo4aKan/pU9VvBDYnljpND5QIh1GcltEzq036n5RqqW6LdRn0Ba4ZkjU+lvrs1u2/1+iXa7dQ37Dgd9b35hfcF1U99tUd96B64TJBoL9f6H6YSlW6xvgTqa+w13Xt92tUMeA71WaBOQ319A63x1NfYle80SydKHHCfPBPUh566xjTq49xbsR7Bwj8TtAyXUV9aJ0U1zRekxSZ2YUCMKOor73f8vBmeMO3E+bINmt1Ii+PVPt94lYuq2VblqtVQ5yPUfajvd3evoU6Jl/pmFfCkrfHZ1Pf2RiHUl7Wg96lPxfYE9TU2hRpFfd357zwGcoj1la+hx4i9JlCfLNFuob7bj+rQsMTbyaaaXFtRH3Ff0UR95G6voT7lelrVi+fPMjXc42TbYqivWTqsNhMuJiBBpc0v87pcQqnFy9NnXPaLpL7Q9oZblO2yH8qmBU4nU1/5jfghQZgzwo1eQX2gE3CjqU95XnJfxn33+hCzlLCOY62lVtcTVE7PJ1Ef2bAHUF+bUvBg6oOf+oTLruHU14gj3VTd86mvKW06hfrqfOqjKybClP9adov1NcJpeAz13VH9HOknxfpA+SAu6rt8ss7w0cMAJpmbEPSZrN+eSX1h7UWeRVFFPq0S7fm9hgXU9w1+/6M+6sWmUJ/46rJYn79hc6hv+AQEOSXPpL6xW6jL26niCrgJ9ZUb9Z1//LxYH/5mojXWh2YrkEN9I9PBTOprvPsM6htN/JpBfb11V16FwM2rjTM80Ye6Xalv+Anxpqb/Ul8M9QVtc+H+8RLq0/Q8Ah6dVp4Ui0UFZjeMYb/pgT6S5HzKDbaZ8dqV+ujfmUF9d9/ED1ejowhoqA8t6gsYxPXU13pZi7lK2obbUp+4R0peRpWd0Z2p7+8fV4r1OTI8ceAG70SGZ3PQNJl+wdT3dQRxRFNfHVCffs12V3OJlmhnqU/JfrDOq1Tqu5g3WtWN0L3Wezc/PIb6YFk8O8uUnuPbPXzZ06poAKZb4hP844XUN+7/uHInCbfPsWnZU6yqa4qF1Me8slonHKHUVwYC7nnAoLZSmKnvHikJL+AZRX38lzR8NJCtgugr+Lb/OOq7uKch1Jd+SBFKfZIjiDDqQwb1gae+huOIZdRXHNT3FejDcExEX/P8o0Pqv266po/65MCBgfrKmPrKQupzSrSz1FcUw0ovTFOo7/rr1KreyFmoi6gPllgfOC9uuEyhRJRyUVHfrblBEu1e/3g59SWwT9KDZlGfo9lA8psrnrvvpb4i1zYX/8UzM15UO7ULk6PivOF3IH08nvowg/paUkVdHw1RyFF6R/uuMXVQ358X7fXc8VDqkzBbsV36JdpLhECllvoaZz5YSn3VSH2ntle6t9D4P1B4EEB9itNGdvKK1Af5gNxFfRCor4sUmdSH7oEXT3UbUN8QJ5pakRrqq0Pqg5X62CX6+h+iF6fI8IRlgGqnazQGsBL5zsTbu5lSFzUoD1kQ9khVVfNVg4pl4/U2nbDcsDmUYsp2OWfGy/0SnYUpJJcAx47UZ/A5ilPlAmPq+95aQqgPnMtgEF3gqa+EUR/MQ7Cc+ghtw3DqCxGoVKx+UMyCJdR3cqw46itO6mv0BGzUBxv1NVtVhT1s8AwN9cl9kxjrW0J9g2aO5g267QCzamVQn/iW55wFJfWVIfWVqdQ3HFRw1Ccdc1BifVptXvqQNwcSjhTfNsJnR/o32KlvE4pRuzBTL/thi2gfvD3ZmRb+mfEKGfT2zgEn9cklsv4b1Nd8qqHYADmIEWo/omwD8xDYxwj1tik+MdYHiQqbIm0B1EcvEZZp17j8Ov4zm/qUo3xfCytJfe0sMgxaaZdop6jvMpvAzwma+lqIW8hixeqIWST1oZoyPMswb1/hSWB6KRee+m45C7XTMFKifT71DUM44KiPHKOxWJ+G+sDHheOpD7tRn/ZEy4sDiO+0DdgPcD/C3TqoC4PN7jWmeCQyp8XLP9w6DSvP3qI6QFhDfXLMIoT6hNGHlA+3QymXEhDrUxU8kzM88dQMTzETXHYCn0B9337hIPcRH0198l5goz64qe836Km61BdEfe8ONmjqU++uwdTnwDGc2qMIP+BveB9BfaIzA/GiKs/UWdTnO5wy3nDul3LhqG+tU9wsYEZFNDJDcvmYAl+nbcd+EVUFg7fwjdiPKR6ZSn3lXcA9BRhgNG22VftSH9kqD/X9fmeNGkSX0q5Got3QsLHirZBq9fcZRJa0nkV94qhcLl49QbZhjDFo2nvN2fyiqa95zlHN1Hf9wVffMNTXsbWqHPfbpb7KWE5trFSk5Ryy7jNFfUWmPt3BRyT1fQMDmMo5ZZFsQyD1YTDRvNSnKYjKuqyiRsgvXFV6X8Dv8Qor22CkPiyIsLWi2ZVrRr6EQWLHfD+a+4b1uA6//GNWp2LgX9TVvQZqlKU1z/3nlUh9pcBwbCJLrm1GfZhJfaohQOAgmu5qplHf2KFTU5/j1Vq+/kzqkx6J39P/51Nf63eOI2PzwyTqK8NcDkM8YSH1UZZzk23gqY8sVgzCAHejPj5BZkWsr+ipD6pYH3S3DTekvttP3+HKlIaDSdRXcyGKM79quv8U2vKp3YCITtvgT4IknHUT37SDiFdurhrh3PrKpT52lN3Up8kFouebqHmNmdQHzRAgaBAbe14+9Sm2f7DUp0oSS1iIE6hPZr/jY6jv/KnjKAl/BIn2SOpjfE/oDOfELJOpD0bq4y0HHM+xsT7sQn3vl9/A2i8iFy6Z+rTLWC+7uFpaFU19iKK+t387DkAqS6VIHT7mUd9c6Bkmr5ICaKEth37VmI4EG1Gfs3jHEobGvk0TP5sRrXylU5/+5WXqA7sbhVCf+ARRcyEaOaAZgiNwKcFU6uNnlrWYHsxD4NZLdFGf3Bv4GOorydQnSbRrVAQp6gPCqO/vw5JsQ0mK9WEm9ekoD8RcfDudZGtlIYP6vKcWCFi4BGPTS7Sz1FeHqFdTqI92c6WPH/8nnzooqK91cptKfbP84wDZhvwMz/m98hjqIx3CKZ2KhWbDfCk4dxFZ1NcGv4kS7Qbqg536EE99uG+66zI8Ywex6ensRH3wUt+7B4fZ/R9Bff0y9/0gwB7Uhwjq8y/kXon2ci/eIFKfwg3UjdHJh8MS6rs6AROo7/ZeVuvEPcMTBPWN15wQ6qviBgZlD0RSHyfR3vhANVEfXbp0DfUdsm+npr5un93F+jQNk6lvghusoj767on/deD+gPu7EThn5yCNu10I7D6Vp4/ZXaTdjDoPqGkN/jeP+gY3LCWvBLcLtxbqc3uF8jYwlfqq+K69Ljdu/5UwjClifc3NvVr6vxr6fy31XUcYHaew7kh93Jse3W/13NpeR33vQ8dXIDuXwqt+ifbiv9fX/P0s6nvbBRzU1+4LaC4TesX6rNR3nvLTq7kEUV+xUt/bhJlAfZ4Cnr0CGIraRG3qKyPq45cp5ZaSj3zdxvR7cAX1ZXbM+6NhyDZfxn0I6Xxnp/K7ypxCLyBaIEi0Rzf4y6hek6hv8AUc9TWasQv1NQ5E4i+VAdx1FwRu/9iK+koY9ZXI6zGq9M7ImDm65hqt3LAZ9Vnn9oD6GIl2F/WZlpRGw2oX9+ZRX1NxLZf6mpbkpr4pEu0G6kPrTvkozgPL7B6vUqup73sxeAD1DZ8Ajvqqk/oasjcaJzIaN0xifRhvZ5Opbz4qPID6YroPgb+IHUY2XKId8TPxNY/62lzCUd/dZ96W+gz7vR+NxNvJzu1f41KsoT5eLnlP2QaLYQzMFWFlfkSByhXUZ9v5+9SnXehEsT4F9ZGW07htWEsnY5YQ64uhvtuvTqE+DE3RSn2gJtok6oNACJLbDFfeaRb1FYr6nhDrUzwSvdmtpD6DRPtgEMzKv7nUd26EEBOZxxzTCr08g/q2AmV9CSVMbld/hdQbNYJn4kvnwoXe64Od+m6zZEvqU/RVBPVVvR+OiO2/aZW7UB/rONJ11iaJ9ZmoD2Nz9Zf54cufe6kPmEN9NZ76bqMYQn39mfjuHv25j16JdgP1YSb1jT/ri/VhL+q7OAts+ed9qU9w529vL5VAhHQ6NY/6iIpInc39Sn3QoBBBfaLbF+1r9tYY42KwKNY3pfzNo6hvQdCP2FWmsh9cHVkys1AvRvUP5tnrOQOA7MNBKv8g6/lOkGjv9VW6PjgdCv5c6rt2tz3WNxq1+WJ9lLniUqDi0jfDC7bB1AfNMyTqU8y8EOor8dRHrxjc7dnOYllP54h26mMM+raEY6w7DnqEBEtCc9JGZHji0hk7ZHjezxOkK2MH2Fnil2gPo76/t7yXLq066mOXaG5Vb8CVehr93upCEaiv3mgvhvqUe63DFc0q4Lk6vTP1st+PPSxWHOf8E8y87EefJXbWi+g+pjM8ry2oaWZ3n4kvhaMT7rAigvrEa2frqG/g/6ZQn8ZbBZyTXEoSW0d9Z5+jxF9D3Z76JPvtpAZZ1OfzqU838yo/CLtSXyFuz7Z9uIt+xyrqwzAokUJ99x/H3etDb17VcOqrCupjHR4xczWU+uCmvtpRE0e30vljqe/m5SupD2Um9Xk5IYr6gqWss0pJRnUaJg5SCPWFtVfzHYj85umKErfPgrNrEz40Z+LL6ZdHlOQwU5/e1ZxOfVHOPa9yMXgCzJNcchxXU9/flhcwBOT1mD2o7x6CkNwaw5XROdQHdsWAonTCxtRHnThUcVhvP55JfT3rVKR3Wqnv/e/51Vzcsg1N6lPMbm75CZBo56jvFznM1FfU1Hfj/mdS32GJ9WkuC3DUF1GiOo/6zn9xRwsXufpkp23GfsC0HqHFFL1Nm34M0Jx/Nem7+iP32or67ts/ZIGEui/1wdNXbKwPmifAMKYk9QHx1AcNyUi3FgzXUD+E+m6/ZlGfj5Boz6E+sRVe6rtKtIdTn/LEQUd9p/0kmvpaAHwvs0xTn80P1CGQg/qwAfXJ5XkhNXsS9YluvoX6pBEPpz7YqG98N7ZdlvUWzFJleCKQ+jIc+pwMT1iegIC3nwVXm7Z1+n1D6E0QiVYc/9x+YVpkfON4d3vZ/HIghfpEm3sS9b39cgT1VUWGJzStQjL1OS1SuQsMoCaMrx5BfVTi2Rccz5BtKKxEewT1tfmp/QSG+q4Wn0F9ou0x1NfcT0Kor7FrjRXqI0q58MLb902q3vBVF+vDauqTHdpyDn/RkY6LbIOb+toS7Xbq6xt8BvUpjEqYm0I0Gq2aPZW614fO4VRahqdT7ijmXh8sT0DA22ezRH/OLuY/bFH2lJFoN7Ruzrzo/LxmDZzQsn826ovoofXUp8mo2SPDU+9z/FwaByMhaaa+87OWUF+KckZIvdg51Me60RBSC5ZQH0CvGCZRlQjq42mVGHc0UMpGfZeZPoH60i/1kdTX3WtUSc734Oku1Ddcw8Et+ptItN+PCiC8wptySX0A9Z3e7DpXcS7hqavmchpOWazP75EbalBFUp/jCbjvk5FQ4hIgV12eW1PoBVjRI9Kk9pNaTKEXBHy2mlsw/Lhmg/v3COpDUZWYJHNlp1BfwFpgdO4Hf2TqU6g816u3Gox8VuqrAdTnn/WLqQ9dD6yMinx+CvU1fcd6XWujqU9XXJecJgofbjx5URS1ow0rSrXcH96f+rp51NVOfXJZVlPiCThzbqwKe1CfU6zv6634qDBJfaJsQ9HeRzj/fj2NjKGG5wzqMztCeK2RfAAAIABJREFUlVgOFE8YO7z9H2fSk/nZ0FQ5q2vYD1jRI8NJnXuCgQhbdR1lxLCf0s1+rae+Ww6IlfqIAdGI9T2W+o6p1GdzZ6dQn1UWT2jVQ2J9/Zs/6PqRW1JfNcX6MKA+TabfGuorwdRXAmJ9G1AfzMlmQdRXiAIbc6jv8nOAzn6aQX0lmvraS/rxaOp7n1Xv1i6NKGZTH9ZSn4h3wx9n0m+EpydMtcdQX1h7j5Jpy/Y2p1Cf6f1gNap38JtCfbW7E8NKfVfvnkzjMW0DpeRoXofF+pBHfbVJfdiQ+gxfijHn6VyKfTI8+zd/vLXie8/IoD52It0rYnMS7U+hPkA7eUfaAY+gPqM7FUd9f9ARTH2NZ7oST7STdhL1lVDqa+814BxkxFMfIqivkBLtIdTn35jdEu2G+0/aGbJtNRfOOcHktq2j4c6knnWCsZb6vO2hjOo1l/qG1g8T9YU493Oob6jWFZ3hiSTq6z4Bxr7KpD5MNQxFhNEQgYy61zd44SDqIzknl/p+P89RH4Bw6lOVMxV7FFLvNQtqXH+7Mt3ZFDbHf5b6+PKGMvVZfdo37x9gp+6Dqe92okUu0Vz3AirqU3yLKtYHjvq8i6XR/RV9zZBLfVXfCA3dpxMUjMuU/unp/Gcq2TipLzFnvBA2YazUZ7MN2qheu1BfkeSoCepDnnPv1bzW6oP7nfs6lfp6G16IWN+qWJ++93WTJCDvlKY+iGV+Pof60KzmgkixPhP1+VmIpb7mKgUn9dUGVW9JffUKByHURzbJT3366waM03kKmjHUlynRXth7fQ1XGP5lq9FXXuprRYnr5WP1rQd0g76O+kRfc14pFwyoL+e1A7oUmFJE0kR9K2m4u+YlIi/HfvNifWxSCQxG9dqB+hBJfYMFOYD6LNwi+HC0tqGf+vRJYgT13d4uQaLdQH1Bqb/wTpJw6lMbhqTuQDqb+1Jf0zBiJdqjqU8YRBipr7fvqEN1vFjfXtT3NnEDqU/dsBDqo5xIzW9fMkJI6itu6ith1Pe1TjWiPrAvWznUJ/5+vWV4Khp2eSQdJg64w7WY+oqF+lazn4v6Mi/7JQb64P0oUnFX+dPZGZ7gpiHfQ68dqI917nXNgrB5R1MfoXkNgvr4JVimPtEqjdTnW+MSqE8eW8IwYJwkMTVm4DGMgf4xt6ckUB8SqK+eqQ+7SLQbtrQ46lM3PYf6pGOKaOr7+qcjZaKBG/ds6tM8A9KBY3+Z2pD6yM4Lob4aSn2l1IJK3uvrU58aHGPqIm5Cfda6vyvYD366ymG/9PRO2D+ECQMmNidAoj2l104WRfbQv1CDUN07Eajvp+L8AEqY9tSSLdGu2wZ0z8ygvlPZV6NYHzUCMIlc0dRXmTGCyk2BolVkPdOAUi489XGh6W7lZNqfgtuHC6K+0///9EYdUN+tFXtQ3+83VQ/1vRkueDmuKOobTUSzRDsUC0L3jUOOV8bjXlVfGrYZoaMNBQx22LG5NqmvMiadSX1tiTaMEc1Ifcx2r6G+y2+JIo3H/RCjQuwLdp99DvXdjLzs8qflJiD00WECD5Mu9Qnt1d2TzdG0GGwPGr9InEk1p9eadzn0X/bakfr+/q1GNOszqU9TD6ZeKp5NoD7F0f506ut9ickw8ETqq8KrHYZbzXtTX6M38FTqK50q9tdoN5TfiVXUp7GuYOrT7wuVm2jYjvp6rRxRH1TUdw40+akPrSxzy4qBQocKNqK+sS/EUZ98IQFu6uvmpS/O8DRdA5uFibYrWHNa/rRSLpjdrpXUN3RC4e2h147U1/J3P4r6SgD1iR1eL4wyjfoYE8Qk6rs+2m8Yn0N9EB6tEetLoD54qQ/yhc9nUJ9copc+94DuHMlJfegUmZlOfeKhT7WMEXzUhxmXzE/3AJuxvkOmPtGTIanPdk8Sg9VcuXLFUx8iqE/y4nTUN/QU3V50wFUrfyYcersRjO1JphkkoVVExZPZ1JdlmN4/dTR+rqOMmtSRESP3aq19wdR33/5l6rtVviopd8Y+k/r+Lg+cOg8e6tM59yC7QrNVR1Ff3HEAZon1RVMfCtj7MX6Jdiv1sQ+lDeOp1FfN1NdbhGWxPhv1iW8HBvM11Nc/X0cw9V1exEB90ZtRg7GUGZ7wUB/CqQ9g7/W1XQrqGMlIfeTm3qW+Pvsx1Kftm2Dqo0suWKkvHN8yIePY4/LcFtQXZpjB7a7il5gaVNN6DYjpoZfbGuh6G1rq87XsIdRXM6hP7jye+ox+Hly9F059IXLJYjXNiRLtHPUJSAHNorcB9SmK0varXaFNfbVuVM1lTH3sDMD4LyqJ9kjqu8+hSWJ9CKa+zmnKWuprnU3hu4DnwMBhob7+YaCL+iwO4/CkQ1c0ZR31DRp23JCvxp+uxpxVLaY+BLfN+cZIlt5zFHpZmeEJv2GGtb4qHw+uKTVvsBHWQ//WUp8iAZEeaXQtve5HfcHOvbS14K5L5tfzWCLRbnOGFKipXjV7ZSq2pr63pveNsX+rGaRh0CuGXbah1xuNYcJNBUs+aVpTw7P5gWqmvvsj2hLtTn9Ku3iSt+d91Pf1hcfZ0L3Ud68nugP1/Tas/v73Gon2udSHu4Lj1yMrjXwB1De+edF6WUhZuIRsA67yLVaIJjIUapp3rI31wV5AMTZGA6Q9uznIlV6vFv5By5JpxQRvp/ayF6r6C2dRn2kTkHrohZ2pj3c8MDJ2/fkfL9H+AOpr7AWQCngHUJ9mt9qA+mC414cnUl+roapF7QHUp7lUxlIf9qG+i2duob6r4YwFVPcp5eKkvlaoP476yo7UV1jqQ7hEezD1QZWEf/99PID6bk92UF8ARFtmhF5KKUKsb4v6H0ET1gVRjvVqEfbBcuAeOtC13z9wfH3epT4guIdepZRjU+pDKPXpfTie+ljn3lCDLob6CM8RIdRX40uiGaaBxjD8C+dzqE9YriCVoQiSaI+nPtECDNTn31Ajqe9vDnjWfTTLMM2mPvuTaeq7sUA09aEh1rec+g4i1vfn9ewh1mc6IgCR/KeUaA+nPuG2PEKor9XpqdTXdvKyqC9+jYlSW8D0aiW6nLhtC3hOhvU6pD5lKydTXwYdv0zK79JFtRjqc79jw4fzCqAlUh9VZN1OfVrPURRlUFGfPEY09eUYhnXhhHFhDQlBiIYxpD70qO/yZjTnqKiP3c29hgHcqc9rGKqKRyT1waYFQ3fn/UTsEdRXfdTXXnNiYn1gTltmxfqgp77yZOoT4otQUR8p0W6jPvlV/i+E+oRVPJ76bsdIK6hvJftBo4Y5l6n2pb4AaXb6V6u6f9CfFYuoL9iOXvwj6eDVNtQ3HFNFHImlvpZLId1HUjn3xUd9Nt/dTX0Ql4LJ1Kc+KwPEYWap7/ajEOrjXN67S4Gr87SA+qB6KGcYh1wOxkJ9loFWuWmKYQdl9MNH1KsJ70N952XZLdb3N9FgdnBHGZ5YRn3vq9T3f9ebKw6Maxegf4S0O/UxzwwR68ugPhw/sT6EUF/vJCmN+sZnV5OoL4melh17qZuNx1Df7zScOGCVWH/aj+75i3NlGxDSQy/ykRz1YTvq66yNvD6SX7ahdEoreKhPUe+Q892RRH3YJNbnJmBDwcMl1Ife3EV/jK4L3XOpT3DVE6hPG0ciqO92NmXaF66PmC/RrvfzYiXarxMNwdSnXNJzqO/63zeM6aQMtagPlVFL60u0r6K+4UejJNozqO/WKv7cTfZVEbBqGf7Mpr55RT71d0/ms9/uEu1IebjS+hRH+uOFcj71hU2Fl+MBbol2A/WpKoVodg5QXks49akCjHBvLRGxPhAWKX0peoO4MMMTZu8eCdSn2Xot1Dfs3dIrY4ndqK+GUl97+d9Fol0z7chMkOtTanXKNkRSH2ZS3yBtx0F9clppQH+y1Fe6mf0d6iNMul/A00J9iKQ+qH306FvoMdTXOdIl/EH0h6bV3cgDkwCJ9ikMl7D6LWS/3alvFvtV1eLDnqeslWj3st9L/bxw6qtG6ht4SxYfboVEu+KcYQr1aYt2IIT6vj1xsbtqPPUJhgEb9QUYBinRnkB9zSPw63UluH24IOrjJu8hwpIlB28b6rusij7qS9qitoz1lZRYX8HQzVZtRvGxvsYzq4r6zqmRU6jPaznjR/wsdEilvnoLmNpjfZ0L5KpIPwnVu1BfMCzlAiP2QKv2nvII6sv8ohDqw2zZBr1RudjvpVtOM6iP9pqvaMTuJK19djvq+4r5RFNfK6h9U7mQaDQmw7OMqyB4ZRushoH9qa/vw7mor4zd1a+bJz4fbiPq69jhVOpDHPWpt4BnUB8SqA91ONEspZ2qGOuDhfo8LNqjvlsbdNT3928mifYdqO/CoUEZniL10SvGOMOzk40GuvswiIZ+KPXlsp95/ZxQ5PNh1DfX+vydU/P4ddbIvcSDA7EzZ1NfmygyBJfXUJ/Y4QbqEzcO+ClZSX0nD2ET6uMsY9SdSKQ+eSbaqU/uP4RRHxZTH+U4ZlAfdzjFYaTmKZDKhYXEpoyxviOa+uQx4mRaKj/uO1DfG1KghQItH6l7OGCXaJ9Kfb/nViiN27H7U99JW7F7eKWjvjcsmEZ9xSeLtlaVD4kOOjJbDZQN9AxJ9zkh4TOR+nJGkTcqe9DvNfwMfVFtEvW5nfv/Ud/7B8JreDaeCdowplMfvNTXNdd06tOIhikM4+gOIgKpT+zPKdTX8OrgWzEWUZ8wQFDUbjkFQOWioe6KR70T07OwzRzqE9r7SdT3Ls6KYUedqA9bUx8EW+30RoXQiE2ob7zQ8fsT3LY3B7EQ6VcHF3oJ6TSkdyTWDacpwzO0U9OpL7SPjRLtDvZ7MU/kxPrSqQ87U1+I3lQ9F9hGBvUpXB/pQ+KX8oWwnxfr6/yQTDwzUh85dweG0c37rXLN9OdQ3/k/IPHT7tSnPVsRk5wRcilapD6I9/rAl8LyqmLKxmihvoBhDqS+5gFPuzNb7aoe6hteN7BTn9hRjTE6FzTmJdqnU5+y3onqXh88thfvmk6SbQhjv8BOQ/obzmc/Xy5nBPvVadQX1Ga3RVnY7zX4R2xGfUiJ9WGc/m6lPtZbEoJCqq3FTn0D10f6EEl9p9iU9Whf9jURkD7kOg5AiDM6mfq633mRftD4cDT1KaRIxoYB8BmeuHegoYT6BtR3P3GAwqEV6j1YqE/cO6Gs5gJiNfBPtKdSX6WprzXkGpGbOjo+CSj5O4X67uexNPXVeOqrkGN9GB9eqaq7nLy7mbE+JtCO2Y2Y6aNv/G7LqS/iTWrXj920k1dZ1L/xC/7IwHLUp7mPZKA+/85hOXFcTn0oVdTzUck2aNJI/nR/B83++xBPfY03ra6ZAMMwZ1NfkDMaQH0RhqEIUEZQn7RiiNTHO444W3NzFjyH+t7arqO+5t9xucVQk6lvfD7oPzJjqO/7dcUCnhz1oX1W7KG+gWyDkvqA+x23WrrxsVzqM4igidQHw6rvlmgXV4zGnT29WB/aji1az5A8tCOzMOHYaVhCfcOpqPulDB8dEcMw4q2KWQON6aMpr9KB1DcaL2sfx1kU3YKXokDUA6gPAdSnqEg/n/q+thbMob6/T6qcPD/13Y72w6kPJWD/NxoGnkt93Vx5nVhfMPWJhmGnPmEWTKY+hNTwdFBf1ykPKeVCU98xk/q60y4g1heRMMZTX+3G+jq8pqA+XKuKPIv60DzpiKE+WQ/aQ30Dy5Oud6O9lk4PNRiSV6fwifw7B/IiMyl5fpjcr6HUZ/rNZqkmTQGLhA6fTH2WFrw0PhwiqQ/x1BdWPxpUN07N8ISZ+lBYWSFNKZco6vtzCvMk2g3Up8+gGQ4roqivJlDf2DDQpT4w3xpBfeLU9lKfRceRpj4oagsFUF9xUl9zgZ0g1tcZd9gXT+hM4zboGO5eMGZ4Yj71lQH1tVzxQ0F9AizFUx+iY31QlW4xUJ/cFU7q6xTlHA8JEn1Nk3eKXa6jcQ76BqVPLRCCCb2bEOsjfz8oo2Ie++U0jnjmq+nsNrbhMOpjXTQF9al3TYXrozvFbGz/8XpTtXU9jnfuya0F2kmGKOori6hPqIQNA/W1qmuGUJ/sp4QbxsizwS7Ud0TF+s5Xp8SK2Abqkz26XahvfNSUQX3DUlgwUp8ZrnqXj+GsD4W9qO/9gAd3H6BHfZhLfYyxaTI8ocCpfamP2L801LfLlTXs+m3iQrSwB7T4kct+aRme6qf0S7lg9niBN6pFdvRSeo4zqA8+6usc29P3+iJEF/w16GrhqqpMpr634wBxEHXOPZyLjdelaBkGeTdLYxhPoL56o3tdhqfg5GVQH3+QBMkv1yzv3FKmCbEnUF91UF/vqCmJ+qTFU3NVOIz62iuyJtAXXs3l/ZkZ1Pf18aOtcfe51Nd2G1B0R7o09R3R1AfV1XYx1pceydqR+ojvnBwghf/DQlUmTGgy5vaIVMATu1lWvlGpnv9P05n4wefaO1MIoT6FwyCslecrjpZKYvlifQbqg8Le51Pf76/U0SAy3aW7oTqL+s5t8huGKlxAUh/iDaPlWN5+VmnqU1hbNPWprFHjrVaOKMJLufDm93feWc1LnaniUQb1yQcf4dRXaoDldF68WlqVR32dS41D6pMqg8yWaIdujO7T+jpV7y8WQX0llPp+/17bSFt1Yn30vvs51Kd66/ZCtLKrpB7T1OJ9EPUp/lTt4lMXGNDKo4RR075a8FJS3+CkaQr1qS+qQUt9w0QJ/Un/B1Mfbpk/7V9BCPXZFpvbMbuf+sDWAYkyjB2p75Yyca88HkB9dQvqk/7lUdRHLn1KZlM3qoZTH+ZTn3bcCeor+nQggfpaFY9qV5pIor6f3NZa6gUdO7E+PJn6fvGVWcNVOrok9amixL2/d0b34KhvGX9hfbRRpV08s6vsaR9a6kPe0GFujySJ9QW0rrPx7aAF8tuCl9MxEatQBFEfM7ow5ZnI29Ue1Fea95FiqQ/X7UUiCvDyR6ryeeSLhVCf0+3uGsbIVUI49RkMo8qAdn9CLYqakBL1cWvOXOpjiCJDtsFJfSj+Iop3hz9Aot0Q60M69bWqVgWI9V1bzizINon2wsf6UPsnOE1qVZVE2pX6znaMBk7NlWhnqW84u8FR3wL2A/Yt5wL4Ux1S2C8o1pdfRjS5R3iJ9sWX/VYgn3Aj+DX4BRP10V5zMPXptB/Y0fNTn6bsR9W7aOh1RQj1CaMqFys3VL7Zmvrgpb7hUZC4Zhuoj+0/ifrQo77zTZFPpb5jDfWROJpROl/n8OdT3+VG0q0UVppEO5zUxw6un/pgyPCs9xOc40JXRSzi9Szq61oOdqA+FFpl+DJJYRGomkV921Aevy6vYT9oraTvTcFf6GU69d2+wCrWt4z91gX6RpvAq/cL/3nqe+uKCOq7/chBfb2tJYv63s8CutQHM/XVR8T6oBpW0TDko6B06rsPoiLWV9rU975gJFMfsDbWB/1TJlDf/SCpPe6VnCPQ/IyjvlvIy3evD36xPj31DXd25zAPI2Z/k5SnPtEpbFJfazlHUVfeegb1QbkCw0x9QAz1aX/UySAGTDpEk6lvCwIkQh2r2I/jrTr8sJ39xOtA6aPkk2hfUOhldXpnt7bpv852xd58/Ujqszr3JPVVfo/0SbRT1Pf7T1Uh21CKgfrY+bosw3Nc50Ptzv7Wi/FLtJuoT9wmOOr7bWnNpT6T42ilPvzOTPQMwER9abINIvWJV9Hd4lo96vMsnqWXHl+nUZ/R1QiQbXBSX6Gp77yQo7lb6XrKu0RD0VEW6mu2/TQ16vtkN1Bfa4lOo77f16gNI8H5ZdSeYmY9EEz+QnW7tpURjKU+e59vUMqlt/2Ceot5hV4AbFsK6NWfAfqbr3tSHyKo7z6rdqI+zKG+zpu29lGEUh9SqM9jGPBSn+DDPZP6zi0WC/A8g/o6yldPoD40qK/Q10f2pT5mlIOoj9VtoxPGGrIN0dSHApH66pX6ipzsGh3rm0p9p391ZXi2xfriqa+1f3WWLPATOc+fFwvyLcU+UyPyg37x1Keb19tRX88x2IbY2yF3LG8SZPCDdHlLU4WCxSlkUZ/XckUneYtYHwxOiYH67n7KHfkuH3JTHxqTKYL6/Ibhpr7DTX01nvoUgCaPwCFP3YdQX1H4KZtSn6hq83zq03n/4tLHxPoQTH3vL0KL9ZHUV1vvpaI+3WaEedQHTcUden2ora2Z2FhTJNqp/auTV3YUw594d1UsyLeU+hyNyGz5of/GylAf1/qdqA/MvjZ9wNpFlRbZ9rgFL8JbVfhwBuqTl7pw6kOARNVGGZ7MZFBV+RoRBZrURzv3Vd1OTKQ+TKG+xlEQT33ksGqoT5zcN/5vT1WoHyrWODZQn8UvHFDfgAKeSH1QfSmJU/HUpymFZRBDV+xe0MzdMOors6gPAvX9aRUA3WV/3J+tCpMZ1Ode9ftrOO5bs4r211Pf10t19o3lQZEQ0Zpk6otxscMdd5XTU00NA/GhLajv3QPFfgP2u+hhvVqK2IKXNAGgpj6EU59F5Ub0jex3nJl6p5Pv9ekmg5v6ipL6MHbuK99O+IXI/AlJEUFgCPlFEdSHcOprySVisI9AR32iGRioz77qN2N9ao3YydTXQmZdrE+syO926fzUN148y73I5wzqu2lahlBfYamvZlDf9WgHwnYtH0Hy7sm4lIuG+uChvs7WLOpvbU59y51jPEm2Aat7q2HG4gS3N0lgv10zPI+QPs4yqkWVTwl+KaW8FJVnECDRbqI+P9deL7d4K1vp6p3ez6rjqe/m3B/sE25fW5XUp1K5QG9tNVDf4S9J76U+hFPftyFkUB/n8sJ4dbA/KJAHfgn1QVEUW0F91/9bQn3tFViZ4YlI6oNo5KHUdw0GWu4z3/uO0uvDUurDHOobbNoBqiHgqK9EyDaoqA9NJwSPob5ekc8VzjF9BWumc7zrjUPuRl6l9jn912Lne31BTUG4RRnKOM+ivus/vjQe2HhEVLM7mvrom4GwOff07s6K9Vmpj9xaNNQn/gouC5FADEcI9WFUtFo3igHUV2SLtcqf4InUd9qPIEMb5/0fOdQn/oOa+giPLoH6iov6vrs4hvpuAIPBSVII9Rm8T5H6DA9xUh9GOexj6ivTqE/9oiB7kzC8qdR3EUgQk12PBOqDO9YHRgguzTk2BvrmOMcZNw5Tk0Yp6nOiVVkesjJItC9mPwCr+srG+69xMzXUJ5tsAvXJ62dCKSux+tNi6kMa9YG+14d7XpQzwxMBsg1x1Hf6R7/oJcSSR27qq8HU1/PU7yDLev/0dA251EdSn5hrCNWBt4X6bh+ppmou4Lu9/xWIkmg3UB+zf7HU1xlE7tBn5Lh3Mm/3ob5bazFcEOhLQ3Mk2rkMTwRItBupj/lIN8MTtsUm7JdcDnqy14y8G4cZybXo7DTx1GcpI5pEfSqj2qeeJ0CMZhr1UR/89/dXVcWI0U6Mni09n/oAWc6LpT4dapJvCtp3V1Gf3F1d5/67RRH3+gQVlhixPo9hWKnvovdC1FkhqE/ucJr6xIdepXcCqG9CAU8t9aV7F6xEezEFGNnNaFDKpc6nPmb/MlCf+JVm6uvewKxq6nOI9VGxPrQLt44qTCod0znUJ66ntTnRam/EA8T6DNTXCOwN+rOvOcpLi3G/FBCWSRP3Sxfss7Zcwwl/z86K9R0KF34P6guzE+8jBhbV44Rw2zbgzr9eg8CXmCs3iWt22Q+QaEd8r0EhO7oF9d2aNoX6FE4eS30IcCkmUl91Ud9FRNjNYxbqM5QJvRtc4wbj7/88hPp0F+UxWgpi0jsN1GdDzUDq++mL6dSn279Cqe/rAwe7h6vSO3HTk0uiPkD/ssfZ1lQYU+22N436SLE+AHU59fUqG0FthHmy0o8q5ZLGcLXYlgWNs1uTqO/79Hnswu9EfRuwn8alyWY/2xi92s4QLWBt8DCeS33XrginPo3Unli8QawHExTrk6lPI8hL8O5e1FcGxR64DE88kfreJkHzoT8uyudQn3jp8SnUV0Oo73LPyU19qPZ7fehOgQTqo4sMEJf6MI/6VKWzxbTm0BOHXaivmcbe2ODWU19+LQ7Y1ofZ/mwY9fkaAfdnBxM8ifpKo27ZcuoLuS6RNNCu6DEWz5IXP3uFAmj4T1BfvysiqK/4u4uUaHdQX1/lot4rmERQH7hPTMnwhMJypHt90lq4iPrA92e9UeFnUV+/zOmm1IcM6gOu95zq1Ul1l8ICn8bikGhnqc+y16hLuZS7bMPII6tG6vN783JFiufG+i4aufcBqO6idBHUx45Nxg22+FhflHO88Y1Dgvp63pS+gZqSKZjy2gyNzholJBkVJhuPDfxkVQBFAXOWIJ5Jfc0VO536QrQNJZU2NtaHopBoh/iy+lgftqI+CYBv3aEpH0/fuEMS9ZEc3uHb6HBBPvVhGOuDaaNS5M+nUF+RqI8/SBpce8Yq6pMrImVQH2G/BPWBE+trrcDx1EcLn0EXm3JSHzIzPHGhvuKhPvZHLuqbyH5ZGZ7uxyLmxmHKL3HU52yaPo0SloV3JfVN/+Op5hVl287ueTX6GpqtGpJftTf1ifTqpr5akEF9FieZJQpLhuehWWUQQn1dDwKrq7lASX3sWmgwjK2ob9C3+1KfhQdcMj5QKUdHUx/81FeusSngWEV9b68zMdanCrpwsb7KifWFU1/vhBHUGKEoNRd/v85CffIoe+71tWQbChKoD/HUN4X9cn10Tz5dWMuC2Q9u6kPJob6/J08CrzDqmxX0sxlVLPv53/XV7msotmqpOUcK9SGG+sYLYgT18USxI/Ux2oYQVpmBS2G71wcnpcRSXwmjPrdhVLHD/dQHzXG18JB51IcE6gOzGcRItCdQn+gdqqivcfCBJdTXoONs6lPt7AT11cJS3+2HAdQnmhWKfE78/h9QfF0C9VUv9eG21tUv6iNK4wRItBeX/koo+8mnAzuwH3aIGYF5G1KiXft6zOU5RFrHROqbwn4I/WsiAAAgAElEQVSyRPsU9gsZlZfWLyygjESjFOVPWXRRn9m5l360hPqQQ3308uqWbTDxwCbUV8KoD5HUJy63FuqTmg7RFSZHWZMfK66twbE+3A0DxWJ7GuoridSnfXehXtEl8t/6BoRTH24n1LXwSo+b3OurLerYifq+OvMonM1D0lq0zG6zRDtLfeVMfZfThgnUh+kuueKFPikZL9HfVg6cSaJdbhODVkwVqQDkS8nwTGO/EItysh/ixuOl8gsLJP+UO+YIuagWQ32Ioj6spT75ZzOoj28oQFv2beeVd9FnUd+bj5xNfar6sTTGHGL9JwP1+VfVlAzPQz4zC6C+mk99txMHnvog+TZyKSzYIhnNgdXHkQKor7qpr3aXaIdEewb1yduFeitRpndmUJ/ohFypD02Jdu8xsVGiPc4nfkY4DTs0Dim/DyP1yW0yU18y+1Xr4rOK/WbIP054rXfwE/xC+RwO41UePMaUybE+hC3i/x3qa90qkX5VI9Fu2P/hopRNqa9x2IwM6nN5JaPlAK4lbAPq05W5vyxvadRHLX0tvCJmGtqyDTrqu34BVlGfdv9KpL6BCbWoj1n2ddR3eVYg9XVHYxCbgpH6kEN9435ox/raYUwmirOK+kLZDxPvgLGtxIY3DqHaoQzUR9MVoAfPHOhLpr6EgY61qLm6Ikrwq7cppHIyxtcQgNXUJ/twhorzyKA+pFBfuZWldlOfgDkZ1DfY/2GmlCTqu0wK/70+eQrsRH19t+fHo9JzocUvHFBf1VIf52Fga+rjWtUoZ3qXbaj6OQKdRHsG9RU/6jioT/3MNOp72/kyqA/0smWhPoV/EEx9jW+pt72G3ZpBrK/f0yGW+oLYD8jEAof/67yCleqEczWhSOqD9gkmCcBQyJ9EfXFPy7AoNuEzw6ZfI+obfy2IDE/oRhc51KcaXaogn6aIYoJzb6S+92MnGAaRoj4dShqoj+UDBCwOVuojuEU6KZENoyZQH7zUJ/eVZvnzF/C8Up/mS2EwjMpaRku2IZr6qon6ikh9mjmCM9QJ1GfcO8fUN/Z0EU99P/iKXaiP4Fvj7B4F9KRtKESsL576hHt9bYPmj8xG1Ef051z2M9zHn4Nd2PjGYTswHBrrQxL1hQ60XaJ9DfslniPo2S+pBS+B+rqOu2bjOP3siMCYLOqjGiYGWzakvq9/PoSPB1Gf9NBw6rvzUcSlPjf1ISbWB4H65Fbx1MdvPKK2Ycv/E84gAmQbwqmvZRj1+hzytpso22CkPnYQcXfQbdT3Pilvbs9M6ustdBH7Qi+de5AI56W+shf1tdZeRU3XWRLtRuorQ+pTpXhsTH2ObXFbttr5xiE6w9xeThwZnihcyRT+HVydvECsD36jwuzWzarh9JKp796E9qo0OtAIEesLp76rD6dCT5H6ZHNZQ30Qlp5o6msaBcKpzxSbCthIdN4SfBYr5BepxPqWUd+bWwjJQDaUaNcaRr1+tVTk0yDRPpv6vs+JPNTXGcT51Hf7fD71NfcvBFBfuYn1raY+xdlUYxwmUF9DR9dNfX8zEQoE5vevedQXWQ59cdBvUawPxg9RpVyo3q3d06aAMfOx3zKJdnMpVmC5ead+8UtFfUWkvvOq3llwQYxOnFgftbWTlUL6Pkd3DiZQH4+ak2J94HjXRH1kT8Rc6mO8JaUqqNQ9MFEfuQVEU5/Un1hKfQErxo2qD0g9jDMMyNRHb28h1PcV64OH+u7PjKC+s0R71VsOtKMcQX0Ky/FTX3PYp1Pf4DynuTbTFytM1Ee9qZL6FF4LqDcRxfoS/T8m4RPW9TjdOV4ZhXRXrg6lPr03ifjX3ZL67GccWDoFZ8yoF7GXq6TiBMOD6g0XUd9543JQn75V8dqG21DfdYVOpz7FcptWymVsCfGG8RzqM3TWY6lP6kdca4XVLakPpwxPRFAfvq8bwk99gykwSaxPT30oGol2xFOf7gZjJPWh/YPrX8TaAc+gvtbrG2J9Y+pDtv+nGAJ1ptUC9tvgXl+EKLcuG8WCVoHU11yC96c+HvkmGxUW9c+L3PNYN1paVnajvt4TLNSnSOhKpj6TXqLUXZW914d51Me6FDOoT6IVhZ7HJb8ogvowl/qgFHiwS7RvQn3dZh/x1Ick6hOMyXkpGgupD67p3yhnKsf6Dp/hNF+ttgtKqwt4lpxY3yHObukYWMzg2Ij63loM6Uc26ltHLtpqfAvZD5Yb9DN6MIb6HE/oX66IqgoLZbt2oT6vEEid1jokqie2wG8a9Z2WlT2pT8JTJr8ItHMfSn0Rgwh6CrgDjCUlNpVOfZaS9KyKI6Kor7j7M8D8WB5YI9EeQH2ibEMpFcES7YHU95ZYZaW+YZHPOdQ39nQtsg3KDE8EU1+5HAPREu3h1If2no4R9TUmr7hxbEZ9vQ9AzPfeg/qGX3bsWyZTUXN+EwqcTn2DtQwTX3Q7sT47F9RprZtZMfc1n/q+l5Wm47cJ9ZUR9ZF7JPwS7VnUx3aXJtAXT318bKoazHWCbAOdft9OsEUy9SGP+iBh80dQX+31FUpXrI9cEDQS7aTDKki06xKrILm74A804zM8EUZ9aol2GKhP1iqAhfp41JSpT6Aa3d2KmdTXlWiv7qJ0VwPH1tQ3tBODCzaV+jbDvQA3Ok6iPfGamvS6m0q0g7WoOof6OkCUO5/+sbPo7+NV7MdqxpgtqE8l1qfxOS6uXo5EO9cVb0+qcdTnpNVScCtiz5L5rtR37W4j9b09BnIx8xC9qSjqGxnc9xDUrj1yEu3KRYdeMRT3JuuorzaRaG9S39iYUJzU9/WDg9pKxQKedmt8GwcP9RFLSvUvKa17faGlXPzU9967+DOt6rYcTqxPpL7WxuG4efFrTsR1BOj7c4ZPzF4tJlf4ROTDTP9c7bmEkglLffdpmGMwaM3ELamvbyp96ptn3pg+n16xcFUUhVBv/7wl9SkMwV/NZTH16bsrhvpULSdyf/As6vtrkYv6eq3Kpz5NLisbFjplD1KXM/envnNvoZlEPp367kEqP/WB8N2hbGki9THTP4j6aiz1fWsVvBlYSCmXEOp7/ydIgpZFIcG6O/WN5gBG1IedYn0dQ4LnWROob33H/X6/r6uiqS+9Y0C062kKkGM3AkkdObOTXkwfib4UxEKoYgW/D6U+7Et9kAbRTX1vLoWqxokq90dJPr5yDtHU1/xS0NQnGahKNYSnvpCDoZNXD9nLewb11b4aKvqrwQrqu/0kgPrMhz7S3ehM6sMc6qsZ1Hd60JwCniT1oZnsOlj4tMouskT7Auor8o2ETSTaRfQPgodo59hfpG4GAVm7iirgyVBfflVY8DS6ntF56kNe6JTydmaDn1zO2HAD5H7Y979Y32TqOz/YIdswoj5505R2Xpb6Ttu/tZxDDvVJ/BVBfeIgLaU+uf8xXmv11NeSaE+hvuETRLG+J1EfJ1TWjCNBtX4MJdpjYn1khQIT9bGbEUl9quMt9+yGJdZHX9k9AqhP7ock6uvZ7qXCzbbUNzSkteynvY60ohOnjiSTRjkxjoTyLNkGGKgvZZSJGjzRPfnSrgiWTjwtfIMZYqodbPPhVlGfe2vJ/lLMoT7NIHpjfRo1jtXUh1XUhwTqM+Ry0MUebNTH70Ox1Nd1pZzUVzOor2qpTxYsFC0HIwuHQH3+MwhFVcDaRM0I6kMw9QnHWxHUp7M1XDM8u7SIwWFPHvVhWoZnu4d3p77tqIqhvhX4MLVlJupLHzs0ZuLW1Ff81Jd0ZDCV/V4BK8JhOMX0ZniafLj/UR8zRonUp1K50Ja4rQmGsUGsr2qo7+Iq7SnRHrglZFJfK1PdS32aZcVCfewgqqhPGndIZsEd+qD2qK/Yqc9yGiidpoiyDY1n1nGsD8HUZ7b5UOprdgWEEW5bTgr1lQTqk3r07ercptR3nTIJ9R/nUd+s3sTkRkyTaDc0rXXIs++lvm62CEV9dc3EiOvVl5solHCFscvL1cew+HBe6gMwoZbAf4D6Bj1x9RiOQOqD2jBmUB8LFLL8+cdQn0aiPYP65MX9P0t9UPjvZKi/beFu6jO6koimPnrZv3MOSX0Z65ib+lRfCnom7kt97wvyNcMTe1Kf3uOYnPBpjPXNSW2c2QgmjZKqVeJvV21P4X2pj+ri8UubjQcbWPErBmNUK0W7wAkrxRlRqM1CffI5j7ZhYFr1BOqDJcOz6G7+IIT6vj5wRCSJ8RLtudRX/hvU12zVTLG+EOojDWMX6ut9J5zUh5nUpzn0YamvVQpLSX0YUl8xUh/i1rE46hvV8W5aTp/D612xMkKiPZL6bq3aOdbHekjTUMyV4ZnZs5jciI2p7/bd+A9Q3xzjUflCnj//wvgKRZBgGy6OnWfEUx94m8al4mSlW1UaqT7Vus8mUx9rj1bZhnM/YPwNlS+tX3roXu0YY6A+nWHUAOqrj6M+XEYUnd+qy6mviOZHU9/541V8F/CWgUYsBWHUZ53+tTm5l8s24Ca64JZtKPLt98pSn+awIOAj0bE+jRODct9nXRLt7S+udE4aTX1vr3CmPgwWuo2ob+iNmXTFuF8KuNeXo36GyY14CvX9TeAtRBXVK15lxtmr7IcoK47o41fkPsrUtQV/pLSe+prblTG/CPtSn/4g0EV9v48gKaX6DAO7UV8JoL6Tb/E46uu28z3QfkrvfC71ocgfRwb1HfHUx1tO7XkLmdaoC/TVe2DZJ9anuW5wyNT3FpDSLSnF2Z85GZ5CVBhS1dol1Acz9b13y363n7SNiIz7aZEvrJpLdCtnD5xbtmEq9bWFaj+b+qBX9kOs1bn7+BW8j+qULMHfjd2F+vhWAXq1KlVLMUG4SZP6H0B9iq+9WFRNMIwQaWOXYaCEZHiC9VL2oT7BmKaI9dHUd5nd2lhfo87x6GAiiPrKltTXyPJE7JJCpXcijPrU7ggE6uMOkkSXnZZoD6G+1tkUhq2q77+5ivrYH+G+ZcDgH+1BfcGOrOYse99CkJj8e+qRyyo/QtLoedJhp4HLoz7tQCPD9nwPfS1wo5FRGyOglAtBfYh6UxioL6C7DPeT11HfgI0CQtNrSrmg4eQ5qe/mVDwt1od3Z7NNIZtRH7sOA4Nuhor6EE99jXONqdQ3sNa51Pf2K6nUd+tw+KlPd1GNpj6Z5cid9z5ptOVMt6M+DKiv+RGv0vcS6ptV5DOF+raIHSJv5DahvlabtmA/gvqA4q32OU19PeDRL27ncPOVWODk/pw1Yn3iM48Avg2nvpjtv0i+5nTqa+7/AaHpXajvumQaqW9AEHhEhmf/lLxoJdpNQ1CnUl/7d6pfot1Gfd5VKaiG54UC11BfmUF9YjMM1KeguPXU1zItQUyywk19FTnUV2TqGx7pPID6hi0NLPSSGOvD8gdEdJWa+upa6tsI+ljqI15a3/HYxYo74BcsiwfNE1RP25T6JHpl7jxA2yHu9E6aZFAUEowh1AfB76h3n8NtGEdoX3mpj9iaAyTv86mvdQah+TvGQCu+l4n6pEf0qQ826rv+bVPqA0V9UC2w0N1DQ/RE01If9cww6kMw9Z2QA1HU9y7Rbqa+GyMNk12LNkGjS330ZuSmPuxY4N7Vhkz2S8/wdKRpYm0jQFNf0p9qWXlWGr2F+uChvnRai40n/itJAgkQzsg1fw6IRT7XUV/nNU2tmlHKpdhifZc+Av1AJqqGpgfcqBYblZA8KPK5gPoCZBv++qdqHxoyiMZ2kg7XhtTH9EZ/z3BTn0K2wUJ9xJKipj7pNsRfoUsYHI5p1Bcg1nddW+vt9QLucgOsPI//Ul+RI/ulUBLtsizsTtTX/EC7kveMEogxYJVT5HPSvT6+ldiiEe0ymbtT33QL1/kziljfX3v3or5Rb5J9/PXGr0RZPIgPgdg+OBqWTn05rcqgPkN5kkYkMpf6Or2TXc0Fu1EfYmhKV25qS+rDYGC6ZydIoL6aT314PvWhOy4k9X0tU8e4GR9KfT+mkCHRPj6Yj6Y+6DQ/IIzQLTnzKbE+cu4+g/py3mHbai57XFCDfmXekfpWXPZzUV9v1yc7Hplzzhn3+23ZK4v63v4NpFDonNuGYdSHyFYlUZ/XvkwS7SbqG3mOQMRxgOj8r4/1IYam3LmsQDz1wRnra51hmDLVFdRXkqmv+SsVVBkInUR7MPX1iha+/8RAfeL3z6Y+zKS+E98EL/u6c9fAAp5j6mtZCkbUJ/ZDOPUhgfrmV3+YkW1mhr65eIUVb+n30M+/N1m2oTqNai77BVBf9Vb7hFrgYb5lvb/xv1S40u3Ep1Bl8G3DbOp7e4OPpT4TMNCz9K7qXoWVMGAQV1Cfrji/OCl0Yn2OXNaIUi7FICqoyumqH0h9qLck8gkS7SbqEz/qoL72TAjZF5oAjOEyOJf6Ji77K6hPTHYtpY6oD62JLxXwNFKf+iNcrC9Pkjmb+oYtZV8A93V8jnNcC23DCxqxq0S7rSpsnTO2TPfkUl/um9uee3njVzr1aVOB28NRExp2l20IyPA8/N0FVur1E6nv5++KmidwDuK+1CdMiodItNPthJL63l7AJKS5JfXxxUkDqA/R1FdLrSHUd/rJsYr6yhTqwyXDM6RW1ni53IX6bvZ6CG+KJ1PfLLYoZX62mX5hvArYzma/xSMjNqIj0Y4HUp9yA9iX+uDawScbEAibeiVR32l6Q7kgRBAaT31hzj08CwoU7v4nUJ9GNKzU008lUQbTIPIleeZS36BRJPUlVGFNor7xsnv/isMv1pdAfT9uPL9nNFxzbdKjkfrYVV2kPn7ThwQdYnZ3BvU1lqkA6qtt6tOeF7iXfexFfZcPajM8QYj1hVPfX13Tfraz6XpMbBrlGnJRq3mtoK0gcE1uxNAysIz6AH9VWKR1ZQ71MRoPKLN1LfTs13yPVxL18R5uBKFFUx992xC2wQf7rmuoT4rfWlo18sxRgkq5aKmPycDPp764WB9RHm8r6ht9xddFNvK2ZxVGMYL6hp+txknxn6M+5eKqOg0kqO9bQFA+LzBRX9FRX3/SfGaGZykF9Xz0Kcg2IECi3UZ94lzQLp9p7Dfp6hyPTxuVctlBVNGwjxZB1DaP+nKNZg719Zy2AfXBQ33r2W/gpr5mUJ/0m3dvqfKtyqC+wr5sNQx7MzUFnoZlUR99VkU6uJVWtROdPl3Ih+sug2E4qA9e6nv7p1kS7ZHU13Ts34/8YaY+xjAmUZ+mpERDrG9L6oNQXkhnjXCdkLHUN6AUEKjJUl9nh2Zlx/mchQ2or95GZPClfxMfLupDAvVFyL55H7CFYCBNfdiwwbO/Vi/Wh8RLc8izqIRCLwES7WKsD333VLvqrmG/8cC9JlHfwMW7ra4G6mNPMvakvstdjx2pr+c4hlAfDcDCWmKhvgjhrOhYHww0Rc/NMOpj/cIx9bUwBndnPZj63gcRk2N9EDvkQn1lR+o7BEER5gwCNnvulTO1UN//s3duO47sOnguGSsIkPd/ttzmPu8Q/7mYmW67ShLPFGVXYwN7VrddpQMl8ZMo/j/fZwWeiKmPdpeyqA8W6oOS+l6fNhlH/AhPI6zqqM/Ta9uC+gQBMiud42M23tdCJ8TUl9urMVlhnU62E6hvCCXSWTfbykBldH/kUR9vqroE+jtc6nOnvs6mrwf12Wf2DOpzKZUg3QbL7WPtVDWqE6kGscs2HJoIT7hlczFUzYH64E19XQ/Mg/qkEzaVykUY4TnoYCn1ce7TRlEf8VKoTYt9rVcu20BRSjr1/f2A+7QPxpUUDfXRpWqTtf6YBrt2qA87U58r+wGLzvoY0V1stzDdOa4Q34mnhvr2zQ8El2cgj/oOO/XF9pnukPaRTX0Ylu/FP4Ij9fljDCtIzIX6gkN9YKA+5FDfwMeg5koO9UkNax31vQ8KRSceBc76WMghp773GpakPkaPgJGS53wfzCrRLqA+GKjvOu2brfG5kPpkApMO1Ef2koL6SGNYRX2jQo3F+typD3nU5+QQLgaYqYMgOQxoC0q9uOnAG0z9GS20cYKzwlq2SjzE+qTUByZ5rh+CzIy5jyP/rA996hMTWknqwyTnmIbocMRs+h72DOnIob4rEsxzsJupr7u6e0i0G6iP62+xGKMi9YFBfRDyQNuG+oQNnk19B4v6ADrCxEB9b7uBWEJ9sx0LOqxcRX1EXympr0PjvzUNoL7GP+sD0z1u5y84Ud+RSn3skhWlvmlhn8Wpby37DYaiaCGJKxpWGU0C9QkGUruW19A24Zf9AO4LH2siPJ8koT03pT7xtAOH5l1AfaIgsRH6NI8uIJ/QtOYKfamafMS7U99wXwp6v6G3B+FCfZTvTu2m/BHShMi20qkPIurDtcH/uOVW6kMM9VEZOu1nfWD0UetuTzlHeMpvshmobzSqYKK+txYQrTUK6juY1Hd9ZP+gtXV24MOpDzHUZ1ikUejUob8m8gq4jvrWtQ6/bC23MjIVNlMfCKcvyU0KZ+pjL2ELre8pUZR4LKC+dxduTGhQl6oK9dkTtZGyTordGY3mtQf1kcNK4vZxd6qak7lGUh+PppqU+sj+U1Cf3ntyoL7xoHrxDsGxrbaG+qSe4wnx0EcYMfVxl9jxOiumPsaiadewGVHfIaC+xr3XBwH1XfDd6hbicJvHAPYSGUB9o2AWvMXOYEZ9Rxb1hXpw8st+tagPMv+hFvVlJ8UBa3AxWweBRavDfoFifeCv4C4nociyqdkLH2uoj0tomhiIWmd9GA7tumJ9ZsuVUh9bFo+1EILh3HNb6yluLgX1MbwSV+rjVU1aTgRQ38CHGOd/wpEg0X4cCol2OfW9b3+BsT7ZqW8iS/3zNin1vW1OqcVg6DRMLtQnmTHApr7V0z4psWSXbdBRH/2+k4M4oj5YSt7/b5NEezCUVDzrQ9+QRFHZUwiK9LjT2rO/jrblTDzZgsml8FzqY5sluYQtZD/FIe3j0I48hfoZtXN30E7eXtT3W2j5JiUj1Cef+qBI4S1PtzEtGGshhFmsj+VSxFMfrrI9JAAzAurcz/p4fqGY+g7xLNTO9Q+kPtGaYVANwShpjT/1zT6qpT7aDgwshAEAY3Js5kJ9xxLqQwj1PStSH9CbC6fDhIV4bOrjT1vJrnDZCM+RITGjsrvEn9e0Ca0aRH375gfSJ69ykmiXUl+1EQfeIS0Y4Me7j2S9XdAuL9sjm0tTcAvkmUKIBlhFfeQsHUx9vOa65GGyHk2DLlWLob7xd6CmPg8/Yzn1AXgCQ18TtahPOhIvhaS7IJz6mgv1yfcgGOomMrE+T+pDJvX1dhDs1EdnKz0o00II9Z1bl7F5CgbSlaU+XiHrUt/UkOhM6J1PIbBR89mPTX1NcdYH33Il2vyU/dJlG3xW8BxTAySPxhT8Uqnvd92YB4WzbglfxfpCqE+8UyJPPkYm+axGfT8N7k19vU6kUvw7nvVNK0vsOMRSn97PNkKIgvoQcNZHyDaAOXhlEu3LqE+8sRRCfeevPA3Ux75iSqqb/Gl2LKG+38e2xAjPZprHJhLtzEAvYWIbNfW9va2doy/IuxVS6kMF6qOKWp36ps0EGfW5tSWsjZ9MffAzGwfqy7J8FKA+ySq2mv3kemRvv30IvVU4U99wP1vm0R7yE55U6vNc/p/uBuZAfdf9bw/qIwfnnPrgm80F1agPojHCuIYaQn2M96mpD6NJ5YxoU+pjWsWY+loG9YG3DbREol2xB/FkNvikKjid8XJkGwIiPNvlrmFp6pvVlBy8unSmWur7++t2LjUgND6zRPuxXvINe1Af7Ujwqc96xw1lGkhIfUnsJ1dhC4U+vK/f5SXa17GfXI/s/NuHiPrs5WujZ4LcsIHXNMROJeJNfU9rd0IxL6RR3+uf5IJqUupjnAUe0rVSYRirz/pgpb4Jn7GljQ3U18xnfZjH2MKJ+qTeSchZH6htoIUS7Yo9CMOOw7+WP0e/W2QblNT3XrqNqc8y7Q+oT1DT0SFwe+tWnqK9M/UhHyHAn39KUt+wpDtQHzxbR3vWFx9TjJUNM2G/NRLtlykXB1JaBAkdd33howT1cZuEkXrEHN55hJ71QV+wohGebhLtMuo7v8nNuZ9+5ulOfTBHeMIsjzZxNdTeFJP6pFs2hPfPuUuyK/VdnnPeBoqXaPekPsGOwzE9Jf71FZ4G6uNp2DBusr3LNuxHfShHfb0nzBP3zFOEiKlvEVF1260W+wH8u6HtFJVdlPocm3mYqoEZ4Ym4ktfNCrtQot3iaWdZm9ch7X/7UN/Pr9u8nM2yyoLjOMoanD6i+CTqM7cem/peWpOSbQC1kghKhX56Qy31UUsC1xltjlP8VtT32iv91+KfgawR6xNSHzh37c+5S3HNY7sB9fUGJ4P6ZrINuFwgZ1LfcUirdqG+91w3qhuMotGNXkXomZy1N9pmlrSE+p4dTZsmnKT2ob5FHqgb9Z27qA16jk994NMgnBrfhJ9W6jPQL1VyC/UhUmQC/aebZRtCqQ95shu6Q9pu6f4rINbX+RDkdXndyG9lqY/r68h8jgzqg3yEhFPfj3/QyHpNhqe4VOhML0upz2mm+EMUUupjYU4o9dE9gINxXhBBfULvX0Uge571cT/ApL7WGelO1MfKX/LTOk1dUwX1vVfXhfpOTw2lvknCs95Z32wOp7mYkmivRn0/zdLWeZp2nxB9Xxwy2gG/4p69pm5pmWxDwJknZLhUgXQkmh9HLdkGuBxRN3fqmzz6sRv1scqJytT3/gF/6kMN6nPpApr63t0VZJSqNWl7y6mPYRmgrgRo9oeeW1BfVztjFnQEUghyL+pD11X3oL62gvpgpL6jc5KzhPqOuWy8O/V1tzXM1DceUqDu6DpQX8M4wrM/wBg6Q5REe1nqi6ebQOqbGXDfczdWtsQB6XLqGy3NcIvwdG/nweq1A/W5tQgiqG/06P8WU98IrhpZkcYvZ7hEu4L6eFbGoD5cE9lXob7XkA5xFzR5H0FgNH7UJ18IGNRnNgy9RDt6IptK6gg7pH8AACAASURBVPNIpwHOEJjsbf17giRPtly24cg+6+sEtwKsHXHMeVYq1ne4nPU9uycbTOp7731wmc2f+hjrl2Snj+sHc8X6bK6LVKxPSX3UEy7hMmT0RT2xPtGSgdGU01YUTE59VEyuxNqnN31CKixs5iLUJ3fAohtG5nBKo7MqSLTHnPsF3cZ8VKQ+ibWAEjuvSH2HI/UJHspLYOBEfSa+UlDfU9pJCdTHSEkvpj5eSnpbB2FH6hsUE5AabgL1nQzDJcITjBcXpb5O4isp9Z2/97Tnj+VoFXSpb9wPMdTXClLf7HjBQH3XnR6pavtm1DcrU3qqUfVZ3+BAx1HZLz7hpCf1XWVOqHYI1HxLaBjxQ7oH9ZkS7ctaBEEdd3rSf0WpjxfOTYsYZlCfXKxP4eSRBx3m8M4Q6oMidVCTW47sDkBzoT7N1r4D9TFoyr4qhFMfT2lTSn3DJ/yqXjROmp9w6pMPTP5+DYhco3zqe9oHtzDuER3vX0J9+Jc5EO8NYZdtOApItHOpzyrb4EF95PvU1DezeXJ+3ZH6BB5RSeqbDe3ufflJV7Q1+MtpfAeJdu5tXl8HbKVR8dt8lVhfwanAw4ofduq77u35nPXZ11GqSz+C+njAwFj+3anvr2Egh/oEq4Ab9R2irf1w6vt3omvMDvyGB9iP+vDv1lP/fg801NfqUh8j2cvvKXFl6mNYzkGf9b3N+lhIfRA2RVnqQ0Xqe3IWsK2ojyNMfywqss+9PvQ/ydYBbMvqT74pnPqU1UWwBiUMX+Q519iM+pwO/aIPaR926qMZRR3haVG9o3Tft6U+8K+465d/D+ojq+1NfT4j8yzR3sbUN2orhkR7BPV5bCmB6PJNz/pmrMahvlGPFKS+wUeQSn0qCbtr37Qrvs6j3i6dckaK1LM+5FMfHKnv92oA3Kiv04Xasz5cHcTXZ+5GfdrFK0Hp2yWbyzEZ3YxpdCn1Td6nl2h/rZo10pUwqmLsB/vYSJNoX8F+QHjk8qMu9Y29aqlLAU6ptqG+KVAUpL7u1N65bWinvsZKeSqkPlYvQ0Z90mVfTn2605h+asRjvD67Ux/HMA72pbIJJMCB+qSmFUZ9467kyDZEUJ/c/K6pG9v1pQzqe/3VOUnRgghP2MX6pNQHL+q7fMGB+i6ta1pGcfTuj7XBvT7gwM7UF+dp+vigIoBpg1m5rMq2oOc8xPpg7Gsgz8QRZ6z9Nisv0Q67TcWW8D81Ymok2nXZXIjcRBe9Hmkgn1m2oQb1XRorR6Kdv4z9XMSAPO0Hi/qso1FJfTKaSqC+jiVoqO/0GLFEu4b6GLO2jfpeKvV+27OSRLuI+oa9Ta0gi8T6Dk6E5/tdzBk9gTtNyamvxzm6e31NTX2HkPr+fOA5nw9V4r3h1MdTuehUu43n1w7z7059iUk+hdTHszWMHHdFDsb0i4+vL1xAfdy+RrpNM3vCoVz1qc8wIoHwQf0LfqWpj+ut4jgaQPdCUerD9TaKgvqkjk4i9UlcCg/qs6pcNPnRNMlCidQ39RH41CcwvcUS7QLqe2W/HakPvCmlJPWBFav2lgVeRX3nyj1HuS/51HfVuIzN5qKmPu+zvkuPxEm0S6lv8MxGUJ9sZahEfVns5xHeOZ5X0T/w61WAdNwXsV+UbAMsFkAPxrX5gYKoL1m2IXU2iOqzxxLqE0tJguGtcvKXVKa+Y3KVQuRrakN9EqjvyUxPYqe+4zj4EOBx1pdBfU1+X440VzDChT+O+v7SwAdRX2NTX9uB+n5faaG+N8kf+FGf+LoBXKivSahPqQBAjESsob55iimcn/nb3W8LykUFYuMIz9DIPSeJ9tmHx/Elo8VuPAuld+NzLfXNLEqeHyiJ6zyoTzSKClAfsmYDBfgtoT7NSzGnPgYPnb17K/Wxln/pJIv24Wd9mFEfOXiFF8Cg0Db0oD7EUJ9leR5RH88wUJr6Xkci+w7EIbxS8inUd5SlvtbL5jLzKhnn4c/XZocT9WkmQ9ip72BTn9NidClhu7RWDvXRE27rkMRbdYRJVktTH79dllEf48Oz9FvSHIzI7jmspb6mt6gV7BclR1f/rI+3WADZHfZQ2PwC6ptsDPGQ45zlz4P67J2uyWPhEF+0jvrGfcCwHHnaD0rJkZRt0LQnqLTi2dQHJfWBA9ElqE88R4JNUYnUR+QZ6xZilJVqS+o7OtQ3Jih2FPTsQNud+ljC5ULqAxTU10Koj4S6FdT355mn87wZ9aXDgj/1xbiJedQ33+NQzUKres5Joj2F+lawH5wfPZ99WrkIT9inAv/C/6e2+caZNRyp76cFiJUDqnOkStSH6yUFweaBkFIcRojmXt8peQOD+hjTnzS3/grq0+RytJ/14RIkppJov4ytOtQn0S48xoLnPmJ9Ouoj7QzMeYxPfYKckyuo79pBYurrLwoH72aggvro1mzwlW3Ipj7SLEIk2sfzVO/C3iTOtq5Eu86n9LvsF0Z9bTa1NAbVHFC3RWDP/c0Q5i7WF0x98a3Vm7B9Hz2yiKoS7YPWBpZ12H86m19DfVwAeyGnXqkYmZlM1Oeginvh20OZK69VpD75WZ8YD+iMhw7migmFtDrU93N00kzUd5p5qTlXTn0xCTzn1PdbqcYFruLU118Q/yTjfx93z8NasATqe7U6JfWxmjOD+v5eWmxHc6M+Vq4s42I0yubSalHf0T3KAzXRJaa7CDnoc2K/BdTXKWm7VkDik4TSzGB4tuXUtzpni7lWTo+uSn0D21T4cY4d/VDYPEusz5/6cFqyoUhw8n61uCj1Xc1VnyEdxaivnfognvq6ndh/KVyo77c1xRLt7tSH89GJjfqG7bsz9Y0XawX1nSL9vMT6PKjvfTbYiPrOjqJa3YRrwO2AO/X9G93REu2NYz4O1HdMo3DXUd/bxRDO2M1yCwPDO7MFo/2o7+2/Ws/hQ3ZbkHP6yf7Aob4WSX3aWhdTdbf95Eq0V54NvMBPQ33mShL3kaA6aHov2HMF9ckuqvEGNTBvLlSiPlkfOVHf2x/mL4UyxVzPK4GM+uw0xeigpwP1wVrORdRHpHJBBw7E1CftL5lYn4n6XmaDNdQHPfUNS9WE6iYs6lOK9dHFHqU0DKG+d78HLtR3XmuwiPrajPpwKNJgb+7nGRK9pEm0T6z9wMhxXw0dHLE+kNRnLGebUp+h1gg0xkS02US2AfbZwK1Sj/2ob+LCTV7aO32h4qv8qY9hspg66pzmBTEGzNQHeFDfQZ4SO1LfL3eThiHOSjy518c7Wc6iPsrf5J/1DXRHevsadajvmFPfa5L3XaiPkxDsPGYYqVxiqI+w8CdJfbCfhxegvvdtqMEzHaiPXhfk1Ed6eUnUdwypr1t5uUjTVtRnYL8QifYZ9Y2fPLhDutJ/50u0I5T6jB2XavlIGlW7UZ9tM8O9Uf/j23wh6vv5C/PG5DjmbvQMh+VKTH0uCTxHKezQnV511CdfThjUt6S5mrmXsVaiXWEY6KdNk0Z4Xu7FsVCnLPW9jZJNZBsY2ftPmUTwPAjxX4leohf1cVbDXzGY5rMz0qG+ZIl2YPDrCOo7L3c+1PezU9LoBJ6HR+4xDvWdqirI9BtwVWp1TBecyCGY+qazkLxnPPoSFcT6RH2nrbWf5SNpVM3esIFEe4sa1Fbw24D6mE9o1ySfYutdTH2CjEAgnghOart06rvUMUPlYmquYBIJSX1HNer7eWkzUd/PYte45dQcdydT38gd34/63g/6fvZ8nsTKYT/oi6W+wY7DltR3oNcPOrE+kd/TbSoD9Q331JKo71sSeOodQph3SaJkG7oldXLcbc6xgvouYzmC+kALtC9L9IJlZXrNg1+e+nxaxPqIh4L6OgFdZuqjLqqJffeXdQLzUqEy9Y3+Lqa+7jVJZ+rj3GBkOJeLqY/XA/tS3+WXlwEgyOaCTanvmF0FgtK0KlLfzyvp2507UF+HSralvivWhFMfaySKqe9YQH2gqE+1TuxMfbMqwDBesqhvWrbUG2zqsz6spb4FTVVnk6Uy9QERs4HpiQ8F9dEbN/AYaD7U9+LkgWzCwhGecKE+qEeIXbaB5fJmUB/39iYcqY8VYZtGfUPIAMvGZeXkDQFv6mPMtbOrQBCbVhT1NTP1/Tnrm9qGy6U+d+qbbSTBQn2nvj7n+UqlPuRTH4YAfFGdtlMf60K4nPoOHvXJh/TO1MeoQmnqO2apF5KAxijRjrXUt4b9cOSMKmL9KUt9BUH54Ut9CrTliPXZqI/nnta/1wcj9elHiINYHydjxFNIfdBR3zsDizL8WKgPydQH+SEwaeO9JIrwHgKDqkFEfeKlCNKVJIn6BDVjnvVJSqUHIQfqozeSTP41/jHx+y6PD/VJ8h+i9SIOMKW+ZjvrQ5f6uDWVUJ94JJqpj07PG+ylYn2Maf9XkbINTtQ37YJwoJFQ37DRYCy4kfqy2Q9Jo4qcciuCH51kOm6Phwl+LtTns70y/4CG+lgtKEm/XySbi4tzn0F9B7O5IKE+ackbpNNpjwYMZ33otkaLoT6WJyCkvkHzIYP6vOwVjHMAgHAYt6E+ImwVm1IfADztHvobEz/hSH38RaMBw5SGY+qTojsoZ9OD+k7eu0YXx4H6qE5TwKhg7kHZhIJrxfomVCPZjI5UBvegPmuRXagvCSWksIU4wy6QAlazAbSO/R5bU1/vMHCygIHTdprQFHqsNgfqI6lkT+o7B3TBgfqEhjFrcMzoyh7h6XCIoaW+/paHmPpGNTVT308n+lIfh+5nPLYp9akmBCeJdn/qc1g4IT+b8qY+vJ71IZP63hJeulHfqz07SLT7UF+aS1gL+WApWyr1xVOCJk5dSH3t6Cn7LaU+hH4PqWViTG7F2A95J6FQtNjj6In17UJ983XiYCUbePvN02M3MOSimpT6sA31MaY/k6La1DDAaXA4Uh9WUx91vKChvsuXXKhPbLca6qOeASv1EfvZmdRH++4R1Mctl5j6TA4IRMbG2w2ESLS6I9uATOr7+3dn6uMSMmk4MFPfKByGlw3P4cZKFfaTlC1Mol2RRjgn4JMv1ieSbcBxOEu0V+Ash+d6lalzA7wM+yH7JJR/CebvJx9iifay1HcVKqcTRHVeOg/K9ac+yKlPfsQDua2spD4qI4mF+jrRmowGB7EqQHDWh6XUR/ty1jNJzXF3AeobOvfoXwBzkWjPpr5hsczCOQzLebpTn27hnJ71QbWKT6nvYFFfxllfC7jXx7huoKC+3t+F1HewWcXqkJUN7xQKRq8U61vDfkHUx67f5AlOEZ7+9/ZKJPAEyhZui2Dv/wpQH2Pt4VDfz/83jhPYJqgJRbJ5NfVJx+BZyNhCfRN1V2tNrVvRXZlxD+ob2wNhji+KwOKo3cueRLuYtF1aw7gdwFrVQCXDIWNZq1IfIa36uoGbJtugoD4ylctvXdpwNgiiPutGEvzTblwG9/k/AmQbptT3d/2yZUjmTdGN2e8QzHQZ1KeXbWhi9SvGF+r6ebKP16O+aReohMzOesFM5DvUEu10KUOpz62pfMHKKEJHOiGKgb6Y+uKV/U6N9hBQXytPfWzXhzxghNzc3akP89aBjvpA6pStp77uM6Ko780Znpsj5NTXi/Q7n2oWoD7WmsQ668O+1Df+wPO3F2tQH0zUJ52BF1CfMOORJor3FO9NBRb6UF8jz/p6SWviqO9l4FalvreyKamvvUg8C+0GX0t9MFNfs1LftDKmtk+gPrqU/fBOFLEquDa406OACmlEA2aDyIDPa6M9BNRnrmQG9UHciBoZN3qsOlCfvPkUI7cVpT5hH9ioj9/gYuqb1ZSnfl6B+jir0eWa9Y7UN7YCHMdxPKtQ36Ggvl5MnjzPLXln1If65Is9hOXuXAiR3fcOlGgf756wdHFk1PenKahbuzrqgwP12Ra47go1BH4ZeHw49Rk/zJBtWMAPSKU+YbOHIZ9DohcUKBO3fdIv+/mk841hv26jPepSX9NSn6QRU2Qb/KkPHQEKK/WxEhhkUt/IsYyiPnCoj+8LccT63KkPMdQnn5H11OewZ2MavOMIcLAu7LtItEdQH1lSsn5SifY86pv3d5/6MMn1hYXUN+5ngS6OjPqIRcqf+rCM+notqXG4NqM+bE59nodNNol2BfWB9YTggz4s+7LTY2Xtk8h+QJFe6jow/Sc+6lKf1OXVlIr4zlPzBHHaDwX1nf/Dg/rsLoU/9R2HRqJdf9aHQYM3nG9EOVCfdJxzqE/nHBln28uMsS/1Db1/psuSkMCzQwM66nstFWjZGyn14UAq9Y0KNaS+oWtLJ/mUSrQfCon2w6qLI6O+oXVYqQ9isb5o6jvoPMbE37ekPliaoq0/6wvLdZIh1oe11GdoQdTO5pJPqxtsAGHWaO04Xu/4BVFfb/faTn1gUR84lkRsrSMZY0TUp18UrxACo0thTzE3LDg/FbNWrO/sjxGrAmHRXOqTTE926pPIrYI523YMY3vq63YRK29hjmyDTBSPk3z/SX9JQX32BMhKZwg+1Df2i1US7VNT6S8lkn0HTuAJg/pw2ROwUR8jMiWX+jA4C2hMuyot0U4PB90zUiXaRaVr5gbKk2jHWurTwBCkshQxBdK3T3DpQ/oNXmXDxH4fUx/OgfrELgWL+tilAqdRoJgtq1DfQTr3fAiB2qWwXzshCs5JxexAfX++gzn1nf/PQn1Mw/CgPp+JY/6BBOpjeF4O2VwonxuLqO9wpz6NcLmV+lgbSVE5PAXU15uHsqjvzXJyqO/tD7TliCI8waI+hFNf97+5+MDLG1eV+uilIlei3VzPJvqWlfqaw70+rKU+WYGhraVvgVDj8lwS9XmUFwC6U9WL9T3GPlw49XVcOF/qGy0UQseRpXJRg/oYv5tDCOQ1DaA+0CtWGPW97hSpJNql1Ef17iLqe1qpD/Q+L2wKbMHUh7lt45Oob2BDnHgNBfXRUwrMUWEC6msT6nvHFkjzH8qpr0lv2JLteb2qJIlxFvqBoDHrpaIyifaDG8QgkdbgU588b1w56jvGYZhLJNoNP83aOqM62On34HMjqh4fw1JXJwP2SXAac9kvvN/UZ5yjRf3d+h4HT6wvgvrkqAll69Op87E99bFyrHNcCtm1kxDqo5opmPoOJvWBWOSaXYiMDnIOoT4qCppDfeS6W5r6/jztyXndh5z1sTbIiAnhWYH6/q5Y1/Vr5tIxBhqkmTBU1Nf7PEzUxzU2TGxWRn10VHk7aP0MAvJcEpC0QykF8knUd5hbMpX6GhypD1nUx/dFl5mMaFsnukyejePNfkn95pC1ZBjT8F+KRPtS6uMaU0cynEF9wpBFTv9Cro/U0WO3RlLZkw0cEdqGnCsiDg3eLoKYGK0bbUh9wokM5NBjGIZzhCdYFWnUlEEL51rnWperAi9ZPTBpAdYoGF2Uqhzh+VLXnrL5bhLtf8XQaUeYMdDQjWPOoL6xGbpRH0b/bFzqE91ZVlGfGj84DIRTcO0889kydWibg/4Z1CfqAlYQ1N9n5ck2/J2XsNp2Wjrcccvk3zj4mXbMQumo0Ets92agZf9fQerT3AwkS/Wkt4lOe7qbUd/Zvi0Q0v27OMUcYw415zuNor6Z69P7L6cLSx3Pm019HnKrg0OeZqI++7y5jPo4M0bf6zFTH4Y0oMhXxG/ON1h6NYDdqO/vtD851GmMUfZnN3DkNShlG46UDMk26hus3Xbq6z1zfvjsncCT82GMNwWqsF8N6ssQ6yNh3UB9f3/dHOiXjcRAjb0DjCUufVBEO4sjq7q1qc/eaOP6Pr6C+hip82nxaZeLaqHU1/+V7qwPX099/xxaxr0+uFDfK0dWob63h5moD8uoj6c+P7HtrjjibzQhPob6fmDpuGDdjtRHnfWBdYI+iqNIpz4kUx9O/e5BfbgeZNagvv6dBUXeuJv6MqiP7AIB9R3Z1FfAfgTbOrmW/0R0OKny+cvS+WqE1k7Whyn47UB9qtuG9Jamf4Qn5B3qQn3n8ydLhCfCqA/u1AdEUB8YztHJu3S4sFSM+gYfaE181vc8XOYUKfXxX6IW68Oc+poD9eGZQn2sq8K7UB8GXcqnvpF7pJdoN531YbQYRVDf+6aPD/WdG7EI9XVfDlU6tc2p75Ao+y2lvolHB6s6YTj1FWI/VVmCzuSAlFaxu2SF+oZ31ocu+Ik1r3neqj/1Obiz1NBrdGbLmtSHCvf6kjLfHOfkDR4NLitnL7GNlfo0csmrqE9KaIqceCmyDWzqw/BjPyiAXic2Uc2UEu3O1IcRAOxFfceAwll7K+M5fXCXwizRzppgnzKJdhv1TQ1HTX2XoUe2eAL1nc0dumotcgLhRX0da69LfdPJAFrTSaK+SsQHN0O0Ul/4qJIneinRbyxdOmp0voMfTr3vRH1U2y2hvvcHE/JJvA1axeFVDPWdfmGnvnbxActQ36vD7dPg83KCI9ZnTEulkUtOor7Dh/pERSwg1tflxH45/p0tkeGdGurT+J/msz7QoepPTUbfdOq7NK0mZ9JbT3OpTwbA/AzJ4FLfMA4CEsuhPqWhvpN9xUi067z551uj1XLWBQk8D+ONJoia3U2iXVEJagu4NPVhvUWhgJFD7gPnsF8hWmfq0jXWIx7nCT6B+tpS6jtI6vuFPkajmkMWI6jvTzlxjPGVSX2ve0LFqI/pzrKaj1POOQC30zcdqA+UXLKZ+kSX33yoT2viBahveNY3LFWvqdypDyERnldv/7wN9DTruGRLtMNCfcdlF8yZ+mQrGg6DRLuU+kRPYFOfYB6zp1vkfhgK/bIs1zCK+mBVhFgv1of+1Ko6B4Wtg+VnfevQAsZCOJV8wVkoMwlV4VQucup7q/lbcpdLGEkM9Qmn2hDqo/TqyQQnPhfVSOdeTX2/E6KD6EJd6oOxwZskwhMHQ6L9KVcdHZZzcg/cg/rEo/uaIDEghyfqUl8jqQ+yic6B+mg/G4YppVMu4MBu1NdsZ32Txl9BfYcD9cmjyhFCfU9yL2UB9bmsVcuorwmpT1CFohLtgKALmqyxUyTaVwAGXAphK/l86xnh9cdm1IepRUlO+B/nesIS/GqnPuSd9WFOfacPrZdoF1PfT+JgB+qD8AnuzTU2DKgbXKzGgYN1YUnuPgq5JJ76OhuoTTw1KnLibU19v/9WifW5Ux8r45FwSnnyIxILUR9r0MjL1J7x1De8bgAT9R2a1kDIWR84o0pHfU191iffAi9Dfernogr1NSn1sbugyZpGJdGum+hyMcMz8FRbctbW86odlb1kG8TbJP/AD5BVuudSuFCftfVljiPm1HfUoT5Og0vvzwhTzEHn5DlR39QwoGhwBfUdxgZXGgaV+C6C+ghn9fA464Nt8Nqqxr+UcqY+0BGeEDRFrkS7lPramfrk1uVNfd2pcAX1XUWCIqhv9gSwqQ9m6sN7IgDh3IZ5hCeCqE836YooNNZLRRr1ycGmVCoX9yenUl8yPBR4Ir9x8i/71aW+kRMqP+F/HPK4do3UXkHq+9Ni5hTOSKE+xlPHEAK5S9G3M3O+0wjqu3zKgfpgpT4IxqDEMMzpoM3U9y/Wz2U9Fl1DdaU+yVTbhFsMb7+fRrIsoz7WRtKM+qDcSLJTX/93bOrjbaEpCpJNfcfRDpwiTV0k2j3uXnQk2ol7ffT02TKpz2m6jXGng6iviR5QkvrgRX02JJZf90izr6ioZZFWMVClYS7stx/1qdrxQS4VUgjhBIkVoT72Qot5OWURbcnU113BHFPM8akPYdQna3Bxhh7dWR9E5bwMm85/FKE+0i0Rhrq6hHxUob4z0BKfWEV99FPb+eYq9VLGRlIF6mOxkKwgYEm0+1Mfy9iE1MejH8HcxhHrY0xsLrINUExW5nv8n0F92ID6pg0X4897yzYEUwcKFELXPgnst0yiPZ36jlNyF94qK/Q56lMfOAstIQrAwue5c6900dgZ0iGgPtYokVKfeGwLDQOcBnehvtMWkfh2skbPoxb1MSnbZ+RuRn00wu1JfeDPBp2dEXfqA7opuBjUxyaYaUEw6reEXFnNJQ5CSH3QRXjyJdophrdR32GfrNLY7z7rU1JfKvvFiPWFsQeiC8G6XFASrQojn8+IuzzgwR9eNalPESTW8f2fZHoSeuqBsGJO1CcZV3AJQHpmaBvqzvowb3Av6nt5oTxA0cEwSlDfFYC11AdTTStSH8N3a5cBAMeMR+oppbXZWd8gwJOkPvO6JZFt4FCfahx1N+7wHi20hvqeGdTHaDwD9Q3bZj31JSd6iZJot2ZIZak6rae+JPaLlGiPuSyaUQgEUl8cmgF6HfuV1Ad9wz2Yg8xOfZp8MB77B9wITwhmIVKNsyL19ZN86gKQ4Et9cjia8EcO9f1lYOm4+yzq04/cg3MNdQX1/Qty9qA+sKnv0FGfcIxwqO/95wkrpSyhPg4QoxlL8cdUntPmSjzrQyb1dSc2M/V1/hAi0a7ZopLOTL5XpVzE+g5hm4Gw9rrUF85+kdTnTTlIBhptvu5V7CdPzlCD+mz+4oPVMh7UZ3fuxT6f9F4fDs5BH6nGWZf6Dhfqey1POPVBcRLy5Ei026nPvBGsMwz3YWKlPqwS64ugvvNpv/GsDx9HfRBsA62iPrrmHtR3apGLlIud+poswhMcZoMT9c12OPTUNx4oBoKxblGlsV8h6qOsPZ/6HK9gwbvIH5rA0233wrF9fBu6N3+iRsdxs44fUtGsxgM/PA9ib89MffogMUmVGdlcGuOoWvjegtQ3kA0zcw4iqE9JU5hTn/QXk9ZgEkWQYXhTX9Od9cFaquZP3Vrqm/l6mghPzKgP2PCsD6xtoDUS7YxR5kp9fz7wDIjwJCTaj1FWQ0l8po36/lqKjfoGowq1qE/JfkHU18zUx8yQiq7pulW8GcbgAkqwSLSvKDwKFMLhdndYr4JarBdSn7VFqKiIB6tpIPE55NTn787qqM/m6+O6/+ng3MP/rK85BiBBDU8OaSpYfp6M+lSpRFgnz3CkbtABNQAAIABJREFUPjgNE0+JdigHb/OnvleaipBoF69IGFKf/JHh1AdOhOdzB4n27ijzpz46qjyJ+o65Xl8E9TEk2qEYVRkS7RkuqPEaYXIqF67sk4Nn3BKob1pSrxtssWd9JfKD6psKhVOmSLPC1qU+fhVehtyD7WviY6iP0JtiTX/EIgo36jsKUx/fOw2hPqL5oKE+rfmx0rDBbTuAvkWdS33c9utQnxhj4iXaldSHWcaLywSBnIxH5EbShfq4U0rnUjR8nCEXifZs6sNreXAIjFBKff1TYvtZH9TUhyH1aabb1l0QjAQTFiVoZT9Upj516luK+hwc9ALslwE2SPuS8/Mum4NFiJhhVOsSvcAeXsvbTHuo/UIySKws9dETEUvVHfyNIARQH8+5/1bq+7PvDk/qoxqclTbwqvOuj/A03KIOoD754B1NKfChPslUa6O+Ybzm4D6Vh2yDlvoOH+qbza9VJdrDz/reDAk8I1RQH2kadBI18gli1wtP2KlvdPpfhfqUTqciLV8d6hMsbiWpL4b9IiIYvQyuQuApma97IfsBSxsygvrm3mTveP3hRn2M5XsP6nt/liYLxbvSEzS26JArj6Y+2KlPPFgcUtJTzYej4bxt7EB90pmCUU6XralS1Acr9U0ckbLU1/9G3+TgJNbnTn1PxUYSCku0Z1Pfn3cMxf14G0lW6kNnwkugvj/ptPgHjhIoQbhEu9npVCZ6KUF9YFCfn2e8hvq8vfvSEYwVygDkFMisx0M+GokdF/OuwZB70E3jQH3YjPp+l25q7Q5x7q3U13EpRtQnOF1pMdQnm+s51Mdx4gKoz3k7ICTjERLO+hgXITj7RBBXzUp9sFPfcbn7enKQ6cg/n4xHcuqTW1c7Uwf4O1382RSp1AcL9f0+wiOSQkN9lz+lUd9r8/lRX/+B0RLtMexXk/r4Pqgs5Wg96vOK9QUW4BUyq2h6PIDMYiHOohLZL5n6zuDHU2CX+nCwD+kF1Md9KebUR4JjBPXNnTzOlow0801d6qOSt3hTHw6Psz6FWpGDbMPhFeGJ6R4E+5nyquVKtEuo70eiHdIxtJ76OJeiocg+xKK+w0R9LZn6zp/HKuq7FBwB1IerdA5hfOYAxBrUp2k88hRkvUQ7NYUa2K/EWZ854FOazTsTcSqcjy45C0WcRaWwXz71vYEfI1MLznu6JamvOVIfaw7E3LmHwBbTqa+7gkmpD7RLu5j6oHTuVWd9MM46iq0pH7E+z3t9OBiyDYd3Npe61Pf6DRzsBEHCKGiEUB85efbu8cNo8T7UJ1zjeyl4QM2NV+qb7fJwJNp9qE/osSuoj0xvrKU+GJX9HDXf3H3zymJ9iMGLQhGeBvaTZvPOLDwKGDkAX7NxKzECx/SO1PcLfhzqOxe4KvUpHJfZV1hRD5gf6UBDfc2d+mY3kmGgPpmDcaw563vmUN9lLyCa+v6UE2bq8y4Y8HSgvmcE9R0rqY89RSiojx43EdQ33CODzuKBKtRHtcYkV9ZgE5BBfawx4kp9cKY+HNzQCtFR1ELZBje3UJYTeo1Eu+JdcKG+JFxXsV+QrIW98CuQSiVrsSjg0ykrbIQUDHBgQYv8gJ+c+nqe9x7U1zQRnvMVjLfEQUx9wqZgUB/DEi3UN/AP3KkP0ER4HrJk5eZ7fZpFzDRGEEV9PrcNm/iZjGuoOuqzraN26rvkq8+gvtbcqc8htZ1coj2J+mChvhEppVNfG4RiiJMvyM76cHByWssl2jk3Fhe74oywF865UZpEu5T6hOyXJNYXzH7SbN5phS+SyoW7CqSzn6tR+T5rsRDIQ0l9rywMf+pjaRVoqE/r7sPBcURh6uOkmGOPKjDdWSX1nT/Ao76xkxdAfV63nITl5ASZyqnPUCqMqE9WNZSlvjalPpCTEFzy3EZItMMhsfAhPInmJPB0pz6MqA8W6rv6aIuobzAHRlLf23I3AzkFwaAW9fHZT3APZKFsg18ztLLUJ2zOsjk8UeDl4sZJZD/PfnO97IdjvRDIw0B9o8tFDtQnrZGd+mjUhIPjWJb6LmVRU9/kzwnURx+/2i+VFaU+zjNTqa/fRZz2Z1xD/Tf9sCXaY6iPANMzyTQK8hzE+mjqQwT1NcniEyPRrqM+csdBS31vj3CgPlqifUB9r38XS7TrqO/wo77uBwtRH1nxDSTa3XxKaCqB9R1mcwYWHPoVgFEURGLEGZUT+2V33eBt/+mp76dx23jKW5HAU0d9duf+X4+2eXO1stT3U6JmpL6fc7VmMQwV9dnJfAH1PSGVGZseTbcppKRS35/3/lqCibrfq+Yo1megPvDWRBxHG15xbB9Mfe89Nym0WaxPRn2Dk/9zt+FqOyLqOzhDkUt9fPtth8eNm4lsg4zzlFCyTqLdyeFqx0YS7foqXkehoBorOw7DjYWmyebdMgue+8LJMtG8mt21bKkGsxew/2mcx+98oaO+9399OPWBpL6DTC398v/e1He5xqN08mAaVT4p6UOpDz7UB4VOVo/6pLTIOIevQ30vS5VHAk936kM49f35xtii0ceQXalvrhsQJtEeQn3n1+uoDx9IfVhCfWCIKK3kCNMkWlGiXVyMDc76GFb71JQM2UVe13pWWYu4nCY4nuFZYaH96vpI9J9+e3QHqziKDFUk2t2pD6x0JRBhCw52rjwR9Rmf8FoMiQYF5aIILywFUB+H0BTUx/4V5tQnmgzFw2QJ9bVDEeHJdKF9qU/uniioj2xhSO8ngMwx5UB9TUN9gg0JN+o74qjvMFLfayVosb5tqE/8TG+xPtSivmsRq1BftA8KvvdQEddHnkAtoBl6lmuprxb7UXnu4jcMClLf66r3UoSHA/WNsTKZ+qSzqeKlvZ1OaXOhs1wT+JpLfdqp2iE5Iav5xNTH2Ahxpz6QbsAzPuPRMurjOvfiOYffUw7UBwio748KwWxUjVNhvdOIivqOAOqj+qhJ3F6MXmqjvpZCfWgXhNUcyM6pjw0721FfDMGgYITnaauPV746Eu2GnyYxiqoJU97GPkqaVp32KVUfIKut5Jf9SkR4vqtrPXyoz9dxrEx9bw7EZPkH10WT58pLoj7hGYQqsY2M+nA0N+r7dR0QQ33EzxOyNtRcQy1EfbP6iSXaWd6rB/X1x8g8lcvUG5oc6OCH0Jyp76nYSCKprzHO+qjjjxJifZfGGc6Noiyy9H6BWKJ9c+qjQkWFBPN3A6UkP0S5oDkS7aqCNYm5oSpRwUn0LaKASH2h1AnB2tYCchtGwn517vUdGICflfrwHdTH7U7MXTRUob7xnjn7DCKH+ugvQVoqcyoXAfVhTn2TL4sDknXoHkt9g8aSUt/BOJnuIFcF6iN4CM8Q6pPPwE3ay4TJF6Y+Rqna+6TP6CHGFVt6cpXINmiojzGReZ/1kfeCKkq0RxKbpB0zJdqFP+MkNqAHR5kuAqDrmWjiQPYLdc7Ssn4FVpSJwX6xEu269sEF/DzO+sTDemPqoxSqLuFtRMIHjdSeD/WRSGGnPkWDZ1Ef5INdQ33/fHvG5WPYW0+B7hnUdy5vGPXNmHgp9Y23gUB7Z5tR399C8CeEVpr6ONzHUFA5ZWdwoL7Dn/oQGOHpTX17QKCN/fIl2kXUx6xi4Z7C2EVfy37IfiHP8yzTVIuzwk6prwLyjdrn4Ul9wq5QSLTXOusDp60wB1gogS2F+hjjkk19klAFKfXBdtYH7TAXRng+2ZfG4UJ9P2/1pr7eHoTomcijPmlzZVAfTjxE3k8AZNTHlGgPp77e0B9T31Gd+pSWc5qn8NatNurj7LUODQdD6kMq9TXrWd9mB4DCqbyQRDvVbWNrrk59c49uEfsh+4Uah3lhU2nyw/uPWZSlvkmLPHipRITGodlppqlPulTHUt9oRWTFC8g25jlifQHUBz/qY6OTjvpMpWJ9B3TbsGQb+HMRXKiPcaqpoD5y2Pnk8DwFS1CyASWor2nP+sagwppS3qnP5ZavifogivCsRn1tRn1QU99p46PHX0LqE/s9IBwXjkS7q1PjJNb3GZf9eCmRilCfoN+2oL5i7IfsFx4re04TcLSWiMcLemXq+/fzsD8C8l24PaiPmcBTls60nyFdltWjmW8GsqjP+glQucnJGwBJ1Ed900usz3fOlWEMlKNbSn2sIwjeB96Qb+RFI5r6IKM+wTbQWNvwBVeWUB/nRPcQeeGzLEo96huYEeT5D1XUR0374FjOfKrDlL8cqI+rMoq3aYqkvhR8UN3rK0YXsLPfdtQ3nFYrkp80rxvSjacWEkeXHVKjqtGeOP3fBtRHg59+5x7DzZ8A6msh1MefQ8GnPmGpzNSn0DbkHPQZ7vVhSH3nzyVSH8vbcqQ+Vr+bNrjZYui+1OexkXShPsLtDqW+w4/6rmKnxJRCW05rEdRHO3qQDqLR9Dmgvu6D5bINIdR35ncF9V1+H0B9gl+NjG0B9cGUzaUMX8DeikUk2hXU198Kr8V+w3myxRlCCqUguH2Wc5Y2P1AC++1CfTPw4+3cy9xoRUp6HvVZjdhEfaodiKO76RtAffKJDfbxQyaAqkh9KsMwnPWBU07llRbYj6ZzqA9G6uMkUZI3V4uhPsr7P33gyaC+k/uXQH0wUN9g+CCG+si666nvpcW11DcscAr1nXvx+UymPsGUuFsOT3MSz23E+qgxWEFu3JX6Eogj/WqgO/UFNlXdqQDHRtQ3BD+eDydz9BQp6e3Up9G81lGfLGcHnTu4KPUx9gLkDc6RaM+iPuRQ3/iJYNzKUXcSZLODI/WN05Ngxl8U9ZG6wSrqOyYS7a7UNzGDk3pcGeoTTh7ndHnz2bVbhdYqUt9x3eFtcuoDQ6wvgvqoaSqD+lgTm3iyWup9gbtVJy/lRtQ33LcqTH2NW71Q9ktPBhpEfSFNZS8XAgc+jtUhzaL2eQQ596fH2WUbdNQnNgXLWR+b/SYF6yf5fA/oWkx9cGlwSKjPuorK5jLkUF/nIaAEEBwiPJ+KCcWB+sT4L6U+qLJQiKiPJ9ImpL5jQn1De9yI+vizweBSH4TRcRyJdh/qE9nr8KwP3P2taOpDJvXRE5te822R9xUoc7Zcol1zr0+zaC6jPkmfRbAfFsj/hVKfc1N5lQshAx/LLVzaPg8F9bkb0xLqQ0SEp8dJ6dNfrO/IOesTjjrYqQ8BEZ5gdatjNheoh4mY+iCemjpJPrypj3ULteOMNuv8Lqc+clRpqQ8j6ut8yYH6WiXqOybUZ9yvUcg2iKkPFurr8F8nXVHLOut75kd42i71lWE/ucwZu4ilxPoYcypQrG9cqS+iDlholIHU51Zy33LB81HoJXxGumGLv/IIpz75B65ifRHUR/5Kea8PZMHofKcoTn3QNDgDs8XU5z6XdW7Xxefw5ByhP82jP1GiXUR9PTfX1u9LqI8jtcfQNrzoCJwWEx/qo8ZIEPW98CbIJywS69Oc9YGwcNCxlOMZVifRrqC+y67QKjfQx89LLD2Un2R8bzfq4zUNVhiVivoQbiZFEniGUZ81yWdEuZwmmMl1bGR1nLJ9HvWpTzoRuYj1uWdzeR9a4PnZhc/64I7ZztSnmMsUSRFcqI+ZUAeO1Kc4mg6kvpc/iW93ygfmMF7TUaL9UEV44kJ9x2hCwI7U99oUqEh92v2CsRg6Y3NwpgWroz5oqW/cnptRX2aBTZ+XA/1G1FeGdwTUB+6tepcoRhSwzviDPhScDcwhBaT8V3zfGt7wyKM+Ro6nItRnbXHWgRil7FQ/whNeDd4iqM9hIniK54qnPriClf1TlwBBezSdSX1/3mJP4aP4RDj1cbUNGzE7vtoKK4uSlPqahPpgoL75E2pSH3m/EwwLv0i0Y7C9Awv1UR95khEcn0F9ycrNQc+gFoC4S33Nq+PWZtwRUZ+k/Eb2yzoVWkt9+rrWzQ9kTty7fKp8pFLfNE/9h1Df5bG0ol1HLrkdZJJP2smLv9f3tDf4Qe+wLaE+yGbpJyzUN3Th6BBnWNG9DPW9f8xCfRBRH6KpjzWltNc+n7UOmPdpFdTHb3FIhl6TWE6TpHLJpD56MWJQH+nDvzweAdQH8KhvhaeOmMQLBalPuT6VlmhXL7GxyOdAfTHsl3viuZb6NE2lyEeQM365Iy6yk+399sg+6xsoU29BfbKAWuaBGIiArsMjoCuE+kCEBPGo7/RPInlLKvWxB/DTRSCBAk1n6uu2d2cPwk59YFMfk/0ZLwWf+o7F1HfQZ32vM9STMRt8BfUd9agPFup7ezwY9w2k1PcE56J1mlt+7aYU2YgaTxVf9tua+lawn0ysD/ouh6b312cfQtWg6rObXYn9cKyXl3Hpt0cq9fXaru1DfeKmeJqo799q7U59SMjhKaE+LuQtoD6GafhRH8f3F2xCcBsDE2t0oT6hFy3X/aVjWe3U1/ypr+fZX/c53+/1PYl9CFbWyurUxz3nklNfC6C+c8CmC/WRH1ZQH+0L5rnlo27ag/0Css8oVq6tqC+Xy/2pz68ORbK5LHmt0qJqsJ94xAVc9vPqt0c69b0doTTWS/ekPvJArFPRc451hFCf1bbOL4WiwSkcXUJ9k6QISKM+sPLcek8Qa6hveKkMkn6nOphPfXqJdg31dXQEzv9+p76XKQVlqI8TTyU/66MDCVTUJ1zI5WfToJJDMKiPyvwcQH1Yl4MDisRT6/gCzunglUXclfpSjEwm0Z58sr0QALGW+uhaK66lpM0NMN3ohJNhu1X5v2zq+/lXcxDr01Cfl2yDsVQM6ntvrQzqgzoHFAaJ2rkIh7cHraI+4WvDzvreOnx0Hj62Co9SNYVhyKlvik6XZC+qyoqoj1fOeOo7OqoOp2OgJqY+DtsrqI90IRkX1XD0G6RxqK9bhmXUdyq7hvomkytzlhJTHzEltSPiB7tl8ExJFtPowRLzk3TW16+im5E5ivWJWoesADKHFjHVLh9GzdOicpotcExnU98xOvHTaF4L3cAm36D9aOojnnDd3i5Efe/IYqA+/ldWUB9yqO/tn/MoaLiY61GQ+o7jaB5js3vC6Et9iKQ+HKNsLiDhZz31sdKZzg7V+5mgqlPfYFHE3K08U19npC+gvjhfKn97Hwu/zX8sJfMbUw5XifZlAL2K+lTT54LxF2c/Vv8LK83mmEXUezSZOdGLOxU/XKhP6ga2y8cUEu17UB/nuOA9n+GoXmA7eQuob+T60L/AfITUOutDDvX9/QXj7it1kS2e+jTC5QyJ9hjqOwKoT9xcprO+3jcdqA9O1NfeqE9jfpJ9pbrUJ5p/26guEM5SiKI+9ztyQPYrbU8N9ZYhbTTv0rjJNti8xq2pb/LU9bn/Tw5zMfaz5QcKHIbelKzStEDIWehDSlNS6iNS0v+9USOmPrtzX4z6WFXDIupzwmz+L7iR0QsiPJFBff/8Z+ipW0d9CowhG1hMfXblwutDabG+atT3T7nhOa/i04X6hJOH/VJf3/wweCJbtiGA+toi6qO+KpVoP2xnfX7OB6RZp1azX4KfTPYMea9+J+oLaGmTRLu0dSAYl0VTuZSJqwQKjUbEUZ/qsl/ciHt4+tA96iPH0fdSXydP4FNuCBnUJ9m9sVMftwc8ApLFzfWU3+5XUJ/oCahKfRyaipFU6VEf9GJ9S6jvpd/HJ36dJJ9+1Ico6pvFz0BPfWQvqqjP3O966puQt5D64BHh6aJWjgIZELG8BDL2G96rNyPfSurzS/TiJtYnegIcjWeFrEVJIC3CfiERsUL2C+23x0Lq++vDwZP6sBH19Z8gSwO6nPrgfNY3cTit1Kf71cydyqA+TmZXVzkauFEfY9eHLFWTD8wr9Q2lvtdRH9jUN5lucSElV+pT+ViCS32zV5+oDwWpj3eD0Uh9nIeqJNrjkcnJ0Vvpti51mRHquKfLNoSwn6dEu+IJmMPDelsjkzIsxb6j0Mnjq5sXeAmV2/TRtP5YSH2XT4fLNpSnvrFZVKU+uanQ1Ec+PoD6IKM+3pVIp7M+VgZkRzkazcFzCerDgPrGyw5Dot2B+g62RPvs2t54COAAKduwC/X9zXPySuuY+8EcifYI6jO5cjLqw3iXB8QeUJkgr1onD57HNT4Y1gZrSEQRS1Cfmf0Cxfr4TxjpPBXYZwBQyMSHqyoKNJVohYqfeeL75bGe+njN4SLW5059Hedeo35G3sbYkvpgor6Rk40Y6qM2gYQWC23ukcFDWFfdXORoNAfPUuqDgvogvovWpT7IqI82HfHaqqY+jOGnHfNcl20j6pt8BTrqk6+0VuqD/1kfXr0lLKQ+nZ9m8mUWBHwmU5++0eD2ulU+qLNFZVLfdJStBRruiMtXE/TK6xMSjImMVpkedebsjz2srX3ZEtdQH1XjBIn2I1PzGqJdGTLZQEnqk8eAkpd+nDYpPKhP4SJP/cKmeIj83ods44N58KygPrpUTdQUXOo7fiPh7NSnivQjqI91StylFIy50SzbMDx5SKW+I4T65PdQrdvoqghPdNIdrzvr877kXIr9UIv6nNmvHPWx12naotoK6rt6dAWARjbiEs0d69NkclcoLDH6rL54mEoK2olusopBYcR26lOkTOVoXpNKRWB8Qj5v16A+oQ9Mbr8uob4nmcMTDq2nyHiUlM0F5HB3p775RTVetA0osb6nA/XJzY+mPvm004gpxYf6jgXU94IyLzwMZ+pjjMUa1Hd6/BsIPvMjPJnHCfIAjbXsl3z+0ViN5sZ+RanPZT5ykW2wcSP6kgDprVY1mwuVom7lrIAIgRG62Fg14h76FmaI9TXpVHLd10yhPoehpdC8flqvnShSfWVTHwarK6TPfDpMCHLqk77JTn2slPTCICWXIGfNVTcN9ZHWSGau4Em0I5D6AH/q620kNcJkt6a+X9sFbxvInfrgTH3HgScM1NcvFScKPSZxRL4DGst+RagvqOKpEu1+lJdHfbYnuLaYt6zFooElbJ817Df3jtLYL3nEPZRty5RoVwwMmxu9BfWx9kEpJ+/ivqLoWR+E1/iGpYJ+KkAY9dlajyHRrjnrk8rRiA+el1Hf6Vla6vv5dguhPsYWjZj6aFfllOQziPpaIvW9n/uNt4FaDPUJJ0/m/CAKwqKs8f8xxPrifZcc6lvBHSWoj8nZbtRXrA+oux4VqG/6+RwUs56uh2okoOYojE/lwqjukn2Wh6Y34qjv5dMaxfBNqI+2cx71vRqPfewFRnjCTn2GGSxBtgFp1Md15MAeArRhPIXzQQulvrFDK6K+g3kjN5D6oKe+057Pey/Cgfr6XoR0rrNTX6eup20gu2xDIvVJ3JuxNeJ1msKU+tb4M4GOTFDW++LUZ2K/PahPt5WwQqJ9ukKsYT+fERd0oI74Qii/hHWt8upcLRh1D7LO2dT3tzmeRud+A+rrlhw0qEBYFZZzH32vDy7UJw8XSBPrE4ZfSqnvfT+PVcSnxxC4Xq2iqU88NqXUd7hRH+YTmzv1tVfqO/TUN/0En/q0Eu0R1Hfase6WAZ0T292oT+8tvdX9eQXJJdQHh8qu9U+R2l5q6tO0TduL+sZL9kqxPnFhs4HGc8R524CqaBnsB0sEmX/jZI+9h3QAZlAfCA3pKhLtduo7ld+QMQKGmiZlc/HxliQXhJMl2tkzvoL65M3rR32/L7RSXy+eXk19+EW+UX5kzlmfOpZVQ32HK/VhSH0g0G5mrowEnhHUR5QBjIxHG1EfRMXEScrv2bkMv4L6juvuCbJf6fig+LKbqU/gIuyWymU4fPpxLjWpL50f/EecI0UmG5XgkBbH6r67bOOnNtZDTX0IoD5OPqsq1Cf2C6kjIQYoQbhsudw2lFMfwqhv9u3F1Dfncmfq485r6u0AjXC5WaL9EJ/1gZRo55RTHMvaLVM29fUkUxp7FIaJ9YVQX+dQ/Xxiq5JoX3rWB/50+j4wr39aHuEJ5Uy11j/NTOTX3M76WCNwb+pDt3GwDfVlJXqpnMDTVrTARC/qe31wbZ/eo/N686GmPnIcOQgk0HreH0F9Byt6H4cs7hEeWddU1BfpLTGfuYT6qFc2Z+oDZ15TbQeMPLtA6uPdTT89lKA+jkibOJaV1Q051Pf+rsbefomUaHenvjfDQBdwddTnQfve076E+s4DyyAb7eHKPKskgsx343SUYXDcoXvdHtT3O5UM4ly2OOuLD/gMpD5jnkwUKIQ39TmWaRrKljQaH3Wp7/1B+HjqY20Ng3L6S1Ofy23Dq59ei/pA+f4+1DcCXupukJr6Xl37AOoTz7pocyPjiLQ5RHgupr5jSH1D7h+Zc4JEu4b6Lq+5Hq0+hc1Vg/quY0tKfZe5Tyx64+VObZXDE3nHNRHUR5SySWpRN8LzGEm0w9plaRGekewXPuLUR27LZS0QRX1OU2Uy6vLAz059PmLo5J8/8qyPNafRy5ZLKpcI6qNHpvC2Aw/xnKmPPpuCgvqaNsKTFe0GF+rrNmU16htVpFHTFOzePxZRH/q7Q9yhkCPWN+v37pga7ozgbReCnFNE9sq7wegPQhrqe//XkhO/3nlsMsQFfMGvIjyJ9pjXaWb72tRn7KyWfq8vhv2S9lk0DnMNAEUg9Zl2a+RK5hng50J9VrjqNwV5k8qZ+jpTc06EJxgGTNUU9gaPo75RD8rXQrBCgf2pT4qkPOqzOI6saLdnAvUhgvrAoD5IqW/wBCP1HSuojz2lLJZon1Efr1hCsT4V9dkXfvE89rRQX6fgaf4853ZGKf80OZFfbAJPUvTpmAXC70x90HSTh1ifY4pKNdCknq5bRUdXmtGrReFYfhApap/wpnxsQH2nf9J5Ah2oj5w1Au/1gaQ+kDVFGPVx0n74txWnkeS3DaOo7+Vf8dTns/HhQ310qayxrGPqe1qpr4OQbtTHyqIkpT6+bvlwlqwh0a6gPjLPrTwiGayL1t7UB2KoMajvAGe0JlBfBS/P0Zmy1a9lNBpIrhGrP1WnvpHJh1PfUqr6azyVs7mUoM+OjWB5mWT7LCmX/R4DnxnFqK9/qgEP4XIp9fmiXd47AAAgAElEQVRcVKPkqamzPihquka2geRbayoXKKjvCX/q68T50SJXLtTH7TVou1VxHzSF+vAOarBSHzNSmk19TIl2JfV1SkFd/ZXhVVXqG7p9OJj0r6I+dxbqndPpqC8N96iatmPRj0MYi6PPmUJ9v0XcT6xPNJl0N3n4NfGVaE+0op7xoNjAyjEq2BptZZk0RYhnv8chl2hfQH19f98hlYiC+hysjfw7K2iDcFxQmfp+utCFc4Q6788Uc00461NcxWQk+QSX+sCnvhZDfW8VwJV85NSnIdwx9R288E4n6uuXR5DCcyPqmywSK6hPE6lODcWnjPoivE3JZNgWUl+C412T+v60Otd8t6S+axeKZK/TxfpET4FmxNVivyyj8g+Dyig00qorBD8p9bVV1Hdm4fhULlWoj87LTivDF6S+jjaXjvpkpcqmPoz8Qgfqo9uCPDiGrTXBpD5pTXXU9/KnZqO+gRp8BPWJV4/GHQIYbhftQn2MYFZ6z4e4h1ojlcvxGrmAbjwCxDNAnmB0CeSDrvt8PbBk6mN7FaUv9YEvTF9boj2C/eiw9nXYlWtUoktyGRmnqGwa9qdHlf4hpb4QvhKSUU3qY236aqjP1JyoTH3CkTk9mmItC0vO+noKV3HUB04XwIX6Dk42l2Tq689TGuq7npQ2bs8vpT6i7wDaHstQn/Cl8nuotahvsryB3G/JYD8Z9RVI9JKZyK/lUp/Y5EqCn2zr9ynpm1LUp2U/AFVGF3mHugz7gZEjMbpAfo0TUvrHbtT355gIBanP3oNoMsJl3jaEtcEjqY9t21tItB8jiXYMP6JKZzr/HXiG4UF9JxCrQn0QGfDwP8Bs8DevzzOBp576iAye+CTqw2dRnybVcwb7CagPC+Xk4V5xzrNixPpkrjhtcsXYDz4cJjHLte628HXlUrnsGzOcy37eiXv9IPKft/nYj/qmn/UR63OnPqiob+7bMRa4vp9XjfoUQ0veyyup7+3TzbkpjkOTkp7aE/PI5mKmPrQ+9b14xyBk84Q3GKFbRlbINhzk/jGuU37nY024kSSkvtO+RtRZ31M+hVQ+64OF+kI8HRn1LfSg/zVzpqLYEupjWgfWd4cr9XHieStTH2wjrkBfrqY+KI0qi/1iEvfCo+N+H/LIoT5WNnPRSEAY9bljDMcRF96b5AgqBER4IpD6+AN2R+o7kqlvtvt72VKwUh8OlxuMMrG+g47whOxUc9S47NkxVawPvJ6Zt75EtkFHfeQS4BbhCYG3WEaifRzhCQv1XZDS5i7oqW+Fg4rcVyZLtIvYbzOxPuZonLBf2+GsjzF1s40nu4NrWBQcjCqmTAjU/YCt496+/rjKNkRQn91+e1qx1jmuAvX1TjWIW/ygNr26qw7EDS7HAWNzsdKViE0pgfoak/qQQ32TvQB6rlRQ3+X34dTHEWm7JPlUUR/d8yuoT7Ye0tdEEqiP5xzb7vX12a8s9R1D6vs7c3m6eFrRYYlsQwGnELlPL3mpD8f89B7L+yiGw5pVKz3vIiTm8IA6Jl9sfI9Wb0l+oB2pGMaCnb//mD+8LvW9l2Zf6uO+lRVdjXmpIGjwdOq7vAd66kMy9TGe0N75JSfCk/UBiJa9eSoXHKobjGLqI+cpUFl/ZNSHramPmDLAygjoT31kL2qyuZCRvVtQHw6n9ASmy36e1JfiM2akdEBF6oN4ntmZ+hr7l8diiXbxig48DbpvX0N9p1W5xHkukLDrBFXBOt968KnPRxZPvsVCHRPh86nvxf9KaXBZTXwU7U9OvmbEnjf/a1DfJSX90059fHcWHCwEO1sWtYQrTjVDqe8gqA+8s742jIRAaeqj1bHI5Yq3nNWgPmrjYxvqIyfDePbzP+uL3m5PeyVqUd+pqmA6iFhSSPPpG0F9kPk6a6kGfeOBl/l/MvWp9hFiKtO7PlOlK0Yz0oNPfdE+tPIhMLfFFtTHuLEOjzvtCuqzdyL9Sk2Ep9gqYqiv9wHTFpU8dM1DuJxFfW+kxtl2dqY+mXPPjAxqhGzDDtRHRIdDv6w2d+pjHTDSyuV4fbhH0uV06tOuvPbBLpNoLx3hGSOgh1rU9zufiu51Zt+9NHMY66zPvsKu6DugWpHI9aVAwZ7u84V5hk/IDASdUZ3Bryb1sRzx3zAuMEu1MfXNvVVzzuae0+yQykVDfeJEZKN7ffAyV0/qkxTNg/rAcQSpcEA29XHbE5xRIaU+QXtWpr7GpT4IzvrEl35TZBsOWqJdtXiIqA8B1DefTgEe9bm5EhLt4yCxvjCRd/jVXVAP1KK+g5GreZ2DjijqU064ZdoIjsaDvMGF9W0HYyHgM+KyjYq9JMyN6lGW+mSNrjt32o76uKVyzjPuVCqVX27N5gIXc3WmPuXUpD7rw5z66CleSn3SCSCe+kDuhjcx9Qk2p0TUxxuImC2JUGFveerj30OFgPpcNob402n/1B+M7Zl4Uvo46nNGvtIS7euhWDeTUOVpU/uBfrOkxFnf0/FEzVm6ki7ZohZEgUIsG/QeQXaPHalvoHILC/X5XFTLoT7WXqPgCKeuWJ+Q+p4Q3+uzyzboqU+W4tQY4QmOM8lwRqkbjHS0O0ei3Z/63pGgR30QU5/D2pBHfb/f6w+0t8DQqtQnmEXagUOm55FFfZBSn497Q4OkRqJ9D+pz8NHaaIehGPWJQ89i9c1iUrmMvrhphKfnwRFiRxbWtyO8CgGfEbfAusZBjswgu8dkV6Us9Un/xqE+h+U/86wPnFKxLvYUpT75l54QP3sl9Y2LhpB7fTilh6dzfdsl2jmmJZVo11PftMH51Ie/woWazalQ6gMjmwuFHNiY+kDd6wNl4MpFVEp94j2eGFCChfpMwORQQxhUDX2o789DnxXP+nJW3yrUNzQIpNfY4C1XYj+xJ5XYmvAtBHxG3KJWgdrxfozd2d2ob+TwmqmPtfxLqY/hGIJMt2fmqy+gvjGCeEi0u0d4srQMNdT39g+FxIqY+mhXc0B9k4o0O/UxvIM59TFiWXnZTL2p72BS39jbACdz8LDfJRLtEdR3dKgPTOB1mseiqS8m0YuDRLuC+uBUh/jvERLta286sWaJBYleUqnvkGUgKZjNpQ6jQrfRkqTXgqwKW6kvvFVwXV8Eb3t8FPUdjLaQU5+9eyE/S2UVTOIP8XbEPpL6eh6PB/XxfWKmT8ER6zNQH38kOlHf4U19UmvsQw6s1DcHM077elMfJ30CxgD48pi5hcyojzchhMo2tM5ZXy9bVE3qg2pHxsp+cRLt5BMWHGeIv8261LdEGgGk/NMy9ltDfQzKQ2Xqc76g50p9y1uMlR8ofEcI68Uj+uwnXbAeH0d90zBId+qDP/U5y+KNwoF3oT4KWJ/yDF4J1Mc6JZZTn3xigs7PhiP1oRT1TQdFG55NASyHz0G2QUV94oGGsWGAZa+vFl6G+oiazai3APUluhIvh7SrqE9VF5dUfM7Ut4YcFFVNKvbKsz5QDnIB5JNe/UjbIbFSHypYFJYPunz2A8SyFo9Po76X4TVw4VypjyyInPpkDQ7VsNmI+s5Tt5r69OaqoD6pT0FL7flQH9XwZ/1b+Jz14X1IZFLfUKIdDOo7ZtSnGLwcsT5v6oMiZ0+vdUadXp36hqYPt3lsmpbKmfocAWgkGF34Xl/mj4z6Mq85IawJHfooRqKd/wR4t5kr9am7KJr9HM76YnI4ycM7/ZuKdWN/lVGprhk/LINDoXmdQX1/bQUmx7Ek9fUbnBXvgbHPQVv1YuobFEJFfc/11Dfag4Ce+iBOYEiHmoBxOCWI8ER3SMRTH3NQDKjvp2FJh2+1RDv7i5fob9CL/o7Ux1GfhMM8JpVoP44KamunmRCDqUlcRMUTFmRKAKce4mUu55pT9Bmp6e5lplif4Al7XerLZ78Poj7/pkJymIHCqCB+w8NCffbahlHfy/sXifVFUJ/DTDH2hVCZ+i7xWYazPm7OqhZEfZPmhZL6eM0ncD/RKYo8lvX00CdBfR18DaS+g0N9TIcvjvoQRX0/D581E+TUx8p4lEF9/ouRiPqAYOoz5SLvbTXFifWZ7+Ykp3TQR3gGEwYcHNqQWqRLtCuobyX9wYnXI9jv46jPc1YA4p7tblTC5C4R1If11Kd1HPeQaGeYLNU2oPDA+7Yh1zBIbDFHeNJ+YWPV1JX6egxhpz5Fg7Mk2sX+RusVbVoRd+prvUFhpL5/Ag9B1HdEUh+jAxuE1Ef24krqm/zFm/oOhjBpWNp1+UzYtLhspz7qYzniFj+VsN7riyuuWx5UZ/YLl2g3PKHA4brzpVC4Pupzqc/hQh78U92GGZXwHutDEb1qD+9Mor6Lo/ex1Hc12f5fwR9XPtqGCrunQhSfDgHJzUx9LYT6Tv/vQX10W9PbAU7Ud+ipj7UHQVIfeaSro755W29KfS/zJ5yoj3UsIKS+i2EohgSSqC/CCXBYuxEl0S5NoRid6ZB6fPNy3CMOKJ1vSMKvBQvINrQyBuVIfcG0CPt7m9PA96c+B/ZDlLilg0VNs8Ky3vBwt+Ml1DfLQiFwo3emPu4ox3xcgV0qf+oD76wPRnN1oT5hH/GpT2AYRurrKJePzvogsEYQ1AcN9QmWCj71HX7UN3q1L/UhjvrGTAw36nOaI96oT+Pf4FpySRYElKE+4bM4Yn2aBIiOqVzg6D3KftyoLwQeVrigurxxdagP69UJrMYTFvDpQ33zJ+ixC3lGnjri4i2KnVXw4WvHnPDOCOojV7NvoT5w4ouIBCfPEpf6jlmEJ9Tmugn1PRUTE7QNDs44go9Y3/k9Zajv3XF3maaoxMJhEu066sPQwp+YK307UB/8qQ8M/waQzSmkbEM29fF99Bn1iRMIh1DfEt/8T0Cz1ldJqEDkLSOTz1Od+tItKWTLIID9lBLtIurTljLgXp8qmiPSbBBqUdNELz/99nB8q8vteXfq+zt9wybctNFZH+YzPZXghFK5WkJ9z2uEp6b1iMCzWmd9yKG+n0cyxpGV+nAKZ7VT31sn+lGffprCmPosK7qO+qA76+tb+BNQDzSPlRCv9CzMYcucIhQzdgHqY1STcdb3PjAXUh/yZRuYexnZ7BeRRN5r8S5LfZ1GQ0Df5FBfAPtFXeobwRIqDH1oGqgY+wktCvN+e3i91SWVSwT10Tb/eRGemFMfq1SoRH3SR0ucUVSkvomfTnn3igY/y58objDaJdpV1Ed6BhLqg880hTLURz8czFnoj1gQ1lMfbxBxWEh4V5gj0b6S+iBcR5pmPIVTnyYzuZH6OuV289pNmVdzLEUTgF2Z+vK4XLrPUoAfAqnPVkpZVthAXM/bH4DQqOSPnp1qPFzeWiKB55z6ht6nN/Ux+DXjXt/TRH3dZ9aiPlnrzZ3Rax/CnfpYUnuUwTocdNCr+KymXGAhqe/aVmrqG0q0K876nh7T1KbU1y4w857x8nIWRGc88knl4k99zMlHRH2HpgtiXQkJ9QmRKzrCM8UJ7F9vRLJkYCr12dlvvUS7gvqyLvuhbEqQkaxFibjuhNGu3c8twH5Q0dHr/1377WF/6z7Ud0rVihDqM8/pDnylce7jSxVBfSxfh3BG28Df9aU+xh6E1HLcqQ9kTVnquArqkzaFRqyPmPFpmccV1MfZCpVTH6YRnuhQX2/+JMZIvkS7YjFSDkwZ9eXlKQE1R9EC6xR8tax7fcFN1meHj03lYmY/BfXx4cH8BCi1Il2zLGEBJcDS3WnUh7XUd3is7GvYz3zNuK/P+vgi6nt5n4sYq0KiPUMWD9fRrac+VKY+lq/DoT7JEzj7BULqIwwDOdT3p9zIpj7Fzogr9fVqCtU0BV2yBItEu5b6uPsawCAs+JMk2hk39/orarREu2G95yTw5Lll1ie4rRfh1FfiuGadD0pHfW9MffHsl7FloGU/2IFr47M+aq6H5/j13gOyZoUdDbjH/tQnvo+E55Pu6QDqc+9m2veBLJCv+/PMoD6YIjz7vk4TUh8cJNpV1EfX75lDfSe/Vkh9aErqk0imyiXapdSn6yPlRpJRrM+d+v7ta2By+oEncYVxJ+qbPm9OfcdRj/oOF+obtHU+9QU0HyXRvpL9kqkPotnosB3vxEm0w78jKlKfiv2mkhaJcd2tAvUpva/oeRxhRtXGHf3oL1ecbOZVqE/6UkqdkePC7UB9f/ej4dBczlMrR6xPahhP8RFE76wP1ajv9zAQbtQ3E70cMHBXkwGzISEsJ08yVZzAU0l90sFLnpiHUJ/cjxPsa4BKhYWPoT5uv2MP6jvY1AcucuGIUmqmW8m1EXlifWvYb8lZH6QWpTseSZBtcPScylKfkP0Yg5sRu2SkvlaK+sptGXSfbc8P1AYXmN/BD2I73pv6JpVgHPS5U5+PGDrIyXrSXHS+U7edkQjqEwaetVmEJ5TU10Ko7/JtB+ojF1UO9R0S6uP4h7R0YTb14XA563tKvoZS1IfhNPWXfD6I+jpZlPqLxedQH79FWkhKfIhSuiZR3xr2K3PLCLRFSXOolKI+byNDJalv1u6Fu1if/AmrqQ+H25aBf9/5HPR1Ho138Hv3eL+G+kQ7JBP/tkACT45zD7K5YCwYllMfuNTHaAo59dH9bqO+Hs67U9+Lcw8O9YFHfYxOrEZ9zCHA4xym7+Qn0a6mvssm1OSyX7u4Gpuf9eFqjWBRHz6P+l4+V0Gi3fw6uUR7HvstZ4eR8e4h0e5mfIqgAFToMEH9+DNoHPWVyJ+EoJY39qo/9Q3Y7+2OHylthI+hvr/e4ndQHzc9CRHoBeNwqHHWx3hCI5tCSH3woT5bg8tTIoFz1gdH6iPFgvlifW4RngarH0wv0dTH+NKQ+kbucf8JoiTvXOr7lWhfEOHZSbP0pKkvzzeYlNqceIOa3By1FpD0HYL6CjigR6UTo7e2xiG5DrNWon0F+y22HwhddEieZY/rnlMfFg+6Y3kh/DczqAH3/uwHv0vgMRhqUF87C7d+A/WxTnSJlKdKpRP4U18HX5sL9Qn7yCjRrqA+5FDfReXi6lz+GxXQUl9nCYcH9VENK5ymVFafINanob4mpL6uNbb37oEr9bEG0RF3r6/T9ShOfYKWF1MfrkCwgPq8nSGebcQe+pVCvouZPAVfKCrRHtW9mRLt0vJDeYcRNPXZhty50VadlcJsAcgomTP1XabvB64njJq7b7x8MJrt1wjqkzFHUeqD3Ll/MlI2kxrWhinFkfouFXWnPlSkPo7vBS/qe30hETwMFfWRBvObTW4Z9anmfkg89FTqOzypj7kMelMfAqivd4xwPvbfj/p8vDdo3+ftNcm/bD7ri2K/ggd9kHYyKkm0u1kUfCeWTPbD0GNgPyuM+pbvAA0OimuwXwL1vZf+wfFwXVZZBfWRtXOgPirJZ13qEzYXfaILSAtTk/quexDasz5UpL5506sNY+bagzMqfKjvuukzFnRiUt+rRLuW+kRB4eNf4xOpD3Kvjkt90Ml6K6hv0lW7nvWdSmZKxPfWBNAXOMJTj6O+qI4FKgaaHT+5pYwVXyvWF8l+KBmY2y20Jp4xk/pyJ82ULYMdqO/f8H703Ghn6lPEZBsuqsmpbzIBfBj1TZxEYT5rOEm0R1AfOSokEZ7cq8+p1DcqGkusT0p95KjAyVN2oD5QPqaE+pw2p5hB4dRggZn6sIr6xq9QhoCT1Kd5pJX6XvrkR6IdVH0/56yvRXkn8Kt5IvX5dy+wzmgoi7p4ak5nrGWpT+S7oCqsu2SraeZ5rR01Gw1BijHIKJzvgPtx1B5vtWgh1OexpIkV1YTUd3wQ9ckV7SMGJ4P65GNEQn2wU9+gJo3c17BTH8TxGgKJdl/qk20HcMcIZhLt7tTH25x6ym1+PA7U1Cd+pyP1gVsOwd6RZwJPH+r783/P60uxJfXZnYjL8cHiUzMqFCMgm4tPDcqeGGHYuRKZ702pj4FNZc/6MGof0RwxiOvOoL7gdkWmYkxt6nv9eZw8Kl+MWUJ9veWfor5LloqOWN821Md4KeYfaA6z0Vrq+/N3iA1Deq+PEzWuoj7etAQ3w2hm6uOAn3WMLJNoP+gTP6FEewz1Ifusj2eN44+Wkmg/zhLtkI/VD6M+CNMUrfaqmp95ZLh5NWgCB6wd6JLKZeFZ35T9KlNfv/z8qGwqrlsN/AodnaVglXvZz5ya1rjN8iDIyHAlbBX10XNSn/p+m0gq0b4Z9b2O7g+mvtMMCMuVUeiojzO69dQ39swU1MfrQ3DKiU+jPtB3/IR31wHEUB/Xwv2pj4n+G1Hf9d04/9/nU998fhOOnGhPPZj6bIlpcvUCjRYlPtU2bgNkSLQru3cD6psuwFBtkxg3WhQ6OkupL5f9UlO59Av4OA5ctXrIC1+7Ut/VE29UMTyCxBzE0H2pj8tCsJfTn/pak93rA11TRpAYFNQnnwHk5wl0Dk8v6nubIeZfgXxCKEx9mo+ArKkkCb8j9U1MPUwda1vqG5ejkER7HvXJ2A/xzUFXwjnzvvJRQMRTYy0qxG0uS32jWZVKcl6F+qYbLZBRH7s7fSXaXbu7wpZBWeo7juNxvdP5LBHh2UKoj2rC8wm5R00V1Mfw8szUd5Ci12Cu/5i5qwHUR9W0CQ2D1UHvw6QQ9b38QyF/QlMfA+49s7nwn7CS+qBZaK+lYgoxmanvx/2dSXR6UR+dIKcVoz4Q1MfSRwl30GtQH5f9kNUuc+pb7eWxQ7pWsJ8w6MB8XytZot0BHrCsb/yor/+VaIn2xR2XvbPD/V4N6jte7vhRK1829Un9Qkfq+5Euc7jU5059PtqGB5kcA5JCsXBgJfXBQH3tfPXZTn2sfDBCW1HEsjZxHyrY6POoj/CaIKoppMNKQ31kmzif9c1yoLTBSxdS3zFb+y7+kFnUwN9Bz6U++kOprh8yqU9WP1kRkmXNNN0M5zYrkcCzU86L51aI/YhMNHAc9RA9weF03aOZl6UfRnjJml9xHqOpEoPx8JHU19npeFo7ES4hxkIlbg31gRPrR/hoKEB9bX7WBy310c0rpj4H4JJLtLtTHzhK8l7Uh1LUN1LlE1IfSRIgG9xKfT6b62BOCHtS35BmM9zBktRHUn/eTz8L/d7HDpWNSn7ZD/tQ358yPFeeYZuob1pSaEY92B2HyBpyR5xTKVBwOmiuFXjwmwzPj6W+frNhM+pjaRt2qY91awPzcmI19dFdADv1EWuai1ifnvpAeP+u1MfKeATbMOnsulKhQVnUx9oQkWzH0NTH+JKY+iJWSfTtskt9qEt91whPpbJgSeo7WEKg/O8viYpLP+vjtlQBvUA3ozIleikt1jc2nrqKfSabgTmuO0OsT7f3hNQBLvuSR+F8syg/Lstwf+Ejx8OnUd/E26pKfeIGR+NgHd/zgQf1dfDVgfr+HQfy5bxn1DdIcOIu0S6ivt+/plHfLHSQ1GAXExojB0Au9XFxXVOqbaiPTPNzFusDpQaXSX0/5VHpJcZ660gP/jN+ZyX1QW8b7u1VQC9waFGwdzP/C5tSH9MnK0t9bdbsKjka5FGfqqVjjMeJ/fwK55hF+cG5a+Qe4elzUQ1UehIj9f2UdH/q6zQ45Ir2tJWdH6GgvktFXajv1Bb2s77nAuoDzzAgoD5Yz/qgmw301Idq1AfrqSa138STaF9IfZPsTn8iYrmpXCKob3Kfdrg3MaG+LN8PWac/5not8Ib7GlbIj/BEyMhCRYtyS/SyBfVVYj/4UZ9pNkujPmHZysVUI7BwXlmUH/MndI5fYG13n4tqUol2HfUNHIVA6kMI9V1+NTj1obe16QtJqEx9bhGeB5XkM4D6+OMIXOqTg48GruBFfYOPsYKcw876pnv/8vSIGuo7sqnvjFMY3j/E30tYnEt9EdQ3nKYU1JflDqae9Tlo7aV6XjOxvjVueYCbh6OgRVkvuLatqK+GtcvUNpqg2YUS7UilPtMMv4I+O5MqMg8ipW96TB7+60CMX+JOfTwfTkh9zUJ9P250CvXJm8uN+vgzPkOsz536WOlJmNQHO/W9DpNi1HckUx8LgKEmtNEehSS4K5L6xs2pOEJ/bkJ9NP2+RHiCtnfopoh86otnPxyFs4Ks9oZpifZ17Fc2mwuOoGAz2HuuOvVhpbU7UJ+dl9pojwPr6p9pPCVuHM7LpHjZgzkYuiGQEdQnH6UM6hOv2pf/fkI/d7hRXwugPpCTea+cmFMfxMOEpj5ylpOd9fGmTjoQWjw3IYD6eoaBHOoTAPBTQWgjd+HJHgJIoD7NukiFF+ipL1iiHey2sWcNH2762KkPpnt9Uey3J/Ul/aRItHsNiyooHWxR0PfcLmd9i9jPjfoGF8ih6ThwGy3evpCpp6OYC1CzcFPwA4j4D8jjQ4pSH0efGoShZVGf7KU86iMKN8mEN6I+qTnaqa+39lPN1Yg5jiW1h4MeJrJu11HfoKbIoT4mgBGN1WnwubsAr7vHLtQnWxdVyMGlvsCVkjBo/Pvf8BKWjvo8vHAQi7I4d6Ez+wVKtJf2QKzUt8Inv05cqNmiERYFj1IWk2hfa9oS2NSd9aH/BGhwPX2fRZVhcdlQBHLMxphF+TEdDP2jCchvhDuELDKcew31kR+hbmp+GvW9fF/aXE95IIgL9ZEzloL6JIbBPF3Jpb4/f0bmvT7WzgiYnjpHrA+lqG80TcmHP707VZD6aH/hkMeoLKE+pHt6n3LQF1ULsWxD2nZ7dNofVDQqo8dTBPlkc0tiohfZEWNjP1S0ls0k2hdzcF2FTCDLRo6D1hqXgN9lMFwEHhxkGzTURxtmNPV1GwRiSZwNqI8O5+wY3lO+95pAfT1xCCv1sQ8DV1Pf5Tlp2VyEo1tFfdPyA5qxaKY+l02f0++5+xo1qO+YXXd8566y1JfsDn5WeKd/XZRifQlXkJDySmVW+cxbRoKJb7dULtlGFkJ90jcmJ/CUjLh1pVDdOGyxpfE58WO40S5Cz97UdzUHM/UNLQyHOtCZF19Ug/pO/xoeQWBCfbJubS2C+qTjkEN9dF766x4AACAASURBVLPVob6XpzGCnO3UB465Qk592RLta6lvuPsy3NcoQ33XsYDr3Vp8BvV5sN8nXurzrJFJoj001Crz6pfDtZoC7Lc79cX3uEy2IQgqWNS34NCvAniWoj5LTzzGXXvNGCF2Yx3Sk5gl2nXUR7a6O/X5aBtexfrU1MdtPiLxDZjUR9U0kPpgp77fd7pTn8Iw7BLth/6sDxxzhZD6Zs8Ux4EwsAWc3wleqkolcu0BmVjfIup7wdbBFawsiXYcE4l2F+qzsd+dyiWQ+kJBrHC/rTMqar14FmgcY89Fsp+DWJ/91YKzvlxZCxw1Jkv2jcMW9XqXZniMqU8y07HWd7tY36GQaHemvj972M+n1ViEYn1K6pNOzddfPYmPPCF+rJT6WsJZH+zUx7sZKKc+qWH0e12yR8TJMwEq4yFprk8X6qPRXU59wu+AEqVTpRLhWvgkgWcA9TVT0qYXa0Q49b39PpD6tOxXl/oKKPs1F+qL80EXsCYL+bBYZY7agcLajkNOR7gNuBTq+32VOMIT2SOuIPvlUp9XNzwObh58zCy1FaU+6fIsuLDEnkQ2pr6LUPnYd+c+XEF9UsNQRnjChfqGgIUA6mNpGw57U++PMlrjyXkCXKhvhu6rqE80/Kf+E5TU5+7hQsIqoxwA5P5DBvXBm/rk9laa+lY/iBbrW+ep+6SMCmjRVRYFaaMtMnzPLQPndL6SP8SFd7ae7gPdaPGyFquDTIe1Hu2tNhHc+ww0sYC7JA/+YIH9QupjLwJ26uPlCQyjvt9/T6iPa7gB1Nc87/WhP0aFZ31gef8ehkFW9NJnOdRHICbVh3LqY4WC5FMfVAdNxB3dVdSn8rEwB2Isob7VpLMH9SGxReKoz7WPgfRX8p661qLmUxqQDwuR1OfKflWor796VT1drzB9QpLT2nxiCafP/IKfkNA4F+rcqa8FUB+s1Pf3pSaNXx9tQ3fq6x5/gaS+uaLd9XDKhfo4faRxHLXU1wGsJdQ3PMIU3Mjt1NQ9hycY2r4Z2Vyizvpgo75/U997YptYiXY36jvvpnTris+gPsHCs89ZXzr7BUq0w3dMFGK/ChY1mtiA1LZJoj6nHq9GfdpGC5O1qCvbIJq/rK0V0RP//e//83+NxtJyDLTsT/uaCjeHD7UPqWbqg6pWMMpo/tf//B/La+fqTjXO+5iPqZwPZOwutEmlmnMZVvsErf+r0qlcwK+OQ4uIqC+ya6ItCtGzbR2jeq8qgBLLXyD19fuW2+P5sg3Mx0Jj8f52TmcVaesMnd9B6RtWzIZ5+LfDtyUqw9dU2ON6Az6kmh/fj5WMJr123u6Uk+YYNqW+vEqVmIy7QoY7Up/bgKIfsW0ql5X9VdaowEj5Fl12n4NiT3orRn29N0LfasgedFg59EzUhxVt6gF+qNgl9+Jws18tNMKnV/Az2S/GnRrnI8UH2BPpo8MUZLzdNNyJ3MY9FaynPuRbVFTAZ0Hqu4j0LHMU87YMvCL38qnv8l4Iei6qO2XJqLHCvs8dBE3ZEFg5zhcfLg/H8i652W8rR+Fmv5v9arJfqjulECSrZ1BeO+uwFqPsONt/Eojs3uyzPuRbFEKMqqRZPbG8bdIPiiXubwmJ9t7bAZfQPdg6rrAbw6c+OCRjQUBhXcDv0OQtvJHoWyqKu7Fu9turdvEqWHoNgbJTrdDHAuF8aN2FsvF4OFC156RJe0IG5JoIT7CMquxUiwM1J3CQ+azilyFUmQvYOJiZykXYaEg3np18idZL1ulxqQ9hRXYBP8oh+bpDvxtnPqv7C+/4bsh+qNxSWfvnGo+tbDwFfHdoVexX2V1AhUz2jsPMm/1W3utDvlG5NN9lcwp1rH1UKCwdcQsHFGhvvgj1rQ62MfUbVnRug3X1auFVQRj43ez33fW1Ncc3JXq5LeMoG/CZGzUFK/XVMCiDjwWvvi9NfUNXADuMwgyrg6dRudXljhkOcNwzLvstPusbg10J2Qay0eDYM3A1nnXuFUQRnpJCtLxKBIHf7fHu44zUc+PvJJ9fVsFy7JftTkniAurqGEVeweLeO6tPfcNexMaDHZ7f30MwukDrw2+7JKfRxJKZxoxcFaYDkRhswQjPFezn1m/IGqxt0s28QiRSHyLBDwQk3+x3s9/NfnfAZz32W0F93A+WDaZG/A4t6DJsQn2lOq+Q5Nu7qSdk3mc0SEoREGJRC3cSHIFUnZGrznTQISk2Dla415fLfsDyseVIfbxCtOzlDGHgd9ysd7PfhyLRzX4f4YGiGvXBp3XyGzJhh5a6LlE5GA+ybf89x5zrZT+sddv/pjTMNCpIjarqVEA3WkKiF1SbDjqxk+//LJzNJdO+gOVjS/KQBgb1UT8T6stlv0dSk38jCN7s5/qJ2yq+rGjBGTaLpvxG4V5D2g7tmP12vYK1NuATBR+IIl47nnXnNqcLwSHUpyqUJ/stOyjWdMV0N6tldhzVaCnBNnVPRhzE+tDvYvKsL5H9HnEPvxO93D8f1Rx3opf01gxag7LF+tj3PFDYoJC8Q2u+P1+I+tayH4o+Fi/ItSydL1a9Hj5GtbDRlFV1Cp7BbqluRgXOpT6LbboEfIafrrsnr9JItIPTxQv1Jh9HZhfcl/1uN35rHroTvezPfsUk2uFT09DNwtidde4VzE9It5jPflV9LFyQK797978pumACB+LtBkzjKbyEgvHbVpL6ItkPuapJUdQnuoIvor4su35kN/nNfjf73ex3B3yuYD8k3yeSJO/8xgSebPYrKtGuc9DT2A91raqiYHSlQz/T5hQSG01fKL2juAH1nf5jz0t97uwHVBhbHtTHf+ggvHPWFCkBn48047/Z72a/zZHoZr+N2Q8q8fScNixrUEUy7Be+D4JvH8IO2TiQX/C12+2TV8LF3pHYaHGFwk7Uh5Gv2w17q0993uy3oONg+2RoKpd1szfCwG/NVP4NrPARFb0Tvdzst9pBR6HWg2OBfPW1C+zQAr4NVIP6ondDUXeuAAO5wkcnyjTd+ys99xGQ2GjKQomvxe6TymXOA7kbqzGNhnTjSeR1R+qDsh2CW+yRMxbuRC83znxU939Dopdi+c2hfzrKthvcm9vrMQvWagzdhXrsZzWqOPZD3bkCBZCLtutF7Oc/TSGx0eLY79OoL9na158eY+E1Xqj+6nzWB+UgimytR1qr3+x3//Cb45sSvdyWEch+cL2p4FhEKO695C3VWG4GBa5gBW8lRLAfio5gaX6gqNGJos1YOJw5+riGddnvs6gvycjcGs2whALrh9ZS6iu6a/HYZ9B8gHN7H/rd7HfvVuSxH5LFRWH/YIU7dSXu9dX0juF75dCX/VB0uoCKt+BtUQK7btlGFZjgJ63R9IWiPIHn51HfbtO4iv0KpHAavDBbor0tGb8Lwe88ld8CDzf73ey3U0W3ZT+4igWnUN/6XitAfYnywhoHvWrn7ZbAM5P9YHbdUowKxaaC9Sb+e1Bcz7w9ctUgaMQhhdfndQACjNKl8G5ifZd5w5f6IpvqkT9Avj2y7Wa/D0Gim/0qt2Yih8GX+pYFfJY56yMORBfdYkNde0fRuUJlUc7stwn11WK/hJmAvOx3Np5awd5eX3OuFVbwOi7Gg5LJuGKp7wigvjDLf6wfJt8Igjf7uX7itoovKxp1Zxs1Wyb7UJD/PqBYhGct9sOR7E5h42kDdh8UARZVn/qqsF/aTDABu77xoJSBl3te3Sj9In3pLNGeQn0xrfVY0uR3opf756Oa4070kt6ao1tgGh89xUHFEkvgnDDW2J4VpAHIztKKFSbPOxtG0RFsNiqHVIAO1Bd4+a6WpkQ+9U3YbxuJdrfvw6PjsLD+0BhPgV4Ou9Q3oL4qU/ajyvi5L/vdbvzWPHQnelltNEhOjBF+KpPBflUk2qX+UN59O6wz+V0jZeCTAcfEfj7UFwTFdY47ynklqHvHN/ZWB6wjbnUrqFLwLO3O7FQuttu8rk31KDRqbva72e9mvzvgU2U0SE6FnxSLF5xJfYPQoJXsV0ABEvtNEtsJRpPUh3yLWhDwuWoywNl4KjqKzic12GDEicpvSMGzyOyWUV8J9nsstBeUsYGb/bZghpv9bvYbLMm5l+K2u4GFTalvZfPWlVbbhfrgXFW4G1Vjn/Uh36JS2Q8FTtIEMxL2H3BO7i8K8Lp50GNl6cOpD0esAtAG4HeEavV8LxJ9SEXvRC83+6120OFWfZTa7nBIt7iK+hYkellGfaQ7WFi2oWNU6eznINaHkIGI6Ghyw1Mr7D8/ITxjXRiCXeZtNafx8k5aMvV5W5ZH+z6Wt/ud6OXGmY/q/m9I9IIqb0Ly+FmzJe3Mfhue9eWx37IrWBz221GsD0n27yPRjpCBiGN9gtPBVFCC+tBRcSkbKhH9dDgMuqzWwWbeDvpz6QLqW8x+jwoD6ma/+0fi69/sd9vD2Z3KuICxMhDJjf22jfDMSPKJugnjsbFEe/wuSF4CT2xrVD7D0N94xvaz+LIf1ox0hgtUR33H8w4ystsawtc2X+pb6eM9jpo/92W/r6bcm/3uCood4UD2w1rqc3vwZ9zrC3KuUVkiumpgCNeiXLPgI4L6oroRFQZ+56HPisYjDhusPNvGvKlcHuY92G+UitQ2b1ipb1lTLQQ/EJ7VzX43+93sdwd89qcLhJdIlXu5bG/9bhKvDWNEoMHB9OgtBhqqGdVCh2EN9bUlRoWQYYiKxoPFbbOiYdiJXoru3FVnv7n44FrqW9NUa0/8vp31bvb7UCS62S/qZalXsFCN+pRvOLsLqxKXhF73MlBtUepDYYl2hQ8akOjlO6jPedACFaYCsKuanegFqwY76R5XjteoqzsDemWHeNRPJdo3cMAeFXvlq0HwZj/XT9xW8UFFQ2GTKJtkru8uJC9POWkAVOxXWrahquSR0gf1VXWvSn1hm1Muwd7rDYpjPKvYr1zK6i2or+5aulasL6XWqu89Shn3cR8C4q7sZzXHnejFk/pQs6XK7vIFp1tc5S64VWoDsb567GfyQZ3YTxa2HER9yLcoFBuJgcaTHKWw/nAdE2vfgfrKBXxuRH3ZE3vF5C73Zb/j/mF3/53o5RsqCOGVO3x49zIT3GN9xyG9BcDPp7aJRHsl9nPwQeFZBpCum5H6Wh3qCxuJ2MJ4Amcz1Bz4fxvtWdp4irIfm/pGA3yNRHtSUz3q2vvNfjfW3ey3S0UR+mz4G41TpVG1xb8gNMjEfttQXxn2K5REntkQ9q158gnItyiEjMSMPSB73pYQRxGFh/9+03gJ9pNQH3vgZ13qi22qP735qGnvqD46b/arxQw3+30q+1ncKexX3XQfKy4fOora43qJ9g2tytkBhdKiRkd9WEJ9L/+JqkEGguu1qGg/0Uk+UXgSALC8mPBLUZnCftic+mJnhZ/efBxVC37HO965S5w/cVvFbkWDbML+tj5wSvkdkQ99eRqAwR0w7Dt81u2Ghhw7wG5RY4fBHpAl4cYVxzIIGYYhU4H1oDgu0csG6jtLCwusHfSRxCnK0JtNfSGJXl57s9odvzvRy6m+N858UPd/Q6IXOD7JgfpQuor+ZVmXbjGf+sTsh90Hzgr2C6Qa2C0K3BnCJZXL5F4fylkMcBSYCiICXT48eAYFIhKseZiRP034UR/WUl8I+516s2Byl5v9vri+xqXuZr/P6Wm3sz58+IjEj7uwOt1iPvWx2O9DqG8F+4WfZcHTonCkJvA8G1WpDaGtEnj62822WSN+Gw0Oa99K42HvyXhME95nfVhLfd7O4uVJj2O7n/uy31dT7s1+n19BCfWlJnpBUUHtElk3is5Vf2VA9hLrK8F+SUYFo0XhdYawto2a+ipNtUBgj6wyHsdELxtQ31tB237U12voFmWUDIl2eSHwrCDR7hC/0+3QmuAHogdv9rvZ72a/70r0MpmCk9ivwE374OkBpjIsnaUwRz98/jDx9rN3SieI1xlCnypAItsAu0pYTL/HHdcsNx6XRC/bUN/f37aSI07cBS2q/yV9zKe+P81eIsmkif1GHVr2xO/bWe9mvw9Fopv9fKkvqR0K3LRPmRhQoAyuRcfCS1hxAyQ6ADO5R2E2qtbDvSUS7UvZL+64pojxWBK9YDvqO1LxI6jfGuLOKyOpr/O0nZxwPGcdWjnUs9r0+lGu9OYVvZN8fgn7NY9bO9bioG6S/fW9VqlxMPTRq7EfIp7gtJm0pEehNarfGUKbAcRdon0R+6GAoliC8ejYb0P1nXmKIfcT/hjqC+x8s0Q7SX1VNg2g7M09we+4E718b33vJJ+3ZThIcVm/OYtgLJB4bbllovA5GkJyAVYar97st1iiHXKjaqNHsBtCJNtQWCigRmjuEhWXvX0FFvX1j7ADk384r9/+Me1msT4Z9e20ZnB6c7PkLvdlv+P+YXf/nehl5wqKqK9FlAio230okE267M25yRUsfNiQ92O/Ipf6YJXaO53yrqC+yo0WZq5L7QfE3+qGbLCXMyBoNkk664u+zxxEfW2z/ULmnZT64LdtXt6b/VLs/Ga/6hXVFE0UbtEiSgTUbfgaudrLmhvmGf2w/WD3Z78S1BcwQ2Ah9SF/GGJJxyw5KGYm+UTVFXLcaONDJ0TbTxj1RXfB51Mfz91lbw5sceJHzW03+301++2/M3Czn/4RLaJEshGGDx392JT6qg6VzY4dNqQ+psNwqCTa6/U40pwhVDQecUAG6o84KtTQ84R/xb2+tEvpH0h9BsdgWx2/bXPrfJsTsaCid6KXj2c/Z+rzJ6ushs/2slCgDErqI2S88ElD0+AOfhz1MRyGTLE+5E8FSJwKUMlyGF5iaV179QUz+BlPJPWlzR1B1Fc5ebVgFwTHVnf87kQvp/reOPNB3f8NiV7g+7UWUZzKCTwlZfPLQoZN2qdT3xrsl5MQTsV+H0p90wfnS7QviNDLYD9UVHFBZP3jqE+WWNbY44upD35joFsTSQJPMfWVZD/JtZS/H90rucvNfl9cX1tzfFOiF3x6tzavjUU4roiRrS4smLfSPBTkuZz6KBcAew1qf/b7aOobfMou0V7ADFD62KpA0aouj5JLfQe5b6WrWImzPph7BoM1zirbwDjrK8Z+wu3gY0fwu1mo3gpQqGdv9vuwCvqkcuFCEop2H0yNhhVlKE99029uPJzZ7Pcd1Pe+U+wr1ld9zQ889KtGfa8QwDrLX5ORy4n6DFWIu9RnTLAmUyccZa5MoL5K7CcPAvot+Xbgh6653Ox3s9/NfntU1OS4tKASAaW6z4v6Pn87Aol2sm2rYW/qa5azPrw+geMtYFFuzG1mgydKzgMHCg9PlUS7ogpYQn3GESHbqhyFdxqpr0F2r6+Eii805o4twe+4We9mv0/1Ym/2W0B97hGMWDWyQxrts6kvKnNbUUmz1RLtjs0DZR9jCfV5VFvVb87V+Ws8KDgViFXdEzNyCWUbTN0LP+OJpL7peIOM+iRBpqIEnig6ydsdg01DPbG5a/9JjsYWzHA31u5Fi03gWbClbuqbOwwS6kM3s2MLqiQKDi4cRbNxqL4gFnlnqb5lRHhqI/QMXed3dxyoOTUM7nuVYL9A6mPXqij1iQ9pK1FfFccAujbe947fnejlW+t7J/n8OsvIkG1Ape7zSOAZQ30VEkscunzoGH4OBUeuczGAZ4VCWTP7QkF95xbB2nt9iJsKooyyyEExp24oMxo1Eu0B03R16mNiV03qQ75RiQoxNL/PSe5yX/Y77h9299+JXvapYJ5YXxH20+Xp8vUtZu4E1lqNpcoY2hM+bszizQdd7wcnU2Mb2A66ZlGVaion8EQpG9d+BLmNFnHWN87ftMdZH2lfAuqDlfqk8wwqzAb8gNm/7bA1+FXM3XSzXxkn4ma/8hWli5Yt0b6c/YKpzzBy6p71CbJ/tCOs71F0fL37oCg60BM808Fh0ALqg/tUENUDxEEflls35/fZjmIq9Y3qXFiinX9qBQ31wUR9VWc3iUoJHQS0+4kfdPZ0s993sN/+OwNfzX5tyRBZ5W5psjMbEMhEfUvyoR/WfOgtzobrXgj5iFQubtR3zQqOmo0S0G8IMZ6S7Yd1Nuog0W5uEYTp2Afe60N/RYSM+t5Hu0KiveQc574d/AGhnkhs/69Bog+p6J3oZVP2a6uob1XDR6Zy4UIbRGd9yfnQPanP9dCv8sDC+hjGemd9P05xXCictWnCigWZ8VQdAhB/JolgncX6HNY4RI+tOPvrf4sd4WkV6ys0jfNbl3vU/Bl3/O5EL6f63jjzQd3/DYlekoIl4BMlvBhHQ3wLKNoiLx2GVQWrCZzuD6K+nt/03dT3M+Bq9BwyqU/QJ+KD4sTMOFAWCnkjbhX1QZr8QzCwWkLHgRoDAuo7sqkvoj8dtqb6XfcxyV1u9vvi+tqa45sSvXyvZbysyunshyXUJ8j2CXUrZCTAt2bGa0GjZAvqeyvq51KfJJIOpboRmdRnAZgPWAYDo/xDJNrlnBBxPzv3oG+QubI1+VkfzsgXfdYH7950mBb7P5+T1fP2eMstIIV69ma/761gL612FfaLpD7uSjB0FUpnczFSX7P2feFLfX0fFB9NfexCoHBnZi3aCKE+VLSonEQvK8T6xsaDjLEV1nHDVC7M0fwe4Ylf6ssxWtSZCmZd90ngB8JvudnvZr+b/b4s4HPsx6xnv9LUVwD5jNTX1NS37RiSpxPEJuM4kPrWd+mC64Zwpr7gRkzNuwGXQbeI+sZAtDX19f7MvNeHbIn2VBVf5c+HnfhB+N83+30V++2LRDf7+frBi9oBuqGJMOozh760oHay5kNv9hJjs9FDU198HjTsSX1rOxZrTtdxMh6fCE8EF9ThCW6JXpIk2nVenpn9qlHfy4cgyObSVqhQJqn43uD3vWx3Nwi/oneSzy9iP6+bKhEtlSvR3qbUZ8iA8CHUJ0n0svtZXyfP+84XiMFFT9QA1dlUsK75nC/1lXyYO/stEOvrGY9H2Mg21Dd58JT6UGzQ51Afvgr8jjvRy/fW907yebOfzJVZEPCZTn0kXKE89bVg6uOx32bUN2g0hOAsKswVss39DnItTueLJbZTdyFA4NMQMOKyqU/VfHRhSlDf0UaHlpBRn2GNy7XdTOnOr0jucgd8HvcPu/vvRC/727t/Sn44DURJWJddCJhDfVPgkjKU9YpQkEQ7p9FAsPp+1DduNDh7eiUSYyqpbxn7fXICzz1uXigTvSyTaFcYj5z9cqmPusUAYpBKJNrTNVxQYTbAAPw+04nE8knlZr/CUHSzX/mKqnPLAWuMRjQElUfTzfjhYcYUvvhnmHsTSX3MJ2DYcSg6VPTSYfgU6hsXAlIYTKwRCtwg/Wc8FdkvK++G2FGsJ9Hu2ZTp1McoBfofhkaifeWt/nXuOXrg97EURN1kv9nvq9lv/52Bm/18qC+D/YThdVHUZ60Vpwi6fOj+Eu1OjYa6Q8VDOqx96vQB2+CKTf1QIOcUEB/ErJwKiuXdwM7Ux3Z/kyTapdQ3qbOY+hbNWJSK7xLH/LNDPeOzmH0hEn1IRe9EL5/GfnV1h2W7+0ES7Rzqg5X6VAaVK9YHHfX1YyS3ob5D4Dl9PfWF1o41SyHfeEqwHxaYBzfRSxWJ9oBmqHKpjz99jcI7oyXa6/amrMEfn+7k3oleTvW9ceaDuv9O9PLPj/GgvpBDvxpiffxIODgwlKSZ0qmP3WgD37jCUPFIIt8GKyJ2nzKECTxzde1hrUaY8axnPywzEqSMuKWcMN5kLEN90w+DQX3ct5U49EvfpkYP/G72u3HoG3/uy37bW4brQZ8z+wkTrxUR64OPe0Nfn8FO1FdjlHhIh73vrPcyJmxMfbJsFi2tmpqYLoTYz+2YSN+P/kS1D/WNi9bMBc6gvtf/8hHrW8x+i0YheuD3tVRwX/b76p692W/jCgb4MW7sJ0m8Vk2iHdHujYtYn5n6BgqH857DQqXvGHmPTiTIzGOqTn3Qj5dr/eBYsKJbBvFrSclce5xEL2+Nhp2pr1fAwmd9kEV4buHZocJsgB74Hd+S6OUWeLjZ72a/nSqKHOpzMxqZWJ/gNEsh0a7rZDi4NwikvhAEYqc6zB8qUdQ3/PBmCdEguzE7bzRP9guI0HM0nvXst9CoIG00ZFOff/IPXOcCpNhmyM7m8FIf1pn6fKlfP4fi+BIdP1Yf3+z31ey3v3V8GfsFxywha2yNhGUjxPoOH7E+2xMWSbSLqI/lq6ZeSUKQqCP4ldmJ+mCnXx/2y7p67EV9R+Clx5J5N0aX/YaNhnpiffI6N3P5S1Nf5WmqwGWBAfh952W/b/y52c/1E7dVZBWtyE0V9GZ2DfU5e/Ne1AfzE/jUx20fg0T77BmDQLgS7OeRRJ7RONMTvv3O+uB85gmvguVOyVWoj2lxNdiP2GdJCRiLW+Ka2cg8JdrVC6IP9SUm1qwR7/3nH48vc3LvRC/fWt87yeensF8W9YmDRawJPHEES7Sz/YLW+1pp6rM12qznFrNfEvVN2a/ypb5ZhCf3FB3GSSDDz4Oj8SyivsJrDJxHXHnqg74uUWJ95tUBUCtH5lLfItN/NezHl1PBfdnvuH/Y3X8neilgsKjWmnChvj+LnE3ZL0aiHeInNCPAoAz1sdivBvW55AfqbkfsJo/Z361QR+hpjj1L7e7Xoj7skB+IbBzsR33niVnOfihFfYM8mdXYr785hcWzweP7nMj7st+3st+d6GVzgvw7eaFcaz4dxfqoRFS51CecIpoLwPAfbJdoh9UMEKf0HXMxRrICoupsAH6idhyO2Tg80/lGTske1BcCaGVPkMGnvr/DfjPqs1qUg7H63Uk+TU8OIcTpvZk1Crq3GB4rWqOWa4xvqfXNfneil10rep68KrGfkEYZixzE3rxEoj3M9yOpT5sPPUysr25s9DLq22GiG4d3Zqhs+6XzjbIziWHLEpy6FR8VjQpS40GOYcdQn8T9zRPrk47ZAYBXYL9V4imcqeB7snoK2e+76HdijwAAIABJREFUG+S7K3oneqlVUaBu8i44nvWxnusu28BcZ6F4QmevUZ4PvQz1JV3285doV9gEjIl9llDfuOvhPDZG2WQydlBB24+ZCBDR9ZWv1UgCBaMS1CygvhD3OJH6po2GGhZVznHigt+d6OVbPPwbZz6o+z8l0QtKTO2sVYeQ/a4l0a4oAqTUN2iJ8hLt69gvXaxvbKklI2E01Hf+SMjNtyJXjwOoL3QCLYF802kcOSVeSX3TvsmWaFdQH1KGVlBvIs6wMVkPH2sLd7PfJ6LCVzTHNyV6WVZXFApCBmdyF16z48cRtdXUN/6DiPrYJzBZYn3O7PcB1KeE/1rU1wYJOdyoz5DON2RKHh8UiywK0nbY2rOA7No/IqoXd1DcrD2EEmJ9/5+9N1u3G9eRbiW9/9P+Z1c6vRrFubCdXo0oESSaIIl5UV9t51yaJAhCGGwQpQKeFXUyQw58Kh4l0ae+P59j+LmbLOQeCJcZ2WS/WGdkU5VGzUSpPiNXL61GJdGOVuojlGjXdxAoe7t2OQTpZKJhP/QVvBUOz15/+nmWAp6iMKX3CkKg0UQxHBa9cBfr20R9pqW++qc6s5/6URIL6ttkd/zWKPSSAg/Jfsl+4R0VpDLwbhcayiI2Z/Ogor7PX+qRbYCU+owk2tvmAnT90VWsT6HZ/tFAg/p6c+aLg2Vn4AsA41Nf3EsU6sXdod8GP+orvrcq9U787iQ31Ml0Yz+joyTq1LctXNxFYvJkv6XZb3zvGI39oHLGxGpmdJ7fl2fzX3cBdSXaNblRBjCgEuvTnGtQ8HYa6gsNcA8S7bV2qC8IXGN2fPTf0MOvdtS3uy4lwNupTBoF/Tb4UV8xfKGpz1YS7W1DABqnMp0FldQnB781L/slDC/d0SzyOUJHPSojy1IyE4AxFOsTcSP6AAaXKcZQ1KdT6CVAol0nwHmEAojumkpKwAuzVdyPW1RYxGZHfTdmr/IXhx0zlzBu0gsnifamoCaZMGTUp+xfqPco3vPeBQMfG+v85GK/LPSS7JcDujD7QbY0dLkz2JHNg4n6LgNmswIBGqgPHHt9vew3klifO/tZUV/xv0jLCUaXO46hvuehZ35Zwi79t2xDT2gX97R2g93oTnI39fkW+VQezbZjqaVbDGWfONwaN3yqnAc+l/7kZb+Fx16W9V5WjrfRnUMU9X1OFdC7A8Mv0d7GfpNQnzv7eUi0o4f6bmY6G/VF1weieUNpBAN03gxip75a9rM7na6x1+d12c/5KInkPfLgEwfnFCVNjZP9FsW6ZL9BOgrPSVBVXAwqAHO5haSy4t/HjRpq4+NS3zP7FZS+CSTaG8sXeEy5drE+aasge8L9mS63sAirxZ4Ij/IyYk8w+FbppDFRHIP6KnjH09N062Qqsl/IURIV6tu6irusUeQz2S/Zb6o5keyn6f6ooKhdcmvi6V4fmrppVcql9/f+4guUEYhHARK1DXOXaB/phQNXzxZsO3hXBygWdkKnn/QvTjEG8E3pCha61Q1Gor679DdCol21YyrsF3iU5OFVUnfRM6t6xofyRVhhio5moZeF2A8Ki93dACPXlBqI+gpf4RbrE1nz804tnUS7Tl/1cv5OifYGz67ULqzeALHcBngq51t1eJWb+rQfp3i8E9ImQpM8vanP6gWjs7se2+vhSrlcgh8Y5udI7LdioZfEmYmGPwu9aAZ31LzkKpT9tirqM30p91Jft0Q7RqS+WvYjlWinYT93sb69EtxA8FKoLeyEhmnfvzhF+pKC9tlTPHugHyR4UB/aWmEj0R6cocCb+mBFfZvCjl+yX+LQcp+87Df16CqsNe6FDa2JqU/gancS7bVQYSrRrs9+o0m0e7NfsEQ7NHNQ/TqQolNrsKM+mzBlFsbNZnQ19Z0jU9/z99wl2vX62Vo+M/6V0k99/4Gft0BGstCQ6XCObLLfQB1FlJvvkmdfH+/sTaf2EOqrKvk9vER7W76ASnmPEahPlf00JNo3heK26MxBrQ58Si71bWb1ge6pz2bq9ZxFs6K+HdK9PgPbeJ/wVPC06gjiWCcTLU7l/paBNvXhL/gl+1WF8hR4SPZL9puY/Uyp76pFEol2tSa0c6PkzBvaqQ/jUt/VWwIieY9BqE8rpdQR6+ukPqUi8gbshzYBerRZUjLjvi5OEbGfHfXVNwo2tjGTaG+wBzrmrCP1abDf58WpMPbTor7t81HPPP4ld4xkv6XZb3zvSPYzd22I0ikK6uu1T7dsAzDPXt9nq6jIe7BQX+dysalEe8MT0B8NNNmvkfo+fc2K+vwcLWDx7tkOuA3vgIltgku5PLAfMfX1sR9JKRdF6ts0q3quedkvYXjpjmaRz0nYz5L6Lv8pqe8pF6/bL6SkvrKuPbZ+eQ+uvb7WA58eEu0NT0B/NNBJGCTUZ1cfSBqmgtnPh/o+2OGioGqxDd2H9ynf0FDxtNgojpYw5dk89PrEN6sfdfM/2a/cyyz0kuyXAzoy+8Gq6kUxm4cb9SlItCvYp1Gi/ak8Pe1e351E+wXVMkm0u7Afs1ifRkGOfskMEfVVxphNQ7YBJE4XS30lgYepZRuKYnudnsZQJ1PeMLfgqkF93z5HrGUnSZXzwOfSn7zsl7783ZoP6RR8qK/vCSrIt/e0GBu/RHu10YyuYPXyvjP7DSDRrooQ4hoSA1NfzBtKSfOtH2BMbgZx7fVBc8YF5JLVBz55RVz2XuorgV8WepH3KtlvUaxL9huko/D04qo9HCimU523SsyorzszoBLr06C+T690Sol2S/YLkGjfmhoG83Bwmef1Ut8OAupzPfCpKNHeYDR8JU/lRJHxhCfUZhyV5CpanMr0AjVMeroXwS/Zb6uc8Ml+yX7zzInF2M/Xf+1VsJrryJFTH0anviLAQGAcjD/94iTaG3HUOGGoDAUi6rt+Qr9EO3r6bveGchfru/jyaWYb1nt91RWGvGecDvsB8TbGrSpsJ/Vtt0c98zhfbyhPJFqpo1noZRj2c19r3J0M1aAc5Up9rVUoPtSzHnCv7+7NjmezYZiJd7saSiHWJ8pBtaECgdSHdrO3Lk6Zsx8D9aH2yq7YNrzU1x8UiBOEk6GGp+Ve3yP4bVnoRRzKVyz0kjgz0fAvUOhFo3hDPwSBovq5N/V1pP4gl20QDQk+LUPMQX03aR4GpD4b9hPkeeimPuyf9vrQYva+HNQwxFle6mvZtoJqxwegvqoZTUx9mlc/dC9Rdi8cVMzvw90zkv1Ww6E0x1DWmnpAgTTxXXpDSn2/6WFcpyrr2mMi6rtMgYuLg4NItBtf9usS67unvuvHNku0TxbGrXXnGi/7hUm067Mf/V7f591joGfGa92TQe8P1vn1YdufNakgL/stPbLJfqQdVa3a12wHAmGg3Woe76KMdxKJ9u4ZAZGy3xAz7btxamaBXykX2cBBMwI8l/M1oj6J2fWQDyYzDhatUlcbF7PfeMc7sWkbLaD913qrvrZvWWdBu18f5r60RqGXFHhI9kv2Y+6oadW+ajtc34KCZ4sCqO8q461+BsoHqmagvit5j7Gp70Mic9VSDEZ9NgnDpiLR3kB98KQ+fQ/VWLwzURvfu9sy6qW+rnK+BIHqVDRm81FR9BofstWMg9mjxk6Nk/2WZr/xvWMi9gPCmwaKSsDeEu0tCFSkPqaZo2G0/YuyX8NRI9owQi3RjqbpqxoJTyOxPlQADDypT/VdorB4Z6I2vvd0HCNTX2UuTH5KH5EmRf/WmjysHgxuMQcBJBxnoRflb6RXWK9IINIIcG6Ot0R7/TtKKNEePXM08pj9slOglWjXS6diqS80jOFjqld3SkiF+i7/zVmiHZ0epbF450x9tU3cEWrcAaJlWMNgPBSGM+7Wrw9Jf7LIp5D9stBLsl8OaKgpAIam4TlWWDfHW6yv9xkP9/ri5pYJ9X14NJink9Q+z1rPg1Cfkt0NJdohseTuTH1d5ouVaL8nz72745PINlwXycQw1IcAP7eacRVh9Yj1jPlxIA98Lv3Jy37pjBeJMJxNPhn1xXkmrM4/o3AFa2Tqe2jumBLtUB51MfVdP7qa+vY9iPrMZlz7Cmyv8/Sfb9+7/Yq4nC/YGvgwoJrnS1pFXKzeqF9bdLi62QKFXpYl3hXZLwu9sE5+2U0eeNoODFs6tNQ3kUS7eDmgJiMY8kyXyaVF9RqMtuECMqOZUZ9nDtptu9qBQ8N/86S+64fv3X5FXM53zDrMXuwXS31b045fst9Dr7BKr5P9stALY0eDijd8f2IpEsC7RRiG+mhnjllIE1RBYb7UB3jGhzjq0x3j63DQKtHOTn2yUZYNnGAa9W4U7xoBcO8OaMTlfEHb0uYNZGjOe/jNrcIZ58N06i7FOmmgZD/DbyQoW/ud/Sl/hsJrHNR3YYzGRWIXm9oEM9xnGRgkRLRuYaPKFLUOCFfq60/QUUoYbMT69vLueoBjwWTGVV2z6V0y2Ls7/sCNUHdA52hAumbVvzgFHdcHwzw7AoyQhV4yy0/2W3cwLQ9WgqFpNdSHEEvRUN/X/nUdDTKeWzFLWJ/Zb2zqe2C/McX6ehL04vUnV+oLfTvBZMaBmfp+PUFBe56d+giXPaE/teUe6bLKUvfOOILGIdkvcSgxeDRrcTcRrNXNsAkK+dmZvKRUG0R9f/uncCEEMzoV2Ked2Di9tyDIJNrbbvdft2xHFPWROZnZmeEgifaLJ7RXheC+4vu4lIBhPEr7wKf3Rt/Trx3asyupYEv2Y0vGaaAo2c+qowxV++SJrd+lx/4Sa7tV205STwdB9MJ20kYCOM8vY4l27XBRR3342DW0Ux+6qI/mXaIhuREi1id13xb2G4b6mJqrfvWjiSJP74llCX7Jfk2sl+y3NPuNPyf42I+hal/rdsaz0pmyceS92w2pD5wzh6QiCG1BdHcldHfZBgtnhORKgJFYH6i2k6CN65dHDeOpr8W6iB6cHurreSXyhHEN9oNzFPc66pnn+eQ2SfZbl/2muA7IxH4mzgWFP0D3j+1GxpH0bjeMCqB0S7I6kKCLCe724aY+XON6XeP274+AnUQ7CDMTbBYS7WhxHjvqa0S5AQ57P6nvxLEfoD9m0j54l06qXuQ9oh1nCQJIOM5CL7OxH4dXGKZ6feJj/e2yoj5J+xypDxwORVn9n4n9TNOpKwccYa/vMUF/Pn/45ws7Ct3rlmgHab1IjQWg0slIf7E+ffYbrYAnhZPBsYpK9dAhuEHa4Ics8ilmvyz0kuyXA9rxII+bPK33NvuVeG2pz4s8S+mCbclvRBrNqvkc7KdpHzQ7IOUJT/RQ359H2Em0g1Qh7k+7LI4O01FfA/vNQH3uhV4Yrn7AWYq1+mYr9MAvqaCpl3ngc+lPFnoZ3ZWgutcHb+pDDPV5uBRGdSqwVvQzWWfBLNT3p3JftdX2x3/Df8jnTH2DhfFbiXY0Os9uedihfhqAYOLreJQj+3le/UBDGN8MLjgIqU8X/LLQi7xXyX6LYl2yX/tTXJ0Isv/QHwRd9/qcl7r7eXTqyPRcBiDo3Jf7gWoCifa2TqCmZXvlv0FLop0yH4PCQnhFwosW6nN/qzwtIDKlAswe5X/1Ay1BGtatuqe+TXvHL9nvef7mvl+y31Rzwpf9AtyneldP416f+6VHUFFfjFuy7/WFxgRaecyN+mhuL/X92uirrepvIdsAf6fql9kuJbxE1PfYVcSXw7QJ45a9CtTt/FBHs16i3TI73J/tczj687KftEmyn+U31jEWGJpWL9Eupb7eAe+XVuOgPtcDn5TU93Dg00+mLiadqrIGKfXh5lKfjPqufsJXrA/+TtWTN5c3isFFfTcjC/fhcKI+y16FhwKEF/C8jTHf7XNwDWQWesksP9lv3cEEb3BHbZbahnydOYfKKRemvT4P9qOQaG8oA+DFfqEy6HdyVDQDV/Kq6rlVvL6H69zSk/ps3k5QeCE2SbSDi/ou2W9IsT6NOTMM9UEUw31BaX+yD2zBL4kg2S+5T9McWeiF9ryZjWyD96XHHYQnPG3ZjwT5GssABFzBCplbw0q0o4f6qtNKa+rTnYgwreYiHqJw6rtqLmlVCPulhPbi3uEzH6XDxEZTq436Pv/t4WSbpILHXuZlv6UpN9mvnACSUB/0e7x3W1Ntow8WUxwMLkVLfaF/z2cfjDJwdUiB8hSvkif8tFCPKOqL8ShIDF8t23AyUt+3gk5c7NdeH8hlKSE81cF9+SB1W9TfbC2ts8AQ/JL9mlgv2W9p9ht/ThiwH9deHzT7undbU/l4J3QnNzhnzlDUB/9bPwxK6MzUJ2ncLpj2T3ue+Ih8ztQHf4+qvPUqFOvzqmUl+pysqYCvRxEX9y40FjopfJ8i4t5inMPcNvkR2STZb132m+I6oB77kdzkubyEb099z9Y0udSnthYLTrecYa9P2xWHiMfjUd/eSX2Fb0WJ9cF/4KBMfd/+O80JT5mqu08qEOFRGCkawFeZXo/6NsY7fvMjEJboZY70suw3DzlY3TJyFeuTtqF3dV/9aJAaJg1LfR6FXljWWTAU9ZWsVk99oorA+47AaIkWp7KIwJWHZYttABf1bXzsB44K2rzUp3wQA42ToNU4h/0oZpFPIftloZdkv7UHFGAwxe16XkfT9u5mzFXA0ylGAAT10DeDUjca7Me10YfvToWNMRYIaq5I6o9s9Y81uYKlNBHN2iU5LAsBNYY7FdqdY0zqE+6Z0dVhhv3U6hDrCwS/pIKmXuaBz6U/WeiFtANeJzzvftaD+tpuKtjOYqWS3wh0KbNSNwFXsJzmHwhGToH6+kdtv1D2A/F7k5n6wt9QkJztdX7PejsVukbTP4ajDs91LvvZUJ8b+GWhF4opnew3DhQl+wV2tK60vLxpe3eT/Pb6pMXGgqS+RwktSvf6oP4DvHEX350KFLFgK1/q26vL9EI6ab+eEgqjvsjiq4LDss8FPCntJy4dzViRayCP0ojhRuzXJ9HOAH7Jfs+9Qu77Jfsl+8V3VHLlvLppGhLt8D7hCUHbaCMKED9z4PWTkNuHdeDA4FQy6jMap4utvi3YOjHFVw3E+kBludZGTVCR6/atO8DKnTr79Yj1MYHflnVM0ibJfrojn8aKpL7qpumVcmm3QyN5Vq3FgtMTALPxkKQL2tSndtmPmfqapyM19aGH+v4+Agx3oAs1eCydCl1DRPASReM3PQq9gPXA9+jnNaD1N3rUt7nf8ctCLw8dW33TL3FmMlNgIK9oTTPhQ33tHzvSiUgX0GU0X+rztkA1+w1AfXHsB7u9vrN33gInzVD5exQePANNEu2UJVHdCr2Q7K4XlhIYtv1hMsC3tGtKfdsAxV2S/bLI59KfPPAZ1sqgUi73kR3ebQAV9dVNClEF+MGor4r9JqG+CPZTEOu7fzTqJu1eZR+SaqfuHiUo/sFZwFOf/RgrcqksJcRubKN/mNHyhAe5yc7d9WOQKbAWFeRlv8S6ZD/Hjnanlg3LzO3zQNC03czw0RmDLD93zv4QXTQQ01CfL/uZU19N2/dH+3BJAft6FEyoD7YtdnoSY0WuUZYSlMJ4D/td5v27yYw7Isc22a+e9ZL9kv2S/fQ7CrWkEj7UFzTg+JQugFXqW0Z9NvpwXtT30HpcGWdI6vNiPwWJ9n432yvtw8J+DCdPdfb6YDVLXf98/IpcGzaGje32MN7AfkWJditZiyNsbPMjtUmy39LsN7530LGftlgffKhPb8FA3rvxpMMeK8Dr1kMnmYjfLvsxR9PBCnhudmJ918Yp2Cee/YC4374dIrtaVv7Psyj0wl6HObSqk0IYF7GfmVgfIfglNj53LOE4C70ofyO9wo76/vw9QzUXK7ufoPUEGfXZzJwI6qsq9DIJ9Zmlg97UtwuojzZhAOJ++4n6wjMOGK5Q9rIfM/WFJzgGdZhv+/AcIkxkLQLBD1nkUxzKs9BLsl8OqMKD6iTa5Z+9u2mAshHUio2RpgvopT4lM8Xt9T2w3znTXp8B+6lJtHtTX+RLgUIe88o+45ZyUWa/0akPAd4Ox/uYxe/sJREXzZ6OueO3EhXkZb8tP9XDn0U+Y5JHHYn2Bmd3Yr9babXg8ID6ZX9YmSn6hGe5KMnJGgaab4qqTl9XifZdnfpigitF4Q076hujBkXLzaDB9vp82Q9eJ31xHyJccD0c/LLQi86UTvZbYeST/bqf4iLbAE8fN2e/Cmm18MBQUVrHqngDOO71lcsAgC4m9OYxJvWY7Kmv+vtC+/gd+HxYnIK//0CZ+vo64ivhIksUhzzh6YfRrrV90CLRrtlChh2/ZL/nUJ77fsl+yX7dT3EU64OndxuyX7W0Gk1I6KE+8cHDYUrdgKhhFJv+LNSnYx8P9mM4eXq1UYzN4oQnHP7C/idQMto4mZ1HOV9fNQ9c/XOVRLtaO0mOeuZxvrRJsp/myKexIqlP8nQQixwKpdVigwGKR+nM9vpo58LlhRmKfUnAbN6jd6oEUh/67WPLfkCfESydZyeQYoD/JK/7WZyj1WH2tbd3GMfV/2sg0T4E+G1Z6EUcylcEw8SZiUzhWujFnfrqfgPgNflgi8SlujoiCTVB5Y7RSt0QsJ+yRzXNaUbq+8+l4K36ZpWgw895dtO+I9Tu3ew3nvqOwL7QsCRcB6w6RJSNo9PgkYu7JPtlkc+lP3ngs/I3gqhPPZ3SsGYVJVceDYrwsKfbEa0HHGUZPrMKFu0mLVwCCMQO2y/Rvimd8IR7OLALU/Bwnp3AvxH/o3gwGl+4UlpKQJ8N4Tpgl8uSLWJ9Cs2mAr+87CfvZV72W5pyk/3un2K1VLh3N83GkRWcRpagg2D2X5bWwYrUR9t6w50H9M16FbG+Pur7tM6iet0XPk4V4Ty7m3IDhnjD4sFoTBW5KJYSGCyyX3QLLoW62Xb8kv3krJfsl+yX7Fctyx2w1wdPF+5ympYEHaHzfu8OEbsgmx+E+tCy8TUi9VWzH4VEu5Nx1NiP4eSpULbB78AnNlYJlxErcunN9Brk46G+L31QV/EdBfy2PM/XYpNkv6XZb3zv0Gc/S4n2vqbZO28j+7XnoAia8f2lXO6fgBGpr2qw/GpRgFK4c3OXaHdN0BXYT2fcoO88u+lP1j2VJBBcNmqoilze7MeCfPtVcuLYtFnu+M2PQFiilznSLR1FGutzRykl2mFbpys4QTcs5ddGfaga0ceOYFzqQyz7uRaRL894Col26YyLZj/NcUO7/7QytS37UQWCb1p9pJsExpGgcq2TutSN52EbTvBDFvkUh/Is9JLslwO6bdt2GlGfwpsPXNaEFvX5pwtVe33opb6/ydSge31h7BfgUag2zxBifXAKAhcJKByGxo76bF+IhIHgcxhnjFTKHtV0hwO89zEDZC2m2/FbiQryst+WH0HgW2HaLlLAU5P9LKXVAqnvtk311McjgdfoVAHnvsLWET5rZKE+yeKUaHcv8klSyqWb+pbLOD4bjWvTz8RoQvajW7krXP2A1cweCfyy0Iu8V8l+i2Jdst92eTeLjvrAZU3l03gwntktEu3opb7hI98d+xkofSM8gKAmySKnPp0JJTjwaTtu6DLObveT0scxSiN8txpLomjoVKj/Iue63fXuug/7ke/4Jfs9h/Lc90v2S/a7vJtFutdHw37/JQxs7AdRet0v0V5DfUwzB5SCbxtzKZcRqc8mYQh7i6LRODuBa4M3FLTG8KiKXLYehTGo7/bqhwP78R/1zON8aZNkP9WsekKj4DlxJ6E+DvazLbwBA6N1UR+kT8DGWw+9adw8LvuxUB+qrTYE9dkXevEbN3hSn435mF6iwM3IwsU2hEkZxqC+0CRtiDt+WehFGMpXBMNkv4lM0X2Mrb8Am/m9vrhRusyxWAqUiwp4Cvb6BIur2Kash27Lflx7fTWHq6Mk2mngJSZBR63z6Em020ybaH+vCOMIalj4UgKGob6gwzaTFndJ9ssin0t/FjnwSSPRHp5O1afEcMlkoGc0NbE+1GTz2Cauh24FtIwnPKFHfX0xQsc4Nod7Y8YNVdQXnh+A+EVZHca9o1n0WebfMRxXxb3pqO92CEyPB4wCfnnZr/XNtxDs5KbfUuxXKdEu7qgf9bkf+AQcvQIaRlOWaMfTu3YKifbW8WpV+qaVaC8g33DUpzM5v1UH4KjhaU99Ue/YAOpraaV1RS7f0RqyIpc7+w2045fsJ2e9ZL9kvznZT3RYsbaj/YeLxKdc4Dk5Tu8Woc9oytT3kBhAUidu2KgGYQnUYamv6A99o7wHUZ+2qYK1KeFPfYj+qh/1hRR6CXZ2fI/hZKdumq5+GLHfWEc98zyf3CbJfkuz3+DesfdTX21Hw453wmdaQG3BQDc+KYj19T4BDWnwBPXQi8lTrUcNSH19zw0v4AmdSAA4e/FVO07/vT6b6Oe6eIemRpkXemHdPWZJcKrsAz//WuCO3/wIhCV6mSPd0tFhS8HsitT3/K3gS33GY8AgrcZEfV8CJjhHzTKd6i30QoJ8rdTXtExEItugkKAHJwx/lwzgSX1V3QVvKBCvs7ixHwX1bRQVtI3sA+2/GA78kEU+xeyXhV6S/cb67IK+9MshU5RysUsUgYZf8rhTpibR3sCN6KU+ezMZp1Pt7DfYRl9T90mpTy1Bj6u1j2se2Ql8Z8RSLsrsNzr1gWtgQ69+YCbwSypo6mUe+Fz6gynmhIoIARipzztjiD/wSSDRrnTLCUYDFxoW5Hpr7O/wyuAxikQ7ND3Kr/Y+rm0+TDWXiJeoqkcp3wxi3OujYT/dqx+6l/0GBb8s9GI+pZP95poNI7Mfri9hzSbboFux/eFoUCT7GVJf9RPAWq3dVQXrlv0wDfVVst8o1Cc3xKPkm8sOf+HAxR7vRAh2TUOPEr820eNU0dRHk81YXP1QZL9xd/yS/Z5Dee77JfsNz37ANTx0G4txrw9aNoOT08h7ZybRLqU+RmJni1iYhvoenDJaoj3mNejHftcFPPcQ6vvaXbA6qJaar5drAAAgAElEQVRHqZer8V2cElJfsQsgmHHx7PfLqYY+6pnH+dImyX6aI49Bhq//hg/vCc/+vglaBorxtLvU90x9IJp9IAscHy77TUJ9ooPP/LIN6HcqD/YrUR/D2wWMbqrvVIqFXkiQr2nxDk5eRRkGPy5OjX7HLwu9CEP5imCY7DemKWB1MWvvNoVtcO+JaqDNZCSldWxkG7bCAUYGMwGUgQPbtm3nTHt9F6WOMCT1VdgFBIWcWKlPpF3i7az2Yby1Wgz5Rt9zF629nTNv/Xoe4Vh6iyjZL0c5nZ7TWje3UjqaGCDR7mozq0VQdPscK/VRsB8zWF3qrY0dwvH9uWiLEeBIhBWdSrc/AurD5nnrFmbOFRTGDdgPOh4VQ30R7Od29QMtHvUF/IbPjPOyn7yXedlvacqlZz+bWgR7d0f9/Kilah8inabhD7kk2sHk7CwJ6H96a5FK30YPvXwp0pZyEWX04sUpkwOfMuob3aOUfsPXqQTsNx71+bqW89UPtHgUPoNfst+CrJfsl+w3zpzov6q9d3fU24NkVfsQ7zT9f2JGfX5vggHroV/C0HePQmyDHD47HGcc24tOmf3aqS/gihTFgU+f+kBthV5GpT6t7CE2jHewX0nF95iFBPI8n9wmyX5Ls98w3tEvuLv3Mw94x1EpXdBnP9nqQjD1Bcy+kc4MwzsmeNtm0L0+zQRdh/1KACPY64O/UyE6FERJuFQUBjhHpj5j9nO6+tHEfjdOtZ6A+1oIhCV6mSPd0tExSsG4iPU9EQrxQTfenQfRl0wk2hvSBb/Lfrw7RrjLMjDIrG+NEagxEOnIncqGR5P3XBtYesIT/k4Vxn7+HlXPfr+bFlzAiLSCNvEN3xun+i7nMPymXxb5FIbyFQu9JPsNM/z9Pdi7fyo+uKOcoSs3Tm3Tz+qEp4dYnzn70dcHqhJ4mJH6avJg7hOeiDS/GvUZ+AECXQ+M6wg17Df2Cc+qUUDvjCNKhgROdSzDPyuz35bslx7eZo4Bijqgn/qKD5qrgKcT+41Mfebsx3ze/LIMgHNECDAPKkPBIBLtiBkOmUQ7wifi3GG810gXi1MIaZODN6N3xkWnRJA71TFdZpyFXuS9yst+S1MuI/v1w8M+k5vAM13ochqrlrVLtBO9CQahvmf2Iz16ZcZ+IB456CtTig98ysT6+td6JD0Bgw+CkfpQ+Acgfn5CR7LXpAuEVz/wx6MqneqYkQSS/Z5DeRb5TPajZT90/83e/ctgLWyKwLvkT1/ypj5XKuk15FDUF/CeJK2XMhz12SQMg1IfkSe6Lt61dxUEqje2Mbyv0Avt1Y9T0rJZi7vkeb5nm6xuo2S/GWdUt0Q7eK9gwTNdEO+5Tkd9mufMxqQ+v8t+tCLxo1Kf9mU/UQ2Jfe+OEXusR9myH8hUXGTebn7Ym/eMEfnVj/rWHfOiUxZ6EXZsRRBM9pvIFNA63slbb5GtaeYl3zQl2sPiA0M99JJHoXmFX4/9QOXNn+xzsg5cRQ5qX+jFSqJ9Z/AoK/YjXErAJ6pBaEsQMtPrvJ00nWvwqCOz4pXZLwu95EcQ+Lhbv3c3cbLDeD7T47Qd0Vrqo40RDPXQ+zzKsNAL2AyD7/bhS9Ph5rx3D3OlPomjgGbuf59xtBvIp+hepxkUR7/ciIt7F1r6xaMqm3mEDPAYeX0W+Vyi/7npNwP77d1NBLHm5afgDiKnMUyNiSTaxyn57b+O0GF9ZgFK2BXKdH5fGRR6UZBo7571w72h/lqMcQ1IbkioTzuEzPQa44x19aOmscfAMynZz6hXyX7JfkN5x97dRIC3oxfBnYP9DFNjIupr7x9DPXQl6nvYcIGPQd3sc4KzvQySb8pifaJZH5C5wGTGUdWfagZSza3VIIs8l/NlzltRKfDQBH6Ls98CBIC0WbLfsDNq724iQNrRu6NB0exnmxrXPR28tzELTsUgiAxYeAeGDSDm9gl/Ryle9gukvqdnmg0bTDwKjE4lxlOddCLUFuWX2xhXP5oShFmreuq555qX/ZaH4bU7OkwpGHuxvjhpMfDuzMP5NyioDzoeFZvkwEbXXsJ+zIfxbtOp0KIXCJ+x14sZvRLtW7kQs6TWLDjmvmzGBYeCrQJIzdmPdfEOE1z4hwL4ZZHP1dhvxUIvyX4jDf/e3QOAdP7XvnYQ4DHwbA6o9vqg41FRx5pgqWtfx34DXMG6a2vQUUuG2qm4mIqGYn3VqyfYIgtB9s64sFBQ3yg7pUiaKtW4tA9jrLo+BCRv6eEXOFbFxmS/HOUpzRFrrb27B5J0yvdgJe1dcufMnlGiHToe5V/IQM2p2ncwRqI+GvYDg1riZSOiqE+y0MDoVPEN0/abhkv1nMJEX+2DYTxKeODzcAocE+T1a1JBXvZbemQZ2U8m0Y7BxlmcLsDPX7DF75ASZAwYLnJo56BoGB4MapxQ9gODMuVlgdP96mHwor4Yj4LJjIOzt7c1SpP9SI93YvDEQMJ+h0fgSPYbxybIfb9kP2L227u72Vqd2eVeW5vvwdNTwtiP6GiQSszwOaAWIR1GWhNTE4lB6lQejcDHKNy4O6Ii1hdxBt/EqRA3mIqNqkVK3vwKJ2nS33n1Awrgt0a2u7hNVrdRsh/ljNqDBxbGTkd6DzlWTYIyXVAq+W1dkgIRuvafz+BhAuoLOJe7hQxdVbjct4sbIlFifWTs177OAg+n6muUQqEXauojLu6t7rUHp4/yZrtrXPZLWM5CL2ym2Lv7aBA/mYI7uKYBqIxjZhiCcotRRntmv3muYMEzFBDE/BJ67lePiJVop2G/3hlnungHlUZ1rpuOoL4DrhTIaPf4IPTRJAKGjmWhl/zUm8PaWgp7fecsOSjFqPsd+PxtHMw7bhjXo1ou+406ci7s5xcJIG/Efgf5MdRHw37M5f9VgbT5ptk4p/R5nEx19xgK4LflZb/1kv287Lc05Yaxn9oJT/gZqz6ya2YM8HQKD/b7ZBxwxQbmkt8UEWU+iS5YRwOCsC+gPsi2/Yyob6YZZ7IG5J4uYGTqo3E1i6sfUAC/ZL8FCSDZL9nP1zuU7/UxsZ9Jgu6agdiyn4pgkX1U4LomiwB6uFsh5Lqa2b/OArtowPq+uxNYr5sJuz31xW36Kc84zVCwhQEpRqY+45nuFMZv2e/gcdPx2G8BAkDaLNkvbkaZVHPhYD/DBN31tqAV+0mk1aaIByqzj2Sv7/P/IAmgEx/G0xmtRrG+p4RBQ7YhXkamvJLAGgpMG1Vb6GXsOswR6a/mIaDyYxas6qk3kGte9ksnWbqjfqVgomt4GnbUPAcdPKrJpdVi0wWKg16hYIP7TAnkHtU7TDBwKt+h65JoLycMzmJ98Hcqsppalh4lYj9smEjC3snJ3Cx2hPtost947LdioZdkP7/h362pD37GCgvuTdUr7CqRg80+yulCMPsRGO2hHHoklRpvf/SMHPUJT0GM6OFG3fDq71Rc7Ac/aZ+bGT/L7rpjoRfP3eMj1kfXSJST/XKU1zJH8BJ2zd2GIPYbsICnH/sJTrlESKs5tUlavhugOeEJwogAuOXlMHCqoKnfdyUPm5JEO+vLetK9LK1pQFqRq9E+LuznfPXjMH36Knn9mlSQl/2WHllS9hOMUgA8gHOGgsBpjASLfJ0Kk3vUczLPJfAAx+0PkQPYSrTHUB8+PqGTi5kLeMLs4njnU4OOkuBhloNn7EhzXf+rH0egmyb7jWUT5L5fsh83+4nHx7HQS0yODi8b9DmNrmDR8JO+cteTrZQL2XsyyD5g9KhHYO+lvg/f2wvZg6eTwN+jgtnP06nKIgi8Fbl67WNYzjeA17O4y8oc02KT1W2U7Meb5/EaKzJHd62T4n7pEWxO5XTgk5j6Hg58OknL096kpd3oU+njfoV7IXt98PeoMPbzd6rvl/2wjVWRi8LJosL4QWaHkbPdNS77JSxnoRdCUxCc4kApssfn6GTrsCADmJJHtTbNnP3o9/qC2Q/B2x8YmPrQQ30lKAh6swbIYwawX5RTfZbrPGnDuPEoEBf3Lrf0cPbRJIIJOpaFXvJTbw4Haxmc4hgwAaXpdP2XdOwDPo+yZL9BTnjGFHqJWWepY79h9voaylWWJdqD71wHyGN6ynwHOxU+DTJoDGM24/TYL/bqx7GxTrZRM6I1qCAv+yXWkbCfzlAYXPbjoj54zteqx59wvl3oPLnHKfnt3zGbQi9kB6oxJPX990UR9V3+EGp/FdzVXDhfxDTtgsDBGCtyeYe/4ENAsAO/ZL8FCSDZL9nP3TvsD3I0PoVxrw+eM7Xq0iM2tuHTndbK+5mjUd9DPg/lUEB4oBpDUt/WSX0XfXYviqLzA61OZX7gk8Gj0LbjOEFFrq5yvhSx4OCcb8Oz3wIEgLRZsl/ojPI6yNGQLRDfWyNwmo/2oeIs0nHDiNRX16lpqI/dqeR7fTV/8SDR/sx+IHbcPqeCZSigoL5CVxFlG9cZ15T+8sTwIwnHxD3XvOyXTrJ0R/1KwdCoYJWCO3gHEMHGcZdWi00XoGO0c1zqMy/0QkR94Gxbq6An5NSHuxwB6nPDzH01Bs4moJwM/nR/1yeS/WiLe1Ot3B3Gg5Dstxj7rVjoJdnPdfjdT3G0pQsYZ9J6/SwQ5jSRTgUdjwq9FWJ1+aGb/ej2+vDXo8Cw1tJMffd/LZD7o5n11fKYek6lXaYU8Q6FqgGNaaJrMBB5O9l5jcMewLd1P8l+Ocrp9KrWCjrF0ZaDIj208tJj7IFPsF4z+mo0jOs8JkU+SU94XpxHiJKS76O+Uq3ODpH3YHLBmB7lTzVC6muytbJxAuxTx36Ep/QPhsk2c16/JhXkZb+lR9aK/fzM3AIPGGnEfE9Z1Rgniv3Aes1otkt9t+yHbaIZB4Yb8N2lXEr391qo79N/JlV8s/IoqDlVdIoF8Zvdif0iI8EISwnfW3A4uVKy39QEgNz3S/YzZj+wJk63R4PAO1ZwmxnQcRrt4aO/KRrsUMSkwk198Ralor5PX4o/qwh/j4KJU3mrf9vE8Akqct2V8yVdvDvWztZXpzddm6xuo2Q/wzxvtASdYFowXMmMvPQINo9SKvmNUaa45KnVl/2CVbDqwxTxvHenPibzbCE1eKDjVEHvFtGWvGehF+qTucRHNg64uVIWelmNAFYEwWQ/fe4Ii59qpziYISOWimMsBWYYB0E99JBnV7DfYFewAg58mlHf5ffFIhGM9Ve9nKrhsPfGsK6I3m08q4BGFAzwjfkIinvf/PyxNRzMzaw4+17oWBZ6yY+uOcBaEo86B6XIgxvzROsDn2A+fguEjzEiJ9VE1BfAfpbU9/2vul2VYSKCoBAkLdWgQ/nVuiwVXTDAZZhCVFvuf/iY763Cm1CtQQV52S+xrv5L4LclVHJQvxIiDLtsnZce7diPWU17umourcnmNNTnyn7ojRG75HfaqY9ICnjMm6JOkxbKz9Us9EI6bmhf7nQOBEdA05L9ViOAZL9kP+F/5iq8AZV0gVU0QLVpFVewwtiPaV5CaDQPh/ItHCOogjJ8kX1z9uvefdu1hq7m1yjYDwDnGfwWZ9cPBXB0StkfUF/4j25b5e8f5T/IIp/JMa15TNos2a/jGYzGg0oOCt5xUBlH1UuPuuw3cn0gcxuBKkJ/vg3GvC3DvIFsRX2bTLKvMWEwnnF/nYqM/do9SnHxTu9Z6pf9Bgjjcelv/c8ct3+WhGMwyda87JdOsnRHMYexNHJQ8Loawo1jmKPzeRh0jAZKj+z85T/sN8lhPKt00Eyi/fEJCqd8YhKGC4+iYb9eZ9dZhIVlV9vZD8ji3mo/cDz9cV72S/ZTYr8VC70k+0004U+4GSvsca3PMrr0qNI14nThDPcA3qNJ2Gh1G/TOensdH+i51Fd6Avpb5n79iUAes5gfITgUWFBfI/uNE8MlSwlE532OyMmZRT6T/XKU0xz01vp7NAh0nsFawJOF/Wi0w0pGQ6AfgDgsMFyY0c9B1dgvmvrKTyA4q9gUpjCsU6nNQ8RO+SIpjkV97uzX8NAj2P+z0Esm/5P3Nzf9xma/r5Eds08m9NmHhv2ujwaB0Kkwj/NotOXLFSxwRQMLu1uWCGanPqcDnyC+OA7ET2zreSY+S8hYkYtxKaHtRw6dQUr2Swoqh/IUeEj2G5T9riM7w406joMjbpceoTjnQOlUvg7FvLtO21pQnNUipb6OW7Tm7Fc74xDg7UBwKNi8VlcainwyX+qrGjnjYNb8rEMN0Nf9pGWebbK6jZL9BpxR9ovE4DURPO0D79kGNqdyPfDJeYJyu11nQXw0GG3e+1KfokXgMePi58afdkUuA/VItHc3Cs/2IT3sHV+Ep9M2h6R1ednPoANrXPZLWM5CL8rfiA3ucXf0wFEc2v/oVK1SxKhHg5zYj3iv77xvNCLb5uDNessV8KU+bCGqb1Y5Ovw9Kob9CHQM8WwfsoAl9iiDy379JjmEP5Dsl31v7FgWesnPKOZoPcWxhNVgcj5J58AnQGrKOqOZsx/9CU/GplstJcjYj0CifbdO0KE72u1hCv4e5b+OFjajHtlvNs1VVfZTsc1BNCfyst9qyX5e9lsa60gv+wmCu+9lPwa5KcuNvl6ngWWNDK90AXbGHeteH0Ouai4dVgsA7hLtUuozcF70edQ8CpAGRmQrmfRgH8aKXDHsp2WJw+2Xkv2WZD8s2etkv1HZT+kgh76xGJZnSS49QnFigc+jDK7JMgcdXNADGCaCU6h+YL84iXYp9VkwgH+Cbuxn8HdtMFJfKYYX7TNBRS4QueTR6DnJfsl+WqE82W9p9iOaE6oHOTSfAoJxRFwi/PglgNTDIrcdMCL11bniKkGao5SLiPq0L/shcMbB36nM2Y9nrw/ScaOryKXiUTHnfY7WX80bS2vRW2AoTyeZuqMUm10cR4NA6ys4eT3WS1HCM11QyzOGpT4Esp93JLhOB4nF+mDtvI0Jg34Mh79TGbIfWzzAJ+Ow3qsnOOei3oKjo3V52c+gA1noZRUcSvZjGX6GUxzMM+O3fUDkMb9TY0xXBkA9fWath961wm/pjzEehQ7wo6I+G/aLTNDh71Q0BU5dHB+w7TiX0eSruxZGOeLnxFr8k+yX7Le8h8vNYVhRBCAbUK7XIDgS4ctcCqzzUclomMeNGo3jXeQzMje+GLDWPRAz2YaoKkVwmnH6fSFZnKLd+4c0EXSsyOW7lOB63ufw8v/VMuO87Je9Zs4yCEc2gP2UIztmmw1f7UPzAoDFBTYQOhXGdR4l48AtmeU46y0plOks1ufthbUHPmcs4Km4jvhhiQyM9hGfJWSsyKU/vKZ1mI/uBmehl2S/9lCeAg/JflHsZxLcderZgHevj4D9DGkUlE7V34kJ6qEbxwTiai4QZIU81GeTMITNOPh7lMp5Wd7qHEBHoyaoyHUbpq1bcGg0OE+trUVvujZZ3UbJfjF5HukxdYa12YdTLqHsx6EoITeaV4PA+i4yKXWjdNmPiPp6btBZS7RHwUv5ea7rLPD3qM7D3qBNS/FAEWGFXqJX7pzuZR9K/piX/Qw6sMZlv4TlLPSi/A324F7ZtZhGVhknyH5gzWTgrvNdn8wzmMmw1E0f+9HUB7rf/qjYHKEV67Mp9BJThxm1ThWeG4A4y6oL4wGvIW+PgnzgYsEv2S+JQLFjWeglP27m8AjuGNULKJEYNelUYK7lYjQlphu4Hrr+FjQN8tUkU2XA5ZdoV2U/cMhjOjpVw0FI3kuPkjDue7YkxKmuO2zekiPWQdfIjPOyn7yXedlvaayz2rrwC+5Q+Trxm4+vaSHs55gu0J7iJLAPGpS+uaMh6lrsL9EencYAIK5dxOBScB4RS+M4FXphWErwhN6DYy4n+y3Ifliy18l+MewXcDQIKl+El/fBroMaMwPeLYKN0bTbBNZRM7APtASv2Knv+3/H1Z/EivVFmOs/jwLfuFkarX5HH6yhwKxRE1Tkct+iPbT9MYt8Jvs19gqr9DrZz7vQS1hkh9dXot58MJ8QUnlfN/YjLeDJ8TaJWmdBnVMNFgEJJdojvA44WbID+DtVze130sU7dJ1/sX1DsoRx3/T3sJgCW35Wojdb9ksnWbejOoVeiE8GbSDwil772B3wB+8IxTmVUsnvgeuhdxV6GYz6SpJHDBLtvl73x6loEgZ4Ga2uu+2bRvaLd92NMmG/mPpAsoZbNe+waXpe9rOIfEuy34qFXpL91Iaf4RSHUt9MOqJjHwtBRLT/krniwxwlvweuh97IfuPt9V1+dpPdQifjoN+peKTo/D0KhVZMuHhneueNBPkqljFM2nlwze+l+SfZL9lveQ+XmwPcwf2yieAo/Mkra9F9k8vuwCdHxgCXucXsUeIFlVmoT/IcTol21aq5gaMKEMhjEqcL2k6lVhWCd6PPi/2OoLm8cmacl/2y194hc/CRbWE/LqoBly/rn3KBp+/HsB/Z0SC6EMFQ6qaUDs9FfRVPAyv16eTo8Qc+4zwKJtQHRvuIzxIyVuQSNtOldYdlZ7LQS7JfY6+Q+37Jfh3sx7iXBRUv1jjiZ2QceHq9N/vh5DsaxPQmJZxx+ONRM1Lf7TNDxPoM1hFunSqS/aJPnmKz2OtzXbwza9QEFbnsC70cxl3KU2tr0ZuuTVa3UbJf0zPGPMHoZCxb48DTPnAcOPj+YGVvWQ58MpS6ufwvvBLtdsM0CvUpJOgx7HfRNH9NvO3kfBFbrLNoFXoZuA6ztpMd9h3Ly37kPjCOTVYEwWQ/2Td4qY/gYR7Gaa4tx7oNyZ0uxLMfQ6mb68+5wryvyIp31r0+hQTdvbgK4hvyZ6+PLmLCKdlvYb/BqM/4st/h0r1kv+x7Y8ey0Et+Ks1BcgXrod0I8wxqWQtLQTp0NQzh8xE+MQIa9uEJCwgbL1t3uWG/ESXaFRJ0uM3Oh6b5aOJtlAVO7T2qJxAPuddnyX4Hba/XyIzzsp+8l3nZb2nKxX1kRzpw+JsPMu8GgpxmnnQhpp28SwkUubFnzoMhqe9bd/o9CobezmAqcHouwDe/MDL1GbPfwdXPZL9kP8mUTvZL9vse2cHfId/LfgFvPnj6tQn7XRttJ7SinktJai2Cjh6oyp26bn9cKzuGSLTHrCPYxn+B0WwvUMPvJ4WLd5yTCicGv9dnNbyHY2+zyGeyn14oT/Zbmv0e0gXwd8WLecLefPD0aGX2G436XH+V+cywZ27MMnTMsg31TNPbOCv26zh5qmqeDd7+5rp419YoPIep6IpcMBmI3qcejoO05Y2l1eiNM5Snk4zfUTzmoOEVJxiWQYNzdLCkC/1LCSNQn8dlP27qMy+CQxSlUX5J7gPOOO0EGcYO5eYCdaaJYT/E33nGc5giXfmMfPzh3vm87GfQgSz0sgoOJft9jO2DF/C0LPTCchgPbumCwqZf0WjD7PXZst8Ie32x7Be+14chqU/NeKqnCLARTMToAqeUi3f37Df88c7ax7X/yDGBTdYlgWS/LPK5rL8DUlV3xiGyYb8ZC3ias1/RaLur84AkRlDWQ6+zWhT7Edhnv8yDeWO4adXcvnK+8e6Abc0w3mXr6zBFcPiahf0AJ/DLQi9OrV+TCvKy33Sf1/fzIX/7awQu9gOBA9Ml6PB03kb2I6E+2pg4RgHPMPYDDfV9z4N5qc9mgBQOfA5bwNNj04+kPtDlWUIQHPYG86P/2OcIHKQkgWS/tlCeAg9z9+/9/bwZ2W/BnYX9EDxtn9580TPYq2li9ise7xyS+vTbNBr1rdeIC1/FkNRnkzCEvV3R/Hfg8kYwph6QOhXGjwXNhV4+8/oRNUh5am01etO1yeo2WrLIZ/O9NfBPWpVq/Dh5h/EMcpq2HHQX/hrdep3eHaNRqc9n7R+0phiY+uIKvegbDS1zjtEnKYVA8MmpEDtfQTX/b936CG1dXvYz6MAal/0Sllcr9HKbLiDWWAwj8cc+dF7xd6mR7wiqDvWROg90nAq8MaH9S2C6TmlgELBWAqtdR4go9GIFNjI5TpDM/QvjsJ4mqb/6YcnFsaFPVoTn8B+kZL8kApWOZaGXhfr6/E7G8OMALfuAaeB4h+V6+7iZ+kA4idHjUarlFqO6Vc6SwDLvdc3y+UgXWQkOwNfAtYYwv7dWS7tgmPtMYbwqTCF6YnIIhQr2/Q+GscvMWL/1a1BBXvZbY5Sh4vSgm6U6j+OVtUBsXKpSOIQK9TX1DtFGGM6jVKwGhUSbdcadvE1tcSqXIp8kpVxoa3iyLireeJTfZb+wfdAa9kPxRuDB0uBkv2Q/lV4l+y1Kfd7sB9eqzdKXH3gdk+AF8MVoUKE+Ye8QbQSZR4ElHHTOVI21CO4EHZzRAAweg8D3J7Teca6OGr14V+tR4rOE4LCv3c/jLhAcHA3OIp/JfmqhPNlvVerzmxMMemBPpW7A65Jx7FcyGhTv9SHaf4wSdMSHA/0HQPrgcXbXh3AqF3gp/Q8QqP2A+Po5x+JdrUfB17VYKwrjkfq2wKOeWeRzcXqzZb90kpE/7+dZfCNqlHHB+Lauy6WCDqGwNk1BrK9ynxe9DwiJDwz10I2sdneHS8B+g1AfeEIBFPb6bNgvBpXhSX1d5mNavKsNU+LLfpMd9S6P3Jd/irzjl4VePDqQhV5W4b55+vz2ft5RX2gJTwYtOkku5X7tnLFpqKE+B7dCdIxQcCqwNbz+AQ+bmU9lo4fa6wNDKACPD3zb+Y+fiGCVmK0tdUO1eNfMfqPn1BWqxt//7dg25k4k+2Xfk/3Sw1teXhbWYrifLE+nHAGLt/jbeY18e7WlRF3bOScodHJ00M76jkQQLPNebcYhNhSAzRM+gU30RESeGXZyKuVTDJQaKX/+b/UZqYOhwZkZm7d+Te7Ny36zDiUUhh/83gT7dCrW+3zqWl5WvdglLZqB+so0MKpEe9sDpEU2Rp5xQexn5VEaChwMGiVg3TcnXlQUOJVdoRfeWHDKGhy/45eFXpL9tHqF3Pebkv3a61aqsR+DHF1HOlyxzS4AACAASURBVAVrp2NtWkHhcJe0aB7q08vRea8m9T4AgwxdR6QHo0dFeHvQLT8E/TZMPAoBA6ffqJErcpWuwBTWF/aN5KhnFnpZnN50bbK6jcZnv/NE1XB6VWRmqNrcnU6B193sDvhfFiPfzdq2DzEd8Z9xosstRlFf5WU/3sN4tJd8zakP/UaLZL9PuTgT+3WNG2w9qs2pdAu9sFPf5///gywkLl9RB2HjjXOBhdlvjct+Ccuj9/nEn/wL/R3t/cY4NTwDvEItzYOX0XZJc+pbtY9CfX+zKd4w47HX98h+E13B8jrw6bTXh36jhSDX1dVCDvajXbzr9CgV9sMo1He5uPDpS39fUQdxF5L9su+NHctCL9mF/meBh/pAadbhygDsAiNARH33TwChccDnUG7U98h+0xXesGc/1xOe6DcaPN+W2KjkMTGCs+t4VOfJbW7Zhnqj4ctb6ti20XqWmXFe9mvoZV72W/ojvuxHgnwA6bkz8GX8F0Yr4lnVdf+qFu119uGp7qLOoyDyAbV9TL4tP4Oz3jBwKq4kiEGjBHPeFLU1oplHCQq9jEd91++tX8dRwAt+WeQz2c9nSif7MX8+3fFrSrs72Y/0eCdcpkmgZ8HAaEU/QbEN9e/+wvFOwMjw6vZhqjYK/wfgrl4wU8JudtYbBk41itE8LvuBtGwINu7FO8tG6a36EVLf1y9cZ0gHfY+yyGeyX2OvsEqvJ2Q/beoTeA/1pT4C9gNrVQ8J9QneNhBSH23UNUzQowsPKW30kb4xmA/jRVIf+o1my35gFQoAaCU3TBqGWWZcFfX9/dpe+stjhH7lobW16M2W/dJJ1qW+Z1OczNRH4BW0TSse79xtfre5lAvYnCr6wGc89eFu+zc6gCrPOCiGAoYt7H6jWSUMYJUGh/X1RovFO+VG4fmbhHkTqqmvmCGdvx5BescvC724TLIl2W/FQi/T9Xk3cfoxCnjGFXrxy/SgYbRd8kuiwsAjFfCscao49iPe62NgPxOngkooYDok3Gs0iy0mUnlMpwKniot3vuw3VgHPB+q7Hutf4DdMTpjsl31P9ltllH++vheRbzcxB0MJRnjXIkB1w0Yr/ia6/Cm6htNPfYzSahHsx1PK5f5hYZu0nm8EaHtUzAsOBE4F1uX4kRenPKYBb6LYQH1f//B7cRdKb8hCL06tX5N787LfiJ/davgZSl7I3nyY3XfQYTSxRHv1fSCtvT44eRR4pb6pqO+Z/eAaCuwnXSv7kZZyQafR1A58DqgAGbzp53lT9OYsIe8OIIr+XpUkXb3gqOUcstBLsp9Wr5D7fqOz327lHgwlGFvefC6FXiK9Bk1G2xW94PNj9yvZj7i7baQJusv+Yoj8PJxCAW8igfkUDvXYr5yLx/sZEOHaNScp3D3qUrqJ9waI4FJf6eV38fWDPAnOQi+L05uuTVa30Tjs9/P1rSubh8IX/W60NY+LMfvF+wt8qO/px3Yb+4DNo1wOfFJTX/BlP9cZBx+n8nqthbKf8kYf/J0qgP2iPArSgQu746tBfVePOviT4iz04tGBNS77JSwP2ee2bP65SAoYjMWRToF3leCieAMMqK/W/cBmH2WPMma/Afb6wtiP4JZTsX9j7PXB2jdcqE93IsL9J+ueCoKtbdR3nGJu3lzq2ysfsW/79vWoZ7JfFnqZvWNZ6GWwdtpk8yAwh87dBptCL+NRjUi2of66y9VjT8UrWPCyTzj7xUi0t/UuoNALiHYVMCT1GbBfna/wpqMgPc5M4VEnc2LUK9twjU37ny8fw2b/yX4GrV+DgvKyH38b385TIZuvUkEPuf2g+ubD7A4CVeqr/0a5lAsMesfkVNrsxy/bIHmMvtI33T0i/OdRg93r2+1t40N93cYBa1FKBo9CQ4xBbOP6qO/XXt+ffz5Gyf6zyGeyn2Gvkv0IPyrZfNVpAW/203/z6V32I3UNeEq045769L0ChE5FtDARUTEDbkU+ec96E78mjKmv6rKfB/XB36NsD3xSUZ/4LKFDrd1e6sPNCc//ukBd1bMlhUv2S/ZrC+XJfkyf84Sau2ok66p5HggnPc9bWZBj7Wb22asuPfKwH2+Ofo5IfX4PnfSm6NDUV5Uw+O31wd+jrN5QhHt9RIdhm8X6nh6xf/vyMVbqn0U+F6c3W/ZLJ5m1B8/H85wKvTCfm/rTNPANsjP1BSXoYHMqpa264KJjNqVuNE78cgUDfPcoxmDlc8LzPmEAq+glQDP3L8MUeHy89I9BhV4cqW+72/FL9ssin6ux34qFXnj7/Pauee4CBCU8zamvnRx4Z0Ic9aHGeYIvZ5lfwVJ6icD5txWfYcJ+XFewvvRIu1CmIvKh98ibwujH4EuVJh5pBvwpTCHWu2v+ExhaJpBoF1Lf9nDUMwu9ZJHPZL8c5aDP+/upRn1KX+zaO/BJ9Bp04MHrGa7Ud3FdsOrSY9SBT6/dYyVog8OvGo2MMvczn7LHCdJQ0KReptv2cwvdtMKQTkVyyEU5/MC2ZY1ifZ+Rby9/+fDr3qDJal72S+KdvL+kHb675ichOVlxbhv2c335YYLBv335wcAUe9fA+bMfqKW+GWIwot10wBlXLFmL6IZ1pMHQcSQQn5AxcyroeFSoN6FRwsWF/cyo7/73Riru0jVIyX5JQYVeIff9KJORt/f3fupr+ltl9gtY8oTKsCNufj6trEPNCLfUp+c0qsMHbl7vdUvGd7bOVBmA+gijQa9mtUoTEG+IEicgaj53eBRlZRzvQi+WEu33Xz7M+zYH+03EOfm5tMnqNuJLSYAuX4blbKjO8+JKokNlwBHR8G4+QC/1fbtNRITuQR5VV/MA3W7J+77rvew3EvWBp2G1c/au2b2r3yCqDAd/p4KCR0W8W9BtXcNgYyfWVxGaD7Nxn4v9stDLajy8Ighy9fm3hntTNt+9Pq/wjfHqoRN4BfrvbsYV8PQo/BnpVEoBEwq0vtk9w4b9mK9gVZ/Hg3vbNKivr+0wui/Y7Ya+9YEgdarwiKlEZDbs5019Xz+HuRWT/ZIIBulYFnphy0ja2gYCc1BQH7RyUHi11/dymIz64g98EjgVdLpt8tqOLnWDIalP2FdH1FAv4NlQ+Kp8XzC4nO9JM/cp332qZzCh3DJrifaKxh9+tpwggc3LfquxT172Y2iLBfVZXvYj2uvDODlof/VI872+SPajcSolaIOuxUDrxGOXWwxiP/TWsbeLSPHsN/JNUY/hC3gkuh5jJttQfOwRbtHBQn6y3+ystybxcr5VzhOGe3027Ed3whN/B7ajadYFBLrPojud8IxhP/BKfTO8UeHefVS68gxF9t3Zz4r6dtEYk96BRuTJU6g5lZkRzSRcuhNFGurbxq3q2TtIyX7JfoVeYZVeD8B+r2+nrW9qZ52k9/p0boPYlQxnPuEZzH4AcA5z0cJ94EmjM2gl2pnDVINEewz1hRV6AcJ9H8UwhfhCEnDoatsfeEu0Pzz2CDbtoOw3GSbnh6dmVzrJh8/b+2neXL1CL8zpFK1XuAoi78rVXPwSdL6auzq0DjqHVPhpxOp8G1Cfy2ooetXLFKiveugCEgaAZAbAZB2B4uzA/TNbC71ESLTfP/ZgMfBY7JdFPldjvxULvcT3+TxPD5dUYT9y6qNkP2/qU6Nij00/erE+6LgR6/Hj5gYAtQIPY1CfC/t5U58sF493P4BqHsAkTHX4JpwmucqiiYdE+/1jD+cRGolwFuWfZL9kP5b+Pu74gUMJFqxJOmAxoCrHRjEs9Xmw34VDgTAyQMd2Uae0DeYC+Ir/q+XoZuxnKNF+8wT0UJ+rOwKks2GCAp76P/j0zvWRaL+fA8dA9qZrVF72S+KdvL9gtje8RxbXyPfHSuAfPd7ah97Up3EFy4r9iukUwxZXN7TNeq9vu7qCRUTrVufxoGy0G2AT/VpNIo3OgfI48Ml7lATxFTmDJFzq2C9Uov3+yZMUd+kapGS/pKByKE+Bh8AfP0/4eZ88jf/+5gP/uMHPWMzUF7xg0Jygs+q3N2Kj+OEgXGC5d6p4Wof1iYSOaGBHfdVP6ItIhuwnW5yCt1NZ/SQYeyz+rdOZ+mqnwa9QcATN94nYbzJMzs/yrEfFfq9Xpz1BMBtKuRT4RyyO/eaiPv0Bb5VWi31RKNEvOHveN27Rl/30kU/xSpe6RHsD9SnYx4T9WtoFf6cKY78AIY3K34foLLGVRPsN9W0KO37JflnoZTUeXhEEw/r8fdMPwR3FY7oQ6yCOnC7VTZyP+jQtxVvNpRvJoPBDvGEXeEoEo2gdbnk5moxWnQb3zfoSN0JtbGDgUaQvavhoSlCmYM/sV7CNu2zDfj9wx0bn88l+SQR0HctCL1Gf17d3NsMDJ+ko1R8Nci/0wnDdCaE7xVDM0RkPOSmdyubdR390KlDFT9t1hD7286a+x4ikyn5Q8yi6lzUINCWC11WFJLgFSbTfD9wxw1AwNDQv+63GPnnZz+XzcccPBLMBdfII4B8feM4dhM9YRO8Ul77UeAUL8XNBmQZGC7VX6ywgmQMeu8dNo+0t0V6fi3OwH7WGi3PjsOnEE59WliTaQUd9m2Zxlyzymew3O+utSbyxL6W3P1J+DHMZEnkE8I+My2W/yL0+eHpuC/t15VJg6NDd3yxUwJOJ/fwSdCH7kYj1+YwDNJ0qeNJULE55HPgklXApTGwUmdBDov1+4Cas6vk8SMl+yX5aeUyyn/Hn144fCGZDQzoF/jExZr/4E56gu/QIxQQdsV0xewCpQorCjDOndYxmNB6Jdu3LfvByKlM/g/v9ge9PZSvmC6mnoYX6JHbeRQN3cLrawOw3GSbnx0WrJ53k5vN+xlfkaL7bYJ/nkXqFt0T7jX04T6NojRzYprjSSg3Gpb6wQi8B1Fe3Ghoj0S6ivlD2A90sbvMoBM24uBceLgf90v92Eurb9Hf8kv2yyOdq7LdioRfXPr+9n4GdfTrlEjn8Om9Eg0IvJMrV1lXHm615MhfwVNjrUyqRT3ihp78+qVnPQFSyFlXU1xmOdm3qs2G/SLCBv0fZqOWQLt5dtjReov1x4A42VxuDcBbln2S/ZL+A/r68vsVFdvSbA1ZtIxxQbDQFPOPYCjVOBcL5qCnRDoVnkIVWQMmaAVewwthvSIl2OIUDjzCFdqfKdFLq8w/UV5E4Kor1+YLfloVe8rJfEu/0/fXrcNRRz98BVEOeGvzmVzt4yCrbwPECAGyq1CL+CRrHaoaQbeCaJyyX+lDdNGeJ9jZLQ9McCH6FOjuVzcVxHnMV1rdw7cT7VS8QSH3bCsVdtN9MyX7LUhAe3lPJflbgd0Z0Trrt4Md+VobXOeMHXq+MZj/AMmYgdujNOkAQV1tnnHlMAEbTtQ+RaOdIGMKoD+M5Fa+cZ4EiBCc84SHRHgR+edlvPkzOz/KsF8J+AQULYBInNPI8Y2t03fBF+LR4Nk4c+wVJq8VSH3QaEXuMEYa26aJ1NurDk9HCxfq8M6Br9gsYN3g61W7YWCb59v8+53ap87TXT3sLsb4I8Ev227LQy3o8vCIIevT59e09kvpqO2pb5JP6aNC3FW3eBD1iHQEtum9jTF8NtVMQjtqmts5iwn5grXX4zWgYkvps2C8yjMPHqXbzZjIZ8L/i1d/UG56cFWHUt5kf9Uz2y0Ivs3csC724gJ/Tac/uNx/MGsY7oIUcy3dzjbb4P3wzGd/q61D4FqLnloNHKRd64RXrK/3zuBLtqux3Um5YbTr1gXYP6mMyHYqp4H71B64S7aHgt2WRz7zstx775GU/7c/b+7tLPzR2Lwwu9nineRB9F+M5INwaBh2nsegdfN1EpRFg9ag+9oPYqYbKFfatd7HdQrbBnf1AqlFiutEn0D8BXxxo8rT96s+uqA+2Yn2h4Ldlkc9kv/lZb03idUMTh8KetTHUnf1i0ryqw3ePK+vEV0AdLtwJZQRd2S+gmgtC3IMpmCmw32DU92kTqFWlI5b6DJwKTONkT302Rx5Cj8CUSrl829ouWuD3Rh8qO7brhoK1qno+ToFkv2S/tl5hlV7HAMppCX7iwxKOl0cA0kmPjeJGHUHV8coEnYb9wF3DM/ptEjjjIHYqeurrHMGdhvrQ71Rw9OLavphRHx73uxRMgRjPvi/gWYMVn4534jE07+qh4AgNDIux32SYnB+eUL6AkxjVd2kMoC6FXsAbNhHuFTqFN2wszCutpinR3twg0K4k2o9bY6GXeIn2hi6hL3I4iPXZe93nMMXFfpbUV2s+RAyKHfXVNOriUh82C7E+AvBL9tuyyOd67LdioRerPv981Qe/rgBqXLMDIJ3xIBDm1jQO3JwKEc1Rpr7uz8k5ao4zTsx+1GJ99f8ZkhcEG/U1eR2IDwLh9KS+AsDQ5tVop74nkzlJtNOA35aFXrLIZ7JfjnLj5/1dubCnSzrVeNmPKNODVo4FvYEjdn/0XnrcjYaP6HgnXOYWs1MJinwOTH3FMUfLHCCRaIemR4UJEyjUmelWGx/Nreupb2+gPtQZTSkaHJShYupG5WW/JN7J+2vS4ffzVG2j2zUlGfuZS7R3dHPIAp6OM7TOqeBHfbcZcxD1McZErhmHj0rfg1Pfr88p+Wt/sT6DnqP6UluAlrvrCc/dIyeyPwCiQX1Pv4cno+lFg6WLu9wOdxZ6SfZr7BVy38+iGjrUSrxoplOq7Meb5kElxwKfWylFNdkVrMvr/jbUt5FcqQPhqG2R6yzPMYH5Up9G5X0MSX06YSqM/b46Vctvk1Gf4kNlspCq1Pf3H8ypLwj88rLffJicn+VZzyFJV6nvop9OKeXF1CcY1bIsMDmUTtOaPAo16YJmpxDr3WYvkZ5buoieVTfzjRX7YOd+URLtukOHlkd43DooLU4JfnvXoD6QLgM1ivWJqA/PRkP1wPWBH+iDx4zsl4VeVuPhFUFQuc/94GeVTXUXegGxBJV205pEm0DqsP0etRPPP+O9vkj24+AqFJ2KUuwbPd++r3QynFgf+p3KryMPYaqqId1q45/ecmTsZ0Z92/dr8o9GU9bbuAa/OXLCZL+ViYC0Y1noRRv8uq75Ra+hgzsH3Z5e1Zr1WQbM0dU9Ct7UB//pC6cYoVBukSUs/HUqsEUDi29jSOq7zOj7ZMgNj7Er1JlRoD7eLFBWwFNGfWX2qzCaWZw6Igcgi3zmZb/V2Ccv+3V8ztaneahgtV72A0i9AxsYpq13ji6o2te/12e27I3u3vmZEu4Dx/uW+H4FC2xNbP72Xkqka+MM46kI9DuVLft5SbRLqY8mLe2WbdBYvLtQ9jPNWI7glCOLfCb7zc56axKvUZ7VcNrTb6NPzn5gvVgMScV5I2OFFd6Ah1PtRgPevceGAJl3zzNvrFGyfAUL8dHAjPou/2YU6jMIU9D2qu7f7hfrg/fE7yqzZUV9ojq2ML77cSyckIoGKYt8Jvs19gqr9Noj25LKuHsf74SCVQjyPJ/FC/Am6PChPu0B795j4y3gqfHL454ZxkZr1Are3yUp82jUp9E0k0IvLWEKntQXyn4I2OurrGPrcNj7iA8vedlvPkzOT7RWz6xO8ibZ8Yu51FdX6AWslYB8cyzwJujwob6gGWZ1jBex8UGj3GIU9T3gOOvmdwMOlAPPcNSn5rzKCUN7mIIn9QWxn4ZY324zoTT0NsTgl+AQxH5Z5HM19lux0ItCn9+rpfwiS7k87BcxK3TBfdqCN0GHG/XF198k2OszZL9B9vq42M+W+lD1ghhGrA/h00cvTGETyjb03+tzZD8zifamRiEkaTlY0vAs9JJFPpP9cpQrPjXX/HjJqvomPwLGB0HTFkMk6J1O9bRIjHaTo3c+0pzwNGG/oU54giEiwGev72LHDENSn8EAQdOp5LGq9oLKrvMqCU1CVCTa+9sEx7sfB1EanoVe8rJfEu/k/VXo8OM1Pwrqq9p2IGK/xlc12LzDZBy9jneiJhfXXD9S20eC7czp8KiptEBcEmqdUi579Z9fOTSIlU1hWKyk68CnRvFqLYl2mmToaUNdS6yvp6vACd+7H0cmpHJ/zEIvyX7toTwFHjofcH/Nj2ivr2rbgYL9EH9UG7wJ+ul5qa/KSxQLwIPpiJqyTxOHVnTQA2zNpkF9fU/AdhIPnHfC4BhAd0mUeZRoJ2M/Gur70tXagVO1zcEVzfOy33yYnJ/lWU/35XlzzY+OHhRUnqzzPI2VdR38AKWr9m6K7XbhQmvcEDr2Ns9UKrfoT31PFrC87BdDfaTKha0vrohCL1ZifdjcxfpsRv+sp77d64Tnhk8DB0/bHHRJfLJfFnpZjYdXBMGuPn+/5uch0d6BVp2mMMvzKCwGkM6ETx7V1LTdaJ5obGdxKzdAx6MIFb+ho7mBWIvr7vXhe0QC38C5LlwYeJQ0UKHwirCWaLeRNq1aX7CTaL8eOHEFTyXbHBvhJ9kvC73M3rEs9NLz+XLND+BeJAaj04OgFsHVFSzQDFygbAPuqa/TUhoHzh021NA+4yhDq3xxyq/QS/wJT3yPSDyhQL7Oosp+iKG+y5+3pj7toXcX65O+XxDh84ffAMyZ/Sf7GbR+DQrKy37Nf/r6AfzYqU/J6aHsewif9ONdwZI0eDfyne40QePgqNvIQcdqYPWoPvaDv5Vhd68P1ZUkB3lN2bOfB/U9fZm6gOfVSgIV9bX4jYa9Dx//nSb7zyKfyX6GvUr2q/uceKqAzNY5KLiHXp4Xv1wF8E6DO6eqa5rSCc+qIyaaallQHWN/KpmpgKcX+zlKtG/PEu1k7EflUQikPvhTn0kCWTCapkR7QzQQnyXstvrhMQaTJ+9Z5DPZr7FXyKnW+vb68fOVWaxPJNDlOSfMF2ihMuaIG7vel67qvb6qS4ZQdB6QjkuvU2Hj9ai4mOBNfSERKZD6zAq9+O717ZfKfmA97P3gaaiiPudoAF/XOjxdeJrUP4t8Lk5vtuyXTlLxqZFxp0sXNICnL88b6OgU3BuGzsrau2U1F785BpYREUwKEDqUIvXpF3oBLfVxrIYi4BxtbcLgTn0X/x1uSkMaf/G1eDW4qO+q4baFXiiLuyT7TUUGWeRTyH4rFnoR9/ntnVHrqadOu/Xw+1EftNIpOA4cOvuognxoHTf77S6Ex4iSR/mWW/SnPn32c5Vor8zFmdgP8HFe8SPiJdrh+yqRmq8+gMKV+ioHzq3Qy+Hsv1Nn/8l+2fdkP6dRBu4E/UipT8kcTQv8CB/QJvvAZeACC3g+ks3WeUhTw+rgjBEAp0OpU18V+7lSn0UuzsF+IFWmLNWBVAlUEol2DLMbs4VKtGuEAqvLfkeA/86S/WehF6fWr8m9ednv6fPy+j5k833vWulItHc78ISFN+BDfV1OA4U28YwchvCoLaToVN0kH4P64tgPtMVKcHY/TIH6eJMhmWzD/v1PSKjPp9DL4e2/kyfnWegl2a81j8l9P2GIfHl9GxVavdgv+FIfVNIpWA5cb1wyvNSHXqeBQstmLLxhXd4ojh40T/zGUl9MNCBfR+ipDrBXRpkq6gvRnVWjvos/pNrrcyj0crDNveFS/yz0kksGijZZ3UaSQEly1FNdoEvrGRSlXE6VdAo2A6dxwtNiRau7vAp0ysEQFlzExlJu8dqj7Pf6Gi/7DUl9fudyXagPjU5VekT18wzE+njYr1OiHYQnPM0LvRyuLpzstzo6ZaEXYcdWBEFBn/99Cd70M955aP8GhtY+tp8Jmvf6dKuOd3f05LM21cAZddHxeKeY/Vgk2nX6qh4KeDMgKOgCmUm0h7MfuqlPY/HOKBoYsR/6wG88cEj2W4kIBu5YFnqp/8Re83PZeWg7K8JEfaCb/7zVXLr9AQqWcqst1+xUdOznfqlPUOiFS6KdjP0Cjnei06l2ycPMqC+c/WSykMES7SSB+L9HHB7+u2j2n+xn0Po1KCgv+1V+MUrUwelokCTXJ6U+RngwoD6VI2zdCocaF/xAG3VhIYAKCo9SZ7+WVRdmiXYb9gNzsRLU377rp76drJqLrqdVFPAcYw2oq9DLx/94mPvvMuSTRT6T/aKmdLIfZdMU/bmW/XhPeMLPWDevZMO9PvT1ofsOlkZJT9gY3sipSK74BjbjbrzOaajPhv0GrAorij0dYn2igQNJLEA79el1RD0aaBX5/PLPh8V0XPaTRT6T/bR6hZxqdTH0x8/XgalP8ZXDf68vlP1UkG/vaxo07/VV7X9pCrwhzKNsc/SeQ4is9CA78esv0T7GuyXA68qLU/WxZ/ejPv/IgMvopyTW1xcKjKJBf5HP7084Qho2MfZkkc9cMjBkv3SSbx/PHb9QlafHTT+CZAYsXmFBfZ1Ng1pvjNYNGGM24NIghXKLRBHyY27cGFfiZRtkfR2M+krJIkQbr7hKGDQk2lXPCljnR8oS7ZShoKfQy+W3Ryvukuw3FRlkkU8h+61Y6OUp9cP2/u5hl8A67fffIFlZBzynreQUm3MpF9EtORhPD4ta4FzrCDHsx7TXh/v/gTmoT4n9uPZo0UN937sfKtEe8H4EJLvV+8ihoK3QS+l7h92YrMx+fg3NIp/JfsuP8r/2Su406QLuX9Vh1QrgP23rsIC5gKfCXl8/G/FKq3m3qbfcYnxYkGHRcNR3/aO7jVO5Dl35eKfs0CZqo4xNKRffEzGQBGzyAp76tr4dzsOvHStl/1noxan1a3JvXvb7/HkxBj8Gga7LL4HgKmjLFSw/eAiivqeTNkry6rXP2h+fQTZ8wMbpUi4S7drBoz5M8FPf15/e6z2KtpoLTtFgXFZx2utjz2AFPEOoD7XRINQMT3v58AC/LS8lNQ9Ssl863U2vkPt+txHW9LQnj0DXt6iO8DnRbhz7Qi/Be32wpb76J+6jRV3OMpkbcSmXmsT9+WDAKNQnb/FEBTxLX64/4WtMfeolr6P2+tA2cPHZAT6vDTuA35aFXsLYbzJMzs8j6yX7ffgYnfZkE+hqzPM4E3RL9qM44WkjawHJP+92pgebIJwGHQAAIABJREFUU9ke+OSmvicL/IcC6KY+cFAf5qI+PA7G48ihotMue32wfU5913aNxTu2aABpVggP8Ev2C2K/vOyXHVt4pNVPewYfDdK4lWVbAx+8XkF0r09byB4KvSAGGHiaR/LaHoD6KtgPsuUBSS7uaZ8/+Tye0WikvT7cU1/NyN2oePhKtMPqCfVVk3ezjoRHg9KUrz8CNHJVz2S/qTAhD3w+dywLvdykjIqnPVnrtLOMOUAx6S84y1SivXPSmlNfza6BqmuD0Kn02Y/5Uh/kFmhPkFmo7z7pxZDU9/tfe6jv1+e8+rM9YOCg/LeQBMDdeeAI2E/UrINvzFfI/pP9kv2UepkHPv98tE57AvPMELiOQPC09ZBob8zF3fb67ncNoO8V0PEoRh4FO/X1WmA8ifa90LCLjXXeUi73Eu1VL/j7ap9faDiC+rQ9W+OkQ297uAs7iVYFDXf8kv2CGpXsNzvrrUm8j+ShctqTVuVpa90ChIftGeDhNEgqlfrheMJzL+4amMl+gHDGKe0eDkl9z1/BNk0pl+sDrLwDVyPWh0fqqx/xHYG4Dp0/kTwGu01HCD3q2x63IFE8yIZ93mTV0zjJflO7D3Kq4VrMtfO0J6/KU9/BTxhanQQe0PmUPbgHWtR3/Rfmsh+YaMZ9dKpZ15H3rVMlkYb6RnKqVon2BurDxy8jcODQ+2X5Xh+WCgVoGo6Dadgnx54s8plLBobsl06ybf/8fJmK+h4aJrg9BsNmUKVTLa2ci/qCcnSweRR0nIrM7aHyXVQ/ahTqw3en4ho5LYn2NqdAzMBJxkHzhCdMBo7vDYj62k6fvzJRcZdkv6nIAAv3vYn9Viz08rXPr2+N5/1AHjGeN2wMO+BU4LRNSxzofBAt9aGL+n4rPeLxyB/dckawS13c5AFZNHBjv7H2+i7CFMvIycT6dkjscPNlhA6cZBz07/XZHPZmyhNwvwRy+zkIxnxx8kn2y74n+6mNcgP7AcN5MdzmhKtxIG1brxC1N/XB5LGFlPC084re3oHUpYqH8cAcDWyiyFDU93txivIWhCX11RoNG5cEwSO6RlZzeYwGBKGgs7bTETrmK2b/WejFqfVrcu/yl/1+/Hydk/pwH/N3C+8IMI4AHoaiPtyKbOlTn+DSozP7uTsV+jxq6rheuv05GvXd//cxqG+HAfVhMyrna+nWopMOu82koV0DQtU/ggH8tryU1DNIyX7pdKVeIff9Pgfot/ez/u8G2+uT1QbonRNhxqmCh9Gor/ov9ahP8Dw39huw8EZ8XLUuCltzfTxGol1KfWSDJ6O+60eIbgBe7vWdNBCsT31G4/4QDShDAYOOH4218rLffJicnxR4uH35//Pvq/Avhhjd0qWc3WJGBdsHd6/ksalPKempo76gcAA2p3oiH0B71NXaDfMZ9eE/E0q0N1AfR2xXo75aZb+bgaOpDHdbjwzK1NfY3apoQEkz9Zf9DrKWJ/slOmXfxR1LOP5og9e39zmp7+v/uwtPAdV+Y6J66Pj+PSuJdqmh+14A1dRHESnBe8dIeMITBC02Yj9aiXYR9ZW/7hmmeqkPn/U4m5T9Gnb+AxczLC/1oXvg4nPLptqoIAG/zP6T/cxzrWS/FVnwQ3/fT9wI+o1NfX//4T5D6gAAkNqiVQULrelCdyyRrND2X2tB9zkgowOfNDMOvdTnGFrh/NSr8wREEu0NYSqI/WRhqkR9122vpb4CrnMoXcBkzat/Pk1zxbeG/Q7uLixIPsl+2XelXi584PPf17exqE8o0V6zLt5Qqp3MPnh8Kwv2PGkLeG5OYn0x7Ec246CT6sGxlUHPnkGi3Z39rKivOCC7cOCi2W+yAp5jrAGBAfyS/eIalYVeViPaVdnv58vbWNQn+S+lix/iy13gtw/uqa/SaOClPnhKtHuzH07e2cZcqz3wF4KUvg2oz539ZItTUuq7aPveF062yPK6TaLou43bd4UCyjWgxy3VqKOeeSlJMEhp+GS/yl4hp9p/7Pf6Pi31ff3v7dU+8cc4vPY5O6lv27uXia3E+nYBkpaOd8KgIAIUJyIIIwQUqM/7LKbf55yG+nydSjDjBNQH0QlPhYTB7T0H/70+pcPeXpMWZn8beMcvC70Esd9kmJyfLPRyZZCPm34TUt/fb/VqPJzMlx4hErYajPq6U2OGQ1Lbc4IOKo/ifRcxFI75NeMcWyKUaFfK9sehvst/69zr800Ybqq5oMtLFJIlgDYUQLlRIAG/BIcg9sPCQ5iFXlaZ43h7P89fScxg1CeSaC9d/Kje2xmC+lBhh2uTJfU1Jk5di8282zK8L1MGzY3fMw5u7dEV64thPwWJdkiKM+97dzRwdLfHm+t4dpHdpk3Kh70pQ0GJ/WLBLy/7BTU0C70k+y0wyj9+vg1IfV0ZkkzMHbze8fWtDC3qs7kDg27qAxH19XgFrbSaVSgAyTO6XxmAY4N2P+qzZD9XifZ9V6I+L/erfMlBO3K1D9z0+SkYwC/Z77FRyX4GrV+Te9e77HdZ4mVC6nsWLLjgEoDUO4pXsEBMffXfvWkX3KgPRoVeAL1neVAfGEIBOCadPk+I83kz6rNhP2/qU4gGZez3SmcNJNobBu60msx8OdrlWUKGo555KSnIFsl+U7sPct8PeHkSc+emvup18Wdlv09/BZDOiYd66BUOvW/7Xq3sp5CLa1Hft//fkvoETa8tGIo2abVw6ovcsKPYB70tdWPQwiDqUx0EfYl2b+ozZj/p+wW1XqLi7oaTj/Ie0vcnk9zxy0IvDzldfnLJQMcmi9ns58/XkalP8mXUIgxA6h1VKlh4oL66nillurrU9+dfdg/q0xxwwMRi9tQX+S6iWWeRqbobUB/8qA9aRqvuXZtswxP1/QYYKFsEZkaG5K+8xPqI2M86GoAS/JL9gtgvL/vN3rHF4fjt/Txp1MQMqa925J+vNkQ5jIZE+97Zp3jq+9VbdFLfvnWfdK3/M+76QF2rAHYvFLLddR/245Bt6DvwSUJ9qp6kmjD0nCWBJ/URsZ9PNAAl+GX2n+zX1vos8ikM5Yux4I8fr8Ru2itX8PXLeEynGIdfVg8d9dQnUsHioL6r/6oj8y74cm13WxJ0t4KC/vf6QGUA0YyzZj8msb5W9vOQaBdRnw37xVBf2WZm7xeK6YiI36ICvyz0EtTQ3PdbrZcrjfjL23tsh3vF+u6e0aaCBao5IaO+qzx07zaat0Q76scS4dRXegSgPyW0kE9CfbvPbCemPuvx4pNol7Oft0R7JfUZsJ/iwQAGpdGYAp7ca0BsO37JfkGNykIvqxHtSuz349/XqA4HUB9qcikW9muXaMcA1Ff/hEKZdrsCnnunMxtIq6lRnx39TvCaFa6z3MQVZeprl2i3Zz9XiXYp9Rn4ljgkKlIfHLzdZV6iwWZOXk941DMrdtzYAmn4ZL+2XmHhqfantic4nBLme31QSNAdjCWkvot/22UKh90qWG7UJ+Y+k43i0pfMpNWmoD6ETSgr6mvvgq9YX7jR7CTaPQzUdNmv29sv4jJMBy6e/cKdnfOOXxZ6CWK/yTA5P1noZdu2bTtPvL2dzjawlGiv+DIe0ynEzqhe6tuk1LeVqQ9Vw9kv0S6iPsEYOFGffo6uvLovGrndsEGUr+1O6hNe9tsHoL6K1VAKiXa4HRwUJgwa1GfUFzkqO7EfQyg4MltO9puIDLLQizCULzP9f/zVdQgUh1KhvuoU5iR1epkK1j31od1oKCno9dlJtrj/3LDHX1dcMqjI9EAaM4SlXG7soMx+GI/6+gu9sIn1NbIfhUQ7nMvFoueLmhLtUPf2ePYjCZ4Ha/KXl/2CGpqFXpL9Zvy8vZ/v7wj1o165Apt0yvuyn6weeo1EO8RGk1VMiaW+ltypx3lwh3ww8AodaTXddRY19iNBPjn19Wh9jkN9N+0ikWhHsECk6Oi0fikXNDp8Jpj3xjmIk79kP8VZtg7/5GW/7PX151+XTT9zsb6v37xNp6Aw/Jon+zSor/BFAfUZRVlRAU8Z9cGH+gRkxcN+wgKelUbjqZEfPOOEQBst0a4xVGVde3eJ9hjPa6kOQFLAE5xVp8AVDQ7u5C/PoQbZItlvavfBkvt+L2/v5/nnrJJN0uFOfRV5MA372Uq0o5P6LhNAK+pryQ3QaLT+ap9wKFHQnOLCc8bJOxQaV/uo7+HUHhofy0d9RaMhkPrYEoYw6kO/t8engAwCuh/twy/gnoVebtqVYJxLBno2WcBmP1/ePlxoUk5cnSTaG9IpxM+oFrG+KurDdl0HpbmAZ8txRnPq+/RAqyUDEfUxxGx26guNqxp7fft9DzET9eE+TI1GfUaFXkL2+tDj7fEJJKJDwXf7HCNkfsl+EeyXl/1m79iCI/zvy5vFSPNJtDe4tGGRT0vqqwaYTVLa21GiXfx7TNQXVo4Rg1BfkJn6d9drlP22j2qaQ1Pfr4adlyd+OSTaGdgv8IQnPKnPMjcIoZlv9jky3U/2m5R/kEU+xey3wPT/UN7TeivMlfo0XNrm+Ksn9WFTEuurOyCrIdYHaRk8VAa6furTOCVsEHU1xPrgR33uobV/xtXa4Tf7sUq0NxgN3+2AburbAqhPl/1AcK8PntSnYD7mcr7HIClvFnoJamju+63Wy9l7/UfMXcRM4pcRHfUpOb1YGgm9ubhYoh391Ff3RRWJ9t7EyUoW8s/A0bGfEvVtnW7pMXnIqU9IO8NItOO7HfAJ+caSaIeCdS4f1iXRbuvt3Mkj/Ly6ZJ9jnJQ32S+oUVnoZTWinZr9zhNa7Bcs0d7Qdt9CL2ES7WiCKwiOQmtKtDdQHxQ97XHgiNjPUqK9W+GQDWAagbb+y/t/W9DQDVPhRrs4OIDf1NdHv70S7f5pTOGAmZpYX0djXKgPJn+DqFBwD37JfuMl70jDJ/u19QqLTbVPpz1bExMKiXbE+PPjMzQl2tuMBjn11f8rg1if2SWuq4GjYD9tsb42owkQyvltoiHR3u48mIb6toKqHolEe0ya0FgdYDdrElirThGHghrwmzKJnyv1zyKfuWRgyH7zfi42/YQ2GEqivaGjXd/Ql2iXG01Poh2M1LeV7iNtXUZTUMGyitmW1Ff5ZDROFft3kco6i0TXXrDOwnypT0h9uEC+UahPYYlQ/IjdrC/uYcqG5mDl2I/fOTJbTvZbA52y0IuQ/Zba9NsFfeaSaI9jPzvq6wWYay5SMIWhRHub0aBJff3+YBQzbCTaNYxG8EJRkm2o17UvVyn6LgU4gFhfJfV9n3qhEu3WXte9ymEr0R7gVzavTHg5tgD8tjzwOWIenOyXfU/2e/icJ97Ps+EdxSjRHuT0qH3r7AHUV+nAhGJ9agADPeoLYj80UN/mZzSCF4qlWF/py+W90KpN2nGp76NTjinRDifn9CjlQuZdYHZsMfgl+9HnwfBsaF72S+Kd5fPPv69X76i7ooG8Eu1WIytgPw+JdhH1PfZAcrbXnfrqg72TbEMI++GMX2fRpz7zPG8PM9ofLx+M+go1V65nraiuLA/1VTpud22veQt42mi1IMA+h2fLMiGdwRbJflO7D5bZ93t7P/9u+j2h1QAS7aHsRy3Rjq65/OciTxVSelNfUdnPgvpc2e+vt6N5xtlRH7xmnzTP89koxn1xx3M46hOvs6DKaGzUZz+5XamP48AnokNBg1MNV9wlOiHNy36JyQvaZFKb/d70u+IYQuqjnQ3U1LcV8rRq6rv+M1OJ9oZcHD7U5xQOUBwvz9313ZD6+gxpJtansTh1kr4x2qkP1+HgwWi01AfJdJE4bsBeXyj7aUq0w8Y+veA3oExisl+iU/a9rWOLjPDb+/n+ft7bYDqJ9gaXhiRJF+fiu3Mu3iXRDin1SUaiz3mwNUm000XKCIn22iQWEmU/IzPRUB+KAwdFA/lTH66TKVwp+w1HfZdDrVGWJOyEZxD7wXpQ6ozT5lSHabMy+0/2Y7VTFvkUst/0m36ozPA3aol2Z/aLFesTwRVk874s0Q5G6iv+oFEReasDn8VSLqCivjD2s5RobwhTKA4cE/sJqa8QDipP+YVItPd4HVwc14j6gpITELh2j0cdZAM9ThqeRT5z32+1Xs7Y69+bfqgPrPQS7T7uAIxEfdKu8oj1dSwZmFGfFfs9FPBEmNHK53Vd2Q8E9Hu5QgZL21BQX2WPxpJoVziqCLvRpr0MCYJHdxrnYOp0st9ojcpCL6sR7Yy9/t+Pl2JHUbPGv89AfaI0fjiJdmXqQxz1PQ3ebdO0pcM02a9KtgE2RnvytPCY6CXR3ham7q5gBb4xZBLtj9T3ONpjUd+me0dNeSaIjQY/m9n+JAyMowB+yX7jJe9Iwyf7tfUKC/T6PPHy9l42AUzTSiuJdjt/5pFoj6G+v1+ko76//+B22EyH/QRifdiZqM/DkL4S7Zv64lTIG0Mm1lfyNFTfXGOQaI/JXpSrA7QbDf42C2A/FY8auqonQXjJy37pNguy33Sff/59uU8BJpVob8jQz860cgrqu1ZR2Hgk2uFDfVo5utAfYGO09tE0PPBJI9Z3T30PdRfh7VEa1Fdv9d0qQfeI89pyBLAYOIJsDp4/CUPq6wC/zJaT/eZxhiz0Igzl0/Ua2F7e3osnXwTFqzEw9T0O7rWwWrREewz1XU4TS7G+2nG6uI+E6LKwN18SU5+p0do9zYT9GCXaiwPHwn5iiXYd6sOQ1GfDfjHUFwBirj+p6FQHm32HRJAs9JKFXpL9Bv983PSrGOVBJNp14fii8UxifR3I10R9zW3zBRiOsrDfv1T29go7wNhoTRVJdW0ZKtEupb4q9oukvvpmXcaCvWavD0NSn8EAQWvgOFIyhuHUdapjeHsk+8kalexn0Pos8jlB77D9fHmr6/+AYn2d/ozLVeJJqK9+Ul8f6fKRaG8wGjxzUBn7KYj1gVCiXe/iFLNEOxptY+2LhtQnaMKwpVygGQGg4O0D2Mw2GYKVfY5Nc6zXZr8JgSbZb3Gng/B/j/358fO1wh6zU9/3Ng4n0d4/a9Exli3U1/nlskQ73wsAihLt6DSaBZ5onHk7eamvM1W288deifY26rs4mrtytfcW9jOhvoBDozZvqNNkKWGm4i7RCWle9luc/dacSnPZ7N+XR/arvCGxD0x9H1t6R31Veta8Yn1boRPjUd9tOkXGfuVTgk0AAyrq0wOY2rPl1hLtqmHK7LKfvmxDDfU5AIxzXuNe6MXQaAEr+XAJBSTgt57KYrJfflbCxoWKfP77862w3F6ywUwS7d9a9rzzgEeAqT5wHkF9dVPYl/oMJNpB5FOS91GdHbBZSrS7vgk+DZzx2XLLMOVa6CWY+vC9DUwxHW7OK04YzFEZ7hPY6LC3tp2OWPtm9j8h+w2/6ZdFPoWhfMUDnwtQ33Wr9+opQ5WLb88OrEB98TUYiypYiIkVJW8HldH0rQP5hLsaOLOz5fZhyoP9TCTaRdT36wEnAuebfkLiUuTTaYMU/r2nKXBqDn5bXvYbMQ9O9su+q6bOU3xe3t6fN/3EhSXGpL72bGgveAeBbMPlv5695EpCfbRB8BpqtIzWoexn5mmQTLiyHQRd46G+KvazSo77Jdp3QRvK5/HANwtj2A+VuJ7p241jq7bsmM1myX4kjcpCL6sR7US9/t+Pn032GEesT0R9d0fparN2MFPf1Y7fLnPzyyOvOxf1xb0AIJgErUbDwzqLs6fVW3wQiXZ99jNR+jYS66tpAxX7geAJl/HR/80H/x5D37FV23fQeVsiiKststBLsl9rMjfvvt/7ibe3d6E9JqW+X10TNLiYVlbWTImhvs//fyv1ffyfVrl4115fBPvda7514PZ+9a14gRClPK/EtEbUFxOmoGg0O4l2aYKeOW8pYQDvTgyD+J/b4t2sVT0J5kFe9ku3SZsM+/m/ez33r/aYT6L9WypU1ewHOzxm+XaX+uqrufRRX8P08ZVoh6tDtUu0txkNbNQHeZ63S5jWWaJd1QJNl/28JdpFCTrDph+oHoWPRot89cE/KELBsW3aelC7XSbJo7MfFh7CLPQydCcf9dzlw8+8Rlwl1oeGXhNItEv+gyiPvk2v62QinKnPcZKiyCqXMcNVrsB3rw9C6tuqmZZMot2e/Qgk2p9mXCD7WYgIKrEfxQYpnGzWYD7nxbsjtLMLQFiyXxZ6SfYb8/Pj52uFtEPtm3546mvxjUvTEEu07/Kk1SUXv5NoZ3eoGrHHHYpGe1BBCDnhiV7qu3hMlES7CftpUx9iqC+Q/cD7ZAAs2QGfzE1IqZtjPC9M9huuoXnZbzXCnYj95OA0NfWh3h2Kj0Us9cGN+qBHfa05aERcQlEu4653dSmZSNmPhPq+NlJCfaNJtLfaplHpm1ai3Zn94Oa8bdTHKAUMgt9pj+F9rT8msGum4QPYItlvNdabotcvb+/v76ck2x1NtqFhrw/NTr9f/mcKiXYB9Yly8bMzFzehPssZinq5jG+9gxLAXJYjspOFFFlcSH1bNdPya4o+nKoTK33TUp8z+zFXmcFlueMt/LIf/H9SPYZ3/PUR0d/12C8PfC7OfmsuHUxhs9oqL4XUaU6xvpZO7VdpIHipD6LU7SYHRXMuLpNoJ4hqqJfLENFOm9FgvrjQkQe32WETKvvxUF9jOs4i0Y5hcjieH/pmNBb2ixhMmHhU6zMWqeqZ7MfBfolIU3dsyl6eJ15eG6u8zCzRLuva9aU+V+VsSQV4iMDxOXGHIvXRhiYVo3WXWd2vcIJCtgHXawlNhzbR4jwc1Cco9MIl0a7TV3BOXt2fKxstPmFA2G/j2bG9fODg8ZXM/udnv+E3/bLIpzCUT9Hrf/59bTDGgLINu41Lk4n13WePxQubnecPwUh9epO0jvpQY7QKZT8eifbaPLhgk449T0ipDzR7fVXsxyjRTsV+kdjUYzQaTYcgz2fYPT5IfGUVCMtCL1nkc7VezsF+P15E/R9VrM/JQ6yKvClT34eXtcRooRLtPD7VoXAIMReVqQ/hxilpnHSfdMUAEu2N7DeTRLsF+0UelNQ0GlgaHhgNAjp2LGTyZD+SRmWhl9WIdvxe11d5AVAlAjEH9ckLvcBmZQBG1Hfd5DbqQ12/I6gP7Q4ll2ivEnuECvVFx59G2QbVJQM+6nsYFZxXTSORaGdgP44LmR1GC9h4A4ElC4e9AwL4QTDN12O/MZL3LPSS7NfYK8y47/e/Hz8F6QLh/ozRXp+E/WDz/lUQ63sEmCoJtUcLg5H6WscAIrsX7VAv+9Eh0R5yr9+Q+jaJW9Z7O0OUujrDSiXRHvuapR84NvZrLyZrZZ949luzuEv4CyHZL90mbTJa97D9fHkTvPmosgfTE56o/JbJ+1eF+jRz8Ycvg1eiHd0OJTAaDBUON2h6mBX1QcfTIKY+2lfGh4Wzjz3jk2jXmVywm57OQ9dkNA/2A4Fhr0rdBLPfETrNM0lemP2w8BBmoZcxPz9+vpaOcdYUMZuT+uo6yivRXg8wMgm1TbIxaCbWZ8TwIrt3GO1J2c/P07Sp76PFuiXaMSL1fW3kt4WzXxw3kWxDD/sRvj3RbzQ4+VZcQ8rGiWS/I26aLw9hyX5Z6CXZb7TPpaxfMbjHX8YARzUXkzmhI9YnAhiBhBqBRLvnMoKOwmF9Wc6SQAjCoy4UZpzceSpCLa1DbSoKh0Oc8GxjP95SYZpG8yj05Wtk2hh+BE3zTMPHyoOT/Qxan0U+B/y8vZ9fZP0egjsiK0tI0kqT2YCe2o5h1LdVZ9jNl7julP00Jdq141KIwiHqqI8h6sZQXw1eEBecupNor7ysOdC9Pin7Eb8xNXbXTQ58DlLAM2zT74jyl2S/JTkv2W8Fp4Pwfw/2+SjrV5UuIKayhCv1XY0szOZEGPV9+lZnLg5e2Qb4UN+dHb58GSrUZ5puFXG9fsbtRsp+GKvM8LdJe3fiN1ai3Zr9eM+FATaYBgvrukeGtgKnDmnpr3YdgY6T7Mc9sR0bujL7rbl0MDr7/XiR5ejeiUUE9T3naLVj3yIALNH9EioQ1D9CWrARjNRXegH0G63aDuYS7VCfcP0zTqPaJyakvj+FXrjF+tZKDmHaVQTaDKbRIJj9/mtXVvVM9uNgv/S4qTs2WS9f3t7f3t5JRxqiXNw5L0An+xmK9Rnl4g9fBm8OikCjXf6rEvVpT0forLNAx2jEpYUrotTdUg1mor7HTb+FqE8tYYDV0NhRnx/7fWzXEetB+Un2m8IZkEU+xaF88F7/78cL4yiTlHLB4xyB2hyLor4mCbWrL2Oj3XlAm0R7w5erFA7hlIP253lt6yyQLBk8M8No1HdLv/iyTEIm0a7LfmNRH7QEBhH2x0rP4i1w+vnxB5/rrwphWegli3yu1svBe/3jw2W/jnxnOuqr/WeIsuD6BzdKtFel15cZdq/Gw2gFPDfVPc+ab+5XgAgjZ9Wgvs429Soc4hyR+i67c6VWP41EOy7j1GjUZ/NCFxX6GqSaS4yDfW/Xwej6yX7L2iILvaxGtCP3+uXt/f39ZGE/NupDzRhXsR+1RDtEl9lK1Ef5Fixa30LXfhNwsuJeX89BDasZ1019zNfWqmyGYj6PDdNQXxGcOHNiVHmf6h072M5gtecq1Qeykbq9ylAOOtdfnP3GSN6z0EuyX3son2nfT3zg0ygv49zrQ83oouU/g4P6tv3qP7aJ9XFNA6DE8MHUt5VqmPhGXXjPODn1EW4/SGZG4RFX50HHpb5B3oO11GeTMITZDP4eBZMZx7jjN2sSP9fkz0IvuWSQNrn8/PNvKPtRS7TbHFsylWgX8KG6RDvLNAFEDN9vNBn1hccnX+rb2/f6qHa2+m2Gv+ssmIn6uFdDxdSnfdkPdr/THRkMPAomM47rjl9my8l+EzpDFnoRhvKRe/36dr5JD3xq9TlQtuEJoSSFChRE2PTF+kQgJ1T2Kx8NYqhWIgKufrXx2sd+kQ5DmH2cqa/Wh1kdSmlt6uMJz//Yb5pkeoMsAAAgAElEQVS9PlCOXPNen32hF3iOjrdHQWXS3Tz14PL+hLBkv1wISPYb7fN/LQc+J6E+pe6h51vB1Hf3eyOVcgkwWvVIwzo1Ro1xAILddfG9PhB6lMRmlxLt4JZobxhMMvYrSrRHKJMH72TDfx0BPTPusWkH6RzINmWRz7zstxrhjtxr7wOfY1EfNJzeWaK9Qa6g4u5RRboQNg2ejQZdo9XaAbL6PiZRFzEz7nvGO4dEu4T6Sk+oO/U7kkQ7DftBVJ7ZanKiFpADHHu4OsyfbHewz4Rkv5Vtkey3GusN2+vXt/NVLOnemrKFS7Q37PVB/6mMEu3opL6waVBrNKgYTeBl8Dz0BSrqq8p4AU6H0ohSKLDuXtuzkaiPhv10qM/ARpHlj+HvVNCZcVdPPShrPyX7jQU0WeQz3UbPJsPa7J9/X1veCIDG90nE+mAystTUt1WikTBdcLzDIlU4VLBwvRVOb2OhcuB230mH3uDhG1c1LvVVWB13PRuP+ijahYbQbtlN9LdCcch8nQq9M67wOTI9pZ6pedkvPW72js3Uy//9+Gk70oNJtDd8qyq0+Em0S6lv2/Tu9blUrWvTukCz0bpzUF8XZ77UBxA6lBH14X4WYibqi9v0M5FtUKpUwnDUEyfIfKWF+jZeOYfkiGS/SZwBWeRTzH7D9vo88e/Lm9Uoj059DexX3WNzsb7ax14o+3XkoMY6VT1GQ4PR2nJQRFmKg/oU8jzP0Gq21/dwDhxDUB+aVclh3zQzsT6FWy+InnF/6gNFn3dViQYHb6qVBz7Hy4OT/bLvSr0cttc/X97OhnVBoOkLo1GfKAkp9xik1HfxldHKADhLtFfmoO7shxmpzz60Gp7wvG96wBUsY8v7sp+5RDs0/w7eM264Osy14Jfsl+zH3ags9LIa0Q7b6//vn6YDnyhWlpiN+qoKW+K+xzAHmO7ClVDJGEymgY5sA+qN1p2D+rIfUOrd4NTn3zY16ntmP0xDfb7sZ059rQ9E+X/Bz6sZLjZBNxoc7KlWst9gyXsWekn2a+wVJtr3a1F3uAzkBLINm8VeX5XsGO57jADdOaFEOwhChxH1XfyRAvJh6xWk0xDINOmdSQ7K8TZRkmjvfQKvWh/1fUNwNvixWQiccQTs1+PrR1LNMPM4L/ul26RNBvk0qjt8CeccYn1Wrz7Rvk6pmgsr9dFOE31Uhhr1hYeLC6VveM+4pxyUjv00xPpEExHFgWO4DaZrastNv16JdktTVAr7wGPG8WQu+Pvi6/v1Y4BULLPlZL95nCELvQhD+djqDh01sMeSaFf5gcssZxdVczGWaG+gPhCEDmujgauAZ+Os49hdr2gbEfvpUJ/4CSgah439TM56q4gkBO1lof8rcJ9xROynsqjIWtVzgOQvL/sl++XoJ/vdfVov+40p0W7xe/tWqmV/9XcuEu0i6mNyYF+FQzvqMznweUd9CB84WLkUDDxqt6a+T3/JcQXLOFJqs1+wRLvqRppjOd/4lAzQ+cljmAQz2W+8PDjZz+JluyThjtlroOmy3zVojCDR3vxLD0CB+3QTttRXm5nepQuhl/00FA43ibKfHfWZsN+zRDsCYwg43wROEu1txgHBGwPWT4PmjHMWR+8FT8MDn6PVYdYEv2S/ZD/uRiX7rcZ6Y/b69e18eX1vMUNcYQnv1eCqDBL3AAMByAVJtAexn5LWhUDBwpj6lNmvVrbBPf5cXDi0aFNbXV6KUi7nfesj3xjweSZ0ZhxHKRd0mEOznC9lPgbV7h6DJZjJfoMBTRb5TLfRs8mYNvvxs/qy3/Wdt6mprxasngEGqiAn2o9oHF/70OGucOhDfWrsJxPrc5wErtsO0oybo4BnzU/EFODgvY/DRH3ob4ImDFWss4RlJtA+63sEd2iRhHUlcMgin4mNWh2bppf/7/9+DjGm3NSHaodxkWgPydFFzONMfaLEneEsXgPBILBhlg2qP2NHR30gYr+AyijomnGxs1BhgHQSBoUYbncgBvo/OUhxl+SIZL8JnQFZ5FMcyoft9f/9eGlxhPh1f6q9PlRYjZv6vIp8euvax1Bf+6YfYFKoxpf6vNmPda+Pg/3CKqOgccYxLDUi3u608pgV9mn8yYPGnUdPefOyX1BDs8jnar0cs9dv7+e/L28tg+iyoQRWD8P18BdBrjrB6dV4aD8aBH+j2dKvoBrHBthXvXj8Uhf1mV5f6BGAsbQlj0S7vOnTvYuF7Mcu0Y7IcaAt5WL65j/4nDrZb4bsPwu9OLV+jUIvc/T658vb2/vZ0hHLlxOoqA8KAFOhoxct0W552Y+C+lCdgPqyXxnXd/fh03UqyxDhLdF+bZz2UjfWB4spznpf/hPYqU+nPY0P06c+qM04wPAnD2LXTvabLHnPQi/Jfu2hfI59v//78fL3ZSNTL4Ov5yF85CU9/rp9B2bqs2Q/V137+wfAM/euevipKNGunjGS7DzAhvr6ngCGE4EDvH9RNeN4L5O7sp/VjOu/LQjznzwGdfBpk/i5Uv8s9JKTK23y5fO/f14aO6f9ogKt5SGlvutnVH8Z3tRnM4yuEu01D4AP9VU5LaBdnlSvT0pOpX/gM1SivcE47pf9wDDv66MfMfVpoz08Zpy+VwAeP3mM4+aZLSf7ze0MWehFGMrH7PUJ3BV68RppP4n2tpdfbStoJNpDB9NDor3tAeAq4Il2gjFvGxv7UUu0M7BfuF8XDnxSSLQ32MxrW9dj8U5RHtPgJwes6jlA8peX/ZL9cvST/Yqft/fz39e36LyO0YeA/n1NGCn7maQL0DGaBv32UR+c7/UJrAnUa364Dl+XdJhxjBhDrK+J/aZ64V5kVydna1FXftR6Jvgd2VCRx7T5yWNYf0/2Gzr7T/azyCOWJNxxC72cp26aPwH1yVuEOu/wkmgPgIfSUxzF+oouFa+khmvx4z18+CwTUJsQMQb1PTdMb2WJ7o2Iwv3akTIbs0IvNussNu8+489hPYjJfmmKLYt8JvuZst64hV7cT4SMI9vQwH6lw470Eu1QMRqaemdMfaEvgJsCnrFH/uwTUO0QMRj1wepQIee7Bt+RFjwNRugPwmnGtfcc7sHomMf9k/0GA5os8pluo2eTMW32//7vpyf7DUZ9stbdAUxd8AmivnZ4KOW7jhLtNdQXxH6Psg1R7EctHTYD9VVi0lRv5jFkG/zs/OkRJ0Dbf0RUHDqcBzQT1pXBIYt8JjZqdWyaXroVehmS+mrb+AwweP7yRQI6y9EgV7E+hoqCCmJ9NtPR0aPE8cHqklEY9akWeiGnPngghV8youeLvzwKlFZAkMbI+MVdkiOS/SZ0BmSRTzH7jdnr9xP//HxpNQb6nGkE6mtsKYdYn820Zaa+8NBUrg+0h08Ad6dSEoFG3SPMJdrj2I83ofqwznJx0pOTd/zYj1ke07hpsAO/PPBJ3KYs9JJFPlfr5Zi9fn07f7y8Go0yiF3E7M3Xq+wXli5A12jGEu1S6ov0qN1jGoCK+mr7h/7HcEi0W4VAYuq7birB4RgQPAVgOiX0KI/p+DnAMb7Jfutk/1noxSvsLUm0Y/b65fXdosjnVNTXpeyHwg4pn0Q7FKmv/gf2zgcIqA/+HrX7tQhU1PfcP8Ma8hTU9xwIEeSu+tT363PG94FBLPGPU9HdEHGMBMVfOjRskey3bhquZIss9JLs19grTFTkU5f92CXarfwZjw7DS303ZCU+GlRfJtWR+sxmKHgiJSidqr/XIocior4JX6ByiXYsZbPPTkXDfvDf60MR/DK5nnlG5GW/dJu0yTjs11h/DJXwO75EOxT+AMzUp0k1qMgKgyTa4WmfsOuaNPWBoGOUGqVNqgKeFd3dMQv1Rbfcak1RrIRev/bnHsZBMfcPPUOAbXLkJ9lvFmfIQi+bLJQP2+v/75+fZ/d22PClXHpdGk+ZKT31qV0Iwa3JDGQb3EOT1rjp1xUBq863SrnFkaiv2OK9BLTjUp8q6bMkGtUlc8tOFX3FD4ENwTX4zZkf5oHPZL9cCEj2G+3zz78vPcaYnPoE5rjLTEGdo/9tIpzvYLlRn7dTQe1Llb93EgYgpVKPGJH6Lrq+1wPtWNTnzn7wHrpej3Iv5xv+NsY1+G152S/Zb2775GW/1Qh3WIGH//342fZ6WYX6Gp9WyPRoT3ieRg/eWagPnk7lx36/PYoy/fCtpEtFfU/txYbJJNpd2I/h+mCdR8Uc+CR0qkN7CJP9kv2IG5XsNzvrzdHr9xM/fr622AIgNIHJm09D2e/kl2jXb52lRLtjXAKsfgy9AwfO+IMm3fLpqA/bhr3sUZzhoIX6XNiPr5QLF/sxnTxFEfzmTK6T/QZL3rPIZ7pNo00wi81e3t7rxf0+nb0CqDofItBVk5n+ShdI8zyrMbSXaLePan31gWzZ7yIHJVWQDqA+klI3N9S38bFfcZ0FUztVfbLYpwtk2gWA1HyHTWMyPWW1Ul72W9lt1rzsN+zn5bWK/cpJwQL3+qqe/1DKhc1hXHNjEol2UBqnn/o4PMzw9TqUbMMHZ0fRqZjYD/1Xtvf/v72zjdk1q+r7de3zTCnjFByoQxsxemhTITR1rNX0xYEPLcb4ASHpBwIFE5X2g9CYIn6wGoKxTQuloSpfRElHg05ILFMipHFoFGa0BgYZTCcDkniwjrUcK1OGc56X+231w3PmzPNy3/d17evaL2uv9bsSEmbmfq57r7XX2nv97r33f+eKSFEQzZLiXqAs+1FG/jhVif2Cl/oQjoD97AQD7Bc5lDdr9WK5Xq7X0f0p3dZ7fG0CjER/QvPVYVJSHS/rZX0ZhqZEzsmy6NfaZX1FtVBVLvTJzqDSwX7ZqC9BAIiCmJay9wLlGsOlQlCFbI1hw6fiNiH0gsinNysbFvlc7mK/fVe0V19kEKXhsLVc0HFSZYfT+jyuUEV9pSMqMfsN16Aap/pC7Kd2e+e+ptVfpI29on3CuCEZkye3fzZKTypOCXYpHVQhZ2NgP9hPcaMQevFGtLbYb/jX4Er1lpQXxxtdxu+pQSsrTsTcuZCvEK5MfVLyd4Q07Bdxbq3aNfI126SY+rqBQ771fu1IcKhv7P7taGFcRWoukjI/Esn5ai6PRou7wH4gSG1fIPQC+00fyi2t+603mwjqqzQRiejNBhm6HqFa20tTX8RighTfilQwqOayXzTViKqEyP5lmqVctNJ6SeqLe7US5EsaVCnZT+vO0y36QKHakMBT3Usc9iNsHPjEjI9uHC02+36jluooVl+nfXaNXqHOi6K++e3beoO9qivapWRQzZAHndYyqZ4KeRokifxThPrGeqD4Yb/s1CfF8yQp9WVoVhr2SxDsUi6iQpHGKCu9qJZhPzvBgNBLLAE0bNjXDk8222eY+rrRKna5DK88KDt6uOtQ357qbY4FW2+wV0V9F5qm9S4E1fpAtWYC0eWffnzG6WC/Qmt98Rs+VV/Wp0CgNFmwS5GIGrnih8in5TbBfgi9WDfM0iLg1w5PLk2B9Q83qi2Dt20N0lLlxEm5zL/Zr9YV7dqDKnopeC7V5JzKKq/oSAr/lKa+UexnhPri2a+BK9ql+HCQb5iSzBE1Hvw6DvvBfrb9w2E/b4Rrh/3G6ql7ob5Ryw712W869U1r4uhCWAnyyabm8LDnQ2moRirZkLlNDVzRnryITlGgz6W+Pn5nuEz9V9qoL01DJ2741PuL514jQsFRAfaD/RQ3CvazznqWrH6G/aLO8mQxWOPMN2rZoSb7RVDfnk4e2cSBolAUUp/aCWAjUvYLC79s3t1uouL+uxnUNzCiZrnpO99lfTKht7PfbJ6F+jIE/wg532xzn2QLqgngZ7O4hv0aK94R+SRs0g3lzbNfZUrT+3vnRtRmVBz1zWxiH5EZGrd3amI/GZD/bxPXchTolRrU51jrO29U6m199aivuaAq0eKx7Jd94pMMQTUZ/AwKvVDEq+8ZRD7LjBZO2a/lZwr7pfOB5nN94wyVwmkRd0V7MgHPMW9WfKhPNAWVvmlXFDQoj9xiomBPOEImZb+MV7TL3ABoda2vCPtJKamfTNTXTVjxQ+gFcLDMfoh8emO/xq2OZr8U03qFK9qnlQuiKOhzXdsQewfgzsv6pHbHqeilrRF1oQbVE/saYDSn3GJ56ivEfhmlXOZxo2hZ+a+oUiQTh6na6T2+40INx7LhU3GbEHpB5BP2s89+eQr0JsuFEof9Ml7W188tCqWrf9eFpqCSMRGlYcOnhmMPJeUW4who7o9TGUU+i1/RHkF9CoYCUaWaK3WHKRkbUVG4Hio5FvaD/RQ3CqEXiNc4+039Jbw56ktxbbvMbZgO6htfgyqkvhoTgEgpqY9qV+/N+gabAp7j2G/6Td8NUF+1STFZRGUQ+WxUwDMl+MF+FKQKfIHQC+w3fSh3v+4Xf/al0bW+quw35Yr2kaVbFuqT4h2nc1watexQi/1aOoKVs605qS+LZXqpT1SknNqCYSNKGpLmJ4igx7M8irzEYT/CxoFPvGu9xHy6qSvas2TDlDpv5mV9UcVfl+qKdgXnHmuPatF3pZQas8s2S9LU6HlaXIT6Uh720059VUf49NSX7rBf/WtKUu/XCJUdq630olqG/ewEA0IvkYa1b/XXDk/Wm/QH/tqQcplraJG7LvJRXzf2nndJcE1EAudMDCrRFFRlxwwNvwFPPIKVuukF1/oSsF+CK9q7Imt9la48UiuZq2gZUpJRXzd/xQ+RT8ttgv0QerFumL1FwJtHi9V6k7CXLVBfIndEbEtMckV7FPVdbuJE6ivQcYpHh6FCOO9IKUW+ZWqbZmVcOgOK7/Cc1StpLuvLszNcRv1UJAUzTlEZc/nHqdrCx8mG8aDgrB6H/WA/xQ3lsJ83wm3f6sPjZQz7qVGvzl0ulDrsl+uyvj7GzLnUJ9k6TvFgL5IlaGZbVzsLpVMj5VL3XF9sUqm4or2PzEQpORpoUCna7xx1V7nM//Eu6EA32A/2U9wo2M8669mzOgn7GVzry89+lanv9NkkKRckQ8fpHZNFJGPQzLBOh5TLpnqv9bmDaqDp0RKvKq5o7yc5TcqMBkonGNn7Y3Ddw35JtmwENUML7Oe3DE/kC0Q+CZuJPhGLPjs8Xp4sVtPmumauaK+UDbLDhSqoT7bCQ/0TdYkjSlJGlMQXwmXYTwxkXAofVaW+UUbJSOqbafP8K9p1jO1FqS9KimiEwKlUC7Q0W/VDKlMMCr1QxKvvGUQ+S3Shz8N+Jp6T5TqC/c6LmNmkvrGdHf2J0pf1dRFF4bxiIdGdaJI7g1soQKOrPFUZV+2OtTxXtCdt+nn2a+3ahpHflWookApJN/LykdHLulJ8MJB0vwaF4o4FsnBFm+yHyKc39jNh9clyfXyyGu0MsU996dhPHfVtL0brH6rLGFRSLKJKL/qpXOurwH7KDvUNs58F6svGfjUnmMETHqI0KSV1nRvSGsVhP8ttQugFkU/Yr8FnsVrfPFqM8sVGcT9VqBhGHfYrfUV7TEtFwaE6Q3uGy7GfKBh/dvinKPv1GiNK9lboVqgvA/vV/1lRUg5TUqjJkvzrgz50g/1gP8WNQugF4m3wWW/k5tFisxkh4KmvTs+1NShFGb8pf1nfuNc+uzWoMjwozVDJeY3gzJ21Gvag7/VPoTappL59HpCt5Ncu9SVlPy2bSWSmf4pmZ6bt3kElusF+lOEzfYHQC+w3fSg3ue633siN3ex3/vYyRQYruOVJ9lONqKS+DAEskR1XMI6kZFBlZD9J+C61STfOLsXUtz3jziadmKG+ZKOB3kk0vmmF2E+yyY8HreUdVKPVSxz2I2wc+MSqj24cLZarzfDMp+R3da23PF3wkAyWbhWpr4az9G3LTRtUxUtpKZdx4/yTd8NnC9QnOzPu9u9BOq9oLx7v6qhPnnXO1KZlZ7+xw/ik7w65etpeeUq1DPvZCQaEXiINM2T10cnyLPvtnvlqn6QpVi7En+mXrWNNlWsbRpYLUtBZojGDy9egku3DOjIuC/v1La31Sbf3sj6ZmfW5L+ubG82SIajKdd3sdknW1mVtSMibEwCP1TbBfgi9WDfM8CLg0cmtK/4UHORppVyQgXJKM/UV7FAvqrBJN3wWvyUwlXMSs1/fWlBJt9lFfWN90wT1TWU/1Ve0S2bflKG+SV8fsprCYT/Yz7J/OOznjXANWT3qmodK07bWW55k/xXt6UUdElJfygAWvdS3W91UihTCEz4kib+wcMYla1OD1Dck4DmYk81d0S5Ro4Fi6ksTvOk3fJa5vDPkTmrYD/az3CjYzzrrGbZ6sVofHg9d81D+jmRROprJrlM7/bZ3qL2iPRv7aSnzpGREzWU/yfKFhTMuQZt6KQswKQv0MzkZdZVDS1IucexX54r2WOrL4I55mlEipc7ghCJJDfuBIJWnfhxP2CQbyg35bL2Rrx2eDEzSJY9F1S0XJtzy1G97R7Er2mOpLxv76SrzpGRETWc/yfiFjWTc2QyQTm9Ejcm43X0sZqivkYiKGMYl8QggCSMq28gQ0r4u2zBFearVSxz28xw2Pg/7mXtuHC1W6031nlZRMQzf8nTmQFI/bw7va1BfBmdprPREfQ2qYNpN55/p7+m3vaZB6pOBULREfbJnKGjw2oba7JdyDB/3plAtToAsXGGG/RD59MZ+5qw+Olkulqu9zsgpYqZqa9DwyoPouqK9ZtrqrfRko+sawW1bA+vWwVLeCcNJIO2u9Y1jPxtrfbJ9FG+P+vKwXx3qG92QkNkoTS9wUe5z2K9SQxH5hP0af06W66OTZYXUaa5c6LvB0zxTRB0iqa/+lCy7zz1ao5pk7CdFv7Cwf+LeufPaBr36/4M7PAfYz9QOT7kcUS2f66sh8plrv8bQW0O2pIb9YD9nvkDoBeJt/FmtNzePFjuLwgz1hdpbnrrhaxtkf0UfJ+pQmPpmB3Ab1zYomwASl8Yy0TnV1W66li7r25tx44+A93Ef3/4Gbef65PIwLsqGghj/lBX5rLhLP+RJatiPNqn1BUIvsN/0odz8ut9GZN+Rv6RVRptrfZcBMSYn9FDfLHjQmwYXg0oN+2UpjaW9jBt1RbumgSGG+oYxV2a/QRsqXwoqUTMU1C8YqlGfJAS/DpFPH0W8rZ5B6IXkSugTDz46OlkuVuus02l7whuTtmkNizpUpL6U5ZSK3tweVArYT0p/YcWMk3h+ySS3mI36ZCTjX7L57C9FNqhvY+vahiJCL4WGcUkIfh0in1TLsJ/hYEDoJdIwo1afLFa7b/mbvSdG7S1P0dQnY6NHLfVJVMcpzYSBHYzKbgmRGv6pPmBGX9Eu1UeDyb8jyE6bJVLApvAV7ROCSt+VRyLJgzfZK4r+eCcJwY/auA2TOOwH+9H7WQxzsgi485Y/jcISOYN3YK1vhDklr2jPlrZ6j2CpvUZwt2tLbvis4R8ZlUNSQG6xPPU989E+IsGjqE9Dxp0LKk3sl8A/SdnvzB5vqbBlQxKCH4f9YD8L1T/sl6H1PrjXzwbQG0eL5eVtn1Nn1/aob37396NfXvGyvmF4UJr8YyOqxobPclAjCjNOBqlP8fA+e8/w/l+LxqR0W1e0i5LRQGMJJ2p26Z/6J1T0C+wH+1luFOxnnfX8EO/xYrXlpof4ObZV6hslXiDbS7d+dHRUv6JdkpRTZUfZqIgq3LTCLRKFGScJqK/CGkkq6pP9d7zEnobUS3062E/Z9HJ20a9q0y6JVIdEdkFasF+jxTsin7DfRKvEU6qt1psbR5e2fY6eznRd0T6h0yZoMvYxX5T8ivaU8KA0+adEVClVBYmPrOTdp0TDM0FEFT0VlXmt70I5bob66rdNYf0mZyOq5r0b51W6Q13XGBR6MVnE2+oZRD5JrozsZ9hy2brtc8RSVnMCnnvL+VEv62O+TrGA5+QtvXprUFETUTm/Xg31SZoCvcRmZ8lDfbL/oOeY05DNUF+lX0Nz+SfBvsRN9cHhlnOSrfhRWlItw37GgwGRz0j2s57+F7d9DilbmqK+kfs1m762QVLVUjmvMBCl+xGmzSyS2jnK1vokTYGed3dOisv6Jmj/nmW/3sRanxQeCjL7R+YHVV254y22hLp+0fICF+U+h/201AKQP+zX9HO67XO92Qzaa4f6IgpemRE6tanvdgtEb/63tme4KPuJ1A+ffsc2Zx1yi9mob+ANQ0fjWrqiXQv7KbiZMjqoil6rsmODcajoF9gP9vPiCw77QbzG7JPu8Hh5slztmYFtUp+Mqf/GsZ/mK9rN39wgJSOqEPs965x63de3h+sTrmiPpb7hXhEz1FeK/RTcTDk+qCqcEJHEF7jDfrCfzeIcoRfYb6JV4m/dr+u6xXJ983ixEbk8z7R3Rfv80O0j/lI0U1/KAJZ0DUu9g1FKvik7+10SXlJFfUpn0oxSLvHcKOc9ZlHNJeFooLkykDEFQy3q6xKf8UPk00MRb6tnEHohuRL6xKGPNhu5ebRYrtdnZxujl/XtrW3jr2gXzdSnbOjIFVFF9eWKH3osG1AjrmjXtVpbTsBzz3/rz/0XUUM1CX5nyXd6po5GyqiI2juMF2K/Qf+E8q7RMghTLeOKwuyH0Iu3sHaT/scntxVfBOrb94odqzJKqU8UDB25f0dQVtyKNv/Mo7580NYg9V36RL/lv2wsLfRlCICawS7xEVW2Jhi5UFxf1dN+pcSGT9iPHwI6hF6MP6v15muHJ6vVxhf19fvX+kbtvlO91lddaMbGSdGYv5CE/inivMjL+uqzXz3qO/O5rQKeCobP/BuqZUbblOZ8zBgumbJzvHNCMb+09ALYj+of9svReh8U5HkD6NHJ8vjsZQ+2qS/qdTsO9W307/Csd9ivEPVJsT9KzH5Tr1arSH31x8Ta1LfzDbfvW6u5ppUj4yTVaKB0OpnTY+nkfCM+HMr4BfaD/ZTXwYh8wn4ZrfLEfqv15ubRyUbNQk1e6htZxu+Vcqla542rGGqwX9G1Pon7bHA3hwYAACAASURBVIFBUBL6J5sjJ1FfujbFay2qob6LQaRAmidnxsn80UDt3C8z3ZFCzjfu86FgN7vHC9ivseIdkU/YL91Q7inVRLrDo8Wzlz00Eakyda1PpnxAagh8zyoXyrJfhR2eUtAN89hvivBGBnf284OqYIZnvqJ91htkm/h/aUeqPZst+qhP5lBfYvab4JygISGzDVNQjVYvcdiPsHHIfs6e5Wp983ixWm8aiFGJqW2jvkm2xkb9Xwbq1VIj5C9E6W4UDUk93TnpWt+nob5yEF3kivYJb9h9r31Z9iuRcTJtKNA728/ek5ugYJjmn1C8p32XlhSDsJ+dYEDkM3IoF3c5LiLHi9XxYqU6OmdS356XyFYEbPbahiIin5VXHqTYoDVl0U+tgOfUoCrBfgWvaI9+w74OLcV+5YJKYocC1ZNbkntqKgzjClU9U48KbPhU3CaEXhD5hP0c9PJqvblxVG7pL8EV7f0cNZd9VY7EXfKlifrys1/6K9q1D1dx7JfAObNfkOGK9rzsp+qK9otjweAh3wLrcIUzbjT7tXFFuxQfDlL4J9ToZtiPMlx1HYzQS6HW++Red+x3y+DjxeroZCmqvJtWwFMGikIZUS1Kod7Qx0B6Cj19p70l79Vq8wgowREsyeZc3QKeY94oWW/6VnLSR1qhvi36QEmDf7Sc76yvDJW6GfajIG2rOEfoBfabPpS7X/e7ZfB6IzePFsvV2iD17UW+8/VbNfZLVk6lFnpRt9AnJZN11KFHqZYnA9Sndi5qh/oqzJP6VtelCeorUzDsH8Pn+ydUSUioxmYRb6tnEHohuRL6xLuPzkxWJ8v14fFyvZGaUZiD+rr9a32VMypxOZWO/ZRu7yyqrlH80GPkK/NTX+L1zAapr9xhv/oZJ6WGqTLUl/qwn2R2TtDQ06VGBb2/KVIke2c/hF68hbW4zvONyNHJMqHoixbqu/T+HVeHSeG00FtOyUZvvIqGNkj1MaPUWl8y9mt2ra8E+2n5nUX0Ni2O+vKwX9aM0y7uYrxSYsMn7McPAR1CL057+VT0ZTlb9EUX9Y0tFwp1f8ZbsOafwbjVMlEYqhquERTJOWaMe1fZHZ7zz0vJdu5rZodnXqEXXWgll/2jsyYudsXnzl950vZbqNjNTb4A9qP6h/1ytN4HBXHY7/K/O1msbh4vJu/8LHFF+4RGjFL7zn7YT0Rv0rch4FlJ6WvPEayS7FfjXN8cedB2rmjPiyDtZJzcco6Che0ULs8j8pm830KVbob9YL+Gqn9EPmG/jFbBfl0n0k3b+Vn6sr7Rbx59y1NG9itU5sm0tonONJDKGTrq0GMB9utrqrlMuxBwh9aiisv6Ys1Pf+mL3t9ZNnonxRp3rl5ShsvQhFDFl5AW7Nd48Y7IJ+w3fSiH/bb+61s7P0drfqqmvnQ9Kyl9rCLpd9SgiisDKZkcm3xRMfJdvYagml+gb1qkvlGdJV2SjFM7FbRMfWk3fOZBz1DLo7WLQ6hGq5c47EfYOGQ/guSZ52S5vnk8cNu74ivau/hbntILvSiWctkvIi8aI7Jg06oV6KKN+qLye7eUy8jXZL+iPakHItmvAerT92uoVNark7P+Se6LUNGvlJZUy7Cf0WBA5DOS/TwKvcieguB4sTo8Xm5kdkWg4dqGshKedco8GdMwUZv/0tVvmohUb062K9rz9clQxsk0m+d6TbLKPI5mv2bW+kTPUJBimU0Sjgbpn5ZUPZM7FuDR2yaEXhD5hP189/JG5PB4ebxYbSYf/C8o4NnNVl5IkhM1yzxJVceIskgsUwdPOfSYdsOnvivaB5Ni3O8s0iL1jWK//RHV2A5P0TAUSKng3eccybzIUBX8EHqB/Vqr/hF6KdR6n9zLYb9Lz2q9OTxeLpbrtqmviNBL/TJP5lOf7pyTTHkguYImil9EX0TtO3cpc7NeO/UNs590DWZc3F5vKRhqUip4Rzon1wmRoDWpYT/a1EqhgNAL7DfRKmHdb1yBslitbxwNHPyrRX1jtwZlZj8tlZ4kqUGlUmMrNG3+ocf5Leq3vas94Q2D1Del91ulvqqjgWgQlxri3lRNDBoymBbYL+Jt9QxCLyRXQp9499HoWuBksTo8HoF/Wq5oz5IN2+o8ZTW6JKlBs98Wl0N3Iyn1FRoe+m1fqCmiLtS+4o/6Ig77NU99dSrN+md2REbGvw3w6xD5pFqG/QwHA0IvkYYJeb5vdjzFv/VW/BPF1DfW0LhPqF6Wmds4qRxtOV+R9gjW5BfpO9e3z764K9r7Hf9S8xXt89hP86G+eYd8JadnpavUdaODJ3ELGxZ3MV4pseET9uOHgA6hF3p5+zR5vFgdHS83Gxl+iR7qy4DBajs0UQ0qtWNNAxJn2fC574p2leVHAurb9WFtl/VNYz9Ll/WVYr9COzxlvn8koSPUgB+H/WA/C9U/7Jeh9T4oiMN+sX+xETk6Wd7Cv4aoL9FhP+1rfebVuWSGc6oEzRgskhyeSlWgb/utdf4KfxvUN2TERul4kHSvt2QIqspDj9S4JT6oymzYD/Zrq/pH5BP2y2gV7Dce/xaXLv3rFa/1zS7jtYLV+R2MomDoyJpPU1T7pFrQjKc+ZePPmWBPscIvQ9yol/q2t/h2UIm60SB5fkmGoGrFP8kO+ynb6onQC+zXfPGOyCfsl24oh/1G4t/mPP4VvqK9bDwnBquk1JcngEXFK2a/t8yhR4nnl51HsDSsZY2Xchmf+JJGykXFWt/54UAUjQZqJ91Kv5vJfP+kYb+gsE9qD+5QjVYvcdiPsHHIfgRJPP6tx1/8ENOExOXCJKGXC+WCpjpPdEZFV0AhtL5/JvPLUAEqdccCicjCPqbL5q31abjXfos+kBr2S+YfST4UVA7o2T8ZJCgYVIq7sDBAtQz7mQ0GRD4jh3KPQi+zbN5s5HixOjxeLFdrvdQ3if30/ogukj9tRe+wITP8U8qaRgQ8hzJu6/jQR1LfeF/2Op22WxJWAfsl9o8kHAoU9Nym5iCgGPzq18Zs+FTcJoReEPmE/ejlEcXHYrk+PF4sl+uZXy2Vj9TJ/nKqenQMU0099mtQw3OWTf3uWwymF+h6rlbbKm04R8olfl+smu2dojPos/hHkgwFag71Fd440gz4IfQC+7VW/SP0Uqj1PrmXw36T8W+1vnm0WCxXk6mves8OXvlWk0pH9pRUyBgNY7KUKoS72OvK098okQz5xp3riz/Nq/eK9mkZJ9ooR4recSNRQaVrTpOU7oh9meIVP9gP9mu+OEfoBfabPpRzwUPCly1Xm5tHi+OTpcQsnGm65UkU5kQc1RQUepH6GZz4ivZBEzNSX0Gfprmsb+Yb+iaoT1cWVJK6kVlB1TYST2c/3Vs9Efn0UMTb6hmEXkiuhD7x7qPUs+V6I4fHy6OTS+ovFalvb09XAKtM1FeQ/RTobpSRcpGJBJT3RomS1CezWj5+U6xe6hu61b1VqkkWfnqpL7VW8fj3qT/jh8gnlSDsZzYYEHqJNEzI8wTPs+ovp8f/qlPfroEj/neAYo2urVEpelNESjunj/GUZpH97a0fYDaZGCwWqE8F+xV1TuSGT+1rfZXuqbEp7mK8UmLDJ+zHDwEdQi/08tz5+PT438lydeHyd8Xlgg49QdHwk43Say/LUp/0MZ5K0DTJlOVzLuvbSz6z94i2sMOzmtBLBeeMzvs2dngmZb+RL2sB/DjsB/tZqP5hvwyt90FBHPbL+vrVenN6+99qs6lcLsgYi2tudExDNVIkTSoW6KWa0o/+so10Cm6UyEF9uz894bq/S1dsN3euryQAVXPOEPvV1mGO9E9xkc9GVvxgP9ivteofkU/YL6NVsF/qZ7ORk8Xq5vFiuVpL1bsbZPaOzmx1nihJ+stvUbfWl79B/fh4SE6jKQMhEbN1MvsNOqjmfERJBD0UFfnUt9dbMnNunHOkXgk4+M3tbPVE6AX2a754R+QT9ks3lMN+eZ7lanN0sjxerNYbqWOlykW19DsY07Gf0h2eOZvVj/6yXDSaJkpHU9+0K9onvEEUUZ/aGqGxk6L6Z6qyQi+hpfIBoRcYvbWeQeST5CozlBMkaZ/TBcDD4+ViWW4BcMwFXSk/UZH6rJV6Uixg4whI9KZjHPWNb9D8Q32bdqmvhNCLlsFgS3W1UdBxFSe3sQVDaKyiYGGAahn2MxsMiHxGDuUehV5K23zrBODJcrXKWFVs2RqkRsIzI/XNntBFQSYM+Cdp0/qYbxKpFzRDyJeB+nbbPEHKpaqb5mVcXvbT9ROQXP4doe5QUL2EG/WK4K2C4LCf5TYh9ILIJ+xHL+eZ0Rer9eHx8iTDFtAZ5UL2w37Z1/ok1d9V2ZcrJddC+xivSBmhxylXOea+ol3mUl/loSan9OqcH1dF5Q5PuRxUUqnj1E1wMgR+oBvsB/uZaBSH/SBe4/bWNHh9ZgvoJgUBzr7lKSP7FaIaaTLkI5yTorl9zJdJSXEoifpsbuo7/w/Wrm1Iw35TzqApnmXi7rXXPylJyr/f+rKD8x/ouyae2S2t/wJ9PnHSJjW+yOmcth0/r/U2g04u31jcO061K3337S998d9+yYu+42Uvrt6Y0Pd93z31taPPffHPfucPvvTU00cpy4VRPSuDcocToqPouT6JJJvayR/tnHlN66Pb1mdu0ZR3laK+KW/Y3p9lx9WSGSd6TorONUQUjAbaC4Z+N/j5Yj+oxqyXtPZMUfYjbKz7xK2PXvrN3/DBn3n9PXffpbN5v/yxz/y7+39rzHbQCJ32vmhG1ZFykci9jPWGjon+mdq0SWfcig8PMngAMdW1DSPfEOGBgVX3Io7MkHS7my5d14+1rA3qqzcdZvFPAnP2sV+IHldVFULV/lqlrxB6Ue8KhF5KGCAuw9pH+r/0m7/hoff9c7XU13Xdm77vO37hJ/7p4C7QuHKhoMinbgHP+vk/yz/xfxq1LDNhGbJ0gV6I+kYnhYxbdW+P+oaaPk7oRfO1DTJ8c6Pk7zjNRezOVwTPAIHIp+U2wX4IvVg3zJvQy5XQf/BnXq+/nd/9bd/yvf/gW0/PAa7Wm1LlQpIDh6I2bUVB/hf2z7zNeFLaU6KK+obti+jMfLN0dn2g6UIv7V3WJyWHgvz+Scp+MgR+7VQQCL3Afhaqf9gvQ+t9cK8r9nvF332J5rW+s89P/dA/7rputd4sluvD4+XxYrV+hgCTX9A1/kOimfoG4EFB06ToPqEUR7Dqs5+CK9olDdWI1ojKglDNXtFehP2k4Fp5jpc1qOoJ+8F+jVf/iHzCfhmtsst+3/Y3/3orTb3n7rue+5w7bv/jZiMny/Xh8fLoZLlar6cfEsvGfop2eKbZFJH8yg0plsFJr2ivyX7ZLuuLfYNEOq2d3xHG+itO5LNV6ivCftLYDLtll1CwUD4ILYD9Wi/eBcfDfnOGcg+p9je+6a821NoXPv/OrUXDcrU5XqyOTpYny2eXAUvGs2imvvNNFB2HfdP7R/ZRX+oatAL75byife4bpndmQvZXlnFihvqy43qLhfPFVxwMfdqFyGdx1TTPvIPI5652EUIk10SfOHfQW9/94E/98D+5vQv04ceuferxP3nbG15x+wPv+eAnv+vl33TfvVcnvPz6Uzfe8FO/duNosesD73rr901782Yji826W637vrsSQgj9lRBSZEPcJ9SquYiCoSOjc7Y1LQP1VSrQtzq+JvXdatBcpyUpFuv03LDIZ9fktQ0jbU0hlCnVjE8r8nlgp+Ti9i+qZdjPbDDMMMBsIuxlPzfp/9q33//oE09+8rPXHnrfm++5+66HH7v2xnc8cHqbwin7veeDn3zvA49cCf2vvPN1sYR2/akbr3rLL37l6cM9n3njOx6Y8OYL9cRqvenWXdetQ99fudKHEELfZ2U/7dSXLICnvyi7c843LSf1lbvZT/FlfSLSVw2o6hm3j/0kvkOUUl8e9qs8UiZlv4MyX+iDDrjVXXGbmoli2A/bYT+/z0Zks5Ku23RdF/o+hP5K6EMIyYNeOr1rRqnvopvyIrUCnlP7rQT7yfkTfmeWlatT36nTEoXU1Nco+J1le9NFMfZN3+GZjv1UjJTpJvSDztJTH91gP9hPcaPaJgHW9LF6y/Phd//A2a2e99179Vfe+bqzWz1P/8+0rZ733H3XQz//w5m2eo6CwLWs1l3Xrfu+C31/JYQrV0KSMv60Bu1Vxmz9uaJYoSdd1xfb4ZmX/STq6HriaxvGO63amKh6df12F/a6xgSZf8h/Nvsp6rfZW9dP//6gzLfBfhR/lOGjfZHTObCf6fDZ8rutg1T7ube/5uw/3nfv1Qskdva83yT2e7OG4mwtst6su9W6u70YeGVwMXBb4aOhCh5f5KdpYsRbSq/1jW6aSCE/THD5PimXvib1ZbwaPY48ldKDiNJ5MqeUS9RoYK9giFjxc8R+UI1ZL3HYj7Bx4BN8ZP55djGwP8OBIzaFXi5A9USL5E36ccxTZYfniKala1f6Dh8Q8LzwhfWpr+iGT5ULfbulbp4Reukrt0+62vGuFPlS9M1B3fFCp2sMinxSCcJ+doIBoZdIw0h/6wPa2U2hpxx4Wym078/wRd5COA/1FRw6ap7r25/BompAiaG+ScCW5A17nVaI/UTvgtEOqZu+/piQfq0vfsOn6oW+2X1zUPoLoQNMqt4m2A+hF+uGsQjo+dmIdNKtN+vb/+ZKCH3f3/qfytgtlbY7X1SyRq99bUOyDZ9jqU/2XhpdmvoKsZ9i6tshddNrGAok03vHs18D2zvnBe9B6S9sp7zjsB/sZ9k/HPbzRriwn+PfMtabzYUPnarFhND3XR9CXys6REfaqqC+bQZma9dc9ou+tiFmDTE/9WVnP/XUN+zh8mNC3ivax7FfM4f6ZnSPLVVP2A/2a7z6R+QT9svoE9jP9WR3UdRhLXJ64eHtJ/Td6Yrg6VXyIfS5W10jbS/4QdO1DecNzNy06ew38bK+cWuIpagv45jYgIDnOXfvkPIsK/IpBbZ7D7GfOSmXlOCH0AvsB4IU8wUin7Df1KI28R22ip6HH7v2F1891Naqf/h3vvn0VolGB9GN3KpZz24Tvf1cCX3XdafbRaWTmftGpWba3ha30HdZ3zMGFmnaFPabdUX7/i8sTX1ZHNkO9e31sBSdMaQTvf4xVwEdlP5Cj8UhVKPVSxz2I2ys+8Sqg378Zz/65PWvji63C/ng537s+1/zypcrzoZZn3hmeXBffdT3XX+GBk9lZi48k+6jz1Dmla3z+ph+1CsJMof69kdYNepLueGzTerbVnGcNSrzAFo03nf8GtrqWt+kvjko/YVO2Y9qGVdoZT9EPr2xn7f0l5i70uwPaHldIXKu9t1sL+k2BSmq0IuqkmKJb+qbNK14m/oGR4z9w8Iz/8XOAGpsJ0x820OSkPEwmVpzlFh0s/EoFvcewPaJhonzHvcc4fHuEEcdSmSMdYIYz0dxH1DiKEvElpGRbQ+dk0fafwHs56wuFPceKNR6n7WfO/YTehb2I0NhP8bEab4R+/nlhf0OUnybF6EXRD7dtkmNLxB6ydN6H0IvnfU9n899zh0vfP6dez7wF08fHZ0sHQ4cEz7UQHRkEPl0PBkmu9zP+1TfsF3tjwkEZRHw6xD5JKoseInDfoSNA58Y9tELnnfnQ+97835RzetP3XjVW37xK08fkg1GMgr2a3oIVef47Le6NzxwFBF6oWQoYE5I94XtuKaynWLJIdZKpTbaxWG/DAaIy7A2ZPUg9XVdd8/ddz308z98JbgReinwCUZ/Z00TIsG4mwYO+4nx3ra/4TMwGmAnu+1hP34I8MN+VoVe/sW//fWRH7twa7nvR7CAsS/WCRz2c85+1kPeOPsdpP7Cvg2/cNivga6r1KZmVv+54CFD631sFzW5AfTRJ5581Y/8wku/5Z49n/n8l65//o//vOu6rud2h7EfcrPhEwPTBQ3lR/ORuW/Pp/S2Es7ZBQ8Hnc8H9oP9WhusbZ/1gP0q+8SE1Z//4z+/xXXD/hDYD/ZryVDYjzoA9oP9Ujwhg/Pa6Wb3LWih99h+s8cXguOztF7sh4+QalzwYCwnRNFb2h+T2fOJXRRnNvsmuA4GhF4YXlrrGSGESK587EeQ+DUUoRfYD+vyNAihl1ZttXnY7yDbF7q44MHgSjC7G9S7otwFD80HwwwDzCbCxcv9LB32+9HXfffb/tkrp/2t/Zsehju3/aBPZgF7PrsKGz4Nu5sLHlq11eBhv5DzC73QgTVHseGzvShG5BPbJxpmRuRzDvV1z9z08ILnbb///bnPuePF9zx/8B6I+z/6mQ985NOGg14cpS0r4h0bPlO2CZHPVm21tu7nVdwlKc8j9GK5TQi9IPTCkOj7+c2f/aGXXX3R6f9/+LFrH/r4Hzz6xJNPXv/q5U8++sSTjz7x5Dve/9CL73n+X3z1sM2eReiFDE0dNJQfpqMRoZe2zDkgVWA/Bl8TuZzTObCf6fA5/U2w9T2f733gka7rkm/1fMHz7rxNfV3X3Xfv1fvuvXr6+d94+Inf/v0/+twX/+zyX23FQtivtbmCDZ+wHzOplTGBoCwCfr7Yj6gy6yUO+xE2DnxiwEfvfeCRU/yb+Gy74OGeu79u62fvufuuH3z1d/7gq7+z67onrn35Y7/7hUc+96XPfuFPG7gdPkVPw36wn7Mxm8N+zg/72THnAP+laqnByVRp18F+NdgPoRdvPOwRlrfY/Mf/5/8N/tnLrr7oZVdf9LY3vKLruocfu/abv/eHv/c//9fYGwWVZoMHKRjYj1kC9oP9xttqZMPnAaMBdtJ1sB/BAPt1JhcBZ/fy0cnyiWtfPrvbc/9zey9o13UPfuLxd/zCQ80qhSLyydgX7QQO+zlnP+shb4H9DhrLFvXN5LCf5TY1k/KwX4bW+6j9mma/Fzzvzld8+9WRH/78l65vWZQTubzh82O/+4Xx4Hf2ec0rX/7C59/5xnc8oHH/J4f9HOEY7Af7FWI/hF60m4OqJ+wH+xkYrBH5hP0y+qQRq1/wvDsfet+b77n7rvF/8tq33//oE08Ost9/+x9fON3GOeG5796r3/6t37jlW2C/xoYsNnzCfn5+ToD97LJfznv8dpBmO0zsvAUt9B73LO3xheD4LK0X++HT6D1GD/yb10dRX9d1H373Dzz3OXds88c5g7/4J/93cquuP3Xjs1/4U9uTnZvL/cS6gSm/zPrlfthFcQb4wX7+JlOnw4u04gtCiORKx37qn9f961+9/tSNqD957dvvPzpZDjpkvZGHH7s2rVU/9p8+ql3nU4p8gqGDUc2UddzqPnCruxgPv4btO6jhP0Q+mw19zrfrdgVCLyUMQOhF5fOVpw9f9SPvn3vG75y9z9r8oY//wW3JlpHP9adufP+P3a/3Qr+4zkXopQVXlGta8Q2fht2NyGertrZq30HD2WJ/VOCwn+I2IfSCyCfsp4/9HvzE4zmcEXtI78FPPP6j//EjDdzply7oPQm98CNox2E/2G8M+1kP+SaNDGx6Gujm1l+gzyd22iSdd19w2I8h0bi9twyOXbi7/6OfaYz6UpzbEgKYCSBriyg/WotGsZ9f7ZkYKjXbkdAL7EdE1fYFQi+w30Sr5LKVOqz+ay/8K4XZ7wMf+fT4P/rwu9709172YovZAPupNxT2g9g1Nd1BcdaYiaFesxH5ZKhr30sIvRA2DnyixEf//VNfvP3//9UbXnEllNpjI9J13W///h9F/ZFd9ms/o2C/podQhF4aCjgXQi+NPQfnjOnL+w+hlzZ9pbTrajQLoReEXmyyX6/N6rMH7e679+qXPvITKU/07Xj+/f2/9eT1r3adfO6Lfxb7tx9+15te++O/rPQSv+md60EKpv38p2Ro0T6EXlq1tSX7DhgNsBOTYD+CAdv3G6ZB6OXJ61/9wEc+9YOv/q7b/+Y1r3x57i/9zBNP/uffeLST7itPH15/6kb0VYEtsp+HoEfopbg3EXpxzn7WQ74ZI8PFZtfxXyPd3PoLXHQdQi+VGsphPwfFXXWrf/oXPz75Sr1pz/f8/b/1jL3yKx/7/QlvaG/PJ4f9bGas+qCh/Gg+Mvft+UToRSX4dRx4gf0YfE0N1oh8wn4ZrSpu9Xojr//JX33rux+Mvat98nPfvVef+5w7Tv//I9uY8wMf+fR7PvhJ2M8x+3HYD/ajhob9mgmAg+2WcNhPb0u53M9WRFXwRU7ntO34+md5lftEyfaWBz/x+IOfePy5z7njhc+/s8DXLZar0//z+B99+cJ/euLal3/6lz5+enPD297wiv3s96q3vH/flfEWB1E3l/tx2C/iy6zv+cQuirPmwA/2014ckjhavcRhP8LGuk/0OOjoZBl7vd78b3z4sWv33Xv19r953U/+2in1vfeBRwbZ72ff9urv+Ze/ZCsbEHqB/bAuT4MQemnVVu32hX3GVPBfOz3twk7PJllzRbkLHsRxF4qLsBbH6f+Wdz27y/S1P/7LX3n68PZ/eu8Dj+zf8/nCr/86i9kgneOMb8YVouubrI8ZHPZzfsGDavsO9PkPkc82HcWGz/aiGJFPbJ9omAaRzyrPV54+fNWPvP8l3/iCz/7h/z5d6zv77F/3m6YNYyDo3Wz47NgyMN4JiHxaDyhEPpUaecAI1iy6wX6wn+JGcdiPIdEu+91a6Ou3GLyL/R5+7NrPfeh33JbxntgPA2E/auhh30hvyzvtsF8YtqSC89rp5tZf4KL32Ie6xxeC47O03oHIp/je89l1XSfbDb685/Phx6698R0PXF4htJUNiHyqNxSRT39zkeamO5gxNJoYVDZb6FOopnkvcdiPsHHgE+8+2s1+b/0P//X0NOB7PvjJtqkvXU/DfrCfszGbw37OD/tpfA7GGoPIZ56WGhT5VNp1iHzuaReH/TIY4OOwnxurox1yeufEldA3j3wRnYvIZwuGUjK0aB8in63aqs6+oNt/XuYHTKJ3a7cLS29a1AAAE1pJREFUkU9sn2iY+w2f+/6jHeob27mIfDL2RTuBW92tB5Q4yhL1Ip9Bd8BJ6yHdzAtcdJ3gijoN5bCft+KOw37U+k3nhDjvItgP9ivKfmI/vxSZGHwEHOzH3An76Z/6YT9DPoH9XE92sJ96Q2E/6gDYzyX7BfVxi8gn7MfgW8wXiHzCfhOtElIN9jOWE7Af7EcJg2XmntBCzyDySeK07yUO+xE2DtmPIPFrqOAs2A/rsjQIkc9WbVVhX2gk5rywH0IvTEKW2U8cdyFCL15yHJwx1P0ehF5E1zeJ+7SB/WA/feBH1azaTjZ8Km4TQi+IfMJ+9DLuaMhbiHw2zX4IvTTIftZDvrKRwV/AeUA32A/2U9woDvsxJBq3l0U/2I8Mhf0YEyf6BqEXleDXseET9mPwtT00IfQC+020Slj3g/1gv7YMhf0gdk1NdzCAVjMxtNZshF4Y6tr3Eof9CBsHPvHuI9jPWEbBfk0PoQi9NBRwLg77VXtCg8Yg9NKsr4SMhP3MYAFCL5GGeQRB2C/pJ4gKZ01D6AX2M93bdewLrrMFOzEJV8B+9H42wxB6wVhT7kDopbg3OeznnP2sh3wFI0OzASeth3QzL3DRdQi9VGooh/28FXcc9qPWbzonEHqB/WC/guyH0ItK8Ov49Qr2Y/A1lTuIfMJ+Ga2C/VxPdrCfekNhP+oA2M8u+4WW4xaRT9iPwbeYLxD5hP0mWiWkGuxnLCdgP9iPEgbL2nxC4z2DyCeJ076XOOxH2DhkP4LEr6EIvcB+WJenQQi9tGprOftC+7mEyCcjL65on/0Q+fTGfh6FXsAZQ93vQehFdH0TIp+wH+ynD/yomlXbyYZPxW1C6AWRT9iPXsYdDXkLkc+m2Q+hlwbZz3rIlzAyqI1bJn7YD/Zz5wsO+zEkGreXRT/YjwyF/RgTJ/oGoReV4Nex4RP2Y/C1PTQh9AL7TbRKWPeD/WC/tgyF/SB2TU13MIDmNTEYijmEXhjq2vcSh/0IGwc+8e4j2M9YRsF+TQ+hCL00FHAuDvvlfYKtXELopVlfCRkJ+4EFXg770eMIvST+BFHhrGkIvcB+pns7o32BbMFOTMIVsJ+i1iP0Qo7Dfn47lImwY8Mn7Af75bMvNBG3NsOcw36uBl+zgzXsB/slspLDftT6TecEQi+wH+xXlv2s51cWI0MrccswCvvBfkz9sJ/xIQ/2cz3ZwX7qDYX9qAM0sR8inyrBr+OwH+zH4Gt7aELkE/abaJWQarCfsZyA/WA/ShgsU/wEuz2DyCeJ076XOOxH2DhkP4LEr6EIvcB+WJenQRz2a9XWxPYF07mEyCcjL65on/3EcRci9OIlx8EZQ93vQehFdH0TIp+wH+ynD/yomlXbyYZPxW1C6IULHmA/ehl3NOQtRD6bZj+EXhpkP+shn8zI0GLcMvHDfrCfO19w2I8h0bi9LPrBfmQo7MeYONE3CL2oBL+ODZ+wH4Ov7aEJoRfYb6JVwrof7Af7tWUo7Aexa2q6gwE0gYnBR8wh9MJQ176XOOxH2Dj0CexHNsB+sF8tPyD00lDAuTjsl+AJloyB/WxOpuIpI2E/MMCd7Yh8eo1yRD5hP/IH9oP94myda595cRePEwQin/Qu7Gez/xB6IcdhP78dCvt1bPiE/WC/mfaF1uPWZphz2M/V4Gt2sIb9YL9EVrLh0/XDYT8e2A/2i2M/6yE/3chgIG4dj2ywH+zn1Rewn7chD/ajjIf9WPSD/aihx7EfIp8qwa/jsB/sx+Bre2hC5BP2m2iVkGqwn7GcgP1gP0oYLKv9BJc9g8gnidO+lzjsR9g4ZD+CxK+hCL3AfliXp0Ec9mvV1in2Ba+5hMgnIy+uaJ/9xHEXIvTiJcfBGUPdj9BL8W9C5BP2g/30gR9Vs2o72fCpuE0IvXDBA+xHL+OOhrwlREbL7IfQS4PsZz3k44wMxuKWiR/2g/3c+YLDfgyJxu1l0Q/2I0NhP8bEib5B6EUl+HVs+IT9GHxtD00IvcB+E60S1v1gP9ivLUNhvxY9bnLRz8uMMdbEYC9uYT985c5LHPYjbBz6BPYjG2A/2K+WHxD5bKjpLg77jX0CMYfQS8O+Eov9BPsxDWP7NsOAY4ReEn+CqHDWNIReYD/TvT3KPs/iLh4nCEQ+6V3YT3H/IfIZyX4IvcB+dCjsF/NNbPiE/ZyzX+jsxq3NMOewn6vB1+xgDftheyIr2fDp+uGwHw/sB/vFsZ/1kJcGwY+hEPZj8LWVO4h8Fmq9A6EX5gsO+8F+jRmK0At1gCb2cy7yGVrsNVIF9mPwbX9oQuQT9ptolZBqsJ+xnID9YD9KGCwr8gR6xi37kThmvcRhP8LGIfsRJH4NRegF9sO6PA3isF+rtkqb4Af75WwpQi9MQpbZTxx3IUIvXnIcnDHU/Qi9FP8mRD5hP4fsh6qna4Bgw6flNiH0gtAL7Ecv446GvEWHNs1+CL00yH7WQ17aBD+GQtXoBvvBfvMbBftlaL3PkZPDfpTxsB+LfrAfNfQ43zgUegnNWkKqwH4MvhTnsJ/DoLu46McFDwwcsB/sB/vlbVPbi37iuziTBsEP9tPeUqhGq5c47EfYOPQJ7Ec2wH6wXy0/IPLZmlHiqZsCMQf72ZxMhSCG/UAnr4f96GnXhiLyCfuRP3nsQ+ilVVulTfBjNMBOug728xgMgshnNPsh9AL70aGwX8w3seET9vPAfsFMrzGjctjP1+BrdrCG/bA9kZVs+HT9cNiPB/aD/eLYz3rIS9fkih9DIezH4GsodxB6KdR6B0IvzBcc9oP9GjMUoRfqAE3s50Dks9Gtnhz2g/0YfC0PTYLjYb9pVgmpBvsZywnYD/ajhMGydE+gZ2A/EseRlzjsR9g4ZD+CxK+hCL3AfliXp0Ec9mvT1kAuwX557ESxi8TRyn7iuAsRevGS4+CMoe5H6KX4NyHyCftZ7W1UPamb3NjJhs/2ehf2w3bYj17O7g6EXoiHvC5H6KVB9rMa8sFB8jKyNfsC2M9Z7gjsV6b1PkdODvtRxsN+LPrBftTQ43xjVeglNN/xbPiE/Rh8Kc5hP4LuklXCuh/sB/vBfrBf7ja1vegn3uZJE1s9YT/VLYVqtHqJw36EjUOfwH5kA+wH+9XyAyKfrRll77BfMNJjsF+2liL0AvtZZj8O+1k3DDhG6CXxJ4gKZ01D6MW6mzwJvZxZ8WNyZDTwZCfxDvsZCQZB5DOa/RB6gf3oUNgv5pvY8An72QO/jsN+lsOcw36uBl+zgzXsh+2JrGTDp+uHw348sB/sF8d+JsGPCoaRDfaD/bz6AqEXb0Me7EcZD/ux6Af7UUOPYz8z3gmXbGbdz26qwH4Mvs0ntOB42G+aVUKqwX7GcgL2g/0oYbBsHvjRM7AfvvLaTxz2I2wcsh9B4tdQhF5gP6zL0yAO+7UGfhx9hv2y2oliF4mjlf3EcRci9OIlx8EZqh3Yb/o3IfIJ+9kDP2ph6iZndrLhs73ehf2wHfajl7O7A6EX4iGvyxF6aZD9TIIfcxsjm+4XwH7OckdgvzKtR+TThf0s+sF+TRnKYT/qAE2+ado7YW+vI/RiN1VgPwZfEhr2cxR0EvnPsB/sB/sxAcB+bmfSAQhq1zK7K36wXwMthWq0eonDfs7Zz2cqwX4MorAf7FfLD4h8tmZUo5YF+z0G+2VrKUIvsJ9x9gORTBtG6CD0kvgTRIWzpiH0Yt1NBoVeAoHNaICdxDvsZzEYBJHPaPZD6AX2o0Nhv5hvYsMn7GcP/DoO+1kOcw77uRp8zQ7WsB+2J7KSDZ+uHw778cB+sF8c+5kEPyoYnAP7wX5efYHQi7chD/ajjIf9WPSD/aihx7FfW94JMTaz7mc3VWA/Bt/mExqhF9hvolVCqsF+xnIC9oP9KGGwbB740TOwH77y2k8c9iNsHLKfO3/Afkk/wdDBqGbKOjZ8GjnsF9zlGeyXraWIfDIJWWY/cdyFCL2Q57Cf386E/boKi36G3Q37NQV+1MLMps7sZMNne70L+2E77EcvZ3cHQi/EQ16XI/TSIPuZBD/mNpyj+wWwn7PcEdivTOsR+XRhP4t+sF9ThnLYjzpAk2/0eydM7XWEXuymCuzH4EtCw36Ogk4i/xn2Y+CA/ZgAYD+3M+kABCm3zOWKH+zXQEthP61t4rCfc/bzOR/Afn4rARPHAWG/podQRD5bM0qzZcF1j8F+2VoqDAmwn232I+JMG0boIPRijf3MR4VtbThEPhsKON3sF9z2GIMTdmIS7Oc1GASRz2j2Q+gF9qNDYb+Yb0LkE/azB34dh/0sO43Dfm10HUIvlRqKyKc3K9nw6fpB6IWnKvsh8tkg+5kEPyoYnAP7wX5efYHQi7chD/ajjIf9WPSD/aihx7GfQu+ERDaz7mc3VWA/Bt/mExqhF9hvolXCuh/sB/vBfrAfJYwVy1jxg/2aaClUo9VLHPYjbPAJ7EfPe4we2K+SHxB6aSjg9B32Cy6GANivdksNTqZUhrCfnWBA6GXAMCH9wRmqHdiP/IH92me/QGAzGmCnIZM47Af70fuwH71c2R0IvRAPeV2O0EuD7GcS/JjbcI7uF8B+5A7sl6P1iHy6sJ9FP9ivKUM57EcdoMk3SrwTMvQ6Qi92UwX2Y/AloWE/R0Enkf8M+zFwwH5MALCf25l0AII0WMaKH+zXXEthP61tYsOnc/bzOR/Afn4rARPHAWG/podQRD5bM6q6ZYEeg/0KtxTVNNjPOPsRcaYNI3QQerHGfuajwrbQCyKfDQWcAvYLHocABifsxCTYj8N+O1uPyGck+yH0AvvRobBfzDch8gn72QO/jsN+lp3GYb82ug6hl0oNReTTm5Vs+HT9IPTCU5X9EPlskP1Mgh8VDM6B/WA/r75A6MXbkAf7UcbDfiz6wX7U0OPYr5Z3Qn6bWfezmyqwH4Nv8wmN0AvsN9EqYd0P9oP9YD/YjxKmKctY8YP9Wm8pVKPVSxz2I2zwCexHz3uMHtivkh8Qemko4Cod9gvehwDYr3ZLDU6mVIawn51gQOhlwDAh/cEZqh3Yj/yB/Rphv1DqC6mFcZonO9nwCfsx+MF+9DJB36K36NDi3uSwn3P2Kwt+jCUMhQqcw2E/2M+yfzjs520I5LAfZTzsx6If7EcNPc43Jb0T6A7dcYvQC+wH+/mZ+mE/Q6wH+8F+sB/sB/ulbVPbi36iwbJQ9gvZ/g77OfMV7NdYzCLySdik8wns55r92o8O2A/2Yy4qaFQZy0JxV8J+sJ/3ydTpwMlhPyLOumGEDkIviT9BVBCwpqzjsF99oZdQw5VMjjjNk53EO+xnJBgEkc9o9kPoBfajQ2G/mG9C5BP2Kwh+TA6qmy9OnMNhP8ttQugFkU9vVrLh0/XDYT+equyHyGeD7FcW/MhwhkLYD/bzlzsIvRRqvQ+hF+/zBYf9YL+2DOWwH3WAJvbL6p1QrzuEdT/LqQL7Mfg2n9AIvcB+E60S1v1gP9gP9oP9KGH0WRaoBmE/uy0ljrV6icN+hA0+gf3oeY/RA/tV8gNCLw0FXM7DfqG2Kzn6DPt5mkypDGE/O8GA0MuAYUL6gzNUO7Af+QP7aWK/oMCV1MI4zZOdbPiE/Rj8YD96maBv0Vt0aHFvctjPOfuVBT/GEoZCBc7hsB/sZ9k/HPbzNgRy2I8yHvZj0Q/2o4Ye55vk3gl0R7Nxi9AL7Af7+Zn6YT9DrAf7wX6wH+wH+6VtU9uLflLMsqBmXzrb32E/Z76C/RqLWUQ+CZt0PoH9XLNf+9EB+8F+zEUFjUpoWegUnUmG/WA/75Op04GTw35EnHXDCB2EXhJ/gqggYE1Zx2G/QkIvQZkrmRxxmic7iXfYz0gwCCKf0eyH0AvsR4fCfjHfhMgn7JcM/DRFHEIvdp3GYb82uo7DfpUaisinNyvZ8On64bAfT1X2Q+SzQfZLBn7kL0Mh7EfAwH71G4XQi7chD/ajjIf9WPSD/aihx7HffO+EOGeXW/Rj3c9uqsB+DL7NJzRCL7DfRKuEdT/YD/aD/WA/SphKloXo11ENwn4WWkoca/USh/0IG3wC+9HzHqMH9qvkB4ReGgq42Yf9gmJXcvQZ9vM0mVIZwn52ggGhlwHDhPQHZ6h2YD/yB/Yrzn5hopdgPwYn7HRhEof9YD96H/ajlyu7A6EX4iGvyxF6aZD9koGfMi9x2I+JX/ELYD9yB/bL0XpEPl3Yz6If7NeUoRz2ow7Q5Jtp3gnTnU136I1bhF5gP9jPz9QP+xliPdgP9oP9YD/YL22b2l70k7SWhVmvY8Mn7GehpbCf3zI8kS8Q+SRs0vkE9nPNfu1HB+wH+zEXFTQq1rIw11GwH+xXu6WoplmOKA77EXHWDSN0EHrRWHYRFW77AJHPhroknv1CO65kcsRpnuwk3mE/I8EgiHxGs59HoRdwxlD3I/JZ/JsQ+YT9koEfIp+NN1+cOIfDfpbbhNALIp/erETk0/XDYT8io2oljshng+w3+Lz6u19GLvHw8PDw8PDw8PDwaHjC1x+cwsyZ57N9173z4Py/G/N870HXfe+Ov/vihX//5Svj3v9frnTdwR2XP3vjzPtu9OPb+s5w+tm/fOvvX7+jHQ//pa77xju2/7d/dMf47/v/9Evl83qaSWwAAAAASUVORK5CYII=)

We are one of the largest

providers of services to the UK

property and mortgage market

across a range of different,

complementary areas. We seek

to deliver sustainable, resilient

and profitable growth through

B2B services to mortgage

intermediaries and estate

agent franchisees, valuation

services to lenders and home

surveys direct to consumers.

LSL Property Services plc

Company Number: 5114014

For further information about our Group,

please visit our website: lslps.co.uk

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

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)

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

01

Contents

STRATEGIC REPORT

02 Highlights

04 Business Model and Strategy

08 Chair’s Statement

10 Group Chief Executive Officer’s Review

14 Financial and Divisional Reviews

26 Section 172 Statement and Stakeholder Engagement

34 Risk Management

39 Viability Statement

41 Sustainability Report

48 Non-Financial and Sustainability Information

49 TCFD and CFD Reporting

GOVERNANCE

60 The Board and Executive Team

64 Corporate Governance Report

72 Nominations Committee Report

77 Audit & Risk Committee Report

83 Directors’ Remuneration Report

99 Report of the Directors

103 Statement of Directors’ Responsibilities in Respect of

the Annual Report and Financial Statements

FINANCIAL STATEMENTS

104 Independent Auditor’s Report

113 Group Income Statement

114 Group Statement of Comprehensive Income

115 Group Balance Sheet

116 Group Statement of Cash Flows

117 Group Statement of Changes in Equity

118 Notes to the Group Financial Statements

163 Parent Company Balance Sheet

164 Parent Company Statement of Changes in Equity

166 Notes to the Parent Company Financial Statements

OTHER INFORMATION

172 Definitions

174 Shareholder Information

(including forward-looking

statements information)

Forward-looking statements

This Report may contain forward-looking statements with respect of certain plans, goals and

expectations relating to the future financial condition, business performance and results of LSL.

Further information about forward-looking statements can be found in the Shareholder Information

section on page 175.

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

02

Highlights

Group Underlying

Operating Profit

£27.7m

(2023: £10.3m)

Group Underlying

Operating Profit

Margin

16%

(2023: 7%)

Adjusted cash flow

from operations

£31.1m

(2023: £(0.2)m)

Our key highlights are:

Group Operating

Profit

£21.9m

(2023: £3.7m)

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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

03

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Profit before tax

£23.0m

(2023: £4.9m)

Full year

dividend

11.4p

(2023: 11.4p)

Colleague

engagement survey

response rate

84%

(2023: 77%)

Group Revenue

£173.2m

(2023: £144.4m)

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

04

Our business model

Through a number of

key resources...

...we provide a range of first

class products and services...

...to our customers... ...for the benefit of all our

stakeholders...

Business Model and Strategy

Notes:

Unless stated otherwise, information in this section of the Report is as at 31 December 2024

Our purpose

To provide first class services to mortgage and

insurance advisers, Estate Agency franchisees,

lenders and their customers, to create long

term benefits for external stakeholders and

our people.

Our Section 172 Statement and Stakeholder

Engagement section on pages 26 to 33 explains

how our purpose impacts our stakeholders.

Key:

Group Financial Services

Surveying &

Valuation

Estate Agency

Franchising

Talented and

committed people

Leading technology

Group infrastructure

Group capital

Services to mortgage

intermediaries

Valuation and

surveys

Estate agency

franchising services

Mortgage and  insurance

intermediaries

Lenders

Retail customers

Franchisees

Shareholders

Colleagues

Customers

Suppliers

Regulators

Communities and

Environment

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

05

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Our strategy

We are one of the largest providers of services

to the UK property and mortgage market

across a range of different, complementary

areas. We seek to deliver sustainable, resilient

and profitable growth through B2B services

to mortgage intermediaries and estate agent

franchisees, valuation services to lenders and

home surveys direct to consumers.

Our strategic objectives are to:

•  Enhance our market-leading positions in each of our three core

businesses.

•  Reduce earnings volatility and manage our exposure to mortgage

and housing market cycles.

•  Generate new and less cyclical revenue streams.

•  Create scalable platforms.

•  Enhance the productivity of our mortgage intermediary and estate

agency partners.

•  Focus on our Living Responsibly programme.

•  Retain, develop and attract talented people.

Financial

Services

One of the UK’s largest mortgage and insurance networks

•   The Division provides an extensive product panel, compliance and other services to over 2,700 advisers and

1,108 firms.

•   PRIMIS is one of the UK’s largest mortgage and insurance networks and together with the distribution introduced

by independent brokers to The Mortgage Alliance, TMA, the Division has a mortgage market share of one in nine

UK purchases and remortgages.

•   The Division also includes the Group’s joint venture investment, Pivotal Growth, established in 2021 with Pollen

Street Capital to execute a ‘buy and build' strategy of mortgage brokers. Since formation it has acquired 17 firms

and now has more than 500 mortgage advisers.

Surveying &

Valuation

One of the UK’s largest surveying and valuation businesses

•   The Division’s principal business is the provision of surveyor-led valuations to UK mortgage lenders. It also provides

a growing number of surveying and valuation services to consumers.

•   It is one of the UK’s biggest employers of Royal Institution of Chartered Surveyors (RICS) registered surveyors, with

469 (FTE) surveyors, and counts five of the top six UK lenders amongst its clients.

•   The Division includes e.surv as well as Walker Fraser Steele Chartered Surveyors, which services the Scottish

market.

•   The Division also manages the sale of residential properties on behalf of corporate clients and property investors

through its asset management businesses – LSL Corporate Client Department and Templeton LPA.

Estate

Agency

Franchising

One of the UK’s largest providers of estate agency franchise services

•   The Division’s principal business is the provision of franchising services, such as brand marketing and commercial

and IT support, to a network of 62 franchisees which operate over 310 territories across the UK.

•   These territories are independently managed and operated by the franchisees under various brands, including

Your Move and Reeds Rains, as well as several local brands.

•   This Division also provides a range of estate agency services to house builders, developers and investors of all

sizes through the LSL Land & New Homes business.

•   In addition, Homefast provides conveyancing panel management and support services to our franchisees and

their customers.

In order to fulfil this strategy, we deliver our services through three distinct business Divisions, each operated by its own Management Team. Each

Division is a leading player in the markets in which it operates. This scale, and their strong reputations, people and brands provide competitive

strength to the Group.

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

06

Our values and culture

How we do things is as important as what we do. We have a clear set of values, across our three

Divisions, that define who we are.

Business Model and Strategy continued

Be people

focused

Deliver on

promises

Be market

leaders

Prioritise

teamwork

Be honest

Encourage

innovation

We work hard to embed these values in our

culture and strive to always improve. To live our

values, we want to have the right people, who

do the right thing, in the right way, by:

•  Accepting accountability for their actions.

•  Delivering and exceeding customer

expectations.

•  Being open, challenging themselves and

supporting others.

Our culture aligns with our purpose and

supports our strategy, including Living

Responsibly. Each Division is responsible for

developing and implementing plans to support

the delivery of the Group’s strategy and culture.

More information on how our culture is

embedded in our business can be found in our

Sustainability Report and Corporate Governance

Report.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

07

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Our markets

Demand for the Group’s products and services is affected by the size and trends within the UK mortgage and housing

markets. The performance of the UK economy, consumer confidence, and interest rates influence all aspects of our

business. Additionally, specific factors affecting each of our individual business areas are outlined below.

Financial Services is mainly affected by:

•  Consumer buying trends including the use of intermediaries for

access to products.

•  The impact of regulatory changes.

•  Trends in home ownership and buy-to-let appetite.

•  Longer term demographic changes and population size.

•  Volume of refinancing activity.

Surveying & Valuation is mainly affected by:

•  Volume of house purchases using a mortgage product.

•  Volume of refinancing activity and the proportion of product

transfers vs remortgages.

•  Use of surveyor-led and data-driven valuations by lenders.

•  Use of surveying services by consumers.

•  Performance of specialist markets such as equity release.

Estate Agency Franchising is mainly affected by:

•  Volume of house sales.

•  Level of house prices.

•  Landlord appetite for lettings management services.

•  Government stimulus initiatives to drive demand or supply.

Notes and sources:

1  Approvals for lending secured on dwellings, Bank of England – Table A5.4 (30 January 2025)

2  New mortgage lending by purpose of loan, UK Finance (Bank of England) – Table MM23 (30 January 2025)

3  New residential lending sold direct and via intermediaries (excluding product transfers), UK Finance – Table RL8 (17 February 2025)

4  Number of residential property transaction completions with value £40,000 or above, HMRC (31 January 2025)

5  House price index, England and Wales, LSL Acadata (January 2025)

6  Index of Private Housing Rental Prices, UK, ONS (January 2025)

Market performance

Mortgage market

•  The markets in which we operate showed steady signs of recovery

during 2024, though overall activity has yet to return to the

average levels of recent years.

•  The UK mortgage market in 2024 has been a landscape of gradual

recovery and shifting dynamics, shaped by economic adjustments,

policy developments, and evolving consumer behaviour.

•  Total mortgage approvals for house purchases

1

were up 31% from

580,000 to 758,000 in 2024, with demand strong throughout the

year due to easing cost pressures, rising real wages, gradual cuts in

mortgage offer rates, and overall market resilience.

•  Total gross new mortgage lending

2

in 2024 was £242bn, 7%

higher than the prior year (2023: £226bn) with a significant swing

towards purchasing transactions/approvals. Purchase mortgages

accounted for 64% of total lending, up from 60% in 2023.

•  The proportion of mortgage lending placed through financial

advisers

3

remained flat at 84% (2023: 84%).

•  Remortgage (and other) approvals were up 8% on 2023, while

remortgages and other lending ended 5% below 2023, which

was driven by a few factors such as lower volumes of fixed

rate mortgage products ending in 2024 and ongoing economic

uncertainty leading to some consumers delaying refinancing

decisions until 2025 when rates are expected to be lower.

Housing market – residential sales and lettings

•  In 2024, the UK housing market saw a strong finish with

transactions up year-on-year, driven by competitive interest rates,

more homes on the market, and an impending Stamp Duty rise

in April 2025, leading to increased buyer demand and a positive

outlook for early 2025.

•  UK housing transactions

4

in 2024 were 1,101,000, up 8% (2023:

1,019,000).

•   Transactions year-on-year were up 1% in H1 2024 and up 14% in

H2 2024.

•  At the end of 2024, average house prices in England and Wales

5

were 2.0% lower than a year earlier (1.2% lower excluding

London).

•   Private rental prices paid by tenants in the UK

6

rose by 9.0% in the

12 months ended December 2024 (provisional estimate).

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

08

This is my first report to Shareholders as your

new Chair, having taken up my appointment

on 30 April 2024. My priority is to put in

place the building blocks to take us forward

as a better organised, accountable and

correctly incentivised public company where

the providers of financial capital are amply

rewarded for their backing and the providers

of human capital feel that their efforts are

rewarded.

Strong profit momentum against sluggish

market conditions

The Executive and Senior Leadership Team has delivered major

strategic progress during the last two years, with the radical

restructure of both the Financial Services Division and the Estate

Agency Franchising Division. These businesses, alongside our

Surveying & Valuation Division, are now business-to-business

platforms with strong market positions, tightly controlled costs, low

capital requirements and the potential for high cash generation.

While our 169% increase in underlying operating profit (statutory

operating profit +484%) is encouraging and has come from a

significant amount of hard work and dedication from the entire

business, the market has remained slow and below historic long-run

average activity levels. Housing transactions are 9% lower than the

10 year average and new mortgage lending is 6% below the 10 year

average. The Group is well placed to take advantage of increased

activity from any market recovery.

Balance sheet strength and dividend

The financial strength of the Group has been demonstrated

again during the year. The Group has made organic and inorganic

investments to position itself for further growth as well as provide

further funding to drive the long-term value of our Pivotal Growth

joint venture.

The Group is returning capital to Shareholders in two ways, via its

share buyback programme and a proposal to maintain the final

dividend at 7.4 pence per share, meaning a total dividend for the

year of 11.4 pence per share.

There has been a

significant amount of hard

work and dedication from

the business to achieve our

results in a slow market and

we are well placed to benefit

from any market recovery.

Adrian Collins

Chair

Chair's Statement

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E6TZKXB3T/2oH4+YAkqe/jfvk53b/+dvaBPf792UkyLOfjbzs268CP9e69t52z9zgv6eM4Oo9Ikll9PO+3cg78+f4DWOL/vWPx6p8AAAAASUVORK5CYII=)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

09

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Board changes

David Barral left the Board on 26 February 2024 and I was appointed

in his place as Chair on 30 April 2024 after a period of Darrell Evans

stepping up to fulfil the role on an interim basis. I am excited to

support the Group in the next phase of its evolution and have

enjoyed my engagement with our Shareholders and key stakeholders,

who have expressed their support for the Group.

Michael Stoop joined the Board on 24 June 2024. He brings a wealth

of experience in estate agency and franchising and has made a

valuable contribution to the Board since his appointment. He and

Darrell Evans took on additional responsibility in relation to the Estate

Agency Franchising Division and Surveying and Valuation Division

respectively on 30 January 2025 and their counsel and guidance on

those businesses is already adding value to the Group.

David Stewart will be retiring from the Board on 30 April 2025.

During his tenure as CEO he has led the transformation of LSL to a

higher margin, less capital-intensive business and the Board would

like to extend its thanks to him for his support over the past 10 years.

I am pleased that he will remain with the Group as a non-executive

director of the Group companies that form our Financial Services

Network and will continue as the Company’s representative on the

Boards of the companies within our joint venture with Pollen Street

Capital, Pivotal.

Adam Castleton will take over as CEO with effect from 1 May 2025.

I am delighted that he has taken up the baton and will become your

new CEO.

Looking forward

Market volumes remain below historic levels and consumer

confidence continues to be weak, with recent volatility in UK Gilts

and swap markets impacting mortgage rate costs. That said, the

Group is in a strong position across its three Divisions thanks to its

deep commercial relationships and well-known brands.

Our strong balance sheet provides the ability and confidence to

seize organic and inorganic growth opportunities for the Group. Each

Division has exciting future plans and the Board remains confident in

our long-term prospects.

Adrian Collins

Chair

25 March 2025

Group Underlying

Operating Profit

£27.7m

(2023: £10.3m)

Maintained

full year dividend

11.4p

(2023: 11.4p)

Group Operating

Profit

£21.9m

(2023: £3.7m)

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NGtmbD1sxTcu4bQSVUMn2j481y/qwO2zKcm523cjal1ZaN/AMAAADh997ztz/x2Y/94qd5Du/QT7DJKJPvr2R3t169enXnj+uD2zFfLyfvWpPWaqu1trm1FFFRN4sWqipqKRkpmZki/SpP1dBOtF/tqSLTNNV6d391aXdfsWGjqhqzZA4ubkU0U01skLIp5+8bn/lgefajw/mHrdy41qHfA9PRgAAAACD83vVqi7/8t/63T37mD3gU3z+msilapG48XHPIXbv74nz/pfnyTuwv8uqe1skl59oyI1MyM0Syb+IUUenXemqKpGiKRObpdSx6/Ctb9PBTlVRNbaHzrOaqqtJEpBUb3JeiUxW1uL6r13fK7rXNc/e2Nz54Y3xfHW/uo+zD5tSk/AAAAED4vdur7z/4qV/83O8+z6P4fnDT0W07yI2NyO7e1e0XLfem2er19e3vzA9ebdOlZqu19gaba+05pyKRKqpqvnSdmqpGSstIOSz3LTJFJXsi9ss+U7Kf+dOWIk10VhHVFBFpLmU5HCiSIjrvr2N/kbsHsbs/3PyAnT83nH+obN+3HZ9pw/mu2VyzZUaw+gcAAADC791afcxn/74wlY3FGFd6/7X91cvT3e/s779kMZdhEMlpdz1Pu2zVRKba+greHCHSd2yKmPXze+vn0xTNjIgefvLwgl9q9ltexMz0oUDL0z4UkRapLfrcCFURiciMXWvzPO2uhruv+vbcz97nNz4wPPORzbMfTb8pMooUUWvJjwoAAAAIv3dX9f0Xv/i5L32TR/G2G11vDHGWl3Z9e37w8u7erd3Fa21/EfM+JGN2FY1skpEic+TcorYWmaKqatrjr+/wXJMtRDSzZcbrYu7hvMvMwy0vJ1nYP1EePmEcFhaPI+BFI1udVVKzbqR6u9LdnWH/qp1/eDj70G58rvrZFFJZ9wMAAADh926qvt/9Jkt9b6/B9ZmNntu1Xd+eX/v29YNX9g/u7K/uzrsrkTAxEZE6906LkMxs62m9yGOiSfY9mNp3dGZKZmRfm8tHh1/PPhFpEYegO97/qacZKZnSJJfFQxGRNO17Q9W0NdlPWX1/aT7k/r4/e1XafHZT4kzdt1eiTPwDAAAA4ffuqT68vT+XrjfHPK+3896fXLz6J/u7t6Je13mOVqM1Ue2bM1tE69mkkqkpqWbWN2v2t4rmWnH9LF9mRiyXvhymNrxxg+56ODCP4ZdyfH996AMys8XyWUXE+oiJEA8Jyet5V1R88DrvN6IlU+qkdTfe+MikN+fDNwMAAAAQfj+Y/s7/9JtU39vOVN4/zjfrq/PLX7967cX9gzsx7/qRvBZZo8dVqFmcrNeFSKb4si6Xpy23ZN8aadmv+5TX5dujXomo6mHFbzkxqIdfibipq9VoKVWyvS7gTn/XapvrLuW1oTa9vvS6345Dnp89aN5Y8gMAAADh9wPrb3/iMx/7OPP63k7bQW8MeRYPhutX2r1/sXv1W/vLe/v9dbQqfUtkanFvLWuLoramVR++kJFpYqmSIf0ql1h2c2a/zPORX1SPC3h6DERJEXF304fW+ZYLPFV1WdwzMzNJT+9V2f+hmfV3yZSzcXSVyDbVqPM+r+7JfjfEPI7lmXHU8SMXWnYz7QcAAADC7wfPF7/8Larv7TW43PRpvH4l7v3J9YOX6tWd6fKiTvtotdaWqSKiasW8SovMZRZfimqfxbfMZTgM4ovM04zzk/2fp6txKuv63XooMEUkRUWsJ9zxPfv/6vMd+jricjGoqpqaWh8Xoe7eszMihzK4ag0ZRFtmnfc57SXrtcY47/S5H3/m2X/ZN2f7WRpj/gAAAED4/eB44dZr/85f/h94Dm8jN3l2qJuLb118+w83ed2mq/3u8mp3XecWKaZW3DOlRlzt95GH8QnSMiSlH7ATkb7UpqoRy52dSw0+fJ7vkWt/hxw82QCachi5d1KRuYZfj8PloxZLKmZmjWiS96+kmLrrdhxqa/vWUiTqfrr/6nz9YLx87eyjPz4+92ful/dfVWXXJwAAAAi/HwhXu+nf+k//e57D2/lT6Hru7cb+xen283n5ypx1rvM0zRlLsWVKbdEX0DLFzFytRUSPMhXvWytF+80tkbHc7ymiD7ecqYippImIqckymUHXzpOHxjI8PN1dj5d66unq4HFSRGZISByOA4qKzi0yVdRrpKgNviRjtimjTvdedMlt1uc+9BPj9rn7k9ZG/AEAAIDw+9P2H/1Xv/TynQc8h7fn58/05pmfWc0HL00vf2167ds6X+9bnVtrtY9IEOkXt0T0yeyq6mam1iIyl7W7fhgvRXsNriP6+lCH/jddtoCqHt7Yx/QdMitPrns5XurycPXJYWvoMfyO94b2t4SIq/Y9qCnS727RCK3NzWyZCt+3qUbuLme5VaSOXp794I/L+L4Hk9YQdn0CAACA8PtT8wuf/G2u8Xy7uEnJ/XhxRy+/E6+9MN2/Vaer2uocUnvALaMaTgpsWXMTVTHtK2+q64rfYQvm66Jp2d6pDzVbviGt9GRAu8oThiykSJ7cK7O8Rl0y83TEX/YRD5GaKZlaXEoxt/WFm6rIILPt703f+Uppdfv+PzP7B66zVMIPAAAAhN+fiq8+f+uv/t1f5Tm8LT5ww27Kg92tr8flK7vL2213v+6vo801svX1vcjIZU+lioqJr0P1+kE+M+mH9UzFbRnZlyqpx+Wy00kMZmb9l5Ky3rwiD9/0omu5qUg+vOx3EmJ5ehpQ1XqIHpYS+5DAvgSYy18pElml70BN1+Jmqt4/SbSc9vN0J+35TZs//IEfu9r+S6/N4549nwAAACD83mG1xV/6zz/Oc3jrhmLPjPm+vFtv/9H+1ldlvsr5Ouoc0frBvGX/ZS7Jp2qny2jr2buQw6G7ZbzeYXq6qUic7L7sn8L1MIFPRUQi+of3Lju58XO9GlSXwnxD+R0+saiImcnpTAjtM+KXJcXDh0eK9PtmNPurVFmuhWmSmftIaQ9erRljTDd/ZIzxI6/ujLteAAAAQPi9o37m537t5TsP5M1GfuPJTPWZrZ3vbl2//NWrV77p9XJwzWJzaqa2FFNJkTTrMxPWmXgmcrxpZbnW5dBhqamqon36QmiqSsuHwm/dVqmHUX19FVFEJET1+M6nfKm6Y3A+8jvq9ajrbTA9DFVEzZbbYlIyIyUjsrZcxg6a9onv1tTdhuIlqu4v5tsvbIYbNz84PPAPzGGV+AMAAADh98746vO3/v6v/BbP4S1SlQ8/Y+fzy9cv/v7lqy/E/sFmtHmap7m1Vg/bKk0sNVPX8Hv4ChYRkX5p5+F3kpkm67qf9VRsGSfn+E4v3szHX5yy3v7S//OYdxB5xD9LiQzpI+NPLwLt8x5UMnT5uiGh0dQy+5JfaqhGthDV2X2fktPtbw3RfuS5H9ttP/wgthcT7QcAAADC7/ustvhLf4VNnm/5R831g+f2bNy+/+0/uPudb7T91egiudnP8zS1FjGUoqIh2ZtrOd2nutyzkutdKSf3svTTeHpyls+Wv1tmSGa87g4WydPwW36xLvb1hUHvK4xqotKiRebJtS3L1tLDJ8x1ia8PkMiUfGg0/PKSUiS0rwL2bpXQzL4nVUQkNcQkMkKiaZ2m+69Ou71fPjj76L82PPuv5HhjV4UTfwAAACD8vo/+zi/95st3HrDH861w07MiZ/uXL1768t0X/t+ri7uDW1qZW5vmNtV2uC4lU0Tz9dMMci22w5ZMFRVxXRLNbN3qqaJqkcf5DXmYtnD8ZIe3viHSzPrEBVcTkdbqaWTm+uHLrAY53uMScQjKdXfpyVdcJ0kcX0BErjtPl46MXAu01Vrnen3t1/dKThuNm+c/ln523URoPwAAABB+3w8v3HrtYx//DZ7DW3Q2yDNyv778lYuXnm/ztbuJSG2pcxWRoRR7w+A8PUkmOdzjkktGivRI09IvYOlz847rbRn9UN0TS0nXeHuyRyb/GnnLB9vp3tB1SVDX/FMV65e5HI4A9itlTA+LlqYuYpF9s2gUt00R29/Pey+e2Vne/FfnNGa7AwAAgPD7vvjPPvZJHsJbdHOjH/ALvfP87rVvT1f32jxtSunxU2sTUTN1s4gQUVNblv2WoBIzldSQjEzT46pbcSvufS6C9KF5y/j25T+Rh3tc8nBob9l7qdJXCLM34lpwucx4SLVQETfLzJO7XfSRTagqanb8AnoyIaJf9LJ+bEZGRlvu/ZQU6XtTxaxFzLWpakq6WXHdFpV6FfdvWeqz25u6+cC9yeaW3PYCAAAAwu/t9MUvf+tzv/tHPIen//EyPRv1GXmQd57ffecrububdc7M4n0jZbaMZVyDqfZhB6qZqZp94cz0MF8hVbLfu+JmbubmpVgxU9OMjIi6TnBPyX476Mn9LqmSItrfLsv4dEtZ7oDJdTemat/KKX0u/GngPTzQYWm+9aNM1mW9w8WhmXncFdo/ziRD12teJDNDpP8250jJFuFmNqiLWkbM+6h32n6noecf/QnZfuS+DlMN2g8AAACE39ujtviPf/of8hzeipsb2+xfGe5/s975Vrt4dbffm+T5ZlyiyaSISx/WJ2JuKpoitcWafKIiGa1GtAgRMTP3cr4ZzjZjn5zXm6pphKqkRmqLVJHNOLSI1rS2lstQBTF9eE/mMQh75qm7F/Oel8fVvIeW8kRPb5dRMTHR42Wesfwqj3fGiIhIZB4uj1mCMSUzW0TLkFpVZG42exuLSTTJ1qL1I4syT/LK1z2nZz7yZ+ftjzYr0fjhAgAAAOH3dvjfP/uHL995wHN4amejva/shnvf3t/7Tr18LaNppqvaWlVutt6VqevmR1GRYna8S1NERN2Wk3zFbCzlbBg2xSMzIlpkpvStnSLppuJmKi3DRMxtKH6cri79Bs7jRSwqor0FTQf34l68qImpSkpt7Xg5jB6O860XgPYXt+4BXUa6W1/nW4NSREQjD0PhT7abrg/K1pEVkhKtVZXZmlU1VXVVF0u1tvfrV8uD7XNlO4wfuitlCn7EAAAAQPi9NbXFz/zcr/Ec3opnhlaubo1X37m8vD3vr0WymB63UC41pmYqKS1SsvVtkeYWy+CGQxiqiJjp4D6WMhSX9TxeP9XXL9dUUTdVFQvLWlXN3dytz4Tox/8yjkMAj1ez9KtivO8gPZzSSz+OEMxcS8/0eBfnYenw5M7PdZdqH/aw3vIpfcBgv9+l7+1UyRRPVTXvpw0zpJ8DjL7eF6bmJmbpEjpf6MWtUcvNZ5tuPnw/N1NNbnsBAAAA4ff0WO57627k/f0rz+/vvri7vqzRXMTdehQVtz68XETMbF2H6+fhVEQ0pR9jM1XrE9lF3MzdhlJEZK5tvcFlLURRNRURE0lL1WLLUUDra25N0tLExGwZ05cPj3pISZGstcY6OqKYmZqJLK9hvUUmTz7yuP9T1thT6a+kR2BfLFRJPw2/9RCgZppZX+SM0OO1pA/PbsjMNk9yeVf3+3G68uf2cf6jD3xslR80AAAAEH5PheW+t2gsdubVr1/ZXb56cf++ZvQ7UgZ3Xe/llPXuy4iQFFV1937sbW4tMiRF+0g9t7JestIvAp1bq631azm9mJuVdV0vRSL6zs/DZlHtF3X2431mVtzcfKrzbqrHl7L21XIxaF9EVBVN12Ux0ExFpP/z1jIkRETF5OHPcjjY19f6UjVSQqS4qWpGqmpE/1hpZrJeHxq+NORhTEX/ljMkskqmZRZz3d/1y1s3fZvbH5mac9ELAAAACL+n8aWvvsBy31NTlfNRtvvX2v0X2+7ePE+boW/AFHc1s0iprS2H61LmSMnsC2r9WsvaWmaKqGuKyLrgtyzNRWZf/VNVNx+K9bkOPZNaZJPQUPd1dU5ETCz1EH5maqqS2VrTvuTYpz303ZumfV1OMoupqZqJqZjkYcJE/x/rV3Y+PAdQT6Y+9AXBlOXK0mKuqqmx7Ok8OfVn2r8178cO+ys0EcnllZiqZLQ6j23W+TKv7pidbzbPjX5jVyk/AAAAEH7fu5/6b/4xD+GpDa5ntrcHL9SLV7Lui5mbmfQlICsAACAASURBVPRDej0Ao0aUfs7PLFuLTM9U1cisrbWIvufT8lBHfVVt6bjNOBR3Eem3n/R7X1Kkr9a1FhFhts7QEylq5naYzRARrdXWWmaoqEq6qPUoVM2+gtc3mvbhDstk+JT1PhVL7Qt1LbKta3fLiHmR5b6YZdunhkiKmkgx0776ZyFiyzvnmofSv9/D8cNVSEqamfTjf3VSM/FLn+6NcbX18x27PQEAAED4fa+++OVvfeWbt3gOT0dFnh3bZn/b22sXu8vW2s3zba1Vljs8pS2DGfpSnppJv3NTRFpGjRYp4zD0U3L9RF+/bLPnkKqZLgEZEa3f6rmOV8jIJtEHnI/qh1NyKmIiridrgBlj8bGc9ftgZL1ZNGX9+B5fcfy+9I3j2/u2zOM7HIY+6LJNUzRUpha5voa+u1VPP2EfHdHH1vdravoO2JQWqZKH6e/uquqSmfNsths3V76788yN82s/n0O44xMAAACE3/fg45/8bR7C03HTbZFNXsbVbZ+v2rzPjOJDqyIqZhrrpSa+DjCIFLN+oWVGZKSY6lj6VHYtZu7uZqp9Pp5opppOU51by+yzHA7XqZiaHk7Yney2XK5xyeh7NdNEitpQ1H1ZduuD1KNFy7TD3AaRPim9T//Tdbp7HtfjZNkpesi3wy5NWy4jDZEWtWdhX/GzlFRrln2uYKT0lBXJ7Cf9crl5VNeTghn9zlIr67PSNtv0IC9ePvPt+zcfvfDtVc1kyycAAAAIv+/G1W765Kd/n+fwlD9MrluvXi9zupymXbYmkrW2FOl3aLbMnmRD8X7TZvTTayatZY3oI/vKcpOKFbOeVdHa1PqkPjHV/TTvplmkT1hQVynu7lJ0mdyg/caVPNzZIn2Og/RhEmruYqrWzwEul8FEREaspwLX5cFlP+ZyGK+XWD92J5HiJwPZl3OM6xnCPhUiRGpkZKra6K6qEZqeFqEqppo9/NzWUs2W2Zb7ZVL7y5NoTd1MLPv5Q21Vp0u9eNm13HjWc/vR6sOew34AAAAg/L4b/8uv/y4P4emoiqlEq5Zzsfm1+3eLZVN9cL3bjkNfdIvIfl/lOJSptam21mIsxUSaSE+goXhfxysiqdJnNuznej3t57m1iL4ts2+O7JMh3Gzol7tkv3IzVdKiFDdVcVVdhigcXutyeC9qyrr7tEbU2pYlviXkrJhLHy6f0lqsE9v7yHV37btVTdYh7KbqZv3vvfwic/SMTDUbS+k7VFOkRfTP0+c3uKq5+ToVvt9cOvdvPrOFREitLTOLuxcViZzmMuyHen+cXm1W8vyjrzZh0Q8AAACE35v7b//H3+QhPG31qalYVNk/qJd3LWaVWNbBlq2SYrZcY1JjWWFrEft5XrYvqqzz1r2nXT/CN7c6TXU/19paixQRNyt9BHxqH8Awr3P11h2YqYNEmK49djh+Z6rR3yP7GqPkyUh1E1vCT1RFM3W1XC76UNrJQ+HXN4L6stxny5UzmYOX2lrf1NpfxWDWX6tkuum6tqmqWkzHMohky5hbqMhc626eJNP6wqlIay0j1XKcrr3cd/NNU99sY/v+y1nmlpz3AwAAAOH3WF99/hZTHJ4y/ERUs5gOMcnu3nx11zUyQiWHsgxakPU4XIrMtbWIaNlaztkyxUxLcV8G93nfnNki59qmWudaIw9z0cX0hGimtPValOULiURIy1TJUO0x5v0eUdF+S2eERPRZD9pb09eZ8uuUBY3lHpk+/c+LeTHrhw7LOn9vuV90PVW4Lv31j1ORnFudap1ra5kiGT1EM1s/7ug2uA3uqioqRe3GZlOKiUqLNNGpzhfX17t5yuWeF2mRKWEpMu9ld6EpY410357V9Gf2Zdw1YbgfAAAACL9H+7V/+hUewlOXn4oWy21elXbVcm6iEaEi7qbSryTpd7osi3KtRW1RW1uPz4lbn5OurcV6fUqvOO27IPsFmrrepNLP1/WrX/rs9iXbVFxk9GLLsbwlwlyX9zQ1ERl9eX9bN1hGLp9D19XB4kW9b8Ncvtb6FZfLaUYvm2E41O8h/PoECzUVif1+t5vn/VxrhK4rjbvitTURKe7LuHYzUXHV0W1TBiveN8eOxUe3y51PrU6ttQjrUwT7bMM6qTwokb45G4ftaHntz4pudpX2AwAAAOH3KP/gH3+Bh/B0MsVMPKvXC5mvrdU+TU9V3d2kH9XLwVVF+gD3ucZcW13eR0tfUnM3s9oi83Ahp5hZEU2x3mO2rvi5qZuXNcN6/fVVQVN1Xdb3+h2bhy2aS/ipFDM319PwE1kvBe3v55vt1r2IPvThfe58z7xivin9/4hyPQHYVxfdRMxUMnfDcL3f7+a5RjNVkWyZ1/sytZopg3ufAV+0b+RUUyvuYxlMdW5NspxvNptxuNztLnb762kWzaVjMzOi1Vnyyvf3dDxz0SJl4yZlmENakH8AAAAg/E6wz/Mtht/g4rnT/b2crzOqZBxnoB/mlGcfTxd9ua9FZGZvKnfv17SomUqIHJbv1NTM+5RzdTVTWXaEmva9l2bqywB2MTVfO9D6X6ruVrRPhuj9ZqoyeBmHYQ0/Xb/iGn5m6n52dm6liPbPs8xoP5kGKL7Oau/htyww6rIdtO9D3RbflLLb7+cefiqRObpPdY7MYpYiTaK/1L40WsxH9+LFrZlqKX62GdysRu5r67ebyvIyUjK1TbK/sOG1IbTKUMZSTVNdTIURfwAAACD8Dj7/+3/MQ3grtiXL/p5c3a67yzrXw3m7zFzrL/vovbm2ud/TkqKq7ja4D6UUd1XTVDc/DGXX5TqY5S5NN3PVsZShlGP49SC0fpbPXM3VRMTE+nbQoXhx74PgB/e+djeWMg5Dv51F9TD2bzn1p2bmZbPdirvocYKfiEhGnwookhkZfR59rjPZVU2tv5JeeVvX0XQ0nWvtjRmSxXRfS4tmoqqami2z9+rcYnAv5mMZzLy4bcehyZiiu9qu9vM+5hZNRFRtmVKfIftrsbvbTCmbuZzvZKOqJiamvbcBAABA+EF+6f/4HR7CUzOVjc023Wv7izrvWjRZl8Ii0r2/l7bIWqPWHn2iqm42ljKWMhTvs/f6DPdUzX5bi4lm9r2Xy3ZQ0+04jsPgIsWsrwHaGn6u7n2rpLubu6qbD8UH98HLEn5uplbchlIO12+K9AW9Ple93+jiNpR1bPuahkvt9fCLDJE1/Po/7LnlrssnybiutZmHF811nLzkthQTmWpG5LaUzXbYzbObmfrcIlOKlbGUMcWLD0NpKmfbuLGfLnfT3No8t8wwtyJi1mfKV6k7j80mLs/laq9nu/7k+pcEAAAA4Yer3fSVb97iOTy17aBD7nJ/v027Ns8Z2RfJ8mTEQmRm5Nxaa33UnpjZWMqmlLF4cdf16Jwuh/U0UzTXe1ZMx1JGL0Px7TD08OtrfSqynOsz66f+Bi83xk3poyHMipe+3Ofug9myo3Td9tn/s4bfcqqw3wOTyyWgyyUx6/z2kMhsKWKZIpEnxwOzbzF1Xy+ASavu4Z5l6MmYkiIqpZiKZExRB7cbm42purmb1xb72rQvXZqbLxfKbDfbG2f15n7ez3WudRmJkVZSREWzScza9lavvV5t/NkqpYqzzxMAAACE3+Lzv8c+z7fwM+R6VsLaZZ0u67zvd3K6acvllszI7KPIW8vaBy+I9Knr41DGoQyluHuKxLoSuKSW9Nsrzc3G4ttx3A7DWMpmKIMXE+kXvcj6CzMbvBSz0cszZ2fFii13wJib96U+P6zxqcqyVLh23rqq5+sb+qC/4znA5TSf9Z7tFajL5L/jNAkV6QPc+0z5YpaliIhm7FuNCFHZllJMJGKeq5qM7jEM/UWWliFzi4zIUtRUM8XNNsPm5nlez/P1PO3rPO/3tYZqW080qkTNum/TLstuHPZzGVuW2oz2AwAAAOEnIvLZ3/kGD+HpmMrgUmSO/VWdrud5Ekk77otcWqlF9B2MxzRS875Rsy/X9f2U1oPP1sHvyzre4L4dhrPN5mwczoZhcHd3XSatSw8/77s3vQzug/lmHIr1qfJix/DTZeR6P7KXJwP41lem2g/5ifXfyjr7T9ftnimpvf76u6mIZCyfR5c1Q11HPuTG3XUci7uK7HMSMdNxLC1cMq+mqX/KTSmqJqriNpac23our98iYz5aORN9f63TPE9znWqtda7RWrRxKF7cTLLWmKeoU2RzCTeRxg8pAAAACD8REfmt33ueh/B03HSwtNi1/UXdXdZaB1mmnkeEpLppX8qrNfroOVW1ZZ6e6jGndB2yp25lnZMnplbMBvfNOG7H8Xwzno3D0AvuJPxc+pZOG0sZ3d0sU1Pk8PXUxPq9marWMzMlJXt09pF4hxewzOJbJz0cq+9w+Wf20ktTK/2NkYf5E6rLKUFTTYmpuKeJlBSZWwsRN9uOY2S0iGK7/unPxjFFa4qImnmpbarNVF1V1MxcTUcdz8/Pbk67q93uwfXVbppqtNY31ppJhEZom7ztLZscJxNyxg8AAIDw+6G3HvDjD8ffM1MxTZewtsv9RUxX2ULcjqf7RFw1IyKyRfTWM1Nb4nB9zx5+yyqZl/JQ+A3ug/tmGDbjsBnHcShjv8uz7/A8hJ/aUHSwoa/07eaWmSJh2tfmUjRV00xtGZinkqfht9Td+pb0fqxvGerX794UEUlbolFEi9lgLiIZ8VD4rR8UosMw9OXAljLVJmpqOgxjSmwjzrZbE1GxcRhE1FNFdUyZvalMxby4aynmnqZhus3xxtnZjbPrzeV4sdvPrbZopbhaiKpa1bYv9bq1vRzHPgAAAIDw+6H35T96kYfwdPq2xuLq077tL0tUGwaJNs9tmcAgMs3z3KK1ZbnP3fqex/VwnVnfhOmu6/UpEWkuKtYX8YZStsNwtt2ebcbNOBazoZTRvG+37Etxvs42UJGoESou/difeo+3h154ioireim6fobDCmSfEa/99k2RJWH7tk5dtn6qqrqL9NGB1r9UH1WoEcvWz5AQSbVhGJpoSA5mN9zHea6thYRIOTu7+aNnN693u+v9bl9zuxlvDIOazrWenjzUoj5o9M9a/Pzs7Nmbz7xvP13XVjPnWndzS7UiOu2uxq0Wv9DL22V4n/kN5b/RAAAAAOEnIt++9RoP4emqT1SK5SBzme7HdKlRJfvi3nJHS595t0zkO8zK6/P7+qRzM+93Wa4Dz0WWE3LHLjRz8+U3ar3RzOw0/JZfLM2W/Tey3LDS//dyavBkfU8PF8Ms737Y1dmHOsjhPk8RkfUc4uHuGRGR9SjicdqDqmr/7tfETLVUTUmRtFI8M0RaaE/bwa22tpvm/lD6Nxlm7plphxdqkqlqpsXLOAybzeZss9kMg3upkSHaUixFRU2y5NzmqyHnYhmVxWwAAAAQfiL/9+e/xkN4uvJTkWIi01Vc38vpKiIis/91eK/1+stlqSwzI8Okr5KJuxWzYl7cVNZxDn0ZsN/AqSdE1092+JRyaLNlcWwtUtHDB/cLP9WWNywfcVgG1MNfut7pIseFvcMZRDFN1UPyHntvfePhqOLhvplcDg4eY1T6YTy19XfLicJliPz6mpajhutL0SVVxURLKWPkdrPZbjabcRyHYY52uD11OcAY4W3ymAcTJrcDAACA8BMR+fo/f4mH8JTpp1pc6/W17S7qtG8tWmRktsxePv0I38FhpLt5n97uxY9/rT2nfeyC2zJhz5fjgI/Lz9dXX98xanY4NLh01ekv5HQi++MtPXZ49f3162F/6PIUREQ0pM/zM5NMPabv0nOmkifLmEvR9S51Xb7bkwfrppl9N6mmWR+M6K4uLqPOrd44297Ybq92+6nOGcfH3CK9Nm2T1f1gdB8AAAAIP5Ha4ivfvMVWuKcTKWYqbXKLNG2SsViua9E1/JbCMev7PlXV3UrxUtxL38i5Xpgpy87PdXOnlcOvdb1V87iVcq2+vplT1Nc3+brAd+y99ZNYn+C3bj49nPFbVtyORbdc9PlQwa3Xj64Lf6JmfTnPMsVEIjRT+6Wifbmur2TqsuCZaRG2TBE0MdNiZSillOUp9A2fy/fW76BRS7cwSzMRT9VxGM42m/Pt5ny7mepcW+u35rSI1qJGqJUQzezXlwIAAIDw++H24iv3+CF4OuuGxjCZLZtI9CLLlH6oL/XkHVVU1VVDJEXctB/tK+sdJsdPq2Injmf7lqEMh3fNhxb6+gAGNetJeBinsISfPrTbc1kUPLSjrrtDT3aCLi+6fxeHKF1e4fFVmKn38BPNlFj2s2qmhkg/GLgeOVRRT+/j7FWjf7S5DMXHMhS3PmBwOam4PJZc9ou6m1mqilpKDu6bcWm//TxP85yaZpa1Lq1dhqbDHPx3GgAAACD8RC6u9vwQPJ1IcU2Zr89Km+dpmubWHnGRSB/CvkxRd+t7IIt7H9LgppKZKa0towfU5P9n7116ZMmSJD0R1XPMPeJG3Mys6u7iY0EQ4G42/Of8BfwFXBEYYBYEiJ5Nz6O7Kh83Hu5mR1W4OGYeEVlZ1fmoxgAc/eAZyPBwNzcz+F0IRFVktiz43um3S0T3Q7m9bdXdqhfoRif9yH6ZqukoCjwSRGlvG4NvS3m4pYm++xW3BE/A3lb7dsdxlswbsEvY+RQkUpRRgnSUv4sJw7Gnt4tWRATmHqKjd+W85EPiwkySyXTIaWtNNgc3LSU3O3m7O53uz+fLts1WwrkTKdJ7k7fNlpcwVY1fURRFURRFUcLvP/y//7m+BL8akq21bRvuMGqM3FsZ9mqDH8s/M86AlPZueU7KzFsmC527afj2Rky775Bux17f+4NzV3uzm33PRflRdssvvzzsTfMgZokf34reD/Vpx6jn0fog7Tt++02YVRCY05uSpgDew02NbkDvJCERuiXPaM6FAkolNOdF5xbhcef91Pt5We6WHhEjA0D3OQ6q2F5bXjvzaDosiqIoiqIoSvj9d8y3X17rS/AbhB/MEOuVY8sMQr6bXEzcUix31edvqSo84jqxrwNOJ2tva5CkzJQlRArT/ZuPNkvz7G3D7y3zc2/tm03rt8jNd/mc7yZKbzbYe7uPP/IDSbqTPj9Gtr9Qt5VAwNxoPvUrJVBIQdjDXeb/ZMxk0XmRctfxVxBuMLK5ZYQybzuQUzxLzKmEj5jQmZhqxtbaaemn3pfWm6+pTOUcVU0pts3ieuYgWu34FUVRFEVRFP+9C7//69//x/oS/GrcSEVur9fLa8Rwdze7rfjZO7V1C9WEtE9iGqfAy70hHQDMZ+xnJpmZPuc0D7dwJr7MqVFAbzGe/LjCR+qwHG/1CNOMe+tjfxONb8t+PPrSj/4Gs9ZobRd+t9nP98KPx8znjG2R9q1A6bb4xxQPxw+ASzLH1Lt7vouZtW3bImJXwkcSTCbEUEpK7IeEAW7Wmvfelt6az91GzKnOzAxgpCy3lit5LuFXFEVRFEVRVJ1D8Sshsbh8PNv29Hq9utv90sbIkGbj3k+85c+eid3iAkA/3qLZ+Z6Cf3ivvfv5kwfn26fcGv9+m7Jtja3vhzwK3MVbIOh09g77DseC4CE6cejEd9Gm+0yqxOPCMcsrpt03x17/nEwR2kvldwfVmrkf7ieJ5j4UMz5HbYl2vk6JSWaJv6IoiqIoihJ+RfErVF8zLhwYr6Zrdza5G9PQAAJBSUcqypv1p5u0y8zcldFbOcMxF4qbrDLAPoi9afSJ2FNehIwUKXJvcBA/iK4POkqzVF3Y/TFKEMWf1JKkW7PWQJsHkiBlTlV75H/OLUVhdzr91vcgzY+zPZTlfX7M7lZOiZuSCYcmtLfGe8KMbS43eqObyBEyyik3O/V2dz493N99ubxugxEZSpp5c/e2+SnYVckuRVEURVEURQm//+P//L/rS/ArMNIp14pxoeK8uEYoZUYHISMVkYeCwTHnOactldKcSPR9AFKzq2GOZhpnBKYkETLKKCqhlGbhAWxvStgDVUaIgLsJnNLQboObR6X7j0iISu6hKXrrdMDNV5tCbK9XF5CZI6BM3dSdGQHlNgXcTdQZiGNjz8y1S7zd3rxFhupYaAxSmAezfDsUQHMaSHOnedKEkciUmtvS+/35vG7bn758eblctzEG1L15a8Od3gKee69EURRFURRFUcKvKH658GumzmButwBPAZHKdzqDx4vtfbLKv4IUKfAQS3g/s/kTJt6/JRED4X5khE4hePRO/De20vjhQQBx3KmUDVmCRjjxbomyKIqiKIqiKOFXFD8b7ZtjjIREJZBHVsuxtWe2NzTcMlfIQ8UdRe/HOtw+RonMJONIXJkRLznHQpVUErdBTv2ZENLtrwR+JDbfhbbcRiln9OZsSJ9FDNKM55zRK1JEYATM9yZ5ArRESNqF363BYX7sHO8kEu93DHW0PNwWGt9O+ufIWL5Zke9/nRUX5ns/BCICZIhOalYEmikIlOwriqIoiqIo4VcUv0L4CSkM0TSX33Z/7qYxpj+G2d6+h2fu3ec4nEAdAaDcZZj2wcd9jY+wOd45n1bm8cshHv/cdjs69j70N/AvXQN561XYdRl2+TevKsaQOcybt9u4qutooXgLCX2L+3zTdsf5pWZwqT6e55t5+TPd0Lc1SB5BprPlwm16khkJt1mkIWuwlmCq3L6iKIqiKIqihF/xq0hpDQZdIBWC8t08Id/LsL8uID+8Xilx9pgLx2PXfJkZmZkpUvZLRkf3j/jlk5lCjgRDFmgJPyZXD5mKI6UGR8nem6T8Nx5HNX6ouJgtFznXEFOgb34X7CP5b38uRVEURVEURQm/4v+nSMiUGw1B7NGUuNXb8SfkViqxG4A2nbJpg/E4ohLJ5Ex80fGCKfkihtGNPmgSm9NMuy0IADT70dKbzc6FD8UK78XmTaFBoN55h4dlJ0GZgciMzEiLxNuM6j7JqRRSFJBHg0UCUOJIocEx6Xm4ie8cuF+wrrjfMExhvMfKmMzdmntvcxFRkUKMPoZBomaXQ31di6IoiqIoihJ+xa/VfnNGMdOY8SZlfqQzfkJ13MY+d/E029UPPZSpPKY+cdQdREQY9wfgRjdKHz6MexLnEZppt1aIt8nSH2nXfZdvXstRwEfyNquZks0Z08gcMW2+uXE4DztnTyns5e7an4IE2swpvV3Jm+bkWxEgfrYbeZuVvXVkuJm7N/fmbkZJkckYmUmCtMz92oqiKIqiKIoSfkXx67VfSq63PbJjDPL2d71zvW7S8K3Rb29tAETmMeSZlikq7bb0l8mIDMu0zLm2duSyvHe0iH3zbcZvEkd1ut5KBXEEyuDdruD+4Men9wXAeQaBQSSBGe2yX8q0/3i78FRKyEQKBsyAmekQ8s93/LRbkfz59/t2mUiYGZrZIfxsL8lIOQDvYX0bpfmKoiiKoiiKEn7Fb8MpxIYcPyc3cmZ82l+XNYKozBRN9t73+28TTLnLpkRmSkOHOQnsWaXQW0bo22W8mwX9Nz23PeXFzGa4S2r2YCRNbPAeR0JpURRFURRFUcKvKH41GSmDzQU3O7w+fSgz2IcwbcqUD8t0x7zom+7jbrBx74U4RN+HvND9ze8HPfVj24zv0jLntOO75bpjQ+92tLeBz1nHsNc77G6lMiNITVtyHsUkwjA75N/Nbd5K8+J4SrhNed6u5SYVbxuO7/6oPxfEs6zimGLVXnPvh8M5721ICRiQsKQnrDRfURRFURRFUcKv+M2yTyZbNrtLvoKbUsfu24/iOncZ9kHjaU5K6hiwPGQOmVLqYy3Cm4bkbXjyqILYOxHmY67X2T5DeTuE8Fc23Y7tvL/0R0DKwMxL2T91X0O8ja3uV0HmPA1Y7DE2yFnr9+HxpvZu14V3ZX2Jd6k0h0ikZnSqxL1t0CSbQS/uJHeFSUt4sGV9QYuiKIqiKIoSfsVvRMJVy/3nP8T1T3b9EnEZ+7YbCbpNhbbv/4WQ8aZEjDYbGVLKuMVUzpHFuaR3ZJgY3a211prbrCnftwoZoWakw2nNnZxddkAKltQQj3yXo/iOmL3yfJNTH9TltCYNNrsSDPDbqwkY4W4A9c5s9NbmriOAoKMBDkjBPbc03mvhN9Mxb4rUSCMwPTrL2ZEoIA8DlUB3RsYYMfVmpjJiZI4YGXl/Pt2dz/SmMQR6a2x9E7M6/IqiKIqiKIoSfsVvZE371O/pPWYA5s2zOvrT96q7f019vPUbzIY6I423n7e8lqMG/hinpBIw3eI0kQnaMXeZu//HuY/35qrtvuN+OCKV07ATqWNs8ggJnfOXKUFTPM5IF2Im0czLS7wFtchcgDIFBPKohU8icfiHx2Cq9mJAyXIX09METEBQvhXVC5QiMiLNQBiPWglJgJm5G0kz99bM+sYWKaI2/IqiKIqiKIoSfsVvIxK2OIyh5NHlwLf+uj9rrfug8n4Ewb/CWyXDnpyid5/wY+YgpD42qv9lCaQ/+23/hNsoJm8dfD/aJpSgm61G2xNXJJFS5n4q2oXpuxTRW+PgrgbzuJ593U+5e4KYEjM4A2YS8H1mdpehbydjgDc37/IesMNhrT6HoiiKoiiKooRf8RtwgyG9Qc23lYAMNP4anUHC5izlLGo3c9JJP3oZ3mkt4ac8xCNNU0okJFMCnOXsmTNWhh9SWGR/+UQPQUfDj3TTBx0lQREgaf7TkjKFyPficnf59tLBPw9ymd17hwA81O0GpFJHbwQMNHPlzeA0srkLpDVYEx0zpaZ0X1EURVEURVHCr/gtEIhMyEHvvTmgkXPEcxad39QLbyks4ke9t4eaGGlmPh/uzfd6Ovf9yVswzDsnTkfRn5IilYfAw5z0PJzCKfp0uIe2z3rifRrnnPuUkKn9tVM3kpjHJfWuM/6YosxMgebzUmwfcBXxPkMUR/DnO18UBM30pmYBioDxViSom1E47+XsOwSNFNNksv2mufXelqXHlvttNdvvUqm+oiiKoiiKooRf8VsQFDJvd9YWi+bKsPcFBYfs2aWSKP7I4brJIZv+wI5I3QAAIABJREFU3q76vLm35q3tws+OSNBj1HMfIRUP7SfN2UqaADAVnDuHe/LnLfRzKsBdc/LtHHDMYvJdGCgBUD+peN8VQejofvhg6818Tn181zwTO3TmrnvtpmNJiZplFlTuxh9vV01AskPLgjSjmzX3pbfzsly2iwBCbgRZC35FURRFURRFCb/it7INDF/u7r/2+/vL+sO2Dqe9r3D4mcJjmlj7hKeZu7XD6GtmbjYTNicpfIyLeb/cB6WSIHNfOgRB2JtSfbdZJ9Hs0J/ExyFOSUIaf2KA8/AU//rKIgyc1qHeZcXwLVvm3akYzUxITI90Sr3khyDQ1FvTYErQYajCzJrb0tt56Xy5QumQG40mVadDURRFURRFUcKv+G0k5M0vX15O6+qCzExT2GgPa3lX5T6F2ZvswR6Uib3PYFd9zb2/ezR3N/ND903JN4v+bE5mYsZ7isqII7VznsSx1Kd3I563poi3ngab+o+zfz72ME0YCPddmBJmdLc5W8ndt7sVqt+iRDVHWhsNjhnYGUpkzgb2WxzLtBuTAjAXGRNMMhUjOcAQBqe6SyozMyNDQoIcKeWWAQ0ChJstrZ9Pfekmt8UVCHfDbBCsac+iKIqiKIoSfnULil+PYIRiKFKZSs0Vt+mziQRhZN7CSrDX1r0/xlRph/ajG5ubz+2+3fe7hbLswu9DpOee9vKW6Il9APPNFszpriX45tftdQ9z/vNtde9dAuhtSJQfA0fnOuIUfvvi3e7M5TErOssoYGaCKUOH8ONtx3FWzc/sFTKBBIIa0lDOR2RkJlLItMzM3CIUEpSRMVLGdEs3gN39vCyLt2zmBHM0K8FXFEVRFEVRlPArfjskMu4aQaxDuY3Wmtm+PHcTfrfFvF1ZkXZbUgMMMPBDuIvZDHeZ+323WM937RDv1Z0kzlqFpKiZw8Kc45gzNGUKNqMOKQfAwEwdT36I6pynm3uvPGmYD9sfZuYz7xOcEaLITEXuhX5T+bm5O4iRmcpZMbFX9EHQ/tStvEHIkcdjxMgRMZSpEDJdihHbiKGRmREZI+nk0sCeRHO/W5bee7ROUmObIrPW/IqiKIqiKIoSfsVv030AIpjix3HCo7HgbadOP+NQ9u6xh6AQ9tbh9zPQrSL9R0/89Mt+trzlR98PJI7hUwMQeVvIm56eCEwFCzPzgdz1JARMlce3JxIamfNnHNovMscIZCoFKaXIXGOMwIiIyBhhzdxorclgxlNvbgakMiJidz/L9iuKoiiKoihK+BW/EfcGmhJGmLkBpj1O0khRRuybeJrFeoCElERMj8/Y3Jpbb760trSZ5Wm3YoZbEcSuq24JmMCH/vKPA5k4QlDe67f5c86a9ubenfyxMJoGoyCCc9zU5uQmZyueMkMSgsDUZcqUIiMyMknO6VTFvMo90yUiIwKRhvTjgJyeJWG0dWzXbbuu6/V6XbctclDqZnZc7DyYGX1elgNG7bEvdLNTa/fNV7M0GuJIdinlVxRFURRFUZTwK34VRnbn3eJ3JwCIRIO3tpcN7Jkuc22PJktL5duGnkIAd0OvmXX3pbVTa6feTr3R9hQV3Gw0HsYh9eaUfUzHvG3gzdlMTD02pyjfZkRne95UgKe+7Jezv24Xm3OFb06H7lUScx4zEwBimnY5Y2amKqOkiBzbIOnejGRmkAnIPRVj29Z1RYaTp9Zsas6UMmQUcV3Xp9fXl9fX55fX6/Wamafun5alu2OeGtlaczDDMzJTAYVxNhZO4Xe3NGfbHA1JRam+oiiKoiiKooRf8eu56/hsl39o26fnb8flj2ocrcUIkLeIlTzE1q2t4Uft7X8TdHvsES9zeDKn6pvPpHTr5tvTZ4B12wRNaWo2Nd6tMHAGdVLn7K2ZGY1mcWhRZkqhlIzWaDTD7SMkZCBGykGEtMYamSOGIpxwco6HDuQ2xnVsz+v16XL5/vXlct22sWUqx5CUIy2k3ntzdj9SbuYio2UkkXQOo4De/P60GBTbttrqfe0mI7OW/IqiKIqiKIoSfsWv4B8e/Bs8LV/+6Xfb9ilfWhv2+e7Z48szImLLGJFzBlI8RivnSty7Cr5buMtbod3UToLd9uhuvQ/U/u69Ln3XeITIBBDvW9hJAjmX3I76B7xLeUnNT9tG5FuX+zEhugfJAGaMjN6az0oJd9+LHHjb1BOTNMglZaQiBFCKGNMSDKVMUjKCkCUwt/WUa4zLtr2O7YeX1+9eXp6v1y1CkhsdMFozX1o/92VZurjfF59NflBMjUmkpBSBZi5p22LYlilAbswo5VcURVEURVGU8Ct+CSSa8e/79Xev/9wv/+UPd/5g6Wc2v/+B8tTlerkMXFNj9+Agg3EvwpOUR6P4Wwv61GwS99zLqff+WqbLLhCBTJGY3Xa34yZJIEa8CxJ9s/tuG4CZmH5YvDMHjxoHAHBjRC69uXtv3lvrrbW5lTjdSyITAYNrxooqc58DHQRTQiLRaNAUaAgFcqTWsV227WXbXsf44fXydHm9jkjAjE6jWXc/935alqX33tqaW0J+SGbj1LeUMoWUnDDCwUxF7l32+HnJOkVRFEVRFEUJv6J4Y3G7s+3+9V++un73zaflf3xYfIyXl60Jj23R3d0PkIFIrRGhnxXm+VsQFAJTIHc7cHp30BYBvf98GikJlB2t8SQjYo0YY2yRI2JOiM43GHkZY+mtu59aOy/LTYa5ezOfTfWhaHPNLzXjPYnMiDl5mszWGmZNX0bE2MYYI67bdhnjdRvXjKE093PvnKqSaLTFrbeewOsWL2MAgskNHe7g+zubkXFI31NrS8uVFKyGPIuiKIqiKIoSfsWv4dztG10+bV8e8/K1o12ul8vL9z883Z26u3/qS8aAlMo1U2OMmSw5a/G0h1zy0F12ZLa8q9ATUkqJ+hDJ8k4lzmdyjm5Ke1m8IKOO4VLOigXtCTBmb37gWxc8ELdNQEDKzBwRIyL3OVKMjNZadz/1durLeVnOS196X1rr7qQ5zWhKGY0AclqGBDmbBVMZLlCZGTm2GNsY2zau21gjNmUQaZbN18jr9bqOsY2BFMFOdrKR3e3T3dK7LYYTWzdr5jSHwUg3I9iMFB/uz88DF4Hj4rk2a1vU17YoiqIoiqIo4Vf8EhbTV/FyH5fTuGIbP0Q8Pb/88enl4e50dz61bufWImOLuI5ICZkhxU3Tpcx5q1Xg+44+3Xb4Pui+qcrs3SSn7UebAaHY+9YhySSIu5U3Y17e9+8Z7fADgTlhyj1a9CiOH1uYbdwyIlLCdYwtY5iPWZ4+xrb109JPrfXWjN7duzdIbmYwpEhAtp9iKhUZCQrKyIgcI8Y6tusY18wVGMQqPY/xw8vlh5fXp8tl3UZGQKB09nZ/Wh7P569yu2t+Mt55O7d27ktfzM3QPN2EdJKRn87n8yXsmlxfbLwufvdawZ5FURRFURRFCb/i50OAsd3F61lbXtf/+v33r9fry2V9GeO6jdNlPZ/a14/nxezkfm4uicSaufc3/PnRfupT5q4cp/b78VtIcvb37X87PMF3qZ3Q1Hh7ZAtucZ1mdrQ+AIC5eWvzsFNxjjHWMa7bdtm2bcQWuY1tHjUzx4irkKnIHC2WFk5m7+wgeauXsI+XJSgysCfCZCpGjmuMa4xL5gUYZj+s6z9/efpP3373px++PL1ecIu0SX06n//u8+P57vx0XbeNZ2O2zhOatw701vqpe3dAyIzrdtcX94tyzeszrl/6/SOx1MhnURRFURRFUcKv+Ll0p2s7mx6Wfre21zEQYcSpWbepqpCRAJvZyVsKCIIhZUbOujmbu3Zv5XtvOmmv5xMyY4o8zZqEY0JzL9Q7avRmfol0RJjsO34SKWppbjQS08071B9us6a9t6V3HG/MzNvL3HxrsUW8XhGZkBLaIjIzMiMjRkQLNwPgdBJ0mTlJ0G8JMgI41w+pQIyIyxgv2/p0XV/HWIVZtv6qfI54HuM1YgO8tebNAKSW+/uHr77+5u//7vr0XY5x25o04zx/nk6tO6jctuu6dfel9+VkrX19WT4FvL63RVEURVEURQm/4pd8VxxNsZgWgkKMgOQEaYv7qfe+WEiZIvZa9gCCGAmTTLR8M9yOXM836afbvOfeyLePfhLiHODEngOamKuDH/YAj9FPCSBF40xKcWM75ByPYwFI8DIipRERmTFijBhjjNlGkcqDW9wnQR9jDA+P0cLdjDy1nknZlHiGI3Zzr5dPJhDKLXMd43ndnq7r83q9psJMdLi30+l0P9rzM19bbmOuHDaaNevn86fHx6+++ea77ZWQE3aMpbq7t+bNvTcAkRlmy9I/nU8P5l9Of/9lebyOpgr1LIqiKIqiKEr4Fb/gu2Ls0NngIzVGREBoIMhz84fTqZ/86XrJkAQjnXSzRjQopJQSIsmjY+HQaW/6LXf9Bsy5yKNngdKhEQ281fphf8ttJnQv+cOsX3czNzay+Rz1xPQgA0jg9Xp9vq7XbbyOsW6xi75tQEnSAQO68Ti7/VMo9eabt1mr3szOS3fCjW5GoyxB289wfiK0SZctLuv2tK7P6/ayjQBp1pq308nvG893T+v2cllfL9dtbJLgbWmt9353f/fw6dN6PgM6QbNcgs05y+DJNncm3Xvvp/PpUfx6nP6L/e6ady9bqb6iKIqiKIqihF/xSyCAHP/w9aevL+vrswO48wZAxq8+3QXx/et12n1KvK6xZsB51xuMCYzMxZk6zDogMi2m68cpxgCA9JmQKUTEOkNSMpu3Zt4cTgqMQ+DlLhcFyVIOzVHScwqOZra4Udq29XJdn9b1ad2eRrxGftm2H14v3728Pl0uBL/5/NXr5XW7XiH93ePjp94b0AGmjFh6MzKU67o156n3T+cTydfr5bunL4/3d988Pnz1+OlhuUvLa26X62jNW2vLcoZiu1zWsV42AW1ZKPhlJMy7L5/uP6k3u6y/+/Rw/XwxYRuDpNO6++fz6URgu351Plljk4z05nKsCoyVjsU0kz2HWwJfPXzadL9+m3ADKtOzKIqiKIqiKOFX/BLc0CXmdgLSXeCQutld7+feLxkcMMx6BR4Ld3BaMzWzZiYglEjd5Ih2rcd9kvNYj7O31oVZiSAxQYMk0IwNJoCSCbfqPRIGM5BkSCPTA1COMV6vl6eX16d1exnjIqy076/rPz8/f/v08nS59tZPn7nRw5sBfjqbN8RQigqlBhPEyNjGGMGUzNjcSG5jgFq6LYsvvfXWSMuUCaC7mYuEKZEJgAYzOJUKaSRHNse9t6/O5/XhYYGNSABOdvffffr0eVnOJJbFnD4nVd3cnU4zGNWm1jWP1tzcmje1wTZUeZ5FURRFURRFCb/iF9LdTtD16Qd6Lt5ouEa48dzbLFHoZgkkZCmnOXKOZzaymw33BJDYMz4FAkaY2ZSFbma0qfqmDrT9sSfBzJnLzJzCR0CCe7TL7T+QgAkCR2YqqXy9Xp9fX58ulzUyzdpyWs53rzS+XuDNWrA19uXk7ro7u//+m2/OxrxecFkxBjKHFBkjUsCWqSFb+XA+kUxpG9vL5bq0fmrdzmwNZjRpyl9LueAyF5FQiJGIWfe+jueLgyf3z8sJnx4e2jLbDg3sZp/v7393d/fYurLDabMj0M3ce7PeWndvbm4mUF2n3l+FTVi5bFFznkVRFEVRFEUJv+KXflcMPjaL52U5effeO7U1d5DfvbzElGpmU851N9Fh7EbAhmzIEoIocnp0xC4X24wpMXPCANu7944WPtCOc0iJiebsvQMwM5jvYpF7xwMFSRQiYtu2y+X68vr6cr1et4Hmy935/tPD6fEhT6fnzMsWL9fr5fr6p2//uLg/nM7L3d3vfvfN59MpL5fv/+WPHMOk69gu2xoQoOt6vYZCerg7mzEiX9YBvjrtrvvSvJu5k3NMNLKnltApMYAhINVSbcQmIRH+AnK5u/u6t/vHz/kp3d1Jpznt3Pr90u5bE09EE5QAnW50Y++ttdbMjUyB4P3p9LzpZfQv6peR9aUtiqIoiqIoSvgVv4zr0Jr29VeP3zzcX2hutokhDWmEWvfefGwpysjuTpuTlxTQzYbZmC3rkoQkjHv45+K+uDezOeF5m/Y07i0MNkMy35e6S7Yrxt6aubuZaTZCSMpE4uVyXS+Xp+v6um1D8t7P59P5/v7u/s6X5dMpP99/en3cMrXFePz06bwsn+/uf//581ePj3fua+ayLH1ZurGtV9+8bS0zN8W6bdcxQnIwobENZTbY/bLcLeeTt0YjxMgpck1owLL3EDLMuhkyKXAExrCIO/O75u7eW2vmjdZIpzWiGWgdcFEJzITTmVbaaHthfeaISOVF/dnuV/nIEn5FURRFURRFCb/iF/K65VNY+uKnU1+W5j6ka8Sd0oyLe29t265KEehuBopKiEIDO41IcsZrKgUam1k3W+aoJ2mHupv6b8587soGvK2spZSZNDOyt32zztwFpKBUZsRI8LpFXLZtizTa3Wl5uL87n8+t9xRO3r65v6fs/nSOzMeHx/vz6fHu7vHu7uuHR0aM18v57nxyW9zt2trW72KQ2JBfnp7HGFtkcwHYRuTIRnu5XK7Xu/u+gE6REJhz4NLIRqZZc1+EyPCUwH1+M3O6d7313lu31s0Wd0rIhMKszcXJxDRNYYTPOVjNO6LIXMe45HKxZYiqSc+iKIqiKIqihF/xy4Wfvgv+h3/646d1/Tyu59Ny+f7LlngUFm80Dr1ZTLM4fCRGRCABdJu5Jpju3RR+0+hzo8+Svr3LT3gXTGJ7J/qs/QOAzNwiQMsmAG7mPgckObf6hrDGtm1jGxEpI0+tPZzPn5Zzc4+Idd0W6//w+Pmbh8dtpHt7/Pz5/nxavDn5cHe6XF7Ha28PD93NjWHs56WZnXsDzcDvv3y5xPCwRk4hel3Xy3Vdr+tY1jR3I5Cw1Cz3M9LdjTBDc7iNlEB2t+bAnHEFAUSCCcx2eILUPMSRhbPfpemBIuNYc3Twuo1AWNW2F0VRFEVRFCX8il9HCvdf/f758qcvEV+f+v/8P/3hn748jXUF2XoTMUaAuzqhmJnr2F62NQlz692b05mWQTIBkn1uxM0JyNnQkAqFNENa9u09M5vun8ywl/wllBCoPRTUjSAhgmnENgakpbXHu7MBS28P5/Np6TCn1ISl9btPDzIbIYh9WU6tG6nMDqL1cXe/urc5aNqaUU40s4eXl9fLZYzRm7ubg04mpMQYuW7juo7FhzW6MdLSmPPMp+yTumC952wbbD6DSJu7kcgMiQJTLpF0gWJuISYwzdBdAMuQxl0UGpu3T8upb/jy3Z+u16/rX3dRFEVRFEVRwq/4NQz27+yrf77+y+84Hh4+3d2drlDrzbtHhKQpSCAByMh1216uK4jTqZ+6u5kBpGwXftbmah8IvdW6Z0qiGcW9t91INzOj9mlQzE1A+/gQOV88rcHu/nA+3/XuZG9+WpbmBnBLNfrS2p17O50MThqcrfdMvV5eMYKRTp6WkxvNsCydkBRj29z9fFo+f7p3ZyeYau4zQTMy122s67a1pdHCDal0iNShWkk0ms/TN4dbQtOW3F1PKSKoWVhBkJRixF5YaKTN7JvDAVSCAN3dmjuvub2+xPiEVv+6i6IoiqIoihJ+xS/n6TIiPn2z/qf7l+/+l8fHT305gcupm1Eydx/bFkql3Cwz1xGv1w2EGbG0JjczEu6Ydpe7GwyAMgOY6S4j4YIZ0gx7E+Bse7Aj4JOk9dZ689a8ubu70WZHRAJGnltfjjTQmRPT5vTldAXBEYnr9dxPD/fn83JSd+/9sq65XnNdL9fL9Xq9f3hwI6Cle2RcLq9fnl+u29Zb+/rxwYmMsa1bb91AByO0buO6bmvbFrPwlk0g0wk3yXbF6q25m7t5gzEixxhTwd0EcEZsmSKDpKQxoDQAhll8QWJKSTMkCQOFbYwM3Z/Oy9outeNXFEVRFEVRlPArfgXXLdkfvv5f/1379v95vn7xpcGQxDoSgoCRihSBtk8jIjJBZGamkGluzWxf4CONNt947KxhT+UUJD922kAcNQ8kblZh873IzsyNZjNHRQDMeFqWzMThik3P0Pe2QJ8NgW5+urvvvQF5vaw9RmwDGeZ+Op+8t/v7uzHGtl7Hpm3szRDK7K0tzRh5FYLR3JhGMYGR2jJHZgh57DryeNwuZz+ZWQGvd8uRc8QVgKCIICS4hAxIsllvcXM8QYGCEZk5pLtleUgt69F8WF/ZoiiKoiiKooRf8UtJ6WWN/7wtlqffna7L+Xy9XIbyYVkicmwBYGQi1TungJPQSAORGpFG0tls1rPftB5uRQ4AnQAoKSLHiGFj2L7ZZiAAc9xCPmekpVKJzFRGZmZI3tzR5rAk3qJhKCFSKXWbO3URG1IaEcocmXNa1EEac8RYt7FuCWWMHNGttQ6D3Bi5zcpBN4M7EnN3cQhD2jI5wm10czM0UmaRSsEklxrY5lndSugNJuOR8pICJJMMNGs3BTyLDacStuOezIAZc++Np+7GWXlf39miKIqiKIqihF/xq/jH77br2v73P9wvr6/rto4tHu/O13W9bFcjxogYcXYL5Vz6O7e2mEPatuFAs+Y0MxMx7UGSzcwAkTMEUyCkEcFthnwiu7rkpn3tzWSpGGObmSgAyan5IjOB1hZ3v1UBQoyIHLnFGNuWIxZv59b8enV3msFszUiyNR+YeZl6fn0a28iMyCCygV/d3SO2bWzbtmWmMikYbGo1cweZ0Ka8jpFgSxno3U9mvXHbYmQi0i3d0jNnz/vUpU53MyMMNEHmyoREoLmByDkNOjNtANMRBArujQ4IsPXWzQxRX9WiKIqiKIqihF/xa/l+5WP/+t//6T9+DfOlj8w/vr42oHl7ulyvIyLimpGAEyf3ZiQQmQO469j7+j4OIs4cz784oKhjHhQA4MBe/wAoI8JAGCkpp9x8G6vEbdCSNBIGcxgpm6cwu/FESpTmHCX3VgmcvDUxw4JQUkpAkUAoIxWJBAF3MxKCkwAitI5olkY1FzIt9kuLlKUSgiUspm1poS4QcKAR/u6MZQ5JAG2/Z4mjzA/HTZz1hTP6RXSgmRxizXoWRVEURVEUJfyKX80WWO8f/vF7/9+cj2Zm/nxZH5blvHQ9YSg35WWElCTPzU9tJqSAhJPNTTyEC2fP+B4IasChCgFwlrnnu4dpdwh9xptIGTkwco5oToUokLuQM9EE0xyPpPZGeJPkgAtGUaLSNBNFTYIDECi5tXQmOKBUJJSJlJBCSCkABqMdJQtCptYRtg6nO72nMZM5o0vhQE4ll6lIITGNO3L+1QXf02gIB7XrPNBEQDLM1UUQgvZzmLcqJUFuWgCnWFt+RVEURVEURQm/4rdwVf8XfvUHvd6Tzf3L9nrXWluWvapv6HXdZoTLubelu6QhNWN3627bdKpIQOJ03XJP+SRCb4ZdpjIVOdNhLCU7hB92iy8zZ+jJlH6GKZwkl5hyyCGjlISYtDCXYNDRmS6DiKTI2Q0IUJDQ6DIE4FAIERnImOWBEuek5YyWIQVoZKa2MY4wUj81Q04JChBOzFoGSMoUZ/wMnTTQj829RjMapnQjp9BLEEpTAPP25RTGUzSnlMokDNmQThjre1oURVEURVGU8Ct+Az9c4tr+7sVeLtv6ySKk13Xrzoe78yW2EXm5bspc3B7Oy6n7iIgR59ZOzZvZyHx/tJxa6C98HSVFamRY0EBzB25znhrI/dfZ4LcXvjsznW6EC00wThll87Nk2IXgrrXezoRQpChIbLaPjR7ZMCAQ80GmmQkw9eZGStgw1nVEpHJbvI0W80KnqIPb9PRm0imOOU37yVtMmPtMpTEwQApUMqcoPay8GW5DCDn3EkWkmCqzryiKoiiKoijhV/w2tkj6cr3//cvT82eM89IVuW7x+HA3kNuI67pdYqTsHM0H1ogt8nF2OZA07rqEe/qkDhUDku9Ei6TMjIgwBtOptOltaYZWvgVXzmJ4wMgUGGkIh9zgghsdRkG0NElIUEoYzGgGGueunAEOhBAJZAiaQsow6+OtTc/QG6GkGdR7MzJTTIXlPn75JuGM7tYbmzvDAAbTOMUojrIKvK32YZBuU8gazQSbJiRF220+29f9NO9CHsIPZDZkK8evKIqiKIqiKOFX/EYkbIEv/HTG8j+Qj/d32+UqaWn98Xy+3m/P1+tl29bM123bgmumKHdzM+y1DVPpSfzRkfVe+02VkzlrGvT2awRm+Ocu+o4FPyRECYiEkoAb3a1Jc+2NQNJhFjNS1GA2i+NNsBQykaQDA9oip66aPpsJwF4oL3MqZTKgeTMykWm5WczXuZnRbjUV1pytGUAJgqg4NvCIPRVmWoAC7dCzNNA46yggMIGcLfYz3vT9jZvqT+bqULds4LVsv6IoiqIoiqKEX/FbSOlfrtY235h/eHxcW395eb2um5GP93djxNjG0+X6w+UaSgF9adPj2rXIh+SRqW7+4gdRylmeMLVd5hgBgGb7dt+7HM8prLRnsACzHkIwn/6imUkUCYFw0EibThuVe2VCCpRGjl347UfB7dz3Rr35P7o9gz5PCraY9xnpcrzNuLOfpGYUJ9I8PyjfmWIj7cuHMsBuiaezkvDdveLtx/xVIrJBZFl+RVEURVEURQm/4jfzZfXP7fFfrn/8OvLUWp6X53UVJOT9aXk8nyPydb3eZMnLdaNbY4PRyOQMrNwDN40Q55bdmyzMFCkAntwTXqARmdrM2NDM3GwP+dzr7aCURqaBIphJJpWW7k5wzliKcwbUduFHkqJm/3oIhFMtEpnT6AvtoSyZGZE5InJPGx3bAJCZW2RGzto9B01CZI6RwzUcs5tByoihzF0iwhyg7YkvZAIm2rH+R9EMzR2kSO3Cby9v57yDoM0txBQzqTSoRj2LoiiKoiiKEn7F34BLcPv0u+/j26fxfO52dz5/f71ct03KTi693Z/6lCohhfLL5cpmn5pnjfs0AAAgAElEQVTvQgsAEgSn4weATMkP5bd7dwJyr3MQJCkyItPdjCZzewv53MsSNJv2RICGPHwzAZp7cyDRwMYfCT8EbGbNEKB8uEhJQuZMUJEiMyJGRGREjBEBYZqRqaTYzOig8vbSHKGR8EQKMYVjpCjbey7gDcfOoo7bAkKxr//J3sXL7NpvF4G78aijHVFAziDT+oYWRVEURVEUJfyK34yAtT9+e/q7764vXwGP51N/6j+8vF7WtdMkfDqd7k/Luft12757uXz3emX3890y5ZSTc6gSkNMAUNLsrjtmIYW9Ik8w7bGVOSJn4Xm2BoM5zQAyU8hdKuoQfkEOBGlmCYMcdCNp7tYc3FvzZo9CUjkr8yhI1txFSUpmBoCQInJEbGNExnXbrtuqlDKnRdnM1VrzyLTMMYIRnpE5Qp7IRBwPASYBoKHlvMi5tSjG9DZ1rP01D8L0EQCAaY6Ofhh1nUWJpfyKoiiKoiiKEn7F34IfXofb5yc7fZsXT92fTjnun8DXdUvBze6W1pvDbImwGE+Xa3ybD3enh/vz0rubXTNH5Jrh5s1ohsh8V1ggwuZgI4hEDuUYIamdz93t1L27ReQ6tm0EACObeWTMVr8AHZnMtDSHnPNQuBWcz2FJI2d/AmPkyBybIpliElyWvpzcLnz9/vL9y8uXl+dtjKW7Uildtm2MIamZnVtvxswEZIbu3OvrQ7mFG++997OvESMjYmpKbddVEQRp3pdGmAGKkZkKg7ctErP1HUppFsnjfRUESbO9HxFxtuhl+RVFURRFURQl/Iq/CZeh535+ffiHH9Z/XtbLfWv3ywmRmRpJM/be3M2VS2+npW0Z64iInI0EBEzizGHhnmQpZN5iLYGjKH0GYiKRW44Yeeo9lTMNZYyxbWMbQbK5w0z7diCFTCqZssjZ7G65Z7Jo1kKAImQ2WxNIc2OaZc69OgigUjlyXLb15Xp5vl4z03020COUW2ZkRJqBzbiozXODAWYpjkhaGNzNzJuTW3BTzNxQRcaIlISxxZjxpzvukIwBMLV3Hr7dHHA3CY/bB8ile4tTK+FXFEVRFEVRlPAr/hZE6jXt29Pfn7S2778/n069+d1pSWhEiDIzQSB77/cZa4QBbkZN60qQDJhhKgCk/PGI4v5rCnm0OeQWscW2je26ebiNyIjIDDNTck6J6ui5074hmHMHj4JIKhCYMaEgZWLCzEA6idaMbIPbGGOM67pdr9cfnl++PL9c1jWmhOTMnZmOJARsGR5sYaeMVCRy6rQhpVKZnQbCDObm0uAtzlNJrjHWMcZzONman0+n09Jb71A2b4dTiT3/dGpi6tZ7kcqcdRDUvcXiVt/PoiiKoiiKooRf8bfhOvIfn3o//176r38wLEtbHKfFr9tYx7jGGBEhmeH+dOoxAHV3ACMypJzhJo6pnYT819WmFJlbxHUM37YMG6GIiNummz721wm3kNBDNc06dO6bdHOV0NPdzY2gAySHoBHXy/p8ef3y/PL989Offnh6uVwjc2nNYWaAe2ZGekSM1BXhEeeIAOZjhQIy7Bp3aW69EYAPSKGM1IydGcDLtv7w5UWRS2tfP3x6uL8/ZYa7LXDz3PM88aHEQfuPhBKabe8V7lIURVEURVGU8Cv+lkj44Rp/Ot230++v+uMd0Ny7e2vOldslIhSREpqZs4NwJ8CRe1Dnrd0uqfypzvEj7AW3SJOpEiNyGyFTzkMdoSd7Oub+Br15fpA4hzun8DMcbX8SEoHMCJs+XkZeLpfXy+Xp5fX75+fvnp6/f37+/uVlG+FGtmbk4ra4NzcSyoxcUxoRIzMyQxqZW2YyZ0NDa87z0s6nlHJdEZFjDEqQG2UM6XVb13V0sylRI0+9tUamp8xgfutumLOeMxZm9zSx39JEdbcXRVEURVEUJfyK/4+9N2uOLDmyNM9RNbvX3QHElktkMVls1vRU90NPi8w8zv9/mYeRkelqVhWLa2ZELrFidbj7vWaqOg92HUBu3IasblbZJykRQQTc4QAiKPmlqp7z5+ay6Gr98eXhKvl8KhhTGlQcMVlFmVsDn5JZEpVkS90Mj7teOkEryYuQY/V43CvfNxBhUiXZyhUQce+LgeMO6dH36G3H092xnAoCJIIUf7A6iTAvbf7miPBqttvtd4f9dne4vLm52N5e7/e7aSI55tz6J4aUhpxLTUJGRDGr5h5RzYt7cVd3uid6UnURDjmvV8Nm7e4uZCk+ibsHIEIRESpFqnuttZ3umftmNWYRTU4RpCBFRIHjlywc8Bpu7oZwwoAa4t38Op1Op9PpdDpd/Dp/Xq4Ovnn05CXOpsP2eSqnwHrI4zCcuB/mWovPqGGAIEECYd4k7Whd9wR+oIfgvttAVIc0pJau0lY1v/ddmwgelznNY1mJBJbUFoeKEASjNbCXOpdaSqnVarWb29vDPO8Ph5vd/na/30/TXOqQkgIZbOJ3uhqrJwotfKr1UCqAiijus5m6izsUAjBpGoZhNQ6btdU6u0MlCAhFxKoDGIbhyekJI7a7/dVuZ+4Iz8KDiLpKUiIUKgoynGB4hDVNre7GZeGzBq2bX6fT6XQ6nU6ni1/nz4tHXE3+kh+KbFf1fbBoSquUztabWh0enBjh4oy7TMrjSV4AzsXSvut9S53dsucZHp5UVTSJqMi3A0z44EEeIa38INzduRheBEgijqXnS/l7VLO5lMNhPsxzrbVW2x+muZZSa22N7WYRi6mRdDcPJ6EiWXXMeZWzebi7LfEzls2yuasv+6xcVHXZSSUpogCIg5XwGIe0zo8TJTzeHq5uD4dBZZMHApqTeFL3hCzg0t8eHlEjvJgVdyPMaYga8Oji1+l0Op1Op9Pp4tf5c7Of7S1Pn22eb2eTer0yH1LeDLmsqlcP82Lm7mbRLtQEDAYcQcDxg33j9xd7y/RORcacSAhkkby7dM3l+u3usceJn0dIwMPpgtYKH9WRls3P8IhS6jyXaZ7naS5mTfbc22lgeMA8jjYV5j6VOs1lGmozOaFk1SwyR5hHmxmaWbRyCveICLM6l1knM/NqCIhIW9e0cEEMKZ8MI82nw3SuN9Vsd5i2aR+MHCZhKcIFCoi0NgkPrx5ewyzCAI8I0sE+8Ot0Op1Op9PpdPHr/Pkxjz3kfP3xJnN1s98ZR4tN4irlmnPVdHDszUqtSZUqIgjQ4xjk2fJK+LvCKJdZIamtq8AXp8MSdfJDj4llr7RpWwQiPGjtDFAcoLnP01zmUkvxJmmt049Lnd5dbKYjivuhVBbIcYoXiHa11w4U3b26e6tZj6AH3aOUcpgOQK3FPaoZ3JXwiFIMgIhkkVFkk4ez1erxanW7P8ylnG+3TBwZCRGkK5RIWCoPw83DDR68+zzRra/T6XQ6nU6n08Wv8xfkvKY8fOjDbdj5UMoohDkjlMzgzrxWEzCRrQYvgCWapVmfLPuY33K3xdoigGALhAn4sjS56GCwzft4V223NAMuDYDurePAA0R4eMBrqAQc1X0updZa3WNxS00pkTQEhc6o4bOb1EphLK8kSKpQWnlCgEfx80X8XFpJvbtXK9MMD50LyPbiVfTg82Geh5wGVRWZSjH3nNKzs1MEbvb7y93u9GTUJBDQJEypXllJhnvbOG1dEQ441AN94tfpdDqdTqfT6eLX+QuynZzIe3yQYzfWm7WUFUKFo0rKOs9aag13cwgEynu347IRScZdVR2P6S9LSGeL54xl5/LY0QAARDCiDQBb2mcLC/UIhpuDICNERAmS5DLHq+5evZjNtZZ2xgc0gUtZgwivLqQIReBe3FHmudZAzFYPtQqhInfBnm09tFYrpU5axqEkTQSTCFsMi1kQEAkyWi1hOEiqBOUwzbMZRR6fns7m23m6uZ22h0PKqklnq1Jo8JSzR7g73EQpKmgxNWSAfrf/2ul0Op1Op9PpdPHr/CW4mXyLRyd8tK77p3XOSXLW5ENkbw1zN/NczRChlABClpYFR1Q3pVAIhixhKPeRKB5hDl+MB+7hvoiaMITtlK+9W1CCATk+sJoxqBGJoSLjkHMeqlmZSzGbSim1Vndb+tyBgKiGeY1wQFMahyHAYnVXqocHsJ0ou11LqRFARZJIVsmqM7k7EA5KSimfiqyGUVTMvdRqBERItqs8ktVdIyCYEVMYhev15iz8/f52d1HOd7txyOv1ONXiblp1FTGVYmYKbE5WqiJZA4ikcGlP2/8odjqdTqfT6XS6+HX+ggR4vXr+ej9/UL94e337Qc4fbla7XTEiZc2RSrgDFd7u+ySW6zj9Tk7nDzz/ssr5Q3bDZUYHyBL20uJC45gjU8wM8zKXK3Uupbq5u0cQy8yxupfwCngbECbRUGcLUWEgsDQIBgAHwr2dAraxoUcEofM8zNM4T2keVMQBMwshIqji7aOYBZCSqqrkJGbhbirIaVitTtbri90uEBW+Od2MeTWMWbJkyck1CfMqa1KKCKFZ1CWofdWz0+l0Op1Op9PFr/MX5ybWp49+/JvL3RkK6iwTgEDSLBxFvNZqtYYHFx9rzexCtIY/gk3qjmkvdz8xIlrpud8nu+AbNe9tSigE6biriQh3tu6EQFQPzKWalWpztVJb9Xpb8xQCQRT3OcIAqGhOGQMoFIpJNVtqIqy565IhY2FirO62NKoDumdKSMlEkrYCPpekosJIDhhCcgJgETUCwlAxYkJ40mG9Oj07vdnvrva7cUjDetwoc1aIDEmFzK3aQgSCEHFNhFaqdfHrdDqdTqfT6XTx6/yl2c3+Rjbb8ac/FXL35rC9/WA1DEkRStDCZ8NkrsoUR3NCiLRGP+I73e7t3o9EBKyJn8M90IoceG9fiy8Svix/+l1YqEe4tDhMq9WqeTWvrXVhuRWEMARwsIbViCBFNQ8phKoqRYpVrdWsVmN7Hc0Y7SiYBCzEAgUolEIpwhKRUxIREDnnlFTdA5Ck47CyWl1YwwGYsAYjwkXGzfrJk0fvLi9qnadSop0pqhpjHPIwDFnV3ABAEEmrqJvMztpXPTudTqfT6XQ6Xfw6/yruF6aPP1v9/VOefIgvrW5TzGZRqt0cptt5qm6nY1oPaZTj3O8Pe+YlxMV/8B2sSV7cqyCBVrcgNJLmUap5wM3twcboXac8gAo4gSSJiUpRs1YeX7WI1CpgBWBOd3r4MnY8SmyEu1uZZxNFVqgMKSVNIhyJAdH++o1JU1IPt4C7g6yAERHQIT8a8+lmvL253m23Q05DSkkXyx1S2oxjznp7OES4psRBpxpTteKwLn6dTqfT6XQ6nS5+nX8FzGPnMB1zfiZ6dbs9r4fbUqya7ebDXAqID2IDZRoGtK3MaG0KsjSrH2VsCXlZgl7ieyMr2bxOhEJvtegRcd+6voifihKwQLVlUTT4cMDIdgQY7kFSqGjd7JrUzV1UZZ7bCSEIEjQ3Nzoj4O4RTgAiEIFKqEQSF3ERqDCJiKSUcs5ZFYBXO9zuqZJz1qQiksxKtalWiuSkeUiPTzfqNauerIf1akhjnt2HIQ1D0qQy00M0KVTrPB9KTEZHF79Op9PpdDqdThe/zl8SFWSVIesqS8x7zOXqMB8urw+313Mp5j7XOcxSUkk6jnkDChmIlq2y7G1G6+w7et13lj/vWh+aDwqpQhUKiSVkxc1bAigACiEijuaOcCy978sHIe+M0tupYMt0QQgAVde7lnZQKLqIJq2K0cwjwpwMAkwiOWlKOQ3jerNabdarzWqVck6aRdbDuMo5iwQwTdM0zZvNetSkKbVzx0pvSTOqzMKkshryKqfTzer0ZJWGYW+ehyxJlpp5kCoAisWhsoT0Vc9Op9PpdDqdThe/zl/yT5WS9RDT7TxdlN0737+frt/ur95Zme7iV8wqgNF1V+rBvAKZ4mEeIW3e97s/BkFA4s4zqSIqoqpJVUUoYu4BLg0SzRvbDzgeCzaWdJhjTfxdUXzbDpXlISShCA+2EsCWqiIiIqlqMbMlFHSZLw5Zh5THYdicnG5OTs42J482m0E1U7LIasiDpkTC7KC6Gu10s3aPw2G6vN1NpZTwFvRSa6pJbvYHcVuP69P1+Ohko+tVri7KANxNVYKE0MwOFgdogZr3P4mdTqfT6XQ6nS5+nT8rY5aBdaVlndynm1df/3J78972N7TDvL+p5RBWzSpabXpEgEI4ZTbfm8+GMYksVQsPzvIeqt4ynFv2OY/vRQBN+e5IqpqSuaNa0OhtMsikoqIq0lrOJRDu7mHHTni/L4ho25qy2OLxY0M4pqRkElqkIeexllLqbLW2gJgIiAhlPeZxGFarcVyfbNab0/XmdL1KoERIIIsoguZeLQNZteynd1dXX19cvr2+yUk3m/WjR2eJIgGfKyJWOT8+WY/jkFJKKUnmXGs1C/OkCpUKzHM5hNZ84tQ+7+t0Op1Op9PpdPHr/OkIoUJVGVRSYhYkibq/unr9+fn7l7Y79+nG5t283xKRh+FwmABQxNrtXJusiYAMymx+qDZZnLaZGuPuXfCtrJd2UHe85QPaCuZiaKqi2oZ+kpLmIbkHWqODOwIiTCpJkqoKaYFq4WYFFhbV7FjnQABCEQIR0oI6AQoIESGoSViVEe7Zq+W5lLnWWs3DAYhoVj1Zj5vVarVeU/M4rk5Wq3Ue6BHND83No1arpVarc6k30+HFm7cv3r27uN199OTJT8bh6ckJGNVsOkyjyqOT8fGj05STExGRc5prdbOwyGOGarU6lTrHMOsmSPQbv06n0+l0Op1OF7/On4wyfN7V6XauB5StHS5TvZ5v3u2u3pTpFhEtK0UpEbHb7UQTyABEcoQ/aN5jALP7ZDa5OwRChsP/gCVF3p33Nalc8jq5JKpwHLJ7tEwYd0eEiiTVlFJSJcXMCSsRMAtHNa/VI6Kd9S2jPnfh8mIEogqBUgCKB/14DjhrmkotWps3JtUx57OTzdnJZr1a7aY5UUYwO6yGFa+1mCPMrNR5Lm8uLr58//62TF9fXb7b3gTw/OmT508e/+effHq1vXn1/vz9bnu2Hj96+vjp47NKmUo1cJNSmLt5eEgLkjFMpU5Mk6wAacmmnU6n0+l0Op1OF7/OHwQJJdY6jzisOd28//rq3deH3WVYtTpZnWillIOXiSQo7VG+LHRKIMLvYjhbZqcICaKYnaQ0rFbjarMvtcISAgEhVJHQMlqW6zs5Sh5EeEc7wBOSFGHOaRyHVR7GIZe5GCFZVbOKCJlTSimB3B9mOJKwuh92h/dX27fX11e7/X6eLWJIaZXyOutGqBJCqMgq5zHnpFqj9TZwzDmlpBShrKmbnBhUkSxpTHlkHmfN7qcu4hHz4d3hUijmcbM7hEdKOuT885dffPH2zfvtTVap7o/Xm2enm//4yYcfPz4ph9vd7sbssFnlVRIds6sOqxVVQDEzACKJypzH2WKeeXry+PZmeHVrtR/4dTqdTqfT6XS6+HX+cDYr3STfn3+5Pf/i/dUrP1z5fGvz3uvUfK7lXwYRYFuIXM7k2m+AuFe+ppFHZUNEhKY8jOs0jvVQ6cFjgYMEgwzw2OsQcYxpARFcEjd5TF5pcS2ikpMOQxqSejUVKLi0JIBDbrGZLKXACVUOwy4d3P3yZvvlxcXFbjdZWeXhJA9n4/BsNWSFMJLIZhjXw5BT2pVSzAk+OTlJKRGiokk0iw6SVBM04O5eioYLq1eQFXG53eUhB2W7P6joSKHixfv3n79/dyjz0/XmdDU+3Wx+9OzJ3zx9crYaa5lKnQhfr4f1kIf1ijlrziAjws0RVFFQAInwGthXuTQ9n7m00Xc6nU6n0+l0Ol38Or//z4dyzcP7X/+36fU/HW7e1mm/aNl9xspdPCYjUN0ivIlfROBB3R6XrrxWPdDiVZzCNAxpGCVnFAU83I7OuChlw1tj+/GfiLYoCshSwdeeVY7/pKQpSa0CBBHh3goj2rsPKTFMBaerFSJ2+ymnNNV6ub+9nQ+rPOzSUOpqM5yFikTMZnCJ4Aq4mg/7qQDIQxarU7EwKDEwbcZxnYdRcqIMIimllHg770MI0UOpK1lLHiJztVqNeTDH1bTfzodEWeXh2eb0+aOz54+fPFqf5JSqGwMpqSY9Wa/X643mMaBtvZMBiRZGynaeaIGvrneX/vhypnXv63Q6nU6n0+l08ev8XghkjUc4n778xeHLn91ev3ebhb+7ZCGWH5r3PTzVOz5QRNv9XFM6UtbrzWa9GYZsk9Lq/TO1jE2/a15gEM5onQnfCi4hIHf/kKoy5OTubtZWInEsgxdSVYEBMU+zAThZr58/e/afpmoeJL+6vPBwC5/dimAckiYhePLo9KMnjz569uSrd+fvLm7203zy7FQo3E+3u0MtZgiFEihWvRoDqppHlXXKq0GToiCdjpv15oxpM4xucXF1YzBVfTSuPjg9/eTJ00+ePnn+7PHZyUlKw1wmQJUc0pB0RQ5AcqM54NBYNl4rYGaHud7spgvLtn5k17X/Ae50Op1Op9PpdPHr/B5UeJItrr98/9U/bt/+tu7OrVSRVrDXNOpYfBeL4AVa4/rdDw+mdSTvJ35CaiAinKCIrFfr1XqdREMkQI8gIgg/tuktNQ7uThpJW6rNySBDI9ie9n6HlCST6pCSpbR0NByb+UimpKrqDrM5AFE9O9n85OOPS/UAzP397c1Uy9UUj6dZR6WkrJrXq5Onjz769PmeMQWwOzz56OnZybpWf/v2Yr8/SODRerPKKcx3t3ur7kKs9eTjR+vTdcppf5jPNqePTh+djBuf7epqO1+U9Th+eHr20cnpJ0+ffvzkybPHj09PT4dxRZUoBVChqCQyASnawNIRBkcQcIEjrNh+nm+rv8Gji8L+B7jT6XQ6nU6n08Wv8/v+TCgHzNO7z24++793F1/UeRetfU/0TvyAY99ehLsDWLI6yUX5ImI5x1sWQQk27SPoseRnppTW6/U4jmREy8mMaANBAnDHfYbL/Wmgmbv68jZQeP+KeKxpFzJrqilVq+Z+f2dIqIiIhsMN01wDSCk9e/LIPEjxiHiNNzdX+zK/v90h0YTrcSwkx2Hz5PFmuzs5FFN99vEHP/rkwyENmxdfXF9v4fHk0dk651rL5cX1NBUIVierDz/98PTRRlPa3uxOViePT8+ers7O311eXl/PtTw7OXk2rD4+ffTJkyfPHj8+OzsZViNzDgGoFGUEoIBGSIQIIM7qYXCCDjhiMrutdoP0Cmdvb3uYZ6fT6XQ6nU6ni1/ndzJmQdmWd/+0/frn5eY1rFBSszhzJ+MunOWBARIR+J1zpiZpx4VPRzjCKToM45DHpNl9dsAi4BBBBBwRAW+RLUQI6A4wPIpaUou7JxaJ7560RZDQpFqSew34w1eoSXLklYcID4dyqLWUODtZ/6+f/s0Hjx49f/T0s3dvvrh89/725lDm9ze3q3GkpA8/+jClYb053ZzNRXTz9PHZRx+uxvFsf4hxEOEHHzw7Wa/MLF9czFMRlfXJePLkdBizkC46SAZwu7u9vLy8ub6JUj46PR0gTzdnT88enWw2w2olObdueYiIJkSIppRarksiqnu4mXmVrBQBYfAt9X1+fDVttnMB+tCv0+l0Op1Op9PFr/MDqHDk4eb1z3avf364eg2bSUGEh6umY1ZLHDv0iONPcTzae3h718aDiya2xBUwIiI83MNDsq5Wm5RSYOlP9wCX4eExvDOOeZ2gAS3hs5hlW+JLmoIK6d5WQN3d3byaES1/pmkqRcQD7e4vY0hJh3GAc2I1s6lUoQ45f/T4cXicrlfPTk9enL+9nnaHWm5v9+/Or7788s2vHr28vr293R88IjGFsxQT1TyOoiqrFdcrDR+tylxEZVwPw3qjQqueJHnx7c32cL2/eHd5e30r1U/zMEhej+O4GodxHPKQUoKIw4NUVQVySiok3MPoXs2qmYcrU1IxIiouJnw2cTu7R/e+TqfT6XQ6nU4Xv84PIMKVzLdvfrV79bN5exE2R0AAXzr45C625Sh2iHgYv7lM3Y5RLDzqH4/d6iQY4e5LKYNqWm9ORNWjjbDi/nHHqzzefeCA+3L6V81KNW/1EXQGnPQQb/XwHu5eq6kojtuliGVK6e6LNUnSRIoRRCDcK0JFVdPTR2frYfjg5OSD9fr19eW77c277U3sy/vXF7/Ab/alOLBajzfnN6d5lcfBZxOoUN1QSmugSEyEMJgYarPP+4op6m7aX+8u3lzstnubqhpWkoach5xzbi2DKioQtk9ekwo5ZFVBhJlZmFer5hWECFVp7odaLv3kVVkdak/z7HQ6nU6n0+l08ev8ACTES7385eHVP9T9JbyklEV0t9+5G0mrs4hS2hBvcan22Hbm1y79RORu3HS86lvKG3g/h1oemFI6OTkT0dZF4AEBSUXUu/dagmLIpSHCA4CZFzMA1uJeIpQM8Vb14OZmNk1zzoOI3H+CJABzL7WYWTtHrG4QDGNWylTqVGxfC8HNOD4Zxo/TcH3y5Hx78+bm6lBrKX7+9fuL/a5GbMZxU6X89PZHn3wMr5mkwbfzdPAgSjUPJznPtZRa5/mwPchU6/6wv9lN1xNm1wqFJuioeemC1yahLbTUKVCFClIC4BbePrVqJcKTqios/OZw+OLi9vb0k9cXebJe3N7pdDqdTqfT6eLX+T7GxAG78u6Xt29+sb98NR92SXIg6jwDENF7XYvAsjgJgMC350vHkga2eJW25Hn3SwDuS6s7SU1ptd6IiLt7hC89fAFjHKvaAQQYHiFwAC3Ksq1z8rjbiQdLnsdVz0ITtdY4KGwbo4wI9zCwdTyERVKOY6ZokWoRtTrD3VHCEZDgozyuNjzT8VDLHG6I56tHJRwqufLq9aXtKhIl5zRkHXaSlSmRbBZboZBS9tPhdhdzxVxRbOPJICHmHsM4rDerzXqdc6KwhsGQRCihCgkIg7CU1DzcLVCbE1JZI3aH+dXFzZdv37157x+tf3qRHu8ruvx1Op1Op9PpdLr4dU5vj/4AACAASURBVL5BVq642371z4fXPztsz8th5+bOQIRZXe7rjqd7cdfMjnsZbNz1s99lvxwHg/zOO7fNS1FNOQ8gAwGylfZ5QKKteS7v3wJA4+hwAMyjVkNAIUoXMEKW40FzM69mKururWBeVaM1UDxMHvUIDxIqzCpIWnMy81prjUCEBZRMktKgSYfZqiEcMESFF8AFNtlVvclDziuPIWIIHbNmppzbmFMDUSsPVXdW54pqyZCRXcPFLXwcx9UwDkNOSakCISQCLkQSIJERDGsXlGSIwIVBgFKcu9nPbw+ff/Xq15ef7Tdfnv7d/zGefnzAsC8efeuz0+l0Op1Op9PFrwNACNru5uv/fvvFf7PDVbhTRMlod30Poju/GxeyxLQc6xyWJ1T95lbng/dtKZwtZMVNRFT02MRAlTQD4U73tDQ6NOtbnlyc0SxOxN1LifBYskKBnCQAB8y91lpExozwCPckokIPd3cKVTRnvfuszGot7h4iHHJyj1pNxAWioAU9qsENEUxt3phIJbMwACdCJec8pGEcxtV6Na5WOeeUc3tp6gEUjtkxzDrZNNtc4d6a5iECBUgHQGgWHTRgCCc8SVAYHuY2zzMpIkrRCrqFBz1kDp0rfvHyq89evWL6Vf7y1+u//d9O/sP/LqsPrJtfp9PpdDqdTqeLX+fRmjqfT2//Zf/2l3V/1e7nSCKw1N7xwbkeljp1HINXjnV9d+9CPCjdw7F4/dvyQTDa1V7rBpSl251srhe/yzPDI+hBibvu+GW109zMzM3c3cLN3cK1ud6xB/D4rBFoz4TWhs42B2wjNYgwgm2mVunGcIWTCJXjl6U5cUQkFdGUNQ+aB8kj0+CSnGLtKxDiXueCUqJWmhMUJahs4qcCBRKD4fRggEEsRilEW3QVhBy/rqWGOw2cjPtp/s3rd//XP/3L1XZfLWrdx817vPwHPZx/+L/8V1s9rcPjnY+916/T6XQ6nU6n08Xv3x0kkvKDDbh/8/Vv/p/54vM6bdlSUx6K1nf/F3nnZMdqB7S4zAfPfd/W9z3WdxQ4ANLEb8n8bI+TAL2dEcZ9Vbw/SJGJCIdLMB6Eyri7uVv76e7XC3RpaaLhx76JVvyw1L8fO9/vOIofEDC400MAQkCA0lJLIzzgAaEkMoHZkSy0OFHh8CVdM8y9zoeoFeYR5nQkIkAFhaFs4gcJCI65qdGyTO+/rIBSHKyGuXh1KZQJ8vXl9S+/ePWPv/3t9nCACBx12nudD9fnV6+/1LMPH//N3z3+8d+X8ckUee7+1+l0Op1Op9PFr/Pvx/oGJcr26rN/3r3++fb9y2kqwzjkPFi1NsGL73rfUT/uHO/offdne99udf8ejWw/+CJ+IioiFIpA2IJdAjQHlSKUu/FfLDeGy1op6cu+qDtp5hWWREykilU1FVOTaiZ255VLkQPggBtDbLlCBEiGEB5BCRGIABAEwlppYbRZIRkEtemiM9wtKEQCJJxmnItHmFlIifbyIzzMbAIMERRSIM0zVSCkCgQUUIMakDbrgyzRMEAwAISoiHmU6ofJTKRKOoS+fHvxyy++fPH2zZDHlHPKOpe5lhqlzPutv/7t7Vc/v37xs8d//3+ufvSfXNfm0dc/O51Op9PpdLr4df7ts07Bwxt7/6ubN7/aX78zx2azqWaHw0E0/+k+eTS/P+i9W/KniKjeWRlJEV3WLo/PCYJxPzkMwAMt6oUR8BCGmBegaR/FkpqKJZFSjSJsN4UEWljn4qtOGMGU5H5Aefygqlz8VJCymByrB48vARQqRVWBiHsTNpg7zcCQIOKurR5OOCUExw1PEnpcPiUg7ZdtyfOhmTFABw2RIGY2zWYQZyoh1/v58zevvzx/C9DcYCIQUMNrRFB0GAaGb9+88FqeHc5PPv0vZfX04KmrX6fT6XQ6nU4Xv86/TXKSdY7Hq9i+/fz8i59Pl18ctpdeZyGrOSma5BuzoPhBvfve336Q5YnfLX93ZrMc+N0dBbbiBzZZ4vFDLfeCPM4X21GhLyd6Xn25DJRqbXe0qKqICkutIhShikOXk7z7fFBUVWkfiSToiOBy4yexzBh9GFI1VEMUXzZFQV0a6VtmqbTAGqi6CIQupHD5MA0XRFACJNp4E4Aw7uSWEKEA0hJNj0ePIXCHIWqEQNzNDJLG0HF/KC9ev/ni7Zur7VZSDkQ1g4doWr7IEUFhwMphf/712zKtz988+8l/fvT0U1s9mTyV3vnQ6XQ6nU6n08Wv82/nG6xcj0l9f/31b96/+4Vv35Td5WHakSoUEKWWIY85D/M8f+ey7z655ah7SzTn8rZYrv6aCuHbVngf1HJ3HXj3myKqqlyO6dpgTkFpU7m229nKANuTeNw/Zdv4BON4ExdCCqlSj+InpZqoiEnS1iAPdz86ZRjC3SKWzU0RmPsx3EUABIOEMtEQNcwtaqsgXG4TkYSiZNvUJFRDJChoNfciAVIgIazBEJGWQSoQoH3loo34IEKV9jCIA4SQFAmlg2ZhCA+6M4IpjwV6tb/+l5efvzp/t58n1exhtVaPOoiSwqbHHiCEQsTh8vXVmxc3X/3yg5/+l0c//a9nTz+NcePUiLutXXjAIqrDvQ8FO51Op9PpdLr4df56UEGKSbdfHt7/+vDq12V3BTjCBVit1iDdXAF3OxwOTXj+YNpA7k83BGWLtnzwFk0iarhrDVxkkfweIfUIDwQjwprOCZAoVa2KVbFaqypFJKk2lWqPQoQD7qHqOcV95GfTUQVF3KPWYECTABKVBjji7kKOgqRUlaA4eB/GIoAgBFRSpN30qUAipKXg3M35woGQ9iOYwQwqIEvXYPNJMaKQFRCHB5o1Xu92X7x984sXv7ncXtdwCSOoKYu7WVXRlEahAOFhNYJgzutxXJdpd/nbfyjvPj/56Mfj449k/STSCNGju+e8OpXh0czc1a/T6XQ6nU6ni1/nr+H7qjzJkcrl7dvfnL//vOzO7bC1OrcIS02DL7mcEe3cjkQ8XP57UNRwr1ttVZKELBuSx2ER2zAvvtvV/h1fxHH817SoyVTb6mxvAcPDJeJBYoyQaK+vzaZwnEaGt+Z3kkLPZvX4TzFT07TkewJCj3CP5dGMNgAUsFnPMbiUpAChEnSIh1ioQ73F3pBgJgdKBgUMst0lRsRihuEAW4KLkkJmDm2HM9i+Xm2Y6WSIuyASmakpRJwEnYBKiLhIjagilZRqAZI8v77+7eu3v3zx2bvL86mWQJhV0bTMHsNBIMK8ABGgpgEQCzcLAX2etxfv99tbHV9IXksejtWLgOh49vjkyfOnH/9Y1o+q5MlZQipSCfbN0E6n0+l0Op0ufp3/iXxvs9KB5ofr+d3r7flv9xefz9tLHAVqEayU3Q0IggEnVUTcfvjf7WMRv0Xejq70ncqG+NaDvpHU8i37oyx7noHWFc+2M7ksbx4fy2NyDMCjjLYzv+W3A0EXp32zyOH+18e+wbirkfcAl4XG+0aH5YmXHNCgN39CdXpo20cFhBy4DOiWeSdbkzudPGaAUo8/qkgOMsgIR3i0ZFEIReAiVISSCcuNH6J9TgiKi1iEUWrAzRRSyVfnF798+eI3X7zcTYfWbu/hiJA7/25Rom4ERJNqjnAzc7dVXgkZ4eWwK4c9CRXRNoeMCPhB83ZcX5w+w3gSw0mMp+PZ083jD08ff6ibE2M6lJire6B7YKfT6XQ6nU4Xv87/GFQQZV927+btV/PFy8PVG4mqqnda087fIMs0bVE5D7MSx1yQ38kPlav/qTzwrXY7107jmhvF73spTToNCEAC1n7dJM+9CdAD6/uGjzp/54taDBRmZmbubYjXpoHLMV7L48yUNAwOeNM/EKpQ1ZQgom2aVpevNB+MRAUQMKlwyXk5Ol97je1dWwsFUAEzJNU98MX5xW9fvfrq/D1FuRROaEQ4TKigLBeSTegIuLVhJECLiHaSSL0LYTUcpRYSbnbYbW+vrbUekikP2/XJePpkePxcHj/Ho0+wfqLrxw7pf+M6nU6n0+l0uvh1/vVYDbqSsuY+Dhfv33w+HS7r/tKmrdschBkouhgNGctO49K6HgiKyLEu7qH+/E5Pc4Qc33Y/9PuBjrhv9P0t7efuHuEgKe4BhCNUFMOAPGxv98OQh5SqFVl2Uj2pBKS6mwcBYcvepIPevM6cpTLCSp1zctLcA6EiRM6pLTQyIqq5RwhmBFOqOWcC1Wy724VjPY6rcQyiuFGoSSkUjWVCCFI1RIwkIqloUmn9gNEu9AJuLNG2ah1wCyznkG0iuMSHkstcM4Qu3FthUKGaUo1a5lpmzGZT9cliPHv87nL7q5df/ezFy1cXF1MpTZIjEGGiGaAvy7Cx9FGAAZjVNjYVSrg7v63v/EZDo5AMURgBC7PZ9/M877c3evFOx9/K6mQ8e/bsb/72g49+bMPZgesDcgn2v4adTqfT6XQ6Xfw6f06kRf8TKcmYZZVllPLVr/7x+ua1T1c+3YTNbtXDKbJc5S2pLfymgOF4nidoMZDH7BLeeeF3zO+bOsfvvP33R4IEEG041rYLKW1vkwREoApNs4UHSQ0s06rAclboEHNrd4YgPND0JgBG0FxbZbq55rm1A2ZNqiLCJIqAR5iHW8ysIFN1kdbJh7nUWo3EkBPhQGiSIMXFPNgKHcAQ+hJh2kZp8Y2N1qPNLSYc0UyVy2VjtLzQZmi+bJ6SQaO3Lvugz+4lvHhU92qorub84vL6H1++/OzN66v97lhsQbTjzIiH34fjumiTzXaWyWXG2/Zcj++wqOx9l+HyhaVKOJfiDDe3WuY9bt4jsB9X269+kU8e50cfnz7/yclHf/v06XNjLs7ZUD080KNhOp1Op9PpdLr4df4U2lxNGAjzubjP7rPZ7jC99+3r+frrllWyXLS1lEmi5U0CR8P4rsLF99sav++t/B6Ja/bwJwx8loM7j+aYjAgIXASqFC0Ws7mK0uGt2XwpuDuewN3/74W7NgIJE7DMRUREdSgpJxEyFB7eZoYBmIeZE+bmSXXIKSWtZlMpU5mV1KwJGhLmATO3dhbY5C/aYM3M5lLQiiCOyTWkyP0R3LGA8Ph581giH3TEcm0YwvV6lcYhlPtik5ktC5gEYRFv3p7/+suvfvP1V+c3V9VdNS3LowFS3CrIh8u6R/e7E9CHPr8MH/lAWJsN2t1EsBUWqkjblg0Pd4QHfJ52dT6U7QVef3b7+T/k06erDz5NT36kjz7m+glXZzJurC+CdjqdTqfT6XTx6/xexxsTJWqCDckzLUsdNWza729vtjeX82HvdZao8FrKoZbJSo0HE6QH3P37t+N/ujFM3MWEPvjchaIUnSMO1c6G1GJEpKkJl9IE/MAnExEWqARgu1KMDEpSVZEAc442w4pjPEx194i5Vk0qIiklzmWudpjLmFNSVaaQgLlH0B0Ib5mgcBACWK21HUwKSaG0UNDjqyQjuBT3HcM8v/HyHWBQmqa3xwnh5jF5gBrAVPx6O/3Tr1/86vPPL64uqnnb2rWw1tR3F4rzZ/mm+DKflNZyweDxPyXAvdmuHKUSZZqqvZv3t/r6hQzrPKw2Tz5af/zp+oNPS9qUtJkxGPoiaKfT6XQ6nU4Xvw4AICdZZZ6MaZWZYBdvXu6uzw/Tbu+TzzuvBw0TWJi5W3iFu4VFhJlZtKO9Bz7xsHe93fLxLhGT35rnxR+zqHknaHfvzbhrcf9DHxlL4Mp9ymb76GzFEpokpVLmg9kZcztMXF5yQIRcbuPuWiCWV9LeaAAcHuZzMSBE2qJnG7SJyuKZhAO1ekQknUVkGAZVoUgtdSpFRVLKEFkyL4UBuLt5wIMARABagK1MQpV69D8hRY8LlRQwltlbMIxwthlm+2IAQqpKtLYJhluU4jUgWeZSL7e7l2/Of/nis6/evdnPE5buibZV6neN8t/95rUv0l3dYtwNgO/Umd98dyx9FGjCR1laFGP5A9TKIgS4K3CMiCglqtW4JjAL69Wr7evfxni2evTh6tnz9bNP1k+fR97M0F2NXg/Y6XQ6nU6n08Xv3yMqVBURrNT3l1/sbt7E4ULLdt5dworAza3Wau5slQvS4ve5lN25WxxPyn5vCOZxCPWNf99n/BHGx2/9/J2P8EcQbTHV3VUFixpBRCQlSbmUeTJrx2/tjm2J/gzIMr68zyi521t1jwo4ohoKqgFBaruJJACkSEmlvSUcxar50g4Y0krMxSPmUrJqHoYWIOMR7TLQ3Gv1cCcQFAGhIaCoINplnEhKbcV0CXcJCuQofg4XhjH8Tp0drtSkWh21ejjn2UoJEyrT7bR/9f7iXz5/+eLrL692e2oWVXd/uDvqMJF0tMjv1b+7Vc/7b/fDGWHcmdxRCJeWx6XcAkEBUoBkiGgE3A0RIhQRESUiwt3rdHtjN5fuZqvNYVxfrU7l8Sebj//DySd/t37yPCQHaB6O48lkp9PpdDqdTqeL379txkTxafRphb1v311/8S/z4ZZukUg4NRERDkokTUkzKWZ1rtXd2erOIb9H937/v1rzf9gKaDSf+sZHp4impMM4T4e5+mSeAwlU0P+w5Jj7lVazEEq1NJfjoI8DEEigKNq5ZExmy8VkhB71p1pM1XSurkDQzYtZ9VYNv4gfGAoql2VaEWrSlFPKg6hCFWSArQd+SVINpxu8Igp9GcgJGEAxpya3mEu9napRHDoZvnp39cuXX/3ixYub/d4DeudygGoG1byGW3xnfvf/383jTsd5zIARBSCS2netremS8uC7lyJCIKBYIOYJpeBw6xdf+qufP/nR3+WzD2J1VtPGhhOOJwfv///T6XQ6nU6n08Xv3yJZOSZuRjlbcXfx6v3bz2/m7bbu7HBz2L5HhGhypBb+AYQfVzG9hYIsZtJ6z+Ph+ia+seoZP+B43/Nr/nEDP37bI/jHGgWP4ZexiF/cX8SRojnrMDJlr3VfTYSZIkDAWrM7j/O/pR2hPWd8+6U5gu5zNZUqKq1ZYUSYhwdSKCJquAeK1bnaZLbKKQLm4e4xV8ic1RlswZbV3dor9hAw5EE9PUkRVckpaU6SMlQAOBgQab4WQa8wwgPugGMJUpUaYTXCfXI/BGanq97O/v7d21+8/PK3X78+v7mxaJGgS5pLM64APZrtfnN7d/n5uId7XDW9q5z/lgje7eveFdp/978akHffOPiyostWCujhrRCCFAJkSAgAM4uo6nU+7Mrt1e7yHfKa41rGk9WjJx/86McfPv/UZT1hOCAfjNZb4TudTqfT6XS6+P11f5VVhkGGRJ+25eb8/Vevb/2m7M7n3ZV7dXM3cw9RBdUc1SrCAYgoyIgoVtBi9ylMba8u4kF0JL+Z0Hm3CtjOqkSEDxL7vy/i80/cu7vfEvwjIzzaamALS7nTEBFlGtK40jyUedqXMuaMLMIWXBN3XQQPH3XcXqXwuM7a2vQiipnUiqlFuURxN3NzHyyxlVgIa/VSLaZ5sxqU0jrbi4cTWU0oDNLDI/xhPucxYhQIIaXVtaekKUlKTLIM+UAig0A4DMGACSHuspS6g4C54VDqzuMAQR6mirdX23/+7POfv3j59ft3U6kiKVqYKCCSKIyWdiMSod8Sue98c5zBxZjvrS8epnouhviNL248PBnlsfTBvZ06Oo8djhHhCIFo69zQIMTMPGp4qDICVmq9unB/B4Sq1NV4eLGJ8dSHx5vnP3n06X988uGnLmN1zBatE6LT6XQ6nU6n08Xvr4x1Mpne4vIddm/r9dt5e2WKCLdqZq6aU87i4dEM0Kp5u54CkPKIwFz2tRaAmpSQWLYaW7AHW0X4XyPfrnwjmbIMKxlG7Pe7w+4055ZNSthxtvU98OFAsqV/WgRgEaVWR1SPUr2Yleql2ji04VwacirVqtXdNBWrgyaQbi7uBg45kmiiLBd7IiIAXcFETSLy8FSuRaEsJ4X3hRmU73ye7WIx4N6+i0kE++mwD1QhIn11fvGLL774f3/1q7eX5/syU+7/nookEQ3AYe2TFU3t4u5f51ummkgGirR146P4e3hUj3BShjyCAQgYZKIuQ8e2F5qS1uJzvfHra/Dr+v7z+vK/l+d/i81TPXvOp38znnywr938Op1Op9PpdLr4/ZVwukrrVE+HevPmN1dvX9T9JX2q88GtJB3bfZsux3terYj8f+y9aY8cSZIlKIea+RUHg8GbyazMmq6anh4sdnqmgf2wv36BBRYL7Hza7WlMV3VVdiaTR5BxuYe7Haoish/UTncPMpjJzKqs1IcAGYeFm5mqekCfyZP3mNkxO4OqZRIgEuLnRNzSBu13+dj1W33sanqKMgxQMIO+Svbzcr7O1tMIu26yWNLMyOVGXImImSHFDrOoMUTEPoEummqCYUPMmjRyxMj7QAG8qgQIamIq1gQdiunE8lihYxaAqqq9qnqnzGxmbGYQEBFctOpEJiKIjYDIgIQUjXbaVkWztiZmiAaobbw7ohIAxBy8+KENREEBkMmYhTxRhuSWlXz79uyP33/35vK88t4QGVFUAZCwOWMTDkHEgPGVzLSb4l09rg00vQi3lmg7m1VEaJv3sFsoFqvQzAat02enDI3TgmgKABiDJhAJwLRNG2TkqCpVi5MGUQ4bis2yLIvlNeSzfH40O3n4/B/+6fjgtLCsxrw2ksQBExISEhISEhIS8furG1DGae7mEzebuHr19urlHzf1xfrq+1DeIMVuvahJ5KjEI3JmqioqgYiQiIlVRVsNpIpEHR4TN5kFY/a2l/P1YXeNjjPG0DWCvm4rD6P+wB9n9PIJYRAI2NAVBGyS3CMbivpFdpxPOZ8IYBFCwexcrKMBggLaoKDWyC0RgOKnhNYU53qhopqZqRcEFPDBAIOqGBBRlmUSSQpiUJUQSAQAGDGoKUBQy1iVOAOkeO0NP6WG6yABYeyfUzOMN4OgLY8iFUAEMFVRDapCBGYYFL2pAIKamAXMaqNV4b95//7fXr96+e5sXVWIBEgxfjCKLTWmOLTEDwCRDBEN0KyJ+NueEmsFsmaDLwZ2qPtY4EASOnpE0J4du6cO0HY5IsbsClNVaHxfGv8etMgNKYZWxOmK1NJURQSKNVXrcnVevPnT5t3L7N4TOnxw8PjLxf3HND30yLVCSBQwISEhISEhISERv78GEAKqD9dnRbgIYVleva7Wl2axasUdUzGD2vv4pYiP38yyHABUgkoAgKjzvI1a4WBb/hGS1W791aQlftBJIrH/hFqjFDPQHQFmE0rekwoz+xEskdiJSgg+3mYsfwUftaykAJP5AUrYXF2er9e+rrKjo3lGjghMggq1xKXzlKTWZMbakXLchb13zZEEgEHVvK9CKL3fVPX1ppw6x0xHB4uyrisfCl/Hl2fyWe0z5zLmCXNOnBM7ogmxYWNzQkx5lrFz8UaCqaqSivVcGlSFmYgwqPe+RjA3yTWgqhXqFbj0oZAasunZ8uaPr9/89z/8y5vL83VREGUtI4Z48dq4u7S3GTkUArvMzDSElgoSNGHz++L9PtiOubPweuOX5muVqDDuB7w19uyfQfTV5f7VVMNwEVs0LwIAQG7eHY0etLx8uzl/bapy+mhz8oROnvH9L/LTZ5QdaIqDT0hISEhISEhIxO8vBUQ4nvGUqtw2F6//FNYXdb1eFiuQGkGbzXFrpWHNDjn+P/JSHLzgUKzX7dTjZ7vmmrZvfz+26fggL2z0ethF/EUjkJ3rwe3r3P/SfeEQ9x6KbfXJ1LRJdMDBzQKiQzSkbDqbleK92qb202ziCClG+7XCVewqfobxK42ON2hIhEPz0lgubFLSAQHENKgGNck0cwQAtUgtwYvESh2iZKqZaOZYnQM2dAAATb8foAGwkVgje9RonxldL7F3rUGAYGKqVaiDBAPQILWX0kspYIw18kb01fu335y9/dOb12/O363rSgDJ5WqKI+fTW4a8xbDi15i5bNf9Ou6H+6IdccvgZT9ntPFK2F0tLe/94AociE/HNWdURTMEKFfXdVnA+dt88W/u8fODh19kJ4/D5F7F01ISA0xISEhISEhISMTv5+J7s4mb5zyfYHn+79dn34T1+1BcoQVQCUGi/K1VyDXVOdvZSuMHNZZ7uBYMPTgxJuLtHGxjbjfecOP2fh/aUmR3xCjqGwe/Nn4Vwx9S+Ys3rKoheOccMbVJAWZgyATK5NxsfiB1FeryxtcHmpMxIETiR9gICDsGYxCjyhuCTUiIONTBqjVU20QAABQ9ihioWS4MBEE0xNgGETUwMy+SiebiQBVdzJg3YgNwAKhgpISmpgqqoIqqoGqIBq0FaGwpRBPRaDMDgKVoUYfCSxEUkdZBzm42//r9yz+/ef3q8v2q2CggcAZEkU22NqwfauREJCRuRqF9vIC9qHMQ94GfOlc/9PAP9o3iB88SaaxKUF/bemmr9xdXb6+//YPO7x09/fr4y/84vfd0o1SHFAGRkJCQkJCQkJCI309J+QiREKheri/erjdv68tvtF4jQB2CqTLzbLbw3ovKj9xc22gfPQzqsx0SCF282m2vi80PW/fLNpvbomMKAjRUY8QXEbqSYHviliYioA1I4qeQA1MVX9d5lhP1/YpmRohGxC6fHxzV5aYK9aquj4M6bjrDqC2g9p6SW6NFFBMsYrWsicxrrj7qI5sCnaqpWWAmIrMm5S+oiaqa1UGyIME509xieh27WK81BkZEJVRWESMCFlQmkZjdoNHoUhVMmr43AyREJDHbBFnVUog6B+835Z/fvf/Dq5evz9/dVIUCIDkkUu2DDneIkW2NJxKRMbQdkzAs4fa9fLbD+zuDFrzDkuylsz8FuoJ2a1dkjpwRmkAdlNY3drOq/Teb7/7n+rt/Pf77/+349//1SrEtHqc/SwkJCQkJCQkJifh9PhBhhjpjP8WCq4urd98V1+/UF2g+Wk8yZ+gQAeuq2qmF4TaV+5RySmQu1hV/ehL4U+x5h5f6U2nqVNX7WlXHiPdCGQAAIABJREFUd6kQA8Edu9l8Ol9IXVZrf11VALCYZIRdOyLAoP+sl5fuUhgbHTNM4lOzoAoAZBY9VGAgl1RVDwggBB7UVDWw1KITpxNnGVHMb2AARVIM2qSqa0yeUFMzQTNoOvXAgAJgGWRZ1JWCuSybHWyu16+vLq8260oEyGVZboBmIBqa6+kMXT/0MIKIWFXB5G/gjWat7BeAmxREJEdExGpQnr+Gf/4/T3J7dHAsKtXkni4e3IQk/kxISEhISEhISMTvR2OS0dGMZyyXb77drN6ty0uorutyFUJtplk+BSQ1VRUmNsSggr35SM+mRtWStgg1KpnhHr63RfyihnCb+N1eiOlObH3tbmzu0vQPNsLJnaYtHL1S24oXT99rPj+JU5qJSl1XomIGMaIhVqtUhACJmWkynR+EqiyLYlVVBJA5mjjuksNhICdsL72pYjYcrzlyy7fUYsYcIRqAqEbXU8LGsAQRicjUFMzMRLUOvvmExYt6kSCaMQuAIDpVr5apOlMWwSZnL9YIlRFVJAQJat6gFF37UCtwPpvPD6f3HtjlalXVZQjBzIiQuA266Eu07Xx1pV4czkd7ACOa4ZbCEnHrcYPZ9lIZTfCtBp8/wROA23oA0WLwhcZLRW0mLRq6mtRlcf7mm//n/zDnvPezh8+f/sM/PXj41bWwT86fCQkJCQkJCQmJ+P2QnSlCxpxnZNVy9f3L5ep7K977aiNSqypneZZNRAISq0EIQbw3ViRne8xQxj1+tmWNuX/Dqm1qX9cwBkNDly7/rjfq2CKBOOQHXRhBu8kf7Omxy39AHEoJEbdNOmzQDzjUfN5B7tmrDc1UpK7rmFfR8NJIBy0QO2JG4Ml8IVW5vlkVxZoB5nmeEXNzCzqUucYcP0QkRKOhfyl2nBfjKWKXICAhxrqcqsUkCGoGMibkRVWoGUQJqA8iTBRiJoNaxixmwcwxuyDOuUwCESMRILbEDxxjCFJWoRQpRNZeihDcZHY0O8oP789OHvHb97WhICnF6qDGvL8mH318G9vD2c8SIRkAgZmiDUYm8jzsh7+nzQi95BNhXz/oiHneSc67p2HV9vO9fUGCgyVrBmKKTfSfqiGCEgKzI3bOZavzNyLeDPzFK12+e/S//O+H/+G/LSsNSfeZkJCQkJCQkJCI36ciZ5jAKi+uq4t/D6t3Ut8EX4MKAAIyAMUddF1VkX9RNoFdC/yPEaHtgszwgMb3EkZ8D0aUET+0C//r1b+piveVjtsgzRQkADtEAoR8OodDf7C5ufRVrbqp66ljJMe4h6IjAhEYItCWS2pPm6y1oxkGYigYGKgJdYF0UWU4jroPphK5oJqoZsxetVIhJMfMzI6ZiBFj6GATIahmXqTyUptVopVBMJwvJjw/dAcngSeFWOFraS7KQkxjN0B2CECflq4YiT0Z6I9KZfyreObStHAOFjohEyCJilQCAI5zIvS+Wp295H/+vx7k08WT310rpz9cCQkJCQkJCQmJ+N0JmcNZBotMy8uX6/PvNsWV1SsINYCQoRrEEGs1QyQkZ1JbE0oNqgpNlLbaDgG0EcWzQYfe/m16J/X8IIXDQdGvSzWHzrBlvJvufwo4DHMfer30jBJHgrymGAM2kB1+UkFoMA6mGuWNZkYD79PmEhGBkDmfzBZHR/fKYhPKTeF9FXJmorGAMSb7ESIgGsXPWuLbVji3miHbA6yTgDYTCk2+ePeLOKbdolpDUDCvWotwYEJkav+NvjJt6TBGwAfVoCBIgqiUcT6ZHd6bHN6j6XwddFWW67IIIhanADGaj0ZlI/QlSxjEKTSzvvUIoQ2UB1BoOxahla/2B+JIKTpePLtPJvo64J0fItiHn0nY1gMJ2/ltJHSYdW8QJgetE6yiYSM/jiHywOTM+9W77+l//N8Pp4vJ0ReVpn6/hISEhISEhIRE/D6I3NFillm1XL97WRZn9eW3Wi0RzAyJGBGxSWszA1RRJCDiqHi02JwUvRwRQXFv8J2NSV2rmbSPbaI7UjfYUbc794agtXxnkOWGQ7Y5kHrudUHBMcnsYtZwzFmj/q47Bvff3gd4KsZkcxUJqtqVPWPUHHWth+yQKJvCwfH9zfpmFXxZV1UImeMY+T2knNSwHjIiIAKgltOMiN+WA2TThWkWhYWdfNago8BIURzZZkOYWRAVM0KFNvE8pkfEYh8RRvIHiAZoSAKgCuYcuJzzaTY7Whyfzg7vWzZZbarlel2URYz4i5JNJDCz5sLAEGjUlYf7CRqANd2JhgagGolnlwJIu5N9NzPPPY8ZPvCzseUswB1cQPeEkCARcQjeTBGROTMzVQkSAJGQnXOmqqYAljmnRqGu16/+6O49OfiHY3RHSe6ZkJCQkJCQkJCI361ghAxKvPpzffmtXL0K5Y1jh46DDyEEZkCkIBVzTuxEVVRABUDAFImYWFUQCRlNtRFkbiX32V4+96nb1I9qOH8ZFY8B6xtcOrU9eZwpIRHmgLPF0WZzUxZFJTpVMNvuJbM+jr5vYsSPBdkjgGNuSLvi2GJ0wEOICLHNSjAFUFEENQPtw+2RIm1DZCaMnxAt5gsEqlUVEYnB5W62yA9O3OJY3eSmXG6qSlvrnqbdMf7yIPsRP21t/GSRCz/jwhARM43sNAZbaJ97CRJC8B4RnMt9CMzEyOvVjTv79vSr39f3jkNifgkJCQkJCQkJifhtIWPMGaZUY31VX725evdnrZYaShWRhj4QOQQkBQRiBUDTQYKdNGFiEtS05XcDkeZdcNuRgx083nY80ogKjnw6tjR6W7LNzvEFgKhvd2vOjI1fSvMLNq7k2D7O0VOtMem1wQGNA4sBeF9LEFVVRDMlImQOZogERGqAnOXZfLpwR7Wvva/reu2DQSGSH8wmrkkAVI1JhMTOZQoWxAgBcSDabBw+I1eLJpF9Mka8NooFw/YyzUDb8VIz6tgdd0pSiKLf5jeIYptf0ySIRISOyAhn09mU+dv37xndjChzuWQTm8x5eliFN2VZhuC7y4RYLh568Ixn9Va+h81dREtMNDPpLWHNtHlg0OhkOxlsnGK8ZQ3auIS3zYi3KtAwkgp/Gmwsgx46z1r7gICIEBqKTeTjfTUmOAhI5G+uivNXePwbgNTpl5CQkJCQkJCQiF8LIlxMaALl5uLV1fKtledWXdWbFYABISAHNWz8IptsMSS2jjVg7BCLe2uVznhlP1f76YB9Wvc+4jfoh7Oh7yL2vWKIyGbYpNChYkt4+0QK1WESXicJtd7gExvit8P3+hQCRCSKUj4AkOBDCKYKzGoW+Y4XjfyEiJQzy2Y8mc1PHh6WZVls1tcXa+8RcDbJCYkJDAjIDAmiyFPNNBiNfCpHoltsuu+2fHQiDRqUZC0KcAWALPadQSziIWLMfhBAbY1Vybksc+xcvDVAckyOmczyaR6Qbqpymi9m2cQmU3G5cg5uUlZVWZWqQkQN6+vGruOCg149+NDzARxMPyHqwH21pVPNg4Q4JNR+tMJPG5nO3vZkwnouapGgDdxh0fBOqx5Hw2+7P4VxGyp0nalIhIyEGDCGPiC6WAgkdmFzszr7fvZFwZODlOyQkJCQkJCQkJCIXwMGgZu3N+//UF38SXwpIojoXCYDCeI+qab90i0T/9KwlkuqaogqyLa2pqqgpoBE2QTICWClytPDg3sPQ7EWX0u5UYDSB1FmRiLIiJAIiUQNDKKrJsKoo/EHTdiAP2P70RVXY2kP2/yHzGV5TkyAaAZEnGVukmWLyaSs/eVyVXo/z/LpweH04BBdJgBewupmVZabzz22XU8nAQCY/m2uoa5oi9TcKaAv18XVu+n6Mp8tCkkWLwkJCQkJCQkJifgBAMB89S/V9avy+m21WZqpcxkT+xAAumYig9aBxboySCfiHGrTuh8OhXCf+XpvcfjoCyN3yNoedryhjflCF+828n1seNNW7RD30OKt84xKn+25TKNfJYBBjPILIRBR72YCoCpqwoSOKRpmzuYHM4RcgwV/dXFWl+siBAPMEMmAGB0AAqoKAjIRYDRcoc7gZcvWE2+Zn9790pD62MFWEon9J4DIzMRsAETksizLc0CINCtzWZ7n0zyfTibn16s3796rwnQ6WxwczQ6O5otDYlcWm3Jz4+s6KhsRbokBGc/qbXWyTrva3ggRgRmoNCypuejOB6gnsfhRlj4auq4C2Ydk2Mg6Fe+cZjIa+f6FYWBP1K66oVp4VEuOE6xmACgidbGWm4vs0fNE/BISEhISEhISEvFr8O7P/z0Hr1LHDWvUKm75/o/3mDbcYg/3rgY7ti0f68r69M0x7qUEOKJqQ9NFBLz9d4dyze1X7fWA0AUndBtzxJYz2iAoYEfgasN49yGH7HmCqtR1FUKIzYTRDAeJTEV9bRIonznnMpdNpvMsc1NQqcu6Ki7LdSXKbGxoYCEodkQHm+RzahharxjEVuNoZruB6LgzOMTUEWtuXy7+H0/hHLvMqQEzZc65jLVJUcBJ5iZ5PslzEb1arc6vl/Oje9PpYjqdT6bzyXQO5Krypiw33lctq9mKVTDbN3HRU3X0xGH04GHQognc3m4TDoE9D8bOB7abHYM9y3p0LdvkGGKfK0LrebqbM/HR5xi2/ylC79CDuEvNmxSO9qrVTE3jygy+ls21o8T6EhISEhISEhIS8WuhxZVNpszZhDKRoAamysyiatbaWtySRQb7/Tk/O3Dfbnj0034bfyvFg1sqdLZVTgEYVoC6AlGMfsO2+GO4SxpviSHciYIYnVtV67ryvh46rRCTqYa6ClUJ04PMuXwyzfI8z7IpAkhYrS4vl+fBVNvX9aKA4JippQXE1BfmIp9veQruG8fd75mBs55pMLUvSE2THwA4x7lzYsZMzpFjFINoNJPnbpI7QjxfLs+vr9dV+ejgeDZfuCwnZJdNRNFXZVUWwdcN+0EY5S5aZzTTTMF2x94HwzNitdMMzMjEuvns0Bb/hvONHY3slovteVCw980QuwQ/sALvuCa7VU23zA42dx5n1FRVAdFijygQmkG1yZmSHjshISEhISEhIRG/BtlkKqpqhsRIZBoVcbcQu89TwfssJHCY1Q69ONM+77nwY/v1j8k97wDva19XIkJN4qBFkxPTIL7UUIEqMwOiIeF0cXj6+OT6/Hp1ub6+9GqsNmFq3Ei1nTu13tOxd8iMk2v7Ckg9tRhWq7TNtUeElvcBcWcUiuQYidA0WtEgokMkoizPZpOpc66q5dW796tNOZ8dnJ4+XiyOkTLVZuhCXRU3y/oz9/j94Gn9BcHATE3NdJhPSEhIaBJkfcUgW9GFCQkJCQkJCQmJ+P16EdO81QxCaBwsESWGsJvdSrw+3ML0qftqvGNq9vD8I+KHgNsiQRhz16Ht4u4YjJoY2xJZcx7ERti527vVyOxwp/Y3asYaqEMHRLr3Wwnex6JfnjlrOg0VgRBBJYivQqgspiIyA3OWZ/cePXu4Xvq6DtWmCpoROyIEVDVDQARCY2tqWX2BC4Ba5WkXwQADP0xssya6O20rbogxSIAQoCV+hACxxw9ByTE5x84xETmXzaZTx+yDrIvNm4tzL3rv5OHh0clktmCXIZLFpw1IVbmp67KXemI3Jf38dJdoXfl0T59fE3ww4LXWH4idSegYtyS4G2Lf2Wew5eP6QUL2Q94B/cmHy2TrDdhlTjSRh6oqpkrU/zxC6qq6PNNyzXiYjD0TEhISEhISEhLxAwCovc+yXNVEhAEylyFS8B72+dqjNbJPHBGdH+nggnj3fXK79+3kfw0laNV6A1Vq5Dc7ZjB7uxfRBk41NiKkkRqYDWPBWzJHMNB8DqlBSxpGEYI4KJy2/AYQSSTUdVVXlWNCQlNTVHZEhKAqvg51KcFrNlEiJULnjh489lWxXF5eX3hfV8EsR0IEEQUEIkQmG1idDKhfm74woFk4SLWIzi0NUx33mHXED7nr8QNmYiY2cOzyzGWOnXN5ls+m0xDCqqzOr67fX13NFvdO7z+ezg6yfMbZBDkTETN0We5DFXwNbYtpa6HT6Iz7ldZPxK1cC5sJa2PfVa1FF4QwEHkiDi1ezD64UKK0siP/d/AQ+qR3wN772grbaJd3fChjpvEGoc8IaQ5TXxeXb9bnZ3x6IJY6/RISEhISEhISEvEDACQfAiI5dgbgRQjNuVzEm8oPFTG2VM5+unID7pF9/qWHci9h+Njwk6p4X9d1OZtNEDi2/sWXIzCQIMEHX+tEDEDZicuyxb3jR188uDoPvl5fn1ciGSIYggkxIjEMmtMGPI8ipyIaFU67+PJIi6it/jXEr4m5AyJE6t09iQgAnKPcMQJkzmUuc8TOucy5jOnmpnx/efXy7VlZ+9NHR/dPHyNnwJnLp24yB7UQgqkE7yW6yH4WBjUm4W1u+yc5bf61YX8Rsad8iFuHgqlU9WZ55U4k/YlLSEhISEhISEjEDwBAzShGwCGDqQKoKYI2phdjH3sbl622qdfQVBPvzoHu2nPVkxQYlv62NJ/dnjj+1H4YMRvIHQdFpG6TbXvGY8x1h4XBvfyUwDSOlKqFELz3qtYkn8d+PJWozURTlSAqAkDEQo6mbnJ0cv/xi/Xqui7WVXHjAJSIUDPiyBkNQG3Q49WW8gzRRr6XtxK/dhCoCQcnBEKgNryPCAGyzOVZRgC5cxlniEjMiCSiq/Xm3eXl24sLID44OD48PoVsSi5nl3OWG4D4uq5KX1eqYTzutu3h0i6SW4pxsf6KffIBWFvv0yiShaHmtfN1wYF5z3ia0PaU/LqFtjcF4wfxVNu5nWHYiA0enlhnKtuU+0xbpx0GANNG1hof4jgEX2xyE8BE/BISEhISEhISEvGLuQKAiGgDmqIqd+JLuLVV7U0vB5pL/Ojm9w6VGOwpZfdLna1L+722TW+vyUv3vd0wu7FlfzQzNesZbNspNpKNNswOuv/s1uvueEXf+mfjKQgh1FUpIszcilZj3c/ADCLxkyCqBBAM2DmeH9579GyzvKjWq3fFphQFgKkjBRADNiPbHnrsOuX6Hsmm8w8RCSDadQ6C/9AaV1IEBOyIHyM1zp44ybJJnhHgxGVMbGYGKKp1kPPr5ZuLi/Pr5f3Tp8fHp5P5kbjM5TPnJuyciIpKWWxC8B1Rx66rcDyHvcxyHyXau8xajacOhx1gO7jPduIoh02B+whmkwyxZw19UpADfNCQdPdYwK212xI/RKJ2gKx7XkGI6ksygaT0TEhISEhISEhIxA8AiMjAREJrBEL9NnPbu7JnCqM2p1u3qp8LW+f6iYMBdzf7+CFvT0SIdbWWBXLLDbpT2b7bGezgVauqXC6XR8cnWZ4zs6kCAHC081eRUPuKqgpcpS5TJHKO88ni/sPnX/4d+bC8uvDlWgGm03ntqyqIqi2ci/WgJsZ94IMagx4i9yCIfpzERMzE7eeEBAghBEM0aPkTATBlGTNx5piJMmbnHAJMXM7IZVWrWVWH5ab49u27l+/erarqv331+wcPnyny/OB4tjiazObgckABgKragCkiM3ejZTHJEAzBdDBuCtaoVbengbjrTIyuJ2amKmY66txrRKqERNgvqjhZtzWa7qF/GkuIg65IGMasf04MYv6Ie0pKBGoqwVTZ7TJeDSIKEuqKTNKf+ISEhISEhISERPwA9sS5dTwH9/IdBNxHxj4jr9t7zl7mN/Sc3LkXMBuXXezTmGgsEo27qgYsbpjpdzf3xmGBpruDIRdpyj6qIkEkqKpzbGpghmYAaqqmCqpgaibxa1ENxszZ5ODe8enj+w+eXrz73oe68CHjLDqkqIGaUW9vgrHQR23wQrSGJGy+JkImYuYh8WMkQzAwic4iCMCYORcNPB1RRpwxE5IjZ4ZADAqbunz59t3ri8ta7PTe6eLwJJsdYD6lbEIuA+Zos6IqvipUAsJt7BrvMHu9fNM6j55oDTOcuF0zT8S7vTUQ9hQYPzzn+APeh9vPIfqXsebhg6H1aYeDJw+DG0FrHE8NzELAEXNOSEhISEhISEjE71eMoWPn7nbatknLgMbs7FT3M6HP4aiBt9LU1j3zM5HQjvhhG4QwjAgfxgTcfpkDH5FRuQ8HZivY34w151UR772KAOQGhoaN5LRp6JL4ASZmKqaiJsjZ7ODw/sMnz76sq83q+vymqo/n89wRIiigqCE00d6RSSJQZ83SlroiC4saT0IkQu6/RYgICiYIRo2IMIusz7FDdogOyaEDoGBgwFVdXy7X3749u15v5vPDF1/8dnF0z80WbjKnLAdmaLoITSTUZSHizUbRgj0f7ukOjgmg9QnrbYrDUL1pNqJ9MBCvNrW+2OK31d33ae+bphfQOgb245Ic9j0y2M20wFb3OupatC12bGBgGjxBIn4JCQkJCQkJCYn4Jezfb9sOyfysO/pdVozRiiQE71V1z+7fDFRNA6iAKjS8T41zni0O7j/6ItTr9aqqytXyYiriMpczG4iaiWHDkuJH3yxJiLEQGOndgPh18lBCh03/J0fiR4iEnLFjdswOGURVzAgULKipwcXy5vuzd9+dnSnA0ydf/Od/+Mf86FE+O3CzGecTcq4JHjDTUFflWkIwU8SfMGo8qjwBCf62Ot7iZO29KTNQn6SeCQkJCQkJCQmJ+O3nPMMCVecA0kZm724tb3GyQPyklryPSD23DOs77mI/ASszAzMFACTXZMqpRG8XJLRbr3/7Snq7F9xbURoZ8SNi9Hepqsp7PzhKTVVFVEQkaAgWvAVvxMaZOTBEQXCT2eLhsydfXntfFdVmVVUKdjSfkZkRIGhs3DQEA1Sw3uoTx/nut8WbN81xAIxIBIQN6yNmRFMUUTH1apvSX66LP3733Z9fvSrq+svnX//mq98//uLrEnKeLngy48kEmA2BAAEsBF8UaxEPpggEo6HqaqaNv047cNuVsLFJS1cjbQW68RYp0liCLrrvk9Ijb3+/GMRym/VvlM+YGjF4BGFg2PYVqqmpQGPUyk3luLU26sbGry5cfQPZg/SnLSEhISEhISEhEb9WqgYtR8E+0hzbCO9BRrl9mKHt+9YdLDvvtlPek1f2GcdhS0zYMg7tNYO3mnd2ZbRBJ1jbamhdpvseY0boNYomInVdhuBNDW1IYVRjT58EkwDBGztQBTMx9YDoXH5wfP/Ji7LYXC0vLs/PNnXNTDPHGZL1TV9N15uaqRmqNmrexg6yPab9UAAwILDGDbNLcCDi6KYCQAYGaIiIWNf+cnnz72/Pvnn96ny5nEznT59++eDRF9nsQMBhPuU8pywDJDUDAkRQlaosYpHT9q+GUWbIkNrgngh122J9A/uVMZHtDD4/fRltWXGibV1j9Mn9LNzP+lUIo8wSU1PTplqLgw5YG7W0htVFffF6fvSbylAt/alPSEhISEhISMQvAXbNJ80GKXSDXD7cbT7aJlCjRD348XvgPlBu6zSfxBo/dTy6ktG20/9uMdNGuRZoANgRjz4FwsaFwd6HBAjJTFSkrqtG7amABKag2LA+laDiLXgINXAWiV8IaoTgmJkXp48fVNXy+mK9uSlWS9sU2cGcCbUhb9iKPUGicNSgyWQAaIxkIiE0UzPQpqHMuPkfItOLmQ7xeUETwoCOGIDK0r+7uPzXb799ff4eOXv68NnT51/Pj05vquAWc84nnOXkcgU102iPoyp1XapqZ4kK/eqJX9N4CrqC31ZCw5D2RSdP67IIoXXzBMSeBQIioOHHH2fse6fsLsT+/YM/jFDeeipr7tG0exuYamTLGD15umIfdE8bAAD86urtH//HwfGX+f3nZZJ8JiQkJCQkJCTil4bg9m3njqcLQudpAX/jNYQYAXfXNMJPYrJ7IrsNDDSEOgRvqr0paWzuU1EVUwENIAHEg3iToIBAWQCs1Kb5dHH/0Yuv/36zvnmj35Tray/iCGnYO4f9vYkpGsYUR2tcIHvD1lhLMsKM3fC3m5KliChajDUI5r1Utbx+d/Hy7OzV+RkiP330xX/++388uv9IgIuiOjpkcJkyAZOKmAkBA4Cq1HVlqh8bqNuTJLcX7NjMsxHTEuDfWHOffWw04kRJefVu8f0/z04flZClv2gJCQkJCQkJifj9yvmdjWnBoKhi1hWr9ttptuQQYSsBAndLfx/apX7MV39U4dl1E/18Rb9G3dq5QiKajSLabHu4YL+v6dDgczRcsaMPGu9JsFiEMkRTDSFICKrKyF1dsNN7moppMA0gwSSYBuDMAAWwBnDI2eLg5PHz59cX4qt3oVaDoMrU+k4Oou7a05sKIgKBGRg3zAkAIKazs6E5RYujHo8XUGicTgXAoC79zaa4XG2+O3v/5vy9qj168OirF//hyxe/o8VhZaiiwBkwA6ERagykIARTVQm+ijW6HW63reW0rTa/bsLa5dHan45YX8ylb9spDZBaNogx/ePHc/r+hM2bxRA+l9LTuiWvZoDWdEJ23rPR9rTJlW+f07QVTTOrV1ebl//z+O/+1+nsUSkpyj0hISEhISEhEb+EdtdtbUQdmpnqQGfZplT3wkWzPRq5bQb4Qamn/YBL7LPVBgzQfuDrbV9KY44fiRb0JaN9npM2ILfDERyTPezzHVp2A4igjdJTWy9NMxMJIiKqRgwdOdQozIzET7qPoBLchBBRAMzAG7psMr93+vSL3/pi49ercnMZRDLC6E3TuJs0c2MAoGpmCgg8CI5oiF/sU0M0ZYsFSdWGWZg1VykGAjfr8v3V9ffvLl6ev78uisP50VfPf/vVi98dnzwqkWoRYkPOgGLZLaoURRUQTFVC8KpqQ6Hi4BMcfgsxXuWWKHSgPtbWE7WhXjGrvVmETf7BSB0KQ98Y2CKBaB9bLDuf/0TAfpF12tRBQJ+NrwERAclQzcAXN6vX38y//dfF745KmKW/cQkJCQkJCQmJ+CXcwgP3VNPuprv7pd98W1EB5J/+bG05UVX3selotRI/DAxAo9GLIxRTC2bOGYAhY8488uqZAAAgAElEQVSL+49On7xYry6+//ebILVXyKJTC7Six8FNqlprYKNN9QsNUCnWORl9ZHsGINYwRTPvRYIEURO43hTnq/Wry8u311fost89/fI3X/3+/sNn61DDZM7ErAY0rDSqmUBTuYIgqp/WY3dHCt8N7K+6zCVqVVUVr//88Lf/6ZoS8UtISEhISEhIxO9XDbz1+9h3mrWB0f3PevEd7rxWZw2KHz217bmMLWo5KjNCX+Kz3eu3nU+7W9BbztuToOi0QoxGZsHH4lTjCkJbL3JrJdN2Prf+fnqzzm541aw1WDFRDSGEIHmWRbElIAGAqoYg3geXBSfK8Q5UpS7Q5VmWMxMTGVIAsOn86PHzLzSUxXp1eeZ9VXhBlzMSESECqIJaxhzzAwHM1CTWFNVElZVjkJ8AgfcQAMAcE4BJCFVdR0FlCLYuqreX16/fvz9bXUE2uX/65MHT38zuPcTZQrPcmIl5xi6fTFyeE6OGmhGQqK6rSTYVg5vNWtSAyHCUpW6mMcAgrqYuk30r09xirHnveYnD1YvYO4FGGq8GGM1pGt+XJgx9qCXuLFRgMG12y1tmbDA6kFl++vtt+MQB2liRWCnW9p1mGuvCQdWYeXDmZvhaDt8tMDKF9dvvitd/Xry4V0ImKdE9ISEhISEhIRG/Xyvvw9u+v6tvNLMPt+3tYYJ3bcC7vWev7zC8SySg3UbtBjd228+ivpEQwUilJRoNNRhflQ1yBD/JuTT2oSE18Ws61OxFFaUIAsUDmmMUgogPkomImjb3plKXjpDBZQiEpmYeEF0+vf/ocT4p19dvnbu+OKuDdwqswACohmYEwMQECKpmqA0ZNVVDVTFDJjQiM48+liGnmQPVuq43xYaJwbAKcnZx/f35+dvLi1rCgwePnz3/7emzr93hieRTyzJFZOfy6TTPMpdniFDXlSMy5qIqIUMxXZcbMYuOo91Dho5wNc17g8HGlgiOF12rQybc0odu8fF2MjsSHpnWKAYBAfeuoDZHYk/F2zom2fqGfmB5992eA3XmllvpOMIvCjubbkaRWlWaRxSIaNjb7oBBU7o1QACkeLPV1fnZv/3L0dHT/P6LIhG/hISEhISEhET8En71GFVuiFhbPmaqyAxIY6ORrXJl10r2w2EGovtD1zTKLU1F1CL7MzMJ4mtTc1nGnIHLmB26bHIv+7t/+Kd7hyfff/uH77//Rkxrr4xqGiZE0yzLmBXRYq6DqjYFJjMAUUNQUAOKnp8KYIigIdR1XXnJmb3IclO8ujh/d3VZer9YHD969PzZi989+fJ32fxQmYKE5hEBNRSKiTLOEUEAmZ2CBREVGRdjf2bY33y+nQKogWxWvD7nB18WkBL9EhISEhISEhLxSxjviXfjHLaMMbCTtOGHSNQdudYHj7l7Se0HtiA2zpUATXWFmGJenQYAVQUmRmqLOdHppJURxnD22+s8vc9k/+/2/Te/LhKC9xrFh72HqampqoiEEAKHEEIg8QpkFOWgKIhgaIDGDokJmGcn8/tfHBf11fKmLlZogQERySESgkoAAOdIDUDBzEBBo95VDdQAwVBBxGJmeAimqmKIfFOUy83m/dX1xXK5LktFPDg4vn/65PTB09niSIiChNpXk+mUs4yzzNc1IPEkR0TESCOxKsuq3IiGcQrdlsSy+559yrTih9ZXa5Pa0fRxV+XQNnargN05wezJcLcd1efOu+nW72LvWGq3UNGmoBf1uM1yQbqlvDn8reYtHKpCVxdOAwCnP20JCQkJCQkJifgljLekNsjVxp399N6Qh18s4q10O3BEQjIAE8NWEagIFHf21mjzbGdrHsmwtfnh+3xPYV8yRjuWKuJ9bSZmBAZGLQUyUxUVEQkiPgRP3pERMRs3PDF2wqlqMARAxpxmJ4v7z+4vl8vzV1IsTSUjdgigqqhEzEQAoAgQnTUVNRK/OBZogk1ogAAQoIp5r5c36/Pr6/fXV+uyNKT5/OD09MmDB8+O7p1ylnvxQUIIYYLAjplc7WsVjcEY8QrNoCw2xWYjEnZUk9Ytv75DbxiQDluOm7hL2kahGt33+56/9qHGgFr+KEdYa2fVbOvUt1C93feawUjqOcwD2Uqob7/ZdkXiB1lf7CANVVkvL7JQQ/L2TEhISEhISEjEL+EH0KW/RXtP7IuZiIjUlKRUgWwYLmf4+ePdVSWEWlUNbBDjbhhrfioqQSSE4Nk7QNam/kNETNi4xKhprajBmCazw4fPXyibXp15X66mOQNoCIG5STpoWERs5zQcuKiYggqooiFixg4QQtDlunh/fX2+vF4VhRgs5oePH33x4ou/e/jo+XxxpABBtVWrNiUpYofEAAjIKkFFAKwoNkWxFpG/xFONX+iiNQO1T3rHIRIzAEhVltfvp1VBk1nq8ktISEhISEhIxC9hd6OJ+5gNtpF+aG0iXfcr8Ml2J38ltxrlf9z5u0RFIjMborZay35DPTS/aSpkTXo4AjZ+lIOCTRfiN6g/RZqGbcGPVDWE4H0l4kU4pscDUNSaSpR6iucQiCifTJFzRBI1CIHZEWfMzrncuRyAi02gzFw+y5lOihuty6uzolZFxInLD+ZTMa1FtGOwsR/Ptvi8qQggZuCqEK5X61fv31+tV2XtiZyoHhzce/z4y3snjzmbViHU5UYQnMsoy/PpIsvnWT6bzh0iAVh0ElUVEauqsiw3ImKjQRyuo+GiGqsr95TMxusUx4ftNebpTGk/w2Jtdb8IAAoWZ+32hwLWVtBt271m9CaLPja9x4+qSuuvi4QUHU0/oIKNqxTBTIMvN1IVPDW1lOSekJCQkJCQkIhfwpD0wVhGB12geZ9cbo1+ru9RGrvb/8KoH6IhUqPRbHbnBISoTQCdNh77BBizEaDbuA9ztHcbDTvZ55Yt6iDpngBURLyvg4hTUQM07WwkmwR3VVFRUwOg6P5J7Jib+IdI1CQomIABMmc0WRwfP3hivgjVTbW5qtQzkddoJBNdYjBOZDO9MUKgS/EwENF1XWzK+nJ1s9xsNlXlRYmz6WT24MGzF1/+/sHjL+bHJ246M6b4YkwEyCIWvACwSKkSZvMpABI5dhaCr6vSTPrAi37d2cDec0QKcVdIuW36uYfvbctD++bMUf/ej2R+gykfPvj4ULLDwMvTtinbzpV1Uk9sHzxsm93aXkJqCGCq4r1UJaW/bAkJCQkJCQmJ+CXsbBrbzfI2f8OuxQiNdtLVBnF+v7D47MZbAzuaEWkQGoCpooGZBEAiArB9DXw7W/CBz2dnhUNtnEC0F+kYNSGiqPjggwTRgApIhIYIZKCx4hPhva/KcjKBzE2YOc8mRA5VfVkWMVndUC1ndlMiIJwdnZB5k+LVy7peL1HMrwvmeCeNs00T7o4qFGMBOhsU8LVcr9c3m+KmrMQsijnJ4b3j02fPvv7yq/94ePowmy3UsRepfB28VwlVHYjWRMzkqrpQ9acPHuR5xozOOQ0SvB88MuhTHPoxNNumNNsPFWw82lutfSMahYMHGtuThti0ZX5sibQcctuMZrQa8G41NRtW/GyH9mH/fmqrxqpqqkiEQIhkQKNqJu5URuPIRjKvKsE7NEgVv4SEhISEhIRE/BJ+3Wha5KCJBY9koNnYE7E2FpRiBqBdE2C3jaY9Wd+fdnIwU5FIrMSMBvnhDRuN3DTUvsBC1QycAHkvEnxVluvNutisyqqsa19WHhAn7I5m0+ePH58eHtx/8VUgXV+c+eImVIWZMhABoAGhbTEsQ1AD76X2fl1WF9fXm6r2aghM5DKC+ezgyxe/e/zky3w2B+Yq1Dc36zdvX70/P7u+virKta+9mhLSweJQJTDTFy++fvj4ycnpw6N790PwIuGvZt5/Id2qZtsmsXe9Q0IkFUlpDgkJCQkJCQmJ+CX8AJ7SmFzukar9Am8IG4WnAiIhd66JZhb9U6L9JTQKSG0a+qLVJ7ZHtyaPMCr3wSBnPG7gbWs026GMOX2inYPjoATZ/U6ez+aLA1XbrG+W11eV91VZlOWmLIvaVz4EEfHeBxEEWEwmdbWsnzx98uDB7N5JkHpTl5UBG0yi+UofC0CAChjLmaZmlfebolwVZVn7WiRo0wk5mx08ePDs6fPfHt9/BM6JqQ9hvV69f/fq1euXl1cXm2IT6lpNwYxMReosc+v1sig3ZjCdLYL3Ktq22G03udlH/FewGS7Yu/JwdOBwjHtyO6BP+yPXP7r4d87dvQ3Q7vAKOP7FD54GWtbfGO+0efF3W9edMlQtGbskJCQkJCQkJOL3a8VtO+x9W2HbPjrGlyGijcRvsF8g+mMu8lN/bLccZft37o3ckkx1ZKnf2m8gAiIbSdPkZ9ASP4oeMDHdwhrt5mg0ep//wX5+cB1bu3uLFi+xi0/NUJU6ZmLxeHZZnrnJen2zvL66vr5c3lyXxcZ7LypIhMTRTKX2VQi+rhjABymBdJ6R5rk6h/nUNAQzMyMANkAABVRFURPRIFKHcFOUN5tiXVZBwQxF1UuYThf37j18+uy39x8+mx0egSOvYVOVq/Vyuby6uVluinXtgwYfwwdvrs9CtXGZM2R22XS2OD459XVtZhiDMT6XzWYvkcRbWFY/pztvAtteTW3Knw3rbHH2xpx+600yiuMbhDHsLlDrgwRt79vOOukxRNLXPlUY3JL1bZEWefTg5ITEsVVVDS2V+xISEhISEhIS8fs1U7/xrhRxr5Hn9n4VoxpyaE5iv4B9pY3p1pCeEQAwD8wv2vJId5tEDjMajNNufPZdR6AfZerzA5HYVCX4Yr2eLxbsnA8BAdlwOs1aJ0jKsuz8/dm/f/Onsi5DXfsQ1BSZJ+zMtK/FknPOqXi1UPnyzfvX683y3uHB8WJx+uTp4Xy2PL84f/va1zWKMBgTqogXX9d15au6Dpu6endx6YOomRh4UTVwLju9//jZ86+fvfgKMoIM8/nsenX17v2b12++v1pdB7PMTRHFA9W+VpFsdgCEIGG1unp79v1scXhy8sDXvuMzA6pme9hxz9l28zOwCaq79RkG3jL4W34yg8psz7M+KTX+7s9ZDAAE4A48DHfEwy0/7F1DO3MY6/xvELn5SRvXYQAiYoCauF9CQkJCQkJCIn4Je7bMONwcb7vot86fQ6Wc7WVaHz/Rz3E3tsW7zAAgVvDaAIbRBn3Pa/QbbuyGY6tKM9RzDslG96UNfrf7pOU/CGpa13XwQdUQyQxUQdWcy9hN2OVVVd+sVsvVtQ9eVc0MkZgZEJAYum5BUGZiygEdEzBRkHpTrAlEpS59NZ1Onvzmq2K1Klarcn2zWt9UVRmCB5Xa1+uyXG0267KKnNSrihm7bL44unfy6Pj+w8Xh8WSxELPVzdXl1fvLq/erm2sffAyPQzUkjs4u6ibiKxUhYkJW0c16/f7d6+ur951zyT4W3c8FdnmD47HHwRjazvLcm6SOAD8sv6ExMxq32OFt/G7oQfrpb7v4pgIcc0OD0ZOI7i7s1rtDJEQyUwmCEjDUjqxKes+EhISEhISERPx+vRwPt9uSWq/CZjvZtkUNbeq7/fht+NyKzx+F8cWYtWzLPu01EMaEDfawjf187zaea1v/mZkP3vugYsRxfaKqMWcumyC5oig2RVHXdWR9XQjD9llisyIzs8sznmQ8yV3GZGg31WZdrh+ePjw8ecCTKeVTJbcsq1W1LDcbkxAkFGW5LoqgakgA4FWJeDo7OLn/+OT00eHxST6bTeZzMbm+ur68PF/dLOu6avohm+WEhMycqQoCEdFkspjPDp3LlqurszcvLy/emhnFOESzW58T7PC9nWn5WJNcl4n3s621NtYPbXQLd6V+OHhE0D0YgGZw2wNwD8E1sxHxazohVQV8DeurKeoaOP3FS0hISEhISEjEL+FXwXO39umtZQbsY1A/O9R8XYsIADJnIkbEzJnLZsy5CKzX66IoQpBIKGKUHxP3dieIgNg5ODLSbDI9XMzuHR9McgdgPtR1Xd1Um+Ldm4P54fz04fToHk3nRe0vl6vl9SWYEVDGedBaokMLQD5dHN97+OjRi/sPny6OT3g25Twri81qvVpv1lVViSgRM5tIW1RCImYKxOyAabE4Ojy67zg7e/3t2dl3y+Wl2S8t8uMv+eTCblnAtz14wO7X1Myqsn7zb3n9j8AnaTQTEhISEhISEvH79bIg/MC20tr+MhinkO/Ztg/T1bZzs+/MxH6a+8TBVtisC8QGAFONJOUOF4ofuObm5nFQX7Rh+aWzD9kNeB9t8EMIqgbACMSEWT6dzY+I8+DF+6quvKohMgI4Zpc5ZkdMZqamAI1VphioKahJEAkCBo7cweJwOpuAI1G5vLq6ulz69boSm2Wz40cvHha+qmR1sy42KzN15ARQAZBoNp3fP3326PHzk4dPZodHbjpFJi9BVZ1z+WQ6mwUzJPKItQEFAQNCEtUgvnLZhJ07PDxdLI7M5Ptv/3CzvAzBI7EZ3iKJ3FmZ+GkLyfZ7FP0sFG1s7rK/nW+3HNyX8sYmLWamCmqxbQ+bqp9BZyfb6YpjjbG9aQVDlXgNEvzq7Xfrl384+e1/WdkkpG6/hISEhISEhET8fl20r4sh2HE6hG2rQRsKykbCOxxLKAdf4F9HQacXeiJCVEjCrs7zY+W+sYc+3nKSEe8DG/T74WC0upOPSSAigKmEICJqauRclufzyfQwBKnruqrKIAqAxI4AnXOZy5xzSKgmoU/Gw+g4agamFmpfFeXmZpNnjh1P87nLp9N5oJtqubxZF/ViGu4fnh6ePH1UalXJ2dnLzWZZBg/MxG4ymZ/cf/zwyYsHj54dnJxOFoduMiWXBVVDyPPpwQIIM8fTjSuIS6IMMffiJQQJXkMwgDybzBdHzNlms3p39rIs17GtcRwGYr21kA2Z9NaQbwW73xptN3xQ8fM9Y2iXVhvDAYZ4C6kdNYMijDod+5ew1ly05X1d02P7ysNQ9iHN7LxzwFQ2y8t3f/r/Hh2d8IPfhfS3PyEhISEhISERv18b9YNYVBnTkeEO25q6HVq/g4100bq6HmzXt0Yb8jtcws9zrxQ30KoSL46Iu305EX28QLTPUWPPfY7Y3F7nm20TS0RCioxBRcRXdVX5LAeXTSfTgzxflOV1Xfu6rgGAOUMkQnRZlmXOOYcIohTT9xpDUgMCJgQA9XVY+lW5vrm+vDg4Oji8d292dIguny+O37w9X6+vHK2KU314+ODZl39/fPDwT3/8f7/7/o9nl29BdTbNj45Pnzz76tHTL4/vP3Cz2WQ+y6dTlzmpa+JsMnWTfDGdHEzzjXMr54o8r6fz4CWEEHxdgRqVnLssz2feV6vry9XyXFQJqWnwu3Wt4C3LYyhotK2nFXvW1V+guNXRWYNbbWawUxjf/ughfqlqaqbQ1PgIkJpye2sTajbok+wWHiIAqIqZEXKQ+uK7P+YHh7PjF0jTVPJLSEhISEhISMQv4W8ZBmamAIZIO5vsn78+GVPWEMzA4r9gJqpiqsyT2exoMjkAoChHZc7BQgxtQIxlPYqkkcCIWEGjctWxA4u3pGBBTKs6BClK75frwr2/MOLKy/qmUENFWq7WJPzg+MGzr/8TcFabXayXarI4uP/g8ZePn399eHwyWSzcdDo7PMwmE0Q0cr6qVcTlE+emjidILs9nQRWIjEDV6tpfTo8u3n1flquyuFmvqsvzNw1Twb+WgvAvYtX+gFWKgEjovTczZs6zCYgvr95PNtfZ0aTWNPgJCQkJCQkJifj9ajCQerbFhz52YG/O+Z5vjPWiXaoY4B06/H6mvWdzh03Bz1QAAKjRy8W4cxzlUnxw7w3QO6nYvkHtBhDbjD7sWvu6g6zfxEcjzOb60MCYszyfLw6O54vjPJ+JGJFjzomygLWotC+LgETExETEiBgEVJUMHDvTqPWUaPJpQAFAKt3UG4CNAgTREMS5qZkWYWN1IODJ7EjdhCbzbDLLJ9P7D589ePT83umjyXzuJrmbTtx06lxuAM4QjVUk40nuzFGOwPmkEjPOHOc5sVPF4/kJSPj/2XvT5jiSLEnwHebugYtkMq86uqv6km2Z7hXZkdmV/f/fdj+syMjO0dOz1dNTR2bXlSeJI9zN3tP9YGZ+BAACzASRJNO0WEwgEOHh4WYGmrq+p/r7z198+/Wfx/HlyxdfHNS5rko3t1WP2M6QG8LQD1Io7zG1HqHrD/P8Xy0jvh5LeMNjRTtfZUVguVsBEKRWes7kmZa8wesGskzM7k4EoqAq7IiX5/HFlydPP54a625oaGhoaGhoxO/HxPzyppSx8Yi4jfgcUD/QAZcpZaFvYxFZPXuHu7sTkeTtNQsJ5uy1V1NRrk1ZuJ0WHjT5rV46m7sslz77iM5p8AAAAdOwOz178vyDDz49Oj4jEoxj6IZckyskMU3mKR9CmEW0C4GY3FVNzAwgQXCHmcEJrJlNOLmlFOOUUnQ3dxBIXM04uY+XF+N+PN+P0zReWBzOnn3y8c9/8pO//ODjn+zOzrq+16EPfc8SwAKAWbsuSGAhBUilE9YuTUaunQ7HJ7vjk747+fDppxcvvvr957/66svPx/F8Gi/gYBZmquWL1y57Lj2+B0nDjVF3B3OZiW4vG72D5ePhpl6ZEXw7Ob1NzcPC62qPX71ZwzMx3Aa556+YnIuDEQAiYfIUp2+/fPZLImu//xsaGhoaGhoa8Wt4z4HbN98/FAGXTMGJSVlOnjx//vHPn3/8UwAxJgX1Q2RmTwmhc1hu5mNRFlUNXT+IssPVglmCOYzNnJiSFV3Iyd3JzJO5GQl3nfLl1eV+/4JZutBLCIkur778N9FuePLB33z46S/+4m92w6BBnUX6IQw7VjE3cwfIzXfd0a4/MUtIRiKDKiaNPjq5KA1Hw9nZk6enJ5/95rmqvnjxZ0sT3CyNXX/MInBnYuImPb0ROIy8pAECPo4pBAkx2cU3gxLFdoUaGhoaGhoaGvH7EaHWoW0Uq1oXeciNcN0iP1co1mdV3TDHTZfayU1F6MErH4HY0bWMb9QAd6J1Vd19jvsKg5bDq7qpVZxd9nEgkwpnT/7NlZLj0ydPP/zo7NkHV5cXBnSM3gdRsZQgFG0yOImIMISdGSLa90PXMbtZiilZgqUUY+I4maUi/RHAwqIsxMQOTymau2gITFOaPE3EfHr27Ozkgw+efXj67KPQBRYKu0G6nYSelcuHADFDQsddYEZyiylNcUpIJBxCp50yudkYRDUQi8Xp0lKshbB+zQtoy8LrT1cWKXzT1b6HhcvsHLqdgXzjtHmV6D2bbq5ltYMSYL5h4sEPCj9psWVZrcIll33jXlPD27OzCxeVmBgrZ9qbLiUTyDwBTsQOZxF3j9MoaRQ4kbR/ABoaGhoaGhoa8fuxQZi8cLO8QS2ZB3U7XHhLNflk4XVZ2szxWIgIXjuSGJXQ8A0ddLipZJJXLJHpjn34vXf+t5DDvG9GbZlifg3bjPUJ8+FZVI/95UMvl8r5dp4wb/773dHx6dnRycmUJrGogQ0uKpaCkWN/keAMFmZnTgQjotDvTk77Xs1sjJOZpxjHaZL9Po4jpegxEhEDCmY2WIrRDE7CrALhOE3mrqHrhv7o7Oz4yVPqOumH0IVu6KULpIG1ep9mUhs6V3ZIZOwtXo0XxK4h9N1Og7qn/dXLoEOykRDdklsUEREBDEYigTemlvzKkcSGJZV5tVxY4DvdR1iPEK51yq3ObjU/gNpAecsh6zFLpCW27XyM65mDy+0Czipoqd10y52pzMwsxZEIJCqWm/ewst5lntsjmRkguFOt9ey6PsUxxZGnK8Sx/fZraGhoaGhoaMSv4ceDt9TT3szMnVU0hNB1DA9mmUpqDBICCYEcKC4vXvl76HrpQEFZQ0op7McudGMIMk7CY0qRWZySu0QHEYeuN0spTVMciagfdidPnz/74ONnzz48OX0Suk5CYA2kgSQQy5wtPjuK5Mz4+QvKAYKbC2uOlCxd00tbhef3As8DcZ2vEtzN3YgohI6IAbiZMDNw/sW/vfzij/L8r70NQUNDQ0NDQ0Mjfj8W3rMpd1y7m/Bmi/4K1oSbdDKmki2NtdwxV7E9Nt3iA1Eup545u0McLD9Im9n6Ch/WB1qKlpJq6Ps+i4ROJKKmKZl1fa+qMSZ38xzaByeGqg67o9yG1w9HyXzc78fdxeXlZXdxtdfLadrLKAnszilGd4TQwT2mKaZptzs5PXv2yU/+8tNP/+Lk7Nkw7JRVNGgIoiqqJXhvqed1ZNKXSRwDhOyd4+7wOrVyNKElJ68p5CIsVa5zgGQbrcHfhZHz648h3znF73ot7ndbgbFUq9Ky0A6D5Zm2ixBwwOG4wbAz+xIRAVYTNUvGRx0CcziziARmdnf31GkIrNOLr8//8OvTZ5+e60n7N6ChoaGhoaGhEb8fEfGru2a+gS1tN6ZM1UieZ75yWLaWN6Dg2YqQVzWjxHPv1iOyv8IJmJe+slKO6gCYHjJQbhXMfcPlxOFm/xr3AEBIaUppCiH0/VAKRllUxxSjO131FyF0MUZ3L5Ht2Q9UpB92oeuIaTg6Mce0G8d+F7pdkPPMtchB7pbyi0w1RCpUYdgdP3v+8U9/9otnH3w87I6ZmcEiKqqqLKIl4p4dmwY0rInOfFXnwAkAZinFaT3ZlirYu71U70/E3hb9akvzliWSb4NcI5u8nQmb7JEZmwvH88s4l3TSZkCQoyCJiDWwKBOJkDuJaFCdpquXn/3rs5//rXxw4i3HvaGhoaGhoaERvx8J9ftRVtxxDXJ3wIn0baPjMcYYo2jX9YOGoBqYVTXEEAEddhddN1xdXaJSdzjIQUQaumF3JCoadoEohH4IvWqnpORuKaVxjOVN3N1FCqkIoX/69PnHH//8k5/8Zdf1LEJEQkFEctJhYX13SXHIx12pVO7540zXUshbneH97s1grqKlG69bbVKlPBPgDneCE4tqR4vJUHmhiE5ffj798bYDaPwAACAASURBVNfy7Bet2rOhoaGhoaGhEb8fx67SPTuyHNbJZSeLjR54456USlnnVgG8Ri239WvLD2j1+BsmeuvPJgJz1LJEcWfRN/B+N4RG3CaqbtK64XEa47RXEep7OEII7s4iIkqQ4+Pjy93u8jKs5DU3N0sJgAiLiFkkFmaW0HXdELpRRIgJ8Jzl5+5MlNLkbhrC8dHZhx/97IPnn3Rd7+4MaAhBg4gWfUlAjMUStTr9bBQ/d3dnJjdDsfyRlN1FUyw6WDEpyTHkeENj/D0Owa+8S0J0nzLU+RLNRywrgA/FwFq1eSOlK+PrDni9aFLLamdNNTfueabycINb/oFqCKEzMwKYWUQdmFKCu1++/Pbzf/ng07/ij355nto/BA0NDQ0NDQ2N+L33xA+ozoPIZG/end97a42lzW8pQSv2gsi1lVh4DR54u3/Pz1n/UyrlBJy31QY34AGnAedaT7pe1VmtPq8zwYU019rJGKc4TSwSOJBS6HozI8qUSY+OTnZHx6HrUoqZGzjczKZpitNoaSCRFBOrMutcHFhKLlNMaYppAsAiMY4gdN3w9Onz588/PTt7JizJIosokaiKaPG7ZMsmIuvKw3rCK+6XaYobACZmFjOLMaYYV5fonoatr8nZXtnkdy/PT77rx8B3mHjgukK2da08e5OW02faWNnOZZ6ePXJlVSQ7e+KKlLZLwPJMyG8jkseuLmqwaijU3JzdXvzxc/7n/+fj//ND0bNW8NnQ0NDQ0NDQiN/7T/wyF1s2vhuZiu9DpV61icYNKsb2EPxYH7NstEucgAtguSgO7pDb6e534X65m/GQl9Dho0vE4cFDKZXaSBFlYQ2h6/t8hiK6OzrZHZ32/c7diSjrlimlaRqvri66vuuJzFyIVGXW+FKa0jTGOMY4pTQRQVRtb0w8DEfPnn305Nnzo+MTKjowFwuWOcYj1xxmQxccOOUsX7uDGF7iQMDElizFmFLKoYWV2oBqiOEDDvOD8Mc77x/c8zYDXevxm4ngOjmE1/EPq9cXqxy4505UlCC/miBSG2iBnBtR4v6qqiqiLGKW8qwBoBzADos5HCJevPjqV//x5K/+Ifz076e3rdq5oaGhoaGhoeGh0SKM6a2NNHhjH3Oul8uP5s3y23UR3MxS3DCS7M8Yur4fdkdHu+PjfhhUlWqEnbmN+/3l+fnlxcU4jpnfZm3IUozTuN/vx2mMMZqZu1NNsdcQjo5Onz57Pgw7FiGmbhj6Yaca5gsH8lJSSrhHl9+SOU5EbsksZvdR4tba9/psFriRmq5oZW3xJJYCFVEiMk8HvJZZ8pMIhDhe/umznV21y9zQ0NDQ0NDw3qOZu9xq7nJzCxbffYAibPGaIWC2ueTtQ0SPkaQAAgFMTMJzuZzTxjjxgeS+kp59/Vpda/vjG19bzD/dzXwdEJ6JH0Ai1PX90O+6rlfV2UHTzGKcrq4uu2EIw+7o+DR0PRGbef5RjGOMMVnMfo852A2EELqjo5OTk6ch9Plduq5n0SwuzTH3hfXlK8l82+Uq3HA1c9zczOE2u1GW4ecifW07Q99mWnifCIeb18a11r767VrzXJJOsDDuzY2JYvC6rNBlDnudw/MMV5CXCm5iwN2MyADPY5hl4qs//W6IFzSctn8MGhoaGhoaGhrxe69p36Zrq/S9LfzlgKLdQA3Xx7nhmSsH/812+D5b5qXi7R7PvSdhmP0w6gl5iUrLEdi3mdjQ3AN5vzO/3+PX29Lm5zjMLMGdZk2PQEwiRCxd1w39ru92qsEs1Z2/J0vjuB/3V0dxFNEQOoCMorvn7j6zaCmZWRlpdyJ03XB8fHZy+iSEwEQi2ncDmNaqYLZAnRkIL5yda4T4ikKvf06cUrSU3J04tzgysO5/PLgyuP8kebBbHxs+zncNLqoKh+vni+25M7+KzR52/G0n6hLkAKzuKSD3zfIcjLKZwNnrpXjnMARCIprHyD3BU6aj2drIUhy/+n03vuiOfxJbn19DQ0NDQ0PDe41W6llDouGA1fBtOwxnK1vdzW702ia2ulAUExItG1j3m6sDmWkhYK/w98ddf+4xzCwsSsX1HkSU48iJyC3B7fbjMB2Ebt/x507c/UzVEKdxf3WezESCsKQUCWCR0HX9MOyOjk9OTk9OTvt+IGJLCZZyQx1A0zhdnJ+fv/hmmkZR7bo+dF0InYbOLE3TOE37ldyqp6dPP/zoJx9++Gk/DHnEpmmcxjHF6ZWXl2fFyd1TspSSmRERE6tqCF0IHRF9/eUXF+cvQKTaqYQc2k7MzA/eV/Y9h+atuylTghnyRyvKqF+7FZIjFlUksARalTGzSAj9ahFtFh2Lhn5Ily9++9/+I59/OWgrwW1oaGhoaGh4n9FKPfMWM9t7vv72mGdSxBtGcI27objA8CyJMK2NPR5403loKMPbKIkqjFQ7RLi7CDOo7ptn18qDOsTve553q4Ygoly3GXMoQk5HyIIkWAjourA7Pj45O7u4OJ3iGMfR3DglEU0pTtOol5fn5y9DP2jogmrfD/1w1HcDi5SYvZwLxySifb/b7Y773ZG7g+aSVyz0Y04JXJ3jVp9yZLNIN3fXoMy5w1CIeL+/nKaRSvCA50FY1Yo+nND0ymvLP6igNfvelv+tH9sO/bX7HSuavTEBKv4u12fUuhaUWZCNduC0jmcpmRoSx/23f/hd+PTXT559NFoT/RoaGhoaGhoa8XtfKd9qd0+LwWD5izDX9V3rV+MDCgAQMYqhJa5vaeeKtRpqhsdo7puZLZZNcWG4PDeqbcrqGAcEokYP8GMOigPubmaAV10acDgRkzFrP/Snp08uzl6O01WKKT85WUopsUy8l3Dxst/tum4IR8d9PxwdHe92R6odseS6TQIzs4qGEEIIIpLHiesXS2Pf/NeKaWSXF2ZiZs/ilFs189zEDqQ4FW/JJcKCuVm8vOJOxVpe39A+Xq0f3GKzw/Pynd1Yb2rWZbAQUzKL59/iy896/g/C1Oo9GxoaGhoaGhrxe7/p3xwGfdd2fFOZ+d2Z5g+/0c5Z2IXcYsWv3o4RcXdLOaYvn20298+586qsQc/Onl5dXY37q6vLy2kaU0oiauYcE9GeXr4IXRe077uu74eTk7PT07NhONIQiCilJCxEFELo+6HrBxblLMWJAp6JmfvK0+X2sQORWUopWUrMS54Ai5LROO5TSszcOMWjsMeNiu6elnZEyoL2Ia7Ov/3q1/909vf/R//sZ3trl7GhoaGhoaHh/UTr8at799kdEsVbktdkb/tnKTvDgdXFJhlhbdlYKwbXJOI1mvS+P7WllaSZaUl2vada6unu7oAXlxfaVjw+skAFuNVEB1FRDbM+ycRuBvd+tzs5PTs5edL3Q5bpZpjZuL86P3/x8uU3l+cvzazrh5Ozpycnp0M/MItZShYBqHZdN4TQz+aQVQHN9h8Od3K/UQmqmXGUzzWlaJ4cnsMSWYSZQRjHvZmJKDGjqq9YXdN3uA/v+xI1XkUyrG2WUJpjl9pMyamKdVbWTEV4ySNZr836dTb1MTd3Q+mrLKqhF+NYI2KkePHVn85/899OMLbfhA0NDQ0NDQ3vK37sih/TkrqwbDo3D2+ezvU/WOwLsa0FBdauj8xeNrKbeku6ocPpDTOpXFq6slksbX7MBAAGSCa+fNulepwTzj1ggFlKMQIQUWZ2JM7cVRgGgELfH5+cnp4+2e2OpmlMlmpVqruRucnFedDQayDSLvTHxycnJ2dHu5MX8nVME0BdpyGErh9CCG7mZmAwNMc8EAuBCWBezuuwuY9QTjWllJKbiYSSHs5MgLtP497NVTpnA6V5BoAgC7W+1f4Sa4PZ92fh3ZBcj5Vr6FJ7nM1mZ0a3KvVcvW4Vk7F22oXn6A6ebXcrXS9XFaXJNY7j17/554/+9h/p6CftX4WGhoaGhoaGRvzeS+bH2x0kVhli/BAHX3SzYvT/tsg6TCTLThoOONFbUfBZ3Bs9xTgCPguUBAdIhA0gUNd1x8en49nT4+OzcRxp2jMLEXm1UR3HkV++YCcmPT172nXDyemT45OzruvH/YW7qXaqoesG1ZCbBIlJ3M0NBGEibJrxmPNF24yie25HTJ4zG4hyQnh+jsUUpwkgCT1bbL9xXuNWxaEefn9ZdBUDCCcir92CyxGlavYgJum7Pn775Te//x3/9SfgVgfR0NDQ0NDQ0Ijfe4ecCT7bP7iD2ZnX2hhdT+texTkwEROoeroQ0dLLtRSEgqjaSBIxQzbc8rGoYKlyqz4ttQ+N4U5OYIf4bbGB/HhONMw5wD3FadqnGOGeJZtsuSksrEIkIXQ0yPHJ6dNnz2OKfCEpJbfswOmiSpbGcc8gkQDH2emTvu+Pjk+GYXdxzrm2NYS+74cQ+vwtMWUeBxAJC2kZHRERYima31pVciuCn7kTkTAHDSF0IuLuKaVkRiyh61McnRiE4jvCi5r3I3d6wcL1VqGIxY1zrk8uAX3EBPjhjYJVlmZmjFlvzTc13LOmTZQlQREhzQuAHEwOkO8vL7/+8/Ff7r0/9vYvQ0NDQ0NDQ0Mjfu8ZuNzdn7uJqjDgRIw5z2Cuw5tp0Rx3QLkAEdun1cCG4uxYySUXY89VsdkjeXsuXBY1XGK2tD8IIL+ZMz7aiBARswMpxXG/j9MYYxRls+RuwqIKFmUSIlKVYXf05OnzKU5EuLi4MIsOzw1dpWnMjEkYrCzMMgy7YTgS0fxWoev6fuj6Plf+5SGrLZFz8huVlj1ZShRLJri5mZlFM3M3IoiIagghcO4xS9HdRTR0g+pVqgpzMQUVfmUVJ9N7ywkPG2mpdsvOt1ZWbpzrUs+5XrOOTr3lUi+kU+0SLC2aRfDDUu7MTCKsKiwEkDHg5BZffsNXL7rd6djMPRsaGhoaGhoa8XvPkBU/9yIQVIvLtU+EUK74y/F2VZEopHHZmc8CIFZbdp75IFaNRtsAt62HynfnWribTjHXYIJVpMMcRwHPWWdz5uCKNeZnPNaogABPKe73V+N+P02jqsQ4gVxVFZpDM1KKTKLanT39YIqjpRRj2o/G7kQCz6kQiCldgIi406Ch60K/G45C6GKcWLjrun7Y9f3gROYpt+eJiMNnspwz+WQWnHJnnoOIrNi6JLeUZSgRUVVRJSK4pRQBEg2hGyQEEUnlSmKus33lqN09tu8ulgWwmVu1HS/PxuLssvT44baJOPvT1i/cHZ7yT8rLRYiFVVkDi4owuWeDGCam8by7/Eo++nkjfg0NDQ0NDQ2N+L2H4E2WdnURfJAev3fkAryN9AKAu8UCd4nJMn12hyO5gTGqdsw6DLuTkyfj/ury8twsmjEIyWIh4o40TaNcXF3tjo9OhagLXS7FZCLVTrtOQge3bB0ZJCQRQlGDmUjyn2wVKZy9Oimn/REcVtsjnZiEWTJ3JM5xhESZOgZuzWOPd+egJEG6RWZhVmZhUVblXLMrku9nuDsTiQZzXHzxh/Av/+nph7/Q4axluTc0NDQ0NDQ04ve+sb78t4jAKbcE1Vg/B5gZxCxZ/8lMYNPyh8oQ+XZWKcwCGNzBENEsKGb9j2kjAh7uXx+aTM2nRetoB2KHUwlzwPqpvPQoZiH0zZLhtX+lp3R5/nJ/eXV0NGmvnmtjnSTBLFkyFSHmoCKiw+7o9PRpjDF03TRNKU12kTxa5l0i6uO0v3jJhjjthdGFoKohdGdPPui6nTmSObESiyUTVlUVFktJGCoUVCRodmxxQs4ZBAHkILvan+/3FylNIfREYEBZlDWmOO33AERD0FDvJqzKFlED3+VBLixuofQPPYsW/9v1zFq+vXOezE19efmtZe+aLWI5WqTq0eQAu9OBTLp2ZiohHI78WncQWDQzcZWi8uWC3ZXpEpf8EtHp8vybz//n8Pt/Pf3r//Uc2v55aGhoaGhoaGjE730CKKeuMYOFM/mZM/0KOWPkEj9B8XUUIaq7343HI4iFav1kbkQS1Vp4ZqV5ULKdJggEXuL1SvfRsr1+WPJXmBuL8PI9qvRR7DSWN94yB+DBJNBXs4JsdwNmS+ni5Yury4vjkycBPQURFXKO5mmKZmno++KyA++77uT0CYv0w+7q6vLq6jJe7cdxSimKiAYGp/HiHDGaGcFC0BBC6Ienzz8J/S6mFNMUQkfE0zT2XdcFZeYpJSaETPxUWXPNazIDYLmZEPCLixdXVxcg9F2fHUqERUUnG8fLSyJSDapKNeIvz7d81e/Bj77jZd90nb7G6MhMwdbkClvmd/vExGsvP6KyoNyzo4vD3M3hedmxCAohLJap9eJhtU5q+qKbwzJ5FJHQDbV8V1mUl7VZuzSJSQTEosGmcf/t1+e//qcPf/7Lsf8gtoLPhoaGhoaGhkb83nfwK7eq+E7tbluZgt/aPSW+J994QKJqKVqylBKYCaoIokxcLB3N3dzEUqYNqtr1u6MjVw196DnZpYTx6txSJDMjZ1jOhMiSlKhqCKHrJITs2kIMIidKWQUSkr5jYmJ2QgRALisqJZk7uDtWcey8Gu9iCErMbUm9kTs2+YvZu6V09zExi4oIs1YXHzmcz+6zkM3MEroUYx6sy9/+fxc//YvTv/sP3+oJGvVraGhoaGhoaMTvPdk9othvEuWKTyYIgxzXgw3gniWIbIRZvqyGgkCOxYMTyTaTu8TQucvcekRMUrxhqpPF7Ox/L5rwgI15czwacssa3Em01HjikX1d6gkB7jZNo5m5O1kiYRJnkRLpLiwsBDdLZAyHu4lw3w+q2oVBSJRVmPaXL81iimapJAI6ICIhdP0w9Luh64MGcVAIRARPLmKqFJS4EwfczT2RGSOIKLEyKzPIyC1aghu5k5S8gSLnMoHJmUsUIGqeB8+DPgu9byOfwmaFHN4UePh1mFdY/TOLilxrY4VzYx6V0Mm6cNxXKj0Bs1dt7tgUVSJmyh2dTJSXNqEW2QLOEoQV7EQM2HT54ot/+c+f7o7DL/59Im3Ur6GhoaGhoaERv/eH+FXeV1kQEzuV5L0tuaqtTQdZ0pk9zlkIWNtg8gpVY3BAUFuhABATr8LM3gCV4utb+0pDeMkb3Nrol3rU60d489wDRO4+TWMOSNhcROagKsy5ri9ZdHd4ZazCzL1qFzQA7j65Tfu9pTRlZqihAyDCXdcNw253tOuHEDoGcVAiImd0HbqOQscqkixNk1tKMGPkIVOGMASAJ0rR3YCcBFHiHnj1ObDOyqB1xSzmKXfn+D0mO7ylwvNNev8AB5Ei9Vox8XbsqSp8yytLTp8V7878CgnZYYelOLPynGUyv4w2cX0iwT26OxG9+P2vpe+ffPjL7uyjqTG/hoaGhoaGhkb83g/qt915c7V7WdO8w1cgx/Ydxq/j2tGwcEoWETX4EpzwVno8ggA431gd9+ik3NIYQjfsjkmIuiBBVVWDhNCpiE2TmcU4pThZMoCQRR5WEe2H4ej4JMUz9+gwsxjTNKUYmLLbR9/L7uh4txuGIWgQYVElZoLLbtC+D10fiISjm3tK0Z2Z4K6iHRETKRHMKE5mRuREcnDR1t4nBrNt7HjDbZx/neC3ukFx7VlUxL8sEi4rWEREVHJM312Q0vLqosE9wV1Dh5Quvvpz//mvPvqHDyZrLi8NDQ0NDQ0Njfi9L7vN2a9yjlbL+X50g4HhalO/7E29bPfLI/XbIjfkIwuLsDMcgDs7szNklT19zQvxAePzDgU/rHbUNa4wG3tyPjdhqQlrqAT3UTU/Irib7Xa707OnBoNy7pZjYXd3SxbHOI7TuE/TZOZETCKqQRRKJMzah93xCbODYJ6m6crdzEgliIqw7HZD33chiCi5o+tYhAl8dKzDLnR95+YgjpFYQF6i4YgdEEAIakZxSpbcnQM2pZ5ZtgS5eTKLZtFn7pfHnIlLKATeyjVxOGVAwJsp+kW5ItmdBYu7LG0U84X2ZSOiJbVv9kbKURq69s85XADzikBe6XnyU4qju4sE1eA++f4i/vF/yt/9I+mT9iuyoaGhoaGhoRG/94f75V0gC2/tOW7aBh9sWK9HT6+JG9dKztp6VErNMneYQxNoyXd/M11ftx1zSaoH6s671NKBV8Wnd6eNvwHqYSn2/XB8fBJtMobB4UaOGKeUJk9THMc4TmYRTiQiFFTLx3JyCWE4PgldMLNpvLw4/9ZhbCQsLKKhG/qh61SViJ3ZVCgEEGHoaTdIP8g0eUykgVTJvNwH8Gwm4gyIJ6QpmWV/F8kxfrQQP4A8WUz5hD0tdxFKiPstvO8HlFqvV3iCHpydbud41fc2dZ5lbs5l1SjV0PMzvGQkzqxPOLu5FO7Nq6j3Ay+l4u1ZsyRYiCjGiQgaOlEFGHFMX/4+vvxan50ZNXeehoaGhoaGhkb83mfwd9qJ4/YXMrEQ2Wqz+3b4Z27O3gF/G8LcQZ7SKKJdNxjMyMktpURkV1cX+6tLuMFyCSVyfV8Ioes67XpRtZRYtQ9HtBvitL88P2IWh88KkWoIIUjxCzFCGRemJJSCeBBKQiKkKqoiRlZsQTwTP3Jy85SS16MSry08s0eoe4opjZZG9/Q2intv412Y11wXLHkCzH/fY23PCnbpxC0BEpKzOgWWphdfXn39hT79uXH7PdnQ0NDQ0NDQiN+7v8ks/81GnXSL30bdSs5m/rMukcWdstuHz/aYtDZtBK1EP6k5gQ736hGaMx74UT5w9Wvhpf+Qc6Q1CJ6zskud67JLfnTO7eZTHFOaYtzv95cRKcZpihORjfuradwzIMTKmcP1oeu7fuj7nYSORFIamUmYyT30PQcl5lJ8ScysqkG1Y2JP5h7jNCoHMoePo3p+OpyZRUMXOhicErvB3ACGKUjMLabJLHE2Zi05cdXWhUHwlKYYxxRHs1j7J2nOEqjOQHyfa3KPifwgq2H1Hd5UJeqqdPPA2iXfeqBqzjn7oC4Foes7JixSDDxlXWp79/suNJMI7izCBkvJzIjYQfur83h10cOoEb+GhoaGhoaGRvzeLwaIVUz5zbvHdSB2rjQDr6le4X+8/m7VwcdL9VqljsS1Dg38A0h/6wYqBmVJC4X0LR1SeExjyXJFgZTiFPfjeLW/upg8TmmKcQLcUnQzYWZlVdXQD/3Q9UPod13oJXQQ1iDEYIDMRJWEkVM4aC4NVBElsJtbSnGMQUDisHFSBBUWJR2YRSRoIDUzq7PEHSXHz93N3VTyCOI6RTOLliazBLOZ3tfrillxen2u9zjLYl31uSZdD3FwbMMj5om3nZrz8ryRwq16AKVyRb77+tUnodxkMBFhYhDMUqaXTORxlCIFNzQ0NDQ0NDQ04vdug2/eyC6cZyVM0EIcANSizfX+Fdt9bfZMWTmpzBLg3Km0aI2Pt4GfTzs3rR184ipI5r0vz0++b/bAA7EBEFJK07jf7y+vri5Gm6KllCKQhFmERSR0Xd/1XTf0w64LfegHkSCqEJYgOe/B4SAvImZ2K52JOSuBkWDRLJopSNxTnAKpBuauO9oByiQqxZzHyOeBQ80SKHY+jNyJRkWWAhGLCHM2qklwv+84H5Q64ibecxOZ2U7HO2f5DRf/fk/BrbNqdRjm5YsbD1JTNGmzJADUOL6D+bZOfSiKYPlPpXwHl4nXuYRboXu1ROHwFFVVQmAmSxPgKjwMA8GlVec2NDQ0NDQ0NOL3XvA+Xu9LSwhbMYeou1t3dwfVXOkq3YkqQChW8qsNq2hRddxKMWjZywuJMJTY4OZORCZCBK271I2BSiZdYHnldpy/kwJT1Y6lnY+JWFhzAWpKExGFXqo+eT2p4g3TVCIicpuuLs8vzl/s91dXcQ8mVbHkoeuGYdcFHfph1++6YdeFjiUQUbb7TO7JpizHpXF/eXlhKQUNnN1UQHAvJZbORMrc9/2JKglHpylNdGn7aaTn/XMzXF2MlkAcNAQmsIg7u9E4TjFdmU1ErhpU2T2luJ9GnfZXQ5Cjo6OPPv3ZL3/5v5y/ePHtN184XFlUlFYSsYheSy94OK4/C5BvUU78onjfQHCxJPLly0P5z/wMN3itBdXArLXCc147lRbO0ZRezYqIS547F7W2TDOHWXI31ZBHp55pI30NDQ0NDQ0Njfi9T7xv1WHFq6aiRRtgYc6hBrx9bQ5jWJkHzt8uIWO0tpqYvT1Xzy/NS9kWhDe8r5p9vppx3U8NWp/DaudNmw9OlM8f8GyrL9nmFPSax//+pIWzg2ZKMaWYKVzu4xKRru93u6NM/PquD12nGojILOc8eHJLFkvCe4xmiQAVpUqiayQAuTPAxMrSiWRbzkjEcHITN7HkluBGHERESUiJiQkwR3SPQCJyzsY95IC5m7sTQTUcHR0///CTk9MnUlxDeC4lxmsP3Z2M6jaT0O97zPXtgpsoKs9VtLc9YamxvcUe9ob4vk2Qww1JJ7x5Cm/jTzAbheZvt169xT63VjVjZRZa50ZelyzeLD0bGhoaGhoaGvF7D1D2hattZNb8KnOrvFBEwMCN8hrzYQAESvsfsRPr3PA3qzzZ4oXW5vWHaYFzAtkDSUFVwNxId6v99KKXrC5N1jB/oJGpJadORCKiqiwioqEL/TAcHx+LSB9CUGUuzzVzM3P34tUBytxVSmWoQIpoC5g73NyN3BkkRIFFhUTEVVmVRTtLZJHcswqkzMoCYQbBGIDVPyUDo0jGOUuAGGAROX3y9PjkVEPHIpVc1A/p7rzJ8MCGzuOAPN15yV75o7eQwMy1mWvatVC67e0NrqtHuDK3+kyZGTUWLRFUViEzC5dFXsleXmAscJulv2LLU8IiyB0OekPRhQ0NDQ0NDQ0Njfi9LfvRLQ0TZgJl3uDLTpGYmXBD0nretxsTEckNUiELIe84de20+cN9Xr6RFj+W1+httNzNEmCq0lFHIl3XAXx0dHR0csJEUngpLCV3T+Zu5gAI2avDiYQ4iATRTgMXVXDRdwzkJESBiJk7EWig0ImKSNAYKSaHEYsyBWYlcYDcc3tnckRHBAxkGlJfaAAAIABJREFURH7DlWV9/vyTJ08+6EJHNaN8LQI7wG8qvPFdX4A3/2jxdCHm+3qdMpfcjoVp5oltbo5EVJ17V6vY4PHFF128oHDShqShoaGhoaGhEb/3Aitz+LkarWg4VVvg0vYHYip6Xin/5Lm1iDbmE0X5EfEcDL/sW0VExMyqNQgrFzNNolXBGr/pDzyHTBTdxH1x2yj1nuwkvDr9xxwTuJul6O6h7wITi3Rdxxz6Ydf1PbmTm2eZL7m7m8HdQQSmwDnNgZ1ZRULQEAIxEeXIvuo6wkys1SKkYwGLs4ioMEtKZskAzDJeFo9EmLn4ebqbZ9GvXDkpohQJiETk7OkHJ6enGgIz534z5lXOx8E9hgcgTcwHIhUfzvK3bfmVyVZWXNZNZ7+WlbnSbMjKlEW8mf2h6Ht0iybPtWMWs8KYV6tbcndhIREiymW6WVsEaPzqD/HPn3W//DgdZsA3NDQ0NDQ0NDTi907yvlrTWdlAJoE4CFsrHEmYichxaJuBsvdctfzlasWDPfdCIw+cDNd71rky9E3v1PO5gLceiLn61Ku3p9yqCr6x0yLA3VOK7ia6CyKiErqgql3XiUjhCu6WkiUzRyGuxFlULZ6PRCocQui7jpkJ5OZ1QEVURAS5yI+VmEjMSZxZiM2Sm+UWPuKS28gkmQl7sf2pjAXz5ZRSWwgm4qOjk2HYSTbpWeU38OKa8/Bj+g7dcTlYBZv7EWtJ7yDmQSrxw9LPd8h/164xc19fpZrl5oZFEImG3PLnbrlOOAuA0zd//vY3//34w18MTz7ae/tN2dDQ0NDQ0PAOQ9oluJ0O6dJ5lTf3syO8CIuWik3ilaH8dYIEuF9v1NvuZwF64IS070IVDtkCZgXmh4KbJZvcoqiGLmgXVLXvexGBm5mZJUvRUsyujLPoo1TMVvLwKGunoe/7vuuDBpFSnysqGkSDiiqJgjgzQgOZk7mbmeeyXsbixFNjLUqXYGZ/WK8pJdJS4gtivX5tZ2rDfK0S+Ed67+W1OfAq76HkdhTpdT4Ob/xCbdUDmYfPzKK5EZGo5lpQuJW2QFEiSuP+/IvP7Hf/9Uga7WtoaGhoaGh4t/GjV/w2MV9Vc2AIZw9Gqe5+sxYxe8AQiWyCornYhoBm60jk/WXmgtnXsXAsERapkhUzM9hpax6zCot/EGKQjTSciLIUUp0RZXbNWAxoajY5iws9rr9L6eAi5GyGFJOZiBSLHZEQgohUvuXrzG8uSYlcwridyCFAEOlC6LtOiNwtJmEilhLPR1Jy+JyJgOTZlIeFHeTMTkIiKCYuTqzZKYTh5O7ZTYYK3Zj5vxSJEHAzFFJ6o43qA07m27Pgq7HQ28Mxtxl7Dne4r9Izay/fLauWgVx96fm1i5Ra3VPzXzXPoUwqySQ8z26zlJaxKBJ3Lg1WESGGu+1ffH3+238+/uU/6MnHhkbRGxoaGhoaGhrxe6fZX+ksAq08NmdNZmFx7iQy71vn/IPVkYTISSpXgmcxQnLbWa0nBWGpZIMvGYBlL1sjwCud/P6b9dtT6mu1KopDIq1TAeYixh+ALmSnTk8puVuu7GMRZp7FmSqZSTbwlFq9mVk105xBTyIcVPquY6ZkSYSZwUwsKOys/nGCkzuEHaTO7CxgIWY4zJzgpBLyWJXUC5+LFDf5AnNmRopTzpNYU9sy5UC574x408n2Pe5gLBOmxBXQJrjjLSEuvPZDAh2UeooskSpUyz1RJcFSgE1Zi12aA7c8cSnm3NiolsPkGy4lIyTf36nskUQ0q/15LNL+6vLPn53/+d/64+fWfmE2NDQ0NDQ0NOL3rmIlci3sC4Bj5R4v1QjSYaClv0hnz4i8qWQmoiWP253dzS0RIGAqyd1zt5GKwCy7Qcpc8MlbFwlsIhceiOhSoRpV+Ms0qHqZ8rx3doLf63hbMvkgvI9AcDNLZimny+dLraoaghAJkzM5iQi7EBbBS4SFzMid3AkkzEG16zsSiimqCguBHDB4zmMAYA5hdpB7kUFRLD+yehfNEtyJpAMEoCI6mmOu9GQhlhIvkAPE4dM4phgpZ4JUzlMyHrEEicz3E266FHjNi7c5Gt5ICTEe+nB+wyziTdBIYXxkBHbm/JIcmViYdr2fkh1byefuXJkfp6z1le5NqAbRkNcp3FlVQyeqBLgbEwtBPI7f/On0F9PEjfg1NDQ0NDQ0NOL3PmDVx5WL/0ofEfES0l5LC1lv4StU7D9zNVphUO3afleG6k5+ePlEOIiQkDE7MVyMHXBHpVGgORwRRCAhUZbAQiSBJDfgZeZm7gkEkGX6Xd+DSCTLfZgnRzZhXXOebW/addZb+CEOKxhzIkgm2UItzOG1Z8ZCtteevKuGydpbi+zEkxcyapHnXFZamnUt5ZJsYRXR2deWmR24vLzaXZ131Nr8GhoaGhoaGhrxe2fBLCCfW/hyuIIQ5UJPkewNmaUagtv8NCYSJhJZBYsdMECW7OOoReKD+/pJc25EOSA7Uy5avJlC0C0Z3Fj9/xUf9JCu1OgJWrVVbXfWhenkUrrcdcc38JsH5SxzfHdVqeI4TuMeZiwQCaqiwsqkQiyiTM7s5sIGqIMAdoe7mVtM0VMkd2eBdBAnEZJIHMzZl8SNHBPvTM7Z9zG3ABaDGAfgXu8CoEiIqmpxitPeUiyBAuREJpy5ojsSk+ZSYUspxWlNU+bpV4fgMKt9GTB8n8u5smm918FwWxfgXDm5Oc61B+aQvXuNNM3FmLMBUqbGukQdlurMxVwXa7vb4o5TNb25thOFWs/tq3npwYvcB/f5VYAXuU9EsrNrMYQNxADMYkovvvbzb/jstN3DaWhoaGhoaGjE710lfszsRLBM6hxgd2IBkTio5ompEOfCsuLwae6URIOIsurhUfNuU0PO7Mu7zGXDOtuqsEAUpeMoZWWCIHXrOZv+PwijwvW9/JpqiIiIAAJktdNzl12OqmPRNWk9+KgPOSLl72zMQfury/3FOVICS1DtQ+hUlMCwoMocnD1xEmaAQWJOKUVLKVnaT2OKUUmZFdw7wVnAE7hLTu4ioqIqwuQgchEwk7OLBGFlVhRrEDcz5sDswMQgDdp3FMf9dHWR4r7ve2EQJaKkARoIlBIik7AIEacYx/1l7U5DZUeiGlCy4O9B8flViRoHWSCv4lr3Wxi8vUVQX4/su0O49bAsnL2RbhK656yUWToHyOfcy9yxKRryPRfaxmMeHqz2feb5AoA8O+3MeZhSghlYcj5KdnQxS0QQUdEAwMsjJHm1AkzEohqE4DBi8fTtF1//7l/C339C2jfu19DQ0NDQ0PAuosU5rHa6vGonOmBIm6yFuq/NdvA2WYruRrNly5pWlSyym3bi/LaV+N1soLi2zfwBgBVBgGcfR1oV3d1GhsxS1nyMcjYDGZg4kPREilu5sR9wGneGr1rNcmpcLkCtnGT99HX1ZzliMphTowvf8Y5FMdvclNUys8h2hZbAlRvmalloMJvMJnMjJpFiEeSW4CYiudmPuVj1Yo4HFBXtr158vf/j7/Trz3faxqShoaGhoaHhnUTr8atB3nwQ2I6aDL1VG7g6xTuBDO4GwCGqBBVdnOHXcd4ki3CRj7Z4P9aSvsMMawLzKyrv7knb1h/zWhL25sUzQQUB+byrK6LDneQH8fbMgqO5Ozn77KQJqRoR1ROfLUnzJUNK0YqKC7OcyAcRVQ3FxbG6lfL2z/qaeckyXKbBgmrouXnVNRoKwGKylHCoWNUJt87QuGlEcW263jUP+IYp/si3Cw5vqtz7qWszl3rJ19cnF20uYQ88y6jzUC1ZJbQyfHH3HPkIgEVZckonfFb/JEh5kGuRbF4IQkSe0uWfP9/95r8effCxdadTo/ENDQ0NDQ0Njfi9Y7SvcDBh4Ry9kN07yRmS7f1nP/m86ZRlD+sCd4IbOQAogKwkFLmAaY53ZyxpY/V9i/NjbimrG1dGCfSTTGxw/x3z996+L9V9pUxu9sJwl8yEH1OizIESbmYz8fPZhr9ELG7SE5hQchqIKKVklghMxGaWkgEQ0aAqovkg96GdJa6BnJl9A3O/O+AeQIxTStHdC4/YkCC8maG8dhYEeqSZdMD3eCFsRMvNBSrq3epeR62Anis8yyTAYY30iuevO/pqqENljlwyFXOsRS7ydDciVpHq2+nmKVeXqgbOvbxLLWq2YuVsBXr1zZdf/+r/Dc9/evRX/zjJrv3j0dDQ0NDQ0NCI3zuJEg3nBOSeKweIIFvqte5tkxA6s+wQaG7J3VlMJOTOozmEvCZK53ozeyVVAJZmvMdX2A61q3IeMCARuh8kA84s5UpadsnVldfZFrNUziAMYvb8wmzHT0TJorsTqaqKKBGZm98jqQJu7rXCkBdCiqqE3qcIdhyvYpz8pl6+hldSX7/rxsAiv16fE7Mq6G6Au0UCmEUkaOgyaXRLBCJh0VAiOnH73Q2z/Yuvvv4v/1d/fCI/+XtQs2JtaGhoaGhoaMTvnWN9vIptYJ839kLZa78WgJVEtVl/CMTOLm4MNxDcE+BwyR7xYGcWURTLQSHy7BLpRLS4ZfLsrpkFLWYWxoZsPMY1oHXBJNVNMyirXu4oxomPQ0Epu8tkKw53Y4Pns3FzV7gDSkxcNBmAGCRwzIY47k5gIjIzOHIhX1YRU1YRX00sQO6OSvxq8xcVzuCOuwU/cvdp2sdpzF2gdJCwtyhUeKirtvoSb8/6mufVAXVbbnQc/DwL77Q0326EvuzgUqifL6syC/KyaH1ZlUU2KOLs5hNExM3c8oOcS7SploqK5DDG+uaUDWeCU/KULv/02fm//fr0+V+k3Zl5q/hsaGhoaGhoaMTvneJ9q0iGmsFXN59UUt0LMZof5xLzIMRgZjdxj3AAZuQMCEuN8lbKDHJDKnIDnc9dfvN7Lb75Dx7cfgfNqQ1RyxnWa+Dr5sP7UY+HOSe4pVwnyV5Oo8SmL+7/wgzOLYiobZN1sHKt5swA55K/lNK9FD8A+ZWVra3cewrzuPMI07iPcdzwTICK7yWYZQmveODLVy1mNuTqse+oVOZXSz03vG+2TcJB6Pw14rg0xGIV0ZideK/dxCnDVO7fZL0XEFUNnWqoTZoGuGovorVN0LG05vJ8+YRZWHOcS7q6uPjDb09/8afu+Ekjfg0NDQ0NDQ3vEJqr542bVblxB30TvWFV1dBr12voRUJVJMwsueUqUHNLXqPDNrt/XH8fEPDDaTXMN3mNgmZbxceGmVnR5xy5B9MPK/ty4qIIs1Q/D2INgYizuDeTNndYSlOcLE1ur1d7yfQdkzWmaUpxIrRSz1fR03vcnKkv8Ln3cuPvmpU5lkWXzkkceRkSEUsp9M0JJSAwi2hg0XxP4Prqzv9xKskmmefvv/ojffl5aJWeDQ0NDQ0NDe8UWo7fHOG9MpAQIXBVdHIwGFgCVxN5JsUSKJ2JhzIRk7hLKQGsZoPuRu6lmrToilsayZy3ltW5ngmcZcZH3oLnD8guleYtCqe7CR5rtiyujsh7dIeTU9b5soaHookyryxEMrnLZj1d6Ee5cnczFwk5pdDdUpziNKWU7mHusjohYRYRUOGX9y95BVIqbyc3BHvgNco8cVfpby5X3h4Pmy8fn6wwzZ6x96F9c/xJLYKdbTxnzbmmO8wzpYQiZtYndT0XAx6zeWKLCOBmbnECnJlDN4gqMbk7l3WsTMLV0AlUrGTNyp0C1Q77y5ef/+snf/vvd8PZvtH5hoaGhoaGhncETfHLFYDVHpBn/Ujz/j43euVNZKZmnJ3+cqkelRajnPgsIWjoVTvVoBqqnaDlhGizVJoA57q7VWllZVizf30pZXskmQ0lWHy2xCinMZvbl06qa2zizZ1QycnzSvNmI4/1+/M1lDLPEIKIZJZIRMLCLHBPpXbUCLjf/FgfXDbvdA8eBULuJbu5srTwHn6oqcx0w9FwX1ntzSyvVXMeX+/ym8tleVNIy8zMyrWtdD38myVRXpWj1yWPcjWjtfyHqtbHxGZmcUppcndhCd2QE9sBJ2IuaR+81JISZuvQoocDNu5f/OGzF7/+pyOK7Z+QhoaGhoaGhncFTfGjAzJTXV4Y4Er2yOHCnMMWWJhYmJBpXQ2Ey6KCkqi4ggA3SxEwrxVizMxQFuR6M+aNA8fiX08bIlgC/Q439Ktax6I8fl/yUIPxVpVyq86wed9dflo/NM3GNA9IQetBqVbrVbf+mQHWXPdN4yEXAY2zTWNglkzbUewcJXkyN/NcdrsOTlzSGtcP5jDDPHK1C1RmEYrm5sxXfvxc7Ds3ixIfNNzhxjJiHGh1lEVovoMrH0yp71w2vJ6Oy5eg+3U23sDhl2mDg895fUky5TCGOvHqYFWKuOLkVIS6HMlALIVJouZtEJhVVIUVgKVocTKbQjeIBu0GSxOQ4M6BcpqfuREc5EsIBRFrRwJ2m6YrEPDi6z/95//7p3/3776hvvX5NTQ0NDQ0NDTi9z4QQ5mD4cp+2N2N2YsyyDJTr2wXSbOSJ4E7cTezBDOHUekUqnwzu0eshaO5lm+uXoQTE5HeypDwkNtO96WI7tqPzD0BgSXU3Tw2bjfftQXuOkuAu5ROS8tJDCF0iWwcR37x7fHJqQiL5tI9ghQZKBM+Igoh5AszHY9xipbO849D1wFQURUZhiGEkMeTVhpi4Zfszs5SkyJm5uuF+WQ6ADdLY4zjMHShC30/hNBlMiKSIwNDYpvGvcV40/CVyuHXocS4kzKvYydWtzP4dW8NYE7buy915Ht+hte7G4HaXzrb+RCz8GoR3fpWzBzCwFmfByxF90RMXX8Uul60yzEPcJ81/Gq+is2HgpfVYcaszECKl3/63Vf/+l+e/e3//g3tGvdraGhoaGhoaMTvXeN5q642yuF+pdkPRFxUEHcWKVtpFuJifLnIT7VxkFF2205MToVTAXArfI+LZLHhlgQuP15yrjPRmM8Q3+GTlf/kzjisN+E3dZltH1tpfnmzveWbD77vRXVypCWu3c1Smoj6YbDUeTIP7gIhgDxX6hEke62qatd13TB0XZ/11XU1YY5yky3pOiy5zdHvS+HrjVMFRZCk8qY5MWLuKMsJEGa2KKVbgrQ8WASxN3Ex6Q6C9DrHwe1LZslrv+O9VrP6puw9yianuSJ6qe6l2flzXZBcT4Fz4yxnfbCa/+Shztko7sksEpxZNPSiHXOV9KmUlV6fzFXyk2ol6pxthAjT1cWf/vk//eTkg/DTf5cevyG3oaGhoaGhoaERv4dhHvC8e6dNsZkDLELAzH1QFT65ccc7H4S4BEkTCO7IemFmd9ioZ3N3Wy2+LNVxDJ6rBN9ww1ZtyLpWd1p9Nfig5PDNeIbMBqfV7TS3WloNdHCC03rLXcsJiXO7lqpqUBWgRDtkN8h1k17hl4c8Fvc+RbqrCxP3udz35llvxc0RvOpz1eSGxdBlcXaZa1Bp6Zxb9ziukkQq31uewwcNjCUfQlhm95dS3gknQhb68nJFNnpxy+tRVYWlGHUS5UJREi43cZa34az5k1I2ickpf4XeW/z2s/+hJ2dnT3+mJ8+St9+aDQ0NDQ0NDW81mrnLXdtcFqku8Av9WVqnNlVhNTZatqpOph+dalhUhcJa3jU6nEshf6DzRk53SMnMau+f30xNhLuu7/uhG/qu61WUajJErrUVXY9pww81nrdTfne43TrEq6FmURbNv8pyQbK7AUScHyeA3C3rrtnBRVSzbG0W8yPEcichL9EQlkpFN0scr17+4bP97/77SZtKDQ0NDQ0NDY34vdusb7Ya3LZIVatJrz6f4JvdJWnlBinMOpuFbqsn1+yx+hyu3UvWX7w5g8ZaoUq8qDYHtC+LJGtVZNV49ZCXndZK3+rCuCOlZCnZxuuT1kEJecw0hML9ukE1ZFaQLKc45ApA4RsSC++TU3/9yhTptxhYrlofX9NeZeNUwz9E/ML9R4iv0aQlWGP95XyNgJVZ68pDp44Zbdw71z9eluOBeevqG9R4R6ymM8PdPbkncs+pfVLvv5TFK8KiZYGv11ddBaC1DLiYhTIzg+L5t5e/+Se6+EZarF9DQ0NDQ0PD241W6nkrCSLmxcCQSURm7QHuYGKZ3fNlfsm846dqEArHkiRGSsQA59pRQs4I9O32eCMq8rqzrjT60cMzAiam7FxZ9tTbAkjMdJfZhUV0LmzFd207vO1ECodYXYSSCZBZg1kyM5srPt2z1EqrIIpC/Pq+74dh2AEUYzIrxI9ZVIOI5uS36/z29UjfhrvwpgMtFwnj7mPcyADxtgrCvGJXh+umVmCux3OZHksZc5aO164ttFRabtlyvhUhhajXBtpcX8258zaHuvtcFJq9VwHAk1nMhZoaOg29ash1wwCIpAiAs6trNSnisq45z3tmyhQx+/SyeC4ypThOf/jN17/91e5v/rdJ+vabs6GhoaGhoeGtRVP8biV+qwRnJyJiEQ1cnUJAPu/7ZxXjpsvLCw8kFgkh9CH0ImExDLx7f/92MAA4zKrt4eNO08zQqs+KmbuZW/JFfrzhJaHrMvHrQicsmR3kkdDQiYY3oajxg/ioNBAVdU6Us06+iKCbC5xzMmFWfDxLZF++52IpRUsJAImELi+9TN6svMVc5HmXYWpQ7fo+hJ5VZ8JuMe5ffLP//H8c779pQ9bQ0NDQ0NDwNqMpfrcSPyL2ObU8G0Uwc7ZnMSuZ5sREDAeTsGQJgA/8G1HNLLhEFBDAkFyZZnQYRjezSeRUOhT3EJT8h8OI7ofK/i6FqeBVidsWDic3clkkyvmDPbATycbikplEVMmzYyNl7TEX3LnPERjVYYfYZ7sc0dD1w26K8f9n7z2bJEmyJLGnz9wjMos0J9PDp3dm9zA7t4e927sDBAcRCP41BF8gAggOAhxud7FsZofssO4hzYskiXB7ig/G3T0yI6uySM+YSnVXVWQQd3PzKFN7+lTdNE2BAFBUXaz4pdoRcyWV8iRSz+hQ0qh8ZUWseC2tL1Y1XPHxeQkYZSiGVSU6WR5encI+P9F2i4StxQsLaw69tfkNJZZ9kSZrHuOQ1WepLpzkuyHJLwa4M9R4nRtDXLt5C/6cse02zqtwDIJozRrFm2ax4heDJcBMPikgjdP+/MOfXvz6a6ffe23vtt66wWdHR0dHR0fHy4he8Tu4FqesJKqLNFby2eiS9PUqf9bpl3gJYkNR/FWEak2PXy31zKHZpd/t2Vj+lyV29QtN7xxjhHrJo2cj+cNtHkKulFKSE+PgXKrkRIPPtksMjcwyGDYGwec4bodhQDRIZez1ip1d+XrnJrQbBJQzE0XIvMczyUB59BuVDjhhFv3KrAn0pdgXkcNNfu1FRFMB5aERzHOe2cw230CoLhFzAnz+u0S3ofwqFQHFjN7M0vxxpbXPoplneLy9i62eTPXtGQI5vZ9ij2tUH2uIkbj45Hef/uTvd7//xUl3eeno6Ojo6OjoxO9LC6xQk1RYSDFjadW4FveW+J6iHW1EIeiXqD4Q4wpfwDTV4K2qqsF0P2UzHD4Ys0mEqjoM4ziOTofZGwJ98r888+ow2Wa2wLVlabx+VXFgimF+k4ipqrpRh1E1GvyEiZFv7YNWMu0ENDPvJwuWnqnirapOB6eDiJ1/9vvdL/7xBD3VoaOjo6Ojo+MlRZd6zhaSJcFdShp1IXlRT6ZKwuilFCAUIVSORe0Z/q+qQREZk6uZouRUlTqthyPEckaQeiJW+Yik92yI5a3ZqgB1QB8OFGhoVfA7qjU0b+sS5LeL1i6qcKoUUGEKhcV2vZgqqCLahHpbKNEwWOoMTgenzuXE9sjDg1nIwWIan3gY2y6/Y4xYi3dplWQ3n5h4fjfBFbsgqG8TLn4kVZW7tsFNue1RwCyCoFrOFc76/cJ7sEpwLx8BUEVEBcgEDKLBfEUEsRhsZmYQUR10GFQHVY3dgPQiCJsI+X6UYAwDCLWu1ZMGkWEYaBOhIuJc2DLQWPIWEagJLx89+OLn//Dqn/63d9765pnvbZ4dHR0dHR0dnfi9dMA1i/i8oq2hChJGQUwco4WUMHGVeCwVBpHi3lnZFUJVhQ7QmOpep1TXXOy5kd7USRgEbGmhTmlpHhlbp9RpRfcoRwchHHNSmfKF2L1hs1GaiU1+T9DEJvNTSPQzDyqMCpqYhDYtCM2Hwt44DpvNZtxsVFVCS5jA6ejcAHHmaS41UxIx6QHBy9HneAcIY3ggad6LFsWpN58G0Mwsp5ObmXPOqZpNRp/PDM32wvFq0OZSYG321vHoTzENKgPOits18uaqyW/9HZjYXTC8XZlmWUqN1V0DkhI9P6vdAKzwU4QicHgs9fWF7tkgEQ61YhEx86EvV51THdKtFyxGvYho6utLny4p5CTs9igpQEhk0azxDSOz3+33H/3m9z/5+6++9o7gTv+npaOjo6Ojo6MTv5eS+GHBAxvGhxkVDH9QN4rS/GST934CVYTqxmgj7/fqBoHLi1fmzsHQP0eFDs4NXiZ6H9xIws/CU1ESCsoRrdK16xns/ARmZ10ZbChUlHRGss3OBjQ80097hVMdUkVUZhFqT86003NMSMANG6NR7OT0xMyM024XuJhNNl1Ou3HauP0g6gTqYr2VQRU6+Qkq6gbnHO1kf7lzzpFG8yIyDJvRbVUHeqNRICRIQDGMm+Dvb35SHQI3g4qf9iED0E+TOA3+riEZPDB8xkBwhmtm5Ki6GUc/7WyatKoForavCYHybarErKybyBhXRg8HhzSUm280PfJFpMy1lwxdndHTiPM9EZQYv3CBkgdLeDfkmIYyT4JrErSeN0gMj2lkQmusVMYtyeEz/TANvtnkp4nJdVa1pPZlSXbgb27YpJf40ltY39+J3Iar7MO2DtdsRRUCJcXEpml6/OHPNrv/INtO/Do6Ojo6OjpeOvQ2p6dnjoFoOAhoNJuCUzzUXbnaLgWLGOk+0weGpsFjUuD+eKZqUmjmx2IYHBt2WlUUQ90mEBWBpqGyrhKJAAAgAElEQVTueOY3BRazvboWt7prk8que/NTcG0RqOqow0bdWIlnD300F7snc6Xu4rWLSIlwYpTp848+/uk/bvyl69Oso6Ojo6Oj4yVDr/g1i0jUpT+sP6cibgwFB3VDLFBQzE9CUR1KC5k0WjZK5dgpjCkRlSsmk1ZQSIqRmpPbUTPGZzoSyDWcym5UKn/PEiuPqn1rsWx+2uOoGsAg6lQHF/ieFG9PCz6NBJB6/XL+fM5Bj9aOqgpFcOGP+YtsxI1EstR8klyHVX6f9ZwzZl9iCg6e/Ut2i8Q5PztozH+cwxYEZWzJupVxZQekGpb6QQoXtyKbGWLBbtYslSJVneqgzmUHppjEkEgpk/AaAgu9okKIovXslXwfJhuh8gQEFWuqE6oTmk3cnz/6+Gf/+Pqd1+6+/xcXon3TpqOjo6Ojo6MTv5eK7l3196uWwTRI6PyBiJhNgYEYvQgcNAnauHxlVleqgqZBjdYsoEkxs6gjk9QbVh0h80JZbs/5A+ndcpwf2HC/zF2jRc2tM9GGRCavf6GoU+ecc4OISOq+s9TTZaaq2eFFoaKqVsUtAHAu9NwpgBwFkVlZ1vvlzIBbsi9lpBYsnDqeGkRewvpjEKMuKVrcfJjdIcv9kWaWkpWnyyFiXHvb1Cwv9dAt7p4m+yQMb4lu1HCVQyeexH0BGmlok0Li3oqZ0aoYDo28NW8u0EJzIOLOguack3wkqk6FFJn2+4e/+bmR42vvDG+8t2ev+3V0dHR0dHS8LOhSz1tZKyN2E8XIadK8WfAP/EPd9J93AD7zMVY3JKi63FvozXvz1orxakoVFueqOgzDMIxuGFKV8jldGl4ZO/GHOj1S+IcJ7VkMdejQ835K8zBMkHEYhpDcQAlKabKU+0JDYEzzC9EOwZs3bXfoytZP3ewKrIYY7i/PbdqdbE+997uzhxcf/+b8Vz+6i6l/NXZ0dHR0dHS8POhSz7SgW6ZRH7f6FDGoRjdIgQmij4SfIE6RjVSW0r3oOBETpcviUueHwdWV9bPiEul4Y3kErE82MJmosYyGijlD/UZjdyVpqMYoftzGbUQ2m80U0twmmeKReO+9N+/NOTII9lIIhA+HKYzEbxyG0TkXjD0qI5NGvFpV/G6Dr1G8+RQ5mDLNc8Hv+Rq3HnEbBGvT1atRDnn9NinzxCpH0MaQM/q9zBPb5+LN+v2Wk6rKtrdqX0BVnTqnUBExGn00yy3MUGNZOFi2hjpezFYRKGqdcHSXCTM9OPSGHtOZ51Ksxsc4CXVuFPN2eXb+wY/5/r/Se+/1XL+Ojo6Ojo6OTvxelrVus/hGTiq7dsnf9LwJoNDQjhesAs28AlRcTYjm6dHpUNLyEtVnMa+msVyW3yJ9qHRvB5hPpKxCBgUqK1XeLR1IjL9LzMBUFTqOfuNTUFs0zzQz72Oae8UmoBBLvXwCQN0wumEM1UJyReqZW79uMaSeEg93TmSy9FNeKjUgUA5u5bKn7QCukXVWk8MWb7pq97LC9EWyfnjhYso6Y6Qu8EIRSJ0KEGdmexihG1eCv2jccPFmPtjH5gkfuC+bGzOYi0oWgkJK42jQCKsb4i0fcj68v/j9r7/45U83f/bG3m17p19HR0dHR0fHy4Au9bytBX5qUnIOORi6/OJBJknjVVaHL22PkInYbOH/bGequmEYx3EzjOMwDG4YkLIKir9L7Miy6O5Yj2Oq+A1uqOj0c5kaZs9ZFvvib4Y07Z/dR0jMbW+cWtnkvTeXv8iw6S38Mm9+itMAKkk/PLt4mbGjyqZffI1CyMvLy93lpdAG4PyLzz77xQ/d5x8O2tv8Ojo6Ojo6Ol4K/LFX/MpKrwgyb/RaSNJ2IiS4hcqCumQH6GPsWCw4pFcypKKtFD3I8s61poyCmX9i9ULc9nikBMOo9Ex+M0mzmuSpLOvj6HN4C0fCGaMmGWPZ1A0jDc4NzvlYoLMW0Y9UhsF5xIKbiNNg+hHivIG6oiOkIHWCJZ3tLVb9LPaYsXJ2ieeo2XbyJbolpCiMeWCDA41NbbPzIaUCXBf6UqiCkbJW68vvguJf2x4RkEveye9Hc+J6+gQao5VoVQ9Ul+LXzcxL2IhJFWIpGlBFjmUvclKGY4pBIkCQHkcimNQBNELdvbuvnJ89nLxXKMmLjz48++WPTl7/GtymF/06Ojo6Ojo6Xjh6xQ/VwvImpAUlPFpEopuL9yQBQJ06J6XakwwmS1bCtR848zusidCzp8NY+NpXAxb1l0Vxd6vEhdWvcsKhh8u5YXDB31NdCGYQkbKKZ6k1zY4/sHFNrp5tioO0PpFXFWif6Iwsnk4JyZC5Fc3LeWsgc+BmRJoU+iUzbKdD1gxXF6jMnRWCTVl8YPtxJaaD9XSdzx9hSEkJlz4mtvvJ/ETzhWxnM89wnIXvlSCOVghaHR4zt6cInBuGYQM4M0IwPfz881/88+6T32z7t2xHR0dHR0dHJ35/KLQxt3J5EQtZ4clakNIj2G9prEthBogxiTVdoEkmFeRKUgfQ1og6nje4aL17+vdLHDXbES3Yq2ostjPY7XozP7uHWxUn1zgw1q1swtcoYH7/6NEX2+3p6eldUQXgp8uLLz7effDje0N3eOno6Ojo6Oh48ejmLkupZNKMcSFiW0hBVUVVWSz+zHuvKprCvhDrBp5CMR+XmJGHhEVpEIWKN5+MPVlbxueiSMzxm4kxiVwiaWV1T09v8jEYje2AGYXeQ/1eRKBO1QV/fI2dVMtDwGKxfvBzIUidVaCI935/eSFCqHPORLfmvXnvVOMzRKZpH6j3djNuNqNiuLy8EEJVx9F5D0Y/GB2GcbM9GXcXUE05EEF2G6pSnvQSGCYRajmkTZOfpklEnNP9fu89ndsOw6iq5n0uDUVvD5KkG5z3/vHDB+fn55OfRMR7L4JQCsaTXCBcM5NrFnTgGWvvdcjQts1Sp5jYglFTsLg3gDwNkldMU2CrvFOstletrY3mYff0JIo3aFTkltY+rNzU6eMi2TM/7QPlCyl/YQdhHLfOjQBoRjA6BoW6sXnvTRVuHIEoy02fzor1qYlBdBhGbxMogJJeRPaPHz788X999b2vn773p+d0/d+bjo6Ojo6Ojk78Xh7gygQFmz1O0aAqVFULHUzeGynqYlWquLwkG0BFvWyFqlJJglYW0akKwSJcw5ybNobyN+QIa89GyomXVuvJQ6xXgo2hU7j06sNvng74mH62eUS90ZsPi/uQzh769UQERMzDoDcT7yeaC59g3gNO4cQpKV4saP+CYNTpACjrsW50oYAqWASKoZwLgWjIDDendOpUVWJ6Qbi+xWgkcInd7nKadjRr+uKCeWzh8KhpcXwGG/ayflFRPGnbgQ2NdA2NOjTwqP6rOBgxI3ZNPx4XJKtEvjenlkSZaXxaU9P5u8XnYEb9ZsEOpfjWZjzMT0zTtokPsQw0L0JBtoQRhBSWKr4vp7pTgmC45rEr1wLx3gmJEC63DQapqe33Zx/9+rf/9F/fe+VNufNO/3rt6Ojo6Ojo6MTvJSSACuQ0MhYSUvlGQECahYWkGySGSk/0RjN1Dqpwg/d7WpS3UVSpmJfCDrM0Fk/7evXLwrRuXUeKUnIM8WYkxR86Pq5X8BKJREVCnqgTMLcTlgKREJrqZiYhzQ1GSGPtWFOCsNCPIW5Aojas6BPXz64ifiRr7pG5IlsrydR2mC1drXL1xOyK3a4zT6aMib6Xi4Q176J2HuakhGJuUq5AooJcTDmuzcOb+qaWbZGKJRYKne++cBbpUueuvOreTN2zIhpuz1i7C849AijgNIs/myNOtT7zIX4jdf8dUalTAXNDZB44Ieknf/nRr93Dj9CJX0dHR0dHR8cLRe/xO8R+ANGqcQizdWpyp2BINUgGEhrqYGaT2RQXr9CSyZ7YQB/hG7I/yzQsqA1VB9VB3eB0cOpUXbWUX/NmiRdinWZXyYXNE6zyfrzi4NaracmAJGQMfnmGOpzOl7AxddHjF907LSSmBE3yqG4Q1YM9gZHkpxJ9KOoe9XWxzt/N5PLzjz/6yT8Mlw/H3l/a0dHR0dHR8eLQK36H1pCLakguRDBXJSg0MSEMcCFEWqAiPhAGIAjJoOqIIEpkCnoORUXEOtLKgpBBRFo+Hmz1mOknt7hulhIsXjsZlrpK/NRS6coujrk8FFfCufRUxVHciIBkHpILbiGmL1ydJPWUdHgSSjS5/tbYMCZnl9h7GRI4Gr5QOUMiZ3RzFuUtTUVHZkHw6bUVhaKZ2eT3TIedzi3tJqShw5XB6ceOWKmztlkLRRC6Yk/CefZ6ntvt+65+Jq+Zg8t6YKyZr1UEZwS7qvc1h15ugyIfDbs0mvZWcoE4BmmIAAp1g8IJqnpmvl4kkaPn86glUegRxC++bXP4CAOwPzv74oNf6Nv/9NYP/uO+7/l0dHR0dHR0dOL30jG/HBwmsaxHNprAmN8FEQQlZFATDiTpJ/PeA3RUN6hzIs7Mm/igOiO0CuwL1KNe9jPHoYGR8tX0L8ve6g68pzrd5s2KhQaUFBM2B1dpCFP8nbQyQOQes1p2eENWk0qqMZQ9IbI4F51dCAhAMWE02QlVVbjabSRrPVP8hlBIJH6I9NPwgW3PXZNAwFp5mmSgJREuW/LkxkDz3k9mlqklyaxHrASis9OuWfTxbj1ZEok0OPGVKZVA6mmWzmjGs+2IyXLNpWxn8gqpW+esLfOtdj0yoS3PSldRKovXoNUMIx9utDglFKrOqRtEwv6Lj6nt6gJlNFrk9GmCJW2wHvt1ETpOwXSpVDSUTo3md198evnzfzj9wb97KK6b/HZ0dHR0dHS8EHSp57VrXFQNb6t+iTQ/+WmieREMwzgMo6ojzU97P+3pJxEB1LnBuUHdELqGQgPYS37iUfJ6iHXkLO1nCxbvx1Z4GdL9ZvpMxr6/+cpcNae3r/xwVdO7Rk6Yj6huP1x5QSB93vtpShcaB9naiwRn7OslOB4eOUmxkrKQ6bhJ8HXVQd0QunDNvJ+madr7aRJhNuMJEX+0ScSikNgNh8xRjzuyUC0M8m/szx89/MU/f/bLn47oJb+Ojo6Ojo6OF4Ne8TvMNdJKPS0uoZq6x4jc2UUaKQBFnALqnArVDNM+LjS9EnA6qKq6AZrdJoIi0bVc62C3WFWV49oTn7J9qKn5xVOGihK0JI9coQqR+gVri1zWSy4czFJL3iS/oD7TWDnzZt58cN2IDXvBczQLNSspZSyqIRnKIJmBBleP4O/C6mTzz0nCGnvP6tLE9zaapISA1A+2bAWMRqDmY8WvTvIop5nD49c2FGZ/OiLMIVUdZy+IteXojMPi45KnOq9UmdYDInH+RSeVdXOXhQEMr2a5ywphif1YBuyFcxEookdLuAfT7VjKwgCcGwJBDGzQT5NNk9E7FzXYMcghvUojXMh7JClGOHft10U7WqHkqiDFaKB4v3/88OGvfvzuO1/bubv9+7Wjo6Ojo6OjE7+XjPeldWZFAFSiHjDrP5lcJARQ0SAqdM6N3nzwehEvoAAD1EEHoXnxNC8kAM6MIbLAc27Cn9P8noFFxKLnCsmpPjEo1HamiWqkHj+sHRUj95NGnHrs4Sc2EoL04tJ8RiEWBpAyoyg1hUNkfdryvtjPmIlZbm1kqAhVjWRZ9yliZt7WKF+wh6xDIEJaYJpFge1n9aZxne6vUaEbXPbUOhj/gmo+8Wrihyctc10X1MHZ74uzbs4YK0OS9xOk+i0LVkmaUFIYZuzqDB16DIxwmswn16VU5mXxW4pmtii7A8dWs5PQN8tmw85DcAYmECaJnX/ws+F739++9f7eur9TR0dHR0dHRyd+Lw/xo0G1zlJPNAAQS6TE2hd587FBaNhuubs0P4mY+cCOxAngnECdw6yr70s6Ts/zk5ja3miEEHqU8UZN/Q6yGggkvFuzIFdFrh7la0wzAwwzIjrnZpEUG0PC+0tzwTg34lmkUx6xQ5A5JV/wbRovAav8ibXnpWZLmhcROKfOiSBZrkYhLmLMw+1urJQvkIe//umv/vr/ePWv7oyvv3vZmV9HR0dHR0dHJ34vmslUekGL3K+q+BEIDoBBwNWUY8yMRlWFOuc2ftpnYhjMPEWgwpA9MKgG8dmcMVQ88lCMdVUSwRoNe/qVayr4HeBLSVUYS1t1wa8p19xI4dl8PCv+JEahxV9hvY+Qz635WqXjqVIIRST6+EMgoMbGKxYaKdm2VETiT0AVo1DFFDAVMxPQI9b6IvmDN/OJdiTlY1O8rdwlkwsJm/DAdIKYjetT0XCitkGp5gxT1F22zSl7HOnBKKC9htPj8G0jbelvTox5w7uw+TOrB5DunVT/K/232WAlsMJ9on5eaAhibDeqGwB4m+hNhEkG7FLLaLWnc5MSKGRGQCEAASNI258/+uI3v7zz4U9fffu9y11nfh0dHR0dHR2d+L0QwjdT681+kH0uS9h3qAGaUEVM4preKCImCg1hc1DNkkh67wMNcFS60FFmVvX7rSyw57yuMBzM1qRcI4E4+vTrD61fm6qdcVXb+PdXSQYVo2mX93MNKVLUtYjgqiNUQfBkNLNpvw+WG4F1BXPKHN4gtCADjHpOpwDMe+dEBV7EvAegbnDDAOcIevOextTCCaGIDepAEUwyeed0GJXmKfDg3vzeJnrzhKqKOG8+NoOFnAiEChLiQYuIwMz2+33uSyzklCGZELMLcB3tO6jyvbredRzxqsTMkbK3ZJTVxy9kv5jbzPKqicbZ9EnOPc3zzIpmE/O7ElLpMJFyPfJPM70NSezMHYNQ59ygboSC8TOoyF4smnpZq+MBDg7f1WNe+oRVQBLeePHg0/MPfvz2D/79oJupU7+Ojo6Ojo6OTvxeAPFbWueXla8l14y4OFYFDRa1oKEM1cQ8mE22mwAdhq15H6oNZibmDZP6vVT5YDGloDAnDYxRobKuTrwZqbsNQKBCX9EPlMERE3FMbh/tsfEAn7z6w0QFVIgoIX6azs8eqw7j9pR7ZzaFuh3N03yu5Aigw6Dj4Aaniml34bAZ3GjCaboUte3JdjzZDpuRIns/qQ3BzSOdhd9uto7kbre7fLi9c/rqvfvnjx8J1MSdTdP5dDHtvDh/595rFHd2djZsTzfbU+fGYdgOOqioJGPQUD/yk52dnXnvRUShTDY5oRglVV78E1X6kKYQ+RSSS0DLNSl2KcsYd1Ztgcm+pDC/pFsG858LGeSK9cuS7EmVB2kGiCXehxTJgZAy0k6tIAEG1/dtjOnmgjqNrM+Fyq3Q1I2qrqoqMpLKJvcQ19Hm+j4RzgIOoQqIitJPF2cf//yH7od/e/97/2aSTf/i7ejo6Ojo6OjE7znB2wRRQAQq2c2Sxdey5S8s2/8gAIgmPhhWn+0efoiJU3UAzYw+2PoH6aBqdkmpV8AVG4gLSA0Gg9UyF1czwCo3/cZOMBXlZeN6OfN3QbGkXM0yWBwYa5Xq8lRwIKyOIt773X6/2+02sXoWQtlAVfEwICb4AeocVIOZBoRCA1lMQMRCKLc4FRWjn/x+mvaUrVPndJx2F+Z3A/jGu++eno7jiPt3Xx83W8P2wYMd3Gf2+cOLnb+4uKBgd3lpZllWGqMCRfNfSwwdY5kzXJdSND5k57kkE7nShpZMI2wcSOPKWZm6NPO3lK7l8AeXD4rVKi7Lty33nM14Sl2KZrwLpNWY8jCPwuGPK3U8xqwRqUmmWK48Z/uXcCMEzpgsW4SkRdtNdahvOBy4Z2bjvihrRktZtlscxYUUZmY2qRtFuDs/e/zzf3z1na/Iq19/vts3HR0dHR0dHZ34/RHDvAeoqhqVgsidUNVysCJClcxRABAChdbkrQgy46JQNcYOGLxMUqLALcjqYnVluYJOfyw2hgwkIv6tXRtjZZEMOdKt8ZqKRuF+kiqfx5aYSsbAyktymShmDCBxy0xkSDHzl7vL84vz4eJcRNSpU431spjLF99EnZZGr+AkyiABFSODx44ge3iI+cmbJw06joO7PHtk+/PtBm+/88bJyeby8sz7i83JVse7xOmjs/3Z+e5yd2bmKeqcbk9OhmHIQsVkz1qRhFrKGC46bnOlXxXgKjVjJmt5YKTWaF73lpyxsnpAFzsEmeDVJiv11kHOiK+vKqXJZkwcrmlRbWTAiya/MLUr4bUUyXF9CkDW4qrGORw3aEJDpq7fF1jZyOC1GyYtU6z2SeLJqw7ktD8/O/vwp2cffme89/bkTnqee0dHR0dHR0cnfs8DNBONSQyR2MTFqFbaztLmhFTDkEQhhNRqwZlzxvOKUTUoNlVglOBIwWgwHwMhSiTA6jI0c6fom0Jpl/NcLfq1TO66Ff8B5hcj7sAc6NekAMSOqKWZByKbEywdR1YsaHLYgHDmZkNymqbLy4uzx4/duFWHzXajEIgDqCIaQ/hC/bWcBjKpTp9j5kmq6jAMgxtQor5NSOeGy4uL/eUjYPvqG/dPTk8/+8geP37gMZy4Uzdut9uTcdy6YUeF02EcNwJ3cnJSDpYVUSHC+ddB70UfeTtaXTYUKrMrzujTbFcB194SLbdL7aRxAtZkMLXaZcPVymVHcrRgPCheWetrOlZnd8GqtRDjTZrvOKlvwjiXIBJkt25wzklJs2DUjqo7ZguDK5mZzd3a/MZY+8uzP36YOlVME6f97vyT3z341U/eeOdb49vf6iYvHR0dHR0dHZ34PRfkJiTzIbft2JA5qRepGvq2xETEDjVchcVf6F9KpQ+rVu0v+TDhxcjSSO+ny8uLs7NHgbF5O/XTNDlVxeB0DKGJ6uYB6YVmxj+FXrsQ6u2cE5oC42YjlN1+txl18v7yckfbX1xebk9P3XgicKTEHjGoOieqFJm8J6dpvzPvj6Nnfzx1nefYgBpsVhuaCm08YACJHbNQFzZ6QEs89jnOZ0ARU+ChzszOfvfL05/+7d17b7iT+536dXR0dHR0dHTi98yh6nIAtJjFolpQhEmlmcspbvVajtLa94elJDjzN6QFURpipPQIeMb0sKZGUS2YV1gWuVL6CILTQ7wiG4UeucQNqeVSv4a5XU1jWEFpS8wdW6wLa/ncQzp9egCtfc4sir7WfDYnT6E3v9tdnp+fuWF0g/M0Pww7hXPYjKMN47gZReiGAcmLPxw2UyRGaOyKFT/oOI7DMJqfoLrZbCnc7S53AyjizR4/Ov/0k4eqJ5OJuMGI3W5/ubP9fm8MURwDRc3onAe0NfAvZi1hhKxSe6Ze0Fl6A+sZdiQZThMwRbHzRtwSx+xoFAo368OUUrSklDh4aapt+fxKJa7YwxQp5uK40UpIrxqDhYY5RTpU/bmIRq+5NAcIXPrBAQHyVcMyU582gljmqRylq5xbo5KADuNGaBeff/rgFz9y73z7lff//DFd/6eoo6Ojo6OjoxO/50H8SBpNLCsbg2iQizXduuassCYohLNVq+UIcKiGsgPUMJkPbX6zpS9qtB+a+vaQ5aaVmeKtVFqw+FvwvFEBhaYCTVLAavG+whlyIbWOhTvQhTjXfBaLHaMFwjZN+8vLi2HcqFOjTYNzgHPwm41tT6KQEhBVVVEFBKJKmtFiJdBo5mmiquOwcW4Mq/DN5sRPF/vd7vISOgxww9nDi9/97jPB9vTudtyeULDzdnZ+eXFxMU0e6twwCtSMnExVSUvcj7n9kTm0obhKsoQMygq9ujkYtZY3qCheV+biFTxzlreQiF1L7aqWzvnugEjN+qSSZJaK96riGEc0KAZ/pmKrU7xAo58OaaHZr05QDMJP3KD0xzX6l46gtFYyf2802SdCqBvU+d35/vzs0e8+GH7292998zuP3f3+T1FHR0dHR0dHJ37PFoATGM3XVvJPR5+QCiJVo1Ps8wnLQRWHGD3WWsK8tIMUCQNekANh6Ie0afJ7GKDiJ3Uqg3NiBjLG52lY2A+Sq0BsrqX3RkJVx3EzjoOfilDTTKZp2gzbzfaOiPv0k0+c0zfx1ltffUtEHz/cPX70wFMmI0lvoVfTpmlv5uf898AJ/KHcMW3v6O1PYFa34NVMr/C69IhGAlbVACUKLJsgSSlNsHxuAmaImFEgUDg3+mm3u7zYffiz899/gPf+jN3es6Ojo6Ojo6MTv2dM/CSElxlEkhtE8v2L/IGsXRxSzjVIM6lzo6O3Y0C0nai1oUxWKKE0JUnfFWSfzJW0+JyqzJFkkDGujNk6pU5JaIolqO1VbrA0bVSq7VnrLFNwnnO9XL4X74+6qLIe/lBpPmMdcxYMj1gD9NM0iXMQGMR7P/nJTZObnBsGiwJaF/gA47jEy2jmTRTA4AbnBprtdpcXF2dORdV5EsNmc3L39N4rk/Hx+fnm4aPh01GA87P92fnFfvICODdgGEXUlDAZ3LBo4kMuxJEmtOy+0hASETwpWyr6wlCxap2BSv5csqWtBclXzwauh0amTREuw/dY25fWFpvVT9koQldOmmny5/I1WPL6ZGb9kgIu8qlVMs6s4ZT8R9TnnR+5UVvtQlZKkRUR9exnMwkvoIw1YAS/GZrtHn768MN/uf/mV3fbV6z7e3Z0dHR0dHR04vfskFbMIc9BhDkLjNnAMkdVl9Vm1QvHJkCtJTnRwR/tx1lYGapqYIIUb3UEPClo1qVHSdG4lgp3E96HlU4mlGW2pFoK25yyQv9yHySX6+OaDVZqOS60nvHRZAgZSVUdi0czqlZq0qDoNAuJAmUckuEoIJFIWrT7cOqckna5uzg/e3znzh0dBtITOm5P7r/2Bmj7yR48fLT3e4FOXnY7eBOoc4CoIwH4aCVaWC4qBl6fxkHGe+OLdBUZBFoKVB7BdeWzNYLFFL1QT3QuwyrbqdBea7bR9Guhj0Wp2m6SEFDWlC3/EUictuoYTBdiPYGvVRO3aYJPvW1UThh1DmDz/uFCqGoQLwtCadrvzh8/+PXP7n/9ff3KK93ipaOjo6Ojo6MTv2dJ/FLEs7oQ7CahRHOTpfgVOdRhIa0Lqkkg9nID8ukAACAASURBVKKp0ISItITtMrqrvyI0tO+pmsW0gOKRWA9YG0UQHnM1x4Ag5LxDjTbt9mdnj7anJ8O4od95k3Ec77/2lt9deL87P784v3jsho0OJ9ATHTcOnKZpP+32u/1+v5sud5eX539ct0uuSJeiIm/1/TN1wnG3L+VIf84ZoX0RcMNIo9/vvdmgGIbh8fn5xUcf7D78qXvnfcHY7/SOjo6Ojo6OTvyeFZAMIbIbfOQZpPkp5TtrYWJ1JnoSly1WrmmJiRJXHd09U2Eg5toBChVVIUnN3K/E2okcpH9kCjyvIsWWdb86UHvOUlE/qalQlOy18mSFow4mnjbRLKRgBypgZpqrcKtRhHPf/dYuJ1lepuD1pOITAA6AmZ3euXfn3v397hLAMKhzzqmMQ8jkG9zgNJk3kkJiGDdu2AhFdfS7fc6XM/PTflcqvc4hFFhJM3pvfjKnTnULupDDGDw8vdFHSSLUuVE2DsNmcyKCfXxDXF5entgdUqbJ3MD9fnd+/miaJjIGReZTzxY9zWU6ACtSw5hYyGLnaTEhcBGCl2WQuY7HqlhXqT/RXqjaKVRYOXNW4XVXEC0U6SZlUVarC6Q5072cXTlYHpxCSTJdRbiTJBgNXlRi9x8yJ8yHG5yWmgHHjbTQ17NWLJTSUmleBYAbxLw3b/SAm84efvHBz1/7xgd33v32Wa/6dXR0dHR0dHTi94ygCOnqqLqkFBDzE8nYJlY1JiV6FWLdtKZbtTSzyBob385KSpkCEIIhCWkwkFhfbSInaONo3/9bjFMr63LVQYTeIHOuYAwVzCPWx7WAdmbnmFgRsyM/4jqfm+12e3IanukcVOFUnBtCKJ86p6oI5JMUoeqgodMypCymDyEZPF0gCqWmji8jSfGeZhPGUZ0qXHKmhDcxixyLEDgdAHEYxg2g5n0gStM0hScZqSIhiILmI2dbv3pHlbaaJr5kHboSaZCY0Xy+Xccty6UsHCW/G9tpgDLD8yFkPXDTPTejtWgTIYQ0MhusIHPjfD/Kqkw1HeL8rLPGMvEvNEkszcHUt+LayKHZFUET59JIuXPFmUul6+IuisxPBWZGbybQab9/+NGH+MnffeOd985k2/9N6ujo6Ojo6OjE79kgli9KV1R8WLVaMsYAb1FN/EdLVlgxss9viSTv9HXv06zzqmoFrDvlVmjfzZlaShKrvF+uYHQ3Gq1sl98c2A2kqWy4wOoTiGpUaoZTggQxC76oPXUSgTEaBRQLFTMFBHBQpzoOg3PO2+S9994ANYM3BntQT5AKUMSTIOGpFt1aWl9LSC46RWZDMn0WheZ5K9pCNNXZwnRWx7d0WEaGxNB6iCZCUOYWnSERfaWFL0/XitHNNjuK/8sBA5d5qyNLTXHN7gUzK6Gj9yhS02g4+zkLnaUMVsQ7teOSx03dNCaNjU386Fl6Xx7beO8n06HwsDe7fPjFox//zf77f6mvfs26wLujo6Ojo6Pj2UD7EMzXuEA0e4G2+/kmkpb9yepFmhXeYgmbos9FNFE4/CEM0dOCi18tASCvWH83dACymjNBEUueL2zdElV1GIdx2LhhEBHvJzMLn20hck80XGkTmKgJTFBd++XxoOLolZgTIiIp7+FlBiW6j+azfCnyJwBNZdKniRJ54tNhZWVq6VcyaBULUyw/Xsc3ssqyb3dNyqlpSPWEiojf7c8/+/jTH/31/f0X/Su4o6Ojo6Oj4xnhj77HLyooSx56S4nrJV1ZJiMn9V25pAQU6si5XrRS0wUtI9l2MD0BxeLMPT6HvRcudQWF41GfGJqqEtliE1R47PJ6tfy1KLTMqkmhhSsO91qhDwJNbWxh5W2k0upBjYVKVR3GzXZ7Mo7jNO2892ZRqOmT7tATJJRChiZGGMXScn5B7ZNOWKCqUukySZp53iKJyuXbalouOBHWZkU0LKrqdlXVjleXYa/ot5u3AraUqalPzl7MWdpJY7xZcz08wR7EMhp+7VS4nJDLBHmuuJXiqlGqb6ZYUo2xKnVdHFANs4zmzdv5449/9Lf333z73vf+w6UM+57t0NHR0dHR0dGJ360zv1rqWedzgWIxWCEvakNwmlm2HgnLOQiq2mlO3lOFyJCoSNQJZgZYAu5WKoW5fnRUkkP6H4KdDMqSMz5ywMKCRzzSkBzR2JYoVPEmKa6uFbvyqo9qlvrMfXfA6lI7Ra6ZRe2mGdRVIWqhcqKaq0Mh7N1gGosxUMlJ3yFBcRjG7fZkM24vLy+8N+8tXOBQ+AMRa2ACy87/JiG1sa5LQhA+PREMqCpL3oFSxJu/DannSkmzFhFX8+YwJal1n/VORJFcrmwHcJ0OVrxPqqy+ktjAxaUsjzLyRBOxQzNuQQvrPsajTFYkhXgstj7a/Q5YbAZsvgCqTIbl6Sdznfp7Q5o5nLyZqnbAPDJVI2EMHaFR6C9++6vf/PV/fk3vvPa9f+MJk879Ojo6Ojo6Ojrxez6MMNA5pIV/HUttntGkIRSSNK4n57YWsxU5lm1FX8aReRrh3ZOCRm8xDD1EtJceP0W22ZmRJbIY5hRGPw6b7cnJdntyfn5WL+sD8XOCFKsIJibDdS1vMCRxUmhY5RWioIj3L5vUk0c/mH80rwcCR+0U3Pww5txvQfnKrXksnSZvMAJc9b9dliUrftikUrYF95agMiRNhqp1LAhb1pGKmZmd/f4D+3/+163ile98/3P2L+eOjo6Ojo6OTvxueRlc9uCxwtYkuudTsvIzW3KGgmF0s6w293PRAxVDSC8hmESJqYmokUoikyvc+GTCO4Ol2Yw3eZMrJWzR/rQSWKYyBpc2IU93USofxdwyZREwocb6XuR9VbkvDSwAsLxZ8gphzPHbbLab7clms0mnplFzS6GAtJCuKKEESDDKPkupUaLmFQrN5akcFR8O7LYqfsCMcK02lAquvopsaVz1yIzKNrSrVLyWTi5VPbARwS7ErfMNEVbNclfclpSVY0Oyt52/NRaHuT4p0Y4Wa1umVbEr58wz2+bIjaIg0DaKMhqkhu8PhTe7fPzI9r/+zX/5377l5PVv//ljGfe+Jzx0dHR0dHR0dOJ3OxSDB8kPi4Mk4IQ0i9wvNXFVerDKcLLSPFrF5EKFsHZTDHTGH2RMOFrsOWNpSc6Ha/K1j+zxg5RWMc3Ur+phStQPvJ5NYuUvK5b9rUkoaebNvPfmYcJI5qLQE+lX8tSkgKpKjX17QQgalbqlzW+72WwFEAVUQ8SfiaiomQW6l5hnzGQMfB6pYiOUKPVM00WhTHF5gArFm7/Vym4KZliSorWp0th4kgdoWcN4snSTB5XAqJhfVnhy1jq4whUb0srW/RPLOnLyF8Vhx1gWVfN82qSkv7lJKZbV9pZENjGDLRm+4qqgnvyVR3ARbaumWM+qTVZEARUjhNO085MfB//45z/8l93l24/OXv+L/+6RwXfNZ0dHR0dHR0cnfrdIANdWlgs6VBoCdWHRecziDM0aGxB+SbfzX4A9qdGbefPeNC3Kk9/juvM/nIi1Yx/HXR2GYRzH7ThuAQWcwll5MjzL05vq1vpg4BDJFQkNoS/VPL9+L+Rl36spzaG3dac/09skVe815MEU4hd5psVwB0AjTYWbPv3d53/zv+vp3bvvf/8xXf+C7ujo6Ojo6OjE75aWwiX+q13lp+pA1GRF5qaJuKGOxiZZqUQhAopJrrqkl7NyuFgEu8+XjMcc/IHOKxx77sc/LWtQi9QTtc/IDRfUaAt9jatq6+NBMcuRAzQTMvl4tt6ehIgFF05VUNUnCW8celqQ5qqqc8MwDqFY6FSNauaDmhPB2iUwTKZocAriBY0nHGw8VRGSEJhrbhQJrxYTs2fUzFkUtsX+8porEFloy5KjJjYeeZ3j1whMYxDgwv+Ts9l4aHa27JmLwiOXRzbje6z+GMqtIVfzmjFie3ekU6jnXql25vlXle9khdjnm1pWf4aK78WKH0Sg0PziEv6YGoQH2QIcnCONk7/49ONP/+7/unvn9N5775/RdZvPjo6Ojo6Ojk78np74YW2huEaM8ma9HvO2eWGILG4TydENlBILdshvIjarXfUBPKDSxIF1M+Qq88d5yHb7G3NGBFIyYfMB9WcsuOj84IBmwY+Vw2WUbgY2YsFYkxq0mYiOmuqccw6qiGv6ZMNqFnrtBBKT1iKNN3ovRlVxCrMJNKcglUEZ6/ewSaCwxnKVQogl0acg6j1VVb3FCMD0MeFgTKwKf8sOrrOxbof4EElO8+jQTkHYd7AreD3Jqz4LByveR1UJK1fPMC7e+5QjEY9ZgRyJkcdE0+6JmanG/ZEkpdbruSBynjrW7oCVm5loSN4izAFrczXvH6CZviwTmHNySxYReOgC5mFmThGBcy4Vrz1t2l/u/+WHH46bd/6dDl/5k10nfh0dHR0dHR2d+D1LVlj8QdIyEEe8yHKSmyTvvtqEInqimB1t+/HcxGlXHU+oFyEWzEKMgZFVa+NVRPWJRj/wZTMx436SaVKRzTCObnCq4zhutieb7cm42cRgALMk77T97iJXbIOboipoYt5Pfu+NYl5ou4tz+mlQdeKUbj/tp8sLEYGqwJwbq6lgy7Y3qOow7C4vPM2E3ryIAk4onDynfalVHrFbILOm06UNCSiNBVHdikZeWxWCLq9yZXx65azgynTkKoGBOjfs9zsF1A0TPc0U4pwzm0KwIVMuoroBqkKaNxE6N4SwBJIOR96eTzvbOXN1ikW7qqaXI0HSH5rtiUWrsAVb2KjyhaqDaMoUkVIzZumTZHnEoI5C7/3l4wf6yx/dfe3+yRtfleG0fx93dHR0dHR0dOL3NEs/xlpOCWzIQs46Wi6vDNEsDqW2OEklLzM2fofWLpIT8Uv54sG3hFkTuLToOMyluF4SqVfmWFsvt4WLG66hG3WlyHH2Mynx7InW6mC0VNFUUGrT24HkZ1OdvIlodWxEZQYJkViRM0+bhJ70IEGDGAQQKqm0qhkrXV9KZe+JUO1JItRszJoqQke0cWYD0iPpP6V92xuN6QHnygOTZ14Dz7RzeTFZaI83MzcMQnrzmSTt9/vNyR0dN6LD+cPPp/2lQI0U8yrYbk6MZiTo0xw7sOfRjEMq4KWSX11UXavgrc3LcoOVKV2LOZfxFXlHKCu2y3ZPfNiyOQ2FKoPqNa16ZgaSYmKhZD0J6S/Odw8/P9lf6nBiz72xtqOjo6Ojo6MTvz8g4hcWZ6xM6SVkr+u80WxtFZq1m4n4hXcrpSFyxVcwKRJzw9VqRJw0GRNrjK9Zg5bodqnip/M6uES6t2v761qrruAPtQ/jWpPfKl9dMZ48SD9yAsbar8rRJdSsGvPHIKrE/O1SU2AiLmbhl3lPMdIitwwGpik/XqprKbXktRB1zhDDuQ9e2TUyvuq3WQatGFiGPMPjdwfWZg5XJ1MtO16kPZQHgKpVdSmIDi6o0ECVQ+yGkTTbvPrW/Xe+eeeVtz/80f/98KMPIPRmNBp0CHmY9OY9VDNNWtm6WJVMHqiez2Lfl015qirLLZ7qbFH7i8a4FDQJ9vGRaPtLYdEnC+OEUhO4JodC6gbhvHPkq6ALExE/7fdnj2x3oXde7W1+HR0dHR0dHZ34PTnMe2n8UfLWvyItPav2ofKbVZ1KYYVXKn5p9RwCAFl7S8ZPaKwjFE5UKt1nq6RrzVtiTgMxTxLLOQ4pTS68ZFH+qBfyqLjjEYvKZg0d8sdiO1bkOusk5Iq2QszVjFd9dFWVUQW04XCzS9VmMQLCmPgnUNF4vjCKmQ8I2kMgt5aFnAamCm2p6LLyVRFAocIgJy0dfYkSlbrulaSv7q2sU+Vy0QlQl6rEYbCtGuyb8XbkfQJZVuyW2Xrz3kBUsQec5zVAhOHq7C7PATg3QNVCpgV0++6f3P3evx9ff++1swdnX3zK3VngUqTt9jtVBenNHDQ6uLSsD9UgFe6Vp1BK20CuywqundixT7CQ2/nAMH0GciEXlR9MbkeEkFZ1LwYeSCBY0YRhQeUhVdk7QYRi9DQPEUvtqarO73YXDx9OZ49OX3t7km7v2dHR0dHR0dGJ35OiuO0XanHsMtosrvMsbO0v6VNgGnMKlLL8GNKbHUnxoba0KgukvJQSL8RwvKOLWrf76YdLhTh8EYs0tC5VmllsDmT1tGNJVF14ZKnzRFJhtx/nwJc+cSHeVsF5x7w3790w3n39nbe+8wP31te9bt788/+0308f//A/+915IEUStY4yjhs+7aSvqtzFwzMqQ8vmTRJaA+Bsk6VMIaz9r+yfJM1rqGhathfKFT+Ukv61g0aaIcZCRp5p3l+ePd4/+OSVr337slf8Ojo6Ojo6Ojrxu006k5dyqT2JVcUvP5LtGHJpp1omJhNAdWjC+iLxY1FdQtWRRiqoYvWatVnDJqZY6n6YuRPG5wQpWhLDkYuWrVSIjE9vS5lHcq0omAzmmkazVP3hgjLVf53ZKGLNihHFDzVbKeYldwrVKOF9iw+LTExnb4xK5Bk9NqDpUkfZrcWezXhqSOPEuqop+QHmkdCl1LOWfx616L8iJlAkB9OvvuFNKn5sQxqylLWc44FSXp15EBnVIRZKkmbODQDMfHiObk7uvPOte+9+4wFGM25e/cpX/+J/2J8/+OJX/7Q/f1wCLjEXZy5vCVzHCnPMPCnR7Id1cjtm52X5r/XwxFkizQ/LX5uDDOViKZyfyxtZsii0TY8XrFz8OLcpZv7y/Hz34LNBrH87d3R0dHR0dHTi91REr2I1pXEs29M3bKRWEFIgKNLKWpaWKIWqg4LU+SqwXlbPesOqotNiKSuUxNlQrRa5kEuy0nwuY+hLaOGKUO9o+qBQARWGooNklW24ZH0LjtlWQxd+M+3qOP+KnC0k6EnT5heuoCpElVXfYeqRQyRqqibU9h3yEasGQotEhLK7aNPjF7ImgiQ00Ieg9LRo1hqbvo61bj0UnRDJLZKM0FZY300celDyDFDrDDmveFWdZ9UjLQ9qCGuJwKOR3GxOpmm/31+OwwjFcHp38+53cPqKXVBEzjxeefObb//gf5Td2Re//fm0Ow9XliLezKmrJcw4fOdi7V5u+bQ1t0na7KjsUdky3Tq/QeppsJJTgjh/GLsuWW1pFJsYQAU6mweYtaAi+8ggmf2E5lPvpp1//GBUdurX0dHR0dHR0Ynfk0OdW11vi6xUHhqqEhOZG/uPXOqLtSPNhcFlr1FJdDAzM29+yiEQtxiJ8Kz48nLt+pz5+pVDdKi1C7nTD3TqnBvUBav9/ATNdb+K//DqQ0kM3hbEjORtrdZfgJ72Wp56YEDUOfXmzXx4xI3bu6++ffru++dTedqZx51vfv9rJ3c2//h/fvzP/+Xy7GHssRSYRQb/gua2KhwUISoyE2LOvwWQNcGOA+tITRTKDKjqoIrcCXvIC1cBxlNGsVQNewqXjwfpQs+Ojo6Ojo6OTvyehvjpIFKZ1qfFGxRagtdWSli1Gya0eVopW1WllWrpWFqAgiiO5hnjHNpPk2QpUeoNVRLDfBWOxsMzeb2sGiAWb88D8e9X0b0kF5USZlA7UkJmutji34LryFPLsRuFZzH0xCzNoUqia8ScsuZ7WRl7qnPDMDjVZLqBmnIH3xrWZpsloT52cqWXqHBZuRUWP5gblPyawcZcKLjKcLPn5FHXMFv6ZOOfJhS+lm4uLVzIg7x6/pjZpIAbRjO7/8Zb73zn++61d3cVC56MRjl9+9tf/cutntz97Cd/c/7gY787T4aWiqsmImey6pvQ/7VnAs3WgGosKUNjubX+cljjugKWAwr7QRbFz6oxoT7/eOFZE5yEB4oZDfGej4ZEQrPzh7CdyEn/F6ujo6Ojo6OjE78nJn7JNb7KcyjrP5mtqMvysGhBm1yBvGJeNkqxMYcMqV/xXWb0YJmPnULh6hiG2YqXlGz0iaOsMdqwh2N5Xw6zhypsKZWct91d49tZBHu4ckle4hjitVFFcc5h+wIAaB7LaWyJ+KnCBeLnXFrfS7rmc5o3H7dK6oks9ZRkuFn5PVoJc7sh62v5X3sJUM+CSpN8VIlsPdhx9SxvcpSLF5uZjW5w6i7t8v6737z7tT99iNFbExZvlMeTbO6998af/6dxGD792d89/P2v/P6SpOBQukm7DYPVqJVKcjkzeG1aVTHfdpA8uQLxc1AVAS21bJqxSY5g/brZh6aMetbesLmDVGJ3aDkS5waDiXkRiArEaF6ECvHnD21/Lu6V/i9WR0dHR0dHRyd+T4xEJGr6J09sxpikWdHpxB2gM3V1UaOPA74Ebo1/UBcequrCEv/6VPOjr/5zmrSN6Q/libIYnykc1Lz3ZuPJ3Ve+/q92d96ZDuTQ7U3Ge2+98oP/yW1O95dnjz/+zQ1HEldf5nWyVz12s8sWCb6tX/nsOUSGIPv0mHPOxXLfwT0Q55ySoqpwCpBGD4FgujjfnZ/pPfYM946Ojo6Ojo5O/J54rc5UxIouDqk6pAs7ykP8TWZryqrty4IvX4x0r6tryH4wCFbwOfYaUpL+nt8qj43Ib1GCSxYXsdalwbxEVdUNat78JDezl6zHvx3H9BGAC2MI1e32VKHq3GYYxnEcxtENg7rYj2chMC1mC2pQfrIt2ZFBHggoFBDKZntycnrn8aMvFOrcECK4Se/9hGT6kn0/pfI2qVWpzg3juDF6EQk00sy8n8w8TEXghvEmnKxxvimeo1zmkxePyps4s9a7G/OAvjIRqksj646jrUq0fTuhBSdbo6kbT974yuvf/N5nupEDxI8ie0+3ufvqd/+t9/7X/+//sj97xNAiGLIiJXZhNp9mBnUrVp9Y+a/+tFnS4zxSvXInIinGaCUbyLYCVNLMwIoBBlVnQyiRDHfTa828CKDUcJsve/1CW6EqAJpRTKFUFSGn/cXjx3LvJU126ejo6Ojo6OjE78vA+4TClWaggw4r15t9VIvI1MUX8t7zujC+s2prq8kFgWzpX0PEFsfWmBxevTrEUvV2pdgQyMRPirqVZCiaOTeY97dX7po3xanqZrMNn6TDOAxjMGXJEs3KvBHSaAmzLadVP4pG/cMwjuMmrPVVQ2a4+cmbmUseG5XFy7ry0DnnhjF8inNOnRPGAO4wPs4NORziiEsCWeUjR77q6pc0vXyNXwlS5x9vteYMiNuc3H33O3rntf05r5iVFJlMcPL6a9/9t2ef/PqzX/zw8sEnNAuNfghWnDPfWhJR8Myn/QrAjExnB9fQbYgkCE8dpYRAmQp60fE1bQ9Yio7XIOlE3lQyCWxYmPTGzd0aCHYQmNOMNAcQajChXV5cSud9HR0dHR0dHZ34vSDgCALDP/TTbyskz+ZjlpF9N1/f5yS8rPAzkeMVnpBuq3gDyhdqXW57597dr37vzB/lz7k32dx/+61//T/b5dlHDz8NjZMiEOhN770bbjSg3ghKtJgUC7OPlmtzwa1XoyIzVZVNp5hYOEuCObinYiFHAlKqflzfXAAEYhRjn4EdHR0dHR0dnfg9FR+QSjB3sMxyIBxAKruNbORQ/WHRDsSyLBYUM9FDB9b6OlYL3nVzlywuY/aDYWXCuVjp1ol+x0XAFYaHlFWoVBcNTszE3TqjDl4bTpM67si4iyqmXlKouIS4tfD45Cczi2kaNG3W1cVEJYUTSuWVWga6eD+2Dpy57w4zZ06syCvxvOd7vTExiyp4YmpR3iGf8rC9c//Nr56+9fULf+y77ExO3/vOt37wHx99/Jvzz34rNEb5c1XtK41ztzIgrYsPIAIzq3xek80TAVVJk1CCfjgYckKNPgU+WjjCg74+NBJMCfEhXiS8G1MMDAARhUDhKABBb73a19HR0dHR0dGJ31Ms+wLpa+gQjlmLY9WKMgU1zBjgKrFB3ubH4WV0ZhpFlxkJHpbMsOYXaFSiISEtP1K9tPqAawhYTTopwuA8CCicU+cCiZKnl6MVBp5cEFWzsDMaex71NlX2RgrOCGtyM4qIeZ80mUZaqASyVvmmUVqpZEKSQBJOs5IT2aFVUvZEag4LrqtrXpW3SP6uLF+2BK+1pryNStJii0I2d+7fe+cbevrK8cRvMk57ef2tb9x755sXn/8+zCgGdWS6L4to+tlSZsZrVsU85kErPrFhKjgH0RzTYrDQnVoiMeZjE7ZkjCJqGk6OyLe6QxRYq8JRBIR5G7r5U0dHR0dHR0cnfk+zumtWkrMQuuPKYCWnIfQemeV89oPrbwgkOIhYWkhieVxtwY8iKS1MEpMj0VCmlOkXSQsr7hd/L3SIs5jya4gI2rT6yF5VVVR1oO1vy5U08qMUlKeqzg3ODaouZe3h2rdQUVEhA82LnX4xNDESP8ugGSs9IUQANbV2YNCy8Xz+rvbqqGgnoKFGJKm8BjYRHZkEPB9LzllABZcWLceLdXmY+dFitXO4+9r45tfFbeSGHrm77av3v/rdz3/+/027nZkXMSFIhSZXTMotxrujue2xMmqLceMstAQOqiHSklTASBJWxJ/t1lAeKQntv5FHxrs1eLzknr+QFmLed6lnR0dHR0dHRyd+Lymh/KNBlMA9mzgKaM5dmKWfXXNMgQfzAAWSzPmSIpdoUryBlL12BTQChwtQ+COcsWEw3fYOTu4/QS7KNN792r/+7x9/9KvP/uXvLh99VvVlhk2BKJE8LiPxBuyvio3E+hAxb8i0trswoZZ+PShIUltCTRGLWYDNkUdBdqCTSSMQtwmSFJvmfY976ejo6Ojo6OjE7ynXu22eF458Wfb4v3Y1huoV9QtKzDSWcssQr05Ka/UYywBtvSj+sDT+MUs6sRAXkshCUPIIetKKN+ftgiQEUHebC/F5oLYb3JAS23FMj180Ty257+vr+JC0xjZ4PTd2YR65NmuqjB+iLlf8MKsORQdX5svOJn2d1VW9DX54lWSTlSnrrND3JHRi1epm5sUKdYO4J/mGuZzsZHP3je/91f7Bx/uLxzbt8iXS2P8mAHgbg9aGXNjrmwAAIABJREFUKsynVmRsoWK5FiBfPc3ASqgcbjJUvkckQwiKWPzbig6UZTZGoSmgNL+fLi/UvHR0dHR0dHR0dOL39LwvBfoFSnTMKpuzaLHVhXeWZGbHQCGFgDKm+V0R8i4LBxcsYqczi6sknjPNp8xsYmY9flL6CK9ZJUcTl0rARopQ1UGVvJ3qFkK0Ag2QlBjhQpsfhTOrj2sX9cmlI7w6FW0oXsQqJEeNiv0dJH6lF1SL8YwuxnfNgaQd79ufzNc8Yd7ndz1jfCIqBYhTB31yZvZo4vCVP3nlK996/OlvLx99LqVlluRR2y3HjllD1FffNkm2G3KIcqrx4IxA8GxB8mipohoCvwdD5B+Rgl5aHSnFaMqQTBn8TMFQ7zt7pNOFbE6/1F+333371f6PbkdHR0dHRyd+X07SKE9cqqF8WWO5SsJ8KPEhtbrZs6lIALGiuCBgxx5vfhdo8OZPhVFLLp9cuGwiqAp5LUdVdVcS0T8+L0ZgcG7cbJy6J5b/epNxc/rqt77/4KMPdo+/SJVKE3F8BmT1MB+kiHiynvphGwFQSfV4HPVNkaeVBkknQ5F8Jf4hW0NlCyi/f/CJO/sCd17/Uss933/rfv93o6Ojo6OjoxO/F8jfKpeTsvjidQ4ijKHhixcD0XKltftgXM4lrSbJFJxdUp7Xloyrpp/Lw2NV+7vaLqSKc7g5LakdL6MgLSyDocCtGC1CgFzVCWpKaPxFltJcDFmT2ErFWcUGURebGJ8w+LdQk1+nUMzELKSkxeANolaThmu5SAlPA4wayXOyKrLGMREu8zdmml88J37I9n9PzqAOvoiqOrhhM26cc0/TljZRtq9/9fTdbz/48Kd+fxHiUcTdcpxdknE2SX25Dlcpq6utHgA0gappKu6p6rzkm6ZwM5UlJVJGWTARuV91MEE4Gr4qDFAqRaYHn8qjz/Ttb/ve6NfR0dHR0dHRid8TL1/j/vti8c0Dv8/WvXmRWK0Mw+MlDm6Z2Vd6rppOofD/WftQRbqKO2c5lMM9b0tZn7SunsunI9LUFeFbonwxrKJmDoEvacqvW45kUzORQwaSaD81RFw7N2w2AjAtnYkglq3Jb6xCWkjdNqaVdSWJjQb58axDz2BadjcFWDNL638rV7aS/yoQrDuCDpWkeW/mc0umWXiPQDmrQWhrO1z74+oew22wHbZz8Joev8NdrEkRXeY9sltsuI+Gcdxut6rOUvjhkx3udPLa69/40wc///uzTz6w/S7oPNMEMl4185e3wGHV9FUvjLkLa4pwMGdLyhBOHFFUrJVfLstuT9rXkBJYwuYglahvbBEKQtLI7tHnu88/cjQT/fJSv9dPt/0f3Y6Ojo6Ojk78Xgog+YIcsHNsFYGhgMTF6g0Ssr/UoTbVAEBRMJYKg5mkqquYUmjnobrh5qWzpywZHalbDc1xbc1IxPtJRNQNrV0hrnuvmtPW3LKp6my329def1sUFBvGQbTqrQwx14EHM6jyhJ5GE7NMkwvpLUHrGDfDsBmEPiZqCENLoYl4vzdTdc68L0aPkhmjAxzEiWCzvbPZ3pn8dH5xdn5+tt2cAE4Eu8sd1InIMIwVDZDcCVpz1oW/kCRHR6ztM7zIfZIYUwcN3Z5mPuxTBGPTSF7Ubbfb0/uv2Lj1GPA0RT/Rd7/1p1/86gfT4y8u9p8KTcxCtJ33Ptw7t/0NkEt/2cOT9D6kqsfpaWZpgyMMBae9iEAVOgzDIBgchtzdm29txq0LrUWjtR0uRAGXvjFii6SnAHp5fvbJB7987bufu/uvT/yy6of//Kuv939lOjo6Ojo6OvF7sQtaidLLlKk+q8bMS31JvJVKKI2b5VzxGMO+KakKFet8pUFIgyaw/sgDsslanFlTNeCJtIJLEpLZSZMBWJUCq09nSh9jWjIjuVoWtWRlXrlKNQ/Ri0ztFOrUuXBADOJOiEE0OWm0lzEe7nI4KoPTsOjOYWyM752EeI3dR7y4uXirgiKqVVV1DgIazTylCm8XkXRlj8oe/LJsjqB0tSlg6Z4JkklVPXn1rTtf/a7de9Puf2Xa3IM9FWt9zM2bf/ZX0xe//eTn+/35Q9IkaosHXGE32/K42RWdnU++ZwORk6ZKH74mN0HWbOYXpUIy1oeDX8s07c1s8m5QHaAa7ZuAGdmvBcENRQylQGbzpVRunvzFowfTp7+7/+rr05fW3fP+duz/2nR0dHR0dHTi95IwwLQ9Xy3FOCdKknqAsnaO7doTJescdd1GQ967WK3yyktCPLdTzHEOKYt8tbi0JtfkfCh4mEnPOV7OJLumfjVrmNQYEhj6+khZ2vg3EYKoeNd11iyysOqsKcMVuRFsBK5xrR6sHaMEUatUiJeJ8j1dEbHRLkM0VaWMZjQRccPpnTe/duc7fyn33t4Pp6bjU4bPPd7z5LX37n3tew8++f3+/JEISBMTN4w0Y5ZdilC0PkLI2p7G4lpgTvwQZ11xdQ2bMjR6+GjHErMfo4zTICqQ4MVpIvBQ553z6kanLjrBxK2cWRx8PaRSi1ebW42k2f788f6T32y/+988/tISv++8+Ur/R6ajo6Ojo6MTvy8jSTTO/PquWi3HShKF1KDp5NVL0g4JeQk5xE/kNjOsozfjtaW4a/onNelHGQPhrbV30T/ky1PZnoStEHdy5+5X3t+//j6hlFvYzaCIDNvtO9/evPLDi49/req8n0iv5uTaHQSIhB7LtnN0dmMu5kVq0ov0D8GDRSm5Y5Okmfd+8n5vZiFT0Myi1DlqxZk2VxxUAIdrZlQmqyHXk/UWg5DTxdnFxx8M4kXcl3S+nIyuf6d1dHR0dHR04veCFq5R2YW0QHz6+kydMN4ahoaPCL4kMdiPImI0EVVTQrNT6M0cN4+hQ5UPStKUMfu1RDFnVQJbFgbrRTOPK/W1UYfzAPsVelxX6igidG4cx9E5F1ITzOy2Ln2QkNZFOTYGOJgNSKUUzfnaBsCpU3VG8d5778280FRVocHo4w/shhEpit7Y6qZOgXB1xrtvvPqVb36O2zQgAYTTzk+7YHZpsc9wn5WZUWecrTPrwnsx1+HhWyJf4hTgWH7TwOhjwToVBpnE2IAYHOktdbfGnBPvA9ukUdVDVeACn1RVoOrsZcz2azw/4yCLmZGeIjROlxcXn/zu/IvP5PTNL2lMyOt3urlLR0dHR0dHJ34vbB2LeoHYdqaxLHPna8WwpluYYkYvkegBSAutalb34GGR+4UqFYAMYlAWb48jFng8wpqlzXbHnNoV/pgZYJ3zvmSXC2KKRGqlGbO5m2hmfysSWWk+T4Skc4NzY05vjy1euJ1Ln9hZw/bD4Ouq1LNyakwONDnSjSUMvhg8lkSHpz/e62fBs0e8L9KEM/MkhsRnaH64+7qevnLrh2IXD213EW6u6M0q8/2EeFcuslXSbF2RUBZ+WGm4Jbq5qpCipZe1uO6GYj0JQN2gKkYP8zCjeTMLuSA0MzHAkxLYKl1IfRjqyBDOv44WX1Cp69TvdhefffL449+NX399jy9f6ew/fOud/i9uR0dHR0dHJ34vjviptqYOmQIZV+xdmnY/BEuQZf6yRduQsJEfqgSsWET0PxEER0o1EZCq+P/Ze5ceyZIrTex859i97uERke/KeleRVWw22S/2UC2ONA01ZtAaDSD0Qq+BAG0FzEYLbQZaaDlrAVpop/+jhQS0NDPdJDhNsshivR+ZFZkZEe5+r51ztDCz+/DwyIyqyq7KZNvHZGWkh/v1+7Drbp+d73yfMWBfUcz4JMf/4sTiNE5zp6W/XQI31APH2Aa3PVPqC8wkzY7nlivp8WypMo3Gnr96cLnIj7i7hBBCyyzMbK5qdjUWdKVLn/gkF0vKnTLmhfY8n9UsPVdpWJiZ3c00Wi76WRpOnOLdv/7e4ooD4JtAKvYN9N7dyAMzO2CIzdHNHk/ZwAOm8eE9XZ+m90sFRkYqiQ2OTMN/fGd3956cucR3mtfiZXXBiRxuAFiEiNzMzczUXVPlGRAWYWGmkPiexV41qsa502+6j9Q0dwUyOyY5H0MtMQkEpktDZUEIBLjG7cP7Dz787d2XvtM3h8/dh+13b9f09oqKioqKikr8nkGMJZ1dj8+Ls+wdixcfe5t88s/BN2LgTOPkrki8sC897x80REJo2sTQTPWptvgRmLO3/qXPuSzYY5iyQ0QAdjczNVNPxo/D63+3e/zmJ0NCuzi+3dPTJH6tIJ7eP/nwne78YZJBp6ulquC9DZo+WTigSVLCl6DR7kap9g4wI/XUAQxO9ryaGS+pGxuncAsQpdHAIg2RJ18iZmEWdwL1mQuaqhvA7pqaWKckcJfw58ozZ8Ztur330aI/Wz+HxK9mOVRUVFRUVFTi963OVce2MiMiKzPFElD2BOLnJdrsQsEtbxRD2sFI/FAs/vK7Y4oL3O/pxgD4WPSjqeZz4ELTAt0FcdxOAH0+qhlVzi6L0+rf7KQlLev+C1GO3MtuJqlnCA0mNhtPj/ilbitclHSO12TitjrsuY/ZjA6AWcBsZtnW08yHc4fHOYN+uVF6hSv7jS0ZpDPAA+9yN1OEtl1dP7r1knJDT60Tk5as9z785em9j7XfzkTArnC5KETeqfft7gmm2s95Y+eevAUnghmgcfB6YWan4ATT3t1UI6mDJXnP5q7ONFjT0yHMQuQKZC/QfKckSbAbJaPaRCsn+u7x4wJgJncyJ9f+5J6fPaDV8yeb/JNXbtdv3IqKioqKikr8vjUMxbqS9J0VnsnOYbcbzS8nfrQTOz509GFuGZI8Ax1gSipTKlquISHaSxcZ/O/DwsFn/X5XYBOTw5m3/fkuPfn6BOfCRkSCZFdP3pmmf23iN8g8L3X0QRbg+V7yQ+TgTPyoRBqYWzJ9SbUpZib6nfFrzQM49TNmFpQCDdRCG5bX7y5vvHBqT/N4RbdfvPvT7flD8iSgHRphdyMoS8BIWXtwEJHDZysLzDs5D0Pu5N4h7G4pvoF5KN8xMWCsRBp7895MYcaSuB8TCxcGCAggZYGBzTSdurxU5O6kbu7pTmdi5sk9V/qPh7NM7s5+/mh97zO88D1/3sbV3eOD+o1bUVFRUVFRid+3zv+Gak02ZC8TrV2ad7H0l5fw5/FcJQCMySePp5kqD2ldVdJ5FXoGZsEzmnXhF4fCP4RrkhkRCUodO6o2TbO88fLi6PqjzdM8Cb49O//sPYs9TXo/iSCheTyjLjkIhdfhK65NOLlpVE3rBCbCYGEWNEWdrcxgMOc1JI2qIBBYhE1CXtEAB2E2M4K5pyUCJSI3NVcicENE/Jj7gCAEte3m4eefHPRbbpb2/Ayan7x5V7gm1lRUVFRUVFTi9+1BY+9FdlX+62k25lkONsj1MMlZ9lLo89Hj0MfY94lccpi3lYAHG/1JBkGYm4OSAySnmIe0vr9DeEZXjb3T3MdN1XE16rJDZGZzfRpkczPbm1nJxcyS3f0+tjaNrd9Dvcs+Mpg9WyPi+Pjm4dG1vu+JyUyZOWokZgFKYDrcAfPSTJkMdVxEdtPKMz8fqIuDsFgu3K3vtk27SCcKzGpqapEiYXeHk3uLO0AiHIiImQ+Wh2dRTSMomXYgxsgSAITQJH8XM2VI9oZ0T/XeYcxcZIwXFwaeyH6LdnH34g5ulE9rlYTcktUki4ChZszMzQJHt5SY6Cnki4OIQQ11p5+8G0+/ILdcbSNw1khjV1w9F0kSDf2AlB9DLtkNymEigmoq6plZqr+n4JChmj8cdpJ/uwNQgAkESAhgcZTB767pU4SImI3EnMjNWAJLM7BQ5uDsbqym5JruCzMFMZKCdnzjLAQocfHebzebRyfL7XlYLO35YX5/8b2X69dtRUVFRUVFJX7fKvHTPnGMou3MMNPk20nMRDIIwWZUaJgX+gXR4+CTmd38x6loeWl6ijvZsGEw4IyhEagYAz6dLrGvtZHHdJD5nDgmAsaFiQwTWEz+sVcpOm4FkNSbBeDw6PrB6jjGjpgIYMl6uYF8l4Y6HyjdFStv6Sltu3SnvusS8UtETimZ8jsxTWtFydQxxugGwBDYjAg4WK4267Ok+GXAiVSjmQAcJIiEPJO/5LifSj1zZDITvvd0C5BTEeKYfwgQkYiEZonVjd6+7lsK6KBh8Xh2cu/s/gcnv/p3tl0LOYswC7Jny7geMaytjEkp2A3oKxLlpO0NSZ2bnqVgUjWLE4Y8zXCc9xW6qqYzwGBmCFgEnHW+7km16Vk1QKopG0TFncBpJWjMbklBiOVvNzOPTIFATjYsOxEYE8F57LZxfU6bc7l+q39+Pmm//+L1+nVbUVFRUVFRid+3CdM4Z1kZLA0zlyLCNIVvohiT7OHu84V3cI5ukxBYAkp9af4uGJ5GBCfbF8L+ZXPcf9eQY/B2KOzVTsjkbGPOgPcwz1RMSZ1hpVezON+YlTbQSVBfmtgb4dI4tfLu+F1z9RQJ7kwURcTdYh9dNTRNWBzI8jh+PeIXGLp5ePLer7ef/Hp77/3zk8/680cASVhwavI0o6t2qA7eudMCNZUQiDyWOMe4MCi6qZO5aU5VKBHtFwm0u7m6w5FiBcG5G08AwEjHvl93Sjns/VYkpFZVK9avzEws7maqbqrWu1uJjuf9x+juGil2z5dc/I9evlW/bisqKioqKirx+/bZxTBBHxgepOHUoTePath5qQhf1NCNmd248C6zfK5ptPeFvPCsITViDORhKHc4snfF35MBzFdFKbvBv+52yAGS0Ig0DDYzECCZLhNNC35OZBeuD8wcmIhqS22Kc2MWlcKqF08WszzRz1sFUuk2FxFLMHf2YnWnZHBCToMxz+jBYZlJsvBgKPIYhvp0mxh9jxGr07xn1S95SYnFuyAYpaHmFVN2BVhSZh3IwcIS0Cy+Au9bCLFult4tEOPJ/Xd++v+ef/Fx9+ienj/S2PMgly1XariiO2slZW2GR0vVIUwFo3uTWR4M4EBgJGdWNgOS9tJNk4R4tOjEjkutF/anWUzKAhFmdgIxAyl6JC8PuIMcnkYLETBp/S1ev8xsOfcz14bZyfMYLvHz4PxaM4rdc7SiUBv8KioqKioqKvF7RljfIKcayRhYkMzgvbSuUU5kH16aHB3SS6YTdwzUgowe1303q0f5/i4sn2j39tE8v3q69xWm5HjyVq7K/9y/cjliIF4hNCJNmkaDmBlwHpqvJsSPaGJxiNGnf8xwG8jVcHVmXMuTPI9Ht/3JpdyJoGBmd5iR5Yn6wNl9B4SU8pdjIcoSgtNXuor+pPOJOd3zCyLc3XHgfnGzPkszp6LdHWFeXEnck0hahAkMadAs7Grq0lawEBw0ENfzex9/9M7PNl98bOcnenry6N6HgJO5mTIHhICsdfQdg9zZqB2UrsPNeCmZTp28cE9MDMxwB8BuIIUSkdmkMTLH6O2etoG1p35R9zRCU+gfEZlNu30NBDfzMTkeSTs8rOWABePAG4l2WlmgJE81JhicKEY8P0zqr/74jfpdW1FRUVFRUYnft878uCQkJwqXiZ+5FS8HS51d2Yhv6HYDmCX1HTGHC/NMfwJxSsv6nsz6imFGxfzahNCGEACYKeBkDLeh/sYDT9vvXmN0CU/IoeqwHbYJ7CGrYJAzmQPZrIcDuzPUyTRzd+aUxz2d6KefJbWl/a4tl3AqhTHImZkFLAgNmivZjTDgm4efvf+L7We/6T5/v3vwaXd2Yn3PQQD2voMIs4RFO3TuWan10VdKRhyY2xDWAhjBOJO6oekuEDEBpmqmheJ5ec7Ydpu9f3fvdB8SL9IQc98dY25Gwumud1PT6K5EaYmgYeFpqyq5mZu7sQRhSb5HREzkZAZ6bqSeP3nzbv04q6ioqKioqMTvW5/CYpagzkV6ZUhhDHAkQwY3M1IiSwUDGqwiOE2CGZMksTzPU93xw0hKw9TnQyA3N1Mv7WNu6sljppQu0kuH2qB7UVE6UkDZ6HWBx1vbX+1sPPa3T9xI0jhSyayYmkl+ubl6qsiwNM2yaRow+r5nY3ZxkMReAAbMzNjZ5ykbl78R5hWhwvbxGJ4QYyxaP5iZqhERj3rIgckIgzWRvXG1QAFIaJBcIjExD6F5ke9LlG2ffP2cJvxkWGS4+OpJRXTvlv1i3TBl1peTmNY+nMjMjNAsDzks7JJjARHIWl033YNF9/DDX/zNyUe/jecPu/UZuzWhdUDN3IxDEySxfS+BDJ71tAQRRr5hlCYNoNgl/4M1pk9r8sVSl1TV3RUxhFZY8sGCAKROPHZOdyW5jzX38f0yscOU1KlSUY5ChEXKspEVFyIiImZnThmDyGkO5CADAAQAgDDgTlE7MjPVdPzCIX9cpY+A5+Qz9nsvXL+5WtTv2oqKioqKikr8ngHil+eFTGNyQ1F/5ok6A2ZsZOyeY7gAltAyM6Os3w9JDXmGh2wWOvKN5PhYFHl5NqhDhqCnFEHPbvVDo+AkvqyQQhr8KfwKlI2uoBO8Gh+7AmFLtNS/ljONO5GAm3Yh0gCIsWdnJnMmiUIicJlJPYeTAOx19aBRSetk2TI0B2tfHBUMOAiwviNIYB7YgpmJePL7UFUgeKr4McMwqjwt240mFoFB4DfnUeWqPJEWX+ni+YXnjoc8UL+xTW3K+vyJl3tUqOaSuINyu525S7s8un7bJUwvuYAa8VYQSG17/uCzj+59+u75J+/2Jx/HsxPrt0lF7cxGAmY3d/JkuUmjN6YPb409xdPi1gP4xDJ3Tnh9SvsHHbKpEeDSFMMXHz4SkprXyYiUSvHWL9xEU3uV0c0F7MXmxZ2NFE7uaqbMlISgKQ8k0Uywk0V3Ve3dTViydJaRSpKUJKEa4Z4S3v25cn36r/7kO/WLtqKioqKiohK/bx/MMiF+k+kuppNMJ2YhA8zdkusCIBLarBDLxE1Ndcon3d1s/sik9jV0wY0WI37R2zObh9DoMkmUzF3yazHOfr8+s3sKW/BEeTOpwVedorozc9MsQmjI0fc9OwuZg1gYIiIhm7IAxDxetEQPeGr+iXmYhGX/ToKwZD/GTACLn0ehkZm8hUBE6Hu3Tex7jcos5Nz3KkxEPji4DB2HyfwT4BBCCo57euf4yczPLxUa+2VM0a+yZpCjLTk19xFxqoaBvG0XR9duPAIklavItd/25w8fPfhMT+/ro8/t7H7/4LP1o3u6PTczTjppkZa577ttt22adnA7mSdITgI1JmVkME+q4ru+K9OTkHr5OJPJQvDcc/+umzuPxrwpep3ZnYiZjc1UY79zKqb5fruPsLuBWMpwSt2Q6qZU9sFN0/6E0ABQJY2dxs6IPTRAUhAwc3A342Sp0ztrCA0KEX1e8J//4NX6RVtRUVFRUVGJ37ePNH2cxOzl8oJqpLGjzyd/Dc4cqc8ncZw00Y+J+GUDSSaWAAmpjpc1frmyp5Y9G4BkV+hubvOYwCFy4B+sGx6aphWRdDmcYGQG4siizVX8Y8a0jD1FsFLxY6ap1rdk06XZ/2JxsFgulwcHqRVMY9/3feJ1U7pUdIY7TZ5eVhZ+h66gk1p0d2aIBHK4R1PfbLtPPnzv6MZb0A7xDOcnZx+/e/r5h9uzBxR70612ncbO3RkSJFBZFYiqEtqmWZprCHC1brsO7YJDgAuNmZZUeF/REl+WkzH1sSmqXfck0y1WThOYKmjiBzP/bQpzL2TTBmfX3QUaXNgJt2z/mtuBhV0K/y+tgFlpnBecVPtERFXVvWd2MEQaJ6h2rr1qLOtMzw33qzrPioqKioqKSvyenYlsFnEVTZyVv7WUF3a9BEtPINNA8kBj2XCkEZIrdWxDLETpAbMxhZwGaaDtTrF3ZpWYps89k1zCx4IkZWnczn7iCS+nWeCFSAMWJ1I1dzABbBZtbGErf3xUxWaVaVJxTqbHtlsSyuLbXeKXioUAiWCxWK6OjlaHhwARdX2/6bqNO5yA1F2YxLujRjhfT3Kj5BQ5C+2YpStcQZ77hLPml55c3/m9k1+S8fC4++KyNwM5OZlmlbKExvrNgw9/YcTb9aN4/sDWD/X8Ydyck0UGDaOeAGJmkXSPmannqAIMxTyWYKYeafDLARFY8lXO96rBi35214XUJ2cYpUUwF6AZnOxbhheaKYGEA1iSY01RLJcCJIk0TGbmSqRmuHCrDtmAkwttJUokDSppQglwT0LxwUMYTHDm0KRGYhpS/twFDZglNE5m2rubaQSR9p1vzsLzsKDwP/3FH9Rv2YqKioqKikr8ngkMZg9lvug7S+k++m0O1EBGC1AWZGNA4mJzX5r6uGyKpzPzYkyf3Vxi3HpumEox7mkOPO1Pw2j0d7F4NC1VDnXCrzwhdH8cIdiJTZvvS2mTKsXRwW+zGNPvmaYWWa3Pu9yGkAQJC4KYuUZ1ZidyMFPftNFbdWJnT3Y5Y/I6e9KXMgjIhFDNkidrco0p8/EGElgacnKwmjcBIggBfacsWCyaw6PF4fFitVqA2f0w9pu+3/S9qRGRODERO0xCg8AU4blElVW7SE6hGDrQMBtXl1O4xGV3qNrjK4c5/Y3mri3zoTK2/F0YQdgZ/T4jjZPVB2JwqnZrsr4EFoula7f97Lf95+/3/dbdRATjQgVzvk1i8kohgMGurqZErKpGmkpZAEnTxn6j0USCmRE5p8p88k/KeepGni4wj4JV4OLJLGs3qUQGZ6RYjaG2l9yVAA6QXO91Mi/VfnKAmcVhlPvyzE0tN/WNUu0iKM7LDe4GL9JhZgaLBNU+jULOaZ+c3oXBkCQON1MtJNNTkZAhLIFEyFRNmUjXp/H+J43HwBztmS79/ePvvFi/ZSsqKioqKirxeyYwLN5PU+ASLUhT+BnRAZeeQB5ywya/Z8p5Y1Zy4aZeI+McG0wgESF3bxer1ApoFvN/1Uoz0+DGsa/KV8qPj7VtweSvL+XZeUmC92y7xUzlQo+Yu6vF4mo/albHgL0rgCUsD6+p0ma9idvIwtTD190a3ne99XqwWgmkCcQs7kZX4W2QAAAgAElEQVRk6s4EiAQh8khEqXFTTfvYd11UM3MGCUtzEJYhLBYHx2pKZuvz8/b6tYODZdOEzfmDtmlv3To4utY0IXJ42LSHIodtSyL24OR0vY4xkjkxS9OE1fGN5flZjBZVTaOrkjncyaLGyDPvUOQ8iWzzeOmV2bkA+BKDeV+lML+jTuWp+7n9XNC8Z0gB4IYkcZ4w4fDu5CJCviPCdHNNm2NhIpCpkYJIWC6MaHJXliBICQc8UXrmG4ollHpdlltf2EGiMbU9L77sLFMM59TdyEg1EoE5XRE3H06AOTkNvbsigdmNzcQ8hTHsqC7H+909iUt5UrNPHxH5MMeFETCRQzhl/w3Zie7RlCAMoGkOIvH2/FEQ2Tw6uf/Lv1m98XvL7/zw9Bn+DP9Xf/7DmtteUVFRUVFRid+zAkz+N05hMdCtkXTtgEZf9en8PDv1+9S4f7BCHKLDx8jpPE1lETDYxS2YWCoZlcwxHSL+phnSfvF9hxjzYdYK3wkeeDzxm/KTaSL9Lj+cZydkiwwb9xmFQvhoTJPC03jgyxfYHwqXLvQYDA5Rteu6rtsyi4NMo5E5QbghRyNNCA2LJBv9sqeWk/WQhXvIkRzkOZpb4aD1htFvt1sWERZm1hjX56db9n57dvPW6oW712N3v9+ckZsvr3FYLYIftLwW6uHEkEUDNFG9bZpk4kJOZqY5BoCSPyhPOscGCxmfBVDgSpfnyfTPL/D0iQ5y7IrMVByzQTN/KS5dSCiq1sHgczZc8Pg4jdmLJk8ubNTzwMBAP33c8/Jc7Dczwvx0lgCN6d1HY08dhhuTM9kzzdkPE6Ke92Bi9UspjoUNnsMb2chyFt+4tDFU+5N5TN4A81R8nJlhORwmOJM7DwTezYg0vSOzSGikXZLFfrM5vf/p53/7/7xydI3vvGHPahvwf/mHNbe9oqKioqKiEr9nh/gN6qxMp3aUipNp45z3jZPLYunuE8vBYhhvk0xnKqXC2bQ6236CwAxiYufSJJbmf6rqJeuPpnYmOb5vZwZ9Gc37cnqwWR1q4nyDaZ8hsMsoptWPS50lMT37l1+XNKv2PvbYbrvtlpjdTQvxYwQjDyFIEziIhNy4NTT5sYjAU9cmmLMPKCEJPjWqxrWqnZ2eLg8OwsFB07Sq8fxsrbqxuA0NHx4vH37WxfUDjT1ibFcmLg1MLLL1QkFCCwa7t8INo5R7VVXV3B0MYW4wVHm+ZlPWHq48+63veabPX+77+OGsROjA3j0dFKG49DBAM0K5u7xCU751hUFZbFToohlpaajD/Kzu+WHKMqfEDyPxG6rQZkbMSU/Mk5NacgTLoYGZHUTMLKkwrzmHHeUzxCfNwxlgLp2FPtt4SUUkSjmfpc8wO4+CDMSJ+oV2seo3p1E7O9eTd366uvvq6tpdWhw8g3rP/+KHr718fVW/YisqKioqKirxe2aIXxabjWFcXrL4ZhLKwQgEkwnwfone2OrmZIUs4VJtHU168wiTmkDpkWNNxTRTddNUl5hPqlmkWEdeMqUfWxkvnWVf/pA/0WRkl5z4eDw0JhnseHE8iZET2J26rlPzbrsmglmM2ptrjL2ZRu8ksDRB2sWCG2EQxImMyFIRtZhAMpMQB2Iny5JajWax2/ZnZw8BWiwWTRPcutj3m805Wdyut9t1FyQ0ENMtxZ41BqJAkeLau62ZiLu0BxBeCFrhBqSJ9sWoak5MYEgLlm/HjMd9MiD8S5z5XdJ29cv/LC7tzI/jMpbonvr6nIRk+jiNyxsA8dDBS0SDiBexM9PizquT3kxzg5M6CMRPOIuZhwqxpXWjgful1wISGuk3Z6oaY79+eP/BB79efueH7cvf3ag9ayf+v/tHb9Xv14qKioqKikr8niEkh4axoa4QpKxaLNW95Puf/sq9akDpIKNpoa9UvQblJGMW4M6DcWQSmMEoNS+5OaXIaPLp/DA1yrkDgBvYeHdeDpbQAJgztVnNx8ye1Fg3jyMr+RM+6lZp+hZ0FTKAIchsfMB9qoCdxCHMyodJcSfm3nVbjrHrNkSkFvvYqWmvUd2UtGnbdrFsD1YIaKQVghPMoOruMHc31+QmImghgBGxWacxRclpt91sQ9Mvl21zyCLNYumw9enJ/c8/e//Xi1deubk6uhXCsmkOmvYwRmqkWbSLvrVozEwCMsaiDW0TREQ1mllU66NFZyA4B8wTHTChZMUIxJ8Q+XCJ6c5+y9ShT88ndafB+vTxbzS/Xjv0CE9oECzPnJb8dmqdc5nvSMZ4XF+h0QBpat5KlzSHYlDB+lQwOpFoz95rjyQVoyrbk74yLRYwDYHvxevXc8UT5XPAh9y/8gnARDACeRx8Zazc1FMvqN0wkiL5ZGan4AQvSzxpNYopXxoJrWkf49bUugf37PP3wytvPmufq9974fqPXr1dv18rKioqKioq8XuWiJ/pTkDfsM4/TMdnnK3IPnM3GnZmozu+lzIkiY9hAcNGiPL8MqdIm/tka6MrYnk5sQt5mo9Ou/oAkYDJ/NWL0myY0DLDn2TuAho0b9kFsUhVH1cs8jl22Irv0hffdQad/102qcwCESfqY0eOGDsiihb7vlOLatHcHLRYrparw+V2I23DwVnIHerOalGN3dzNPGs9CUJwN2hwS8ywZ9XYd9vYd6pLDhyahsPhZv3o0cPTD9/74OhwuQhQa8mCdd532vXG3LSts5EqE5EwmqZpmlYkEHVq3qv1atHBJAZxsKfUB8rxD+myDPkPUy70FYbwZf+epo0XFjRTdWIv8duxLHr88y8j/Bc2O24tnQGf08KJmjpRqXE4lUWZZJRajtCveEZwyQKFP+YEpjvRSp2f5vaqKbcz+z8l3ph9nwZ7T4CMfAj9S96kTiROxAzsRDsWl6Zs9gIwJ4FnuQGHtSkHITStWzTt3X374N76g3eu/f5/FMIyPktqz//ln/+ofrlWVFRUVFRU4vcMEr9xbuqznp/ByoIHOxcaQvxwSTddyuXK9RwZmoUwMdEYjStKiWsMkxg4W852GN8jhYqLcJ7BD1WdK/hkgoUvC7yeTtfLMWUaZzbdvWEiOyOWUwKYjBHH+qe5mcGIRs+ZWf/VBcqXZ9Wq0rBIIKDve3dXjQSoxV7VTKNFdQOH9fp8vV5vNttmuZS2YQ2UHUKs73qmNOEGy9i4FQKahtLMPnbR0gZjjF0HE1k2y+VqsTjYnD38/N7J8jcfHixbEW4X0X3dd/36fG1KCEt22satmErThqZt2kVoWnSdEXqzTq1XR0B0dpaUNr7LeQEHF6fNpzFtf3waR1oBGBYNsNfTBXxpYshQq7wK9wPNmd3OLxyTETAuiHDOxUzje9ImR0Q5jqMMyCflYVygq48tdXKSfAPZqEjdYWDJZf4yxHfJIRlskvxe4js9/0OtaLPNnMxInClMhADT8qMTGbkzM4GTTtgRfWygVTInDk2zgLv2WzM7/+Kze7/66cEP/mz5xvcjyTPyoVrLfRUVFRUVFZX4PbMYDVrSDG1CUfAlO5uyKwrv2k6Ms9N5Uppnk3oajGLgA/3L093sEMPMeBJ5+5q8Yeq9Mqg0RyEc2zjnTllqRGQpJGDKPUZ9msOIbZ5pcZX9SIcbiJAD+FK+YXmCmalq1NjFftt122677GMbzQKBSUBkqcxiRE4Q9/zPJNkT5hAajdk7ETl2grbbjVMMjSyXBwxS7e+dnDVh2zTNcmFmHvvYdX0TWmZ2oi7G4IKGSII0bVgseLspIQCW/9Az0Hy1q9HF3lP+7dx6l/wBA6P6MjFVyyPPfNBVTzbkew/mgob2MkPQSe5gSXuHgyiFCDJNvEUHlaaTlYzP1O7HZVNpgOQ/ZrnXdFgKKTJSfuyHEhMzmdPk/uKRUjO5ufnm/PT0w3evv/7W5pkhfrXcV1FRUVFRUYnfMwnmxM98nKFZFlAWWWYRZ6bpoCeDh9SddaGKM5hsjhWPiVXLRbsU3+lFypUQz8XAMu+13AU1Fjow7wS8OG8cuqZGynn5vH9iZjNJoJhaHxIRO0otbwwqdBgAMyWCO4ym1ZjHt6TNSOYOCWFOnplik/bEqY2/pxi1GPu+77q+7/sYNZiSAZQmzF6cVEFEZm4WneBGDAQJIEs6WwBBQgjNRrsYNapKWCxYVGOM1hmbBsTg7tEouoMaQSAiQ1Di6AQRaZrQNNIEs1S6UXd1690ijcEfPrMMAa7q81mGGr4UXbuYyHFBybl7YTB3i72YAPlljEmn1wvzEIWxWXDPokCiXckmddwjIslti7BSBvQ525v3qeb95cev0pS4zWw8tBP+nkx3Uz0QmCisZ/a9aSeZzHNfK5DV1ZxsfM0dA/czi0QyafXd6f8stqjJDwY2LZ+mWiiIACF2ctO+W9/7qKWeaPEsfKDWcl9FRUVFRUUlfs8o8rywxE+XmZwBktxcCnPAOLmcsI9RpDlnfUnq5W5kUw/90s3lw/R22I+Rdvm4I4MFCO/M9t196lKYOosmce3YMTN8Yt3JaVfFhwtzfZSZeMpGSznd7u5sMOFkPWqspskZdVTuTeqfbsX6Az6nEZPZLZGISGiYJdE+gJmZyBlMKEFn7qamUWMf+z72MQbNcddeItqYU1YHzMw0Fy5BImCWpg0tEcFdWBbLVdQudWYBLGERmoPgYinFLbTCoGAunTMMICc0C3OoObFwE0LTiAQiJTiRkvWuRNoxHDyTPo4F5TzT90k589Lrc0WMqeBl2WGWprAnn9FH5j0zAt1Zu5iKjnGVfZ3Wj31K/yb3ynTVAWQpkSNbJyW6RWO4Qr5PwaP+c2ftYn5j+WMo7shAh7bYvMeDKNrJXZU834AAmEGl/9CTftONnJL9kruNUtU0+jz909y1uAWbq7s7g4kJzEQ8DHsaYgAH8XcqvPsQ+TkUxCWJqV3NTh801hM/E5+o/9t//Z/Ur9WKioqKiopK/J5J+KDsSoWmpKUSfMXINeTk8YH4XYF6Tow3Jz1+Q02EhYGLs9YLx+GgIS4duNBQ96S9AEEw6fryx/ENlODBPA8WslwGJFeLHtVcp2I29yyKSznWTzwnYGEeOyRpnu8+leslumlqpm6aRnR5VnHkSaJL1WjmIGEmEW7adnmwoiQABRbLA7eo2gtL1D5aJCdpVymVL6o3bQOCOsVtn65RH5WZ3S0IkwhEIAzXJPYEKTnI47OwvDE7iyOJevbuxNI6y+55nEyZan7EMS2aj52NuzY5007AS29oLrYxPr1lMiM1N9fhY+EyceZ0XzyrNCkPwPRhYo4h2DNxP2InIkni7vFNJ5ua327FfIpEGgJianhV1W6jpye2foTDm9/6Fa3ZfRUVFRUVFZX4PcsYeReN3UVUsghGo8uy3j7m+Jnp3qh0T4+DTNXJR6/CzKXyT4P4zUdXTxv9Raeq0UFyuUctidG+/3K2CmB3mjxObzGXXF5aJhleCgydVz6ZraauQDCz80Biy4zcKRc/hzpNNsBhzBPt05uEZtkuVgCJMJFkpxkn5mCms0Iileh4M1O1GJUERlt1U4QgzPDUE9hHMwc8CECs6Mns+rUbIsHdY9+BWRByaYczlwYRyE177R2FzOd3MyNmB0UzAqRpmiYAzgCDTDuHgYwnZDWHDrhRcnNVzZd5f4fa7KT4hYgCyjyDCiOeuZ4MFi4YzV15sKtFdtc0IkdKFy/mQjSXKI+DYF+vpn+JG20g/njCi3PV25Lb5ZBxiYtbywkh5OS4uNbhg2PvbjFw9DJyd4cXLjkV4yLV+tw19iwBkk16pmkTgxvOJGAT7JKiX/KVYsBZCIYUxVl6ZU0tBwKOis9dAQEBlMehO2nspA1pTQS56detW589OOHD1/Tbrvr9r//ix/U7taKioqKiohK/Z5X2AU7wMhVLzp0zeec4RUUWew2WnkO83SDQGlIBfSSTzEzDq0aylFlWNkFxG93qx13D5U1ZuGy+nOfnPuOJACbpfrvUD7PtTckg9r7BmFi4ywFYODALsdCYDJF1cSlXzy92G4Jzw2SOQCQiNO1ysThgImEhohijWSSwSIjaMwwQgYAAJ89mL9GimrCSg+EUyeAWJDC5a6rcqYGTSpZNzaLeuHEr9tHNtpuNBAbYzAY7VpAFdiaomcU+OU8mY1U1NTcmInBUdZCEENrGKcn7qI9d8ohkUJqkjzpes8ws0w+MPerE6WDYDcFAcv83L0JYMLM4EbnSJLMxRYH40JDp7ETmlpjeKHXMstuU1DjhNruCZJ5Unh7H/LAbl1eGcV4C2Wne2yN+TlcVADlSruNkUObkg3LqnMr/xtWQEjs5+NDuOZp82+YzQ0RTK1F4XutJYwvJamWgjCneE5x+Tt6wOQI+18DFmQiSozYTiQQMDKiZDWsVAOAgyMCwmeBD/2dOcUjFdI0xhqDMzCzMgSUQnMzOH50Wvfe3hn/zV3920Ej9Tq2oqKioqKjE75nFV3fSB9ifxConfKks7ufAA0+GmObFfHL3pfiqctMn7/jf28k0NyVMOspmXJUxaaDaZ1aSIaEJoREJAMijxZ5MiUhAYI4gNK2ERdMshAORa+xj38W+N42gNkgIwsIhCLEkxmWDe6qrqUdyFm4uGxC44OvK2XoHuQBDIGKCELE5opIaGWUPUyKKTr06yPpoDJFE8s0mqXQ7Mef+xEuWKRQzg5NeMMZI7hICS9uEhjmkseP5YriZWhLC5tSKnhiAuKspCXPTLMgsat93G0CCZF2x09Box0l+mUi5uTPwzd6dPpFMg3atgHAp+3w6t4lnybGTalTTFOnJzCyh7NtOKKCbRndjNmZLrLx0/Qknfs3DQg++1CdOCIFIibhdLN2jaeduDIiIfqsfo9974fq/+OHr9Qu1oqKioqKiEr9nF2aailclUWw6rd03LZs8Ngjnch1v+GGYp/HgHJPy5IqiLhsGmpsZ2dwfZgiN513x1yVunDuTTqK5O2cWpw0/7HNwwWXEYyeQ3UrFz2a2NpPNDTpMmnjM5AoVcrbhWMoYt5zMdSaONG5kRu5kBjIGAcIiKJNoIWeQ8DCtdjL1GK3ropsLOoudkARpJF0FTRJHZgmhEQ4gNigunEufnkxmJF99Z89kr5SeIAx3EjUmBEJLaB2twdy9M/Zofez7bacOSlF+mNiogIdAOuxLYfcpGxx0iSkhAsTMTbtcra4tlqvV4fFqdbw8OGwXS2GRJjTNYrFcsAR3iv327OzR+vx0vT47+eLeen3W913XrU2jmcXYMxEDLM20jj1xjwVRCrOD2p6hOBqOXKVp0Kc+RpfTXZSDHYSOSH/GnPfUxJlFsqmgjT3Jfn75kodPlm+KSW4e1RiK5znaE4k8uyoBzEIIzJL4v7ul+9UNJb7B4OamlupyzmARliGqPr0qlczTI5b0t7P8GN/51ElmoWZGsBBaERERd6BpF4dHZ/g2dZ7V06WioqKioqISv2ef+FnibJhQFNp1hEex3i+/ci/ELCsUdynfaFoI2uOomUp9WjL6aGp9mV3eaVCQXmBXF7b1pLk2AfQ4H/890RQ+l8VNFJ6j1HPPnmV3xiw05empwFCuAV8g1Z5aFLM5RhLpWTSNZJp2jpGVdakZDWRMzuRMxCAmYneYuUaDw2Ea3eDuZKndipgZxEFCkMAsiezPTqOTzwkDTzIeMbhAuoOciZwYxAyBSJA2hEUIi6iuqkpsvZFpv9nERGDATjpwFoCdLMlCL3LtmSJ3yO9wU1MQcbNoFwdHxzeOjm8eHd9YHR4vFysJAYCING17sFwdXTs+WB03zQLw9fpssz5fn599/vknD07uPXp08vDRF2enD9dnj/p+a+7MCCI0hqSPzX7ujiSnLCVoTJTBEyLotKcQR5f0BO7KRfPYd0wjT/J6iYEpX0VCIt5JYDs2/z1u+ANPWDzZlU0Pqy0T79WcKmhOTuYOcoVl5lnyG1ImO5snr083IoKZszsLyzToIdnhsudS/2QMXKqhHZ9g7uRGpgwIsxH44LA9unb67Qk9//Vf/qh6ulRUVFRUVFTi96xjUGqV+PSntWEeGOO888YtGZWY2o5IbKhmfMWd8DmJ2U1Mm5Kz3Wnx1d+i5CjsEN19k9apXnLfRmbEs7BcIiJIaJjZTDV2nkqyBHfNFaDppszIlFzhxuSJ3YUQQhOaZpUsPSXPq7P5B4On3ox8cf8m9M8ISPaLmEQdmJEZm7l7IGqEicBNS4sDXXZwdLHX5DPa99vNJrV6JlqVGr4o9YblqILgbnQFA1gzM+0BbhfLW7dffuW1t27durtYLF3jdnN2795Hn372AREJS9sujo+v37p99/adF1+4c/fO9esHL78SmladTh8+un/vkw8/ev+99371wQe/uffp+323VXVqaOqYmshe7n8zc8omrvgGdZ6DS6dliu6AlwZbftqK5cEtppQjp1ETXpp1KWR3H4vkxiyc63hJxe2e2Lyzm5K7uxp50XI7M5dgEiICMX8FkWrq0uz7DaVUB2Y5uhVW174tS8+fvHn3v/nT79av0oqKioqKikr8ngPmN8z6RgXZ/HHyaYWj2FCk+V/yHpzYXZYSwRhXPYk0cFN1M3MdX5XLKGU6OJYcs0fHHueVnTz28ZGJe31577wjbON0c3pgU2HrXDU6Ee9NijBF6jmtCJZapV+Q0iX5K6bHZbM9HM7TUA4EEan26/MTdw3SZK9QaVhCCI2EBYEW7XKxPFgslqvV0eHqaHWwOlgs26YRBlnU3twiWZPYgYCSwWLIFjteKA0zFV1q2lPLIj9Hmq2DLICzFBCuMCNTxCgaWVWcGlgbCcwBEWwmQGAxbNU0bm27jpsz67dkhjHfMZG/ktOdBYJPoEAaI5gPD69fv377hbuv3Lz54urg8PTBZx89Ojl9+MW2W6/Pz9brsyGVJIT2cHV47dqN27fuvHj3xdu37968cfuFF145vHZ4a/XGS3fuvPnKax998r333//NRx/99v79T8/PT9PVATmDwUAqMnrqRHWYTUjLdDiWdEu/fD1h+u/ReGY+fmhq4TlX3WarpHFlpmgiLZXH53fHvgr4VDbtvv93+1cxcpdh9qs1N8/OnJR8ZsmBMMgFPBt0ghSumlmjaVrsYWGGuEiyeprYKGFngQS+a/PqyU3GncjMopsyMwPSLlYvvt6HJX1LzO/f/NWfCaN+lVZUVFRUVFTi97wAQ+vQ1HcS+0pWPha7bD6P3K1fmftIrjxFyambuisNDX2D8UOxPSxSu7HNiCcu7U67k9uhMOIz4jfb9XmgGS4mNND8hZlG0uy3kwOf60B3pvhDiOD+xi8fkykmO1UyLBLd8O36NHbbZGTCElgCcwhNG5qFhJbJmiAm7BbJNcnshDkICyPNqtMUPfEqEQQW51S0yl1mKJrS4Y8X/xIiUiJzkAHZzNFgThoRO+471560h1OjEvozCQ2bed/HeG66Je09bvvtOm7OaHMK7QQemI258Mu8cAAfBtnsVGMu+QSRMB+ujm/duvvqK29cu3aLJZyePvj0k/fv3fv49NGJubmZmWHilbl+dP/hF5+efPbBF5/dvnnj1q0bt89ee+vO7ZeOr9964dq129duvPLyq2+88fa7v33n3Xd/+d4Hvzl9dLJdn2nsnAgGZgELO6trtnYZqNo0731cZrjSQsvkRwwMcML8poxy1zU2e8laDlEHAaX0d0niySy9gXYK3u7jYgMu/2RIUu3M2p0MlhsVM6nD+OGRHDrTWg8sBUjmVZJk3ivO7uRgGWr7xV8VMyvW4v3j5di8+Ih6H00j3IgshGZ1887RK9/ZoPlWiN///t/+pzdXi/r9UVFRUVFRUYnf88H4plTN5/nJjr1zWi9p07bLCwe9ok8pYnaqMNOkEEtKzFTKYpahvXCHXOXd2NcDduGRMTVh/qvUhTSNHRs3OQa+jdHV+0PkfE+JcfccjskQPo1/90FJ6yUDbbZtM5pllyWDHTbtNXZElKtMJctbpAlhsVkdbw+P2nbVdRvVHqAmyGLRMC0WbStNS8LRTE3d1clThyCzSBABk8GS8X7qKKScQ58O1dzJyciN2M0kZ3E4LCJ23K3RrRG3rL24w43cuGnEKURt1tu267WP2vf99ly359ydtbBlEG0at9j3vbsSqY8NpbvrCrtX2gmEg4PViy+89J3X3/7O629tu80nn374/rs///zzT87XZyBfNC2JKLkwM3O6Bmam3fpBt3708P77LA2HX9752zdfe+ut7/7gje9+7/bLr75w9ztvff8Pv/f9P/rVO7/463/7f//yP/y7zz97v+s7tR4EZg2hBZgRxh3O5eudEveF8YHHEL4Z18+jFHvXEHDhhe7mlkI8YCCCM00cX2hiKbRnSSKdzIuDH7OE+wv7Pxo+eRF8EqEEb7pbT+Bs/pkaAoUBmHG2hEnPzHGT5DZEKXJuhOXSIpgXTXwopZZieh4nDqhF0yggcjSrw2svv9HcfW1t34Kzy3//47f/yVsv1S/RioqKioqKSvyeN/L3VOHZ0CXNC0uQnemgIE2m8BjzAp7ecr1fJrnzv6eDfdxp+FI7PHp6ojyYfDV4oLemfe/WP9yent4PoVncP1geHB0eXbt+/daNW3du3b576/aLR9dvLFaH3LYEmIFcOfnv83DCH3cWZmlyZk5GIKaereO45v6UuzPu16JbMWNXdm1iUHeJatvIUVv1A7IFujX3qwXufOe7Z2d3Th7c//yLew8ePTxfn3Wxzxaj+dB2UtczHfKSwR5E3nr59TdefuPurTsriuuzk/70ZEn02u07i+al44PVopEAZrKu7zfbzWa72XR933dd7FW1N1Nzt/jFF59vtpuP733y4ce/ffv3//jNt39446XXDlarV99425vly6+/9c4vfvp3P///zh+ddJtz1R6qIaTdZDLDN3xTlnWXnfJy8VcBSEFecjUBYvpGWhDTio178p3VPFDMk+krQ5B7+fLoNUt1fhtbE93ck89talhMdFWucK/YoAZgyNHdV46/9yd8cLO9eroAACAASURBVOTfeLnvJ2/e/Z//2R/XL4+KioqKiopK/J4fzjcvF8zM/C9xJKSLdYg5vxqqdpnwqbpr8kvMFS1OFvojCv3xXTI6Cbze27s0qRAWtWKJAkjZ5hjCJKb+/HNh4ayhcTxUL/u0R9d5oUYzutI4OV11Hup7J/xZjJpDMsyTp0tyynFzzaaisePt5uzs9OThSXty7/CzT69du37rxo07h8fXlodHy8MjghBImJeLxeHq8Pj42mp1uFgshQMxu6Wik5cgDi9iwqGpykEkboG8oV50w3GN/oz7U+nOQ9yKa8PeMolLdG9ciWILjwFKfAisWbrQhmYVrx+ub167f/PGg0cPz9bnfeyHKqtqtEmm37y5Mo+JIOHt11+/e+vO4WrJ0L4BXT+6tXxttVysFu1huwCpOAncNMbYd9123XXn6/Wj87OHZ+cP1+vzbbeJqqbnpw/Xm3W/WUfVGPs3Yjy4cXu1WL7+2hs3b79wdHyzWR789p2ff/7p+2cPvxhMVjGUoCb2njQp9M3JtD/uMk80x5fflbS3aDivJGefE2InkvR7zG6dnRpk/qX74/YQ+z8ihntteCC5N3lyZ00xG+4GMDEJCBCAhpa/JPucSKyJyFJJz4mcmJjcL+uV89Fr1I0ZZHDX9vjG6tXv0t3XI/gb1nnePlzW1r6KioqKiopK/J434kc8m8j6rrKMSkHmUgcI7NKwQW+Z/TstEz+iNB0EzxK9fGeWT1PKN92rWcuc78yH9+Ur+GSuPNSUfBYPt8shadLfV6xcJtsozX5z+/6BMzt2stRmJ2smYhyorE+sPUqrZfFa8aTty31QUnIgnHMhxazvYrfdnD969PA+fy4ioW2WTdM27WJ1fC2ERdM2B8vD1erw+vUbt27dffGlV2/defH69Vskopri19jhRlb4cO7ehDvIhaz1rjEN2kl3Jv0ZujPuz0Nch9gFigcsByGAtTcPwWEWAyLBWbqWu4a2LQEI0sqN4/7OrW3XdTEOCX4x6rrbuDlDCqHxybjLp5eZr1+71rYtw93s4PrRKzeOlk2zOli0zDDdbtZuMQBtQMPMcFV9eHZ+7+TBx1988ckXJ/dPzx5tu030Td9vYn/v3iemul2fxc3mxde/e+PuK9du3Dk+urs6vHZ88067PEQIZtptzp2QuulyQB1AO+QKe+6cr00I5tQvDb8h62EYkWYTsxd2Hkf4eLtcIJFjg+mFex5zDevuC2edjWkM5zz2mHr5DAQyUiDpgzn15zIAsMPyjTo28E7CUcyJi61QGv+YH30JhxdmBCGEa2++vXr997qD61dwhH3K+D/+5Z/X1r6KioqKiopK/J434icymfI5zRrehnnXpEYB3pkiUjHquOh4orE3i8lPhCVkKz/MnOgvNvHRHvb2JNdH02GKeKFKmdznNXtJpmLFULrAdNruE/ZnY6zdWGCxK2QGAlea+e89KHdXUyPLFqET20MiUnIbQsatnHIQMZJVBnmMWz3brk+d6MEXny6Xh8fHN9vb4YOP3//56Rd97L7/ez/68Z/9Z3/6H/9FSoYIi8XB8fH63qbrt8dNEAabw1WjedyS9sdHLXVn/aOTzaOHjXYr0wPSxmJD2gYspBWGkqu5EghYLFohsFGnSn1PXcddTzARWS7aG4fL9uZRCALiqLHr+81mu+22auZGTmY6mIGkwDcwABYwDCCKnA1sgggHQCiKA2TSMtMiCIDkcwMGDlarm9evvXj3hS8ePXp4dn5ytv679z68/+i0FdnEeProi3d+vf7ii0+//+kPv//7f/TWH/xptP5osXztzTePbt2688obf/PX/9e7v/yb7vSBqy3ag64zJR0WNDBngE9aXplwmMzEeNJY5499ne8WFCf1b3cjS8sHbM65RXQw2czi3plx5966+XwJ48m0FMQpkW8wYDKL2QRVY9RI6LI7DkvSyhopuTnZYCozrHVMKoGmsSdyZjCEpmGCqcjI3Pfb5vD42utv3f3H/5zuvNb5N93d93/+D3/x9gvX6ndnRUVFRUVFJX7PG/Gbmf2BBifLi34TxbyPyvI7gN3uo7yWX9xQUkPOaFnCc1np0zkAmhTSUIR3k8Ig9tEzIiK4I2dJIydTlN/6pdzsyYTuSyUR4hKqSzNL1TEZni5YnwwB2zljw91NAawODu/efuXFF167ceP2+voLn9/78P0PfvXbX/8cIIL83h/+6WJ15O4sQgwyB4yc3NRjD1VxZe/09JGeP4inD/T8bMEemBfCLVsLLFjaIM4UU9TgaJ5DIIcprIfF4NoGXjZy0MhqGVbLtm1bBvex3/ayCdj2EmOMUc1N1VRN3dJyQEqsB4MYvbs5MbxhE0FgFxDg7IkPgAlcPD0NYJEA5hC4bcOiPTo6un6+ib02jE8ePIyqW43n54/Oz09JI1k8WC5uvvbdcP3Oojm4fuPmG2/9vkZtpPnw1z97cO/jPnYEMDgPbUyHFvYzoyfdd09+TpFAX+F28aSc9KECWNTR4MGg6VK99PT+xRD4PvsblxDD8nQWgrsZjJzUzdO2yOCUPVzADIc7jAbv4MwA84dFyvwYFpgAy58lxoOU2i00za033rr943+K26+sXb7hD8x//Zc/+tGrt+sXZ0VFRUVFRSV+zyf1I5qa50/mgIn9YViTn0XqDVqwQanpbikOwCy33rnn+gMGQSlKctwO0/Ed2jP+9ETyNSY8+N7p83SyPTdTHKSbY2/bVNY5novLNnmVOf6Xpo6FeV4+U5+QhiFowkGp1QlgaZv2zs27r7/05ksvvbFcHrTtwSsvvX7t2o3/8Hf/9p1f/mzbxRsvvHTnxVeju5nmq6i9u3vsveuYSDwibs4efarnD7jbBIttE5bcHAha5oZpwQhBDMnXw0yLgaO5mZEpmwUyZ7q2XBws2kXbrhbNsg0hMDO3HBp4A18G7nru+6hmqtqrRiUrSYnIVpAcmB3JOYQEzlS8LSdX0zylBJIRRScBEbM0zQIIoTlYLGAOsnXXqRv1tIn96fr8vY/eM/Nlu/hhuzxuFrZ0yOLOnbsH7eqwXYlp3JyfnZ6klYtSWybfufw5Yu4qSwW4wiPT2vveoVbsL8vLUxIHEc/l0r6joH5yJbrw96Eq/uTPjRTD6WIEJmRT2PxrS7a1YAILIdmQGu168DoRmSozM0vShqaPEjJL9V9PsYraX3vptTu/9yf68vc2FL5hS5d/9ec//Jc/fqt+a1ZUVFRUVFTi97tND3El+SJZCndOpaeB9U2i4fHN+mr+zqDUIEcVn7jGMlU3d2cCmIURpFkuDg6WR5vt6UcfvwPg8PDGzVt3f/KTvzw4uvnrX//8k4/f++m//+u3f6C3Xny172O33cTtuj9bLYI0boEMGr1f9+uHp/fvIZ4vyJdBGuY2cAgcGCEFTAhTivmLudiqpqbmaqTKRA2AIEeHq4Nl24bQNk3TNCLCnOIbISLaaBebvo9qGqP2McaoamrmWrIunCHLBUScHKkXLNGLNM7MyD2EsAghNQSCkdLpU8kqUBDmRdscLZbMiNF+8/nnJ+s1Nqxq2z5+fP+zn/3iZ+3RtddZrr/6Nh8eHB9fe+HmC7eOb3DfUdf/+p2/PT9/qNozB398S9nT8Y69zOcWk1+D9tTbrTiv4Onu0JM+HkCQ7Bk7iqPT/03NmFyYS6VTKCcRWqZ/XnJBncAB4NTON4Q6EhED7t5329s/+EfL7/7BQ/4WWN//+E9+UD+JKioqKioqKvF7/hnFrtef54Y1JGcRpl0FI8pczcxSWcbMjMZpHJV89qLwZKaddqOs9/JLCn1fQWk5q20M77VffumeShMpZ2xa5fPd2euO58VlM2k8pesxORZMWxdzkcRS4IPbYAEK8jTZh5lTrzF0m9MzWLdtJYS+79y1aduXX3y1bcIHH7/30YfvLg4Om6YhOGIMRI0rd73HrW7XFDvdnvfbU4mbBrRqwuGiPWiaNohwFoeCyUHRrNPYm/amqmpqbg73wGgagbAAB4t20TQsAmbzQRDoybRGiFpAWNxNVaNaVDUzM1PVHDfI4EVLkl7ubupq7k7p90krmFYXRERYRIhhTlq8Jp1ZyBcsr9y5JcwHx4cffH7/05MHLYdH3cbd75/c/7u/+1nk8P3V8c3jaw1T9NgG+f7v//FB0y4Xy1/96t+fnHyWc/x8r+NtTi0BI9ls0k5d7PLxcbFsfLF0iMniC7IoO4eoT25kdxta4thHT6OyJ5MC+CzQz3cSI75cJTsrNJkxNh9O3X3NjCj2qTEQYDAIgEuShGaXz1wcRLoTzXTqOCwiy+NbL/7hj2/+4Mebb9zQpbK+ioqKioqKSvx+l+jfBc/5LPQcIhcwcaYcCVJKbPAUMmBjXjllnwneSYxAsZn3SyMTnpiGfekRDFsZGpMw8T3Mu+Bz6jeReu6Xd17m1zj6JeLp8b59DHDch+wamkS17sZIceXORJzC6l3JzON2fXZiummaZQjNNpzFftN165de/s6LL7y0Ojx69/1fb08frE/utYsF91u4crf2bqPb87g55dhrv/F+cyB+0IbDRXO0WByItIwACgECMJO7R43rbhvN1RJdczgJIYiEQEIIzIumCSKeWrZUKfvSjI6uwiyJpYioU6oYJ8loIjIGUhElV3eF5bGTkgyc84AContI14VBgIPMYO7OSEHh7HT9+Gi1WjWHq8VyKSIg0DnWfd9tN+9/+K4sljfvvHDr7sthcRDVvd++9PKrN6/dYELXbWLsz84fMXi+SuJTaWQhTXjiegAuj1mfOg5hYh6LacrJeNvigijUB//MnV9NaB/51P5zZ9DNAupxxY+PZMiTGw2TSnNi3anaw1O+n5BL/ngguKf9z8krxfTTzEyYU9ynk4dFe/vNt2//2T/tbtxd6zeqGqisr6KioqKiohK//5+9e4mRJMvS+37OufeambvHKzPyWVnv6q7qGvaw540ZzYDQPCASkkABpAgCWnElQNBiAEKCNoIkcKOFFlpoqY0E6LEZDASC0EICKAmiRErkAKI4gxlRPa3u6u7qyspXZEaEP8zs3qOFuXt4PCoyI6syp6f7/0OjUJ1pYWHubuZln917z/kpYXJ+Vd76frEsx2aG4Le+K12O8i2n211phudr78S8vGv1P4tf/SUsC754KVlKFhELFi0OtVXM+9n0oOuqECsTHY3G7fz44ODB9PjZe+999OH7H+9t72Zx6RZmroup9POsbT89yvNj7xa1evA+St4a1ZNRPa7TqIrJJYoEkyrFFE1V2tx383w0nS2HJHUovWjJtA6hDlaFEEKwuGwsPgS5zfNEVj0BzIaSjWaqIkH1JMwUkV782XzRL6t+nlQPErOgMnSBzznPuy6Ju0pRFdOiOrQQsRCCaqVqOQfTKsb3tkaxSsX92XQ6bRd9zl58Nj2+/9kPvvv//NGbb73f1KOUGild09i1a3ea0W8eHj2bzqbf+c7/vXx2ccFqPtVlE3V73tl+eRnP5/25rqu9Dqv7dDUsfK47n2+s2Xt9U6yHlZbmNhxBEbFl7RZxG3o2DB/7mTYTuqrPOYzADyfGsGaz9Dbauva1v/Bs716XX+t1SuoDAIDg95Pl/JjWctzO1JaWwxq+WnblRVZ1PfxUnwNdPtRf1RPcHDgc9rwuoLLut36qcfy5W2q/bMzB1z+/+bO+nhq3HrQ4229w48Wvige+6B3lqfvos10XXkHCO/dJ6VD9Iq//eFTV+zu7t6/tbzf1uK6C2dPZcVERDSLS9bntcpvLsyef/fP50Wc/+t71azcnky0treeYj57mdrboR9rNY+kr9a0UggZ3qZONko1TqIOF4kGlTjZu6hitz/2ibReLxWw+V7MQLAQzC9G0ClaFUMdYxRBCcNMiOlTq9I3ucZvRTkox0WCmQ49CWy8KHapVulmrrqIqw1BgKcsJr7IsLavL90T6UnLfi0pRHWrdxKBmFoKN66qU3HZ9Md3d3XnvrXvzvtfvf/r54yeLtqtD6OazH/7wuz/8zp+Mt3auv/V+iHVxP55OU5O+/o2fffrs8f3Pv98upjl3qyG15emwbqIwrK+7csUf1VOnkKqKq55enrcxcfnUn5qo+Nk+lkOZpY1JynL6iljPkD01tH16Xqi88KtwKad+j6io2vL6HlbzLT+NZSmaUmQo+bl+hiFidlJ7SZeTBky8eO7d++bG3bJ7MzupDwAAEPy+mvB30iVgPTlymLG5ujFc90s/H/lk1VnAVj/iJ7ePerKc8KQv/EbLhJPanJv/ekH0uSy1nl1Mtc59y1qiqqK+0YTipP/E+r75kpvds12tTw28fHVBT8//fz8fd4uLF9FgIqIyqusbu9fef+PN/a3xpKlU5MnxUwlqIRaXo+PZbL7oik/ni/li9vT+97Sble1d2dqKo1FYTJP3Yw8mXdTSmO5Umiy4mlWxqWJTxSqY5BxUmhSbFIuUrm2fHR4dHx93bRtCNI0WQjRLFmIYuu0tHxosc7vacOO/GrMbzp3i63YUZsNYkQULZuvgN9QNrVIqqlpKcc/LRFNW04WXeSINjfyGoUWVIioqplJKKarFi4aoYkW8y6UZ1Xdu3VC13PXdon3QPY1muWsPnjz89Ht/evvu2zffeHt7svP0+Hi+mDejya17b737wcff/vYf3r//vdn0ULIUz6dLaOpmOJNLn1Wc+kjXczjX59JJhpRTXTTPnysqerLZerHfqt3ESa3aYZRS1u3dV2VBN49p42JcZkt/wYtvc7hcT64IG2rQqHjR4TmQrLsQuhexk2nYIkM7DnPxZYlUdxXxkl08jibb997rxtfKa8x9/+lf/7V/4f07/IcBAACC309c3vOzd5QbqW/Vvm95HznkvlJKv76VXBa9GEq4mK1q+/lmKDrbKcFPpz4/m/eu/kL8VPLTUxF2eXt58aS4jeI253795ffyr2agT8+EzDM1QpaFEIelfabqOqqrve3Jvf1re+MmmZfSjart0bipRk3uy3Q677riFto+P3l2eP/h44ePf9gfPdS9/fH+9UkMkzrd2mq8LZK7JL5TaRWDBs0pVk2s65jUSi9BpIkxqLSL9uDg6f37n08XC1dT86AazaoYklnUoQTjELiWBTZNTUXcbFjAJy699MPkz7AaLrQhMYZgtnrQsKz+IaO6DjG2fd+LdtJ1q4qQspw4qCFYMBORourueePDzX1fcnbTpJLUYgizrquC7Y5HN/d22+ns+PD46bPD4tLnvJhO73/6yaMfff+t97++tbUdzN1zdh9v79x9690PP/q56eywbReq6r14zuuyLqdCoNm5T/RM9jt5yrCxVFRP+sKbnnzsX7D8dXiaYSfrVE9dPz6UTVkuQfQzDQHXi/fWs2r9gq8F/TJn77qZhAw1OdftSdYHWnQZXXXYxkSH0KniLqWIFy9ZU5rcuDt5491pbF7Pd+L+pPmP/7VfoV8fAAAEP6zTR1ndvOqqP5+eqyOPV2s52GU6qeLupJkE837R9YudUVWka4/a3Ofa4rgJZnY07XKUPKka3QkhbFW6FUqUktyjLMxKVKmDbdchmGVzG6V63FRVsuJFXd1NpfTd9Oj48aMnnz14pKo7O9smMgS/sJwVLEW892WXwBiCbuTXzXGxochnDCHFGAZmIdiyjdvQENKHF2giou5qWc2ChSLLxgVmqqJFPA+FQlVUNZgOcyVdpHcvObd9OVgsxk09noxHKbhaKUViuLa7fef6tfufP3x4eJRzbyE8fXZw+PRxe3gw39oxS6PJJDSjftHt7l3/2Z//te9+70+eHjzuXczWLSuXUytFtPhLTPT88qeAXPR84Mfk9FxFPznp73fuGZNtvmXDKV1W88nTaLzz4c9VN+4cv5ZlivuT5r/+W791bVzz3QIAAMHvJy2+yakFV75eRCZqslq5NPRpGFb0LaeFnQwgrDKfbvYVH/5xMn10VUJw48Z0s+D7qftVv+gYVxnzOZPo/KLbYd34hWVYcSSyOchXLm+bdvFf6enfqC84WPkCN6+mq3Yatp4Yd+o1DqstPdehGlUpqo7rapRCEyRILt5HL0Gy91lziUOty75fdP3x4fFiOo85X2tildKoidvRo1kdJZY2BWliGldxFKOI9yqjySiLzOfz4DJKMap513326PH9B48/f/hYi2+NR7ujUYihquq6qqs6qah7KTkPkzYtpi7nIFpVMcaYc27bbj5fLNq2lKIiKcYYY4pRV0v7lh/L8pySYfgvi2spmrPmEtyDWYgxhGWnERfv+rzoO182EB+6Gqx7kLu5iEjX9XNTS7EEG+p9phiv7+28ffvWowePjhfzRd+pyPHx8YMHn33+2Q/euXknNKlXKZ6z59Q0t+6++ebbHx4+e/rw8x/IqqHi8OTD3Uvp1cJJ8dtT04B9NQi3UaP15LzWk2co64S8GvS9dCh8s+rnMEy6Kugy/MpShrey2HrX9kLFXpYj80V8s7bTF5zhm6OS6hsD1b6ZR3U4pc28ZPfixdWGT8aXA8JDzlcRL1568VzvXNt564N074OZVq8h0v5LH7/5H/3LvxSMXqMAABD8fvJy3+qW9GzPumVJF12lwqEze14XQFFVU/PT9d437mc3ZnX65Tntpe7mTg+qLHfjfuYoloMJZifz2YZWAV7EL7iRPb3XcyM3F7WCOFUB31+o+eDzB4SW7RpETd1MXIapi0O9C18dvBevU9web41T2BmPRylGyVpy0KJBvetESnAxVem76Wz++Onhk6Ojvsspxr2tyVaTxqPUJK1TrGIwz01K46beHtUmkvss6k1dPZvNjo6PawujNBHx2XT63U8+/dHDR23X37y2t7+3u7O9JSqxSrGqUl3l4n3J2UViiFVd1fXx0bGJmFkKYQh+h0dHi7ZT1VFdpSqlqgph2fiueJG8ilQ2dIYzEcld631f2s67Tt1TCE1dV1WKZl68lDzXVkrJIn0pffHlIwpZ1QwdzgHr+z4fT2cSowTLKaWYd7a37t2+8ejBzc8ODmaLtndfLOYPPv/s0x9+8t5f/AVRKaXP7TwXkWDVaPzuez9z8Pjh48f3pRW15WJEU82l9H0JGkRVlm3m1Ner2DYmYA4hTddFLPU57SE3Sq3o6dNQN2dsrn6BrgchhxWRyyG0Iq4+jMculwUuD8BUi5jpcib3+VPcTw71iy/k5fOIUwO6m18zvrokLcSUe5Hs4kWXvSiWjzmW8wiGY1FNzdaN9z/e/uhb7f4bc7dX/WX47/z2t/7GL7zPfxQBACD4/TSnwyKrsTLejNeayr1IuSBLeulVpE5p0oz3JpNJla5tTXbGTZNiLMNyzJA9L7pu0Xeztu3abjqfHx/PpO+boNtN2h83W5O6bqqmrqpYWQiikkKMMWiIQ9+74uXweJrqdOf2jeB6ePD08cPHDz5/dHQ8HVX17mg8qepkIYhaCCbmxRfztqhK0KoZpTqllGJMezGWLrdt9/TZs+lsMV+0XdeFEJq6GjVNXaW4Sn2nXmLxsjkxMBcrYi5BREWTaFJNatGCqGfVHHI3tHwbmoQXWQY/VTEb5hJqVYmphVBMi0jp+67rggaLYWcyubW3O1u0j46PS8l913bzuXedNMU05FXHdAm2f+vOzVtvbm9fK92i62abDxrMTGQoX/rj88WiX/DAR7/ic/Wifa4HI02DptB3i1yyd8OcYbWYQqyyl5z7PveVVSLStjMPMVR1vXvzxs/80q1v/nK7dW1zyearsD9p/rO/8esf3NzhSwcAAILfT3S6OF0M09dzzZZhb9lou2zeiZ8eAVgVqvD1AOLmzp/721/qqE8Kz7uUL56rKSdFO5dH6meaR1zxrTrJZF/0l1/BDfW6AIYPPbDdfTlWM/ytigbTUd2MqqqOsUlxa9RMmrpKIRQxl+I5Z+lLO1+0R9PpbLaYLxbtog2qTVXvNPXeuBmP6qqu66ZJqVKz7K5mEqKHIBYsSii515JirGJcTOePnjz99P7DgydPU4xbo9F204QQqhiDhhCSmGbXPmeJIYbUjMexiqZW3Juqmnez6Wz2+OnT2bzNpVQx1lUa1XVdVctXNMTV1QlUvJyp+6MiQSQO5UxMUwjJLJlFMxEJqiWEPoQsbqrqauYnwS+EoURRSlFU3TS79zmX4m3XhSAhhmvXdt+5c3ve9k/ns1nfzxbz4+PDbj6N420L0VTzUMIo2PUbt2/duXf9+u358UHuF31uh7WGqhpCLMMkxmExmy97023M6VRdTt28ymlybu3epTM110VUzq25dS9lWa13eTadKRmr63mlV+jlcNF1cHrsb+jm5yKeh2WiQ8lfF8+ld3cbmkuU3lViqkb7d7beeHf73Y923vlo0WxNs7/SJoRM7wQAgOD3U5L7/HnxqvjQUXkdn3SzzvvJfd6LzXP8apLqye3wqsjokO9OqiSuypCuGzacDoF+9s5ar3QEftHKRH+Rt+AFpnmeigW+nDS4OVXQTSWFMG5GVQzRJJqOUmyqaCZDPZPi3uWy6PvjRXt4PDuezbu2Ey+TqmpimtT1qKlGVZVS1VR1rCqx0JVSVCVEtygxqUqQYtpL8ePj6eOHTz5/+Pjps6O2L+MmTZrR1ngkIjEmsxgslrDs02YhxlRVdS1mOefc9VZk3rbHs9nRdNZ1fbAQm9jUdVNXIVjOxbSkk5mKp1czrqLgkJ/cVEMw1RQsmg3lZFSlqCQLKUYT11LEi20+DAhBgpmZhqCqRb3P2V0855xzp2Yh7F7bfcflcL745NHDZ4vFbD47PHw2Pz4ab1+30JiZ5OIqprq1u3f9xq39/VsP7393NlUvxcVV1SyEEEpZXjIbH+fGWXmlAixnVwLKBc8WzjX5O/dzeub8ESkiNry3eubU/IKEddWhfj29xndVebXoeghWdZhyLblXcRXTYFbVNp5sbe/d/uhb6d77i53bzyxI9lcX+vYnzb//V36eng0AABD8sBpu8eEezf98vxA920Piz2VM9+KeRS2GVAF7hQAAIABJREFUMK7rOoQgEkWqYCqyaBeWs+fc5v5osTiczo5n8+lisWhbz57M6hjrKsYQhvqTLiJqEoKGEDyoi4WgFjQEVQmiVQoPHj369Ef373/+uGv7EMKNvfG4aeqqFrWYUghRLIgGCyEES6pWxVBFF1ks2nnbtrP5kXs3n8/mCxGpU6rramcyHtV1CKGUsli0KqrNqTATPCyHm1dBIrhoCOIeXIfgF8w2x7NCsLpKvbuVol76Usqy04hpCGJDV4llg/gQiqpp1/c59y5VCOOdraZpHh0f73zygwfHx7PF/ODZ0+NnT6trc222Y0xtbqV4EY9Bm8l4Z2+vqmtRKe7ieQh+ZiEEz66Xp6LXciV9UalPf17wfLnSoGqq52rGrAeuXS3U9chEu671kiUMfe5XtaXUi4XRnXe23/to9OaH1a03WtfsLq9ypO9v/sIHv/ubP8tAHwAABL+fpmQnF437+UlrsCH5nbo1PNu1YT0t71wTvBe5c3vhW6/Th+kbWWhdrOV8WQlfVjZcFbw4XflTX/wATheqecm2g/7cvx6GuU4KPJ4cXPEipYh4UK1i2hmN9sbNTlPvNNXOaJTMFl1n7qXPi66bzmbT2XS+mLd9J+JmWqWYUgohulpbXLKX7LF4GAarXIJqMAtm4l5K7rrFg/sHP/r8wf0Hjw6PppNmtL012dvZiRaCmqtZqixEsVjMYkyprqum9qBdzsfT2dFsNpvPu8Ui5Ow5eylNVacYmqqqUjKz4ZPTkzJC4qInn47LyXxide2LuUsIPsxVDCamvsxdXtzFLCT1UrxocRP3PJRYMdUQ1Ews9LmImFkIKqZmGua5d/esFkKoUn3t2rU71/d/ePBk2neHx4fTo8PtxaIqZehlOaTuLDlG29rZrpo6pdi26lmWHedCMDN3KafOCl8NdK3qBelVzho/Vd3lzCmxUVJ281we/nFSq8WHyZabDxBW5WdOXYhnyjR90dK9c0xtdVTrxyvlZI6Ae3FfzKdesnhxL2V5oqtVo/HNO82tt6r9u7c//BmZ7B4XmxVZTjF/Nb52c/fv/Cu/xIo+AAAIfj9tye+LotrJ3E4/PzFSdOPW0M/vza8S6p4bDk8WLZ25J10fwboK/GpG3cnqpuVLKOt1i18uJV/Qcf7ccMqXSX4nm62bZcjG56HiQW1U1buTrevb29fGzc6o3hs1u5NJU1UiLmZFc5/zbDGfz+dtt+hzb6IxWl3FKkUL0dX6LJpds3QutaiFqKvqlCql77qua4+Ojr793U8eP3m6WCxUrYqxqZu6roJFHeJUVZkFsSCmFqtUN8143OZ+1h4fHk6fHR/PF/OS+5BLMq1ibFJVpWXnhlyKmZpZ04QqpVUgEteTqYkb6828SHFZdegTFTMXXS6AHDroqYYQ3IuX4mVZ5lVFXWUIfmqhz52IBgvRzCyohdKHtu+ze6+WUpps79y9eXP06Q+Pnj2bzmfz2bTv2lSyFJeyHPrOnmOS7Z2tZtRUVdUtYi/Z3d2zl6ymWvSCRxTL83CZIF9i2O9U/dx1Flz/oX7RUwxbhTG96Opfrq7UM1Nt9UrZVFRNl2VBV89W/KRWsAytYEofTFW8eHYL1WS33t0f3bi7986H6ea9drT7LFa5f7XfdvuT5nd/85t/+eO3+C8fAAAEPzw3o+iP42H6S7yQP3cJfbkoK8V4bWf33q3bt65f36njTlPtb433tiZVDO6upnPT2WLe913ft7nvSilmIQarUowxWhgarC8Xog23+cMGOlT/KN18Oj0+On7w6MmffPt77uX69tb+7s5kNIpmi0XXjGJV1XXdqAUZ2u5pkFBJSK626PrD49nBs8Oj6TTnHEyDSrBQx1RXVQgmKn3O5p5SrKtqNGrWdWv84om47sVzKaWUYbXYEGXKycOGoT+cWQzmZqXYapqnbQQ/ERPJImZDrxI1DaGE2Mu86/tFKeZejUZ37tze+n9Hjw4P+9z3XVf6XnIufS55CJRFpY+Vbe1MRqNR0zR9OxfJue9FSim9hqh/xpeJXlxpSO3FLoSvogv8mQ9x9WgnmLnknEusm523P9z68OfD7Xf7etzqar3uq3zb/s1f//hv/epHzO0EAIDghzNR6XyFiM2pahfc322W4rjKbape9cjk9DCjr5sQ+nrgQjcGyob/vx69PDk+XbZZe/Ej8Ev+cP3qnzd8+YJvyrCuUkRNzFykeDbVEOKoGd27c/fDd97bqUOtvlXFa9tb46aOwdwlxDiMfvZ91/Vtzp2UkqLVKTRVSjGEEMSCqKkFtWAWLIQYNAXVUrq8mE2nTx49efzk4MGjg26x2JmM9ne27u5fUw3Zpc8uGkKqQl33xUWHRurRYmxzPnpycPDs2dNnTw+PjouXGGKTYm1ax5BiCGGYMqmqEmJIMVZVVVWVquacRaSUIiI5Z3fPpZS8qink3ve9l6KyrNJSXKKLS3BVMxMVCUGDaXFRLaoqq1E1VQlBzFTNUgpqIURdlgLSFEMqqXdpc7acQ11d278+GY+rlIJZDEFFcp9z13Zdn0tRE/fegqc6pBSqOjVNbVraxaLr+5w7ExWLyzb0584bf8kR59MN3VWHeZzn6nzqmeimq8Iyq67ufuEDBd1oHL8e7j81zv78oy6e1b348iWW4TBsKGOqpjGEejza3Q+THZnsbN19Z/vuu761N3c71bTjlUW+f+OXvz5KgS92AAAIfgS8c/MtN1ozrCaRbQQ/1Y15jn5uZ+7rZPVCt7RXjH1nfq+vm2Kvm7brmR9x1/N7eIEBBr/4GM/cB3+lA4rrpVI+zJwbQuvqXjyEUFfNjb1r927dDP08Sdlu0vXdHVNx95xLGApXrnqjDYEqmNYx1CmGENTUVxX9NZiGYKZBNQxZs2tn0+ODg4PPHz56/PRwUlfXtybXJpOd0bh3b7NLkZCixSBmuWQzDTHVdeXui8X8yZODRwdPjo6Our6r66pJaaupg3g0HUZazNQsWLA4LDiMcd3XW8RNtJQsJXsuJfddP4zzeXHvhxeiWkIIYqLLgRs1lSFPDhVcVjM8T848G5qlm6qlFE1MxUrpiriLWLAQzIJJKdklpbS9vdM0o5RSjDHGSsVKLrnvc+5zcdPgJRcvaiImIVhKUbwqpeRS+q7T4Os2BidTg/1kLd7wOb7cKbO6SFVVxPX00xnVM4U8L+6rd6Zo6rnu8avwuBkUn1sKZtWtYT29s4iohhirJky24nhrtLe/e+ve3htv+WhroVWXRlOLOetLfQm8qP1J89d/7j0iHwAAIPhd8Z5TdGMh0CqMyIVL3U7HR7007rlfnK5Uz25xqleCX9a4b13K5cL9XXAsFx7l2dGZjboj/qUT7GW/aR2YlzffyzERN5EY4rgZ72xt7W5Pyiw3KnuTZm9ne7FYzBZtzlmClZxLzn1f+t5zdjWLMVZVqqpkFtTMVcRUomoyNVUVFVeX0vftbHH49Ojhk2cPnh7OZou3b964ubu3XTdB1UKwqMlCqiuJ1kvOXkxCCtqkuFjM2+n04PHjg4OD+WIeQtgZNZO62mrqnPNQ8VFVzSymmOoqpRRCUNE+56HTgudecpE+a99535e+7/q+L6VkL+7FRVRLMFd1VQ1uQ6JTXdaGUXVRVzfRoOa6Xp869BIQEwkxiZiUkotnz0UkiATzaJJ0GKGKqQpVVadUx1hZrN1Cccm95z73Iuah9KXrctfn4i5qFmPwErpetRvK1ZisxtBWxZFkPYC2WpF6siTvKieRb57gfq7Ky7oTyKmTfzWUtxzAGxbvXXDRbv6cv2gHzo2xf8+yWoY6jK9Wk+1m//b4jfds/261/0Ye7z604K/mccn5yPe7v/nN3/noTSZ2AgAAgt+XVE5qtb/QDeKlN7Wb+7k4n/kX/Pvqh8wu+gWb96Znot2Vbgcvy3tfOXd3KaqmIQS3vBpFiSGaWQjxa+++//bduzd2JvVOZd6bl2fHz0oRF0111fcLyV0S8SyeVSSmWNX1ONVjSbWrSUqxbmJdN1uTetS0ntuua0zNrJ22n99/8gd//KefPjmom+qNW7dSqrJIm0vb59SkVCULQVIoJqZeVaEJWkuuc/vg888/+cEPHz49MNNJilVMe03ViOTFvGqa0Xg0qlLuu7briopUKVsoIjn77nhipot5+/TJszyfWu5S0K7kedceL9rexcVijHVThxCHhXkhBFVbTih095y1qMp6/EiDiIkOVT374iW32aV3a+pxDFaCeQjFXbzvvVeVUbJaqq6Vdt4eTlu1NBptpWr0ZDq7pmk02pq3uW37TiRaattyfDh7/PjQPVioRBci1ufc5yyiue/cPcTaLLp7ydlzVjMbmqZ7Htpiqtql5+GQ1ux5Two2q+tuDtI/5xJaprzNOjqXPPDZaOmuostyrGVVhsUkqEkpnotLKbnXVDW710Z339t6+6PRG+811252om2RrryOy+dv/sIHv/2Ne9+6t893NAAAIPidv8GU9YiAns1My8VF+oXjZX7h/vQ5Acufn75W9QZPNUU/tbBpPaThunm0z3vFp1ZDrWbkrY7oy40PvMCPq56sP3x+khzm9PmyLn+wOBlP7t15Y39vr67COIhm6bpusWhFhtV66m32ktWLFBE3VQshxViFWGlIoiohWoyWlv+TUkIIIqruTw8Of/DZg+98+vlR196urjdNo6JFtHfJxYd+DxLMbSgAKiloHaxS6aZHTx8/fPLoYdt121vjUYrRrFINXkpeJnOL0T1bMY0h1rWIla7vur5te3GfzWaz6cxnU+vbXr0t/Tznedd7MItJNJpqWI7xLRcKuuqqxIuLuxQfqmUOIUvXi9tE+rJqYND2JXoJ0mvfe9+XzktvYlpMs5bec2dt733Radu2bfud73+vufHGnWY7x1o1lJKn02np86LzeZuLWy6Ss/d9zsOMVNVSiksW7aNGVTXVrOea06uuT4XzH/f60tDnn07qVz1jVfzCkcZl8/b1QlX3s5fqcDEWdyml5JJV1MW1iAWT0se6aiY7fT1prt/ZfePdvXc/WtTbxxJn7bL4zpe/vC7xtZu7//Zf+pmff+smszoBAADB7yuxHlTwL6gV4VfMQhsF+2V1w6mnWwSe+kWboxoXDcR9wa9bdx5U+XGsS3o+Gg432UNf7OJSREopKaa93et379zZ3t5S6cSzL2dBLpvbLW/NSy6l+Kq7WgwxhBRiDCEMqwQtmJq5qIiO6qaKKahK33/+6Ml3P/v8RwdPq6ZyNVcTUVcrIrl4LkOnhKLiw/K2GKyKIbo/fPL44MmT6fE0VrFJaZSSu0vOYmoWSvE+lzZnL0WCxZRSXZUspSu5z4eHx7nvF4t513bS9bJY5H7R5tyKF7MYqpRilWJYdZtYPoiwk/C8rD9SipSiIl48qA51RVQkiIipu4mLd23fawnSha71Ppcsks1VspWFLRbeecoSOtejxfxgevTtT/6/audGiaPrd96OqbHi06ODGIO7FtdcvOv7tuv6rss5l3XTy1Kk78zS0NLdrYiIS3EfTkO1Lxjue03lQJdD4HrhRbPZrmT9qMVERaT4UG/H3EspJZiVkl0kVCmNxns379x878PZ1k3ZvV0m1x/F+BpG+H7lnVt/6Wt3f+cb966Na76dAQAAwe/Pf9q87C/9J+8Fq6qfXhg2/Olksn3v7ltvvfXuTu0yfbiueHn6/fBcSr+sCKrRQoypSjHFFFMS1ZhSSjHFaKYhhNGoqULQru8X7Q8fPPrO/Qf3jw7vNfspnJpnWNy7nEPfi1kUSWZVStEspeiL7tPPHtx/8Ph4NrvR7NZVqurU9X1XirinoFEtipiIBAsqGoKLFF+WbFm0i27Rtn07BMR23s5m0+xFU6zH9Xg0mmxt1c2o7bp1hzk7E4+GhFHcy5Bmsg9FPVdheLmO0aXr+iIuQUvoi/dFenMpYqUvi67Mepn2crAoVjfX9m+nrb0i+qPPPo31ZLR9bbTXRFXpWtF6OCVzzn3XLuaz3C1y7tfnaSm5FLfQDcHbQliOe64KbYqGU+3Uf9yvP8+lMwtSSul7CyaqKViq6s5dR1tbd98d33n32jtft2u3k0iXS86v8LrcnzS/89G93/7GvQ9v7TG+BwAACH5fQfq4MIL5K+6J5xuzzPxctPNzo3wXViXVk3YOJxXuLywg6Kf/VX9cUuRGPzsvQ/uDVNU3btx5792vbW/vJj/uh82Kl7JRe1+k5JJz7vtcXMwshlDFWA3ZLwQxTTHEGGMMKcWUYlVVUbW03dF09tnBwYPDw0XJoyqNqirYMOInRSS7S84lm+VciQQLKYRkJqXMprPPHj1+cnjU5xxDCCGY2bLFgqqodTlb34ccTFxMvZR2sXA3EUkxlrbv+rxYtCPTru+n8/nR8Uyj1THEGNMwUDl05BMxkWH+5HLvLuKrgaVSrBR1EfGyqiy5nA46jPO69ItexCVYti5LLlLUzEW6rItOZr0ct37clb2bdye33vRQPTs6fvbs4Pvf/854e/fu2xpH42jBSyl5+X60Xde2i9K1OefiyyWHpRTxUnJfLIYwDE+aL49zOPxl6ZeToH/motMXnLf8Mg9Nzg34yXol39nySasNzSyX7Dmr5BSSxmR1k67f2d6/u3vvvb233l9oajUeLfIXdZH/kn7lnVs/99b+x3f2Pr5zjcE9AABA8HsFse/0mj/fLOhyvm+dn9vBS93+naz/83OpUzbW/LmfPVxVPXv/vI5+etEsUL9oieKf9UxQ36iVuuroYCGMR9u3b997952vxRBLu8wYa8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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

10

Group Chief Executive Officer’s Review

We have made positive progress through 2024,

delivering a substantial increase in profits, with

our full year results being just ahead of market

expectations, while continuing to reshape the

Group to deliver attractive, long-term returns in

line with our prudent risk appetite.

Each of our principal markets improved against the difficult conditions

experienced in 2023, although they remained muted with headwinds

persisting and activity levels below long-term averages. Against

this background, I am pleased to report that each of our principal

businesses increased or retained their strong market shares and

advanced key strategic initiatives that will help support future growth.

We have seen a clear step-up in the regulatory focus across many

financial services sectors, including some of the markets in which we

operate in. As a Group, we have always taken regulatory compliance

extremely seriously and over the last three years have added over

20 in additional headcount across our regulatory and compliance

functions. Furthermore, in 2024 we recruited a new Group Chief Risk

Officer and put in place an experienced Financial Services Division

board, including three independent non-executive directors to

provide further governance and regulatory oversight for this Division.

The Group will continue to monitor regulatory developments and is

committed to taking the steps needed to deliver against emerging

requirements.

Subsequent to the year end, we have made further enhancements

to our overall governance model, appointing two of the Group’s

Non-Executive Directors as chairs of the Surveying & Valuation

and Estate Agency Franchising Division. Darrell Evans will chair our

Surveying Division and Michael Stoop our Estate Agency Division. The

Financial Services Division already had in place an independent chair,

John Lowe.

We retain a very strong balance sheet and are well placed to take

advantage of any further market improvements while developing

a broader set of products and services designed to deliver more

consistent returns in all market conditions. Management continue

to focus on maximising the operational potential in each of our

businesses and on ensuring that this potential is fairly reflected in the

wider perceptions of our Group.

We are fortunate to have the support of highly committed colleagues

and I would like to place on record my appreciation for their support

and hard work throughout 2024.

Review of 2024 performance

The Group’s performance benefited from a recovery in demand and

further contract wins in our Surveying & Valuation business, as well

as the structural benefit afforded by the transformation programme

undertaken in 2023, transitioning to a franchise operating model in

our Estate Agency Franchising Division and focusing our activities on

business-to-business services in Financial Services. All three Divisions

have maintained or improved market share.

2024 was a year of positive

progress, as we built successfully on

the restructuring work completed in

2023. We were able to grow profits

materially, and at a faster rate than

we had anticipated at the start of the

year. Trading in the early months of the

new year is in line with expectations,

indicating we will be able to improve

performance again in 2025. I believe

the Group is now well positioned to

build on solid foundations and I am

sure that under the leadership of Adam

Castleton, who will take over as Group

CEO on 1 May, the Group will go from

strength to strength.

David Stewart

Group Chief Executive Officer

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

11

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

We have made a number of targeted investments during 2024, both

organic and inorganic. Our organic investments will develop new

revenue opportunities, notably in Surveying & Valuation, while taking

pro-active steps to reshape and focus our Financial Services Division

on its core business of providing services to smaller mortgage-led

adviser businesses. This continues in 2025. Our inorganic investments

have focused on supporting bolt-on acquisitions by our franchisees

within our Estate Agency Franchising Division, creating increased

scale for our lettings business, and completing the purchase of the

TenetLime mortgage network in Financial Services.

Group Revenue increased 20% to £173.2m (2023: £144.4m) above

prior year in a total lending market that was broadly flat and housing

market that increased by 8%.

Group Underlying Operating Profit

1

recovered strongly to £27.7m

(2023: £10.3m), with a year-on-year increase in each Division. Group

Underlying Operating margin of 16% was its highest point in over

15 years, reflecting the return to high utilisation in Surveying and

the benefits of the franchising model in Estate Agency for the whole

period. On a statutory basis, Group Operating Profit was £21.9m

(2023: £3.7m).

Surveying & Valuation Division

Our Surveying & Valuation business has performed very well in

recent years, receiving increased allocations from existing customers

and winning new contracts. This continued in 2024, with notable

developments including the commencement of our renewed, long-

term, exclusive deal with Lloyds Banking Group and the renewal of

other contracts with major lenders.

These contract wins reinforced our leading market position and

helped drive a significant increase in activity as the market recovered,

resulting in an increase of more than three-fold in Underlying

Operating Profit

1

to £22.5m (2023: £6.7m). Underlying operating

margin also recovered strongly to 23.0% (2023: 9.4%), reflecting the

efficient use of surveyor time. Average jobs per surveyor was 1,040,

very substantially ahead of 2023 (782), when we decided to retain

excess capacity in anticipation of a market recovery and in line with

the strong utilisation achieved in 2021 and 2022. On a statutory

basis, Operating Profit was £22.1m (2023: £3.4m).

Surveying & Valuation Revenue increased by 36% to £97.8m. During

2024, we continued our work to develop new revenue streams, for

example from the provision of automated valuation and data services

to lenders, and increasing the number of valuation and surveying jobs

undertaken for the end customer. As mortgage lenders increasingly

make use of data and automated valuation services, we see further

opportunities to provide more services to the end customer.

Throughout 2024, and in particular in the second half of the year, we

invested significantly to develop these emerging revenue streams.

This investment included around £1m to support our data and

valuation work, including adding senior headcount in our data and

valuation modelling teams, whilst increasing our consumer and

marketing spend by £0.5m. This spend helped support an increase of

87% in our direct-to-consumer revenue, which reached £6.8m. This

represents a 500% increase in 4 years since 2020, when it stood at

£1.1m.

Group Revenue

£173.2m

(2023: £144.4m)

Group Underlying

Operating Margin

16%

(2023: 7%)

Cash Flow

Conversion Rate

114%

(2023: (2%))

Notes:

1   Group (and Divisional) Underlying Operating Profit is before exceptional items, contingent consideration assets & liabilities, amortisation of intangible assets and share-

based payments. Refer to note 5 to the Financial Statements for reconciliation of Group and Divisional Underlying Operating Profit to statutory operating profit/(loss)

for continuing, discontinued and total operations

2  Mortgage lending excluding product transfers - New mortgage lending by purpose of loan, UK Finance (Bank of England) – Table MM23 (30 January 2025)

3  Refer to note 12 to the Financial Statements for the calculation of Group Underlying Operating Profit after finance and normalised tax charges

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

12

Financial Services Division

We have reinforced the leading position of our PRIMIS network in

the provision of services to independent mortgage brokers, aided by

the completion in February 2024 of the purchase of the TenetLime

network. At the end of the year, PRIMIS members totalled 2,282

advisers who sell mortgage and protection (2023: 2,068) and 421

advisers selling only protection and general insurance products (2023:

558), bringing the total number of advisers to 2,736 (2023: 2,661).

We were pleased with the contribution made by TenetLime advisers,

with the integration being completed on schedule and with both

financial performance and adviser retention in line with expectations.

This was despite the challenges that resulted from the placing into

administration of TenetLime’s seller, Tenet Group Limited, which had

contracted with us to provide transitional support services as part

of the terms of the transaction. As a result of this administration, we

had to take on additional work earlier than expected and incurred

additional costs to date of £0.5m as a result, which have been treated

as an exceptional cost. We expect to recover these, and any future

amounts, in 2025 from the deferred consideration balance of £3.3m.

The change in the split between mortgage and protection only

advisers reflects the work we have undertaken to develop a clear

focus for our future target market, as well as an assessment of the

relative risks of providing services in these segments. We incurred

exceptional costs of £1.9m associated with the exit of a large

protection only firm.

Total UK new mortgage lending increased slightly, by 7% to £242bn.

Our advisers total mortgage lending grew by 12% to £46.7bn,

reflecting an increase in market share in all key segments. We

increased our share of the purchase and remortgage and of the

product transfer markets, with a record share of purchase and

remortgage

2

(11.8%, up from 10.6%) and of product transfers (6.9%,

up from 6.1%). After adjusting for disposals, protection revenue

remained broadly flat.

The year also saw significant further steps taken to drive forward

our strategy focused on the mortgage-led adviser market. We

welcomed a number of senior appointments to the Divisional

management team, including experienced industry leaders as

Managing Director and Chief Distribution Officer, and in the early

part of 2025 will supplement the team further with the appointment

of a Chief Operating Officer. We have also completed the absorption

of our DLPS and Mortgage Gym technology businesses to focus

on supporting the growth of our Network business. Against this

background, we were pleased to report an increase in Underlying

Operating Profit

1

to £8.7m (2023: £7.4m). On a statutory basis,

Operating Profit was £4.7m (2023: £5.0m).

In December, we also announced a major programme of investment

to enhance the technology solutions provided to PRIMIS advisers to

improve efficiency and sales performance and underpin our leading

market position. We expect to spend around £3m by way of revenue

and capital expenditure in 2025 to support this programme.

Estate Agency Franchising Division

With the completion of the conversion of our Estate Agency business

to a franchise model during 2023, we are now focused on further

enhancing our franchising expertise to bring on new partners and

develop our services for franchisees.

The Group supported franchisees in the acquisition of three lettings

books in 2024, providing total loan funding of £0.7m and adding

c.700 properties to the portfolio which now stands at over 37,000.

These deals will deliver returns in excess of the Group’s cost of

capital. We see scope for further similar support in the future.

During 2024 the Estate Agency Franchising Division has invested in

strengthening leadership capability with key senior appointments

within propositions and operations, with these roles funded from its

cost reduction programme.

The strength of our new operating model in Estate Agency

Franchising was demonstrated by the strong financial performance

achieved in 2024. Divisional revenue was up 29% to £27.0m, with

Underlying Operating Profit

1

of £7.6m, an increase of 77% over the

prior year (2023: £4.3m), achieved at an underlying operating margin

of over 28% (2023: 21%). We are significantly ahead of the plans we

set in 2023 for reducing costs and increasing margin. On a statutory

basis, Operating Profit was £6.5m (2023: £3.0m).

Pivotal Growth joint venture

Pivotal Growth, our joint venture with Pollen Street Capital (PSC),

established to execute a buy-and-build strategy in the mortgage and

protection intermediary markets, was launched in 2021. Our joint

aim is to build the business together with a view to an exit event over

a three-to-six-year period after launch.

After a slow start, Pivotal has gained substantial momentum and has

now acquired 17 businesses, including eight acquisitions made in

2024. With over 500 advisers, Pivotal is now one of the UK’s largest

mortgage and protection brokers.

We have invested just over £20m in Pivotal since 2021 via equity and

loan notes, and we continue to closely monitor Pivotal’s performance

to maximise returns for Shareholders. Pivotal remains on track to

deliver returns ahead of the Group’s cost of capital.

Dividend

The improvement in performance in 2024 underpins the Board’s

confidence in the underlying fundamentals and prospects of the

Group's businesses. Therefore, the Board has declared a final

dividend of 7.4 pence per share (2023: 7.4 pence), making a total

dividend of 11.4 pence per share (2023: 11.4 pence). The Group’s

dividend policy continues to be a pay-out of 30% of Group Underlying

Operating Profit after finance and normalised tax charges

3

.

The ex-dividend date for the final dividend is 8 May 2025, with a

record date of 9 May 2025 and a payment date of 27 June 2025.

Group Chief Executive Officer’s Review continued

Notes:

1   Group (and Divisional) Underlying Operating Profit is before exceptional items, contingent consideration assets & liabilities, amortisation of intangible assets and share-

based payments. Refer to note 5 to the Financial Statements for reconciliation of Group and Divisional Underlying Operating Profit to statutory operating profit/(loss)

for continuing, discontinued and total operations

2  Mortgage lending excluding product transfers - New mortgage lending by purpose of loan, UK Finance (Bank of England) – Table MM23 (30 January 2025)

3  Refer to note 12 to the Financial Statements for the calculation of Group Underlying Operating Profit after finance and normalised tax charges

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

13

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Shareholders can elect to reinvest their cash dividend and purchase

additional shares in LSL through a dividend reinvestment plan. The

election date is 23 May 2025.

Share buyback

The Board’s approach to capital allocation remains unchanged. We

will continue to deploy share buybacks in a measured way and there

are no plans to allocate cash reserved for the buyback into other

Group activities. To date, £1.3m of the share buyback programme

announced on 25 April 2024 has been deployed. The current buyback

programme has been extended to the date of the 2025 AGM.

Change of auditor

As highlighted in the 2024 Interim results announced in September

2024, an audit tender exercise had been concluded in advance of the

Group’s current auditor’s (Ernst & Young LLP (EY)) tenure reaching

its maximum term limit. This resulted in a recommendation from the

Audit & Risk Committee, which has now been endorsed by the Board,

that Grant Thornton UK LLP be appointed as the Group's auditor for

the year ending 31 December 2025.

Accordingly, it is our expectation that, following the completion of

the audit of the Group’s 2024 financial statements, EY will resign as

auditor of the Company creating a casual vacancy. In accordance with

the Companies Act 2006, Grant Thornton UK LLP will be appointed

by the Directors to fill that casual vacancy and to audit the financial

statements of the Group for the year ending 31 December 2025

and subsequent financial periods. EY will not therefore stand for

reappointment at the 2025 Annual General Meeting (AGM), and

a resolution to ratify Grant Thornton’s appointment will be put to

Shareholders for approval instead.

Appointment of Group Chief Executive Officer

Designate

As announced on 30 January 2025, Adam Castleton, previously

Group CFO, has been appointed as CEO Designate, following my

notification to the Board of my intention to retire from my Executive

role and the LSL Board.

Adam will formally take up the CEO position on 1 May 2025, following

a transition and handover period. The Nominations Committee has

agreed a process to identify and appoint a new CFO, and will make a

further announcement in due course. In addition, and subject to FCA

approval, I am pleased that I will remain with LSL as a non-executive

director of our Financial Services business and that I will also

continue as LSL's nominated director for Pivotal Growth.

Living Responsibly and ESG

In 2021 we established our ‘Living Responsibly’ programme focused

on creating a positive impact across the communities we serve. In

2024 we introduced paid volunteering days, which resulted in our

colleagues collectively contributing 534 days to support various

causes.

By listening and taking action, we further strengthened this

commitment through apprenticeships, improved colleague benefits

and learning and development opportunities. This was reflected in

our most recent colleague engagement survey with a record high

participation rate of 84%.

Addressing the impact we have on the environment remains central

to Living Responsibly, and during 2024 we have taken steps to better

understand this and our pathway to Net Zero 2040.

Reflecting on our progress affords us the time to look forward and

plan the next steps for Living Responsibly; at the start of 2025 we

welcomed in new colleagues across the Group, who will ensure our

Living Responsibly programme continues to have a positive impact

and aligns with the needs of all our stakeholders.

Current trading and outlook

We have made a positive start to the year with trading in line with

expectations. Our end markets have been operating broadly in line

with our assumptions.

We continue to expect the Group to deliver a further increase in

profits in 2025. The Board remain positive about the Group’s short

and medium-term prospects and fully supports the programme of

investment across each of its businesses to take advantage of the

value accretive growth opportunities ahead.

David Stewart

Group Chief Executive Officer

25 March 2025

Notes:

1   Group (and Divisional) Underlying Operating Profit is before exceptional items, contingent consideration assets & liabilities, amortisation of intangible assets and share-

based payments. Refer to note 5 to the Financial Statements for reconciliation of Group and Divisional Underlying Operating Profit to statutory operating profit/(loss)

for continuing, discontinued and total operations

2  Mortgage lending excluding product transfers - New mortgage lending by purpose of loan, UK Finance (Bank of England) – Table MM23 (30 January 2025)

3  Refer to note 12 to the Financial Statements for the calculation of Group Underlying Operating Profit after finance and normalised tax charges

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

14

Financial and Divisional Reviews

We report our results for the 12 months ended 31 December 2024

with Group Underlying Operating Profit

1,2

of £27.7m (2023: £10.3m).

On a statutory basis Group Operating Profit was £21.9m (2023:

£3.7m). These results demonstrate the benefits of the strategic

transformation by the Group over the last two years and are just

above consensus expectations and materially ahead of prior year.

We have made a positive start to the year with trading in line with

our expectations in markets operating broadly in line with our

assumptions. We continue to expect that in 2025 we will increase

profits further over 2024 and the Board's expectations for the full

year remain unchanged.

Key financial highlights

Full year financial metrics

1

2024 2023 Var

Revenue (£m) 173.2 144.4 20%

Group Underlying Operating Profit

2

(£m) 27.7 10.3 169%

Group Underlying Operating margin (%) 16% 7% +890bps

Group Underlying Operating Profit from total operations

2

(£m) 27.3 9.3 192%

Exceptional Gains (£m) 1.7 9.3 (81)%

Exceptional Costs (£m) (4.1) (13.8) 70%

Group operating profit (£m) 21.9 3.7 484%

Profit before tax (£m) 23.0 4.9 373%

Loss from discontinued operations

4

(£m) (0.4) (46.1) 99%

Basic Earnings per Share (pence) 17.3 7.9 119%

Adjusted Basic Earnings per Share

5

(pence) 21.1 7.6 178%

Net Cash

3

at 31 December (£m) 32.4 35.0 (7)%

Final dividend per share (pence) 7.4 7.4 -

Full year dividend per share (pence) 11.4 11.4 -

Financial Review

Notes:

1   Stated on basis of continuing operations unless otherwise stated. Following the conversion of the entire owned estate agency network to franchises in H1 2023, the

previously owned network was classified as a discontinued operation and is presented as such in the Financial Statements. Refer to note 6 to the Financial Statements

2   Group (and Divisional) Underlying Operating Profit is stated before exceptional items, contingent consideration assets & liabilities, amortisation of intangible assets and

share-based payments. Refer to note 5 to the Financial Statements for reconciliation of Group and Divisional Underlying Operating Profit to statutory operating profit/

(loss) for continuing, discontinued and total operations. FS Revenue of £48.4m in FY 2024, as compared to £47.0m in FY 2023 with statutory revenue of £51.7m less

£4.7m revenue from businesses disposed in 2023

3   Refer to note 34 to the Financial Statements

4   Following the conversion of the entire owned estate agency network to franchises in H1 2023, the previously owned network was classified as a discontinued operation

and is presented as such in the Financial Statements. Refer to note 6 to the Financial Statements

5  Refer to note 12 to the Financial Statements for the calculation

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

15

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Group Income Statement Review

1

Group Revenue

Group Revenue increased 20% to £173.2m (2023: £144.4m). After

adjusting for disposals in 2023 and for the purchase of TenetLime

in H1 2024, revenue was 23%

2

above prior year in a total lending

market that was broadly flat and housing market that increased by

7%. The increase was primarily in the Surveying & Valuation Division

with a 36% increase compared to prior year, driven by 2023 contract

enhancements and a 21% increase in total BoE mortgage approvals,

and a 29% increase in Estate Agency Franchising due to 12 months’

trading in 2024 compared to only eight months in 2023 of the wholly

franchise model. After adjusting for businesses disposed of during

2023, Financial Services Division revenue was up 3%

2

, with total

Divisional revenue of £48.4m (2023: £47.0m).

Group Underlying Operating Profit

Group Underlying Operating Profit

3

recovered strongly to £27.7m

(2023: £10.3m), with a year-on-year increase in each Division. Group

Underlying Operating margin of 16% was the highest margin for

over 15 years, particularly reflecting high utilisation in Surveying &

Valuation and the benefits of the franchising model in Estate Agency

Franchising for the whole period. Group Underlying Operating Profit

from total operations was £27.3m (2023: £9.3m

4

).

Group Operating Profit

Group Operating Profit increased to £21.9m (2023: £3.7m), resulting

from the improved trading performance in the period, offset by

£2.4m net exceptional costs in 2024 (2023: £4.4m).

Adjusted Operating expenditure

Adjusted operating expenditure

5

comprises employee costs, other

operating costs, and depreciation and totalled £146.0m in 2024,

9% higher than prior year (2023: £133.5m), with the movement

comprising the net effect of the following factors:

•  Reduction of c.£7m due to disposed businesses during H1 2023.

•   After adjusting for disposed businesses, costs were £1.0m higher

in Financial Services in line with revenue.

•   Increased variable costs in Surveying & Valuation arising from 36%

increase in revenues.

•  The increased costs in Estate Agency Franchising reflect a full

year of franchise operations compared to the prior part year of

operations.

•  Central costs of £11.0m (2023: £7.7m) with the increase primarily

due to strategic investment, Board changes and additional audit

fees incurred in 2024 in respect of the prior period reflecting the

accounting treatment for the Group transformation in 2023.

This is broadly in line with expectations in comparison to the

historical operating expenditure levels of c.£280m

4

, and the targeted

annualised total operations cost reduction of c.£140m following the

restructuring of the Group in 2023.

Other gains

Total other operating gains were £0.5m (2023: losses of £0.2m).

This primarily included both a part sale of shares held in an unlisted

investment in H2 2024 (£0.1m) and the movement in the fair value of

the remaining holding, having been reassessed at 31 December 2024

as £0.4m (31 December 2023: £nil).

Share of losses from joint venture

Our equity shares of Pivotal Growth improved to broadly break-even

(2024: £6k loss, 2023: £0.4m loss), reflecting increased trading

EBITDA, before acquisition transaction fees, which more than

doubled in comparison to the prior period reflecting the benefit from

ongoing acquisitions.

Notes:

1   Based on continuing operations unless otherwise stated. Following the conversion of the entire owned Estate Agency network to franchisees in 2023, this was classified

as a discontinued operation and is now presented as such in the Financial Statements. Refer to note 6 to the Financial Statements

2   Revenue: £170.5m in FY 2024 with statutory revenue of £173.2m less £2.7m revenue due to acquisitions in 2024, as compared to £138.3m in FY 2023 with statutory

revenue of £144.4m less £6.1m revenue from businesses disposed in 2023. FS Revenue of £48.4m in FY 2024, as compared to £47.0m in FY 2023 with statutory revenue

of £51.7m less £4.7m revenue from businesses disposed in 2023

3   Group (and Divisional) Underlying Operating Profit is before exceptional items, contingent consideration assets & liabilities, amortisation of intangible assets and share-

based payments. Refer to note 5 to the Financial Statements for reconciliation of Group and Divisional Underlying Operating Profit to statutory operating profit/(loss)

for continuing, discontinued and total operations

4  Stated on total operations basis

5  Refer to note 34 to the Financial Statements

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AAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPxMAAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfpwrsAcAAAFRSURBVAAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAIA3kgkAAIDauod8f/m720XEv989d+nX/b+fP8OwTz//fPJnfsSPffq9xt/zCg9RaqXUUWiOAAAAAElFTkSuQmCC)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

16

Share-based payments

The share-based payment charge of £0.9m in 2024 (2023: credit of

£0.2m) comprises, a charge in the period of £3.1m for LTIP, SAYE and

BAYE schemes granted in 2021 to 2024, offset by a credit of £2.2m

reflecting lapses and leavers. The prior year included a similar charge

of £3.0m, offset by higher lapse and leaver adjustments largely as

result of the significant restructuring across the Group in 2023.

Amortisation of intangible assets

1

Amortisation charge of £3.0m (2023: £2.3m), relates to amortisation

of intangible software investment, franchise agreements and

relationship assets. The year-on-year movement comprises mainly

of amortisation for the newly established franchise intangibles and

acquired TenetLime intangible assets offset by a reduction in both

lettings books and certain software intangibles as they have been

fully amortised.

Exceptional items

2

The exceptional gain of £1.7m in 2024 (2023: £9.3m) relates primarily

to the increase in contingent consideration receivable on the disposal

of RSC (£1.7m). The gain on disposal in 2023 related to the disposal

of the Embrace and First2Protect businesses to Pivotal Growth.

Exceptional costs of £4.1m in the period (2023: £13.8m), are

primarily due to the charge relating to the decrease in contingent

consideration receivable on the disposal of Group First and Embrace

Financial Services (£1.5m), Financial Services protection related

appointed representative costs (£1.9m) and costs incurred as a result

of the administration of TenetLime’s seller, Tenet Group Limited

(£0.5m). The prior year costs of £13.8m related to restructuring

activity and corporate transaction costs of £5.8m, the reduction in

deferred consideration receivable for businesses sold to Pivotal in H1

2023 (£4.1m), the net loss on disposals of Group First, RSC and Marsh

& Parsons of £1.7m, and intangible asset impairment (£2.2m).

Contingent consideration

Contingent consideration credit to the income statement of £0.4m

(2023: charge of £0.03m), relates to the reduction of the contingent

consideration liability for TenetLime, based on advisers retained.

Finance income/costs

Finance income remained in line with prior year at £2.9m (2023:

£2.8m) mainly from increased interest received of £1.8m on funds

held on deposit (2023: £1.5m) offset by the reduction in the unwind

of discounting on contingent consideration receivable balances of

£0.7m (2023: £1.0m).

Finance costs of £1.7m (2023: £1.7m) are related principally to the

unwinding of discount on lease liabilities of £0.5m (2023: £0.5m),

commitment and non-utilisation fees on the revolving credit facility

of £0.6m (2023: £0.7m), unwinding of discount on contingent

consideration payable of £0.1m (2023: £nil), fair value adjustment

to loans receivable of £0.3m (2023: £0.3m) and £0.2m for the

unwinding of discount on dilapidations provisions (2023: £0.1m).

Profit before tax

Profit before tax was £23.0m (2023: £4.9m). The year-on-year

movement is primarily due to the materially higher Group Underlying

Operating Profit in 2024, offset by net exceptional costs in 2024 of

£2.4m (2023: £4.4m).

Taxation

The tax charge of £5.2m (2023: credit of £3.2m) represents an

effective tax rate of 22.8% (2023: 65.2%), which is slightly lower than

the headline UK tax rate of 25.0% primarily because of a prior year

adjustment of £0.2m for overpayment relief claims. Deferred tax

assets and liabilities are measured at 25.0% (2023: 25.0%), the tax

rate that came into effect from 1 April 2023.

Discontinued operations

3

Discontinued operations loss of £0.4m (net of tax) in relation to an

increase in the restructuring and administrative costs associated with

the previously owned Estate Agency branch network (2023: loss of

£46.1m). The prior period reflects the discontinued operations in

Estate Agency Franchising which included exceptional restructuring

costs of £16.5m and write down of associated disposed goodwill

(£38.1m), offset in part by the exceptional gain on recognition of

intangible franchise agreements of £10.7m.

Earnings per share

4

2024 2023

Earnings per Share

(pence) Basic Diluted

Adjusted

basic

Adjusted

basic

diluted Basic Diluted

Adjusted

basic

Adjusted

basic

diluted

Continuing 17.3 17.1 – – 7.9 7.8 – –

Discontinued (0.4) (0.4) – – (44.7)  (44.4)  – –

Total operations 16.9 16.8 21.1 20.9 (36.9)  (36.6)  7.6 7.5

Financial and Divisional Reviews continued

Financial Review continued

Notes:

1  Refer to note 2 and 17 to the Financial Statements

2  Refer to note 9 to the Financial Statements

3   Based on continuing operations unless otherwise stated. Following the conversion of the entire owned Estate Agency network to franchisees in 2023, this was classified

as a discontinued operation and is now presented as such in the Financial Statements. Refer to note 6 to the Financial Statements

4  Refer to note 12 to the Financial Statements

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

17

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Goodwill - 31 December 2024: £16.9m

(31 December 2023: £16.9m)

The carrying value of Goodwill relates to previous acquisitions in

the Surveying & Valuation Division of £9.9m and Financial Services

Division of £7.0m.

Other intangible assets

1

- 31 December 2024: £29.9m

(31 December 2023: £21.5m)

Intangible relationship assets of £9.3m were recognised during the

period upon the purchase of TenetLime, with further additional

investments in Financial Services and Surveying of £2.1m. Total

amortisation of £3.0m was charged in the year (2023: £2.3m).

The carrying value of all franchise agreements was £10.9m at

31 December 2024 (31 December 2023: £11.7m), the acquired

relationship assets was £8.5m (2023: £nil) and software assets

of £3.6m (2023: £2.8m). Brand intangibles of £6.9m remained

unchanged during the year.

Property, plant and equipment (PPE) and right-of-use

assets (RoU assets)

2

-

31 December 2024: £6.4m

(31 December 2023: £6.9m)

Capital expenditure on owned PPE in the year amounted to £0.9m

(2023: £0.7m), primarily reflecting ongoing IT investment across all

divisions. Total depreciation of £1.2m was charged in the year (2023:

£1.7m).

Financial assets (total current and non-current) -

31 December 2024: £6.5m

(31 December 2023: £5.5m)

Contingent consideration receivable

31 December 2024: £5.8m (31 December 2023: £5.1m)

During H1 2023 the Group disposed of Group First, RSC and Embrace

B2C brokerage businesses to Pivotal Growth, with contingent

consideration receivable in the first half of 2025 based on 7x 2024

EBITDA performance. As at 31 December 2024, this asset is recorded

at £5.7m (31 December 2023: £4.8m).

The Group also has contingent consideration receivable in relation

to disposed lettings books, which are due to be fully repaid by

November 2025. As at 31 December 2024, this asset is recorded at

£0.1m (31 December 2023: £0.3m).

Equity instruments in unlisted companies

31 December 2024: £0.8m (31 December 2023: £0.4m)

There was no change in the fair value of units held in The Openwork

Partnership LLP of £0.4m at 31 December 2024 (31 December 2023:

£0.4m). The fair value has been reassessed as £0.4m at 31 December

2024, with our valuation based on an estimated strike price which

has been calculated using the strike price from most recently

executed trading windows.

The fair value of shares held in Twenty7tec Group Limited was

reassessed at 31 December 2024 as £0.4m (31 December 2023:

£nil). Part of the interest held in Twenty7tec was sold in H2 2024 for

consideration of £0.1m. Twenty7tec is a provider of technology to

mortgage advisers and lenders.

Loans to joint venture - 31 December 2024: £7.6m

(31 December 2023: £nil)

In December 2024, the Group provided funding of £7.6m to its joint

venture Pivotal Growth in the form of 10% unsecured loan notes.

The loan notes are redeemable in H1 2025 and no repayments were

made in 2024.

Investment in joint ventures - 31 December 2024: £11.6m

(31 December 2023: £9.4m)

Our 46.5% share of the Pivotal Growth joint venture is accounted for

using the equity method with the change in value resulting from our

equity investment in Pivotal Growth during the period (£2.2m), and

our share of profit after tax for the period (£6k loss).

Investment in sublease (total current and non-current) -

31 December 2024: £0.8m

(31 December 2023: £3.3m)

This reflects the situation whereby the Group is an intermediate

lessor, following the Estate Agency conversion to a wholly franchised

model. As part of the franchising transition, some of the leases held

by the Group in respect of the previously owned network have been

transferred to the franchisees, resulting in a reduction in both the

investment in sublease balance by £1.5m and a similar reduction in

IFRS 16 lease financial liabilities. The balancing movement reflects

payments made by franchisees during the period.

Group Balance Sheet Review

Notes:

1  Refer to note 2 and 17 to the Financial Statements

2  Refer to note 2 and 18 to the Financial Statements

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

18

Loans to franchisees and appointed representatives

(Network firms) - 31 December 2024: £1.8m

(31 December 2023: £2.1m)

Various sized working capital loan facility agreements are in place

with several franchisees of the Estate Agency Franchising Division

which have availability over a range of periods from 31 December

2024 to 31 December 2025, are repayable in full within 24 months

from the respective period end and bear fixed rate interest at 8.5%.

At 31 December 2024, £1.4m in principal loan amounts were drawn

down (31 December 2023: £0.8m).

Loans to FS appointed representatives are granted in certain

circumstances to support brokers upon joining the PRIMIS network

and were £0.5m as at 31 December 2024 (31 December 2023:

£1.3m).

Financial liabilities (total current and non-current) -

31 December 2024: £9.1m

(31 December 2023: £8.4m)

Contingent consideration liabilities -

31 December 2024: £3.3m

(31 December 2023: £0.07m)

Contingent consideration liabilities relate solely to the cost of

acquiring the intangible relationship assets in TenetLime in February

2024, with the consideration of £3.3m payable in H1 2025 adjusted

at 31 December 2024 for the latest update of retained advisers and

discounting.

IFRS 16 lease financial liabilities -

31 December 2024: £5.8m

(31 December 2023: £8.3m)

The movement in the period reflects payment of lease liabilities of

£3.4m and disposals on assignment to franchisees of £1.5m, offset

by new lease additions of £1.9m and unwinding of discounting of

£0.5m.

Provision for liabilities (total current and non-current) -

31 December 2024: £10.2m

(31 December 2023: £11.6m)

PI claim provisions of £2.3m (31 December 2023: £3.2m) include

the Surveying & Valuation PI provision of £1.9m (31 December

2023: £2.3m) and the Financial Services PI provision of £0.4m

(31 December 2023: £0.9m). The Group has recognised an asset of

£0.3m against received claims in other debtors at 31 December 2024

(31 December 2023: £0.6m).

Notes:

1  Refer to note 34 to the Financial Statements

Dilapidations and restructuring provisions relating to the Estate

Agency Franchising Division following the wholesale franchising in

2023, totalled £6.0m at 31 December 2024 (31 December 2023:

£7.8m). The movement in the year relates mainly to a release of

£1.5m in the dilapidations provision and £1.3m of payments made

relating to the restructuring provision.

A claims indemnity included in the sale agreement of LMS remains

unchanged at £0.6m at the period end (31 December 2023: £0.6m).

A provision of £1.2m has been recognised during the period

relating to one of the Group's former protection only appointed

representatives (2023: £nil).

Group Statement of Cash flows -

31 December 2024: Net Cash

1

£32.4m

(31 December 2023: Net Cash £35.0m)

Operating cashflows before movements in working capital were

£30.3m (2023: £14.9m) reflecting the higher underlying operating

profits generated in 2024. The business is highly cash generative and

ordinarily achieves a cash flow conversion rate

1

of 75% to 100%. The

ratio in 2024 was 114% reflecting the materially higher Underlying

Operating Profit, with a ratio of (2)% achieved in 2023.

Movements in working capital during the period were an inflow

of £2.7m (2023: outflow of £11.0m). The higher outflow in 2023

reflected the significant change in structure in the Group during that

year, especially in Estate Agency Franchising. The operating cycle

of working capital continues to settle following the completion of

significant restructuring and transformation programmes during

2023.

The movements in the year also included:

•  the initial consideration of £5.7m for the purchase of TenetLime

assets

•  a total of £9.8m investment into our joint venture Pivotal Growth

(£2.2m equity, £7.6m loan notes, 2023: £4.7m equity)

•  capital expenditure on PPE and intangibles of £3.0m (2023: £2.9m)

•  exceptional costs paid in relation to divisional restructure and

transformation programmes first executed in 2023 of £3.1m (2023:

£10.4m)

•  payment of the 2023 final and 2024 interim dividends of £11.8m

(2023: £11.7m) and the repurchase of shares under the share

buyback programme of £0.8m (2023: £nil)

•  corporation tax paid in 2024 of £1.8m as the Group returns to

more normalised taxable profits (2023: £nil)

Financial and Divisional Reviews continued

Group Balance Sheet Review continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

19

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Bank facilities

In January 2025, LSL agreed an amendment and restatement of our

banking facility, with an unchanged £60m committed revolving credit

facility, and a maturity date of January 2030, which replaced the

previous £60m facility due to mature in May 2026. The terms of the

facility have remained materially the same as the previous facility. The

facility is provided by the same syndicate members as before, namely

Barclays Bank UK plc, NatWest Bank plc and Santander UK plc.

In arranging the banking facility, the Board took the opportunity to

review the Group’s borrowing requirements, considering our strong

cash position, our strategy and the Group’s capital allocation policy.

To provide further flexibility to support growth, the facility retains a

£30m accordion, to be requested by LSL at any time, subject to bank

approval.

International Accounting Standards (IAS)

The Financial Statements for the period ended 31 December 2024

have been prepared in accordance with international accounting

standards in conformity with the requirements of the Companies Act

2006 and UK-adopted IAS.

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Overview

Surveying revenue increased significantly to £92.5m, an increase

of 36% on 2023 (£67.8m), reflecting both the 26% increase in jobs

performed and the 8% increase in income per job on the comparative

period. The increase in jobs performed resulted in the market share

of valuation instructions increasing to c.38% in 2024 (2023: c.37%).

Growth in D2C in recent years has continued in the period, with 2024

revenue of £6.8m representing a 87% increase on 2023.

Surveying Underlying Operating Profit increased materially to £20.2m

(2023: £5.4m), benefiting from the strong revenue growth and the

surveyor capacity retention and self-help cost measures taken in

2023.

The Group’s asset management business was transferred from Estate

Agency Franchising to Surveying & Valuation following changes in

management responsibilities from 1 January 2024. Management

deemed the Group’s asset management operations, including the

class of customer for its services, are more closely aligned to the

Surveying & Valuation Division.

1

Asset Management revenues grew by 31% to £5.3m in the year,

reflecting the moderately more active market. However, the market

still remains below long-run trend levels. The profit for the year was

£2.3m (2023: £1.3m).

Total Surveying & Valuation Division revenue of £97.8m in the year

was an increase of £26.0m compared to 2023 (£71.9m). Underlying

Operating Profit

2

increased materially to £22.5m (2023: £6.7m)

reflecting the benefit of the revenue increases in both the e.surv and

asset management businesses. On a statutory basis, operating profit

was £22.1m (2023: £3.4m).

Financial summary

Notes:

1  Refer to note 4 to the Financial Statements

2   Divisional Underlying Operating Profit and Divisional Underlying Operating Margin are stated on the same basis as Group (as set out in note 5 to the Financial

Statements)

3  Full-time equivalent (FTE)

Financial Summary 2024

2023

(Restated)

1

Var

P&L (£m)

B2B – Valuations 85.7 64.1 34%

Private Surveys 6.8 3.6 87%

Other including Asset Management 5.4 4.2 29%

Total Revenue 97.8 71.9 36%

Underlying Operating Profit

2

22.5 6.7 234%

Underlying Operating Margin

2

23.0% 9.4% 1,360bps

Operating profit  22.1 3.4 550%

KPIs

Jobs performed (000’s) 491 389 26%

Remote Valuations as % of total 22% 23% (160)bps

Jobs per average surveyor 1,040 782 33%

Income per job (£) 188 174 8%

Operational surveyors employed (FTE

3

) 469 472 (1)%

Market Share 38% 37% 80bps

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

20

Financial and Divisional Reviews continued

Surveying & Valuation Division

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)

Highlights

•  Surveying & Valuation performance was strong reflecting the

benefit of contract extensions with improved terms as well as

a recovery in market conditions from the significant reduction

experienced in 2023.

•  Surveying & Valuation revenue increased significantly to £97.8m,

an increase of 36% on 2023 (£71.9m), reflecting both the 26%

increase in jobs performed and the 8% increase in income per job

on the comparative period.

•  Mortgage approvals

4

were 21% above 2023, driven by higher

purchase approvals (up 31%) with remortgage and other approvals

8% higher.

•  We estimate that our market share of physical and remote

valuation instructions

4

was around 38% representing a small

increase over 2023 (c.37%).

•  Long-term contract extension with Lloyds Banking Group,

underpinning the Group’s leading market position. We also

secured a substantial improvement in terms and allocation with

another major lender.

•  Retained contracts with all lending customers with no loss in

allocations.

•  Underlying Operating Profit

5

increased to £22.5m (2023: £6.7m).

•  Good progress continues against strategic objectives to develop

new survey and valuation income from the end customer: B2C

revenue increased by 87% to £6.8m (2023: £3.6m), having grown

from £1.1m in 2020.

•  Substantial investment made throughout 2024, increasing in H2,

to support data and model development initiatives to diversify

future revenue streams and meet lender client needs.

•  On a statutory basis, operating profit was £22.1m (2023: £3.4m).

Notes:

4   Approvals for lending secured on dwellings, Bank of England – Table A5.4 (30 January 2025)

5   Divisional Underlying Operating Profit and Divisional Underlying Operating Margin are stated on the

same basis as Group (as set out in note 5 to the Financial Statements)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

21

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

22

Financial and Divisional Reviews continued

Financial Services Division

Overview

Our Financial Services Division is reported in two business lines:

our core Financial Services Network business comprising PRIMIS

and TMA mortgage club, and our share of profit after tax of Pivotal

Growth.

Total revenue was £48.4m (2023: £51.7m). After adjusting for

businesses disposed of during H1 2023, revenue was up 3%

1

. We

increased our share of the purchase and remortgage and of the

product transfer markets, with a record share of the purchase

and remortgage (11.8% up from 10.6%) and the product transfer

markets (6.9% up from 6.1%). After adjusting for disposals, Network

protection revenue was 4% lower than 2023.

Network Underlying Operating Profit

2

was £8.7m (2023: £7.4m),

which was marginally ahead of 2023 on an organic basis, in what

was a flat market, whilst also absorbing the cost of an extended

governance framework and restructuring costs.

Our share of losses after tax in our joint venture Pivotal Growth was

£0.0m (2023: loss of £0.4m). The trading EBITDA of Pivotal (before

transactional acquisition costs) was materially ahead of last year.

Exceptional costs of £2.4m were recognised primarily relating to the

exit of a large protection only firm (£1.9m) and costs associated with

the administration of the sellers of TenetLime (£0.5m).

Total Financial Services Division Underlying Operating Profit was

£8.7m (2023: £7.0m, £7.4m after adjusting for disposed businesses).

On a statutory basis, operating profit was £4.7m (2023: £5.0m).

The Financial Services Network business has a regulatory capital

requirement which represents 2.5% of its regulated revenues. The

regulatory capital requirement was £6.4m at 31 December 2024

(31 December 2023: £6.1m), with a surplus of £27.6m (31 December

2023: £24.7m).

Financial summary

2024 2023 Var

P&L (£m)

FS Network revenue 48.4 51.7 (6)%

FS Network Underlying Operating Profit 8.7 7.4 16%

FS Network Underlying Operating margin

2

17.9% 14.3% 350bps

Pivotal (share of JV PAT) (0.0) (0.4) 99%

Total FS Division Underlying Operating Profit

2

8.7 7.0 23%

Operating profit 4.7 5.0 (8)%

KPIs

Total AR firms 1,108 1,000 11%

Total advisers 2,736 2,661 3%

Mortgage Lending Market

3

(excl. PTs) (£bn) 242.0 225.5 7%

LSL Mortgage Lending

4

(£bn) 46.7 41.7 12%

LSL Purchase & Remortgage Lending (£bn) 28.5 23.9 19%

LSL Product Transfer Lending (£bn) 18.2 17.8 2%

Market Share (excl. PTs) 11.8% 10.6% 120bps

Notes:

1  FS Revenue of £48.4m in FY 2024, as compared to £47.0m in FY 2023 with statutory revenue of £51.7m less £4.7m revenue from businesses disposed in 2023

2 Divisional Underlying Operating Profit and Divisional Underlying Operating Margin are stated on the same basis as Group (as set out in note 5 to the Financial

Statements)

3  Mortgage lending excluding product transfers - new mortgage lending by purpose of loan, UK (BOE) – Table MM23 (February 2025)

4  LSL mortgage completion lending quoted includes product transfers

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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

23

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Highlights

•  Our Financial Services Network business increased its focus on its

core market, serving the needs of smaller, mortgage-led financial

services businesses, reflecting the strategic decision to reduce its

focus on larger, pure protection brokerages.

•  Successfully integrated 145 TenetLime firms with both profit

contribution and adviser retention in line with expectations.

•  Increased market share of the UK purchase and remortgage

market

5

of 11.8% (2023: 10.6%).

•  Total advisers increased by 75 to 2,736 as at 31 December 2024

(2023: 2,661) including 247 TenetLime advisers.

•  The number of advisers that sell both mortgages and protection

increased by 214 to 2,852. The number of protection only advisers

was reduced by 137, following the decision to exit some firms

whose business model was not in line with our risk appetite and

strategic focus.

•  LSL advisers continue to adapt effectively to changes in the

mortgage market, increasing product transfer mortgage lending

by 2%, resulting in a further increase in share of the product

transfer market to 6.9% (2023: 6.1%).

•  Financial Services Network business traded resiliently, reporting

Underlying Operating Profit

6

of £8.7m (2023: £7.4m).

•  The weighting of margin dilutive product transfers in the

refinancing market remained above the long-term average.

•  Network protection revenue remained broadly flat at £12.9m

after adjusting for disposals.

•  Total revenue of £48.4m was down 6% on the prior year as

reported (2023: £51.7m), reflecting the net impact of the disposal

of businesses in 2023 and the purchase of TenetLime in 2024.

•  The number of Network firms increased to 1,108 as at

31 December 2024 (2023: 1,000), including 145 TenetLime firms.

•  On a statutory basis, operating profit was £4.7m (2023: £5.0m).

Notes:

5   Mortgage lending excluding product transfers - new mortgage lending by purpose of loan,

UK (BOE) – Table MM23 (February 2025)

6     Divisional Underlying Operating Profit and Divisional Underlying Operating Margin are

stated on the same basis as Group (as set out in note 5 to the Financial Statements)

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

24

Overview

Estate Agency Franchising business revenue was £27.0m (2023:

£20.9m), with the increase primarily reflecting the wholesale

franchising of the Division only part way through H1 2023.

The Division continued to support the growth of its franchisees,

including the provision of loans to facilitate lettings acquisitions,

adding c.700 properties to the franchisee portfolios during 2024.

The average lettings income per managed property was up c.+2%

with total number of properties in line with the prior year

The Estate Agency Franchise business delivered a robust residential

sales performance, with the total number of exchange units 10%

above 2024 in a market which was 8% ahead

Underlying Operating Profit of £7.6m was delivered in 2024 (2023:

£4.3m) at a 28% operating margin (2023: 20%). On a statutory basis,

operating profit was £6.5m (2023: £3.0m).

Financial summary

Notes:

1  Refer to note 4 to the Financial Statements

2   Following the conversion of the entire owned estate agency network to franchises in H1 2023, this was classified as a discontinued operation and is now presented as

such in the Financial Statements. Refer to notes 2 and 6 to the Financial Statements

3   Divisional Underlying Operating Profit and Divisional Underlying Operating Margin are stated on the same basis as Group (as set out in note 5 to the Financial

Statements)

4   Number of residential property transaction completions with value £40,000 or above, HMRC (Jan 2025)

5  Excludes Marsh & Parsons disposed in January 2023

6  Territories quoted for 2023 is from the commencement of the wholly franchised Estate Agency business in May 2023

2024

2023

(Restated)

1

Var

P&L

2

(£m)

Continued operations 27.0 20.9 29%

Discontinued operations - 32.3 (100)%

Total revenue 27.0 53.2 (49)%

Continued operations 7.6 4.3 78%

Discontinued operations (0.4) (1.0) 100%

Underlying Operating Profit

3

7.2 3.3 129%

Underlying Operating Margin

3

26.4% 6.3% 2010bps

Operating profit from continuing operations 6.5 3.0 118%

Loss from discontinued operations (0.5) (45.3) 99%

Operating profit / (loss) from total operations 6.0 (42.3) 115%

Franchising Revenue 27.0 20.9 29%

Franchising Underlying Operating Profit 7.6 4.3 78%

Franchising Underlying Operating Margin 28.3% 20.6% 770bps

Franchise KPIs

HMRC Transactions (000’s)

4

1,101 1,019 8%

Exchange units

5

20,385 18,603 10%

Managed properties 37,462 37,502 -

Number of Territories

6

310 308 1%

Financial and Divisional Reviews continued

Estate Agency Franchising Division

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)

Notes:

7   Divisional Underlying Operating Profit and Divisional Underlying Operating Margin are stated on the

same basis as Group (as set out in note 5 to the Financial Statements)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

25

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Highlights

•  Continued to support the growth of franchisees, including the

first loans granted to support lettings book acquisitions, adding

c.700 properties to the franchisee lettings portfolios.

•  Benefits of new business model are reflected in a substantial

increase in Underlying Operating Profit

7

of £7.6m (2023: £4.3m

8

)

with an underlying operating margin of 28%.

•  Scope remains for further cost efficiency gains within Estate

Agency business as the operating model approaches target state.

•  The number of properties under franchisees management

remained stable at 37,462 (31 December 2023: 37,502).

•  On a statutory basis, operating profit was £6.5m (2023: £3.0m).

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

26

Colleagues

Communities and

the Environment

Shareholders

Customers

Suppliers

Regulators

Section 172 Statement and

Stakeholder Engagement

The Directors have a responsibility, in accordance with Section 172 of the Companies Act 2006 (Section 172), to act in a way in which they consider,

in good faith, is most likely to promote the success of the Company and its members as a whole. In doing so, the Board takes into account the

interests of our stakeholders when decisions are made, considering the impact of those decisions on both the Company as a whole and its

individual stakeholders. In order to understand our stakeholder groups, we have various engagement methods.

Mortgage and insurance advisers,

lenders, Estate Agency franchisees

Our Stakeholders

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

27

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Shareholders

Purpose Providing access to market-leading, growth orientated assets in the UK mortgage and

property market.

Why we engage The support of our Shareholders is crucial to our long-term success.

How we engage Members of the Board regularly meet with institutional Shareholders. The Executive

Directors will usually meet with such Shareholders and analysts after the release of our

full year and interim results or if a strategic initiative has been announced. We also offer

our major Shareholders the opportunity to meet with the Chair and other Non-Executive

Directors as required. Newly appointed Directors are offered the chance to meet with

significant Shareholders, particularly the Chair, Senior Independent Director and Executive

Directors, as part of their induction process. The Chairs of the various Board Committees are

also available to meet with major Shareholders to discuss relevant issues as appropriate.

Our AGM gives individual Shareholders the opportunity to engage with the Board, including

the Chairs of the Board and its Committees. The Board values the opportunity given by the

AGM to meet with Shareholders in person and hear their views. Separate resolutions are

proposed for each item of meeting business, with voting conducted by a poll. The Notice

of AGM is sent to Shareholders at least 20 working days ahead of the AGM. Email enquires

from Shareholders are also considered by the Executive Directors.

We publish a variety of information on our website (lslps.co.uk), including copies of

any Regulatory News Service announcements, our Financial Statements and our Living

Responsibly Report.

Any Shareholder wishing to engage with the Board should contact the Group Company

Secretary, whose details are included on page 174.

Board oversight The Board receives feedback on engagement with Shareholders from the Executive

Directors, the Chair, any other Non-Executive Director who has met with Shareholders and

our corporate advisers in order to consider Shareholder views when taking decisions.

2024 outcomes Members of the Board met with Investors following the departure of David Barral as Chair.

Darrell Evans and Adrian Collins met with a broad group of Shareholders following their

appointment as Interim Chair and Chair respectively. The Chair discussed, among other

things, Group strategy, governance arrangements and the rationale for a significant vote

against the re-election of Gaby Appleton at the 2024 AGM. As announced to the market on

13 December 2024, the Company believes that Gaby being in the role of SID while there

were governance concerns prompted this significant vote against. As explained further on

page 64, these issues have now been resolved.

The Chair, Group CEO and Group CFO had positive engagement with investors following the

announcement of David Stewart’s retirement, the appointment of Adam Castleton as Group

CEO Designate and the introduction of non-executive chairs for our Surveying & Valuation

Division and Estate Agency Franchising Division.

Stakeholder Engagement

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99dPqdT81wywcAAGrkm/+VusSL8GvM0ls1e+L/jU76jb6Cwq9//vsncud+spWDLyH/cud99szUD//fhT9JvPrL5Sf3+0nf/U+57vGVX6/zywUAoJqKioVfHfGZ2q2gd5e9PvjXr5NW380Pvtpz5G25cz+pn1v+6szFB591962PTkt8qnNmxuyxF/XstKffLwAA1bTBJ8aEX+Otvr0njjk7cXzu4s/7nDrmtvFTi0vq9Yedi0tKb3/ijUPP+Vte2cdQy3vqxlO0HwAA1efabMKvEbps1MCk1XfvM28eef4/8pd/1VB2JH/F6p/+cuz9k2Ymbb+Lj+/rdw0AgPCrP3zHr06r78rRgxLHR/123JR3Fja43SkuKb3+vldyZi8Ze81xcU9dflK/EMIdT87wSwcAoHIbXNuzTjjjV0cuT1Z9BYVfdz3+z1Pe+ajh7tersxZ3P/2vBSvXJLaf834AAFSpJITiUif9hF+jqb7T46svZ9aivqNvL1y1tqHvXeHqoiMve2D6e0uTtN9x2g8AgCqsKzYHwq/hG9xnv6TVN/LqcUXrNjSOfSxcXXTa759M1n6H9uy4h2MAAIBKrHc7aOHX0PXusve4P56atPrq+dU7a6q4pDRp+z114ynaDwCASvxP9wm/Bq3trjs9e/vZ20L1bWq/0X/4V9L2S2+Z5ngAACD5XyOFn/BruFJTUh78/chk1fdwo6y+yttv/O9OSE2JHBUAACS1wac9hV8Ddd25R2W13y12pKDw6zOufaQRV9+m9vv5nyfEXeezc2ab/xs90FEBAEBSPu0p/BqkwX32P/vYvnHVN+icuxrN1VwqV7R+w1GXj41rvzN+2vOw7u0cGwAAJPrWGT/h1+Ds3KpZ4gVdzr7+8a1y54b0ls22ymcsC1cXnXfLs3GDD/zmZ77sBwBAIt33Q9vOFGxxd//2hLiRm8dOeefDj6O66q/UlOjUn/bs1bntiIFdy0YKCte88f6yByfl5ubl19k8zJz36a2PvX75SYfGDl57xmGX3P68gwQAgFg+6in8GpjBffbP7tkhdiRn5qLbH8mpsw3olJnxyB9GZqQ3jx3MSG8+YkCXEQO6TJj64bV/f7FwdR2de7zr6Tf7ZLXtd+A+m0aG9ev8TE7ea7OXOFQAANhE9/3QotLSbW6SP/l8Ze+Tbq54Ssr9UdF4lGw8NSVl1uNXZKS3iH1d15/d9OWqtSGEKOE1yd8u2vQgChW8Wfk/N//r9KN7/eG8n4QQCgrX3PH49Jff/ui/X6zevsl2u7Ta8bjBB/xy1ICyVx10ym2FXxcl7F0UVbRV3z1MvvOx2x53WjOK0lumzbr/gtixFSu/6Xvu34s3HnhRkr2Pyq0hYWai+G2oYDM37Vf8vpVbf5LXx/8ril9buRVGURVri5LNcZRsyqKEd698X2LWFiXbtY1LJCwfJWzb5i0vv3BlL4/ijsL4iUry2ih2jmNGoiRHQi1MvnREkatBA0DDlBqFjKa+hvYDMrlb0iUjs+Oq7/w/PvllXX21L71ls7Lqu2/i271H3z52Um5+wariktKi9RvyC1aNeWx63zPvzFuyPIRw569G1NmcFK4u+t29r8SOtGm94wXH/sjRAgDAJv7PW+HXYKTt0OTK0wfHjsxd/Pmzr31YZxtww7lHhhCmzV587d9fLE729dj8glUn/faREEL/bu1GDOhSZxs2/sV385auiB257MRD05r6mDEAAAi/hua84w+NG7ngT/+qs7v2tc1oVXYplwv+/EwlixWuXnvRzRNCCCf8+MA6m5niktJL7/h33ODPj+7lmAEAAOHXkCSe7ntmypx5S5bX2QbstkuLEMLcJcurvHBL2YU9+3er01vqzf/4i4nT8mJHLjvBST8AABB+DUri6b4/3vdSXW5A24ydQggz5iyrcsn8glXfvaRVXW7hzY9Mixtx0g8AAIRfg5H0dF/+8q/qchu6d9wzhLBy9dp6O0v5K1ZPnO6kHwAACL+G6aSjesSN1PHpvhDC1JmLQgg/6rp31ZnatEnZD//9YnUdb2TiSb/jD+vq+AEAAOHXAIwa0jv2Yd2f7gshvLvgsxBC/+7tU1OquBXaPrvtFELIW7I86ZU/f1D5K1Y/W/6k30mDD3D8AACA8KvvOrXbNavDbrEjdzySU/ebUbh6bUHhmhDCRSf2q2Sx1JRo/B9OCSE8/8b8rTJdD/3n3diHnfdps2eblo4iAAAQfvXakH5ZsQ8LCr+uy4t5xrpizHMhhCtOHdgrq21F1fe7s3+c0bp5wco1f33i9a2ykTPnf7Zi5TexIz8bkOUoAgAA4Vd/paakjB7WJ3bkwWff3lobMyV34S0PvxZCmHDL6defc0TcZz7bZrR64fazzhzWJ4Qw8v8eqfvPeW4y7sVyJ/1GHXFQlR9PBQAAvg/XVPxe9tunTUZ6i3oSfiGEvz4+fUi/zlntdj1reJ+zhveZu2T5gmUrQghl93Yvc809k+ctWxGirdZa415877ITN9/9os1OO+67587zP/nC4QQAAMKvPor7nOfcRZ9/uaqWN1RI26HJPru13qNNq6mzFpWUlNRuJds3KfcLzWq3a1a7XeOW+WDR599nl1NTon332qVFs+1nL/isuFabWbi6KG/Zis77tNk08qOstsIPAACEXz310+wusQ/HPZ9b845KufYXRx5yUGZW+81XiLnloVdfeD1v3tIVNeqxi07sd8WpA+PGp81eHELo3739ppFnbh49YeqHf37otU13cq/m+rO7tx/Qvd2ZQzffdf3WR6f/580FtWi2x16ec/1Zm+98eHivDg9NftfhBAAAwq/eSduhSdz1PGe8t7Sm1Tf+j6Oye3Qoe5gza1HZz1ecdtgVpx12wU1PTXj1g+qsJ71Vs5fv/kVGevOyh/dNfPu5aXNnz/900xf5ohClpkZH9886/7i+ndvtOmJAlxEDukyY+uGltz5bzS/7jbn06OHZG09vFqxcE0LIaN388pP7XX5yv/snzbz+/ldqtONvzc2PfdjvwH3Smm5XtP5/DioAABB+9UvXDrvHjdToep6pKSnj/zQqu0eHgsKvH3wu98FJ7xSuWpuakjKgV4ffnDk4q/1ud131s5xZiwur+uxor6y2E/5yRtnPp/3u0amzFhWXhJDwDb7iktIJUz+cMPXDXp3bjh7aq6z9dm7V7NRrH6uy/Q7r2b6s+u6flPvYS3Pmf7wihNCr056n/aTH8OysM4f2vO+5d/JX1OB28Avzv4wbycrMmDn/MwcVAAD8EFzVs/b6f3emrswzU+bU6OXDBnYpO7836Bd33zZ+alngFZeUTHnno8PPuydn1qIQwl1X/ayq6turrPqmzV584El/mZK7sMqKy83Lv+jmCcf86qEQQv9u7V4Yc2Z6y2aVLJ/eMu3mC4eEEI69atz1974yf9nGD6Dmzvv04tsmXXzrcyGEe68+tkb7XlxSOn3OstiRQ7vu7YgCAADhV+/su/cusQ9fmlGzW6L/+Ef7hxByZi1Kek7vLw+/FkLI7tG+7a6tKkyyVs3Kqu++iW+PuuaRwtU1uK5Mbl5+Wft1brfrnVcOr2TJi084tOzWf7MXJDkj9+LbC0MInTMzhvfvXKPdf/K1cp9i7bBnuiMKAACEX71zzOCDYh++8+HHNXr5zjvtGEL4y8OvJn129rxPq1zD4388NYRQULjmhn+8WIv78uXm5f9lfE4IoX+3dof17FDhdrZqFkJ4+IXZSd+iaP2G6e8tDSFk7ta6Ru8+/+Nyl4QZdmgnRxQAAAi/+iVthybxCbTu2xqtoexznosSvu1WprikJGfW4hDCbju3TLpAr6y9strvGkIYdtn9tb4b+5jHppe13y0X/7Tyu6j/560FFT31xJT3QwhLP19Zo7de8dU3cSNu4w4AAMKvftm51Y5xI7W7g9/wAV2Th2XTJtk92ocQKvqo558uGBJC+L+7X6jRXRkS/fWJ1wtWrslo3fzofpV9VvPkww+q6KnzjvlRLd63cHVR3MhuO7dwXAEAgPCrRzpmZsQ+nFvzu6Lf/OCUEMLIIT2TPnvkIRs/+pg795PEZ9NbNSs73fdszoffc0eKS0p/f98rIYQTfnxg0gXKrsB55tBeaU2bJD7btk3LzpkZIYTV36yv6VvnLSt3o8L92u7suAIAAOFXj7RsvkPsw/nLCmq6hnv+9UYIIav9boN67xf3VFrTJheccGgI4ZaHXs1fnuSEXnb39iGEuYuXF9bqNGOcnNlLQgj9u7VL+mHLO598o+zGfScMPiBugdSU6KxhvUMIeUsLXp21uKbv+1H5O7+3bNbUcQUAAMKv/qrpJT1DCEXrNpSd9Bt346h3H/vlGcP6tN11p95d9rrrqp8tfPa3We13Kyhcc8ej05K+9sQjuoUQxv9n1hbZ+MLVa8vSrnvHPRKfLS4pHXnd4yGE359z+Jv3nX/JCYe0bdOy495trj1r8OKnrjxzaM8Qwtl/eroW7ztzgRv3AQBAXXAD91o6/OCO338lT7703pWjB4UQMtJb3HjhkBsvHBL77EOT3kl61Za0pk3Kzvi9XPEFV2pq/rIVGa2bX3Zy/9OuezzxTecvWzExZ+7w7KyM1s0vP6X/5af0j3124rS5Nbp7+yZfrVkX+zBzt50cVwAAIPwalbQdmlx95uBKFjhtaO9999pl4SdfLPmssGyk3R4777vXLvvv06bs4c2XHl3tj3pGoeJLZu7cqln/bu1CCP27tXvrgQtnzFlWtvDL7yyat2xFCOGog/cfnp1V0cv7dt17eP/OE6flfc8J2SK38ls47mKH1jZrwaDfmQQAaLh2n3KDSRB+jc2gPvvd+svhGekbr2OZM2vR45PfLft5p5ZpR/btmN2jQ0Z68xGHHVDJSsrO+21ZGa2bDx/Qpezn4dld4p7NW1ow44OPc2YvabnjDt32371v1707Z2ZktG5+x2VHnzDogItue27l1+u27sTuO+qOEEWxwbvxn6iCBo5iHkcxf8T+K4pfW7kVln+7JGuLHYjing0hKrdp8e9e+b7ErC1Ktmsbl0hYPkrYts1bXn7hyl5efl+ihIlK8toodo5jRsrveK1Nnnx9UXGp/7wAAAi/euGG839y9jEHhxDmLv58/PMzH3txdtG6/8X+fX3ss2+33XWntx66dNPYfRPemjUvP8RHRXyjVCRKPOMXVfGCnZqnHfGj/ft3yywbmJgz99Ixk0rKPgUahRDCxGlzQ4hSU6JRR3W74eeH9zsoc/bYi37220dmVuPW8wAAgPBrePKXf1XNJY8ZdEBZ9eXMWnTSrx8qd5ap/ApzZi3O7tE+Z9bik3/zcEgWfBWHX3zmVR1+CWfFQggPPj8rvWXauw9fEkJ4OXdhcUlpYiwWl5Q++MLsNz/8ZNy1J2S0bv63K4YddfnYxHv0AQAAW5Grem4ZbXfdqZqL3XX18WXVN/LqcZUvXHYD938+PWMr7lfh6qJp7y6tcrH5H3+Rff4/p7+3NKN18zsuHep4AAAA4bftGnvDKZuqr7ikpDovWfDxiq27zU+8MieE0H3/PSpfrGj9hrNveiaE0O+gzOH9O/tdAwCA8NsWpbdqltV+txDCGdc+Ws3qqz92btmsymWK1m+4ZMykEMK5I/r4dQMAgPBr8N758OOavmT4wANCCPc+M6No3YbGOi0vvr0whNA5MyO9ZVpNX/vKzMWOKwAAEH71yFdfl7t+SY/Obat8ycghPUMIz039sBFPS9H6DdPfWxpCGHpopyoXHtyjvQMJAACEX4Ox8047VrlM2ec8F+V/UZcblta0SR1PxZOvfhBC6NlxT0cFAAAIv4Ytb/Hy2IfHDDqw8uVTUzZOdeGqtXWzhZ32aXP9OUd89PSvZz186elDe9VZAeavWF3NJYf1K3cNmJkLPnNcAQCA8KtHVhR+XVHaJbV7m5ZlP6S3alad9VdzsYqcPrTXy3f/4qzhfUIIGenNf3/ekQue+tX3ab++B+xdza/tHXrA3tVZLK1p/D0kG/FXHwEAYOtyA/da+jLhxN3ubVpW5zbuH/zrqmemzNn8ONkN3KMQDjkos2zOffUAACAASURBVNbblpoSXXxivxDCLeOmPvTvme33TP/lyAH9u7c78fCDxk7Krd06M1o3f/H2M2e8n+ySNjHbvnPLZv0Oygwh7L/XzlWUbcJlQgu/dtt3AAAQfvXM3EWfZ3XYbdPDjvtkVBJ+/12xeu7iz8u+5lfl50K/p+6d9sxIbz53yfIxj04LIRSuXnvDP1966e5zLjrx0FqHX1n7Dc/OqubCL7y5oPIF9mtbrgynz1nmiAIAAOFX78xfujw2/Ab23veVtyusneKSkhN+NXZAzw4hhLjze/EjUQghXHvOERnpLWq3Yf0OahdCWLBs853fC1Z+U1ZuaU2bFK2v5Scqp7239MlX3k/yROy2R1EIYfU3616dtaTytWWXP6X50adfOqIAAED41TtPvfzeMYMP2vRw2MCu19z1fCXLF65a+8yU95NmXtxIFELOrEXvP/Gr2m3Y359+84pTB4wY2PWmB1/NL1gVQrjkpENDCPc/+3atqy9vacFp1z9RUlJafmOjpOFXHUMP6Rj7MOc9Z/wAAED41T/vzsuPfZiR3mLnVs2+3EIX7fw+F/8sWr/hvolvnzW8z5sPXDRt9uKdd9oxq92uIYR/Tni71utc8PEXxSWl0RaauvSWaW3K3wBjzsLPHVEAAPADcVXP2vty1dqC8tf27NaxbT3Zttsfm37LuKkhhP7d22e127WgcM1FN08oO/tXHxwY8xHZEMKKr75xZRcAAPjhOOP3vTz72gdnH9t308PKv+ZXlwpXrx3z6LS/P/3miYcf9MGiz2fmfRqiejRv2d0yYx9OmjHfsQQAAD8cZ/y+l9fe+Sj24dnH9q38bn51rGj9hrGTcnPz8uvVpKU13e6MIT1iR3zBDwAAhF/99cZ78deuHNhrX9NSuR9l7RU38tbcT0wLAAAIv3qqaN2GnJkLY0fOOe4Q01K5s4b2jH04fc6yovX/My0AACD86q9bHpwS+zC7Z4edWzUzLRVJb5nW78B9YkfGPDnDtAAAgPCr12YlfINu9LA+pqUio444KG7k3Y/+a1oAAED41WvFJSX3Pl3unNWVpw+uV5d4qT/Smja57MRDY0due+KN4rKbwgMAAMKvPvv7v16PGxk2sKtpSXT8YfHT8tTUuaYFAACEXwOQv/yrnJmLYkeuO/eo73nSr56cM0xNiU4YfOCWWtWFxx4cO/Ls9LxPV6x2/AAAwA/NDdy3jFsenJLds8OmhxnpLYYN7PrMlDm1XuHRA7qU/XDzpcMmz5j31ddFIYSw6S7s5f6MYkeSikIUv0BUxQvK/jhh8IH9u2WGEIZnZ/3qrv+sW7+h1ns09JCOGa13jB15aPK7jhwAABB+DcY7H348d9HnWR122zRy3blH/eeNvKJ1tblRQWpKyrXnHFH2c3aP9tk92teHffz1qdnX3/tK7V6b1rTJ7ZcOjR3JW7Zi5vzPqghWAABA+NUrV93+3LN3/HzTw4z0Fr858/Br7n6hFqu641fHZKS3CCHkzFr8+IuzY56p6zN+IYTM3VsPOaRj58yMM4f2+vf0ebnzPq3FHt107hFxI9fc+7JjBgAAhF8Dk3jS7+xj+45/Yea8JQU1Wk9a0yYjDjsghHDLQ6/eNj6nfNRVM/ziM6/q8IvKD0Xl/rjzX288f+sZnTMzThvSoxbh13HvXYb37xw7Mn3OspnzP3PMAABA3XBxly1p9DXj40buuvq4ml6mpei779Gt3Pi9vnqh1nelT02Jxlz807jBq+550dECAAB1xhm/LSl/+Vc3j33lytMHbxrJar/baUf3fmDiWzVaT86sRdk9Otx4wZAQwlfl8m8rfNQzhHDCjw/MaN08hPDM1A9rOicXHHtw58w2sSO3Pf76pytW+3IfAAAIv4bq9vE5o4f1KfuGXpk/XvTTGXOW1OgDnxfc9NQr95yXkd6irP3qifsn5b46c3GNXtKz4x6Xn1Tuju0rVn5z19NvOU4AAED4NWDFJSWX3zxh3J9OjR18/M+jDz5tTPXvhVC4au0hp9/R98DMg/bfY9+9dol5Jv6MX7VF1XlJRd/xy52X/9z0vMLV62r0tukt0/52xfC4wV/9bXJxSanjBAAAhF/D9srbC56ZMueYQZvve56R3mLs9aecdNWD1V9J0foNU95ZOOWdhUmDrI4v7hL/sBpSU6I7Lh0ad+O+idPzXpu9xBECAAB1zMVdfhAX3fRUQeHXsSPZPTtcNmrgtjMDF/zs4H4HZcaOFKz85vK/Pu/YAAAA4ddIFJeU/PSif8QNXjl60DbSfhcf3/fyk/rFDR77m/E+5AkAAMKvUclf/tX5f3wysf0G9dmvce/48P6dE6vvkjGT8lesdlQAAIDwa2yemTLn3qdnxA2Ou/HU3l32aqy73LPTnrdfOjRu8IF/z5w4fZ7jAQAAhF/jdN09k3NmLoobnDjm7EZ53u+wHu2fuvGUuMHpc5b94cHXHAkAACD8Gq3ikpJTrn44sf3G3TjqslEDGtOeXnL8IWP/77jE6hv9h3/5ah8AAAi/baL94i7yGTZe66WRtN8lxx9y+cnx3+srWLlG9QEAgPDbhtpv0M/vStp+j910WtoOTRrurqU1bTL+2hOSVt9Rl49VfQAAIPy2IV+uWtt39JicWfGf+czu0WHG2Es6ZWY0xJ3quPcuOX/7edz9+kII099b2vecewpXF/m9AwCA8Nu2FK3bMPLqhxPbLyO9xZR/nH/GsD4Na3dGD+nx4u1nZrRunlh9PuEJAADCb9tVXFIy8uqHn5kyJ/GpGy8c8thNp7bddaf6vxdt27Qcf92JN/z88MSnHvj3TNUHAADCT/uVXPCnp357578Tn8ru0eHthy+9bOSA1JR6+ntJTYkuOeGQ1/9xXuLHO0MIv/vnS9ffP0X1AQCA8COEEB6Y+Pagc5Jc7iWEcOVph+WOv2xQ73p3o7/DerZ/877zLz+lf+JTBSvXHHHp/Q++MNtvFgAAhB+bzVtS0Hf07Ylf+QshZKS3ePgPI1/627kjDuuamhJt3e1MTYmGZ2flPnDhg9ccn/iNvhDC9PeWZp//z/kff+F3CgAA9VNUWrrNfTDvk89X9j7p5oqnpNwfFY1HlS8fJfsp2WCIwjGHHXDX1cdVtDkFhWuu/8fk53I+LC4p3fzCcn9GCe8fJWxO/Ejs1nz38vgNTE1JGdqv8zVnDkraeyGEgpVr/vDAqxOn58WsNar8XaL4XYgS5qP8pkZRwm5F8TMcv8oobr/i9y2q7iZFcctHyd4kiqpYW5RsjqNkUxYlvHvl+xKztijZrm1cImH5KGHbNm95+YUre3kUdxTGT1SS10axcxwzEiU9jGts8qUjiop90hgAGqrdd3BSSvg16vALIaTtsP0tlw075rADKtns+ya89ch/Zs9bWlAH4der855D+3U+8+jelWzPxJy5v757ctH6DeX2RvgJP+EHAAg/4Sf8koZf2R+dMjPuvOrYrPa7VbLxBYVrHpqU+8KMeR99vKK4pHQLhl9qSsp+e+1y1MH7nzqkR0Wn+MrkLS245LZJ8z9ekSTbhJ/wE34AgPATfsKvkvALIaSmpAwb2OXac47ISG9R5Y7kzF784oz5L7/10X+/WF1c7vdY3fBLTYn222uXg7vufcTB+/fv1q7Kdyz7bOek1/O+u3Sn8BN+wg8AEH7CT/jVMPw2/VW4V9Zef7poaFb7Xau/XxNe+2DhJ18s/e/KEEJuXn5icDVP275TZkYIoXvHPdJb7ThiQJfqrzxvacFv73lx5rxPk+yd8BN+wg8AEH7123amoH7KnfvJ4efd0ytrr1+eOjC7R/vqvGTEwK4/xJZMe3fpbY9Ny533aULGAQAAwo8tkX8nX/1w2g5NTjyi28if9KzRCcDvKW9pwSOT333ilffjLt8CAAAIP7a8ovUbxj73ztjn3mm7604/7rP/kX07VvMcYC1Me3fJi2999EruwvyCVUHwAQCA8KOO5S9fVVaAqalR905t+3drN+TQzt//NGDekuXPvzF/+pyl787/bONVWxQfAAAIP7au4pLS3Lmf5M79ZMwjOSFE6a2aZaQ375SZkbl763332qVsmUMOzMxI33xXhoKVa96Ys6zs50WffLH0869y8/LXrttQuHrtd6XnK3wAACD8qK8KV60tXL12473dyzKupvfxAwAAGi+XTAUAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAwA9tO1NAY7Jw3MUmYZu1YNDvTAIANFy7T7nBJAg/qJZ9R90Romjz4+i7f6KYoZjnQxTzOIr5I/ZfUfzayq2w/NslWVvsQBT3bAhRuU2Lf/fK9yVmbVGyXdu4RMLyUcK2bd7y8gtX9vLy+xIlTFSS10axcxwzUn7Ha23y5OuLikv9rwAAIJGPegIAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAws8UAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAID/397dhWZVxwEcf35uS6esZOZ0lYJuWq7aSFFLyHQLuultWTelZpFBRRq+QQqC0gsWEUVEBEaBZAQh2EUsyq66KRKpIDCvii6Kkt5I07Z1kbrznOdse3xvfz8fmOM5z3nOy+88E7+cbQo/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwMwIAAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAzoRaIyAlB3asMoQL1v7OzYYAACNX856thiD8oCqtS18uRQw8juMfkVmUeb4UmceR+ZT9I/JbK9tg+e4KtpZdELlnS6UoO7T83oc+l8zWoujUjq1RsX5UHNvAkZevPNTLy88lKgZV8NrIzjizpPzET1lPz5ZDvf2+CgAAKvlWTwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+BkBAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAADOk1ojICUHdqwyhAvW/s7NhgAAI1fznq2GIPygKq1LXy5FDDyO4x+RWZR5vhSZx5H5lP0j8lsr22D57gq2ll0QuWdLpSg7tPzehz6XzNai6NSOrVGxflQc28CRl6881MvLzyUqBlXw2sjOOLOk/MRPWU/PlkO9/b4KAAAq+VZPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+A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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

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Section 172 Statement and

Stakeholder Engagement continued

Colleagues

Purpose Delivering an improving colleague experience through an increasingly diverse, inclusive

culture which puts colleague feedback at its heart.

Why we engage Our colleagues are critical to our desired culture and values and we recognise the

importance of ensuring our workforce is engaged, motivated and working in a safe

environment. We are committed to being a better place to work.

How we engage We engage with our colleagues via a number of channels, as summarised below:

•  Colleague surveys.

•   Our Group colleague forums, which include our Colleague Engagement Forum, the

Inclusion & Diversity Forum and the Communities Forum, and divisional colleague forums.

•  A Senior Management conference is held annually, with updates from the Group CEO,

Group CFO and the Divisional Managing Directors, alongside other topics of interest.

•  Webinars with Q&A sessions with the Group CEO and Group CFO.

•  Emails from the Group CEO and Divisional Managing Directors on business performance.

•  A regular newsletter which includes a round-up of news, interviews, celebrations and

updates from across the Group to which all colleagues are invited to contribute.

•  An annual “Speak Up” week where colleagues are encouraged to raise serious concerns in

confidence which operates alongside our Whistleblowing Policy.

•  Our Group intranet, The Hive.

We operate all-employee share schemes to provide a way for colleagues to acquire shares in

LSL which aligns their interests with our Shareholders.

Board oversight The results of colleague surveys are shared in detail with the Executive Committee, Divisional

Management Teams, our colleague forums and the Board. The colleague engagement

forums report regularly to the Group CEO and the Living Responsibility Steering Committee,

which report up to the Board and its Committees via our Group CPO.

Darrell Evans is our designated Non-Executive Director for workforce engagement

1

(Workforce NED). He regularly meets with the Colleague Engagement Forum and contributes

to Board discussions on colleague views. This is supplemented by reports to the Board

and Nominations Committee from our Group CPO on various metrics which demonstrate

patterns in our workforce.

2024 outcomes The 2024 colleague survey received an 84% response rate (2023: 77%), with an engagement

score of 73% (2023: 73%) and belief in action by management of 46% (2023: 41%). We are

delighted to have moved up 5 percentage points for our belief in management score against

the previous survey. Maintaining feedback loops at all levels is essential for sustaining this

trust.

Voluntary colleague turnover has reduced from 18.2% to 13.5% in 2024, with recruitment

growth outweighing voluntary attrition.

We were delighted to be awarded HR Team of the Year at the 2024 Business Awards UK.

More information on our colleague engagement initiatives and forums and the work done

in 2024 to improve colleagues’ health and wellbeing, pay and benefits is included in our

Sustainability Report on pages 41 to 47 together with details on our policy in relation to

human trafficking and modern slavery.

Notes:

1   Darrell Evans was appointed as Interim Chair from 5 March to 29 April 2024 and Gaby Appleton stepped into the role of Workforce NED during this period but did not

meet with the Colleague Engagement Forum

Stakeholder Engagement continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

29

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Customers

Purpose Mortgage and insurance advisers: Providing technology, compliance, marketing and

business development services to help our customers grow their businesses through

delivering excellent customer service and ensuring good customer outcomes.

Lenders: Providing access to a national network of highly-skilled chartered surveyors and

using our market-leading knowledge of property risk to help customers make safe lending

decisions and deliver excellent customer service.

Estate Agency franchisees: Providing technology and business development services to help

customers safely grow their business and deliver good customer service.

Consumers: Providing direct-to-consumer surveys through our Surveying & Valuation

Division to help buyers gain insight and reassurance about their home purchase.

Why we engage Delivering high quality, consistent and continually evolving products and services is

important for customer satisfaction and retention, especially in the Financial Services

Network and Surveying & Valuation Division where we operate in a competitive market.

Our predominantly B2B service model means that, by delivering high quality services to our

customers, we also support the delivery of their services to their customers which in turn

generates revenue for the Group.

How we engage All Group businesses seek regular feedback from customers, which informs our decision

making and the development of our products and services. The Group’s key customers are:

Financial Services Network: mortgage and protection brokers, which are appointed

representatives and FCA authorised firms and their customers.

Surveying & Valuation: lenders for valuations and property data services and consumers for

private home condition surveys.

Estate Agency Franchising: franchisees.

Each division has arrangements in place to manage customer relations, which include:

•  Obtaining customer feedback through relationship management meetings, product and

service engagement meetings and other divisional specific engagement arrangements and

councils.

•  Attendance at events and conferences.

•  Formal questionnaires.

•  Mystery shopping exercises and focus groups.

•   Our Surveying & Valuation Division uses Trustpilot to gather feedback from consumers for

home surveys.

Board oversight Each division monitors KPIs and management information relating to its customer service,

including complaints information, adherence to agreed service levels for corporate clients

and Trustpilot scores where applicable. As part of regular and special business presentations

from each Division during the year, the Board receives reports on customer feedback and

results of consumer surveys.

Continued...

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

30

Customers

continued

2024 outcomes

Our Financial Services Division received the award for Best Network at both

the Mortgage Strategy Awards and the Financial Reporter Awards and the Best

Mortgage Club at the Mortgage Introducer Awards alongside various individual

colleagues receiving specific recognition in their fields. The Division has

undertaken a number of initiatives designed to improve the customer outcome,

including:

•  Improving technology with the introduction of a CRM in partnership with

Mortgage Brain and new telephony capability.

•  Reviewing compliance procedures to make it easier for our brokers to do

business and grow.

•  Invested in the sales and distribution teams alongside providing a package of

pre-approved marketing materials for brokers to use with their customers.

We have listened to feedback from our mortgage and protection brokers

regarding their expectations in relation to the technology we use and the Board

has approved significant investment into technology in the Financial Services

Division. More information on this Board decision is included on page 33.

Various brands within the Estate Agency Franchising Division won places in the

prestigious “Best Estate Agency Guide”, which is a guide highlighting the best

estate and lettings agents across the UK.

Our Surveying & Valuation Division successfully renewed four of its largest lender

contracts in 2024, including agreeing a new long-term contract with Lloyds

Banking Group. The Division has an excellent rating of 4.8 on Trustpilot for our

private home consumer surveys and a highly rated net promotor score of 58

1

from our lender clients for our valuation services.

Section 172 Statement and

Stakeholder Engagement continued

Notes:

1  Source: discussion with e.surv’s top 10 lending relationships

Stakeholder Engagement continued

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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

31

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Suppliers

Why we engage The performance of our key suppliers is important to our success. We expect them to

operate with an appropriate level of integrity and within applicable laws and regulations,

including the Modern Slavery Act 2015.

How we engage Key suppliers are managed through supplier management protocols, which include

reviews of contractual performance and other KPIs. Suppliers within e.surv are managed

via procurement and supplier policies which include commitments to ensure that our

purchasing and contracting activities are aligned with our values. These policies include a risk

rating process for suppliers by reference to their level of access to our data and systems and

the monitoring of suppliers’ performance and ongoing financial security.

More information on our payment practices to suppliers is included in our Sustainability

Report on page 47.

Board oversight The Board relies on Senior Management to manage the relationship with suppliers on a

day-to-day basis. Any significant new relationships are approved by the Board. Any concerns

about significant suppliers are escalated to the Board. Key supplier arrangements are

discussed as part of regular Divisional reporting to the Board.

2024 outcomes In our 2023 Section 172 Statement we reported that we would look to establish a Group-

wide supplier code as part of a supplier management framework which would encompass

the good practices already established within e.surv. This has not progressed as planned in

2024 and will be a focus for 2025.

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

32

Communities

and the

Environment

Why we engage We want to have a positive and lasting impact on the communities we work in and reduce

our impact on the environment.

How we engage Our Living Responsibly Steering Committee (SteerCo) is responsible for considering our

impact on our local communities, charitable considerations and the environment. Our

Sustainability Report on pages 41 to 47 and our separate Living Responsibly Report available

on our website (lslps.co.uk) provides more information on the work of the SteerCo.

Our Surveying & Valuation Division undertakes various sustainability initiatives in conjunction

with our lender clients in order to ensure compliance with contractual commitments and

mitigate against the risk of not achieving agreed supplier standards.

The Financial Services Network participates in the Mortgage Climate Action Group, which is

an industry-wide group focusing on education and collaboration in the Net Zero economy.

Board oversight The Board receives annual updates on the Group’s Sustainability Report and Living

Responsibly strategy and the initiatives undertaken by management.

2024 outcomes Our colleagues have been involved in various charitable initiatives during the year, as

detailed in the Living Responsibly Report.

We have continued to evolve our reporting on the Task Force on Climate-related Financial

Disclosures requirements which appear on pages 49 to 59.

Regulators

Why we engage Engaging with our regulators enables us to ensure we are compliant with regulations and

adapt our processes as changes to best practice operations are identified.

How we engage We seek to ensure that our interactions with the regulators of our various businesses (which

include the UKLA, HMRC, FRC, FCA, RICS, TPO and NTSEAT) are open and co-operative.

We ensure that we respond appropriately to any requests for information or guidance

received from our regulators.

Board oversight The Board and/or ARC receive regular updates from management on the Divisions’

compliance with their regulatory obligations and, in particular, any correspondence and

engagement on material matters with the FCA is notified to the Board.

2024 outcomes During the year our regulated subsidiaries have responded to a number of regulatory

consultations and guidance, and reviewed their operations where appropriate in response,

including:

•   Responding to the FCA product oversight and governance thematic review.

•   Preparing data to respond to an FCA market study into the provision of premium finance

for home and motor insurance.

•   Participating in phase 2 of the FCA’s review of quality of mortgage advice study.

Section 172 Statement and

Stakeholder Engagement continued

Stakeholder Engagement continued

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)

Capital

allocation

policy

In response to Shareholder feedback, the Board decided to update its capital allocation

policy. This included the decision to appoint our broker to manage a non-discretionary

share buyback programme to repurchase ordinary shares up to a maximum consideration

of £7m in the 12 months ending 30 April 2025 on the terms as announced on 30 April

2024 in order to return excess capital to Shareholders, which instruction has been

extended until the 2025 AGM.

Financial

Services

CRM

The Board has supported considerable investment into the technology used by the

Financial Services Division via the procurement and implementation of enhanced

technology solutions provided to PRIMIS advisers. This will provide a foundation to provide

a modern technology solution for our customers and drive efficiency for our business.

Audit tender The Group’s current auditor, Ernst & Young LLP, was nearing its maximum term limit and

so a comprehensive formal tender process, overseen by the ARC, was conducted. In

accordance with a proposal from the ARC, the Board is recommending to Shareholders

that Grant Thornton UK LLP be appointed as the Group’s auditor for the year ending

December 2025.

Risk Having considered the risk environment in which the Group operates, the Board decided

to appoint a Group Chief Risk Officer (CRO) to provide input into the ARC on the risk and

control environment across the Group. The Divisional risk structure that has been in place

for a number of years will continue, with the Group CRO providing support and guidance to

those functions alongside providing relevant information to the ARC and Board to assist it

setting its risk appetite and the Group Risk Framework. This is an important step forward,

especially considering the risk on our business from the regulatory horizon and scrutiny of

financial services products.

Relocation

of registered

office

With the lease on our registered office in Newcastle due to expire, consideration was

given to refurbishing and staying at Newcastle House or seeking alternate office space.

Both the cost impact, environmental considerations and the needs of our colleagues were

considered and it was agreed to move to a new registered office with an EPC rating of A+

during 2025.

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

33

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Board decisions

Our Board is diverse in terms of skills, knowledge and experience which assists it in making informed decisions promoting the long-term success

of the Company whilst considering the needs of our stakeholders. More information on the Board is included on in the Directors’ biographies on

pages 60 and 61  and in our Corporate Governance Report and Nominations Committee Reports on pages 64 to 76.

The Board sets the Group strategy, values and culture which ensure that stakeholder considerations are considered when decisions are being made

across the business.

The key matters, and their impact on the Group’s stakeholders’ interests, considered by the Board and/or management during the year are set out

below. In making these decisions, the following Section 172 considerations were considered:

•  The likely consequences of any decisions in the long-term.

•  The interests of the Company’s employees.

•   The need to foster the Company’s business relationships with suppliers, customers and others.

•   The impact of the Company’s operations on the community and the environment.

•   The desirability of the Company maintaining a reputation for high standards of business conduct.

•  The need to act fairly as between members of the Company.

Further information on how these factors are considered is included in the Group’s Business Model and Strategy (pages 4 to 7), Risk Management

(pages 34 to 38) and Sustainability Report (pages 41 to 47), the Corporate Governance Report (pages 64 to 71) and our separate 2024 Living

Responsibly Report which is available on our website at lslps.co.uk.

The principal decisions during the year were:

Section 172 Statement

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

34

Risk Management

Our risk framework

Effective risk management is critical to delivering our purpose. We

adopt a prudent approach to risk management, taking only those

risks which support our strategy and managing them via a Board

approved risk framework and governance structure.

Our risk management processes ensure we appropriately manage

the risks that arise from our activities by:

•  A rigorous assessment of our principal risks and uncertainties,

including those that would threaten our business model or future

performance, or increase the potential for customer harm.

•  Robust decision-making, ensuring we take the right risks in a

considered way that supports the strategy and maintains our

reputation for high standards of business conduct.

•  Ensuring the risks we take are understood, controlled and

managed appropriately.

We have adopted a ’three lines of defence’ approach to risk

management:

•  First line - line management are accountable for day-to-day

operations and have responsibility for the management and

ownership of risks and controls within their business units.

•  Second line - risk and compliance teams are responsible for

the oversight and challenge of the first line in its day-to-day

management, control, monitoring, and reporting of risks. Our

risk and compliance teams are independent of the management

personnel responsible for originating risk exposures.

•  Third line - Internal Audit provides independent assurance to the

Board, Audit & Risk Committee and Senior Management over the

effectiveness of our risk management control and governance

processes.

As a regulated business, the Financial Services Division has a formal

governance framework. This includes an independent board, a board

compliance & audit committee and a board risk & customer outcomes

committee. The board comprises three independent non-executive

directors (iNEDs), one non-executive director (NED) and two executive

directors. The board is chaired by an iNED, with separate iNEDs

chairing each of the board committees.

In July 2024, we created a new role and appointed a Group Chief

Risk Officer (CRO) to further enhance risk oversight and foster a

consistent approach to risk management across the Group. This

includes investment in additional risk resource at a Group level and

also procurement of a governance risk & compliance (GRC) system

(Protecht) for roll out across the Group in 2025.

Each of our Divisions have risk management arrangements, systems

and controls which feed into the Group’s overall arrangements.

Divisional risk officers and risk committees oversee Divisional risk

management frameworks, which involve the use of risk metrics,

policies, risk control assessments, risk treatment plans and tracking of

emerging risks.

The Audit & Risk Committee oversees Divisional risk management

arrangements which includes Divisional top and emerging risks and

progress against various risk initiatives. The Committee also regularly

reviews the Group’s principal risks and uncertainties, including

confirming the effectiveness of risk management and internal control

systems, and considers emerging risks and the outputs of our stress

testing routines.

The Data & Information Security Committee provides oversight of

data protection and information security arrangements (including the

risk profile and control environment) across the Group by providing

review, challenge and recommendations on current and proposed

arrangements, including the policies which are included within the

Group's data and information security framework.

The Group scrutinises and challenges Divisional risk management

activities via the Group CRO's oversight, regular Internal Audit cycle

and through risk-based governance forums, attended by senior Group

and Divisional representatives.

Group Risk Governance Structure

Board

Audit & Risk Committee

Data & Information Security Committee

First Line Second Line Third Line

Divisional Risk Committees & Forums Group Chief Risk Officer

Internal Audit

Divisional Executive Risk Owners Divisional Risk Directors

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

35

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Principal risks and uncertainties

The Board has assessed our principal risks, including emergent areas. The Board performs this exercise twice yearly as part of its agenda, having

considered the views of the Audit & Risk Committee, the Executive Directors, the Group CRO and the Head of Internal Audit.

Our principal risks and uncertainties are outlined below. These are the most significant risks that may adversely affect our business strategy,

financial position or future performance.

Following review in January 2025, there have been two changes to our individual principal risks and uncertainties. We have removed business

infrastructure (including technology) as this risk is now covered by market disruption, execution of strategy and information security (including data

protection and cyber threats) risks. We have added a new principal risk in relation to credit risk.

We consider our overall risk exposure to be stable, with increasing regulatory and information security risks being offset by reducing UK housing

market and execution strategy risks.

Nature of principal risk and uncertainty/context Mitigating actions Gross trend

1. UK housing and lending market: The cyclicality of the UK housing market and fluctuations in the lending market exposes the Group to

volatility in transaction volumes.

•  Inflation and affordability: high inflation and living costs

may reduce market transactions.

•  Mortgage finance: availability and affordability of

mortgage finance may impact demand.

•  Interest rates: increases in the base rate may affect

mortgage rates. Recent stability and falling rates may

boost market activity, despite Q4 inflation concerns.

•  Government policy: policy changes, like renters reform

or stamp duty may impact how our business operates.

•  Geopolitical risk: heightened market uncertainty may

affect bond and interest rates.

•  Three-year plan aligned to current challenges with

effective budgeting process and proactive sensitivity

analysis.

•  Strong capital and liquidity levels.

•  Strong discipline over capital allocation decisions and

scrutiny and challenge of discretionary spend.

•  Regular operating reviews enabling effective executive

oversight, governance and alignment of each Division.

↓

Decreasing

2. Market disruption: We may be exposed to competitive pressures from market participants, including new entrants, disruptor business

models (including direct sales mediums), artificial intelligence platforms and disintermediation threats.

•  New entrants: strong competition in our markets

could impact our success at building scale across our

markets.

•  Artificial intelligence: the continued evolution of AI may

disrupt the markets in which we operate, for example

by enabling new entrants to compete with potentially

lower costs and more efficient processes.

•  Changing consumer behaviours could impact demand

for products and services across our businesses

and accelerate disintermediation (for example

next generation demanding direct sales channels,

preference for long-term mortgages).

•  Market monitoring: ongoing tracking of disruptor

activity and response plans.

•  Governance: support for new technology, service and

product initiatives.

•  Financial Services: technology transformation with

Mortgage Brain CRM and further enhancements in

2025. Launch of protection product quote service in Q3

and continued technology investment.

•  Surveying: development of data, modelling, and home

survey initiatives to enhance offerings.

↔

Stable

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

36

Nature of principal risk and uncertainty/context Mitigating actions Gross trend

3. Execution of strategy: We might not effectively execute our strategic initiatives and associated capital allocations and therefore fail to

deliver the required level of Group growth.

•  Failure to adapt: not adapting to changing customer

behaviour, technological developments, regulatory

expectations, competition and cost management may

impact our business.

•  Strategic execution: may be limited by operational

capacity and regulatory complexity.

•  Costs: saving initiatives may not meet targets,

impacting business results, financial condition,

customer outcomes, prospects and reputation.

•  Failures could arise in obsolete technology and or

failures in deployment of new technology.

•  Regular strategy assessments by ExCo, Group CEO,

Group CFO and the Board.

•  Transformation programs aligned with business

strategy, prioritised in three-year planning and

budgeting.

•  Leadership-led governance for transformation

programs with clear accountabilities and milestones.

•  Strategy and transformation leadership reporting,

tracking benefits and aligning spend targets and value

outcomes.

•  Periodic reporting on key business and functional

initiatives to the Board and Audit & Risk Committee.

↓

Decreasing

4. Professional services: We may receive claims arising from systemic lapses in the delivery of professional services across the Group.

•  Failure to meet legal or contractual obligations: could

lead to client actions/claims, negatively impacting

reputation, financial condition and business results.

For example:

•  Estate Agency Franchising Division: claims from

franchisees for unmet service expectations.

•  Financial Services Division: claims from customers for

inadequate advice or from brokers for inadequate

services or unpaid commissions.

•  Surveying & Valuation Division: claims from lenders

for property valuation accuracy.

•  Strong focus on service level delivery and relationship

management ensuring contractual obligations are met.

•  Surveying & Valuation and Financial Services: quality

assurance framework in place over adherence to

lender valuation requirements and broker activity

respectively.

•  Professional indemnity insurance to mitigate financial

exposure: established governance routines to monitor

claims trends and insurance arrangements.

•  Limiting exposure to high-risk products: for example,

the Financial Services Network does not supervise

investment advice.

↔

Stable

5. Client contracts: Significant falls in business volume could arise from the loss or withdrawal of key B2B clients, brokers and/or franchisees.

•  Loss of market share: competition, changing customer

service propositions, pricing structures and alternative

business models may attract customers elsewhere.

•  Market capabilities: development of capabilities by B2B

clients, brokers, and franchisees may also see us lose

market share.

•  Our capabilities: not being able to provide effective

services, technology, or maintaining relationships could

impact market share.

•  Ongoing monitoring and renewal of key contracts.

•  Benchmarking of product and service propositions for

value delivery.

•  Surveying & Valuation: Long-term extension of a

contract with key client and renewal of a further two

client contracts with improved terms.

•  Rigorous oversight and service delivery via relationship

managers.

•  Monitoring the financial health of PRIMIS network

brokers and our Estate Agency franchisees.

•  Strategic investment in systems and technology.

↔

Stable

Risk Management continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

37

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Nature of principal risk and uncertainty/context Mitigating actions Gross trend

6. Information security (including data protection and cyber threats) and failure of global service providers: The threat of cyber-attacks

continues to increase globally.

•  Cyber attacks: the increasing sophistication and

frequency of cyber-attacks, along with global

uncertainties and geo-political tensions elevate

information security threats.

•  The threat landscape changes as we use data more

intelligently, introduce new technology, increase Cloud

use, and operate hybrid work models. Reliance on

third parties for services or data hosting adds risks (as

demonstrated by the 2024 CrowdStrike outage).

•  Reliance on third parties for services or data hosting:

this adds to our risk profile, as demonstrated by the

2024 CrowdStrike outage.

•  Continuous monitoring of cyber threats and investment

in our defences.

•  Oversight by the Data & Information Security

Committee (DISC), Divisional information security

specialists, and Data Protection Officers.

•  Group Minimum Standards in place with regular

Divisional attestations and audit cycle to ensure a

strong control environment.

•  System security through penetration testing, intrusion

scanning, secure backups, data encryption, and access

control.

•  Using data more intelligently, introducing new

technology, increasing Cloud use and operating hybrid

work models.

•  Ongoing training and education for vigilance.

•  Risk-based cyber-security assurance program.

•  Information security obligations in third-party contracts

with assurance programs.

↑

Increasing

7. Regulatory compliance and responding to regulatory changes: We may fail to establish and maintain a robust compliance framework

and/or regulatory policies could develop in a manner that is detrimental to our business.

•  Our regulatory landscape includes FCA rules and

consumer protection laws.

•  Regulatory policies: externally imposed policies could

be detrimental to our business or develop in a way that

presents opportunities, that we fail to adapt to quickly

enough to benefit. Examples include:

•  In 2024, the FCA communicated several initiatives,

including market studies on pure protection product

distribution and premium finance, a continued focus

on appointed representative oversight and consumer

duty implementation.

•  The FCA are expected to issue further

communications on the court ruling regarding

undisclosed commission arrangements.

•  The BoE recently published report has highlighted

the effect of brokers on banks' business models and

highlighted broker prioritisation of short-term fixed

mortgages.

•  Furthermore, timelines for passing the Renters

Reform Act will increase landlord costs by enhancing

renter protections and establishing a landlord

ombudsman.

•  Financial Services Division: independent governance

via board/board committees with iNEDs, including the

chair.

•  Compliance teams in place across all Divisions.

•  Active engagement with regulatory bodies to ensure

we maintain high standards of business and deliver

good outcomes for our customers.

•  We identify, track and review the impact of regulatory

change through our internal control processes, with

material updates being considered at the Divisional

risk committees, the Audit & Risk Committee and the

Board.

•  Structured initiatives are in place to identify and

deliver relevant regulatory changes promptly and

proportionately.

•  We actively engage with regulatory bodies to ensure

we maintain high standards of business and deliver

good outcomes for our customers.

↑

Increasing

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

38

Nature of principal risk and uncertainty / Context Mitigating actions Gross trend

8. Environmental, social and governance (ESG)

•  Failure to identify and effectively manage

sustainability risks could affect our productivity,

reputation, colleague engagement and retention

and/or market value.

•  The Group’s operations have environmental

implications. The Group faces risks related to

carbon emissions, energy consumption, and waste

management.

•  Living Responsibly ESG programme: promotes diversity,

inclusion, communities, environmental responsibility

and governance.

•  Leadership: Group CEO sponsors ESG programme;

Group CPO and Group Head of ESG supports Group

and Divisional arrangements.

•  Sustainability Report: annual publication ensures

transparency and stakeholder engagement.

•  Colleague engagement: through forums, working

groups, surveys and training.

•  Climate risk policy: our framework for considering

climate-related risks.

•  Emissions reduction: targets set to reduce emissions

and plans for Net Zero transition.

↔

Stable

9. Colleague resources, talent and expertise: Successful strategy delivery depends on attracting and retaining highly qualified professionals.

•  Colleague retention: successful strategy delivery

depends on attracting and retaining highly qualified

professionals. Risks include key personnel or

expertise teams leaving, impacting our business.

•  Focus on digitalisation: this may increase

competition for technology and digital skills meaning

we are unable to employ appropriate resource.

•  Group governance, policies, and initiatives overseen

by the Remuneration Committee and Nominations

Committee to recruit and retain key talent.

•  Colleague surveys, forums, and welfare initiatives to

identify and address pressures, promoting an open

culture.

•  Colleague training, development programs,

remuneration strategies, and succession planning to

avoid key personnel dependencies.

•  Active identification and development of talent,

highlighting values and social purpose, promoting our

Group as a great place to work.

↔

Stable

10. Credit risk: Exposures from contingent liabilities (commission clawback) where broker firms become insolvent.

•  The nature of protection business is such that

Insurers pay advance commission which is subject to

clawback should the customer cancel their insurance

policy in the indemnity period. As a result, where a

broker firm becomes insolvent, we remain liable for

any future clawbacks.

•  All new firms are subject to strict due diligence and

financial health checks prior to onboarding to the

network.

•  Ongoing monitoring of financial health of firms with

established intervention, support and escalation

controls.

↔

Stable

Risk Management continued

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a severe downturn in our markets, where:

→

housing transactions decrease by an average of 26%

versus 2024, which is 6% below the level seen during the last

recession in 2008, caused by:

•  economic conditions (such as high inflation and interest rates

and reduced availability of debt funding);

•  political or other uncertainties; or

•  a combination of these issues.

the loss of a major contract

→

such as the loss of a top five lender, which has not occurred for

over five years.

a Professional Indemnity risk event

→

resulting in a significant increase in valuation claims for our

Surveying & Valuation Division.

a material one-off regulatory fine or redress expense

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

39

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Viability Statement

The Directors have assessed the Group’s prospects and financial viability, taking into account its current

and expected financial position, existing banking facilities, actions available to management and the

potential impact of its principal risks and uncertainties.

Assessment of prospects

The Board assesses the Group’s prospects throughout the year and

particularly during the strategic, three-year planning and budget

processes. This includes an annual review of our plans, which is

led by the Group CEO and Group CFO, with input from Executive

Committee members who run our Group functions and the Divisional

Managing Directors.

The Directors participate in the annual planning processes. Part of

the Board’s role is to consider whether our plans take appropriate

account of the changing environment, including macroeconomic,

political and geopolitical, regulatory, technological and climate-

related matters.

This process results in the Board adopting strategic objectives and

detailed financial forecasts over a three-year period, which we refer

to as the three-year plan. The Board reviewed the latest updates to

the three-year plan in December 2024 and, in assessing the Group’s

viability, considered our current position and our prospects of

operating over the three-year period ending 31 December 2027.

Our business model and strategy are described on pages 4 to 7.

Assessment of viability

For the purposes of assessing the Group’s viability, we have

determined that a three-year period is appropriate as it is consistent

with the Board’s strategic planning cycle. Our assessment takes into

account the Group’s current position and prospects, the Group’s

principal risks and uncertainties the risk management arrangements

in place.

To make this assessment, we considered several severe but plausible

scenarios that stress test our business performance. The scenarios

modelled (as shown below) are based on input from a functional

group of senior managers, including representatives from the

Divisional finance teams. The Group’s base forecast and scenarios

assume all three Divisions continue to operate.

The viability scenario modelled reflected the following risks in aggregate:

![Graphics](data:image/png;base64,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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

40

Detailed assumptions by month were modelled across the three-year

period, including both the individual and aggregate impacts of the

risks, the downside impact on revenue and the actions we would

take to retain cash reserves and maintain our operations, such as

suspending capital expenditure. We also considered climate-related

impacts and our current assessment is that these would not be

material enough to impact our viability over the next three years.

We also made assumptions about the stability and potential growth

of the Group’s recurring income and counter-cyclical businesses,

notably mortgage and insurance renewals, lettings (via our Estate

Agency franchisees) and asset management, which account for

c.30% of Group Revenue. We considered the extent to which we

could quickly ramp up some activities, such as remote valuations,

to mitigate against extreme market conditions. The modelling and

assumptions took account of our broad range of services across

the UK, which gives us some protection from the impact of stress

scenarios.

The stress testing indicated that the Group would be able to

withstand the financial and operational impact of each scenario and

therefore continue to operate and meet its liabilities, as they fall due,

over the three-year period ending 31 December 2027. Under all the

modelled scenarios, the Group had sufficient liquidity throughout

the going concern period and to the end of the viability period to

December 2027. Group funding has been further strengthened by

the extension of the Group’s £60m banking facility to January 2030.

We also modelled significantly more severe reverse stress scenarios,

to assess the level to which market conditions would have to

deteriorate before we would breach our banking covenant ratio of

2.75x Net Debt: adjusted EBITDA (with a ratio of 3.00x allowable for

two consecutive test periods during the renewal period). Excluding

any action we would take to retain cash reserves and maintain

our operations, the modelling indicated that UK housing market

transaction activity would have to fall to a level c.10% below the

financial crisis of 2008 in the first year of assessment with no material

recovery, which is equivalent to a 26% fall in comparison to 2024. We

consider the likelihood of this to be remote.

During 2024, the Audit & Risk Committee oversaw the process

by which the Directors reviewed and discussed management’s

assessment of the Group’s ongoing viability.

Based on their assessment of the Group’s prospects and viability,

the Directors confirm that they have a reasonable expectation that

the Group will continue to operate and meet its liabilities, as they

fall due, for the next three years, and that the likelihood of extreme

scenarios which would lead to a breach of banking covenants is

remote.

The Directors also confirm that in making this statement they

carried out an assessment of the principal and emerging risks and

uncertainties facing the Group, including those that would threaten

its business model, future performance, solvency or liquidity.

Viability Statement continued

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)

PEOPLE

Our colleagues are the foundation of our success, and we recognise their dedication, expertise, and

contribution in driving our business forward. We remain committed to fostering a supportive and safe

workplace, that enables them to thrive, innovate, and deliver sustainable growth.

We are pleased to see a continued reduction in our colleague turnover in 2024:

31 December 2024 31 December 2023

2

31 December 2022 31 December 2021

Total colleagues 1,802 1,724 4,452 4,617

Total voluntary

turnover (%)

13.5 18.2 30.5 28.1

Male (%)

1

49% 47% 47% 47%

Female (%)

1

51% 53% 53% 53%

The right people, doing the right things, in the right way

PEOPLE COMMUNITY ENVIRONMENT GOVERNANCE

Programme component

Responsible with our

people

Responsible with our

communities

Responsible with our

environment

Responsible in the way

we work

We are

committed to…

…being a better place

to work.

…supporting colleague

initiatives and giving

back.

…reducing our impact

on the environment.

…excellent governance.

Why? People are our

greatest asset and

central to securing our

sustainability.

We want to have a

positive and lasting

impact on the

communities we

work in.

We have a

responsibility to do this

as a global citizen and

our stakeholders are

keen for us to play our

part.

Our customers depend

on our excellent

governance to support

them in their business

operations.

Executive

Committee

sponsor

Debra Gardner,

Chief People Officer

Saad Hassanuddin,

Group Chief Risk

Officer

Saad Hassanuddin,

Group Chief Risk

Officer

Debbie Fish,

Group Company

Secretary

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

41

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Introduction

We deliver our Environmental, Social and Governance (ESG) initiatives through our Living Responsibly programme. We include a summary of

key information within this report, with more detailed information on our initiatives (particularly in relation to our people and our communities)

included in our Living Responsibly Report on our website lslps.co.uk.

We have continued to deliver our Living Responsibly programme throughout 2024, led by the Group CEO and supported by our Living Responsibly

Steering Committee (SteerCo) and our Head of ESG.

Our sustainability strategy

Our Group culture is at the heart of our Living Responsibly strategy, as evidenced below:

Notes:

1  Percentage of total voluntary turnover made up of male or female colleagues

2  Headcount reduction between 2022 and 2023 results from a move to a franchise model

Sustainability Report

We are still seeing slightly more movement among females and will continue to monitor this, including reviewing for any differences in experience

highlighted in our annual colleague survey. Analysis of data to date suggests that females are more engaged than males within the Group.

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)

Forum Examples of feedback and discussions

LSL

Colleague

Engagement

The CEF is a collaborative forum made up

of elected colleague representatives where

colleague-related issues are raised by both our

Group CPO and forum members.

Darrell Evans, our designated Non-Executive

Director for workforce engagement, regularly

attends the CEF to receive direct feedback.

•  The CEF raised the issue of holiday entitlement

and long-service holiday awards. In response, all

colleagues now receive at least 25 days holiday

entitlement, with long serving colleagues receiving

an additional entitlement of up to five days each

year.

•  Members of the forum participated in a tender for

a new Employee Assistance Programme provider.

This benefit offers colleagues and their immediate

families a safe space to confidentially discuss

personal or professional challenges they may be

facing.

Forum Examples of feedback and discussion

LSL

Inclusion

& Diversity

The I&D Forum (previously LSL Voices) is focused

on delivering events and communications

around I&D initiatives through the year.

•  The I&D Forum is currently contributing to the

simplification of our colleague policies.

Forum Examples of feedback and discussion

LSL

Communities

The Communities Forum champions

opportunities for colleagues to support

communities and charities.

•  In response to feedback from the Communities

Forum, the annual paid volunteering day for all

colleagues was secured.

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

42

Colleague dialogue

We have three Group-wide colleague forums to support our colleague engagement, all of which report up to our Living Responsibly Steerco and

our Group HR Team.

Our forums are:

Sustainability Report continued

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)

Key:

●

Favourable

●

Neutral

●

Unfavourable

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

43

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Colleague survey

An important part of our colleague engagement is our annual colleague survey, conducted in partnership with People Insight. This year, we had the

opportunity to compare our results with those from the previous year, providing valuable insights into our progress and areas for development. We

have benchmarked our findings against industry standards within the private sector, offering a broader perspective on our performance.

2024 colleague survey in numbers

Our annual colleague engagement survey launched in November 2024 achieved an impressive 84% response rate, representing 1,514 colleagues,

marking a significant increase from 77% in 2023. The survey unveiled the following insights:

The survey further highlighted questions in the areas of Purpose and Leadership which returned favourable and improved responses when

compared to 2023 or external benchmark. These indicators show our colleagues believe action will be taken based on the survey results, and they

have a clear understanding of our business objectives.

Themes Response Favourability Private Sector 2023 Survey

Purpose

81% 13% 6%

+4 +1

Enablement

73% 15% 13%

+5 0

Autonomy

69% 15% 15%

-3 -3

Reward

62% 22% 16%

-1 0

Leadership

67% 20% 13%

+2 +1

Engagement

73% 19% 8%

-5 0

Question  Theme Response Favourability Private Sector 2023 Survey

I understand the

objectives of my

business

Purpose

92% 5% 3%

+8

+1

Question  Theme Response Favourability Private Sector 2023 Survey

I believe action

will be taken as

a result of this

survey

Leadership

46% 32% 22%

-10

+5

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V/3Dl5rXMEANAG7vZsj25TQPuNbxyqf5jnDRP99TXH3il+7dmjI0O9n/vktlZf6rD9+sGtm9cdOTY3til/KR8G88A9Y7ffsuHs3MK2zesu/kURx94pfudvjte/zH3HjUP7X58eX7/RaQIAaINyLSq1WldKpkL40Wke/tjifZ6jG/MRMXO2/LVnj0bE1PS5t4/NTYz3t3piId913bb+Uqly8M2ZiCidqx4/WVr2mA3re4YGeiJioL+7v9C9YvVNnZmv7/0vnn7zkQe33TDRv//16dm56vjI4NGpGScLAOBqO7tQG+oRfsKPjrNtZHR2rrrjxqF6knV35wr5rmKpsnWssHSz5ZLyQvXU6fkjx4tn3i0fWunDOVvl4vhoYWxTfnw0v2F977IO3LC+d+tY4cjx4taxwob1598ZeP+Hbvyf33vRyQIAuNpKlRjqMQ3Cj84yuC4/O1eNiG1bCkth9siD175ycPr2W4aXqqxYqhw6fPbVQ+9OTZ/7LfdY39RSNG4dK1y3tX/yN5/hmculT9235fmXTt19+8b63icnBg4dPjs5OupkAQC0QTWiXK315Fz0E350kPGN6+sLwxdcXivku3buGImI8kL1tV/NXG7vTU4MXDe+7rU3Zo4cL6744CPHi0eOF/e9eHJkqPfmyfX1Arxn5/nvEiz0dUVEbcFfBwBAm8xVakPCT/jRSW65bnzxxdf4sZxTZ+ZfeuXM5d7MOTLU+492b61/wuf26weLpcpfPP3mJT53avrcvhdP7nvx5OTEwO/fuH7zNYtXIEc39sXrMX+u2pVLlZqPmQIAuOrc7Sn86DSD6/rqC0vf237sneIPf3py2SW+rWOFe++8ZnCg59l9xy9Sg7s+Onrh9zoU8l277h7d+/yJlo+/e3T79YPVau27z59Y2mz9RtCRod67PjyybfO6gf7Fv4vJzRsP/PqkUwYAcLW521P40ckyk6+uXn0Rcc8dm1qF3+TEwMiGvmUrt18/+PIvz7S6U/SGiYGIyOXSA/eMleYrF94aOjV97lvfP1bId91+y7BTAwDQZqWK8BN+dJDRDUMRUch3feO7R1u9JW/HjUNL39S3dGGw2XXj6zLXDw/1tgq/Cz/S87qt/c0DKJYq+150lQ8AoO3hV41Bs3DV5EwBbZYiV++rI8eLraLuzg+PXMqmlu7JXGZsU/5Snj4+mnc6AABWiYqPVhB+dJLjZ07XF77w0MTnH5qYnBhofkxP9yW9MvsL2eGX772kp2fuZdfdo488uM1pAgBos1pEuSr+hB8dZ3Cgp6c7d9etI1d8yyMbet/zc2/IClEAANqg5Kqf8KPzlBeq9fxr9av3rNUFw61jhRWKcag3l0tTZxbfH/ir41NOEwBA2yzoPuFHx/jxL9+oL5RKlaXcWvaYpV9dWfm+ros/YHioNyKmz5YX/9VTqTpfAABtUxZ+wo+OcfTUu/WF4ydLF+ZW+80WF5atqX9M6Jl3yxGRX6f6AADaylv8hB+dY2au1L8uFxdcWKvn1uTEQKtbMS/yjQ6/jbOzi+G348ah+lXH3t5cRBw9UYyI4+9OO1kAAO2k+4QfHeXtqRMR8crBxUt/Wzevi4hCX9fOHYvfnL7sWtz4aGGp0O65Y9Nl7evBezcv9WShxa2eH7ppqDhfiYhrRvLH3ikWS5WI2POT/c4UAADCD96j7//89YgolipTZ+YjopDvKuS7ivOV0Y2LX6y3dC2uudBu2b5+6cfulb71oZDvmhjvv+kDi98FOrqx78Lfnjg1HxEjQ72DAz3FUqU+jF8dno2Inp50dGrGmQIAQPjBe7T/zaN9vbmIePXQYlxNXjtw6PDZXC7tuHGo+fH1e0EjIp/vyuXS+St4LW4BXQrC+qXCpe9z7238fr/6Vb6bJ9dXq7X6GKrV2v7XpyNitnLWaQIAQPjBb+Xd+emI2P/6dD26bpjor6+vL9SvxS1ZCrb69zQMr1/hw2CWgrBejP3rFr/n/ZqR/IUPK81XImJyYmB2bqG+6xOnFj9v5oe/POQcAQAg/OC3suf5l+sLvzp8NiI2DvfVP15ldGO+kO/q62t4ZW7bvK6QP/8OwG1bChGReW1wWfsN9HdHRC6X6htfdoUw39e1daxQyHfNFhdGhnpHN+Z/+NOTEdG/LvfTg287RwAAdIxuU8D74rW3TuR3VUrFrh+9fOq6bf093blHPnVtPdIeefDa7u504YOXrZwY75+cGLj994cvsv2P3rbxtTdmlt40+Jn7xxeavhT+rltH6l8fv/mawiOfuvbgmzNT0+ci4rlXX3WCAADoJK748b750te/GxHFUuUnP5u6cH0h39XT9Kkty1Y+cM/Yxb/jYfv1g5+6b0sul5aeXm+8C124plqt/ejlUxHR1xff/buDzg4AAMIProCjp6bnazMRsf/16ZnffKfflXxx59KlP/ilV07Xv8Xhfz3/Y6cGAADhB1fMn3/j+/WFv/rBsfqnvLwvjr1TfGH/6YjIr6seOHLSeQEAQPjBFTMzV/rxwV9ExNT0uW9+79fvS/sVS5Xv/M3xiOjrzf33Z55zUgAAEH5whf31i6/Nx0xEHDlefOmV023ee3mh+pVvvVW/yfPLP/7R6bNFZwQAAOEHV95//d/f6e2rRsQL+0+/sH+qbfutVmvf/sGxevX95PBrbvIEAED4wVX0n/7ya319sdR+bbjns1iq/N+/evvI8WJEnMvN7v25T/IEAED4wdW0UKn++Tef7V+32H7f/N6vy01fu3cFHXun+JVvvVX/1r5zudk/+dpzTgEAAMIPrrqjp6Yff+rpfKESEUeOF7/89cNX4zseImL/gemvPXu0fofnqyfe/JOvqj4AAIQftMtCpfrY//jq9PzpiCiWKn/59cP7Xjh5BS/9HXun+JVvvrXvxZMR0deb2/vqz7764/2mHQCAjtdtClht/nTPdx+4/aZ7P/ih+XPV/a9P7399eueO4Vtv3tDT/d7/P8XUmfm9PzpRv7czIvr70599+7mjU++abQAAhB+8P5596cD3fn7wi5++d6hvOBY/8eX0jhuHbpjo3zjcd+kFWCxVjhybe+2NmfqHuERE/7rcc798Ze/PDkYyzQAACD94Xy1Uqn+657nBdfkvfvre3uiPiPrVv4jYOla46QODY5vyEdHdnSvku5aeVX9b4Gxx4cjx4htvzS5d4ouIvt7cr04d+fI3XlqoVE0vAADCD1aLmbnSf/k/3x7fuP7hj962dfia2blqRBw5Xly6gncp8uuqL79x+Os//UWlUg1X+gAAEH6wCh099e6Xvv6DiBjfuP6um6//yOTk7OwKX/RXyHfNV+eeP/DG9/cfWrzElzQfAADCD34XCvDpfT9/et/PI2J849DWTRtu3jZ24QPOluZfeev4r6emZ+bmIyKS1gMAAOHH73IEHj317k8OHF5ak1zUAwCALL7HDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAADQCbpNwWpTyPcc2vOoeaANDux6zCQAAKvKlr1PmgThtyYUS+Xx3Y8v/pCWVp9fqi+mrJUNSw2/zFjZvI3FRzauiZSWDzE1rU0tB5Myh9f45OV7SJnHm2KlTa0w+NT4hNR6elLzsaSmcTXuK2VsJeN8pezDTJe12RTZY0otpjQ1v2hSpBgb7n/qmSf8xQEArAVu9QQAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAA0Lm6TcFqU8j3HNrzqHmgDQ7seswkAACrypa9T5oE4bcmFEvl8d2PL/6QllafX6ovpqyVDUsNv8xY2byNxUc2romUlg8xNa1NLQeTMofX+OTle0iZx5tipU2tMPjU+ITUenpS87GkpnE17itlbCXjfKXsw0yXtdkU2WNKLaY0Nb9oUqQYG+5/6pkn/MUBAKwFbvUEAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAANC5uk3BalPI9xza86h5oA0O7HrMJAAAq8qWvU+aBOG3JhRL5fHdjy/+kJZWn1+qL6aslQ1LDb/MWNm8jcVHNq6JlJYPMTWtTS0HkzKH1/jk5XtImcebYqVNrTD41PiE1Hp6UvOxpKZxNe4rZWwl43yl7MNMl7XZFNljSi2mNDW/aFKkGBvuf+qZJ/zFAQCsBW71BAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAArEbdpmC1KeR7Du151DzQBgd2PWYSAIBVZcveJ02C8FsTiqXy+O7HF39IS6vPL9UXU9bKhqWGX2asbN7G4iMb10RKy4eYmtamloNJmcNrfPLyPaTM402x0qZWGHxqfEJqPT2p+VhS07ga95UytpJxvlL2YabL2myK7DGlFlOaml80KVKMDfc/9cwT/uIAANYCt3oCAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACwpnWbgtWmkO85tOdR80AbHNj1mEkAAFaVLXufNAnCb00olsrjux9f/CEtrT6/VF9MWSsblhp+mbGyeRuLj2xcEyktH2JqWptaDiZlDq/xycv3kDKPN8VKm1ph8KnxCan19KTmY0lN42rcV8rYSsb5StmHmS5rsymyx5RaTGlqftGkSDE23P/UM0/4iwMAWAvc6gkAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAHsEdF4AABkHSURBVACA8AMAAED4AQAACD9TAAAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAAdIpuU7DaFPI9h/Y8ah5ogwO7HjMJAMCqsmXvkyZB+K0JxVJ5fPfjiz+kpdXnl+qLKWtlw1LDLzNWNm9j8ZGNayKl5UNMTWtTy8GkzOE1Pnn5HlLm8aZYaVMrDD41PiG1np7UfCypaVyN+0oZW8k4Xyn7MNNlbTZF9phSiylNzS+aFCnGhvufeuYJf3EAAGuBWz0BAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOFnCgAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAABrSLcpWG0K+Z5Dex41D7TBgV2PmQQAYFXZsvdJkyD81oRiqTy++/HFH9LS6vNL9cWUtbJhqeGXGSubt7H4yMY1kdLyIaamtanlYFLm8BqfvHwPKfN4U6y0qRUGnxqfkFpPT2o+ltQ0rsZ9pYytZJyvlH2Y6bI2myJ7TKnFlKbmF02KFGPD/U8984S/OACAtcCtngAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAOle3KVhtCvmeQ3seNQ+0wYFdj5kEAGBV2bL3SZMg/NaEYqk8vvvxxR/S0urzS/XFlLWyYanhlxkrm7ex+MjGNZHS8iGmprWp5WBS5vAan7x8DynzeFOstKkVBp8an5BaT09qPpbUNK7GfaWMrWScr5R9mOmyNpsie0ypxZSm5hdNihRjw/1PPfOEvzgAgLXArZ4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAADpXtylYbQr5nkN7HjUPtMGBXY+ZBABgVdmy90mTIPzWhGKpPL778cUf0tLq80v1xZS1smGp4ZcZK5u3sfjIxjWR0vIhpqa1qeVgUubwGp+8fA8p83hTrLSpFQafGp+QWk9Paj6W1DSuxn2ljK1knK+UfZjpsjabIntMqcWUpuYXTYoUY8P9Tz3zhL84AIC1wK2eAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAArGndpmC1KeR7Du151DzQBgd2PWYSAIBVZcveJ02C8FsTiqXy+O7HF39IS6vPL9UXU9bKhqWGX2asbN7G4iMb10RKy4eYmtamloNJmcNrfPLyPaTM402x0qZWGHxqfEJqPT2p+VhS07ga95UytpJxvlL2YabL2myK7DGlFlOaml80KVKMDfc/9cwT/uIAANYCt3oCAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAPj/7d1vaNR1HMDx+3gKc+tQd3hzkQptCG3+KedIE5a6QUUkzpFGYCwpA+kP+feBJlQQKUSQkPhAQdDER5FDgoIkIoikngQGRkHPQlISQTK3XQ+M4na/Ywrtj19frwfjuLvfn/vcdw/e3G87AIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACL87y+zGghUAAAAIv5Q1FYUfAAAg/AAAABB+d64F80tWAAAAIPxSNrMw3QoAAACEX+KKMxosAgAAQPilrH76NIsAAAAQfinrbJ9vEQAAAMIvZUvb5loEAACA8EvZIw/ebxEAAADCL2XtLc35vC8zBAAAhF/SFsybbQgAAIDwS9kKV3sCAADCL22Pr2wzBAAAQPil7NFlrfV1vs0PAAAQfklrb73XEAAAAOGXsrWrFxkCAAAg/FL2Yt9KX+oAAAAIv8QtfWCuIQAAAMIvZZvXLTcEAABA+KWst2eJ/+0JAAAkaaoR/OuZJzqOfvzNhJ/G9LppPw/s9XYwDi6s2WcIAMCk0vzFW4YwFqJcLpvCTRcvXX1ow/6hoeGqIWXcqno0aj83Rt1bZO2g5k6i8ketZ1Y8GFnnElkHjJGvMiLrJUfVnrJPJnsulRuPPEJkvt7IjbarUU4+KjeI2uOJyHx/o8ZWI48dGW9EZG2SdcBb2G3kss8paow0qhdN5CLXNKvh+O4+v/gAwOQKvzrXJI4JY/1PqVhYtazVHAAAAOGXsj1bHjMEAABA+KWsraW5c+F8cwAAAIRfyva/vtYQAAAA4ZcyH/oBAADCL31H3nw2nzcZAABA+KWrVCysXbXIHAAAAOGXskNvbKyvm2YOAACA8EvZezvWGwIAACD8Utbbs6T74QXmAAAACL+Uvb+rzwWfAACA8EtZqVhwwScAACD8EueCTwAAQPil78S7/cUZDeYAAAAIv5SdPfpqfopZAQAAwi9dpcbCyQP95gAAAAi/lHV1tG57brU5AAAAwi9lu57v2bxuuTkAAADCL2XvvPZU58J55gAAAAi/lA0cfEn7AQAAwk/7AQAACD/tBwAAIPwmf/v1di82BwAAQPil7NDejds2+Y4HAABA+CVt1/M9h/ZsyE8xSQAAQPilq7d7yeeHtxZn1BsFAAAg/JLV1jLn7JFXOtv9uxcAAED4pavUWBg4uOXtl5902ScAACD8UvbC+hWfHd56X9NMowAAAIRfstpa5pw7uWPbptU++gMAAIRfynb2d39/aqe/+gMAAIRfykqNhdMfbDl1oN+VnwAAgPBLWVdHy7mPtn+452n5BwAACL+U9a5ZLP8AAADhd3fk34ntp/b3+9s/AABg3Ew1gvHX1dHS1dFy8fLVY6fPHRv49tKVa2YCAACMnSiXy6Ywsc7/8tuJM9998uUPl69cy+Wi8v3JuHXzZmTdWXGr4sGMO6v38c8zY8QaiapVU3Vv1DyZyDy9yo1HHiEyX2/kRtvVKCcflRtE7fFE9WuJqvOqPFZk7CXj/Yrslxm3tdvIZZ9T1BhpVC+ayEWuaVbD8d19fgEBgEmluc41icLvLijAM1+d//TrH3/69feh4WHhJ/yEHwAg/BB+Kfvz+o2/bgxdvzE4ODQ8ODQ8fgsil5l5E7tIx/084lbujjE6yv+zo7ilzZpm3eN3DQCYVPJhBsIPAACA2+eDVAAAAOEHAA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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

44

Sustainability Report continued

PEOPLE

2024 2023 External benchmark

1

Survey response rate 84% 77% –

Colleague engagement

2

73% 73% 79%

Survey themes

Having a purpose 81% 80% 77%

Understanding the

objectives of our

business

92% 91% 84%

Knowing how the work

we do helps our business

achieve its objectives

94% 93% 88%

Enablement 73% 73% 68%

Perception of leadership 67% 66% 65%

Autonomy 69% 72% 72%

Reward & recognition 62% 62% 63%

Belief in action 46% 41% 56%

As a result of the feedback, we identified three areas of focus for

2025:

•  Reinforce senior management listening and involving: perception

of senior management is increasingly positive since last year.

Clarity of future direction is an area of success to be celebrated.

Senior managers listening and seeking opinions to inform decisions

is important for colleague engagement.

•  Improve workload & work-life balance: whilst health and

wellbeing support is viewed positively in its broader sense,

workload and work-life balance have attracted higher negative

scores this year. Workload and work-life balance also feature as a

theme for improvement in colleague commentary.

•  Improve performance & recognition: informal recognition, such

as thanks or praise, is vastly improved. However, feeling recognised

for work done and performance-related pay continue to be

areas of dissatisfaction. Perception of feeling recognised through

development opportunities is similar to 2023, yet managers are

viewed less positively in their support of development and would

benefit from re-energising this focus.

Employee share schemes

We provide our colleagues with the opportunity to invest in our

business by offering all-employee share schemes such as our

BAYE/SIP and SAYE. The BAYE/SIP scheme allows colleagues to buy

LSL shares on a monthly basis in a tax efficient manner with LSL

matching one share for every five shares bought. The SAYE enables

colleagues to save monthly with the opportunity to buy LSL shares

at the end of the saving period. We are pleased that 14% of our

colleagues participated in the 2024 SAYE offer. This was lower than

the participation in 2023 (20%) but in line with the offer before that

in 2021 of 16%.

Notes:

1  Source: People Insight

2  Our engagement score is a representation of how committed, motivated and satisfied colleagues are with their work and the organisation

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

45

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Diversity & Inclusion

We believe that having a diverse workforce and an inclusive culture is important to our business. More information is included in our Living

Responsibility Report.

We have adopted the diversity targets that are incorporated into the UK Listing Rules. Our progress towards these targets is reported in the

Nominations Committee Report on pages 74 and 75, alongside the gender and ethnicity metrics of our Board and Executive Committee. Our senior

management and all colleague gender and ethnicity mix is represented below:

Senior Management Team

1

Male Female

31 December 2024

68% 32%

30 14

31 December 2023

67% 33%

30 15

All colleagues

2

Male Female

31 December 2024

54% 46%

965 837

31 December 2023

54% 46%

932 792

Senior Management Team

1

White Ethnic minority

31 December 2024

95% 5%

39 2

31 December 2023

95% 5%

38 2

All colleagues

2

White Ethnic minority

31 December 2024

88% 12%

1,255 170

31 December 2023

92% 8%

1,172 107

We have seen an increase in the proportion of colleagues identifying as ethnic minority across the workforce. We will continue to work with the

I&D Forum to improve diversity and inclusion across the Group.

Notes:

1   Our Executive Committee and Divisional Managing Directors and their direct reports who are A1 and A2 grades (excluding Executive Directors). Non-disclosure rate is

9% (4 colleagues)

2 All colleagues. Ethnicity data obtained through the all-colleague survey. Non-disclosure rate is 6% (89 colleagues) which is the proportion of colleagues completing the

survey who chose not to disclose their ethnicity

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

46

Sustainability Report continued

Disability

Over the last two years, we have focused on being a better place to

work for our colleagues who have a disability or long-term health

condition. We were awarded ‘Disability Confident’ employer status

by the Department of Work and Pensions in 2022, and we continue

to work on a programme of training with Disability Rights UK, to

upskill colleagues on the Equality Act and its implications.

We have continued to use our annual colleague survey to understand

how many of our colleagues have a disability or long-term health

condition. In total, 17% of our workforce (2023: 17%) disclosed that

they have a disability or long-term health condition, which is in line

with national census data for the working age population. Our non-

disclosure rate was steady at 4%. During 2025, we are committed

to achieve Disability Confident Leader status with the support of

Disability Rights UK. We have established a Disability Forum, whose

members are receiving ongoing training and will work with our

colleagues to understand challenges faced in the workplace and

supporting reasonable adjustments.

Human rights and modern slavery

We create employment directly for our colleagues and indirectly

within our supply chains. This means human rights and modern

slavery are at the core of our commitment to doing the right thing.

We are committed to adhering to the UN Guiding Principles on

Business and Human Rights, promoting the highest standards of

integrity, personal conduct, ethics and fairness, in line with the UK

regulatory environment we operate in.

We protect and promote the human rights of our colleagues in the

following ways:

•  Undertaking pre-employment checks on all new colleagues,

confirming their identity and eligibility to work in the UK.

•  Providing clear and timely information to colleagues on their

statutory rights, including sick pay, holiday pay and other benefits

they are entitled to.

•  Paying our colleagues fairly and continuing to ensure all colleagues

across the Group are paid at least the Real Living Wage.

•   Maintaining regular communication with our colleague

community, using the CEF and regular colleague surveys.

•  Regularly calculating and monitoring our gender pay gap across

the Group.

•  Completing annual compliance training on modern slavery.

•  Making available grievance and whistleblowing channels for

colleagues and ensuring whistleblower protection.

Across the Group we expect all parts of our supply chain to adhere

to international standards on human rights, including with respect

to child and forced labour, land rights and freedom of association.

Our Surveying & Valuation Division includes a risk assessment as part

of its supplier due diligence processes. We also continue to operate

procedures to comply with the FCA’s consumer duty regime.

We are committed to taking active steps to identify human rights

issues. During 2024, within our Surveying & Valuation Division

we made 527 reports setting out safety or vulnerability concerns

relating to our customers, and we will continue to take steps to

ensure our colleagues have the confidence and awareness to identify

vulnerabilities, whether they be in relation to customers with

particular needs or concerns. In 2024 we had a significant increase

in the reporting of vulnerable customer cases as a result of our

increased awareness of the topic and an increase in market share of

Equity Release Lender Clients.

These procedures collectively help to address our ongoing

commitment to protect our colleagues’ and stakeholder human

rights and the elimination of all forms of forced and compulsory

labour.

Colleague policies

We have centralised Group colleague policies, as well as separate

specific Divisional policies for certain matters. Our Group policies

cover topics such as family friendly initiatives, equality and diversity,

pregnancy loss, menopause, stress and mental wellbeing, colleague

data protection & security arrangements and how our colleagues can

support the environment.

Group and Divisional learning and development teams also publish

training material to support colleague learning and compliance with

the policies.

Combined ethics policy

Our Group-wide combined ethics policy outlines our approach to

anti-corruption and bribery (including hospitality), anti-slavery and

human trafficking, conflicts of interest, tax evasion, whistleblowing

and fraud. We have an annual programme of compliance training for

colleagues that includes anti-money laundering, financial crime and

information security.

Whistleblowing – ‘Speak Up’

We have a whistleblowing policy that allows all of our colleagues

to raise concerns on matters related to the Group and ensure that

anything raised is investigated. This is via our Group-wide ‘Speak Up’

policy which outlines our colleague whistleblowing channel. During

2024, we again ran a ‘Speak Up’ week to raise awareness of the

channel and the protection offered to any whistleblowers. Our Group

CPO regularly reports the outcomes to the Board.

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COMMUNITY

We want to have a positive and lasting impact on the communities we work in. This involves us creating

opportunities for our colleagues to volunteer for charities, providing Give As You Earn opportunities and

evolving Group-wide campaigns led by our Communities Forum. You can find more information on our work in

the LSL Communities Forum section of our website.

ENVIRONMENT

We are working towards reducing our impact on the environment. More information can be found in our TCFD

and CFD reporting on pages 49 to 59.

GOVERNANCE

Our approach to governance is described in our Corporate Governance Report on pages 64 to 71.

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

47

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Health and safety

Our Group CFO is responsible for health and safety across the Group.

We are committed to ensuring colleagues work in a safe and healthy

working environment. Within e.surv, which is our largest employer,

we are certified to ISO 45001. The nature of the field work within

the Surveying & Valuation Division underlines the importance of our

health and safety arrangements to us.

As part of our management of occupational health and safety, we

monitor the identification of hazards, occurrence of accidents,

and employer and public liability claims. During 2024, there were

two RIDDOR reportable incident (2023: 1) and no work-related

fatalities. There were no employer liability claims in 2024 (2023: 0).

Group-wide health and safety reports go to the Board bi-annually.

Internal Audit undertakes a rolling audit of health and safety data

and procedures and there are currently no high-priority actions

outstanding.

Payment practices reporting

Your Move, First Complete and e.surv (our Group entities which meet

the thresholds for statutory reporting set out in the Small Business,

Enterprise and Employment Act 2015) annually submit their payment

practices reports, which are available on the Government’s website

for report submissions (check-payment-practices.service.gov.uk).

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)

Reporting requirement Cross reference/location of reporting Page

Climate-related financial disclosures TCFD and CFD Reporting 49

•  Environmental matters (including the impact

of our businesses on the environment)

•  Our colleagues

•  Social matters

•  Respect of human rights

•  Anti-bribery and corruption matters

Corporate Governance Report

Sustainability Report

Section 172 Statement and Stakeholder Engagement

Living Responsibly Report 2024

64

41

26

See separate report

Business Model Business Model and Strategy 4

Non-financial policies Sustainability Report includes overviews of our

policies relating to:

•  Human rights and modern slavery.

•  Anti-corruption and bribery.

•  Whistleblowing and speak-up arrangements.

•  Health and safety.

•  Colleague employment policies.

41

Principal risks relating to the non-financial

matters and how these are managed

Risk Management 34

Non-financial KPIs Sustainability Report

Corporate Governance Report

Living Responsibly Report 2024

41

64

See separate report

The table below includes information required by section 414CB of the Companies Act 2006:

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

48

Non-Financial and Sustainability

Information Statement

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

49

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

TCFD and CFD Reporting

Governance

Our commitments Progress

•  Review how the Board and Audit & Risk Committee are

informed about climate-related matters, and how these

matters are considered in relation to strategy and risk

management.

•  Review and develop the roles of the Environment

Working Group (EWG) and Climate-Related Working

Group (CRWG).

•  Ensure risk management frameworks and business

planning integrate and consider climate-related risks

and opportunities.

•  Develop and monitor delivery of climate-related

learning and development.

•  Further action is required to formalise how the Board and Audit & Risk

Committee are consistently informed about and consider climate-related

risks effectively. These commitments are carried over into 2025.

•  The roles of the EWG and CRWG have been combined within the EWG only,

with revised terms of reference agreed in January 2025.

•  Our newly appointed Group CRO will lead on developing the roles of

the EWG and ensuring the risk management framework and business

planning sufficiently consider climate-related risks and opportunities. These

commitments are carried over into 2025.

•  So far, climate-related training has been focused on our Surveying &

Valuation Division and its delivery is being monitored on an ongoing basis.

ESG compliance training, including climate-related content, will be rolled out

to the wider Group in 2025.

Strategy

Our commitments Progress

•  Further understand and set targets for reducing scope

3 emissions, including setting Net Zero targets.

•  Update our climate transition plan to reflect the group

restructuring.

•  Continue to develop our response to climate-related

issues and modelling to assess different climate-related

scenarios.

•  We have taken steps to appraise our pathway to Net Zero 2040. This

included the commissioning of a Net Zero strategy paper by our

sustainability consultants, Energise. This paper supersedes our previous

Climate Transition Plan. In 2025 we will publish our Net Zero 2040 strategy

and engage with our Divisions to develop action plans against targets.

•  In 2025 we will establish reporting against targets as part of our Net Zero

2040 strategy.

•  The development of our climate modelling and scenario-analysis will

continue in 2025 under the leadership of our new Group CRO. He will be

supported by Living Responsibly Steering Committee and Head of ESG.

TCFD and CFD Statement

Our climate related disclosures have been prepared in accordance

with the following:

1. Companies Act (section 414CB(2A)).

2. UK Listing Rules (UKLR 6.6.6(8))

3. Task Force on Climate-related Financial Disclosures (TCFD).

4.  Streamlined Energy and Carbon Reporting (SECR) (specifically

the requirements to disclose greenhouse gas emissions, energy

consumption, energy efficiency action are set out in Schedule 7 of

SI2008/410).

Compliance

We confirm that we have complied with the 11 TCFD

recommendations in relation to the disclosures made in this TCFD

and CFD Statement through our explanations of the climate related

governance, risks & opportunities and metrics and targets in place.

However, we recognise that we have not made the progress we

had hoped to make in 2024 in relation to our reporting on climate

strategy and risk management and will look to improve this in 2025.

Climate related commitments

We set out below the progress made in 2024 to improve our climate-

related processes, including reporting against commitments made in

our 2023 Annual Report and Accounts.

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

50

TCFD and CFD Reporting continued

Risk management

Our commitments Progress

•  The EWG and CRWG working to further develop our

arrangements for assessing and managing climate-

related risks and opportunities.

•  Continuing to review climate-related risks and

opportunities identified in 2023 and update as

necessary.

•  Ensuring climate-related risks are included in the

continued development of our Group risk frameworks

and arrangements.

•  Our climate-related risks and opportunities have been reviewed and

updated by Divisional working groups made up of representatives from risk

and finance. On an annual basis, Group Finance provide market related

assumptions to each Division. Division planning actions consider climate

related issues and risks or opportunities identified as material to the

business are brought forward into financial planning activities.

•  Divisional risk assessments have been reviewed, collated and presented at

the EWG.

•  Group risk frameworks and arrangements are in the process of being re-

defined and enhanced under the leadership of our new Group CRO.

•  Commitments from 2024 are therefore ongoing through 2025.

Metrics and targets

Our commitments Progress

•  Review and update the period for baseline emissions

data following restructuring in 2023.

•  Updating our climate transition plan (including scope 3

emissions) and carbon footprint baseline.

•  EWG working to enhance our understanding of our

environmental impacts and identifying additional KPIs

where appropriate.

•  Our 2023 Living Responsibly Report (published in April 2024) included our

revised baseline carbon footprint, including scope 3 data, and took into

account the transition of our estate agency business to a franchising model.

•  Based on this revised baseline, our climate transition plan has been

superseded by our new Net Zero Strategy, which includes targets for scope

1, 2 and 3 and priority actions to achieve those targets.

•  A preliminary impact materiality assessment has been undertaken, with

oversight from the EWG, which has stated our priority impacts.

•  Environmental KPIs for carbon and waste are detailed in our 2024 Living

Responsibly Report.

Climate-related governance

The key governance forums that consider climate related issues is set out below:

Board

Oversight and final approval of Annual Report including

climate-related financial disclosures.

Audit & Risk

Committee

Living Responsibly

Steering

Committee

(SteerCo)

Audit & Risk Committee oversees the risk framework and

financial controls.

Living Responsibly SteerCo reviews and recommends

approval of climate risks and disclosures to Board.

Environmental

Working Group

(EWG)

Considers the climate-related risk assessment approach

by the Group and the Divisions, and leads on process

improvement.

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AAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAALFxpoVCwAgAAQGCu+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAAD/eakJAACAi62oomTyh/EkKRQKxvgH/Apo1Rcwq4GJhgAAAABJRU5ErkJggg==)

Board The Board has overall accountability and oversight of climate-related risks and opportunities within the Group

and approves the climate-related disclosures in the Annual Report and Accounts. The Board receives annual

updates from the Group CPO on ESG matters which are discussed at the Living Responsibility SteerCo. The

Group CPO is responsible for the performance of the Living Responsibly strategy, ensuring it is aligned to our

business model. Day-to-day management is delegated to the Group Head of ESG. The Board has delegated

oversight of risk management, including in relation to climate related risks, to the Audit & Risk Committee, from

which it receives regular updates in order to inform its decisions. The updates to the Board are via the Chair

of the Committee, who sits on the Board, who provides a summary of all matters discussed at the most recent

meeting of the Committee. ESG risks are included in our principal risks and uncertainties which are approved by

the Board (see page 38).

Sonya Ghobrial, one of our independent Non-Executive Directors has extensive experience in ESG matters.

Audit & Risk

Committee

The Audit & Risk Committee (ARC) oversees, on behalf of the Board, the framework in place to manage risk,

which includes climate-related risks and opportunities. The ARC periodically considers the Group’s principal risks

and uncertainties, which includes considering ESG related risk, and discusses these with our Group CRO. It also

considers the methodology for our assessment of climate-related risks and provides oversight and assurance

to the Board on our judgement and reporting of them. The Group CRO attends each ARC meeting to discuss

material risks across the Group and Divisions, including climate-related risks where applicable. The ARC reviews

this TCFD and CFD Statement on behalf of the Board and considers the impact of climate-related matters within

our financial reporting.

Living Responsibly

Steering Committee

(SteerCo)

The Living Responsibly SteerCo is the most senior group with a governance role solely related to ESG matters. It

is chaired by the Group CEO, and its members include the Group CFO, Group CRO, Group Company Secretary,

Group CPO and the Head of ESG. The primary role of the SteeroCo is to establish the ESG policy and strategy

for the business and monitor progress against commitments. It is responsible for implementing arrangements

to support the climate-related risks and opportunities assessment, which includes: providing resources and

guidance to the EWG (see below); approving changes to process; reviewing and approving reporting and

updating the Board as required (including in relation to climate-related risks and related disclosures).

Environmental

Working Group

The EWG was formed by the Living Responsibly SteerCo to own and champion our commitment to reduce

environmental impact across the Group. One of their key aims is to review and maintain the climate-related

risks and opportunities register and annually understand the impacts on any business planning. The EWG works

closely with the Divisions and Group functions to ensure Group-wide alignment of our environmental strategy,

including moderation and rationalisation of our climate-related risk assessments. The EWG meets bi-monthly

and its membership includes the Group CRO and divisional Heads of Risk, Head of Facilities Management, Head

of ESG, Group Financial Controller and other colleagues from across divisions with an interest in environmental

matters.

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

51

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Our Executives and management also have responsibilities in

relation to climate risk. Our Group CEO and Group CFO both have

performance targets that are aligned with our corporate sustainability

and ESG strategies, which are set and monitored by the Remuneration

Committee. More detail is included on page 92. Our Group CEO has

overall responsibility for our corporate sustainability and ESG strategy.

Our Group CFO leads the reporting on risks and internal controls and

is responsible for planning and budgeting processes which considers

the impact of climate related risks (both transition and physical) and

related costs on our businesses alongside any opportunities and

associated revenue.

As explained in more detail in the Risk Management section of this

Report on page 34, we appointed a Group CRO in 2024. He is our

environmental executive sponsor, allowing him to be in the best

position to ensure that our risk framework and reporting has sufficient

focus on climate related matters. He works closely with the Divisional

Risk Officers to ensure a cohesive strategy across the business.

We hired a new Head of ESG in January 2025 and have reviewed and

repurposed our priorities for 2025 (as described on pages 49 and 50).

Central functions, including HR, legal and facilities, provide support

on climate related matters including, but not limited to, compliance,

development of policies and incentives and the collection of

emissions data. Our Internal Audit team provide assurance on Group

arrangements to the Audit & Risk Committee.

Climate strategy

Climate related matters present a relatively low impact on our overall

strategy. However, we recognise that it offers certain opportunities

to create new and more non-cyclical revenue streams and presents

certain risks in parts of our business. We have utilised two scenarios to

assess the potential impact of climate related matters on our strategy,

business and financial planning. The scenarios considered are:

•  Scenario 1 – Net Zero by 2050

•  Scenario 2 – Three degree rise

For the purpose of scenario planning, a Net Zero 2050 date has been

selected. This timeframe does not form part of LSL’s Net Zero 2040

ambition.

The following sets out our approach to and methodology for assessing

climate related risks and opportunities together with the outputs of

risks and opportunities identified for each scenario.

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

52

TCFD and CFD Reporting continued

Climate-related risks and opportunities

In 2023 we established the Climate Risk Working Group (CRWG)

to lead climate risk assessment activities and to share information

across the Divisions. The composition of this group was very similar

to that of the EWG, therefore, in order to simplify governance

processes and improve efficiency, the responsibilities of the CRWG

have been subsumed into the EWG.

Last year we committed to review the climate change scenarios

used for our climate-related risk assessments. Given the changes

to the Senior Management Team described in the governance

section above, this has not been done in 2024, and therefore for the

purposes of risk assessments and disclosures as relates to the 2024

reporting year, the scenarios remain the same as those used in the

2023 reporting year (described below). The principal transition and

physical climate risks as identified in 2023 have been used as the

basis of the revised risk assessment undertaken in 2024.

Our risk assessment this year has been informed by calculation of

our scope 3 emissions for 2023/2024, which we can now compare

to our revised 2022/2023 baseline emissions as reported in the 2023

Living Responsibly Report (published April 2024). This process has

highlighted priority focus areas for decarbonisation, including fleet

and supply chain emissions.

Improvements have been made to the clarity of our disclosure

on our climate related risks and opportunities. However, there

remains significant scope for improvement in our climate-related

risk assessment processes and integration into wider divisional and

Group level risk management processes. This work will continue into

2025 under the leadership of our Group CRO.

Climate-related risk assessment methodology

The EWG led our assessment activities, providing a forum for

identifying and sharing information on climate-related risks and

opportunities. The review and update of the assessments at a

granular level was undertaken by smaller Divisional risk working

groups (as described in the Climate-related governance section

above). The Divisional working groups make use of a risk assessment

framework as established by the EWG and work through the risks

under the two scenarios and three timeframes, taking the form of

a number of collaborative workshop sessions, where stakeholders

reach consensus on risk ratings, and recording commentary to justify

their ratings.

The approach to this included using climate scenario modeling data

from the Network for Greening the Financial System (NGFS) portal

and applying these to the exposure dimensions listed within the

template. In each dimension, the terms assessed the scale of the

impact in the short, medium and long term.

We group climate-related risks into two categories:

•  physical risks including those related to the physical impacts of climate change; and

•   transition risks including those relating to the transition to a lower carbon economy. This could be the introduction of legislation or the costs

associated with becoming Net Zero.

Risk assessment

framework

•  Template with

previously identified

risks, previously

agreed time horizons

and two climate

scenarios.

•  Provided to divisional

working groups with

guidance from EWG.

Divisional

risk working

groups undertake

assessment

•  Divisional groups use

industry knowledge

and apply a

quantitative approach

to identify risks

and opportunities

applicable to their

operations.

•  Groups apply risk

ratings across time

horizons and in two

climate scenarios.

Identify

financial impact

of risks and

opportunities

•  Divisional finance

teams with support

from Group apply

financial impact to risk

assessment.

Review and

moderation

•  EWG review Divisional

risk assessments.

•  Feedback to Divisional

working groups.

•  Outputs combined

into the summary

included in this report.

→ → →

Overview of approach applied

![Graphics](data:image/png;base64,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)

Scenario

Net Zero 2050

Quick and significant policy change;

food and fuel price increases; huge

change in customer and labour

preferences

Three degrees rise

Business as usual policy, large scale action

delayed to long term; increased physical

impacts in short to medium term

Global population  9.6bn 9.9bn

Average temperature increase 1.3degC 2.0degC

Weather Stable Extreme

Clean energy 92% 35%

Magnitude of financial impact Description

Low  Below 5% of five-year average underlying operating profit.

Medium  5-10% of five-year average underlying operating profit.

High  Over 10% of five-year average underlying operating profit.

Time periods applied to assessment Notes

Short-term (0-3 years) Aligns with our three-year planning cycle.

Medium-term (4-9 years)

Selected to include year 2030, linked to our near-term targets and phase out of new petrol

and diesel cars; as well as two further three-year planning cycles.

Long-term (10+ years) Beyond the above dates.

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

53

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Climate-related risk analysis and financial impact

Climate-related scenario analysis

1

Notes:

1  Source: ARUP

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

54

Primary climate-related risks and opportunities

Following the risk assessments undertaken by each Division, application of financial impact, and collation and moderation by the EWG (and Audit

& Risk Committee); the key risks and opportunities which could have a financial impact on the operating profit of the Group are summarised in the

table below.

The identified risks and opportunities, presented over the short, medium and long-term horizons are considered to have a low material financial

impact on the Group strategy and operating model.

Scenario: Net Zero 2050

Specific risk Business Impact Applicable Divisions Timeframe Impact Financial Impact Planned Actions

Type of risk: Transition risks

Increased environmental

commitments and

administration driven by

current and future B2B

customers.

Increased administration costs

to meet additional disclosure

requirements and deliver

environmental commitments.

All Short Low

Develop environmental

capability across the

group to support

decarbonisation actions

and reporting.

Costs associated with

becoming Net Zero across

all emission scopes.

Potential increased

operational costs associated

with delivering action to

reduce emissions and

purchasing carbon offsets.

All Short Low

Establish Net Zero project

group to appraise the

action, cost and support

needed to reduce

emission hotspots across

the Group.

Increased regulation

in the property

sector to reduce the

environmental impact

of properties, could

affect the availability and

affordability of housing

Reduced demand across

portfolio of services.

All Short Low

Build expertise in EPC’s

and valuation of energy

efficient properties.

Type of risk: Physical risks

Properties impacted

by climate conditions

(such as floods) become

uninsurable and

potentially unsuitable as

security for a mortgage.

Reduced demand across

portfolio of services.

All Medium Low

Monitor data on

properties subject to new

or additional climate risk.

Travel disruption

impacting ability to

deliver contracted

services.

Increased cost of service

delivery, potential impact on

brand reputation.

All Medium Low

Include climate impact

as part of Business

Continuity planning.

Evaluate and develop

virtual survey service.

Type of risk: Opportunities

Collaboration with

stakeholders to improve

climate action, strategy

and reporting.

Improved brand reputation

with customers, contributing

to long-term relationships.

All Short Low

Engage stakeholders to

collaborate on climate

actions and improve

disclosures.

Increased interest in

data services from

B2B customers looking

to mitigate their own

climate related risks.

Increased revenue from new

service lines.

Surveying &

Valuation and

Financial Services

Long Low

Investment in data

services and training to

develop new product

lines within Surveying &

Valuation and Financial

Services.

TCFD and CFD Reporting continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

55

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Scenario: Three degrees rise

Specific risk Business Impact Applicable Divisions Timeframe Impact Financial Impact Planned Actions

Type of risk: Transition risks

Increased need to

consider climate

related impacts when

assessing capital

allocation/improving

investment proposals.

Reduction in investment

opportunities capable of

delivering the required level

of growth to achieve the

Group's strategic aims.

All Short

Low Investment Committee to

consider climate impact as

part of the Group's capital

allocation policy.

Ensure investment

requests will address

climate-related risks,

opportunities or

intervention costs.

Increased regulatory

costs or climate-related

taxes.

Potential increased

operational rates associated

with climate mitigation

actions and compliance with

regulation.

All Medium

Low Monitor regulatory

landscape.

Type of risk: Physical risks

Properties impacted

by climate conditions

(such as floods)

become uninsurable

and potentially

unsuitable as security

for a mortgage.

Reduced demand across

portfolio of services.

All Short

Low Monitor data on number

of properties subject to

new or additional climate

risk.

Travel disruption

impacting ability to

deliver contracted

services.

Increased cost of service

delivery, potential impact on

brand reputation.

All Medium

Low Include climate impact as

part of business continuity

planning.

Type of risk: Opportunities

Increased stakeholder

interest in

understanding energy

efficiency (for example

via the EPC).

Increased revenue from new

service lines.

Surveying

& Valuation

Medium

Low Investment in data and

training across Surveying

& Valuation Division to

offer services in climate

risk and adaption.

Increased interest in

data services from

B2B customers looking

to mitigate their own

climate related risks.

Increased revenue from new

service lines.

All Medium

Low Investment in data

services and training to

develop new product

lines within Surveying &

Valuation and Financial

Services.

The identified risks and opportunities support the position that climate change has a relatively low impact on our overall strategy.

Scenario 1 – Net Zero by 2050

Under this scenario, we consider transition risks to present the

largest business impact. Costs associated with decarbonisations

activities, including supply chain emissions, investment in renewable

energy and procurement of carbon credits are expected. It is

anticipated that supply chain costs will increase as suppliers

transition to a low carbon economy.

The cost of reporting and disclosure is anticipated to increase as

government policies and regulatory requirements become stricter.

Scenario 2 – Three degree rise

Under scenario 2, we anticipate physical risks to present the most

significant business impact. In addition to increased taxes to fund

climate intervention, we expect to see a rise in business continuity

costs associated with the adaptation of office space and protection of

the workforce from climate change.

Opportunities are identified under both scenarios and include the

introduction of new products and services enabling clients to assess

and adapt to climate change.

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

56

TCFD and CFD Reporting continued

Specific risk Applicable Divisions

Type of risk: Transition Risks

Customer choice driven by environmental commitments in the B2C space. All

Ban on new petrol and diesel cars from 2035. Surveying & Valuation

Type of risk: Physical Risks

Impact of changing weather on colleagues including health matters. All

Increased supply costs arising from climate events. All

Type of risk: Opportunities

‘Green valuation’ product offering – promoting use of local surveyor. Surveying & Valuation

Increasing prevalence of ‘green’ mortgages and green property upgrades. All

Potential growth in retrofitting environmental upgrades for consumer homes. All

Other risks and opportunities

In addition to the primary risks and opportunities, others were considered as part of the wider assessment of climate-related scenario testing, as

follows:

Strategy impact assessment and resilience

The assessment of the chosen scenarios demonstrate that climate

related matters have a relatively low impact on our strategy and

business model, and therefore there is a high degree of resilience.

However, there are a number of risks that may result in increased

costs and have an impact on operations that, whilst unlikely to have

a significant impact, are factored into our business and financial

planning.

Climate-related metrics and targets

In 2024, we focused on improving data collection for greenhouse gas

emissions reporting, integrating organisational changes into Scope 3

emissions for franchises and, for the first time, including emissions

from investments.

As our data matures, we will monitor emissions against a rolling

baseline and use this to establish reduction targets aligned with a Net

Zero 2040 pathway.

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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

57

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Streamlined energy and carbon reporting

(SECR)

The Group has reported on all emission sources required under The

Companies (Directors’ Report) and Limited Liability Partnerships

(Energy and Carbon Report) Regulations 2018, which includes the

SECR requirements. We have applied a financial control methodology,

reporting emission sources that fall within the Group Financial

Statements (with the exception of Pivotal Growth – see below). We

do not have responsibility for any sources that sit outside this.

Within the Group our Surveying & Valuation entity, e.surv, is also

in scope of the SECR requirements. In accordance with these

regulations we have reported a Group-wide disclosure and therefore

e.surv as the in-scope entity will not be making any separate

disclosures.

This section covers the seven main Greenhouse Gases (GHG)

covered by the Kyoto Protocol which include carbon dioxide (CO2),

methane (CH4), nitrous oxide (N2O), hydrofluorocarbons (HFCs),

perfluorocarbons (PFCs), sulphur hexafluoride (SF6) and nitrogen

trifluoride (NF3). It has used the Greenhouse Gas (GHG) Protocol

Corporate Accounting and Reporting Standard (Revised edition), and

emission factors from the Government’s GHG emission factors for

Company Reporting.

Metric  2024 2023

Total kWh (Scope 1 + Scope 2) 2,777,178 8,016,326

Scope 1 emissions (natural gas and company vehicles), tCO2e 692 730

Scope 2 electricity (location-based), tCO2e 292 996

Total Scope 1 + Scope 2 (location based), tCO2e 983 1,727

tCO2e (Scope 1 + 2) per employee

1

(location-based) 0.5 0.6

tCO2e (Scope 1 + 2) per £ million revenue

2

(location-based) 5.7 9.8

Scope 2 emissions from purchased electricity (market-based)  240 637

Total Scope 1 + Scope 2 emissions (market-based)  932 1,368

tCO2e (Scope 1 + 2) per employee

1

(market-based) 0.5 0.5

tCO2e (Scope 1 + 2) per £ million revenue

2

(market-based) 5.4 7.7

Notes:

1  Total colleague numbers as at 30 September 2024

2  Revenue from total operations

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

58

Greenhouse gas emissions

Our full GHG emissions detail is reported here including scope 3 emissions for the second year. The reporting period is 1 October 2023 to 30

September 2024. This overlaps by nine months with the Group’s financial year and is used for historical reporting reasons.

GHG emissions 2024 data summary table

Tonnes CO2e

Market / (Location) based

Scope Category  2024 2023

Scope 1 Operations of facilities (fuels including gas) 286 287

Owned vehicles 387 396

F-gas 19 48

Total 692 730

Scope 2 Purchased energy 240 (292) 637 (996)

Total 240 (292) 637 (996)

Scope 3 Purchased goods and services 3,776 10,391

Capital goods 159 39

Fuel and energy-related activities 233 416

Upstream transportation and distribution 16 120

Waste generated in operations 2 13

Business travel 1,168 1,316

Colleague commuting (including homeworking) 1,006 1,823

Franchises 1,988 341 (678)

Investments 2,777 –

Total

11,123

14,461

(14,797)

Total Scope 1, 2 and 3 Market/(Location) based 12,055

(12,106)

15,828

(16,524)

TCFD and CFD Reporting continued

Data notes

Greenhouse gas reporting assumptions and estimations

In some cases, missing data has been estimated using either

extrapolation of available data from the reporting period or

estimated using CIBSE Guide F (2021) Building Benchmark and

Facility Floor Size. The methodology used to estimate the supply

chain emissions from purchased goods and services, upstream

transportation and distribution, and capital goods is based on the

Exiobase environmentally extended input-output (EEIO) dataset. EEIO

combines economic information about the trade between industrial

sectors with environmental information about the emissions arising

directly from those sectors.

Data coverage and quality

•  The Group has adopted to use a financial control approach

to consolidate emissions as described in the Greenhouse Gas

Protocol. Where applicable, both Market and Location-based

emissions are reported. Our elected intensity ratios are reported

against revenue and headcount.

•  Included in our 2024 reporting year are emissions from

investments related to our joint venture, Pivotal Growth. The

emissions in this category have been estimated based on a 2024

revenue figure, and account for 23% of the Group's total market

based GHG emissions.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

59

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Net Zero strategy and targets

Throughout 2024 we have taken steps to appraise our pathway

to Net Zero 2040. This included the commissioning of a Net Zero

strategy paper by our sustainability consultants, Energise. The report,

taken from a 22/23 baseline, showcased that due to the nature

of their operations, our Surveying & Valuation Division (e.surv)

accounted for 58% of Group Scope 1 emissions and contributed

to 45% of all business travel emissions. Therefore, during 2024 we

have prioritised the build out of a Net Zero plan for this Division and

developed three specific science aligned targets:

Scope(s)  Target

1

1 & 2 Near-term reduction of 42% by 2030

3 Near-term reduction of 25% by 2030

All 90% reduction by 2040

Over the course of 2025 and under the guidance of the EWG, a

program team will be established to develop Group wide targets and

actions for all emission scopes.

Decarbonisation actions

A number of actions have been progressed in 2024 regarding

decarbonisation, particularly with reference to reducing our Scope 1

and Scope 2 emissions from facilities and fleet.

•  Energy audits were undertaken at three of our offices in 2024 to

identify priority energy reduction opportunities, related to ESOS

compliance (energy savings opportunities scheme). We progressed

actions including reviewing temperature settings for server

rooms; improving timing of heating controls for occupied spaces

and replacing light fittings where necessary with low energy LED

fittings. Some recommendations have not been possible due to

our offices being leased rather than owned (such as installation of

solar photovoltaic panels).

•  We have secured a lease on a new office facility for our Head

Office in Newcastle upon Tyne, which we will relocate to in 2025.

The new office is highly energy efficient, it is electrically heated

and cooled and has an EPC A+ rating.

•  We continue to purchase REGO-backed renewable electricity and

gas for our main office facilities.

•  Progress continues to be made in transitioning our owned fleet

from internal combustion engine vehicles to hybrid or electric

vehicles. This mainly impacts our Surveying & Valuation Division.

•  We continue to support a hybrid working model for the majority of

our colleagues (excluding operational surveyors) with a number of

colleagues on remote-first employment contracts. This continues

to limit our emissions from commuting; although we will look

to improve the quality of data with respect to the amount of

commuting and home-working related energy consumption.

Our Net Zero Strategy identified some priority actions for us to move

forward in 2025 and beyond:

•  We will continue to improve our ability to dynamically collect

data related to emissions to enable more active monitoring and

management. This is likely to involve engaging with a third party

data platform.

•  We will develop our ESOS related actions and progress reporting

for our management offices, working with our landlords where

required.

•  We will develop our supply chain management processes,

including due diligence, engagement and data gathering, to better

understand the emissions associated with our suppliers and to

drive reduction.

•  We will continue to transition our owned fleet to hybrid and full

electric vehicles. For surveying, the largest contributor to fleet

emissions, 91% (286) of vehicles are hybrid or full electric at the

end of 2024.

•  We will seek to develop policies to incentivise lower carbon modes

of transport for business travel.

•  We will roll out a training and awareness programme to all

colleagues linked to decarbonisation and wider personal impact on

the environment.

Notes:

1  Against a 22/23 baseline year

Our Strategic Report, which runs from pages 2 to 59, explains how we operate to achieve our business model and is approved by and signed on

behalf of the Board of Directors.

David Stewart

Group Chief Executive

Officer

25 March 2025

Adam Castleton

Group Chief Financial Officer and

Group CEO Designate

25 March 2025

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

60

The Board and Executive Team

Adrian Collins

Non-Executive

Chair

Committees

D

N

R

Appointed to Board:

30 April 2024

James Mack

Independent

Non-Executive Director

Committees

AR

D

N

Appointed to Board:

27 September 2021

Key skills and experience

•  Detailed knowledge of the Group’s business.

•  In-depth experience in corporate leadership.

•  Closely engaged with our investor community.

•  Over 30 years’ experience in finance.

•  Qualified as a chartered accountant.

Previous appointments

•  Group finance director of French Connection Group PLC.

•  Leadership roles including at O2 UK and The Walt Disney Company.

•  PriceWaterhouse.

Current external appointments

•  None.

Other responsibilities

•  Senior Independent Director.

Key skills and experience

•  Significant knowledge in audit and risk, with recent relevant financial

experience.

•  Qualified as a chartered accountant.

•  Holds a BA from the University of Nottingham.

Previous appointments

•  Chief financial officer at Barclays Bank UK plc.

•  Chief financial officer at Aldermore plc.

•  Acting chief financial officer at the Co-operative Bank.

•  Senior roles in finance and internal audit at Skipton Building Society.

•  KPMG.

Current external appointments

•  Director of John Lewis Money.

Key skills and experience

•  Responsible for the Group's performance, strategy and development.

•  Significant experience in finance, strategy, operations, risk and compliance.

•  Particular expertise in financial services.

•  Qualified as a chartered accountant.

•  Graduate of Warwick University.

Previous appointments

•  LSL Non-Executive Director, Chair of the Audit & Risk Committee and

member of the Remuneration and Nominations Committees from 1 May

2015 to 30 April 2020.

•  Chief executive, finance director and operations director roles at Coventry

Building Society.

•  Group chief executive and group finance director roles at DBS

Management.

•  Peat Marwick (KPMG).

Current external appointments

•  Non-executive director of Pivotal Growth Limited.

Key skills and experience

•  Highly experienced board chair and executive director of listed companies.

•  Deep understanding of public markets.

•  Co-founded and led a number of highly successful financial services businesses.

•  Contributed to building one of the UK’s leading institutional and retail fund

management businesses.

•  Experience in transformation of businesses and significantly growing assets.

Previous appointments

•  Managing director at Gartmore Investment Management.

•  One of the founders of Trustnet.

•  Senior executive roles at Jupiter, Bestinvest and Lazard Investors.

•  Executive and non-executive chair of Liontrust Asset Management.

•  Other board positions.

•  Non-executive director of Hargreaves Lansdown plc.

Current external appointments

•  Board chair of Logistics Development Group plc.

Adam Castleton

Group Chief Financial Officer

and Group CEO Designate

(CEO Designate from 30 January 2025)

David Stewart

Group Chief Executive Officer

(from 1 May 2020)

Committees

D

E

I

Appointed to Board:

2 November 2015

Committees

D

E

I

Appointed to Board:

1 May 2015

Will retire on 30 April 2025

Executive Directors

Non-Executive Directors

The Board as at 25 March 2025

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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

61

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Darrell Evans

Independent

Non-Executive Director

Committees

AR

N

R

Appointed to Board:

28 February 2019

Michael Stoop

Independent

Non-Executive Director

Committees

None

Appointed to Board:

24 June 2024

Key skills and experience

•  Significant experience in banking, finance, strategy, investor relations,

governance and ESG.

•  Involvement in the consumer sector.

•  Qualified as an accountant.

•  Holds a BAcc (Hons) in Accountancy and Economics.

Previous appointments

•  Head of investor relations at Haleon and Heineken.

•  Provided investor relations and consultancy services as Clear Giraffe IR.

•  Senior roles at investment banks, including Barclays Capital, Goldman

Sachs and Morgan Stanley.

•  KPMG.

Current external appointments

•  Global head of investor relations of Diageo plc.

Other responsibilities

•  Chair of the Estate Agency Franchising Division.

Key skills and experience

•  Significant experience in estate agency and franchising.

•  Fellow of the Royal Institute of Chartered Surveyors.

•  Fellow of the National Association of Estate Agents.

Previous appointments

•  Managing director at M Winkworth plc.

•  Managing director of the estate agency division at Legal & General Group

plc.

•  Chair and non-executive director at Belvoir Group plc.

•  Group managing director at The Property Franchise Group plc.

Current external appointments

•  Industry board member and chair of the finance & performance

committee at The Property Ombudsman.

•  Director at Michael Stoop Property Services Ltd.

•  Director at Kriva Ltd.

Key skills and experience

•  Significant experience in strategy, technology operations, sales and

marketing, particularly in the professional information solutions sector.

•  Holds a BA from the University of Cambridge.

Previous appointments

•  Global director of strategy and director of research strategy at Elsevier.

•  Operating positions at Sainsbury’s Supermarkets Ltd.

•  Senior manager at McKinsey & Co.

Current external appointments

•  Chief digital product officer of Reed Exhibitions (a RELX Group plc

company).

Other responsibilities

•  Designated Non-Executive Director for workforce engagement.

•  Chair of the Surveying & Valuation Division.

Key skills and experience

•  Significant experience in financial services.

•  Experience in retail banking and mortgage propositions.

•  Experience in strategy, proposition development and commercial

management.

Previous appointments

•  Chief executive at Beneden Health.

•  Chief commercial officer at the Co-Operative Bank plc.

•  Product director for the RBS Retail Bank.

•  Senior executive roles at Direct Line Insurance Group plc and Virgin Money

plc.

•  Chief executive officer at The Consulting Consortium.

Current external appointments

•  None.

Sonya Ghobrial

Independent

Non-Executive Director

Gaby Appleton

Independent

Non-Executive Director

Committees

AR

R

Appointed to Board:

4 March 2022

Committees

AR

N

R

Appointed to Board:

1 September 2019

Committees key

AR Audit & Risk R Remuneration N Nominations

D Disclosure

Chair

E Executive InvestmentI

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

62

The Executive Team

The Executive Team as at 25 March 2025

Adam Castleton

Group Chief Financial Officer

and CEO Designate

Debbie Fish

Group Company Secretary

Saad Hassanuddin

Group Chief Risk Officer

David Stewart

Group Chief

Executive Officer

Debra Gardner

Group Chief People Officer

Sam Greatorex

General Counsel

Executive Director and PDMR

Additional responsibilities

•  Investor Relations.

•  Health and safety.

Additional responsibilities

•  Living Responsibly programme

member and governance lead

(including Board diversity).

Additional responsibilities

•  Living Responsibly programme

member and environmental and

Communities Forum lead.

•  Chair of the Environmental Working

Group.

•  Member of Data & Information

Security Committee.

•  Group risk and internal controls.

Additional responsibilities

•  Living Responsibly programme owner

and lead on colleague matters.

•   Executive sponsor of I&D Forum.

•  Chair of Data and Information Security

Committee.

•  Chair of Colleague Engagement

Forum.

Additional responsibilities

•  Member of Data and Information

Security Committee.

Executive Director and PDMR

Additional responsibilities

•  Living Responsibly programme

executive sponsor.

•  Executive responsible for colleague

matters.

Group Executive Committee

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

63

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Steve Goodall

Managing Director,

Surveying & Valuation

Richard Howells

Managing Director, Financial

Services

Paul Hardy

Managing Director,

Estate Agency

•  Responsible for the leadership of our

Financial Services Division and the

PRIMIS Network.

•  Responsible for the leadership of

e.surv and Templeton.

•  Responsible for the leadership of our

Estate Agency Franchising Division.

PDMR

PDMR

PDMR

Divisional Managing Directors

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

64

Dear Shareholder

As Chair of the Board, I am pleased to present our Corporate

Governance Report for the year ended 31 December 2024. The

Board is committed to good corporate governance and we are

focused on the key topics of strategy, financial and operational

performance, customers, colleagues, risk and governance. As

Chair, I am responsible for ensuring that all of our decisions take

our Shareholders and other stakeholders into account. We explain

how we do this in our Section 172 Statement and Stakeholder

Engagement Report on pages 26 to 33. Since my appointment as

Chair I have met a number of our Shareholders, as have our Executive

Directors, and we continue to maintain an open dialogue with our

investors.

Key governance activities undertaken

Risk governance

We enhanced our risk governance framework in 2024 by the

appointment of a Group Chief Risk Officer (CRO) who is working

closely with the business to foster a consistent approach to risk

management across the Group and reports regularly to the Board

and the Audit & Risk Committee.

Board and Committee membership

We made several changes to our Directors’ additional responsibilities

following board changes in February 2024 and again upon my

appointment in May 2024. More information is included on page 69

of this Report.

Divisional Governance

As reported last year, over 2022 and 2023 we enhanced our

governance arrangements within our Financial Services Network

by the appointment of non-executive directors, including a non-

executive chair. We have continued to develop oversight of this

Division over 2024, receiving regular updates from the Division and

the Group CRO on specific issues relating to the regulated nature of

that business. The Senior Management Team in the Division has also

been expanded.

In January 2025 we put in place additional governance for our other

Divisions, with Darrell Evans becoming chair of the Surveying &

Valuation Division and Michael Stoop taking up the chair position in

our Estate Agency Franchising Division. Over 2025 we will continue to

develop the governance of our Divisions.

Compliance with the UK Corporate

Governance Code

We are listed on the London Stock Exchange and, as such, we

were subject to the principles and provisions of the UK Corporate

Governance Code 2018 (the 2018 Code) published by the Financial

Reporting Council (FRC) and available at frc.org.uk for the year ended

31 December 2024. With effect from 1 January 2025 we are subject

to the principles and provisions of an updated Code and guidance

(the 2024 Code). We are reporting against the 2018 Code in this

Report and confirm that our policies and procedures have, or will

have, been updated in order to report against the 2024 Code as

those provisions become applicable.

The Board considers that the Company complied with all provisions

of the 2018 Code for the year ended 31 December 2024. This

Corporate Governance Report and the individual Committee Reports

on pages 72 to 98 sets out details of our governance framework and

how we have applied the principles in 2024.

The UK Corporate Governance Code prescribes that when 20% or

more of votes have been cast against the Board recommendation

for a resolution put to its AGM the Company should explain, when

announcing voting results, what actions it intends to take to consult

Shareholders in order to understand the reasons behind the result.

At the AGM held on 20 June 2024, 25.01% of those voting in relation

to Gaby Appleton’s re-election voted against the resolution. As

announced to the market on 13 December 2024, I had a dialogue

with a broad group of Shareholders (including those that had voted

for and those that voted against the resolution) shortly after the

AGM in order to understand views. It is understood that the vote

against Gaby’s re-election was reflective of her position as Senior

Independent Director at a time when Shareholders had raised issues

with the Board on governance matters. Shareholders confirmed to

me at the meetings that they were comfortable with the governance

arrangements in place following my appointment as Chair and we

therefore believe that the issue prompting the significant vote against

Gaby’s re-election has now been resolved.

Adrian Collins

Chair

25 March 2025

Corporate Governance Report

Chair’s Introduction

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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

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OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Code principle 1:

Leadership and company purpose

The Board is led by the Chair who drives strategic focus and robust

debate. The Board is diverse, with a strong mix of knowledge and

experience which allows it to provide appropriate leadership and

oversight of our strategic objectives to ensure the long-term success

and sustainability of the Company for the benefit of its stakeholders.

The Company’s purpose, culture and values align to the Group

strategy and provide an anchor point for risk management across our

three Divisions.

The diagram below shows how our Group purpose, culture, values,

strategy and business model link with each other, how they interact

with our governance arrangements and how they deliver long-term

value for our stakeholders.

Culture

The Board has responsibility for our culture which provides the

foundation to drive our purpose and delivery of our strategy and the

long-term success of the Group. Our culture is set out in our Business

Model and Strategy on page 6, with more information provided in

our Sustainability Report on page 41.

The Estate Agency Franchising Division has adopted the Group

culture and values. Our other two Divisions have adopted their own

purpose, culture and values which are aligned with their strategic

objectives and business models.

Division Culture

Financial

Services

(PRIMIS)

Our vision is to become the preeminent network/

service provider for composite broker firms by

delivering best in class services to support their

growth and become the market consolidator of

choice.

Surveying

& Valuation

(e.surv)

Our purpose, vision and values underpin

everything we do at e.surv, every day. They define

us and set the tone for the way we work and

because we believe that success comes from

within, we’ve developed an honest and open

culture that empowers our people to do their best,

and enables our business to deliver results.

Strategy:

We are one of the largest providers

of services to the UK property and

mortgage market across a range of

different complementary areas. We

seek to deliver sustainable, resilient and

profitable growth through B2B services to

mortgage intermediaries and Estate Agent

franchisees, valuation services to lenders

and home surveys direct to consumers.

Business model:

We leverage our technology,

infrastructure, capital and people

to provide first class products and

services to mortgage and insurance

intermediaries, franchisees, lenders

and consumers for the benefit

of our shareholders, colleagues,

customers and suppliers.

Long-term value for

our stakeholders:

Long-term benefits for our external

stakeholders, our people and our

surroundings.

Our commitment to Living

Responsibly:

Increase the diversity of our Board and

workforce.

Build an inclusive culture where colleagues

are supported to develop and thrive.

Support colleagues to connect with our

communities.

Minimise our environmental footprint.

Ensure excellent governance.

Culture and values:

The right people: who accept

accountability for their actions.

Doing the right things: which

delivers customer expectations.

In the right way: being open,

challenging of themselves and

supporting others.

Our purpose:

To provide first class services to mortgage and insurance

advisers, Estate Agent franchisees, lenders and their customers,

to create long-term benefits for external stakeholders and our

people.

Purpose drives our business model and shapes

our strategic decisions

Culture aligned to

purpose, values and

strategy

Our business

model and strategy

generate value for

our stakeholders

Become a more

sustainable business

Corporate Governance Statement

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

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The Board has a range of mechanisms for monitoring Group culture,

including:

•   Monitoring  colleague engagement as part of the Board

engagement programme:

–  R e sults of the annual employee survey and regular pulse surveys

are reported to the Board throughout the year.

– The Group’s Whistleblowing Policy (including our ‘speak up’

policy) is approved by the Board and it receives regular reports

on whistleblowing.

– The designated Non-Executive Director for workforce

engagement attends meetings with the Colleague Engagement

Forum each year.

– The CPO reports and presents regularly to the Board on

Group HR matters, including colleague engagement and

communication arrangements.

•  Annual presentations on our Living Responsibly programme.

•   R eceiving an annual presentation on the Group’s culture, from the

CPO.

•   Receiving regular reporting on our colleague diversity, equality and

inclusion projects.

•   Conducting an annual deep dive on our people strategy, including

metrics on colleague attrition, talent and succession for Senior

Managers, presented by the CPO.

•   Monitoring  Senior Managers’ leadership capability, development

and succession through the Nominations Committee.

•   O verseeing progress against Senior Managers’ non-financial

measures, which form part of the annual bonus plan.

•   Regular updates on and annual reviews of our core Group

compliance policies.

Stakeholder engagement

The Board considers the interests of its stakeholders when taking

decisions. More information on stakeholder engagement activities

(including Shareholder and workforce engagement) and how the

Board considered their interests in making decisions in 2024 can be

found in the Section 172 Statement and Stakeholder Engagement

section of this Report on pages 26 to 33 and the Sustainability

Report on pages 41 to 47, which are incorporated in this Corporate

Governance Report by reference.

Our workforce engagement processes are in line with the 2018

Code via our designated Non-Executive Director for workforce

engagement. Our workforce policies and practices are consistent

with our values and support our long-term sustainable success. These

include having whistleblowing policies (overseen by the Board),

and fraud and anti-bribery policies (overseen by the Audit & Risk

Committee) in place. More details can be found in the Audit & Risk

Committee Report on pages 77 to 82, the Risk Management section

on pages 34 to 38 and the Sustainability Report on pages 41 to 47.

Colleague diversity

We report on our colleague diversity in the Nominations Committee

Report on page 75 and Sustainability Report on page 45.

We published our gender pay reports for all Group companies with

more than 250 employees in April 2024 (available at gender-pay-gap.

service.gov.uk) and will continue to report each year.

Code principle 2:

Division of responsibilities

The Board

The Board is responsible for establishing the Group’s purpose, its

overall management and making strategic decisions. It monitors

financial and operational performance and formulates the Group’s

risk appetite and risk framework. It has a schedule of regular matters

for discussion at meetings, which includes routine and special

business and ensures that meetings focus on material matters

and strategy. The Board has a schedule of matters reserved for its

attention so that it is clear what items require Board approval and

what matters are delegated to the Executive Directors. These include

strategic issues, financial matters (including reporting and controls),

communication with Shareholders, stakeholder engagement,

structure and capital matters, ESG, Board and Committee

appointments, treasury, legal, administration and pension matters

and colleague policies and protocols.

At each scheduled meeting, the Directors receive regular reports

from the Executives and management which provide information

including:

•  Reports on strategy and strategic initiatives.

•  Key project updates.

•  Group financial performance data.

•  Material risk issues.

•  Colleague matters and performance against KPIs such as staff

turnover and whistleblowing.

•  Living Responsibility ESG KPIs.

•  Updates on financial and operational matters.

•  Updates on Divisional performance, risk and operational matters.

•  Legal and regulatory updates and advice on the application of

company law and rules applicable to the Company.

•  Information on engagement with Shareholders and investors.

•  Special business presentations arising from a particular aspect of

strategy, business area, investment opportunity or initiatives.

The Board meets annually to specifically consider strategy in more

detail. Outside of formal meetings, the Executives maintain a

dialogue with the Non-Executive Directors on Group performance or

matters requiring their attention.

Corporate Governance Report continued

Corporate Governance Statement continued

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AACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4sX9r12/ZtLXSOByisV27fotxaGebtlauXb+lPp0xFI4nMVWfzqxdv6VqZ62hyImqnbXGs92OvcYBOKiUIWjPl8AXFr9199TnQ8j2KSsZdcqgrTuq31z9/uur3zv7tOMuPG/46cMGpJJSvJVj+8qb6x57eukbq99rGNsQwsJXVm/aVjlk0BHnnTHk7BHHFncvNFA5nyW/ufr96c+9On/p233Kivv0LD192ICZc5eHbNi0reqSC0ae+9ET+vQsMVCH7njy8MyXNm2taHw8adjnHU9aNGl+9KmlT8xZ1qesOETh/NFDX1y2dtPWitfefu+z55467pyThw7uZ5Sab/mq9S8seWvG86+Wl5U0HBMaxnPjtsoLPnby2acdazxzcux9cdnax55e+sKSlScOOuKEQX17HlbU8JIXQnTFxR/zkgfsV5TNZo1CO5g2a/GDMxZN+sqnTj7+yJKivQ/HldW1c5esuuUXT/z8exO9KLbUrHmv33rPjOsv/8zo0wYfaGzvnvr8FRefM/asEw1XDqfLE66790vjRl34yeHlPUv3npfUp19cvvZXv5836pRBl114pgLJ+T5/99Tnr7h4TBP7/K33PHHn9Y4nB5k93//4/IUvr/6XL31iyMDDU6nkXn9g49aKx55a+sSc5XfdMNEpjOacjLh28rQTBh5+wTknD9vfjrds1foZz7365poNd0waL0vaktZX3TLle/90wJe8V1e8O/nXf7rkgpHjx44wXIDwa+/58ZU3T/nMmKGXfe7MfScWe82Vb7zzf0IUbrp6nIlyM+dtN/5segjhpqv/+qBje//j8xe+usaEI1cnMn47Y9FdN3xh3+TbJ1Feu3vqnDsmjR/Qr5dxy9XcetTJA5t7PAnhpmscT/Zj7fot106edsXFY8aedVLTf3Lj1oqrbn7INPqgJyNuvWfG/bdcNrD/QX7Tl61af82tU370jc+fceog49bil7w7p4dsc1/ynLMAhF97vxbePfX52781/qCvhY0nyi79NcfyVeuvvnXKz66fOKzZA7Vm3ZbLvne/CUfbT2RMvGDkRc2eBFdW1143edqoUwZ9bfxoA9gWC15ePfnXM2//1kXNP54sW7X+6lumOJ7s5Ze/n7vw5dW3Txq/7wWTA3lk1uIpMxaZRu+3Rr7+w9/1KSs5aI04K9HGl7yGC30HPVXR+CXvuh9Pu+Lij1ntAuyS5ZBZtnLdFTc9WFdX39JPrKiqmXDtPZXVNcbwQDZuqZhw7b2tGNu6uvqLrr1345YKY9gKdfXpCdfeu2HLjlZ87uRfz5o59zVj2Gpr1m1u3fGkrq7+3K/+h31+t0dmvnTvI3Na8YkbtuyYcO29BnAv3/3J4/OXvtWKT5y/9K3v/ufjBrA5KqtrJlx7T0VVTSt+/a+46cFlK9cZQyCbzTrTdghPgl51y5TbJ41v5hnQxkqKCm//1kXXTp5mGA/kypun/PyGL7RibFOp5F03fGHCdfe6+WQr3P/Y/CsuHnPQ5Z379Y0vfuKWXzzhzpOtPp5cO3la644nqVTygVu/fOXNUwxjwyXr385Y9LXxZ7fic8t7lk68YOS0WYsNY+PLUCGEM049phWfe8apx4Tsri3QtGsnT7v9Wxc1/wJ141//2yeNv+qWKV7ygOBxDofOjXdOv+2bf9uKw3SDgf17jTp54Kx5rxvJfU2btXjiBSNblx8Ns7evX3Lu/Y/NN5Itsnb9loWvrG7+KiP5kfPkbsvx5DNjhiqWEMKVN0+564YvtPrTLxo74rczFjl/sft8xNW3Trnp6r9u9RZuuvqvr75VkxzErHmvjzp5YPMXeO+lpKjwtm/+7Y13TjeSgPA7JJavWh+yrTwJuttlnzvz7qnPeQLSXhpO2F/UtrssXDR2xIw5yzz4qEUzvG9OfuT2SePbspGB/Xu5YNL+yd3ga+PPfrDLF0sbzxk1uOuGL1x5s1YJIYSv//B3P7t+YiuuQu+WSiV/dv3Ehnt0sV9VO2vvnvrcZZ87sy0bcXEVEH6H0Pd/Nr0tJ0F3vyLedM1n73zoOePZ2B0PPHXHt8a3fTv33/L3d/3ueePZTLMXvnnJBR9t9RWnxsn94IxFxrNFGhZ5tn07t39r/H2Pzeuyw1ifzvznb5+5qM135mxY8PnisrVdfLfctLWyT1nJsDbfNKhhCy6iHsidDz130zWfbUtdN7jp6r/+vsAG4WcIcq5qZ+2QQX3bfphueEWct/QtQ9rYnMUrW73ipbGSosI3Vr/vtH0zPTzzpc+MGZaTTX1mzFAnnluUKw27a9s3NbB/r/lL3+6yI/nisrX/fOm5OdqHhz329NIuvmc++vTSL352VE42deF5pz761FK/7Ps1b+lbw3JxS95UKjlkUF9riED4kWMvLH7rwvNOzdXWRg8/1qnQ3dau3/L3nz0jV1tz2r75Nm2tyEl7hBDOHz10+nOvGtLm58oVF4/J1dY+M2Zol13h/OyLK8796PE52VRJUeGcxSu7+J75xPPLhgw8PCebOn3ogIWvrvbLvr8Db+Xo4cfmamsXnnfqC4udSgbhR05tr6juV16Wq60dc1Qfp+h2W/jK6tEjBudqa6NOHvTOe97m16zeztXlvhDCwP69VqzZYFSb6Z33tgwZdESutnbqCUe+/vb7XXMkV6zZ0MZ39zU2ZsRxXfzI3KesOCcLW0IIqVRy09YKv+z7qtpZe8xRfXK1tX7lZdsrqo0qCD9yadGytTl8wu/Qwf0WvuJU6IdKi7oZhPbXs0exQegQW3bkcqLWlWd+G3OaFqcPG2AtRk4zssQg7GvhK6uH5mKd565B7lmyyCIXEH7k1qZtlblaFKdzDqniogKvgh3itbe8x68FM78jD+9hHNquXFrkTtXO2hAZhvaQwzlASVHhpm3OVoDwI6f6lJVUVudsCVBFdY0hPVRzl+q6kcMGGIf2d9Kx/QxCM3169EnvbthuHNpu07Yqg5Arxd0LQ9YwtIcczgEqq2tdWQXhR46NzOkSoOWr1o86ZZBRbdCjtGj9xm3Gof0neW//ZZNxyANvrH7v6CN6dc3vPYcr8EMIM+cu7394WVfel3J77ciVqP0adcqgHN4DedPWSuc6QfiRY0cf0euN1e/lamsvLltb3L3QqDY48Zi+z76Ys5vpzZy7PIdvn8jvGfMfnnk5V1tb5lxGSwwd3G/m3OW52tqS1/9y3IDyrjmSxw88fM26nN3MadPWqlQy0bUPC6X19emcbKq+Pt0nd/fdySfF3QtzeOvprnzeBxB+h8rpwwbcPXVOrrb2wpJVuT1RHWsD+uXyQWS/+eMC4ddMY0Ycl6sFzDOee/XTo08ypM10wqC+T8zJWfj98dlXuuzxZNw5J+cqoTdurThz+DFdfM+ccP5HXlyemyZ5cfnaCed/xC/7/uq65IUlq3K1tbunzjndFT8QfuRWw2ngnNxBbsHLb39p3BmGtLEzhx+Tk9P2a9ZtGTPiOOPZTBeeN/yJOcvavp36+vQfnnl5QD9nnVtwPBkyqG+ujifjPn5Klx3JoYP7PTFneU4uUv36sfnjzjm5i++ZHznp6F/9fl5ONvWr3887e8Sxftn360vjzljw8ttt307DMaSLX6YGHAIOiTsmjb/y5ofaPkX+9v999LILzzSejV39hXOu+/EjbZy91denr/vxtOv/6a+MZzOdceqgKTMWtT0/brzzf2775ueNZ4tc++VPXpWL48m//sejV3/hnK48kldc/LH7H5/fxo2sWbdlxZoNFgv06Vky6tRBs+a91sbtzJr32qhTBnlHw4FcduGZ3/6/j7b9hMWVNz90x6TxxhOEH7k3oF+vSy8Y+cisxW3ZyNd/OPXn35vo/NxeirsXXnHxOW2cvd3/+PwrLv6YqUaL3HXDxKtufqgt849lq9Y3NKTBbOkM+5ILRv5y2gttTO47r5/Yxff5sWeduPDVNW1ZMtBwzsgEeleTfO7Mu6fOacsi8Mrq2runznF+swmpZOLn35v49R9ObctGHpm1+NILRlpqAYiKQ2X82BFtuUIya95rfXqVOKncxOxtWWvvdbZm3ZaFr64Ze9aJRrIV+dHq5K6vT19z65SbrhlnJFt3PHlizvJWF0vDL4vjSQjhjknj27JkwDmjvZrkjknjr5s8rdVbuG7ytDsmjXd+s2lDB/fr06uk1RdXN26tmDJj0fixI4wk4Gh7CN11w8Qrb36oFWdD16zbcssvnrjpalPkpmZv19w6pRVdXVld64R9G/OjFW84qa9PN1xxMsNry/Hky9c/0IrjycatFZJ7t4YlAz/579mtaL8FL7/tnNFeBvTrNeqUQa27HP3LaS+MOmWQy1DNcdPV4275xROtOPVTWV175c0P3XXDRGMIhBCSP/jBD4zCoZthjD7t2AnX3Xv0ET0HH93cW6g/MmvxHQ889ZsfXlZa3M0YHkhBKvk355561c0PJZOJYc2+jjFr3ms3/PSPd0waX+7W4W1ov7t+9/xT8984d+TxiUSzKm7Nui3/9G+/nfDp08889RgD2JbjyafOPPGqWx7qXVbcouPJj34584FbHU8+NPjo8qqddd/5yeNnDT+27LCiZp65uOGn019f/f7kaz+fSETGsLHhQ45a8vpffnjvk+M+fkphQbKZJyO+fP1vThjY92vjRxvA5kgkor8599R/+T9TW/qSd+XND979/Uv6lfcwhkAIIcpms0bhkKpPZ268c/qmLZU//e7FqVSy6dfCq25+6JILRlqS0Xy/nDZ3xpxld93whaZbrrK69rrJ00adMuiyC8900antFry8+l//4/c/u35i01OQ+vr0/Y/PX/jqmjsmjbc6LlfHk/sfn7/w5dW3TxpfUlTY9PHkypsfutTx5ACqdtZeO3naqJMHXva5M5s+Mi9btf6aW6fcef1Ea2WbsHb9lmsnT7vi4jFjzzrpoDVy6z3//wO3ftm1vlaYNmvxgzMW/fxgL3n19emv/3Bqn14lN109zkseIPza2/JV66++9aEvjRt1/uihA/v32ndiMeO5V+ctffuuGyZ6al8rJhxfvv6Bz378lAvOOXnfDlm2av3cxauemLP8jknjzTNyPm8O2fAPnz/r9KED9po6b9xa8cyfV0yZ8ecrLj7H0rhDsc9/c/IjF4wZNnrE4P3u844nzTRr3uu33jPj+ss/M+Kko/eaSdfXp19cvvZXv5/Xp2fJTdeYPTfvrMRj82fMWXblxWNGnzZ4rxMTldW1c5esumvqnAvGDHMCri02ba288uYpZw0/Zr8veWvWbZk5d/l/TV945/VfcKoCEH4dnH/Tn3t1xZoNm7ZW9CkrCSFs2lbVp2fJqFMG/e15w03R2jgVfnLuawtfWb1pa2WfsuLGY3v2acd6/Tt0U5CXXnvn4ZkvbdxaUb5rl67s07P0+IGHf3zk8acPHWB6d0iPJy8seWvhK6tfe2v9Sccc0Xif//Tok5zmaH6uvLhs7WOzl77x9vsNh44QwsZtleU9Syec/5GzRxzrYnWLVO2sfWHxW08veOON1R+O56ZtVUMG9b3wvOGnnNDfeObq2Pvo00v3fMnbdewdd87JXvIA4QcAANAVORkPAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAnUDKEHSsunQ2k7AjM5QAACAASURBVDUMAAB0LslEiKIohJCMDIbwo82q67M19coPAIDOKxGFgmRUkIiSiZBKRAkpKPwAAIA8k8mGmvpsTcju7sCigkRBIqSSkQYUfgAAQH52YGVtZldOJKLigqgwpQCFHwAAkKfqM9ntNdlQEwqTUXFBVOAdgcIPAADIV7XpbG06G0IoKUwUFbgA2Ol4nAMAAJAzlbWZjZXpqrqsGxgKPwAAQP4h/AAAgPjn3+aqtKeXCT8AACCfZbJhe01mS3Umrf6EHwAAkMfqM9nNVemKDx4CgfADAADyU3Vddkt1JuPSn/ADAADyWH0mu6kqXWvdp/ADAADy27adGcs+hR8AAJDnquuy23ZqP+EHAADktdq0t/wJPwAAIN/VZ7JbqtPaT/gBAAD5LJMN2k/4AQAA2g/hBwAAaD+EHwAA0Pnbz30+hR8AAJDn6jOe8SD8AACAfFebznq2u/ADAADyXHVdtjbt3X7CDwAAyGvbdnqwu/ADAAC6QPsZBOEHAADks/pMtqrOVT/hBwAA5LXK2oz3+gk/AAAgz1XUWPAp/AAAgLxWm3aHT+EHAADkux01bvAp/AAAgLyWyYZqd3kRfgAAQH6rrHXRT/gBAAD5zkU/4XcQS5Ysqaur2+8Hz8ye3YoPFsyfn8lkdn+QyWQWzJ8fQtj3g7q6umdmz276g4ZNAQAATYafaXObJH/wgx/k93eYSqVKSkqiKNr3g969excXF4cQWvRBlEj06NFj9wdRFEWJxGGHHbbvB8lksnfv3t26dWvig9pMSNuHAQCgSdkQUokolYgMRetE2axrph1pe02mpt6PAAAADiIRhT7FSePQytHL++9w98JOAAAgvjLZUOeZfsLvQI466qhk0okBAACIvRrhJ/wOpLy8PJFw81IAAIi9pu/tuXzV+k1bK41SFw0/Sz0BACBv1B7got+CV1Z//2fTyw4rMkRdNPws9QQAgLyx34t+C15ZPfm+WQ/e9tVU0lq//XNXzw7mrp4AANAih5fscV3n9vv/FEK47rJPGZkmWOoJAADESX0mq/qE394s9QQAgHxSl1Z9LWapZwez1BMAAFoklYh6FSVuv/9Pt903qzN8Pe/N/vcYDFre7xZLliwZNmxYQUGB3xAAAMgD9ZlsNoSvXHjWm2s2/K8vfmLo4H4d+MUc8YnvxGLQLPUEAABiJp3J9ulZ8tPv/t33fzZ9wSurDYjw8wB3AADIv/ALIYRUMvHgbV+dfN8s7Sf8OtFdPWc++8bbazfb5wAAoI3qPrixZ0P7/er3c2fNe92wdOnw6zxLPT/1sRPmLHx7+Zvv2+0AAKAtGq747W6/u26YuOT1dxpu8kkXDb/Os9QzkYi+OP70d9ZtnfnsG/Y8AABotdr03jfGb3iow9r1WwxOFw2/zvYA9/M/PiSEoP0AACC3rrvsUwP69TIOXTT8OuFdPbUfAAC0UdrDsIVfY53zrp7nf3zI0f17/ve0FzMZOywAAHBoeYB7i33r3/6Qwy/vzFGDy3ofZkcEAIAWyWazIYqMg/Db5VAs9fzx9/+mjVvIZLL3/Hb+X507pHffHjX1LvoBAEDLpDMh5XHdwm+38vLyzvYlVVTV/ve0Fy/+7PDePYu312TshQAAwCHlrp4dUH13/2buF8ef3rtnsf0PAAAQfjnQqe7q2VB9V/z96NLiQjsfAADQPiz1bD/r3t/++JPLVB8AANDOLPVsV5dfeqbqAwAA2pm7eraf/n172OEAAID25wHuHaxb0rNHAAAA4dc2ne2ungAAAMIvxzrVXT33FbngBwAAHGLu6tnBkgnlBwAAHFqWenYw2QcAAAi/turkSz1d8AMAAIRfW3Xyu3qGEArd2BMAABB+bdH57+qZTNgPAQCgrTZtraxPZ4xDFw2/Tr7UM7jiBwAAuai+Cdfdu21HtaHYL3f17AQ/A+/zAwCANljwyupf/X7u9J9dVdy90Gjsl6WeneBnELnFCwAAtL76Jt8366ff/TvV16XDr/Mv9QwhdEspPwAAaGX1PXjbV1PunNEkSz07hcJkVF2XtTsCAEDzTZu1+Mm5r6m+5rDUs3P0t7WeAADQEvc9OvfF5WvvumGi6mtWceT9dxiLpZ6JKBQmo9q0i34AANAsn/vE8I9MuPWeR144FBt/b/a/C7+YicVSzxBCUYHwAwCA5urTs2TZo9+bcN29D9/+j316luRwy0d84jv5N1yWenYWnuYHAAAtbb+Hb//HCdfdu2lrpdHo6uEXi6WeDYoKtB8AALSs/Wb+4p+vvHnKgldWG40uHX7l5eWJRDy+zW4u+gEAQAulkokHb/vq5Ptmab8uHX5xWeoZQihIRm7vCQAArW6/teu3GI39D1Hef4cxWuoZQigpjLbtdIsXAABocftNvf1rxqHrhl9c7urZoDAZJaKQkX4AAEDuWOrZ6ZQWegAlAAAg/FoiXks9QwjdUpE3+gEAAMKvBWJ0V8/dXPQDAACEXwvEbqlnCKFbKvI8dwAAQPg1V+yWejYo7eaiHwAAIPyaJ45LPUMIySiUWPAJAAAIv+aI41LPBsUF7vICAAAIv2aI6VLPBmXdXfQDAACE38HEdKlng1QicodPAABA+B1EfJd6NigqcIdPAABA+DUp1ks9GxzWLeHNfgAAgPA7oFgv9dz1Q4pCD093AAAAhN+BxH2pZ4OCZNTTjV4AAADht195sNRzd/u50QsAANAKqbz/DsvLy/PmeykqiLIhUVmbseMCAADNZ6lnzBQXRCWu+wEAAMKvsbxZ6qn9AACA1rHUM67tF4VEhTWfAABAM1jqGVdFBe7zCQAACL8QQj4u9dytIBn1KvJsdwAAoMuHXx48wL0JqUTUuzhZmBR/AABAFw6/Z2bPzsulnrtFIZR1T3jEHwAA0HXD7yOnn15QUJD332ZRgWWfAABAVw2/Hj16dJGfZSoR9SlOetIDAADQ5cIv75d67qW4wLv+AACALhZ+XWSpZ2PJKJR1T5R1t/ITAADoGuHXdZZ67qUwGfUpTvbolkjpPwAAEH75rast9dxLt1TUqyjRs7v8AwCAriuV999hF1zqua+CZNSrKKrPZHfWZ6vrsvZ7AAAQfnmlyy713M8POxGVFkalhaEuna2qy9amFSAAAHQJlnp2RQXJqKx7orwk2bN7oqTQKlAAAMhzlnp2XVEIBcmoIBmKC6JMNtRnsvWZUJd2JRAAAIRf3Fjq2RyJKBQmo8JkCAVRCCEbQiYbMplsJhtCCOlsqM+oQQAAOtcMFuH3oSdmzPjU2LEu+rVIFEIyCsk9ngLvFwsAAGLbyXn/HZ577rmqDwAAEH75rKi42I8ZAAAQfvnsiRkz3NUTAAAQfvnMUk8AAED45TlLPQEAAOGX5yz1BAAAhF+es9QTAAAQfnnOUk8AAED45TlLPQEAAOGX5yz1BAAAhF+es9QTAAAQfnnOUk8AAED45TlLPQEAAOGX5yz1BAAAhF+ee2LGjOqqKj9pAACgy0rl/Xf4qbFjLfUEAAC6svy/4qf6AAAA4ZfnLPUEAAC6OEs9AQAA8pylngAAAMIv5iz1BAAAujhLPQEAAPKcpZ4AAADCL+Ys9QQAALo4Sz0BAADynKWeAAAAwi/mLPUEAAC6OEs9AQAA8pylngAAAMIv5iz1BAAAujhLPQEAAPKcpZ4AAADCL+Ys9QQAALo4Sz0BAADynKWeAAAAwi/mLPUEAAC6OEs9O1gmG7J2QwAA4i8RhcgoCL+O0smXelbUZmrqpR8AAPmjWypKRKEgEaWSUVILdpIsz/vv0FJPAABoTzX12eq67PaazOaq9IbK9PaaTG0661pHx7LUEwAAOLQd2LDGrTAZFRdEBS4CCr9DQfUBAEBnUJvO1qaziSiUFia6peRfu7LUEwAAaD+ZbNhek9lUlXari/ZkqScAANAx+ZeoDT26JSz+bAce4A4AAHRY/m3dmdlek3HtT/i1laWeAADQmdXUZzdXpevVn/Bri0+NHVtUXOwnDQAAnVYmG7ZUZ6rrtJ/way1LPQEAIBYqajPbdmaMg/BrDUs9AQAgLmrTWe0n/FrDUk8AANB+wi/PWeoJAADaT/jlOUs9AQBA+3VxHuBO3hp98vEGAQBoi7mvrjAIHdt+VXXZ4gKPdxd+zaD6HKwhpkaffLx9GDswdOxubBA6XGVtpiCRKEhqv7ay1BMAAOi8ttdkPNpd+B2cu3oCAEB8ZbJhR403+wm/g7HUEwAAYq02na2pd9VP+DXJUk8AAIi7ilrrPYVfkyz1BACAuMtkQ3Wd9BN+B2apJwAA5IFKF/2EXxMs9QQAgPzgop/wOyBLPQEAID+46Cf8DshSTwAAyBs7XfQTfvtlqScAAORP+HmuQ6uk8v47/NTYsS76AQBAfqjPZOsz2VQiMhQtYqknAAAQJ7VpYyD89mGpJwAA5JMaqz1bzlLPOO7omfqMXffgZr30RmWtkdpbUUGUiDp4aYSfSzN959bbjdW+Sgo7+JRlJpt1M3E7cOsnXonQLdXB+3B9JmvS3Ex/eGGx3Xgv3VJRZ1hjWZ/JZrLBYk/ht4f8W+q5eP3Otdvr7bu0RVm3xLG9CvuXpjpkDj1jRYUfQbMMOc9YHUjfkuQJvQt7FyXbfw5dXZf1c7EDt93xvQuPKEkeXpJq/zn0uzvqF/yl2o+g2ezG+8u/ZDSgrODoHqneRcmOOqFcn8kWJpWf8GvkiRkzzj33XI/yg8a21WQWr9+5OIRuyWj0gKLy4pQxIV7er0y/X1kdQijrljh7QHGHXwaEllqxuXbF5hBCGNAjNfLIIrepIF5q0tkVm2tXbK4NIQw7vNtJ5YXtn3+1aeHXMh7gDl39wD377aqZKyu27fQuaWJpW01mxoqK+e9U1VgETzyt3V7/6Gs7lm2oyWQtvySWlm2omf5GxZptde3896Yd9YXfXtzVE5ozdZ65qnLdjjpDQXynzk+urHT+glhPnf+0qtL5C2KqJp1d8Jfq+e9Utef5i9q0cyXCb0/u6gnNNGdt9bINNcaB+E47Zq6q3FjlLdDE1baajPMXxNra7fXtfP5C+Qm/PVjqCc23bEON9iPWZr9dpf2Ir5p09tnV1i0TY9tqMs+ubr/rfhnlJ/was9QTWtp+5s3Evf3Mm4l1+z25stL7/Yh1+y1021jh1yEs9YRWzJvrnUMjzsybiXv7mTcTa2u317fPvV6yDvXCrzFLPbusdDqzZfO2LZu3VVYo/xZb9K45Ryfah2tra41GS+fN73jeaSdQW1vbsA+n3X2v5fNmzw3vDCorqhr2YUPRUkvW72yHk8gOLS3iAe7k20R5/TvvvrXsjbdWrj12QN9Pnn5Mzx7FC5aseWljxYrV7330rNOOHXZiSakTAc2ac5xSm/FstA6ZKL/79jt/fn5R94KoT1nJhecOCyG8MH/J+s2V722uGDlm5JHHHF1YWGigmjPnOLpHqqMeK9zFJ8orXnl9xfIVR/Qu7de75Ozhg0IIj01/YdO2yp7lvY8dNqTf0Ucmk44tB7doXfXHB5UYh/b3/roNb7224t017xzes/SUwX1PHFi+dXvVU8+9sGlbxVGDjj5i4IABxx5tlA6qJp19Y1PtsMO7GQrh1348wL3r2Lp52zN/fPLyC8/4zqS/KSn6cGZ80dgRDR8sW7X+jt883a38iKEjTzPtOKg3N9eO6NfdOLSnla+vXL7gpRsvP//747+y7z5cX59+cfnab/74wY+ec8ZJpw01XAedc7yzvX5gmXN/7SedzryycEnNxvWTLvvkkKvOTaWSe+3DldW1c5es+t6dD1wwYVzf/ocbsYPkR2V62850WfekoWjPfXjuk7OP7lHw7QlnDBv8143/09fGnx1C2Li14rGnlj5439QLLh5X7DzywSzbUNMhD3bnQCz1JF9mGwteWjlv7iO3feWisSMaz5gbGza43703XvL5kUf+8b8f2WrZxsGs2FzrXVLtpra2dsbv/nhct5rH7viHM049Zr/7cCqVPOPUY5755T8P7x0e/tVU6z8P6u2thqj9bN287YGfPXD+0N733XTpsMH9GlffbiVFhWPPOun5X/1L1arXnvrjU9Z/HtRfdlix3H42vrfhtz//zfVfGvOjb3xu2OB++/0z5T1Lvzb+7Ck/vHT2o//z2pLlBu2gNld7PInwa0eWeua9qoqqRx945PMjj7z3xksOlHyNjT3rpEdu+8rKeXOXzHvJ6DVtR41pWbvM7Va/8+RDj//02s9edfGY/U6X98q/r40/+77vXzzrd4+vX/MXo9eE9yvTblPUPt5cunz+jJn/8/9dvnuFRdP78I++8blJE0b+150POAd3kIPD9jqD0A7S6czzM56qWPHas7/85wMl317594efXP7xY4of/tVU9xFomrdbC7925a6eeX+wnnrf76b88NKxZ53U/M8qKSq898ZLju+RdbquaRuqnKhrjzMXS56b99gd/zCwf6/mf9bA/r1+f/s/rFm61Ly5aVs9C/vQW/n6yoIdGx/9j8vLe5Y2/7POOPWYP919zR9++6jrfk3YVpPxbJJ2sHzRkq9++uQffeNzBz311thFY0c89O+XzvjddAPYhBWbrbwQfu3IUs/89syM2bdcfUGLZhu7feOLn/jzcwucq2vCJg/0O/RmTJ1+302XtGi20SCVSv70f094+g9Pmjc31dV1rvgdWrW1tcsXvHTr18e14nNLigrvvXHi3CdnG8Ym6L5DbevmbTUb32vR6ePdynuWXn3RGU4iI/w6C0s989j76zaUJWpbd7BumDc/9pN/dK6ODvTm0uVXjT+jdWcuGubN3/7Sx5cvWmIkD5glaeF3aP3p0Sd//p0JrThz0WDY4H5H9yhY+fpKI3kg1crvUEqnM8/88cmffPuiVm/horEjVr38qpPITXDVWvi1H0s98/hgPePh6Xdd/3dt2YhzdQdJ60rL5A6hqoqqVS+/2pz3RDVh7Fkn1Wx8z4LPA3HV+pBa+frKC84Y3KJVyvu69evjXpj5vJsVHfBA4ar1ofTMjNnf+uLHm3ODgCbcd9MlTiI3QfcJv/ZjqWe+Wrvy7f+c9PlWn2be7aKxI15f8orx3K8aV0sOpRefm/ef/zqh7dv5ybcvmvXok8aT9rd03ouXf/6sNm4klUree+PENxa/ajxpZ7W1taWhptXrhnYr71l66fmnvL9ugyFF+HUwSz3z1aI5i04fOiAnm7r4PMdrOsDKFWvaeKmkQUlRYXFh5J1+tLPKiqrzTh/c9rNvIYRhg/v9eZ4Vy7S3d99+54sXnJ6TTV34yeFr3lhhSBF+HcxSz7yUTmeKCqKcTDhCCOePHvr+2neMKu1py+Ztl//tmbna2v+65Jz177xrVGnXSfOq1Rd+4pRcbe1jHxnsXVK0s3dWvj36tME52VR5z9K/rDaRQPh1NEs989L2bTu+8jejcrW1gf17/WW1STPtatvGTaeecGSutjZk0BFV23YYVdp1H96ytW/v0lxt7ezhg2prPbOOdvXe+k1tfHdfY33KSg0pwq+DWeoJdEJ1O2v6lZflcINVVTuNKu1p0/ubW31D2n2VlXav2uHkBe3qiN65TLVTBvd11Rrh18Es9aQ5KhysibPiooJ31/zFOBBfrloT+314YLmr1gi/DmapJ81RWmonIcaqquuOP+k440B8LXx1ddnh5caB9rR1e2UOt/bC0tUlpUVGFeHXkSz1zN/jdc6u0dXXe1od7a247LA3Vr9nHIivowYduWbdlly+XncrNKq06xSxey47bf3mysJC+zDCr0NZ6pmXevUu++VjC3K1tTfWbBh84mCjSnvq2af3wmU5uwXczLnLXS2hnZX2LFu/cVuutvbrPyzsUXaYUaU99enbe+PWilxtbUPuNgXCr5Us9cxXxx43oLK6Niebemz2K0cOHmRIaU8lpcWPPv1yrrZ2z6Pz+/Y/3KjSno485uiHZubm4Xv19enqumwymTCqtKf+xwx45s+5efjeslXrTxh6vCFF+HUwSz3zNvyGDXlizrKcTDiefnFViff40e5OOe3EBS+/3fbtrFm35bjjBxpP2llhYeHiN9/LyQm4x2a/PHLMSENKO+t39JG3/2Z2Tt7ucf/jC44ddqIhRfh1MEs989VRg46+85EFbV+kcf1Pp4/59CeMJ+3vIx878xs/frSNc476+vQ1/+fhMz71/9i78zjJqsLu/+ecu9S+9jr7MCDCBAURQTFxUMaFoCIRXAAFMXkSTRhQeYzGGMAl+iQuLG6/GJGgwuMT0YASSDIKwWjAQNzIsM8wMEuvVdVde93l/P6onqEZZpienu6uurc+71deSWfoqZ4+dbfvPd8693cZTyy9jW953Z999nuH+SITpcr/+Ye7Vh25lvHEEjMM9bLfO/kfbrvvMF9ny9aRrUWHO8gg+HUeVc8QO+NtZ5516d8fznXzL3775NaiQ0cOnbrmOOPc3//Yl24/nBf5h9vuW3/yiawogI7I5jOR/uHN9z58OC/yh1fefPYFZ9PzREccc/yxP7x36+EsU+S63sVX3rzhjNMYTBD8Oo+qZ4glkvGTDuNeXbXe2vS3P+BgjQ7qHxrYMe1s2Toyv7/+1O7irf/5xNqjWZoIHXPcy47/7I33zLt8ccvmX6170e9k8xlGEp3y6rNe+6ef/d68byJ/7Eu3n3HOmdy5AMGvK1D1DLf2vbp5fFDKdb13/cWNHKzRca943WkXX3nzPK6bJ0qV933me6e/5XWMITrIMNTpZ73uD6+8eR4f9tuydeSr3//FC158LMO4xOKWZBD2sm17/cknXv2d+XzYb/O9D9MbAsGvi4Sv6pmKGGy4s238gzP+9nsP/PnVt839kL1l68ir3nvd8a9+FQfrjhhMsA0/67r5nPe87e0fvemWzb+a+9+6ZfOv3vEXN73m7N+n5Ln0EjZ3i54lm8+ccsZrT//jL8+98+m63p9ffdtHvvpvbzr/LAZw6cVMtuFnWXv0unEze/aHrp9757Nab73nipu+91+76A2B4NdFwlf1THLN8Zzr5te88TXJo4551XuvO2hlrn218elv/+y8972L1NcpEYObzc8OEsn4ORefe8+TtTdd+vWDTv1NlCpvuezrP9tee+t7zo2zlgC6Jvtd8P53/393/M8fXnXzQe/BPbW7eNYHr/f6l5/xtjdy5wLdk/02vu3Nm754+ze+//ODbsOb7334rA/dcPSppx7/8pfQG0KAmKH/De+8444NGzaEadLP4gizP/1DA+e9712f/vbdttd83zmn/s5RyxMxe59LjX/7z4e+/k/3nfm2M393iMjX0eDHzeb9Oeb4Y1cduebtH71p48vWnf6yo048dpVpPmtqdMvWkVvvfvAHd/327AvO5jNRnZWJqKmmzzjM1r4HN7Z7/JXvufZ/nX3KK05Yt37d8OxvcF3vvx96+rv/9uvHdk+/7u1vJvJ1ELPW+2Xb9uvPPfPRR7e+6r3Xvfesk896zYv7s8nZ31Ctt/7z11uvufmnq48+8i3vfiuRD4Ejtdbh/g0dx1nYSb/LP/HDz/3Vmxbq1aabftM9tLeg6fo/fLTCtnsgrVZr15M7Hvn1Q0IIp1HPphPjpUo8Hu8bzK8++ihm+Q7VOevTC/6aEzX37if55O0BVSu1xx98ZOTpXZVKbSifFEK0t+EVa5Yfsf6FrBh+SFalzVNWLvyIbRlvbhlvMrwHMrp7fPzpHTu376rVagPZpBBitFBJJuMvPP7Y5WtXEvkOyckrYqszC99dumd7dazqMbz75Xn+5NjkU48+PjlWaNRrfZlkabpqRWOJZOyI9UcPLBtkGz4kZxyVXLx7DemIipiLUiMaOu2jo3d/ZjG+uYPCP+MXvqpnxFTcbH4etm2vPXod6xx2s3yMz/g9n0QyfvzLX3L8y1/CUHStFSmT4Pd810DLBoaWDRx3Mttw91qesgh+B2IYanDZAHeKET6s6hlIR+S41YQgH3ekZH0XBFomavBRVQTaqrTJIAAEv7AJ5QPc12Z5OCGCbf1AhEFAoB0/HGUQEFwRU5H9AIJf2ITyAe6mkidwzYEg64+bXHMg0FamTSb9EGjHDXIhARD8wiWsD3Bfl7O45gDXHEDHTp9SMumHQEvY6qg8nxwBCH4hEsqqZ/ua41VrWNwPwb7mOHlFjHFAcK3OWExcI9BePBTJRHgmAUDwC4tQVj3bMlGD62YE/bqZ+80ItJetiLFSEQJ8FSjlq9bEKRABBL+QCGvVc+91M4tkINBePBRhzgSBvm4+ZUWMORMEV8RUrzkiQfYDCH5hENaq517rByKnraXziSBfN6+Mc/8Cgb5uPn1dgvsXCK6ErV53ZIL7FwDBL/BCXPXcqz9unnFUkkM2gmv9QOS167jljMCeSqU8ZWX85BUxtmEEVPv+BffgAIJfsIW76rlXwlavPTJ52to48Q8BlYkaZx6d5NIZwbU6Y53xgiSXzgjqFaGU6wciZxyVZPoaCKvw79unb9zYC5N+bf1x87VHJqca3njN21ZsTTV9NnEE67JjdcZamTYLdW+s6j1RaDU9zbAgSOdUJdcPRI7us0sNb8e0+3ihxZggWBK2OmVl/KW+Hq+6jxVaY1WPMQEIfoHRO6lvr0zUyESN9mKJTdd3SX8IWvzrj5v9cbM9c1JtsQXjcJJYZ+Jfexs+YTjqa113uH+B+YuYsiPb8LKUtSxlCSFcXzddtmHMX8yiyEPwWyp33nHHhg0bwr2+y/OeMBStIwRawqa9jABTUiZsLnoQ5CtFJU22YYDgFwg9VfUEAAAAgOdiVU8AAAAAIPgFXI+s6gkAAAAAB0LVEwAAAABCjqonAAAAABD8Ao6qJwAAAIAeR9UTAAAAAEKOqicAAAAAEPwCjqonAAAAgB5H1RMAAAAAQo6qJwAAAAAQ/AKOqicAAACAHkfVEwAAAABCjqonAAAAABD8Ao6qJwAAAIAeR9UTAAAAAEKOqicAAAAAEPwCjqonAAAAgB5H27PbZwAAIABJREFU1RMAAAAAQo6qJwAAAAAQ/AKOqicAAACAHkfVEwAAAABCjqonAAAAABD8Ao6qJwAAAIAeR9UTAAAAAEKOqicAAAAAEPwCjqonAAAAgB5H1RMAAAAAQo6qJwAAAAAQ/AKOqicAAACAHkfVEwAAAABCjqonAAAAABD8Ao6qJwAAAIAeR9UTAAAAAEKOqicAAAAAEPwCjqonAAAAgB5H1RMAAAAAQo6qJwAAAAAQ/AKOqicAAACAHkfVEwAAAABCjqonAAAAABD8Ao6qJwAAAIAeR9UTAAAAAEKOqicAAAAAEPwCjqonAAAAgB5H1RMAAAAAQo6qJwAAAAAQ/AKOqicAAACAHkfVEwAAAABCjqonAAAAABD8Ao6qJwAAAIAeR9UTAAAAAEKOqicAAAAAEPwCjqonAAAAgB5H1RMAAAAAQo6qJwAAAAAQ/AKOqicAAACAHkfVEwAAAABCjqonAAAAABD8Ao6qJwAAAIAeR9UTAAAAAEKOqicAAAAAEPwCjqonAAAAgB5H1RMAAAAAQo6qJwAAAAAQ/AKOqicAAACAHkfVEwAAAABCjqonAAAAABD8Ao6qJwAAAIAeR9UTAAAAAEKOqicAAAAAEPwCrsurnqaSbIUAAAAAFjd3hP437PKqp0HuAwAAALDIqHoCAAAAAMEv4Lq96smUHwAAAIDFzh2h/w27vOrJR/wAAAAALHruCP1v2OVVT3IfAAAAAILf4er+B7hHTNIfAAAAgEVE1bMLgp8hm65mWwQAAACwSKh6dkH4Zn0XAAAAAAS/w9H9VU9DssQLAAAAAILfYTh948ZYPN7l/8iYpdgWAQAAABD85ikQD3BnfRcAAAAABL/56/6qpxDCkMKk7gkAAACA4Dc/gah6CiHiFsEPAAAAAMFvXgJR9RRCREzJnB8AAAAAgt98BKLq2Za0WeIFAAAAwMLjAe5dJGJK1RI+z3IHAAAAsKCoenYXJv0AAAAAEPwOWYCqnkKIiCltg4/6AQAAACD4HYqgrOq5VzLCpB8AAAAAgt+hCFbVUwhhSAqfAAAAAAh+hyJYVc+2mEXhEwAAAADBb84CV/VsS0cVj/UDAAAAQPCbk8BVPdukELmYwQYKAAAAgOB3cEGses68N1Jko3zYDwAAAADB72ACWvVsswxJ9gMAAABA8DtYdgpm1ZPsBwAAAIDgN1fBrXrOzn65GGu9AAAAACD4HUCgq557mUrmYoZJ+AMAAABA8HuuoFc9n3mrpMjFVMwi+wEAAAAg+D1bCKqesyVtleERfwAAAAAIfrOFo+o5m23IfNyImIQ/AAAAAAQ/IUSIqp6zSSHSEZWLKT71BwAAAIDgF7aq52ymkrmYykaJfwAAAACeNzuE/jc8fePGUE767WUZMheTnhZNV1dbPts0AAAAgJ4LfuFOfXsZUsQtGbcMx9N1VzddzcYNAAAAoI2qZ+iCriHTETWQMPJxIx1REVPaBkVQAAAAoKdR9QwtQwrDlHsX//S12DsJ6PlaMyMIAACAQCcZpjcIfrP1Zup7rtnrvxjsJAAAAEBPxYHQ/4a9VvUEAAAAgH1Q9QQAAACAkOMB7gAAAABA8As4qp4AAAAAehxVTwAAAAAIOaqeAAAAAEDwCziqngAAAAB6HFVPAAAAAAg5qp4AAAAAQPALOKqeAAAAAHocVU8AAAAACDmqngAAAABA8As4qp4AAAAAehxVTwAAAAAIOaqeAAAAAEDwCziqngAAAAB6HFVPAAAAAAg5qp4AAAAAQPALOKqeAAAAAHocVU8AAAAACDmqngAAAABA8As4qp4AAAAAehxVTwAAAAAIOaqeAAAAAEDwCziqngAAAAB6HFVPAAAAAAg5qp4AAAAAQPALOKqeAAAAAHocVU8AAAAACDmqngAAAABA8As4qp4AAAAAehxVTwAAAAAIOaqeAAAAAEDwCziqngAAAAB6HFVPAAAAAAg5qp4AAAAAQPALOKqeAAAAAHocVU8AAAAACDmqngAAAABA8As4qp4AAAAAehxVTwAAAAAIOaqeAAAAAEDwCziqngAAAAB6HFVPAAAAAAg5qp4AAAAAQPALOKqeAAAAAHocVU8AAAAACDmqngAAAABA8As4qp4AAAAAehxVTwAAAAAIOaqeAAAAAEDwCziqngAAAAB6HFVPAAAAAAg5qp4AAAAAQPALOKqeAAAAAHocVU8AAAAACDmqngAAAABA8As4qp4AAAAAehxVTwAAAAAIOaqeAAAAAEDwCziqngAAAAB6HFVPAAAAAAg5qp4AAAAAQPALOKqeAAAAAHocVU8AAAAACDmqngAAAABA8As4qp4AAAAAehxVTwAAAAAIOaqeAAAAAEDwCziqngAAAAB6HFVPAAAAAAg5qp4AAAAAQPALuA5WPbXWXfWF7/uh/KJ3fsGwftHNe01Yd8MlFtZ9ky/4gi/4gi/C9AXBL/BO37gxFo8v/c91HKdarXb8C9/3i8Vi+7qzVCqF7wshxPjYWPuLUqnUvrwO2RdTU1Oe6wohqtWq4zjh+6LRaNRqte7Za0K/Gy69sO6bfMEXfMEXfBGmL0JP9sjvuYAu/8QPP/dXb2IcAAAAgFAaOu2jo3d/ZjG+uYOoei4iQjWArtLxqicAAJwcCX6LpeNVTwDoBt1Q9QQAoNv0zkkq/I9z6NSqnpZlsaAogO4hpczn8x350Z36uQAAcJLai6rnIuION4Cu0qmDElVPAEDXouoZHlQ9AaBt7xK4S4yqJwCga1H1DA+qngDQNjg01JGfS9UTANC1qHqGB1VPAOjsQYmqJwCAkyPBb9F1qurpue7U1BT7EoDuQdUTAIB9FIvFHrlBSdVzsRimmc1m2ZcAdA+qngAA9OxJiqrnIuION4CuQtUTAICevWKn6rlYqHoC6DZUPQEA2AdVz/Do8qrn9qeKxVKdXQ4IpVjUikbNdDpqGDIes02zw/faqHoCANCzJ6nwB78777hjw4YNHZn001pLKdmdgJ5Vbzj1hrP35o5lqmw2lkpFkomIUh04OHTqoOT7vlLzCb2TperHrvshGxIABMLLjluTS8WEECuHc8v608sGMqYRgHZh71yxhz/4nb5xY0cm/TzXLVcqrO8CYC/H9ccnquMTVSFELhvr70vE4/ZSnmvGx8Y6MulXKpVyudw8Tqu1RusHP/41Ww4ABMJzj9iD+dRZr37RaS87+iXHrOzLJrrzn10sFrPZ7PxuUBL8uguregLoxtNMqV4s1S1TLV+eyWZiSxP/qHoCAJbSWKH89Vt+/vVbft4OgZe969VvefWLuy0BsqpneLCqJ4Cu5bj+9qeKWx4aGRktL8EBg1U9AQAdDIF/cc1t69/yqVe/95rN9z7iet1yamBVz/BgVU8A3R//RkbLWx4amS43FvUHsaonAKDjtjwxcv5HbnjJuZ/9/uZfdUP8651VPcMf/Kh6AghK/Nu6rfDE1knXXazTTwernqx0BQCYbaxQft+nvvuScz+7+d5HOvsvyefzvfABP0HVc1FxhxvAoSpXmg9uWaypP6qeAIBui3/nf+SGcz/0jadHip36N1D1DA+qngACZ+u2ws5dUwt+JqLqCQDoQvc88PhJ7/ib72/+VUd+OlXP8KDqCSCIxieqW7dNLmxcouoJAOha7/vUd//kk/936T/1R9UzPKh6AgiocqW55aGRxfvI35Kh6gkAmIsf/PjXLzn3s5OlKkNB8JsPqp4Agstx/UceHVuQ7Ke1Hhsd7chvQdUTADBHY4XyaRdf84sHty/dTxwd7ZGTFFXPxULVE0BXZT8pJVVPAEAgst+b/uxrS5b9BoeGeuQkRdVzEXGHG8BCZb/tTxWDe0ThYAgAOFRLmf16BFXPxULVE8ACKleaW7dNHmb66lTVs1OriQIAgp79Hto6stg/hapneFD1RLB4nj8yOT0yOV0q1xkN7JP9Jibn/3n3DlY9O/VzAQBB97bLr1/stV56p+pphv43vPOOOzZs2NCRST+tNR9rwRzD3iPbR3/22yd2jBX7c8lTTzgim47/5pGnH942OlGsrj9i2WknHj3cl2agsGPnVDJhR6NWsP7ZHAwBAPMzViif86G//7e/u8Q0FKNB8DuI0zdu7Mikn+e65UqFST8cVKlc/9jXbv3gha+56pLf788mn/sNW7aOfOu2+8qV1nvOfIXBUa/nPbF18thjhpQ65ByltR4fG+vI5Funfi4AIAS2PDFy5Vdu/9Qlb1qsbDk6OjA42As3KMMf/Kh6opvd88vH7v7lo7de97/2G/na1q8b/sxlZ23ZOvLHV918+Xkb1yzrY9x6meP6u0emVyzPHOpfpOoJdKd8Ji6EiEdtIUSt0RJCFKZqDAsw29dv+flpLzt648tfyEmK4Pd8qHqiO5XK9c/fvPmit5zy/Qv/aC7fv37d8F3f2PTxL/3oX3/x0MVvPJWpv142PlEd6E/athGUfzAHQ+C5hvpSnue/7fUnnvv6E5OxSF82IYSYLFVHJqbu+I8tP7rnwUqtSQIE9jr/Izdsu/Oq9i0SEPz2j6onutPnb978zU+d/zwTffvZXU3jM5edtfneh++893/OfOWLGMNetu3JwguPHjjU9EXVE+gGSsnhvvTffugtG19+zD7/KRGzVy/LnfyitVe87/dv2fyrK758+3ixwogBbR/82+9/7ePvWPCX7Z2qJ6t6Lhaqnnge9/zysYvecsohpb69Nr78mCdHJkcmpxnGXlZvONVq65D+ClVPoBtkU7HTTnrBf9z4weemvn28deMJd3/z0he9YHkyFmHcACHED37868V4ugMPcA8PHuCOblMq1+/+5aNv3XjCvF/h6o+c89Xv/7vn+QxmL9uxMzBPCuVgCLStHMp++WNvu/lv3pOIzamu1p9Nbv76JX/zobe0PwcI4P2f/i6DQPA7IB7gjq7ief7Hvnbr3135zsN5kUTMvuT8Df9y3xbGs5cd6qQfD3AHOiubiv2fD5x10Im+53rrxhMuv/D0VJx5P0BseWLkFw9uX9jX5AHu4UHVE13lke2jH7zwNfMrec628eXH/NdD2xtNhyHtZSOj5bl/M1VPoJPXW0qeeOyqeaS+tgvffMraFSzpDAghxJ9/8Z8W/CRF1TMkqHqiq/zst09sOOmoBXmpP33n723dOcGQ9rJypen7ATjOcDAEhvvSf3/V+fP+66ZpXP+JCwZySUYSWIxJvx5B1XOxUPXEfu0YKx7+dF/bK45f9/MHtzKkPa5QnOuNLaqeQKcM9aX+9kNvmePn+g5k9bLcB9716ohlMJ7AbXf9ZgFfjapneFD1RPfwPL9/4e7XJmL2VKXOqPa4ycm5Bj+qnkAHD/7zLnnOduGbT+nLMukHiK/f8nN34Za4o+oZHlQ90T3GS5VTTzhiAV/wyd2TjGqPqzcc1+329V05GKLHve31Jy7I65imccwR3EYBhBDi7v96jEEg+O2Lqie6Sja9kFvjC1YPMKSo1ee0tidVT6Aj8pn4uQsU/IQQ57zuJQwpIIT43r/9cqFeiqpneFD1RPeI2tYTT40v4AtOFKuMKsrl5ly+jaon0CkL+AT2Y9cN80w/QAjxgx//egFPUlQ9Q4KqJ7pHNhV7eNtCTrlkkjFGFaVSt3/Uk4Mhelk8avdlE12YIYGge3qkyCAQ/J6Fqie6ygLO0U2UKqsGcwwpHNefy0MdqHoCAMLkX//z4QV5Haqe4UHVE11l/RHLtmwdWZCXuvUnv3nZ+jUMKYQQc1nfhaon0BG1RmuytGC3/Cr1JkMKtP3XAj3Nj6pneFD1RFc57cSjv3XbfQtxoe/ddtdvj1jez5BCCNFoOt38z+NgiF7WankjEwvWAHpo60hhqsaoAkKIR54cZRAIfs9C1RNdZbgvXa60Dn/S7/of3PvGV76Y8cTMAcej6gl0qUq9ecd/bFmoV/vqd3/KkAJtW55YmAoVVc/woOqJbvOeM1/xx1fd7LrevF/hqd3Fe+5/nJ4nZgU/qp5A9/rRPQ8uyOtU663iNNN9wDMWZH0Xqp7hQdUT3cYw1OXnbfz4l340v7/uut6mz/zjn51zGiOJZy4Hqy0GAehahVLtls2/OvzX+fh1PxwvlhlPAAS//aPqiS60ZlnfdLm5+d5DXo3Kdb0v3PiTM099UTRiMYw4JB2sevZOiwbYr0q9ecWXb58oVQ7nRbZsHfn3Bx5vtjzGE+AkRfDbP6qe6E4Xv/HU+365/Y+uuKlan+tczVO7i+d88Bu5eJKSJ+ahs1XPHmnRAAcyXqy8439/c95/3XW9Cz5yw47REiMJzPbIkwvwGfLeOUmZof8N77zjjg0bNizspN/ln/jhQr3Un5z/Cnba3mQY6sxXvmhkcvq8D3/zkvM3bHz5Mc9/yr/+B/fec//jH3nX65nrA4Ag2rZj8pbNv3rrxhPm8Xc//IV/WsBnQgChMV2pMwgEv2ecvnHjwk76fe6v3jSXb/Nct1ypHHTSb/tTRbbCXjbcl/6ri8/8l/u2fPnmn/7pO3/vFcevS8Ts2d8wUarc+pPf3HbXb9/4yhdffv5rGTHMm9Z6fGysI5N+Y6OjA4ODTPqhx1Xqzb+87oel6dqFbz7FNI05/i3X9T78hX+66/7HGi2XMQQ4SRH8ng9VT3Q5w1C/f+pxr3npC7funPjzzbdOVepP7p58weqBiWI1k4ytGsy9bP2aq/7oTQwUDhOregIdV5iqfebv//XmOx64/hMXrF6WO+j3b9k6csFHbpgsVUl9ACcpgt/BLUbVc4601tzhxhxFI9b6dcvWr1vGUABAiJVrzd8+tuvsy/7u/W//veeZ+qvWWx+/7of//sDjO8dYKA4AwW9uFrzqOUdzrHoCwGIcf276zk3vuvDds/+QqifQPXaMlq766j9/6eZ7jjli6JzXveTYdcPJWEQIMTIx9fRo6avf/elYoVwq11jDE+AkRfA7BFQ9AfRa6rv4oos2XXbZPn9O1RPoKk3H2zU+tWt86ie/eDSfeaaXVJjiEe0AJ6lFwQPcFxHPrQLQqdT30pNOYjSAoChM1fb+D6MBgOA3TzzAHUCPqNdql3/wQwdKfTzAHQCAXj5JUfVcLFQ9ASylQqHw7vPOv/Gm7+Tz+f1+A1VPAAB6+SQV/hm/73z7247jdORHc4cbwNJoNVvPn/oAAECPC/+M3zvPO0+pDuTb567q+cjDjxx11JGGabLZAVhYd95558MPP3zyiS99nu+RUg4MDIyNjS39P29wcHB8fHwe98J8MyFW8hBLAMAiYlXP8OhI6hP7q3omkomLL7roi9deyy15AAvrlb/3yvvve+X1N9wQsltLT48UT3rH3/D+AgAWT+9UPWXo64jf+fa33/b2t3fqk377eO6HcLY/VSyW6uxyAA5HLhtLJXX42p4EPwBAp4ze/Zk5fufQaR+d+zd3EFXPxdJqNhvNZjqdnv2H+Xz+xpu+w0dxACy4gx5eeIA7ACBkvvqXb/+DjSdwkpqj8C/u0qmqpx2J7JP6Zl+cffLKqx55+BF2VwCLkf0KhcJz/2tnV/Uk9QEAulPvnKRY1bMzF2ef+8Ln//pTn3zg/vvZ2QAs7OHlH79/yyevvIrDCwAAmI2q5yE7au0RC/VSP/uPn339m9/N9a1kQwSwUGLx+Oe+8Pm//vSn93mMO1VPAAB6+STFqp7z8fiT2w7/RW679da7fvyT1WvXlcstdjkAC8gwzY9fccU+f8gD3AEA6OWTFFXPzrjummu3P7n9i9deYxoG+xsAAAAAgt9heed553XkWQ6tZnN6evpAqU8Iccmlm4QQkQjPcwewFLTWY6OjHfnRY6Oj83t0UDxq88YBALrzJBU4pI7FYkcidiTy/KmP4AdgyQSx6tmXTfDGAQC68yQVOOGf8bv5ppu6pOrpue6FF1xw6itP3Zv6AAAAAIDgtwDOv+CCLql6fuXLX9l02WX7rLOXiFNkArAUglj1BACAkxTBb6583+/Iz33uA9wvuXTTPqlPCKEU65sDWAoBfYD72acfz3sHAOjOkxTBr7t0T9Vzv0xTsb8BwIH08zE/AAAIfnPRPVXPA0klI2yIABZbQKueJx67ivcOANCdJymCX3fpnqrngeTzcXY5AIstoFXPY9cN894BALrzJEXw6y5dXvUUrO8CAAf2gjWDDAIAAAS/g+v+qqdtG2yIAJZAEKuepqFe9dKjeO8AAF14kiL4dZfur3oKIYaHUux1ABbbwGBnZs8Os0Xzht9dz3sHAOjOkxTBr4t0f9VTCJHNRNnrACy2gJ7YXveKY3jvAAAg+B1Ep6qenuuWSqU5fnM0alk81wHAIgvoA9xXDefWH8kSLwCARVEoFDrVECT4LbBOvZGGaWYymbl///LlGXY8AIsqoFVPIcQFbzyZtw8AsBhyuZxSPTEBQ9VzER3ShU42E2PSD0D3HJS6yjvPeClvHwCAkyPB7/kEouophJBS9PUl2PcALIhCobBjx459/jCgVU8hRDxq/9FbT+VtBQAsxhmTqmdIdGq671CrnkKIwYEk+x6Aw/fA/fd/8sqr4vH4Pn8e3KqnEOKPz/1d3lkAwIKj6hkeP968uV6rdeRHH+qFjlJyzeocux+Aw0x911599ee+8Pl8Pn+YB6Wusmo4d/bpx/P+AgA6e8VO8OtebzjjjNhzbnsvgUOterZlM7FY1GIPBDA/t91667dv/Nb1N9xgmOZz/2twq55tn77kTbzFAICFRdUzPAJU9RRCSCmOWJtnDwQwD9ddc+32J7d/8dpr9pv6RMCrnkKIvmziry99M280AGABUfUMjwBVPdts2xgeSrETApg71/M+edVV2Wz2kks3LfhBqatc+OZTBvMcIQEAHb5iDyIz9L/hG844oyM/13PdcqWSzWbn8XeHBlPVaqtcabIrApiLqz/3qa1PPFyYLPz3Aw8c6Hte/ZrXTE9PpQ/WRDjxpTMPTli5cuVC/fPGRkcHBgcX5MxqGur/fe7i0y6+hjcdALAgCoVCNpvthUm/8Ac/x3E68jiH+VU999x4EGtW5x55dMxxffZGAAd12eV/+YmPX3bBu9/10pNO2u83eK67e2RE+1qq50tf1Uq1HR3/7qtf+9GddyzUP29waGgBf9lj1w1/+D0b/+abm3nfAQCHL5fL9cikX/iD3483b96wYUNH1nc5nG3INNXaNfnHnphgbwRw8COGYVx/ww0XX3TRpssu22/2M0xzjjN4LzzmhUKIu378k27+fS+94NX3/ubJex54nLceANDBK/ZgYVXPxTK/VT1nSyTsFxzZz94IYC4M07z+hhuuvfrqB+6//0DfE/RVPWcFXfW1j7+DD/sBAA4fq3qGR7BW9Xxu9uPJfgAWKvsFfVXP2fqyibuvv5TsBwA4TKzqGR6BW9Vz320xG1t3BA94AHAI2e+fb799v9kvZG2WvmziG584nzcdANDxK3aCX1cIbtVzr3QqSucTwNyz38evuOLnP/t5oVCY/eda633+ZMkseNVzr5OPW/PDL/0JbzoAYN4KhcIinaQIfkst0FXPvRIJ+5ijByxTsXMCmItLLt2Uzz+rLCClnN8DZg7fYlQ9Z2c/Op8AgHnLZrM9MulH1XMRLew2FI1axx4zlEpG2D8BzPOIH9LPMBy7bpjsBwDg5NjrwS8EVc9Z26U8cl3fyhUZdlEAh6qzVc/F/hF92cR9N13+qpcexRsNADgkVD3DIxxVz9n6+xLHrR9m6g/AIelg1XNpVhONR+1//Px7//rSN/NeAwDmjqpneISm6jmbaaoj1/WtOyLPp/4AHMIRv0NtlqU8ob737Ffc/38/vP7IYd5uAEA3nxwJfgsvTFXPfaRT0fXHDq87Ih+LWuy0AJ5fuKues60azt31jUu/+pdv51N/AICDouoZHuGres4mpUinoi88euAFR/ZT/gTwvIeLkFc99/EHG0+476bLP/yejbz1AIDnQdUzPEJZ9XyuRMI+cl3fi49btmZ1jgQIYP9H/B6oes4Wj9ofuvD0bXdexewfAKDbTo5Lzwz9b/iGM87oyM/1XLdcqSzx/XWlZC4by2VjWotm0ylNNZpNt1iqs0sD0FoXi8V9Hu63NMZGRweHhjr1i8ej9h9sPOEPNp7wiwe333bXb75+y8/ZGAAAexUKhVwu1wuTfuEPfo7jWFYHPgK3NFXPA5FSRKPWcNQSQqxZndNaOI4nhGg0Hc/T7OFAyNiWMYfDQm9VPZ/r5OPWnHzcmivff+Z/P/T0Tx94/Ef3PLjliRE2HgDocb1T9Qx/8Pvx5s0bNmzoyPou3bMNSSls2xBi5n+jmxUKhY7MyaAX9FrVc/+nPUO1E+CHLjy91mhNlqqPPDm2fXfhvx7c3v6GR54cJRACACdHgl/w9FTVE0H3rX+48aorrrj9zjtfeMwLGQ0srJ6tej6PeNSOD9urhnNCiPee/YoDfVuhUHj3eec//PDDjz+5jQ3pcDxw//1vP+fc737vH1960kmMxuG48IILfvYfP/vtlv/pyH3t0CgUCme+/g3j4+Ps2mwJPVL1ZFXPxdLZqicCeknUfgTI177ylU4tu48Qo+o5P57rfmDTphtv+o4Q4rprrmVDOpxD3LVXXy2EuPbqqx+4/34GZN6uu+ba97z3vUKIv/jIRz3XZUDmfa3/7vPOv/1f7mTXBqt6hkePrOqJcFwSvf9P3y+E+PiVV7z7vPPJflj4Iz5Vz0NPfRdfdNGnP/vZvTOlXCDOzyMPP3Lt1Vdff8MNQojrb7jh2quv5hA379QnhDjt1a8WQlzw7nddfNFFZL/57dqfvPKqG2/6zt5d+1v/cCPDwsmR4Bd4IX6AO0KW+q6/4QbDNIUQ+Xz+xpu+Q/bDwuqdB7gvbOrbdNllK1eubP/JJZdu4gJxHgqFwte+8pW9hzjDNK+/4QYOcfNOfe3tUAjx0pNO2nTZZWS/+e3af/L+9+9NfZdcuqlUKjER3cvHKB7gHhJUPdH9h5vZqa+tnf0+sGkTp3MsFKor9kzIAAAgAElEQVSeh6qd+vb5NNoll2568sltXCAe0iHu3eed//Err5h9iDNMk9tbh+ruu+6anfpmZ7+//vSnGZ9DSn2bLrtsn8/Sv/9P308JuWdR9QwPqp7o/kuifVLf3uz36c9+llu5WMgjPlXPObvummufm/ra/uJjH+MC8ZAOcbMLdbMPce3s16lzdLA8cP/9t/7gn/ZJfXuz3/EnnEAJeY72e0NH7JmIZtfm5EjwCzaqnuhm3/nWt2+86TvPTX1tK1eu3HTZZT/96U8ZKBw+qp5zt2PHjmw2e6CVJ9sXiP98++1sVAd1+w9/tN/UNzv73XfffQzUQa8o/vn22z/3hc8f6BvefNZZ2Wx2x44djNVBd+0D3dBh1+5lvVP1lKH/PRf8Ae5HrT1ijsv+aq2Z9MPibWDAofJ9f473NT+w6dIvXnvNAmbOEBwM2TcZRkaSkUSPnxwPZOi0j47e/Znu/02pei5mqib1AeiqIz5VTwAAuuPkSPBbeFQ9AUBQ9QQAYH9Y1TM8WNUTAASregIAsD+s6hkeVD0BYOaIT9UTAIDuODkS/BYeVU8AEFQ9AQDYH6qe4UHVEwAEVU8AAPaHqmd4UPUEgJkjPlVPAAC64+RI8Ft4VD0BQHS06tk7LRoAQOBQ9QwPqp4AIDpa9eydFg0AIHCoeoYHVU8AmDnid6jN0jstGgAAJ0eCX8dQ9QQAIYTWulMHJaqeAICuVSqVqHqGBFVPABBCSClTyWRHfjRVTwBA10olk1Q9Q4KqJwC0GabZmTMNVU8AACdHgt9io+oJAIKqJwAA+0PVMzyoegKAoOoJAMD+UPUMD6qeANBG1RMAgC45ORL8Fh5VTwAQVD0BANgfqp7hQdUTAARVTwAA9oeqZ3hQ9QSANqqeAAB0ycmR4LfwqHoCgKDqCQDA/lD1DA+qngAgqHoCALA/vVP1lKEPuHfecceGDRsWcNLvqLVHPP7kNnYSLBI2MHSDD2y69IvXXtNrv7XrO81Wvd6s1prl8amdOyYfLVRHa42y67pCCVMZhlKGVOlYf19qxYr8kalYPhZJRqxoPJ5S0mCzadNaNFteo+nVG269pXeM1nZPNEYKzXLNcX0tlTJNaRkqFjEGMvbqochQLpKMGxFbJWK2ZTGMs0bSdd163anV/HrdKxa9sTFnZLRZLDn1hpTKME3DNIRpGNmMOTAQWbXKSKeMWEzZtpVISPrVe/i+rjW9esOZrrSK085EsTlRqE6Uyg1Hu1proQ2hopYZj5rpRKQvHenPRQfysXjUiMWsaMQ0DG5azWyPntt0WzW3VatXxxuVsWZtzHHKjeZUrTWltS+ElNIwzbgdyURjfdH4QCIxHI3nTCtu2XHDtKUM8zY5dNpHR+/+TPf/O8NfaX3DGWd05Oc6jtNsNpMHu7++/alisVTncIK9vnfbz371m12MQ9ClkhHTVEKIRMK2bSMasSzL6Oz9RK311NRUNptd+h9dKBRyuVy33U/V2nddp96sNprVRqtSb1bKtelKbbpWL2vlu9p1tJOwkqY2W7IppTCUMpSSUmrXL5XG65WKIUxD2payM6m+ZCKTjKejkUQ0mojYMdO0hOiV60XP81stt9506g2vWm9NlZuFQqVac1xXmna05cp6yzd1K2H5vhZCaaWkEq5wxXSp+nhFbze1IbyIqTOZaD6XTCfj8XgkGrEiEcuyDNUzc8Xa9z3Hcep1t173Gg2vWq2XSs2pqWatFjEMQ2vleZ72/XhURiwppFbKVVJI6bRa/tiYnir5UvqmKWwrkuuLpjORZNyKxex43IxGDdMUPTOSrus1mk6t0Ww0vVrDLVebhWK10XAcTwgj4rjC8ZyIKWIRW0uphZZaSCGk9uvVxkijXphU2y1lmzISMRIxM5dPJpNWImbHYnbENpXqnQ3S89xWq1lrNStOo9xqTDfr5Vaj4rbqvtvwvJb2HS0dzxdSxtvzSFpLzxF1t96sjVVKpaK50zCihmGbVjyWyKYyectOmnbcsmOGYXfVBlkqlTKZTC9M+oU/+DmOY1nW0v9cy7LMnvmoKIB9lCvN9hez7+ykkpFMJppM2NFoBw5KVD3bfN/zvFajWavVpsuVYrlSaraqjtdwvFbLbbme52sRiUVjkZRlR5USvu96niOlVlIqKYXQvi98z3Nd13Nd33Md7e0a3WYZdjqdNY1oLJpIJjLZTF8kErdM21CWUip8IVBr4fm+63iNpjs1VZuaqlXKjWZL1JtureFUqzVfC9OKWJFoPGHFkzrjKimVkFJIIYUQvu/7Wvuu22q5TstxWy3hVyuN0V3FfF8mEbOjUTMej6TTiWQyatuWZbZDdzjznu+6fqPRmJ6uFAr1UtFvNpXrCs9zGg3XcbQWwrZVNKIMU6eTlmHadkTueReEEL7req7ruo7rOML3/WaztH2bMs14Ji3tiBWLRTOZZF+/HY8ry1amEcrJQK2152nH9ep1p1icnpqqVKutliccTzQdt16vC6WsSCSRMqVSvme4LZWIJwzD1FprrX3Xdz3fc33f9TzP1572fF2tu7W6U6m6pqltS6dS0XxfOpWKR2zDMg1DhfGmhNa+9jy36bbqzUa5UZ2qVYutesVtVT23IXxPal9IpaRp2hElDaGEUEIaQguthdZaC619X/u+FkL7vtZu3fOazXq5WSs1q5PSsC07EYmlkqm8FYkpM2IYtjLMjh8he6fqGf5k8uPNmxe26nlIl1lc/gKYnQbbgdAyVV9fIp+L2/aSFtt6e1VP7fva85xqrVQo7h4d3V4sjdQbU6YtotFYLJZIJhKGkbTMmGUn47GMFU2aZkxKYShpKiGkL6UWWmuhPd9zfcdpNR236XqO53tTxUKr1VC2LkztnhotN+vNTCrbl1821L9iILcsEUubhhWampMWwve04zjFYnViojIxXi0Wa/Vqy/NlPJGIxiKpWCQdj9sxO5GMJLNxw1JC+J7nRizbUKodVnxPe772XN9puY7jtFzXc3S9Vq9UKk1HFqfK06Viq1lPpxMDg30rlvcPDebS6ajd6WnzRYh8TnO6XJ+YqOzeNb17pFEqmUrGE8lIOh1Np0Q6IyKWisXsZFLaEV+pVqsZiSfimbwQQvhaai18X7uOcB3htPxW03cc33OLoyOtet1UanpstDBdbjSbiVwuOzycXbEyNTRoJpIqRBOA7XsQzaZTLFTHx6fHRkujI5NaGPFkKpGMR2ORRNyQuVQkZsaSkUQmrpTwvZbfauUyGdu0hda+EK6rXcd3HO16vuv6nqs9T7ccr1Z1G41GqVgqFCZazWYqHc/3ZYcGMsuGc7lsPGqbMzcyQpKdfddp1SqT5eKu6dLOZr3ouVUtPEuZlmXHErFoJGPbCdtKKhVRKiKlJUQ7BkotfN/3hNba93zf831Pa8/XrtaeEH69Um626k5zqlKedlotaRiZXH88mY8lB5KZoVgiaxgRIWUH41/vrOpJ1XOxzLHqCaAHOa4/MloeGS3HotbKFZlEwl6as3rPVj197dfrlcnC7pHRp8rT481WxY6qbH9yeXzAtq1oNBGx47YZV8pWMmoaMcOIKWVK0Y7lup3YpNRCCS20J11XOpbtOEbT9Vuu79pDCSm0qYyB/kapMl2amqjVq6PFp0cmnk6msssGVg3lV2QTfbYdU0GOf1oI3/NLU9WxsdLI7slq1XUcoX3DddxcXzrfn40nrGjMtGxDKWnZhmUp0zSkElpora3IM1MkUvvCF1pr4Xm+52tfa9cXzaZbb7pSyWq1NTWZLxbLjuNMlpqTpR2JbeP5vtTy4cxAfzoRs4P+sSvt+81qZXpktLjj6XqhKJuNRCSSTSbsgQE7nTHjKSMeV9GYNKQwlLBMZZlaKV8Iw/eVYXiGkEIqQwmhhTaEZQrfFjquXFe6nuH7uXja11oaVqZaaRQnqhNj9XK1snPn9M5d8Uw6s2JFatnySC5nRCKBnv3TWrieXypVdo8Udu4Yqdc8Ka1oNLFs1ep4wk4kY7G4FY2ZlqWEFKahTFMYppDS0770o0bE8E3hCaG0EJYhfKk8U/ha+Vr4Wnu+cDw/mfKlER9qpsqV/up0q1FvNRrNhx8b2fbUeD6fWr0i359LJBMR0wz2Z1N9z6nXpitTo7XKWKtZ9pyy06q5Tt0wjf7BIcuOWVbMjsQNM6mMmBRRKW0hLCEMIYSUUhnGnulnLbSvhS98TwhXC1doVwg/lWt6Xkt7zvTUZL1SdpyGUl6tPDpV2KXMSCa/LJNfGU8NWlZcqs6MJFXPEF1gUfUE0K3qDeexJyZiUWvZslQqGV3Uk05PVj214zr1ZnW6PFkojhWLY7X6tGGqTF9fJp1JJdPRWNwwTNuKWoZtSFtoKbWhpCWVLaXSWgvfE0LJ9sItM/ejtTIMQ5mmYVu+7fmup30t/fZ9fyviWJFUMpGp1Wr1eq3eqFfr1d3juyrlciqa6c8PZVL5WDShVMAuE7UWTcetVp1CsTw6WpicKJXLNduOJ5PJZDppmyKVjmcySctWlqVMUyolTSWVkqI9Ser72heG35JCSCmkMoRSQkotlW+ZWggthKtFLGrFHF8ZMpWMpZOxXH+q2WzV682pqVq1WqntrE1NTU9MZgYGMvlcMhGzzcB9AFBrz3Hcer1WKEyPj5VGRpxyxbbNZDabzPXFEgkrkTCTKWFHpGUJw5RSCymF0R4robQw2l1l11VSCaWUlFJJqZTQSmghDFNaWmhtR6NCSCGViMcjyXgsm6tXq41KpVGtNKvlwo6ny1OlaCabHhqK5/JmLBa4+Odr3Wi6lWqzUCyPjRWLhalarZVIJjPZdCabjkajkYhh20YkYliWMg0phFBSKKml8IWQWgotDSWU0kIKoYUwpNSm0FpoKbUQvhCeFp6vYhEhTen6diodq2fcRtOpVeulklWZqo6PleqV2nguPtCXzvelU4moaQZsRlpr7blNp1WplScqUxOV6fFmfVpJbdlGKpUXWduyY5ls1jBtQ9mGGZVGREhTaEMIQ2iptRJCSGUYhj3r7pAWwhfab4+iEJ4Qvhae1p4QrhlJNZOVVqPqeW6rUa/Vaq1mo1wYazWadmwinR2Mp/J2JCGlscSzf1Q9w4OqJ4Duj39btxViUeuItflFLX/2VNVTa7/ZqhdKI7vGt42Mbm86jagdyfcN9vUP5bIDMSullCWFIaUylWloKYT0HUe0r2WEFtKXQgvP1crQ7Q/pSSmkllIpIZRQpjB9bfla++1rce172lfCitvRVCQvslIL0XJau8eeLkyMj46ObatsHcj3r1y+ZsXyNYl4JkDlT8/X9VprZKw8OlYZ2V2qN+tC6ngymctn8/3Z/EA6ETMtUyoppBBKCinbH/xpx2Tht8tfrud7LaF9pYQ0TGmYUhpSCSVV+1LbEEIoIS2lDBm1VCJm5vvjvtYtx5sqNCfGJ4rFQrlaGZ2YSD6dWL1yeM3K/lw2HqTFNrR26vXq2Fhl587ijqea1ZoyjfzQUHZ4KNU/qOIpYVrt+T0tZ+qDWre3OymEkFrPfK7P87Tr+koJYWgpDWVIKXT7xkR79IUQ0pC6HboNw8rEcvmYUMJz3Vplcsf20tjo5OhI7dHH8suXD6xdm1u5MpJMGZYViPKnFsL3daVS37W7tHN3cffuSS10IhFbvmblwHBfNhOLxUwlhNZaam2aUu3ZzZTQUgolDKENLQytdXuwtNBSCiHlTNNQCSGEL4TSwlJSm8IX0tbSNmXUklLaWicazdzk2NTEWKE4MTE5ObZjZ2T58v41q5blcqloxDKCsUFqrf1mozxd2FWZ3tGqTXhuy3O1FNI0otFYOt+/PJrMW5F4O+MJIYUw2puiFloIrWdynRBCCqlnvph5UIAU7cOkVkKa7WlAKYVUIpbKRGINt1H1Pc91nFSrWStPN+rV2lR599NPpXN9A8tW5QdW29G0MpZ0FdDeqXpKHqp7qOa42j6regKYh4H+xLLh9GJcyx5S1XNhH+ew9FVP13OqtdL2HQ+NTTzZcMqxeDyVzqbTfal4fzySsqyEkhEhDKmlpQyppNJCaKFdX2hfCiGMPZcy7aXqhNDSaF8azg6xM0sYCO1r7Wuttd/ymr6vpRTtXOf5fqVWrtbK1erU1NRktTLtOc2Yba9dfdTw8NpUoq/7N8hmy5ssVB95ZNfkZMNxpFQynYn3DSaWr0wZhmGZhmUppaQSwpB++9paSqFEOwZKobX22yPpC+0JrYUS7Q/zSCWFkHpPQvT2XE5qKVxXtxxfCGGYShrSc/2W4zZaTqPp7d5VKBbKrWbLUmLl8r51awbzfcnuv9T2XbdRKhUee6w+MmJ5rh2N2IlkJJMx+4fMZFJFIsI0fCl8KYWQ7SQshFBCGFLMTGtqLXwtPM8T2m9HQin3/XyZ7++9ipVKCa29Vkv7vhRSWbZQUrtuq1ppVsu1Uml69+5mreb5vrLsoSOPzK9aFc1ku3+DbDTd0fHphx95ut7wlRGNxKKJhJ3JRvv746ZlmoYylRDCU8KXUht7RkkJKaXSQsr2nq594WsxE/zaaaW9y2tfekL4QmhfaiGEkqYQ0heG58larS6UYRqWYUrP9RvNVrXSGp8olqbKtVpVCjE0kFuzenhoIGN1ffPT95qN2sTO7b+dHN3qNCu2ZcWT6UxuMJ1fbkXShhEzzbjwDamVsOw9k297srH0Z03rSSFMKc09wW9Pppi5SzGzQWq3KYSQliWE8D1HOE0tZHvC1W8167WpWrlQLpearaqvHcM0cgOrc/2r48nBJct+h1/15HEO3YKqJ4Ki0XSiEYtx6HHjE9VSqX7kur4FX/mzR6qeWutqY2qyOLp7ZFu1NmkY3mCmP5sdTCay0WjSMhNSW9qT0jCkNAzV/tRZ+/JPaF8LLaQxcx04s1yBVFpaes/1h+8/c7mt91yT+62mFsK0TCmkUFoLrbTwPV/4fsqOx81INpHJpvuKU5NTUyOV6Ymdux9vtcpDA2vS6QHLinfn1J/n66npxu6R0tNPjxcnqvFEcmAwnUpH4oloMmWn0xHX8dtZTbUztPB87c+sjK8M0Z722xNQZmZShN47OTATrIU3c93dnjKU0ve1qYSylBBCGVIpKQwjZqtE1Go6fsRQ2VR8slCbHC88vaNQb3hr1wz29yXiMbNLe59atyrlyujo5LZt7tR0zLIyA8usbN5KJMxYTMQT0jS0lFoKoVR7WHytfe1r3zeVUkoJKYXvC9/Xrqe1Lw1lGKY/6+p69k7e/r8tpyWlNE1LmobUhhDCl1r7vha+lUiY0YidTMXS2UapWCtMlsYnJrZtc2u1vlWro7mcEYl059Sf5+upcnPXSOHpHWPVcj2dyeb78ulsLBIxo1EzFjPae62SvhRatjub7XsJQmmphJbt1vHMrJRUQgp/T/Dbs9ps+//zhNBS+Nr3Xb9pmRFTaWWoeMTUQikpDaGlpaJmJBGxozEzmUlMFsuTY5O7R0u1eqtaHR4azKSS0e68H6G132qUqlMjU4Xt5cmdytfZTF8y2xdP5mPJXCyRN2RUClPIyMy+qo32jZqZDW5mClrrdpdYCOFL39Mze/czP2bmh+2J1aYUUntKCF/6hlC2lEoqUxiGMKNCmYYZiabztUqhMj1WLk+O7Xq8Vi3m+1elssvtSEou/lNSqXqGB1VPdK1Suf7z3z7xnw9uG8gl2huM1rowVUvFoxte8oLj1i0nB/Ymx/UffnR85YpMf19iYV853FVPLbTnOfVGZefoth0j28Yndq8YHBjoW5HN5dPJPsuMS2kIYTqO9rWUQhpStj+RM+s2tRAzwWXmmtr3XaEsoQz/masZPfvhDHvad74QwrSUacwURT2nJTxfaG1blrKjWhnxeDYaTyWS8WLMqlcmR8e3VqbHly8/Op9fFYtluuqRD1oL1/Wmp5tbnxzbtn20WCwPZNIrlmWHV+STKUtKqaRQQvhat4fSMAw1M4gzeURrPTNN9ewTot47v/LMf9KzRrL9mTZhKmVYSgjh+772PSG0ElIpqQwZzcXTiVg6lbJNNT5Rfmp3udIUq1ZkVy1LpxJd9qk/rX3XbVYqk9u2Tm3f3piczA4OppctSy1bIRMZYZpCCmEae9qL7Sdgqz0jpbXvadH+CFr78loL3xdS7+nR7XOh/aytx2s1hRaGaSnDlFIJoT23vdCib1gRw7aNaCySzCSy2UQmbVh2dXJy+qntTqmUW7s2OTRsJZPS6KI5K6214/jT5ebW7WM7do5Vq7VlQ33LVuT7+7PxhCnaTcSZaVFfaK/91BWt9Uw6kUJKtWf+ec9gSaml8ITUz/x13U6Muh0ghfCE73uOVlJqT2oVtSKiHSBdLbU2pLBspcyoHbVjqaRtWRPjpbHJarn6VLkyuGZ1fzYd77YN0vNazcZ0aWzr1OT22vSYHU1nM4PpXF8yP2hGUkpGhDCFJ4WWQiqpDCGF8PcpBkot5Z4uxN6G5z5788wX2p/Z36VlCil81xVaSymksoRUov2mKNO044Zh2VJbkahtW8oQ09NjE6OPTxd3L1t1XK5/TSyek2pxP/VH1RMHNPeqp+M48YMFTqqevanRdL70vbtf/MLlbzztRevXDe/zX13X+++Hnv76936+drjvDS//HcNQjFhvSiUj647oW6jrhg5WPZdmwTTHbU5M7try+H9Xm9OGZWQzuSOWH5FJZi3DUspSsr1Kp6GFElpJqfz2/J4UUsn2jWntuULqmcUSpdbad1otX5rSjD0rrOz5tNXe1ceVbH8I5pmpwJmK6EybTPhS1BzXE1pKx/fLtdp4obBj9/YnhG8sHz5y3ZEnJZL5JbirPUetprvz/2fvzWIly7LrsL33OeeOMUe8OfPlUJk191DdzebQUrM5CP6gbNgiDFu2AdMkRH3IAGGbPxYEiIb8wQ/KomXAP4JgERBN2xosy6AAgaREiWaLzS5211yV48s3vxfDizniTudsf9wbw8t8WZVjZVVWbLyqjHwxZZx77o299l57rf2TDz/aa/fGJK1SqXDl8nK56FiSolDrxEhL5ItWNkQGqVBLRprL1iFLBzN+IiIQAWdKD3w3TuEUGGKqy08kEEUqfxqHQRyFRmuhbCEVIukEDDAIHES6cRIeHg6PG+0kCWpl52uvnV+u5pT8rFwwTRx3j45ufO97ptst+d7G5UuyUpPFMnk+ILNO2BhyPBTEbOIkNgBIREIhgDHaJDESSRJCyMwjbZK1pRr585gPU2SDmA35pccFaQK5s1wP0x3PYNhEUSCQBAoTxOHxQf9gt723FzGUzm+uffnLdqmMn5mvnvE43t89+fD6zijUbs6r1soba4VC3nYsCYBJlCCBbUsA0CYxOgYEZmO0AQYhpJRSkEJAzjz7spNWT4AfASBoAIPAiBrBIBicbM4kCpMwMolxvaKwHECVHo60ntEbj2ID0vESbdrd8PCov7e9k8TxcjX/ldcvLdfyn50NmcRBr32wv/VWFHSQY8f11y68lssvI9kkLAAJSABirrsHnFYc0vFRSKWZJqN8KbBOr4ca4N5SBMz6q6gEG50EAQCQUtJxAABNShYFZjDGjAZ9aaF0wOh+r7vXru81jvaQ7NryCxuX3vByS0RPsRS+oHo+R7XzZ0f1FELAIhZxT3z/g+3f/e67f/e//48318pnn5ZSfPNLF7/5pYu//ycf/drf/92/9vM/uVotLNbtCxj9QXh7q/WksN8zpHo+bRYNswmj0cHR7f2jrSDqFavlQqFa9Ms5b9mSHqW4jIlnPlHMrFPFjPlkBclM6V7MwEAkbACaIr0pXJmMvMxmX7JsO6ulMiKcancBKkEyLZYLn3xNZJSkQbcTxO2tO99fWXmpVFqzLO/ZbjljeDyKtu8c7++fBKGpLdcK5Vy56NWqnm0JgSAFGsM0caXgyWHFCRae650iYzYgCcgGGIFnE1Uz+IcpQgSAtD3DCABp0g5MAi1bGE6FQBFJSJaAQOg7aMqEUqCN7fawN47evX58+Xy4sVL0XevZLiMzJ0FwsrvT2r4j47C4sVFaWnZWV9H32ba1kMiGCRGA01lIQCEkwSypRkQh5JRWlz4mXVUz16CeO6mQs/+AIaMgZ1IbzLMsPuXopc8XipEYUVhsl0rIRkkr6Hb0oN949538pcu5lZU0QX+WG1LzYBDcuV0/POpoLZbXKuVqvlTySjnLViiJgUEoAgTK1odIZCkfE2drgZQ1qVKmcdaLNukS4amdyZMO16SSg0QSJdpgAJWVkRsRcaJj4liWBQwCBIlCwUYi297sdoMoiK9vNQaj8fpKKe87z3pDmjDonxxvnxxvDXstP+8WSiu54oprVwX4gBYkCEgGOBoOha2U4wCASRJmQ0pN2e0MnDFmYba/EO6hQMyuATSrTRAJ2wJgJAI2AMypgFa2nmi7LgkiAUJgLr+MDEQ4Gg3G4+P9O9+vrrxULJ9TVu5z+iW1AH6fXjxDqifRolGziFOhtfk7/8cffPsbV/7x//RLD2L787M/9vJXXz73y7/2O19/afPnvvWlxQJ+YbHfpYuVJyL38qzYLE/1fZl1EA4Pj7Z29q8Pgm6hWl5aXs/na47MKcohK7wLteEMe0xENLLchWcZYfZQEgIZZ4IF848HOO3dPJ87wtyNLI1XQjCgYTBgWTIvffI8t+fXOyf1RmNrMBqfPxeurFyW0n5WjtDG8HAY7u40b90+DGMuVqqrG7Vi2cm50rVIEBBAduE6RTG8O+k7VfSfdKAm/cC7PtrsYJjsBYgzPigzAAiiSQk1fWQ6O8jAitB3BSobJVm23WoNDpudYDSOo/jKxZVnaPXOxiTjUXNnp3H7VjIcLC0vldc3nUoNfR8sqYk0A6ZE48ngY+qENu3UZas6rR1PmktzC454Rpp9emXP+qfNHRsESgcFmQiF5zkkHDcXnzQHzXprf384Gi0ncen8Jj07tU+tud8bb90+vnOnbkDUVmorG5Vi0fYcYUuQyAQMCCJVCchVYEYAACAASURBVEr3CwqYds5xsq+mHx45LVZwqjM5IdHOncKzy0QqTMtAKJWQSEAAcyWgSY3DtiSDSVizIdciWbJdr5Yrxs3GsHlU73X7wTh68cq6bT0z0iezjqNhff/GyfFWFPZc3ytVa4Xysp9bxtgBVmAkaM7MLrQmLZg5FSrOig7In1RUvO8985hQkJyss85uZAUkRkBl2RO1HbCsMhVJKdnrNvqdZru5NR4HOklqK1cmVu+fpy+pBfD7VOMZGrg/CNVzEV+o+M3/81/99b/6793L7fyYqJVy//Q3/8pv/NYf/OEPrn/nay8u1vCLif227pw8ft/vGRq4P1Wq53jcPzi4cf32m9K2l1aWamvnHKssKQdgZULk03SOp9VphFnC9wnzDvgQkyX8Mdk3pTxIIGAbkJAIGR0ndnORGwaD3tHOXmSMWV+/KoX9THbaYBBu3T7+4MNdx3VrK+Xl1WqhZLuOSK0aaKqCkeJdfiC8wacSQL4/FsF53MinMMo82KZMrgORECSCLbBStIiQEExsOu3OB9fqYPCFS0uO/WwynHg4bG1v7b3ztm1ZS8vLyxvnRaGMrgsEqbWZgfkxUpgzEXiguOuJ8/FQc6KpLCMDKCWBBAoFlivZ2HHkjobder2eJMxcvnCR1LOZNu92x7duHl/76CBXKCyvlJbXSoWiZVs0MQthmN+T91lCPHu/pV1Qc/qkpdPrSvMva06/4BxGZGBDwJlZICFb5HkiV7SjsNRrd2/d6WgNL7+47jnPZkOG427z6Nbta98rlYtrm+eL5aqyPCIbDIC0AdW00kVEbrEACGxMEoTCUsK2zrqy8ekVeyKBYKY7WCHllCWEEMYgGzbGBOPj4/1EJ9HKxqtCPvkO6sLA/fmJBdVzEZ+RePPD7e9888pDob5p/Op/+TP/0a/8va9ePV/Ku4uV/GJiv8fnfD5/VE9mMxp1d/c+Oji4bjlyaWWjXF1znKIQOUSHQAIKwEx4YGLUnDEL06wluwfmUmnO3Jth1iikjN8FeFYueXcL68xq9LTunSU2KBAdBOHaBAUBRI7nDTq9G7feFBKXahct5X+aB8gYHgzCa9f2d3cbUjnLa7XaSrFUcm2LlGBBBlHwXeYBaFIxjDnhPjoNQCYtVJhRQnmWLM+lkGlnJh0bOoX7eDJINBECRUEk2IDRhg0IREeQQBC+shEkc0fRoD98/9ohCrG5Uc55n+63vzHRYNC4eaN1+7YrVWVto7C6LsoVtG2UkgkJQQIInMe3M2bhdDul95+CHQxgzAyOEJ7eVmfsRTyzLJFOnDIbYAPplCskLAQhKQFEVCjYbIrIyvMHg8HhO++ANsXzm9L7VL96tOZud3zj2sH+YdcvFFbPV2tLuULRti2UwghkQMkz1JGuoAYw020zu+zN4DBlHb5JFYhBzD34FKDOfst4ev2YYcJOBM5wjwEyjKAlaUIgICaRcwhLtkBwXNnvDG7ebggpLm7WirlPtabDrEeDk8bhjWZ9iwR6uZyXL1lOgYRDZBNaSZwgAwmVJCEiSWmnJRrWzECQeXPOyMKABlCnzVIAA5nDJE66rPgA0Dsrgk3WdB5H63TCEAAQFCCSkJ5PRFIpK4wGw/7wYOcd27GLlQtS5T4XX1IL4PcMYkH1XMRnITr98e9+971/9Ld/8ZFf4e/9D3/5v/obv/23fvnfXyzmFxb77ey2L2yWH+dFnieqp2EdBIODg+vH9dsxBytLa7Xqai5XQ3QYXQCVCo4wskHGORDCd2cks1m/9IUn903xzFQEDT82p0khH8J0+ufeRzMDMzIwIKEEEEpmuhyO7ZhEdzq727vvIdJy7ZKU9qej82kMDwfh1u3jvd1mGPPKWnlptVgqe64jJGpCQxkDczquwxOWrAE2E1MvmDPKzlJinmSLcGqwD+8GfqeVc+bz7NRRDWeNHcp0+pHZaCCQjERC2WgJSey5lmxI2t4e3tg6AcTLm2VbyU8nnWNjktGwc2eru7sDYVBe3yisrLmVGrgOExqiFDeLOWpr6oENczemuwpTU3sETrfNXfdOHTH4jAIPnAn50rsm9zIzTUohmk0qcYmC0HUFoitI+gU+Ohjv7LSuX0cSxc1NYX1KnE+tTb8XbN2qHxz2DNDqWmVptVAo2LaNAmKBmggBiGeIjgEMps1UnNGtZyYiPIPPyDS/lHw28LvvEs4dKz3Z25QeCuQkPQMUSJSSXCJyHEcKxE5rsLV9gohXLi25tvx0AAYbHYy7x/s3uie7RgelSiVfqjpeUUgPyAayARXqEIGBDAgAYMM65R0DIUnJDDoxJAhwvrvMGeqDiaJLVofAT7xCzoYn79FFnnBKYc4FXiEIpYBISKW0HiAeDQf7zeNrAFSsXJDKfYJXyAXV8/mJBdVzEZ+F+I3//ff+17/xn8jHMHWtlXK/8B/+6L/94Y1vv3F1sZ5fzGh3xoWCUy49eum91+sVCs9AKOhpsGiCYHh4eOvmnT+zbLWytnZ+87IliwgOgK1ZEKAUaWKbFuknxg1Z9ZrvSlLm1DJwClpm9C48S00DAM6Uxf5Y6ijO0E/6h60ESAdsS4HRWoeHe3fiMGYDqysvCPFpiJSMhuHOncb77+4ox11Zq527tFIq2Y5NhAYhooyAJfiUZLsh5jlsNsXM89nh7HjPph4R7gIrc8/hUx2WM9ur6VMIGQhMBJwAs0UWo5RKyLLlukJZNAqg1W6PPtwPg/ErL2046tNg3yTjcefO9vF771lSVtbXq5deoGIZbBuAE2Y2gERiIo4IM+ovGD7Vojp7Q+FpuHzPrn1gNJD1bggREVPDwMRojSgQJRIpicKXli3zEUop4rh1dHT8zls6iatXr9KnkhwP+sGdW8fXrx+5ucLaenl9s5zPKSmROTEwFsAIEoB4NiJmAAzdvRtPFxDgTDycyjHx/L14+q/3wTHzcJFSD9DU+k8iAybIFqIthHBsIRGjMdYP6x9+eDgeDL7ylcuO9WksYxgMjvZuHO1/5PlWbW0tX6z6fsWy8wCWAQtYMgiSFoBBNMqxjDE6iVlnLiCWK6MwiePEEgpndIm7Tt+pW9/99uL87/ms5cyKa+k05ezFJkYRiK60hLIlQF4IAZwcH+4N+6OVjWD13CtPkPO5oHo+P7Ggei7imcfWQfM737x6Pw3PB4+f/9mvfvsXfvNbX35hYfDwhY3tnbbvWZb1iNcWx342w2NPlkXDwFE0Pji6eXvnXeXYS8trtaV1RXlCxxiZJAbBoEASkwbUVMgPPik5mWRycKo38yAJ9rymy8d8UpqHO5leBEoGTxEXckYKaWLotLsfXftTIaxqdUPJp6gHyAxRmGxv1W/dPHBcZ2m9trRWKpdsSxGBAYgBYgBGEAzxTFdlBnkxc2nPFofuu0iYaebcB+HMcvNp62DirpaKNTJmuhqCgVIZGFICwSAnYAJARWjZqMAiLtvwYomvjVvN9nvXDjzP3tyouE/VE5VZR2F7+07jow9tpUorq/n1DSyUwbIMmCgMjZIglOBM3YPu2RCI8MmnND4x0R+EU4dKM5vMwAQEQUb7RMuqLheUExsYdNutjz5SnpdfWxOW9TQXksej6M7t4+3deq6QWz1Xqa7kCzklBbIO43ikRAxKIhiGeK5oMOVyz2/IKcmTzj59ESZtKzP3xFk/Cs+AfNO3YJxVkogRgCRAgmAwRaVgCLRAQYyUV9YLBeCoVT/Z3u0US/XN8zXPsZ7qhkyS4KS+XT+45fluvlTKF2p+rqqUB+QCKDYyiU0cBa5rAXASh5blIAkSEOuIExbMUkoAzXP0y7lr4XS5eLKL6YErEHzWBXW+ioST6UsASInREsADQMet1lZx0Au6J+3d22+7XqFY2XhS2G9B9Xx+YkH1XMQzj+9/sP3f/uJPPZGX+pX/4jvXto9fvby2WNUvbNy42Xj1ldVH+4aynhHwe7IsGq3j48b2Yf1OwkG1vFQoLXluhcgFsAEEMghEiUBpn47hbr5h9ut7k48JwpiJ6me/Ps3d5DMAJPP9cOQZcHOqhm4ACAUSo43AtgIpaX0tAd5rHNe3tt4jkrXqOaKnVUOM42Rvr3lw0Iw1l2vlpZVipeK5NiFwanI2yeaYU8OzU6oidylqIJ8aiII5D4GZSiffv+qP8/YYE0w0XXnMvMwp1GwYSKAgQZm0fIKskWMAVESuTaWCtXGuCKgP9+o3bx87ljy3XhZP7RvZxHF7Z7ezs0NaF5ZqueUVq1wF2wYEw9ogMBACTcf54DQx7hP1eu/yBoGPpSR+7M47jbFM5mdAmY0JmrRGgtmPsC0sVQqbF3mP+s3j5vXrpKz86go+nZVkhiCIb986PDg4QaEqS8XqUq5YtC2FwInmmDAhIkTCjOSq5z4fzsE2mtuQeHpOb9a9ZzSpus3czJ6ZwEUzVaq8F23jjIoLAGAQGdL5VwmZDWBKPdUCDAkhSCgl1tYLCPpwP9naqluW3DxXk0+pgMucJOFJfbt1fEcn43xxo1CsebmysvKAlmEFqBjIADORAdJJEgYxClsiISFJo5PEJKGQRBLBICKf7t2fpaNzSmWW74P3PuaXaefVzI7jqRYsMSuAhMhzXChXVnRiBv1R8+imlHautEokP2tfUgvg9yzjWVE9jTFBECyonosAgPe3DmqlJzOI/JPfuPI3/5d/sQB+X+SIE9M6GdaqjyL+8RxQPY3Rg1Hnxp33oqRXXqpWllZcr0zkMdpsRNoHkiSEQGQ+u7+EPBmwAj6Vgc9M1O7CaZkzAM+n7XyquYcEZxM/ea4oDhPzL54aHKSG2kwS0UZkAl5Z3iSUSRLv7d1QynXcfN4vzeywniR+Np3u6P33bhumylJ1abVarnieJwQYBJOO9qW5LIAhMCYrwmfFfgKRit1z9mnuVXyfH4sCngm33IVecGYXfW/jYO410lnMJDGaQQohQUxagwDGgIkBAEEJFhLg/LmybclRd9RqDrfuHOd9u1Tyn4aePms97nQO3nsP42hpZbm0vKLKVXQ9INBaAzNJBUIBialw0HTb0YxYfL+pUDzDG2R+6u8+n4g/GR2w0ZoRgVCSMIBTC0vDBo0h1sBMgvLnLjBRHI57x0fkucp33ULxaQz7JYluNnpvvX3d90ur59aqK6VCwXYsRNCJCQUliqSUUqBgRgJjThGwp3YL6ezfXRuS7z0lmQ1mhoc095B0eHWqFDqB5cx3z6BOJn8NMKdTcSgAmBkBEgRGTNuJCEhsYGU1JySMx/FJq7m1dZTzrFq1+ERMeu5eRh0Nuo2dm2+F465XKBTLVS9XUVYe0dEgDAtIp4yJhGUZwERzkkCiASm1nbG1NlpHhrWQQqaqLTMuZ3qRpPuWwE7BPz7T4I/57K3KxmRXA6RMASnTOUI2xCAAFaJTrm0IZVvNRqe5h2STdPxcGR+7OjYYDHzfX1A9n4sk6RlRPYlIPSMF5EV81qJaemICfbVSrjcMFkv6BY+9/W4h7zwC4fM5oHoOxp07ex+Ogm6xVq6unPOdspR5AJvBQkACtNTMXBnvoSidvm0mf+CkOUV8WqIAAcREYuQeGuddtx/4Awq8e66LAVEKcACJISoUltfPczA2rfbR1p0PXn7x67b15DUV293hjVt7ndFoY2Nj7fxyoeQ4thCgCaJUuAKBACQAIhiAWEAygWbMZ09M3S3PModxGO/1MDibfsv3By8MwFJlPRwDQEAICtLmLhlgBh2j0Y5UIHCl5jvfuPz+2zebx51rkr785Uu+9+T3f9jr1m9cj8bDpeWV0rlNmSuC62bQQyCAlCSYiOdsBPSUL3jXpuH7bK7HhKZnzL1loBERz6wpaGZOJzuBQZC/vIqW1f/h9zvHR8JxNl5/XdpPnoHcbPWv39rXgJW14sr5cj5n2RYQhAiRooSQBNqIFnO6comYMxVgIGBxb9Hg9IbUAMysM0FORJrUL+YfhXMXBz71SvMvlknQagBt0AASokQpgYA1cGpQDoAJIUsQjBIYSkXn5ddX3/thv3XSv3Z9z/2KnfPdJw40ht360d77SdTLF/3K8ornF7QGPY5dv4AogNEwa23iRMeRsS0ppeUXFQkRhXESRa7vCWmjEEmSSAHibmECvHvOEaekWf7YjfuJV0iTLRqk2qF0Wv+XwFjMYJgte6lYdoisMNjutg4BxIUrX7Ns7zGLEbZtL6iez0k8Q6rnAvgtAgCOWr1vvXH5Cb5gbzherOoidvc6L1yuPuyzPu9UzzAe15v7e4dbtueWirW8V7UoJ8lFVABCEIoU/KXJwt0oZEIfYgSkOZf2s2UH0kydYEr1ZLg3R5+NAiFPXp/PojPOKvs0+WfN+ZlnHFOSgBhHEYFTyNdWNsbHx8dHjd1qbX25tmHJJ3bsGCAI4v3D1s7uke3YxUquWHY9R1iCCU0qPcoMhpBQYObikExGJRUzMQueMLLmbQl4bklOi7MggMEJkQ4+WSD1nh7Y5G6RKjoy6DhhYEEgiDD9p7FGNgJASDKMZEmr6q+v1g52j3a3D1eWSxvnavYT1dXQYdA7PDrZ3cnl87mlJVUqg+OilEDpGBgIREA0mYgIzgEwM1k3ggfwYeeHrzHci8PndyYhohBpeyU7W3jW0SYShIjEbFhHERI4xUL13Ebz8LC5u1tYWi6srj7BYT9mGI7Dg6OT5klveX11aaWaz9u2IiKdDeph6tSYigwRZ1qns7Yn87R2gx/zLtnOnjxNIiHTaVfPeZ1ZnvI5eVb9ufuATBYZgXHO8iTlkQIiE4BCiI0RiPm8s7q+dLh7dHBYX10tnz+37DzJ6VMORt3uyd54UPfzfrm2misuD3rx8XEzCHBlA71SUdqWYT4+aNQPG41G07bUysrKxvlzOh61Gsf9TvvS1cuFYl7ZMok0c2KAhZAT7068e/fh/c/h2Xz0fK/v/uJYiJgyNlOhl4zHm17QU26tAiYESZKJjWXnXC/f7/UGvXqvfVisbqjHq459cTL2BdXzacWC6rmIaZQKT3IbPMH+4SI+v9EfhMNh5PsPl3t9rqmehnWrc3RwvDUaDNbXXynnVlwqCHJTCykGTSQETjlIJs3wkDHzl2NmhnRghRm0BkQEyuZ1gO/N6T6m9XRmEv4xsi4z5RKeCpefwo1TpCqSmBnItnJLKxvjMDo6PNo7uOW6XqWw8qQK0trwcbO7u9cYjqPLl1dKZd9zhS2AENhwnBghCBFNOuiUTnwBMhMzASoDwhjUzIgpFZEZ0DDrtPGRAURGNITAQNpwxujEOSuCM1dpqpdx/wUXgClQT4wxbFJrv4yeh4AMAoEExIkGAKHE+vpSMBrfvtna2an7eW+5VnhSZX02ZtRq9Q/3ORxXLl/yalV0PVAq+wcaRGZEk4JdBjA8wSoIc4gC2DCYdDHnlFCfdu8BMUV9wHz3hkdEJARCADaJDmJkkErVzm8GYVjf22tu37F936tU4IltSHNw3DmqtwXShQvrlbJvSSREY1gbJgZLChRZRcIAMyCDSDFcZtnACMBGMyALgcwacb7IgJMLADMQZ2cicTbS+CCrNedld/rw0JwQSepzAjy1N+D06iIA0DAaloJW1mphEGzfbO3uHufy3upS6Umd12ySXntv0D1QAsq11UL1HMrC4cHB++9ud7rRa7q0Qna+LAHxo+vb1z+40W61fd9/4YqxvVocBdc/2tq9c8stlJXjkRKJYQPMBkjIqVcNAs7Q2sykMx3gRZhr42cYm7O+8sfWeab1OIHZqKlOVVIn12ZEIdKqEaICSBAtEp6XLyVJEozHzfody3GlWnscSvyC6vn8xILquYhnHp3e6Am+WqszXCzpIgDg6Lj/sE2/zy/Vk9kMR70Pbv9Zv3eyurS2uXLFsyvESpCMOIo4MKwleQDTD5iYJCQgIAXCBgDWrDVLhQCsEz0chsqSti2RCE/Tw8w0cZnpQnyiRdUn3jHRrLt3hvAUF48RAVAKIt8uLNVWE500Gru5XM5zcq7tPz4gYObhMHz3g91+L75wfvPlVzY9VynQEoFRBKHudvrFSkUoqbUhMIRGIAuiJDbGAEsyhHHCYRQLiYKMEIwogoijiH3PRgA0WkAsRSIFIapxbDSjVAIEIdD9Yd8DfTbkjNInLDXRPdHT/haJtIETcxIxk3K8SsXWl1YZ8Ojw0HGsnG97nv34yR0zB/1+69YtmcQXrlzJr62qQgFslbk4aoAw0XEAaEgJsC0gYThJIg2AUgkUsyZwFCVxnFiWEEoKPGXad5e1HD/k4b9bA+a0upABMHyqIT59pJmqK6IwUhIS2o5lWbXNiIxu7Gzbnrfmecp9AgxkY7jXD65f39eBubi2dm7JA9IcG3KcQZiMRqEOwuWKJ2wCgCg2hoglaANxzJoNIQhJgpAZBoNQCvR9ZfRAoLSkTSCn/fxEa80spDVPT7x/+/ReAR26Fw1KoNS/fV4fhhABxamhOACLQBCggLwvV1crWseNevPO7rHvOfknQfhkNsGoe7TzttHj2vJmqXZBurXhSPSG9vs3m4eN3vIL33KHmrzIdpzvv/f+9u2jl194/cKVS7XVWohS5fL77d533/7ga3/+p5cTwDAyOnRtS0g1N5GanYGAem5NiBmMhtT8bwJ3DTDHUQgAQpCU1tz+fWBWfFYCSqYQeqLfQ8ryiSgtlujWUf3oluW6tpu3nfwjXyEXVM/nJxZUz0U821itFv6vf/XmL/2ln3hSL1jw3cWqLgIA+oMwivRDTfp9fqmeQTzea9wexZ18Mbe2vOk5JYtsMEgMyAbBKGQBDJzoOBFSEBFJOaEnGU4MIJLMaHVE6NgKUx4e3y2TT1nuzWkpHzMeIXx83Xo2j3LW+Bue8jLAWZqdFbbNfNGQERClIHAc38vl2u1mu3vYapc3Vq4iPq6GwThMdg873X7se7larWIrZQlSZAi1QZLK8vMFFOrw4Gj71m1JdP7CufX11XF/IKSVsDhpj46OW8fHjUarXih65zeXN19YHw9H21vHrUb/lVe/VK3mfIcEMiEgGGAtiQhIIFFqE/5xyesnJLeQqepM7LkRU/t4M5eLp2N0iJqACVkpdD0rX8zV67LRGuwftF+4vCIeW1QjCYLWnTtBq+VZUjqWsG0jiDkhlFmHQxKRAmAUEOtIJ6yBSFqYJcrGABMCkRBKAmVe7AzZCuFZOfAEi3xym+pB7j5NH0U8a8iSEY0gQoFEAOh4fq5QbB8dD+r1fqVauXARHnslx2G8s38yHOulQm5pqWBLYqSxjk/aJz9468PxKD6/cb7oe66lkAgFNuon2zuHuwdH4yBwXPv85tra5jmjYffmXqvVWFuvfvmNF5kTRGYWYACRUol1SYIYEMlM3d0h7S/xx3EWGeedFO95WCqJgjxHbTRIMIM4GfGcKFtkW6DnqXwh1+52W53R7mH7pcv24yt86mjUqd+IghPH8W0nL1Qh0dY4TCKtgpgSJq/oGilGCccJG5SjINra289VlsrVClo0GCb9YRJqNoCRAUzAtTwgSIyRJClVUmUwmQiqngNm08YrZgwBSJuAKKRIawcZXMy2LX7Mac5TTiliqsI157qatnwREYkkCcd28q4/DoJ+r3/S7x11O6WllZcQH/G7ZkH1fH5iQfVcxDOPJ9ija3YG55fLiyVdRBqHR70Lmw+xHz6nVE9mHow7u42bpKBcrVWrqwIVptNRhsEwIVtSCAQwmnUMAgEFSQUAYJDZGJ2gEEJKYDaagdm25ZniIfexmnsI/fz7P8jc91HpkF+a0WfydBKRlXJ9v5DL50ZBr36yvVQ9Zyn/cdzcmKE7CHb2moB2uVIqV3KYymKg0UlkkEgoN5dLDBwe1t/83ptSCKHU+sa6MSxJjPrR++/e3Lp92Gi0xsGgUs1bStbWqt1O78ZHN25d3897KzlbFT1XoiBkBMNshJACxNPxALif8zkjIQISGEBSlsjlXT+fHw7C/YPOxnrFc63HKu4zB/1e+86WDEPh28J20LKYkFknOtUfBFQCQTCwYRMF48QwKdsSDoAwWqe5r2FABCGIBGmd4Dwgu8cpZH6yij9ZtvOTt+gpTczT01mnMCGJCUkXpeU4hVK+UIiGg8HBQXFtTdj24xA+mbnbG2/vNUnahUoxX/IBEIh0HLVOum/+2btBAL6/EsWgWSBTEOtbW3vf+97b9XoLBVYqRSHRr9SCYfTODz7c27/z+levvPqVF8SEqGqSBEkIQECQJHhiwJe5RJ4hR4L3HAA8fdes+YrzQ8KYGZbMFnaqVsucGnqkyI8JbEv6OdfP5Xv98d5x99xaNe9bjyU5yxyNe/3WHUngujlL5REdrSlJQEibhCWkdF2JkhIAYlhfP9dtjtrt0c7OjrJAKmMilcSopG00aM0MQkobMWE2kDKVgcEAG56rUU2IlRMyJ/N0hJIRMRsOTBWP54et8WNKPPOGMXcfAWY2GoRAZkKUSrmOl8/FpcHgJIp63c5uqXxOWflHI3x+caiez7/RXBzHz2ZlF1TPRUzitUvrzc7gibzUv3nz5uuX1xdLuog02p2xMQ+RAn5OqZ5xEjZOjvYP7yhp572yrXxODCcm66IZA4YJKRVnl0pMMtGJrTAzs+YJ7kriOB4HwGdQjngmTjdvCf3ppAKT9yIJqFJJRUu5ea9cKlUQuNk6PGkfGf1Y32hxopvN7v5BM5fP15ZLpbKdQidjdDAaheMwiZP0w3d6/Vt39q/f3m2edEGoXLmmHK/RaP7uP/t//92/+2673bly+fWN9cueU4qGxgRw0uzc3tpu7B7Ho7ESabOLpt4VTzOb4jPWEJBITK10lRL5oluplIWUjXq30egmiX6ct9RxPKrXx0cHri28ctmpVNBxhBKEHAe9eHSSBG2AMWBkIIo5HkejWAfzXR0SisgCUFNFHElEhDTZtVM38aedAp75M6/jIYimK0m245QqldqShTg8OhzW6+bxUqww0seN7kGz6xWL+WpB5VQMEAMEMXd60e2D4+3jvZWa7AAAIABJREFU1jCg0EAMMI7NcXP8g3eu/+kPf+i43iuvfun1r7zh+TkiCoOgWT++s71VrzfYgE2OIgsNcBxDYkAzGCYASSgRJIGAs4xFHujGfcs7EzcYPrMekTaqJhtS5Yu5cqVsWard7h4dnURh8ngbMhx26qPeie/l8/ll2ykTKgRUShSKeduWYEwcJGDAIcxL/LFvvvFTP/Xtl6+8uLV1/d/+63/zJ3/4w95JRwE55MQjAwYcRWyAQCmyM4RsOPtJABIJRoFRAApAIBBR6kxhjDE8wYY4M3Z/vEvi6Yvw1IaHSLherliuFUsVIuj36t3OgdHho73ZF4fq+fwDvz/4/d8fj0bP5K0XwG8RafzIqxf+wf/zvSfyUv/zP/zDly6sLJZ0EdMYDB/ie+7zSPVk4O6g2e01cn6+VFzxvJIQjlAWKgECgVAqy5IWG4jCMI4iFBaS1DEHg3EU6MQgkEClUCCgBtAICUECwBxrHcZprpZBPmQGNsyG5/0gnhz8m3+ZTDUl06ybQywSSTASoCS0LOkVirVcoWSM2dm7GYSPTh9ghpN2v3XStS1VLtm+LwWhsgg4MVoLaQHiJLszDJiwDCIYjs1wrGPG2HAQJ8MgCOLYK/qvfv3y69+4evHF87l8LgjMYBiFUZJoNgaMZh1pjjXoVBM/YU7ARAgJonn0n3kZ1kxDJrVXM6fHhxCA5oGfEOQ4slzLF0t5QNjZPhwOHyMrYA5arXGj7tkyVy475Sr6pRjEcBSPhqFl5Sw3h1IFo0F/NBqEOtQqTqwopOEwDiMda2NSj0mc+DoyIJt4PDZJjAjIjMypFggaM7nBaHjCOT5lMPIIN1IgTgCphAudVmzE9DeY6lQawok/CjMikrJz1WW/VGatm7dvD05OHmdDNlv91knfsex80XVciYQoCRCFsvLlGklLG9aGRgGPIhMkpt3pn3S7/fEISZaq5Y2L5y6+eKVULiilpPKlcIBlEiGAhWgR2UJYOOtLpZ8oAWMQQOLUKfyxfiYm8YxgEJiyH5j6/6UTldOuGABLQleJSiVfKuYV4s7OYb83fJwNOezU++1jpex8YcXLLwkrR0SWRbYFcTgIw0G/3z7Y3u0ct3vNweFeY9wPqpXij//5165e3ijnPE6iYBBEQRiHwfHe3slhc9AOus1uHISESHMFMAIQCIJQZIK/KZ7NTN7TFTYmMcZMCJuTp/L0BebafWcBLWZgvqcQwalkDiFmf0UkREIUUtq5Qsn1fB3H9aNbYfiIRfYF1fP5iQXVcxHPPC6t1/7pH761c9jeXHssluY/+f23/tJ3vioELZZ0EdM4POwX8g/qqfV5pHpqndSbu91+q+AXc05RgJPEIBRl5CECZEFZWqsZCEgAYyqjEsUsAMAWKIBNrKMxCUFkSCICM/N03GTi6T51JZgkik+744fTlAhgqjBqWBsDiABSCsf3y/l8dzQcNup7vY2rrlOgR3Ir1tocH7f73XGxkC+VXMsiYLYUkQFgUsoBIwwSAxjDhgWg0kyxwSDRHBhCQGXV1jaGe8fNXufGztbKUnVdLbt+UaMVG4o1aJCaSTNwzCBTeUtjGIANIqZKG5NPyg924x5ZE5zchak/wpkedUhExrDWCaNAFEqJQskrDwvjUXB01Dp/rpzPe0I8yjKy1oOD/aTdLlfKXm1ZFEqRsHq90MSJLdH3bIFKg4CEwwRDA8wcjqQksmyZ6PQY83gcSUGOJSkdN2QGToBFZkt+tsN1+qnxrt8+yg3mewsR9/u46QTbxJgOSUqrUPLL1XA4aB8cqErFr1bFwyfNDBAn+uiwM+hFlVKxVLQtC5iT1K6DSNiOq4QAk8RRFGujU6sEQbl8rpDP11vN67dvx8Kc21hzPZ8Zo5hIeIhOEpM2whAhISpETmFC+qaGU71fpMcfl51ROxmyIV68697TNo2cngxAiJagQs4ZFf1Rp3fSaJy0KqVyTin5SOd13GntD3stx8m5+SXLLZOwEYmTmHXoeVQpuUcHfLBzK4p7+XLO8ZwkTJBA2FD0lS/Ly8sV37N81/ZsWT/csUTYaZaq5bwtN/I5CyelKcgEknGK4FJzmpmmbqqJZRjAGAOUWuswmKlo7b2c+bO/FKZYkSbXA8qapmK+6UoIgsjyckVv2BuPRu2To5Vhx3HLRA+9kgtVz+cnFqqei/gsxF/7+Z/8lV//x//ob/+ilI/4ZdPsDP63//tP/se/+h8sFnMR8zEOYmOYHkxi4XNH9WQ246C/u3ezN2qfO3dJspsEMI4ikSOZykogmsQwoLJtEpmbHDKjEMrzw5FONKBhiZTEURL23VxOWgQsgQ1JYpCTbDjFfAxgJlL7aXX7SQM9gIncw3zqk6ZRyEjIwCaJYyaZMqgsh3I5vzLwu516s1nfL+Sqvl98WDjKzEEQHe23okCvna8VCo5E0LERioSQwAJIIFLCmBhODGtGIAVSgVQJwWgQ2rZ0CsWv/shPNIZ/+M6162+++8GrL1z9ye/86Ld/5sfJLqKVS4AMWppkgsRsCAUSIGtjEgZCoqzl8nAg5ZTJPWTGd8yYQnV916jaZHFTKQiTJBGQAkJBMpezSpVcvxe0GvuNRqu2VM7ncw+9IY2Jh8P+7q4Iw+XNS7S8Hnv+MNTbO03fdlaqRU6YhSB0Hc/r9oP+MBwMhjBKCjmrWnECJqNZa93Y63m2XFrJu15qnoCWJZFgYv8NdwNkmPfNZn487Dfd3/fdopN35nSSiw3rBEhkfEUv55Urca/TOKoHvV40HruPAPwMjwZh46jLWmysLpfzjqTEJAlahGAhAyexYCato2CABCRJCKyulF99+cVe++SPvvenb77/7vLy2rd+9M9952e+PgqTVjc0bKNwEsaYkQwwsRDEM4cMnQG/TNQp1eJ8Iqd4Zj6OpyxJ7tGMYWaTMACgECRdS5Ty3rCUPznab9TrS8ulSrX0CFfIKBh0T/bCsF8sbyq3JqwCogTE8XAYjkYra7XXX74Udjut+lajvlUsFy9evjTodU5arXqrXSqWLl6+evXll5Swo3FjcFLtdQ/eOr7hOuJHvv7las3jpRIR4WykESf4NjUqZJha1GTKLkyIhg0bJkkAaJiTJBFCEt1LXs4Ozilx2VP02oknK1NWd6Bp4YMBBIAgUo5T8PzSoN/rto977YbvL7n+Q6/kQtXz+YmFquciPgvh2OrnfuL13/rn33tkec+/8jd/51f/s7+wWMlFnIH9xvEDGvp97qieiQ4bJ7sJB+VqZWPjcs5ZFeggkzacaMOJBkgQUUjBhiPNmgEQ4kEgEN28Q4pi5lFkXIXGsDHTBhGmuuv31Jun8zmIc8NOTz/udbWCCc3JIFiuWyyWlvrF9jjsDYYt3y8+fA1U148641Hk+bnqUs7zJMahjmLw8qcxKQCAMZxokxjDIFJyoO1aKIRXzH/pG1e9mvfSh6988NaNTq/+p2++Hcd649wVAElCAWU9OLQRpWKgONaphIkUj91gOZVJ34toPsZEMUvwPVdVql6rnh+Nda83yuVyD5vpmTgaHh6KSDu5HBYroNQwNDuHJ//6j/64aHsvX7z44tVLlbLveBIId7cP337/9o1bd3Ac+5a1slz45k//hF/IHR803v7T9wtu4eVXrl56aalQsEgAKZqQjh9oIT6VXYkZsw7AsKHUEjMdRPVzdnU5X27weBx2um6+8LDnSRzro6NuGHGu7FaXPdsmE4WBHimZNwhhGLbqx3EYAYBJTHoqGgDbUy++dtkv5gqVC1t3dk/a7Xfff3/jwrqncrbyo9hESZI2haLERIZdW8iJBgtyyg3mR3XHePBdCh/v9YITk3jPs2rVQqdSDCPd643KldLDbkgdh732bpL0bdfx8yUp3Wkn08/llC2DsH/15Yvr59eEVOOxRhLFiq/jOE7iODEklet5fq4gkWq11159bQ0RAIwSWCp4uUIeTAIgT5t9pDWXBDhhjplZG2MYlHKEkJmYi56aLCIAswEQj3ZV5E96QFqeU7abzxUqg+4wDPrBqO16xYcdLF5QPZ+fWFA9F/EZiW+8cuE3fvv3vnR1/Ztfuviwz/2N3/qDn3zjaim/MHJYxBnRH4QPCPw+d1TPIBwe1rdQ6HyhkPOLjvTjkHrdUePwwMsVyuWSbaEQxEhBoA+OG/3BWCqLgyjnu8vW0iAy7W6/3+1furjiWVJYTmaunTm4E0xUHhhPAT+cTEDBE8V+fB/Ix3cnhpjOqEFGvEQl3bxXLhRL/V6n3tyrVs8TzRTzHmglg/jo4MRo8n3Xz1m2Is7suAxrM8mB01GlzLsCEbUx3V7YbIzzeVsbEycmjsX6+jlb+Y70/vi7/1+z2d25c7yyelkqi0gNBqPj466UoISpVX3PkwaVASYkQPn4cpSQCsXPmgw8J7XPk1mgSbMFkUgAUdbgQnBsUSg6+WKhPxwdNrrLK1UhCOEhNmYyHvf3DwSQkyuinwchw4hb/fG1rTsFaeeUfeXKBRQYJ3Gv071+7dr7H9xqtrqXVldK5aLteCjFKAgPj1sfXLtR8qqFQm3tQtnLKUEsENloY0xmhHG3aM2pzcL8uFsS8cw3mAPK2R0EaV+GCIimo5Rku1ahVCxXxoNhcFzn9TVIezEPrN06GkcHR21D0st7bk4KQTECIyYgDGNsOIw0omQ2g0HQaAy0QSS0HVsblctXv/JVN5+vfnTt+rsf/eD4sL1UtG3bNYaHg+CkMRz1DAFLIZaW8mAJAmAGQp6MKqZ0ZhD4JAR0eF7NhfGeM31ezpKIsiegJkDHEoW8Wy6XG83uUb23fm4lVQCiBzbJiMJhu7HFELr5mpsvkbTTOTtAVBYZwKjTzvtWpVJWyh70k0Sz5UjHzSklSaBmEcdJFIW+6xcL1dWVktFGSpIESTQiREQDJmEUE3f2lCOfsA50EuhkpLVOtDEocoUKEUL6yMy8nacf+57r6BxHNNP5PK3gwnP+IpPGbKrqmbFGEQDQMBlDhNK2cjm/7Pnt8aDdPTkolDeIBCA8OKF3QfV8fmJB9VzEZyf+m//0Z/7OP/yD82tv/63/+i8+IOez2Rn88q/9znfeePHbX7u6WMBFnBmt1nB1Jf8gj/x8UT2ZTb9/cnB0p1DJ5fw8gUTA8Sg52G1/74//7MILF7789S87BU8KiqO40x689871o6NmLl/yLbm6tuRWyvWT4Nat3b3trULxJ9z1qmUJpARYp0KWqToITKdWJvMmCJzpXnxiM+kJQUGevg0DpxNOEgWhAdCaY60FWa6VzxdKB4e7o/F48/xrUihA9N3Cg60k9/vjo6OulK7rekqiJCRLISOCMUmCjCimgzpEBJYgS4rheHx03Ll+7ai25BGKMNDtVlhechxXvvTy5ocfVQf9geM4liVsJYmpWW/c+EC2jtquDa99ZdNyyiDdjFuXWdXxRET/EReLp1nlnEP29AACIDMbZiIgEqiIAQyjZkYApdDzLL+Qb54Mwp2Tyxc2bFtKIWxbPOAyjvv9zt5RLZ+3ciVwvNSWPdCmNRiOedQZ9t2iUr4cD/r1o8ObN6/v7h8U8ktvfOMrL129bFmWKlr1Zqc7DPebrbGH3d4oMUYbTowhMmwS1oA0LeJkY3WcTjphuiNTGV/ix9yX6U7Ds+oQ846T2SQtASpAZGMgMYCASkrPK5bKUaM13t5Nrl4hKQFB+P6DVca52x8dNLu5Us3Ne0IgAJOyWKBmlTBqEML2bcfrdqNmq33t+pHnd4lgY2NpPApHw/HSRnFtY/mk01M3hY4SkxjXsQmh1x7c+nCPKHBtUa7k8gVHSEKExLBAFpM6D7AxwDSR13lU9Jwt0b0ynni6e5sOFVKK6CElHyQIpIg8VxWK5b3DwfZe9/ILgW1JQCjm7Qe8Qo5HnVZzy/ctt5C3cwUkxYaBYxASOGYdxFFfgdAwCPp6PMIkoVAqtZx3lC0QCFQch1F/6NuWUg4DjsYjMoIlJOFA2Q4RQTJx7eN04s4AJzocheNuGPSjKEwMoHIcxxMiNdWhbFw6UzAiIdRdl/+pzs3cjC6ebgue4aCT6m6RQKCsWmMMa80ohFKu6xZczz8+2dJxtLT+YvqmtvugnM8F1fP5iQXVcxGfnRCCfvU//wvf/2D7p37p7/72r//CJ2q9/JPff+sf/LPv/Xd/+WcXvb5FfFx5KzHMD0Rs+XxRPeN43O02x+HgYvViubykhENIURjWm/0ffnStE4wKlZKXf4Fcu9vrv/2Dd/7srffbveDChStrS9WErMjw7TtHP3zn2tb29Rdfe7GQLyyVrBnUEup+9KOZosvTB353IcBpViREZjcGBnSohSWEsGzPy5W8MAxPugeCJAP47qsP8uJRlLRP+p3eeHWtYtk2awYAKQgZdRigQUQFAJQarhstAGxbeK593G5v3f6w3do3enjl8gvV4nKj3n3nzW4YRSQEhOHXvvryt7/zzXbTRKNIR6O9/euNxi1bUSFnl2o/XV0qOI4kgRMBE4CzjbAfFKpMeis4ldGgM6l1M0jIM6xhABAFgW3ZXqGSJFw/GVtK+J61Yj9QhqCjcNju9Nu9pVJV2A6gMIDCErYrgAhAglAxQxRHQsmNF67ky+8E0e363tZH1666dmX94lKOAaVleyUmRZZt5wrCkgZMnCTKAhCCJjqfs4+BeHoFDJ+SvXn0/Yb3ZyXyafgHmchG+kuDqUCJFLbnOcqKx0F4eCxsCxHFpQcCfkEYn5z0B8Nx7ZzleEoACNBSCEOUJLEGadtqdaVSznv1/eP9g1vN9h4KdhwL3/hau9Xc2dli5OEwIqF+5sd+/Md+/GXW4nh7v+g5/ZP6d//oX8Zxf/P8xuuvvTZaW3YsJS1io1mk/GkBAIbZGA3ySeTAmFaK7rVw4E9AbXGIpAQKx3EKpVp3mNRPAiGADT8g8Evi8WjYHA1PiqUNZblANgAAJ8AxgDE6IkgqtVoUdfud+tH+oeMsCekPe5EUPrLv5d0oBEFWbSmHFIIxJkma+7eBtZ/PVZaXLEsCa+YEkFPnBgAEjiEJonAwHvXGg844HBsmaefC0khathDy3supEGDMmXvw4UC30aBjLa3s6ggpCNUAQgAwomVbjmMrxDAYHAEK4IcAfguq5/MTC6rnIj5r8SOvXvjSC+t//Tf/+ZdfWv+L3/nSi5tLd3X/huPo/ZsHv/73f+/rL23+2i/93ELGcxEPgJG0ZX1y12I0Gj2Ti9KjUT3H415/cOI4Vt4tOcoHg4nmJOYoMr3BqD8KRpEODGDC3UGwvbu7e3ScgPNirlRZXyosl7WgwThudYcn3R4TkBQGKNEgEAUSmFTdj1EgIKcMx3SQJVO3Z56V7BkfE/4ZY+IoQEIh5FRMkhl0SvuiWSOAiIBS0VFABkFoWTYJBhS+ly+UiifdRrN3gIAMcGH9gYDfaBz1hmOhnFLVzxVtIUEnoSYtgFEIJIEgUmFJBBCIwLC2vvqt7/zYpWaHBNkSw2Fv89xGOV9eKhdOTkphFAspHd++cHlj81zNouEbX3txZckWZNk2OjY5tqpU8sYkiERgEAEzyIIpF8wYAOZJD+Q0toPZSBEbMIaN1kISEjFDbBgYSNCkbzNtW6VWCMCMgAKA0qM2dWVMt5+SolLLdcbQagf1digELRlcqT3QQQxH43G3bzu+LNfIy4HWKQIiQUAi0RgY1ohMAokIxcUXXnmxEX1w7eb127fb3XbleuH1N17zC2U75wOJxECcmMyKkiE2LAmJKOPbzvuJMHL6P07lSdJJNcTJkOoM4LJhmJdPzAy1MVNjnPeohLQ7Cswindyb+32Wlc+RFE26IQEmZnSIlqJy1S1XOG4Mj46lUkjoXLrwQBtyFA37Yc6xK0Un75HEiCAUKACUBNKslUS37Hz7z33txSubKBQgRHEMDC9crAXLzkrNGgdRYv5/9t6rx7IszQ77zDbHXRcmMyPLdFXbaQPOaCAOpKEeBBEkJEIQoGf+DUE/ixD0qDdBGBGUoCEpcpxG3a3qqkoX5trjtvk+PZwbkVk1RXV0TQnV3bhfAonIcPfmPvvss9de61tLy6p5//n7H3znUqLof/rdn/x4FlPPRvu2fXJ5/tFHV7PaWUZCsExE05yYLpoioaoKCADmnFUEEKyxcp9CTkQPS5aIqOq7nzlO03sAnVMGEGJi5i9IFkVEj8TivY2wTkgRCACVEWaLolnOtqF7dddPrNZPfvCoGRnDPoybsiqKqrGuAjSgfG91mxCBjS0sd4dX/eGOKc4WhbX17nbotjcEB+8v2k0LaIqiHoZQ1XPnq25/rTkzRUl1Nx7CMKQhALKxZVXPTVEQAjCoZsljTn0MHbInxhSj5HRcLgn5nXZcEUVEUBWZ+HhRzYhATGwIACRnESWiL8qu8Z31c7ooSscTMX1wmWU+AjZji/nqYmzfdIe7/fpTJAaA86ufPHKJ/rYejifg9//Hfugk9TzVb10V3v53//yfbPb9//A//Z//8t//kgnPFscV53bTzqriP//jH/73//yfFv40hU71TQI/om/nEOHrST27ftMP+1kzL1xtwEme3NCRjQFgZSfWByWI0kWJyAk4AkVAsaAexHBUDBmSalE7W9ismJMCEU/n6lkUAe/FSUe8cZ+sd08vwTfC96loDBEZEYkNTlI9VRAVgKNjXRbNSYxFVNRJi4pgDBtTZo2iufRNNWu2w+3N/sVvdFh+6MdDn8qmWV5Us4W3DiSNSRMgOVeAsk6JC5IIwRIPgM/fu3r6/nubNjrLpdXU903pLZv+kIYh56zI4GrrPBumq6v62dOfgfx0HFLh2ZcEADklRkHICAlEVFGEkZiU73fSE0ZBBVUBkQwA03ZtavFBAFHIWXPMgMiIWSFlAQBLDKCgJJABkAGQEIBUVAGIGPGhn1CnJOlpBiLy2Xnz6i69vovXu0hI/tE0+Hg4hLafnV26i0tq6kktLKAqgICiFBUToLBFlZjkez/8gwg1snvx2Yt/85f/rv/zNiL98Cc/IeOBKIuGlEU0K4gAq6IenfPx4W88dkplVdAMkCfEd4xXQCCk6Vv1GEUiqopEiASqqioqiMh0FDQrTFjvyCXKESg/WK0+JPbd45QvdqsRIhueADYi4Xzpzs/G3W7/5toQEdHZI8902hh6WTXN+dzPSrA4kg6Enskim5hGJUU2/9mf/lESEEAFGPo4DuPFqjSMOf+4bQeylo0FQAIlhat/9IOcvguEbKhvR0K1jq11ZIgIDDFOrWSaH05y8qQZRkg5S8pAwMZkkSwynYA8dPlmVcnZIBK+6w+jOjkqq+ask6UnManKfZMsSFbVY8+eyvHSTWCdjQEFAWlmvmyi3g2v192EjR45IcO4ybGdz1dVtbC2IrSArJhBASADEqBhyqHv09gtl9XF0zNrZpj6zd12bIPE2diuU5TR+f1md/bk6uzymaQeARBTjn132B822zAGzeB8hU+eVeaMvAecwjmjaACNxhTOu5xTSkkkIxIiIh9PExRQVKceQVUVEZEkORITkn1H/JqRJliOeH8fPCyeUwGCdW9PzWC605kmPylj/Xx50W8XY3u7vf0VW8O/yfPu23o4noDfN18nqeepfmtrOSv/2Z/+7J/96c9OQ3Gqv2eFmB8jsSqK4lt5e19P6plzD5RKOwO0CmgIyJIvjSsNGgYygEyIMUVfV//Jf/GP97H6P/71X/yL//FfXP2r8z/90z/+b/7b/zLEGGNSwJghCngGAJ6M4MAq0HEHdswavgd5+HfOm++/9vURIBl2ZUlEXzC3POZiHTfdU/D4O/9+58enAQEApIyyPbzJIo83Stkehn03GlcZx8ZMI2kJjxQZZgVFIJiyDAnQWUYFzZBCtKi2cFVTeSYmdAs7b6wCCOiYhAAsARUMAKhQlKbdtYfXAwAsVo2t/FGNlWKOwq4h4Pw2JRFloj2zpiDtfsOGl6slAKQEKWdjmBnIELEHxAyQdBoinCxZp7wwBUUyTBMdRV8yPnkwSrlnZ47DrKq3mxGBF81jb4rc9hhzPV+YwkFRgCU0DH1IQ5KY6qJumuUYdYjJMhnD5xflz8rvvP/d8xe/uvvXf/4X/8uf/c+ff/55Uder1RPJuShsPSsAYBiD5uBdkUWy5odc9en4IauknAUEICPlyVplmiETg/JAIEvORx5EVSSLiIog4XS08dXTEmkKGJcs+I5XvkgWlSnsTt7eF/jQkkUP89IYARjWa5qCHx5Xu+3Qd7GojbdkGQxmJoNoFQwAGjaqMechBR4ChKBAxBab2kMOTMQGo4nWknUGAFOAHCVm2dwcyNBsWTDB5vau3R+evPdBPSud47da1UnqmVKOkbwDIAEga8lYABDApKCA1jAApgyqk6kNAhq5xxt5ktuKxhidNZYMOyZUQE05xTAwW2M9IbAh0l/v1coGkXDTjinK4490hsPd2O+NKaydsakBHcBDFgjGYYxjKEpjiMuyaOa1tWwNL1dL1Y6NWmOqsogcRZKmXmIL0lWVKar67PK8qKsw9mzAkxnaIcSuazduVlslDf3Q7Yf+kCQYi9YZw6g5xTiGOBjjcgJVsG5Cv2zM0UTHECsQgAGx8I6rkjFGlafu1b87iRDAmKMI4z8wOHSPaAyhQdHhsGYDZH4DLPdtPRxPwO+br5PU81SnOtXvfeUsj/m2b0vN8jXcREXTenfd9e18+QTQ6HT+TkcaRFSAkIxRBONMM2/qGf/JP/rD+cXZ//XXn714+Yuf/+LTf/tv/nboY1EUhStEIGdRywCoiAKQQ85ZCdEUBvFhD4IPeVWK+KDwvP/i34f6Q2Ps/VE2wT3dd++BcEzBIsKsgFkmSZmKiirTxP5QQmL2RKaPY0pBID9uJHWz6/shnS29dcxEhMrIUw+hiBAS0WQfwggCCIYwJQnjuLt7HeuZd2euYBHFLNYgGHyIO8wCIQqbya4QLGHXdrdvNsTsq6KoiyyKaAEJSAFZEPUYzIVZJA7wWnVcAAAgAElEQVRJAVLKQ9tvbm+LuqgXC0JMomOQIeTCG+sYEGPMKkqWFXEKB7uPb7YEgkgiQITvqhynSzbJFt/1op+Ef4ZxCFFyHkN6zDCqyHi3lkOH50vIiqKIRICaRAbxyGPbfvrJJ//7n9nzVdVUvqiq233sEplyEWKpVCQlX5SF8wwAmna721/+/G9UX3gX68r89Gc/auraGot8PwWPRi6IhASkqghyPx8RjrJDpCM9CEDToQYgoqgiAjJP01ZFJqg4/bk/x6DpOyVnAEWcxg9VVRFjygpCrElkeguMRECiIiIgmVRZiY0xzkkIkjM9jhtPSe52Y5fyrKnQgECOEysGhEcKFRVYkdDQ2A5vXu/6viOCwiHL+Ozp+cXVRVFUSFNnXUYitkQEh8MupZC0nq+Wbdff3NwtnzwvFJIC5qPlKwIQogBEAUyAPDGox0HMCimDArAiIIpoFjWAoiiiZoq3UMgPOYfIIYOomgljoCpIzpOD6MNxztvp9x+SEFhD3rMIpCxZHoX8JIeuXcdx9PMz61dsGkCeFi4FIiSypcUCGYkLUDN00Zg9cx7bTgQZKAwxjiHFEVRBkqQhhw5RjnbCmsahHcehWTQxhpwkawLIgJPcVxUVGaz3WdLd7R2Zog4CQLO5m/SueDQKFgCIMQGgdfY4LEzTPnkSt0+zTiQSMaJ5e68CPlD1X3UgdhxxOIqZGcAwF8ylpDWCgvwGC/RJ6vn7Uyep56lOdarf+2rbcHH+6zm/b0vN8jXcRMexu9tchziWZWPJExhAAkDJOaUokPu+vbu9fvE5zJqCiWPMZ2fzn/74R41/tt9fb7f7T37xKmfnLBHA7ZvbF03ZVlxas5jVXJZZRB+2wPfCrft49Xvk8Pcm+t7doBAy3Ivs7jtdvsjaIRBhSEKAUyuLKkhWngRmSITkbOFcBUhZVfRR+5qUZLPrskBVF9byhBcQEJFVVTQjIzABKE7hFgqEAJLD2G/u3sSUm9m8tJRiJlFwlFNWALKGCJPqGBIERVAkcN537bhZH2xRjTEPUeIQ6soxsRDkKEiZmXLWlCUliWNCIsl5GMMQMnnNAgk0RBnGnLOIQonIBscgOalDTFlUFUGtYWvIsmXIoDBpSeGtFesDVtd32NyjZau3VDhGmQIUHjWMMgzhbiNjIGYQ0KyTw4wBrKx5ulhtN9vtzZu/+rdhNfdnq/n50+ev18O6VTVrRIxRnj27+uDDD66uLjHToiljF65ffTa06ux4cVG/9/zCGWuNJzpiOZ22zYhHXk71iOuACAknhwt9SLYAQ2+RFx51tAQAmnPOWaf2P6L7FBDVnHDKvFNBRDqG9AEiTs2X04tOU1bxLWslKqACCqzK3puqIEQVeaRda9un9T5EwKLxSHBPUxIjkSIcb0yjyDGlQzu8uVmHcbCGS0/ad3XdrJQVKYQhxqAixhbWeHY8hr5tD2JiMV8MSdo+ZMKokIJoVgBFERApK6uASTF0QQmIUAScN9aYnHUYUxYR0ZyyKqCxKWsWFdGisJpySgLMhpEQYoYwjghaFNZZYwwiMpJB5Hvbycl5C/ELJj3v3vQAAM5RVRjLFOGxNqMxHPpul1N2dm7cgk2lx+ZMFCUEMtaBMaAZ0YtQtx9z2hgaY0zGMbHNCeMQcgrGsDOGCSVnEMkxhn4AgL5th6GfrWZICCgP2SlKNDH2gITMYUy7bU88IpqirGEGxvI7XaaioCmOAGismajq4+Co5JwMTNnuIDkhgirDO/2oR1z3hSDBLy+tcGRiCcEQl8wlKmvOv5F1zEnq+ftTJ6nnqU51qlMdAdi3pGb5Gm6i+/bu0B2sdeeri6aceXbTDiCEsW9bBnj54pP/9c+6v/6r2dOny6r0+7uu9FfGrLIgQi68mTf1ZrNPw6E9bP78X/5vn/7lXy5q+9FHz3/ww++//+GHprSEvzYu6xuMeJ4IPFAFVckyoT45SuiO+xoCIJWsdP/WBASAEAlVFBi4cGVdznxRAqjIo6iqfohdl8iYuimmrpd34glFHmR7x0/SAwzOMbS7HXIxjrG1LH3CmJOj/WYvCs1qXs5dVhjGvF3vY+iMg8urqyHkMYHFMgitd/3rz28//s5l0xQhyWHb+8JUtd8f4tAFESkqXxWG0AIZUzbOMyB0XR76FMYEADmnlKGZuZRhCBKy7A9DjCOCLJbVvC5tOW1j8sRbITAiw9tt9pdj1ab/Yemorri0RALmcVc47vY6DJ6tqypkPprPI9SNef9q8Uc//tHN65tx7FIaxnbMlV0t5sLlrn/97/7iXxVF+eTy6X/9T/+rH/3s+XxetevuRx9/1G7387oCPVhCAuz2bVwGqOHvgILjxneaHhMWpLcXTTUfiV98x1aE3vlxVZUUJWdiJiJmRqQsue9b57wxDpCIiI7dlUctaem9KGSFvxM8hIYtGUsAkEXLmqu5LTwA0OOoqvU2dENi5+q64WODFgsce8JAgJiBMArc3Bxevrrb7HZPnz9/crmc1XZ/vSmbKkRpu7i5u9vvNxLj8uzZarVqGivIIUPbhz5KAguu4sIOGYYuhD5DFslJwvDk+dKXLgre3NyFGJFYcj6/XDaLedvGdn/IMRnn95u1dXZ1+SSOY4oJEeB81rdddxh8Wc9mngi3u3G33khKZV2eXyzq2jlCW5R8T1LllCSr9e4rL+vDwZJ3XNem9lazpvSok4ihW8ehQyDnauYGyE2jnwFEgeCtb5IC5ox9n8Zxb02yrpzV87KpLMM6vpKIzpd2XlTN3NoSgIY+AOxNG9p2GMd0OHTjEAB46qoTgRQkZ5SMKUKKIYSpvRamNuwv2nWqqmRJIomIQLOIIMJE66lIjhEBAAwiAmRQhCOfiqAiIjkJIFrrH7fGEnPhXGlMARiJ9Lf/4XgCft98naSepzrVqU411e+Q1LMb92S59MWsmXljcWICRKu6eO/9J3/40x8e+rao3WxW1WUxa6pls9rfxN3dZ203fHx18eyDZ//gH3x0e9N5ykbbp2crx5pzzCmlnJMkJFJ8SMHQYwOdKuI7jNE3luLw5UwqnOR7Rx2i3O+TJk7mmFA8afeIAQlFYpaABJ7Lyi0qPzeAIuFxwC+BmNJTXRrLiCqaFZnwGFRvQoopReccKoqiigIRomX2AMTGKOLLl3ftegchLpt6fX2dcpitFlcfvx8SvHp527c9YihKNuWsDxmtM005ZBo33ecvXz19NmdDm/Xh+uX18nxB9uLmzWa73qSUl2fn82WVc3rz4o1xfnk2d6X55BeftoeBjXW+yDGygfe+c7XfduvbzX6/YesBQPLQt7N8uWRaWhKUBCrW0OTi8nbYj1q7e2ZXERQIoPA8r13tHKlaelSIX9wdMKsvimI+M7VHb4BQFSzT+VnzJ3/y06EfQDKzWgZrjfXFpSne+/jJH/zs/ZygKMrV2fLysnHOzCz/43/yJxKTt1Y1GlbveTar6npmjZ0A/7SLRVTQ6Vhgan4yAApZskRig4gqIjFMkXxT6RRtplNfnJsmmzFWmY+CTSRQwIkgFUVEJp4kniAahw4QbFnD8Vc+eL1ISklFCcFYR/dWOeS9mc18UyMzPU5wvttHADMrzaLypWHEnFUQDMK9BQ0qoFjm3eZ2s7kD0vPz6vy89pYqe4YAu03/yaevxzFmYRXtxv2Y8IPmMnMBLqtzvVAvJqjvgnZdu7nrckioKjGM3RYdzRdzVT20Y9cNOeeua5NiVLfftt1hn0JEovXtTd3U5fzs9s1tirmsinpVb7eH61d38+VKcaEiv/rl5yFkyQkx7/eLy8uz84tlMV3DKXpD9V2mSt9ysvfQUAkBnKXKc+lJEqfHUU9x3BGC96UvZsRWFSffI1FQQVG6pxmxmi0B3p+FAdEbLowri7qyjlDyxfPvq6j1DgiMs8jm4qkBZOMKtN6WZ2HsXOlknols2axcMUOy7IrFBZfzVQq7MPZInkwzjsk6V1S1gIYYVASR2FhCYkLn7QTthu4AANZXk/Sd2BDbSdNg7RT3Jw/HUvcN2Hr85EOKg34Ffp5uGWOt8944q5qR5Lf/4XgCft98naSepzrVqU71sC59K6/7NaSe/XgAQueLwhVM9PCkL2v//P2L//gf/mHbtcDAjmdN2dRVUdS3/m7tNsNo5hcfPHnv2bNny3kzK4ysZrRazECj5HBxsSrqSgHytC+jKYRL7lPFJ+XcOw1hoDglaAOCfv2oZ9C35OHUwTUJLhXk6KoPcu9Tpw885LHpCjSGIabOlc6RK01duYYhizzqCT6OQmBL7wpPZnIXzEcPCAVCQklRVFiVAFVJJkcQJCSrykgGmA99utscIIWirPqYx2GICPXhsh/l5nZXlK4sC19ZmcIM2KG1Y4JDF/aHQ0wpJum64fr6Fi0tn5x3fdzt+xSTK+dFLTHG29td3cx8WbZdvL5e55iXF2fG0n7Xj8Mwvzg/HMbtpr27W68uL5i5awdrsKmLuBBkIRVSOSrqvmS4/3Al39kwFo6aypTOSBbLj8L38dCSqikLO6+pdGhJEWOMilhV7rvfez71gZGMKinFOITBrer3yvp7chWGoKrMXDibc2Yjf/Cj7zAfgzuYEEHCMDjnmPgdepLwuAm+95HUqTtUIMtR0/oW2d7PT1XNWUWQGcz0ZWTmiaBUgBxiCmNOkQkJEEQwp8kYFSSH/Q5ADRmwdrLXn0CoKKBkUL1vfj2+HFpLZWmrCgHpcaLZQxuJTV36xhvHlAGSiDLjZH5JKGlUFHJVCCGmZHxZ1t4XhlD9vBjatD90L19tqlnTLGagevdmHWE/u1yOYtRWXFZBaEjYZ+qi3m2Hm+sDgTg2kmK369o2WJ8AIAtnNWPIm82hbHpXxcN+7LuYYkTEvk+2UEVo2zGGTOxFdRjibtcZ1xRdCmH4/LNX9XyJREPfIWFRlouzpQJOUu6pdfetrgDfXVse4B8BgGEsHJUWxVJ6nGQ2jXtGsNY7XxGxKKSUp0yT6QhrukiA4KvK2AtVQfBIBbFjg4hZU2xWV5okx5glSiZGW88u2FiyBbC1vslpRJqccq33MwBWBQBTVM5XpeRmaHfGlb5cjWNQnTIwaDIHointHUFV2ExOszIOrSoQG2ZGRCImYkIEEGYGkHeAnyIexcjwxTF52zP5RQSogMY4U5RsnGoCSL/9D8cT8Pvm6yT1PNWpTnWqIwD7HZJ69oeYMgIyIagSsDWsSEh4edk0yz+ezOi70BXGeusQ4P2LZ6RQNyYBdSHvunC28mfLD3/ww+dN5QkhqxAAExFCTkHf7pcFvwAU7uWQRxoQ6d5m4O8zCEj0jo/dfRz5hD81Twjw6OWI9/Frx5fMY98Ow876c0Ps2ZemJA2ij6KqUgRD3ltnLRtGnohFVVGQydLCGFDJqjjt/kEFUFREIWfOgkBkqxn5A1l7+d4TY+1+u08SxwB9F1PGZ+9fXVw2ZWGSwn6XDnuNUShJFgUkUERCIm77YQgBiNhW1jdkoi3KovEc0bjGFo2A2+9jTLg4W37nBx+WlRnjsNns+z6lTOyqZnZ2+eyKCN+IEk9qS36I6WM2iF9we/9Ckvt9+jtPyrrSeEtp1MdKPQ+tqJK31JTojRpSgHEYiNkVhS8MKOS+27/8vN9tVLNfLuxiZqlwCE2pCIqoinroh2GzaZ4+MUw5qWGc0qdF8dhhqe8A1inp44joHuYfIeqREiQwX8pxUaEjZYyTOczD70MAlRzb/f7udhyHJ+9/h4k1Je0O6EpgAzEM263mVFoH9QytUzr6HREiMKtOnLROoRCgikxgDRUFKjwW+PWRmJ233hIjiYIIZDJTwysSpq5TzdbW7CpTJHI+I41ZGFSZhpjbQbpBn348/+C7T0Hhbr27XXfNy6EdsnHOFFUWGqMMUcakbRcO7Vh67703xIQFohPRlLLzMzRz5E7e3KUEKUEWI+oAmYwpG6zndVFZYg8oCg4URVnBA5YpUduG9Xq3fPZ+2TTpBsEwMCOTTrafqgTAhumeUn7wRH24HA98FjFYi95qtpjocR45Yc8s1nvrHDElEckJptZCIjnqFzKAEBH6gogRK4BJdBpVMxAD+tQd+tub9rB1pa9X58aVYOx0EGCtM5aRVBQAptM3TVHiGJy3bJyxpSsF0SJxUdYPyuqMSCSGCRFSijEFazyzUYUYRxXIOanK9DtVUfGe4nvbt3zMc2Cme2Ne/UI/9PH0DL94HIdsC+trtl5z/I1W7JPU8/enTlLPU53qVKea6ndI6rlp14porOW3h73T2a/kHPrDJoRxGIe7u9v5fLlaruqyLKxxbBg1xcECns0cM4KAQ3YEKecUgkhuD5uh3fvCLZbzqq4Usr7dhMF9yxs+pALQZJb31mrxa9ZXhUqpgOQcx7GPcTTWNtX9KKnGlAwRGcoptvvNYX9bzku0xxBAM4VSPOqiJ41qECchJBMSHzsOZbKMAXqIq79nIEBEU9IslDOmaZMGxMZWjR325dDGNEQVSEFCn0B0CiGwCAYJBGOb6sYVjg1Otg2iKXnrrXFEWFSmHOq+6zd3O+cREURgvztkyY00IkTMxpECpCwhSooSYlbgZnU5W9QAUu7mlrOx3nnjkEEQJT9+n0c0yQoFIMPjPHJi16IFKg04Aj56w/q6IgQmQJXdi093n34y3K2ddWzd7vBa1NRZitkMFY7Re0aa0pdu5RwgJpmsW4AA0BUeCSFLGgMZc0xAmY4FokhWJGBDwCgpSYhMjF91/VUkjwOxYTbHCylJYyRiYAOgKYxj3w3DoCKp3Y/73eHudnb+pFosQVVS0jDKOJIvgQ0AQoqKgDw5cCAogAjkCKJgLBAK40BkDLE8avw3fVDAd3rQCAgFIAkQgiUwZS0KCSCq75OLSQ+jVAKloVGgzzAKki2RDBxnLBKT86SQUtKUc+F5SgUoPDljGC2Tq0vn2Jp0PqsLBtnvu4yevC1rZ4wnNkSINN1WaIxfnhWLlTeGyrqOcRz6OI4CwMYUzhsAECHnZ670ZVNluZzVtmxK+kLL7FcOyBcMKvGdDwjFmMkz89dXGNaikQiIaZrS7KbhOL5sSmOUgKjt9s3Q7pldM3/iijkAkMlIQoQgIJJTHCVHAMcGqXDIU6OdIk1ILIk+5KcYhYlczEiZOZGBMA59H1xRW+uZWVREsqpMC3YKw/r2jS+qsqp9WacUVUAlA0Acx75tna9cUVhvADTlkFOULIDExlrr8Z01+TF3NpAnrpnLrEk1/vY/HE/A75uvk9TzVKc61ake1qVv5XW/htRz064tIhuLSJpEUSY7ANCYUzd2t5vNZhgG65ykbuio8mQcMMTx0IkxzA7YEpKSgkrOQQWYFEFj7A/tOquvZkbBqKZpF3YMbwe6F3Ye+Ta9bxVDwC+7gH5V6Zf2d/f/kpTuffFAARVFIMcYQujabjcOfVFWRVFMQXWiGkIPxjCblLq23e73m9V44bgCBRRgfSzwa9uYkhIiHwPiUB9YsSm8G0FFU4pkiIin1rUpMosnPxAEyQIAzGQdAUhOMcdoGQxpGmO7628xO6tFVeUxombIubBIipji5uZ23Jnt3ZYRCDlFNYa8t+Mwbm5vm8aWdV1W5TB0CFKVhgnHflxfb4l57KI1VFU2hTCCGmZrSHLOIWTOmvOUgYGTqFHfTYH/sq3Ll7beCKqSRNIjzVH79a3CBJUhaQZRIGZjCDLmKH0/3rwe3rxxtqjqJfsCDwcDhpU4a9xvZRhVFaznsvZ1ocMhhCGlTGTHPuaks+UZqKYxxr63RWELx8wikkOMQ8hRmMk5z97GOMSxL0TAWUSULEf3T2aVnMdh2O9cWYEXpSAxpjDmGApfcFGBc4atNU44Ycpju9+9eX376jUjld6D9SwiIpAzZJFxzGM/tjsBML70iyVbJym123UaelBwzcxVjSLGYwTlozSK3Zgc2XvyWwEnuAWikgEMIFk/mYk2i7o8xMPN9tXL6zwc5pUPQUSNAIjIYTtcv9qjytiP1vJsZm9e5RjHNFq3cJYANTlGy8igKNkylM5qVXlrYmj363VGVy5mxtmJClbRnDSMUXJmNlVTWedyVmab4mHfHm7f2G4/gAoRSlIQqutZjhKGQMzOF9Y5mhyTVEgF2RzNeY8pC18B/95GeKIiCjPh4xi/0G8lZ8RJXQmIyogTaaoPkx8VUca+O2zXyIa5EIGUokAgEkPG22rsd+1hmyV6KACzSujHwziOgOBLz9aojsM4iiBTaUypgnEMMkSmwCYo5DBKiqRAKkqI49inNCKBVjUidt1+c3vtfBFnizlAHDtQzGnIyQ99u13fFuWsyo2CBxlD6EIYU0zExrkCKjXGIRlQEFFAoOk4Q79yHZ4May1SQeQzjr8TD8cT8Pvm6yT1PNWpTnWqIwD73ZF67vrNqlogWlGjWZEyTd1GOkrah2GzXX8ec/7pf/QP+0OfwkAsimPf7bbXnxVnT6msUkDLRkVjyiDE7JmdYbQW2IpSEA0p9zGNcBQKMiiqTkligERMloiSSExpskkQRBE1xjBCyhGOZjDHwACd1FCESERTn4+IqtJk4qKUM0we44ioIEnHnMZhOGw2t+MwNLNls5gRMoMBwb7fi7NEPqZ2GPdtfxjDwIVXUM0IyvC4XqBDl8aUp96sKX3ruN+cWgtBCCVpDmFkssRmaiIDQGeoKmzp2RpEEcPgHCJCin0cD5LGqsQUjWHZ3u53twFhPH92NQ7BsngPlScDQJpuPn/BqGEcmWsCDGMmVUNAkGO/k7TydnF+tthuZDZzT55WLz+lbnf47P8WY10c4mpRXV4WmsbQ9hh7lEZTiO0GDMRQahY4mqAaANUcRJVdCW9dIO7jHBCPuYlTSCMoaFJN8Li0r/2LFzxryhhBc8oCyjxxwJIlDHFzk/c7q/T0+Ufu4pla16xv+OycfCn90L98GXcbAMjo3dllc3WVDnf77U13aIuy2dxshzZ890c/laRD20kIriqlqXxVxDAMXdcdOk1iyBWu8nWV4zCMOxx6XzdkbQqDxISEtppDGuNhv7+5mZ2daVHmnMIwhHGUnKCq/ULsfOVd1VRzp4ohjNv97vr27vWbZdPIYkkzz1lJFKd0xa4Nt682d7dJxFf12cffp2qWxmHz6Sf9YY/Iq4un9IxVNcNE+T4KsYx9tgWTKgGg6nQYAQ9tXFM3rAKoPn026yRt7u7efPZZd2sWsyb0aXF+UZQNQ9i82XW7UTXGvl8+ma8W7pXXHAYJVNpV5bEwakm9VW8z60jqDXLhyTKMKfb77ZhEUer5klBBNacc+jH0neRsDOfAcaCeEBRyHPbrm2tvJUVUIRFUdEirxSy2YxqTKwzPvUGlychSMmoGY++7hvFBHTsBFUK+TyFQmg6c7onoR6ZiDH1LOHGeiKCEwDBNcJxyWYgNASAmBM0poIQ47iSHw2EfY6eQDPH56knYd9vdnStchiQSY7vebjfb7UZVZueral7nPLT7NgVwbl5WMwAOfUipE2kBOzaMYAEKRqM5g+p2fRdCywZltWJjusNhv1kzG0nRORfHlohy7sYB+3Z72F6nMKj0kguQMA7tMAwpZTbOF5WqFlVjLIpqThmRLNkvIWd8e8KjACDAikbRAplHkvnf7sPxBPy++TpJPU91qlOd6njW/jvk6tkPlW1i5qwl4ZRIlgESUWDOAgMXggBDXpP3pS/Z8MuXv9jdvcyp768/56Kcna0s2xhiGOL77328297dvHlTVGU/tDEN1eKiHdeb/av17Y2KVnX19PnV0HXd/tDu9mM3zprZs6vn89VyfXPz2ae/smUJyClr23YffvjRfDH/5c//WjUyKoB4ZwE5phwTFFWzvDj3vugO+83Nmxh7w6aumrMn7+3W++3djsiwoSRhv7t9/p0r1fTi878VkZi6al6GIcY+phgkJ2KtKv/s6hnYLJzBABIxO+fLOG1yHrPPhtRDAJPLipkVQDJgSBkRDROhTLlcYJnvqQbD4A3Unj+4WnFZcM6rla3r5RS/XDesT0rNxWLmZ4umKN2b19eIVDbn1bys5hWoOleUpXGm+cnPfsKok41DDGmxms1r3g1DF/YljT/+0cfnz1a+cC2qo6osnQP44OpyV+zi0BsvV08vFqum9vbybFYbm1JclpZmrvjJx93hUFXl5NLJSMCIR3/ULJDvobikMBKQcx6As0BKAkzCgAiGwRfeuUedSlCfihk7Y4GZgJHQTHvPmHPbH67Xuc/eNdScgy3AMJ9dgrX9enP3878yjN56Z4tXv3zlW2rKS47Uv9nfvvzsve98XGUwAnB9k4egbQBADtkYA8vl5vNftjfXKmjJpkT9IN4XtmA0cP3i1fzq+eLJ07Dbr1+9zIrv/+EfM/h4WN/94hMPrMW4vr0FEcvGO7d++Uk1W589ewbGdTfX++2dA8MKpS8dG0g59wO5sb+70xRmF8/0+lXeb+N2vWyaMcRwdxOJqJmJQry9cUTlvK7L0jCnlAnJErvH3do4gjXgVCe3GUJwCEnBMDpVyAoipGAtzSx89HS2KL7X73YpjCAJG1qdN7PFfNV8b7vpx24kpMX3Pl6umoLxvavzQ+NUU2Ph4w8uL8/mjXfVh2dPz6rtXQ8xEoSz86ZZOF+tgGi3PxhXlE25/KPvI9swxNivm7qcrWaXz2Z/8+//5ua1vP/h+xfn8+X8vcN7S+csiKCCd66ZOaRyfee3hy7mbL0rGS2AJWBAYEY9dqBNwZiiIKICGVD5nl1SGSUHthUBT/aqzKSP690Nw+CLGZJD445q9OP8ZwQkwBhyiIN3yJALB2XjVbbd9rbb7+cXi5jy7atXVWHZmWJRIiAQDmF89flnrnCLs+awX3e710PLztu+HZmK+fmsO/SH3b7b78+ernIa7m5ePH3+hFjGoc99Nz+/auZnaehRxmHYvfx/bp99+EFRmJxDUfiyKpt5tbnNbLSs4NOf/5UqLM9mOYfD9sV+nZer+WGz7SO65lwAACAASURBVNquWSwlSp9SjEmBiooBDbEjoi+0AH7luKiAyPF0jfC3/+F4An7ffJ2knqc61alO9bAufSuv+zWkniIiCgIkanFSWWoGTIiZKAPmmIYhhUN75+3SGzPGYbvfHLpd2ZiUxpSzC4arWczD/rDrxotuPLTdrSmWSbqUR4ExRWnb/XpzXTZ1ZYqscbe/S8M4n1UdSUrdzctflRWN43Z3uD6rnyjyGEIXDn3a24i7bk2QLQOAdJ1Y76v5bL85hG7ETl10h+1mvX3tLOooY9iVy+YwbPfdtijrwnvRsRvWWRfMgCY4Y4vaFI5FUggpDJ3kKCkKmCDzBDFBjppUlZCImdTo44BfRsgoQMCGEI6Zb6LCEy8JSqqK4JgnTkwULKEzpKV9+uxcyZAzZWGyMBMagsWybioLimXps+JiWTCvkMiVpXUOAADVGWcYxSBenqmIYXLepDEUhSs949xZnqVYlGVTzjwzOXTzzGyosPT0yWIxc3EY2Jqqqau6QKJZ7UrLklNVWcNUmGVXO2JmAkkCCISKJJODDoBmEQUlVKQpYiw+uJTkh3ZGAnq0ss4IWWQmApyUdUA4qWUVBGUiDsmA9WAMWgJnIOfUdofr2+WTc1fPbb2a3YmE3P3qc39WGrUWjW9WZYXDZrd7+crPVtV8qW2XD4cRUt04OexIUj1fmWKeDyEe1o6zcw3W/u7163G9yfXMsLdgMCUYM4SRh7Eia11FxsIYCcDaqqgWYb2jftR9CyVQyqyIZJnVWd9UtW+WVM+BLahCSiA5bu7G9e3YHryzJsSx7dTvBBCIOSZXFKV1xvhp+BCRprT4x6xCWVlkYvwAgAAMqmrmh75LOWImitmDrhq3KFaSouYERFVVlJWt/GxW2TgERGjmpSscgi4Xdekxp1BZrLyb1d4YMmSagmtnxn4kwrrxvmBfMDOXtSNmV5bG1llgt20LByG1wyH2+wx5NGys5bo2xvj5rJhuFlRAxaoyxGgNV41JIsYYZ03lmREJQPJktWIAACZVgKpMwlaY7CoRQEVEU0w6AHmaLJBwkpo/YoXMIjplfjxwXveOUIgIyGxRhVgRiEgMa5QEEJhzVRchEpKyRcPsSqdKxns2JufIxpeVCyOlGEEFlUnVGlPVTY4ycsukVVUQDQTqnUHCsRtjjDn0klJOSVJMcRi6nUo0jpmgaqp6VhvLKY5ZUkqznNuiqBZn9dj3KYSh7wlqQ+CdmS+X+91+6LqsqKJERpFFVeUdVvmo8lR8m5ajX+iXxP+PzPffoofjCfh983WSep7qVKc61RGA/e5IPWnaSE5RCviwrdGjgTdhTKHr2mHoGWuLeQzDGIMwlssGSxdTThJc6VPSEMN6f5vGkUz2jYkCY4hJBhGJaRjTeD57MjtbJE37/a6w7oOPPj4cNtcvXt589vLJe5eikS2sLuYZCfftqEE5RxmBsCiqwlvJab/ZOuInV8+H9OkYwhDaMB4O3Tbk/uzibOyHse9CbmPuBaOruFqUKZPdEnIii/XSOV8tlk3T1OitkiYNIWSIkiCNeQgSk0pMKYs8jMQjrUyUJh0eIB3N8SboMo0qAoAKqhoiQcwCmhUJmRG9heVCEQQxJBFgRrAExbxhRASMSftxRJSr55dk7LTnSimpijVsCIVQM+Qk1lLdWCktgTLpclkuV5WI5iiAioTl0h/lcKp+WcCywKMyVUE0qziDhbXEbjL5M4zIlQIyUw6T8lIRlKZ0coCUooJYg9YazFnSCASElg3FpKAgoIIqKPo4aZ0hw8QEBIo6pXEcWz8J2RpXBDI5iaIqIzKBAqSsIeaUjLG2npmzi1XH/YuX3YvP7eL7vmrm82Vx9sSRYaVf/e0vzi+umvfek5ev7t58Psa2Pm8456qsLp48w/llvN33276sant2nhe1+9UvMQYZB7tY1c0sdQPGpF1rYljN5342z4SOmZF8VfvlRbPbUEqaMopYNmVZmarRrmU2dd341blZnkMGtk5TgJxCexjbQwxBQkARJoNkgAySccYZNCiQYuIs+vbmfFxlfZufAkAIgEKaEPnYtopHH8ccc45ZRMvKW1MQggIyASEwY7mqmGoAENWcRXKuClv6GqQwFhEVLE8ySEvoz8qUHCgYS6CKiE1jrZshk7FmQmWI/uxi9vrly936TnLbzMpmvpgtK2fZOuO9mRyMEFSzGgJEqGfW10YRJuub41f1HvihINJDFiIAEhkVmaYfIoCgCmYJE9/OBERHR99fD/z0rbfqu6gPjskzZJxHZwGCImXRlBIiWWcVsawak2JV1bYoGYiMQSVjrXW+KAprLTMZJgKHBMTGslrjnPdVWUpdgYSqqZhDXZVlVYpkZsgxpziOfTt0bQi9SEJWAEFS501RFdZZkRxiL+PQd1tjoaisK42qsY7SCMZy4Z2xbnl+2bV9DDu0BbOx1oliPwwAatkeV7XJavS+X/ftB6iI06WYJLS/7Q/HE/D75usk9TzVqU51qql+h6SehoCOeE/u8xUYwABYAMPk6mpuC786u2yKS0MViBBaZlOWc8Ah7vbr29358kNQMwzp1WefE2tZOF+YcUDFqJAEctaYcvTGGTB3m7u79a4umjHDMMowpCFKP8Ys4oydFTPyBhG3mw0AALBEWDy5Wq0uhr6N/WeFKWblk9JuRHaEAJpAIgGcrVZjMexMawyoxiQjYEIGVBDIIQZBUtAYwhCGMQ/D0PX9YRi6EIaUohXqx5gUgEx+i1EUH7/TJgNs4Z2YcoR3LBUBUhIQsa4gICIwD4fqCiFkIBLU3b5n5qIwZPjhR61BRc/WEdPDWzHMAGwQGAARLEO/D5q5aSwCpBDjkJumAp7sGGEcEwLYxiuAZkkhkTXM99vlrClnycLM9A45J6Dbux0YM1/NiZFoel/37YsAAoiADAZBNYcUBmZFi8TOMKZJEkqSIcvjhtFYg2SOW8m3wBsBGY21VQXW5hggRogJAEEFcgIA4ywaBkYAHdtrgHZ+OTdViekAhlLoUEXCwc8KW3koLMw8Hiy5Ev9f9t5sybLkuhLbg09nuGMMOVZmVWaNKBQBognQBKjZxpduPepFP6oXmSS2kUY2RTYJEmABqAlZWZVzZEx3vmdw9731cCMTRTVlCtJgAqsZy+ItIuzc49f9HF++117r8LbdbqTbaIoIkCA3qfV2CNawMdPDfeODCUVanW8X5ynr0FnIRWazXC9t0wricrkoy8KCiKF8QRYi5phS16cIxihC1vyb+9csCEoAmnrQaIwNgcZ7zjifEk8OKVQpJbNcdc12e3qmy9XE3KdQKEJGyJebj/nVzzfkevKPJvOuFY6QrUEl6TV2unORtY59YCKNTSTH5A0AMAGK9pKsdUxGAREh56i5Z2t3LYNMZCyIguQU+14B2FhrDRKrShc7Ig7Bvvn2zWpklsslqB4cXi/qAbAl8zp94VXGHEG6uAPD/00OZM6J2BjrEOg3q5SQ8IKmpayq2RgkdkiGJAlbhESkhPjPSQtVAIGLPlWCf+Rz8puToayQEvQJ2BiwxhAA15Ai8QCSSVlSEwEp9VFcAoXcx27dxiYhIRtWAUgASaRtc9/lFDUliBGy7Axpia3xoc8pam66pktdggQGDBoywIxFVayXc1VBPlDIotI2TdtuU8pJssTYtz0ZAoCYckoKyJIhRzVodpdAIElZQeyr5Zcv+vcuMjIQAFFfeRK/poFXUs9/k8TvSup5hStc4Qqvn0u/k+uGf0nFDwgFMQMkRXthU36R22bZBCYHMXabzkIPxqmKZEFlImcdE/WxXRIEb2wwVdssrCc3cN56y9YQG2QAYDI+eG+9YauCRaiY7exstp7PEej6zRvGcIop9rmPyXlLZHNUySSJNssebxbejNoslgfMTrKRzKDMZBUA0YBgisRclIUp3Si4zrtkbDBsVcRyMCZYQ86W7bbfrLfLxWK9brbbpu+iZEVFQqtqmIvgyZoSyWpOuCN+l7Mu2KnwXpkK7gLrdRcY+I0QC0TcST0BVAFVMsQo87P5tutjlphVJRXBmhuHZTCiuds0RV2ysTGno2dHq+U6phSK0jAzkWUaDgfWudjLdr21lqvKGUNkGAQVQUVUARmtZQBQwL7vVXRnSJFF9SLQHogJEYlIEVNWABXRPqXT0xkaC+wtoSGwFoM3u/gDRUI0CKpICrLTfSETEiICM2YB2XnvAF9yc0hskHhH/OSb+R9EaK0pK3SuX66Xp0e4noNhYi5DIAZTFH2Ky/MTmM/j4tiz85NBu51vVoumjxLbDJBI7aAmEmkXTb/KVjE49T6i6XqB5WowSkKQDYhnNQSgUURS5BzJGDAssY3z09xs2+0ajQEEJDRlsFVlQgDEKFlEHBEyxpzbrhNQIMqKm64vV3M/D0ycQdUYQfCjUQLYbDY+Z7BAzoFzaC0CgLEC2PcxxTiI0RXFjq1drlIFugsRANBdVQa/wWGIL/b5AECwXrcvTxenpzPLZIiccwfXDo0prGdjGQlTll32OxKxMbHPmdFYTimpEhEJ8MUhABAgoioCsnW6y9VkUsCdYFJUGdUHP93bK6qyj301rJ33oq/y60FFddc4hoB9zKrqrcELGye9OEwRUVXDREQqIAAimgWiKCEYS9t1361b6dNkrw6FJWOYSIEUkiIq7j7PJdY1kSKIZJFMKt8cxx3nk5wBhAnYWA4Fe2dMgWhzBqQSKBo7MG6EOXsficj5im1ZVUNjyBrrXW+sc94jkqWObUB2xvTO2ugsGWe0KIuBdUNkKrNV6KyrDBfWdxYIKShE60o2oRqMm00LytaWo/G+Qh6Nx5JN3/bNpmciXwxDUYbBdLtOEjtF9kVZD1M9HCJoir2x3lmrsDsOglcUV14RP93VVF8lYSqB6j8zefVK6vnfD66knle4whWucEHAvj1ST95lSWkCSIpGcRexwAAG0VlTGg6Smu2yYWiwcEREZBEDkfeOvMvObC3VPvB0dGOexDkclsNgymCawlaBywgpWR3VqfCFM6EKAzowEvNmse63fVWVh4cTIEUlAJsycTaI3vsRYYg9xg5APGEBeW1NzcxdL8TeYeWcV8ne52i12aphY7kIdlKGHEuuyj1vAooJdljYsXNclyk1M+mxa1JsEiS06MBYJPAhOFOXgYym4AdMPmtW3W1CL7XRRqKdilJE9cLvQBlfp5ojICMpAIGC5JxjZsOAmGNeLtZn58u2z0VVNdultzSoBs6UBNJ3vSsCM0jOJy+OXx6ddH2aHlzzzhCA5pxvwnA0EtEUMwCkKCJqLVlvBaDr+pylKDw7q6p9lO2mRcKqrkRAskoSESVGNoREWTTnnJIgEiDEJJumQ6NFG1FEJVrS6d4IkbNIysk4Y4hjEkiJRAwZNIwEsHOaUVQFEdDL0mfgXar1603561IOERpjisLWFa5WzXqR1wshtCHYw0MufBiPFHKzmvXbrQHywwGOB/3ZaZ8T+BKtUUQNngY1WlKNiSOUlqoAhsT4SK7JWhKAYywDBAuWBaDNySBYlWIwsINhyrlfnrfbbY4pjMccvBIV43Eoa1uWaCgTobUQCggFOA99j4BkHfkiKrSbbbdahrJE58BSJvZ7Bz3brml7ERQhJpcT5qgiaL0JpXImVDL2Qsi4G83LTEjGDJBBFXdFWt1ZzOIuqITgdSDBZhPPT1fHR6d16UJwoAWopC43IkzUpxxj6ttYD4IvHLJZLrag4EvbtR0SOOfYoEqSnC8KdczOW0EUgdRrin3OoqjEDKSqPUgURSLPTCKYk4poG/NuGXW97FSmxLTZ9CIyHFjnCET6JtFF154Qgi+sEvbblBQka8zax2QsDYdhtdjOTxbtektIOK18YciSAIlCBsx6WeJHxgKAgqgmfVXxu5ibetFUqJoJ1YYQ8sAHb0yBYFMC5JJNLut9FyYkGXogw7aojA/1cI8JiRmUrQ8uFIhsbQPIaAvrNeSsktkVilgUI+uGZAxCQOqZK+YSlJEi2wiQfBgS2XqgjJ31hXWj4eg6kdbDMUK1Xq3bbetCKOu6qmsXCld3AhtALgdDY1wxGKtC6jtrnHNWYZdXsTspen2z/3hBqqgm0F1R+crV898k8buSel7hCle4wg7fKqknIuorUZi8qvUhgCUK3tVFMepjkoyaFIGKUI7Ge6pdEYaEFkc+t6YM48LVxRv1iXNs8mhS124shUI0lR8nyY7aYKu6GFVhEFydxqlZbzbni8E0jEbldDrYbFd1Wec9O6huKHO2/Vv397s2rmarqp66ULMtfKhSjEDSNXE8PQSWXXXN8cjxul13pFiUBcCgCEQ62htfJ6JtXtRuXdnDsnA8LrkvEM24OvDQiMrOYBMJjXXDas/JtudUupEh7qHVDCpw2eY0RgDMAimre/XOZwJR3NlIMPuLPWOW1HTb1bqqB+wcAOSMbQ9ND8Wg6OMqdd16sR3UfjAI432reGGyt0t3d4UbT68ZQ+16fXp2FIrGuqoeOl8UzrMrzNnxOhRmPC0zwGy2bDbNzbs3jaE+ymYdm01rLJMriTH20qz7rols0Xo23qYuxS6nGKtBKErnC1eOp2AMF25+fL48P5XUCb5d12XK+fh4sX84LMsQu9zOZ8HCdDr4J5L9BDXjJQWzuMuy+Cf/mImLYnB4aK1N223b91mVg8O6dkWYGojbdbOa9303PjwoxgdY1ix5PBqb4Iv9seaYrcutwGTCk1E1sNRs0RTkjB/voy9DYVxdZYKwNzZ1gY6BCEKB3vNwDJOhy5IR2xw7YlOH8fXrPBn1KbvxxPiS65rLwo3HBsBOplDWpbG8GbBzNhQDoMVqCc5H4qqqy4NrOfXJej+e+qKqcsaiSoCSk7SNE2FkV9ZFPTLOq7M8rNp2C1kg50sSP3YgpBk0I/BF0UZflW4yAAAaBRAFNL4a7l839d23xoOhY0TLPDvZzp42tnBd12+32/Vicef+rb1rY2Po+Kzpm2yc2W7mCskHVw+Gbdt0zRYARLAcVNduHfbb1LW5a9LsdN41LRu8dvuQLfVtv5wtcs4Aioz7Nw5DCSnm05cbBAyFXS46ESWHRR3Wq5XkvHfAB3seJc9PlpKzalIRY2i8NyyK8umjeR91V72OsSlrT/ZwNlsdvzhdny8sF5JpvF+EocsIvUKv0AtKvlTpiW0AIoGsGgHyq1RPekWDFHahnZBdUaKbMqGhQsFRQjalZWMOBs4ZysmOPDiLTIBQDg6QUBENl2g9Wg+IBfewe6QV1pNlYuZCElpbIxTMnoqSGYgDUghuhJzIZICMzJppWA0GAwdkQcjgBAmARvV4z4eY+t4VJZudYWceTQ/rYc9s6vFEh4Bsu80acg+QX3l0vlbOvrrPbyxKAlBIoB1oD9IDXgW4/5skfldSzytc4QpXeP1c+p1c918g9dwfHabUiySBRJgBWcGAEoIxBrwfHB7cHo33skpwdfADaw1PVSE64wgNFE4PgjWB2VT1QPUmsewsIupB4cMh2SCqSdIg9957RGeYcu6MC9V4UBWuCIgsRXD7B9N6bEIxWW/avuXhaPjky8+ffP14UA5ixynSYLT3+KuvFsvzvcPp3s1r3lYpZ+8LN9qviywxIaCz3tlBXZdFkOBKRMSA49Gtwk+C8warYEYI6HwIvAVE6+xOpEnI1hVUhEgSTCXYZ0lJul2v4GVGcliwIUlJYpRMSjuv910evSK8stKALCBgmItQsGFkRAERyoIxynK5CeVwUDnrQ8oYk1rLoJCSdBF8OSgGSRQmB7VhXpDEp3mz2frFOkt5enLK1iSF549fTA8G5aQEhcVqc366cPU0RW23bdNuiEBBX57MR+OJZNos281qaR2FyiJT1/S5F2NcL5IAfGFns4WgyWDns+X56XnqmqKeLNdN7PPp6TzUXhFnLxdxPR+PwnhvsqvHZJEI0gnHjClRypguVxUwB/sp9lkEXgUzAuzYCSIROGNHIwpBuljkpKJE6KqKrHGjMVeVGYzC9CAMB+SrmOHh0yNkd3D7lkXL3puJG/oBOt+T5dGer8ei3CXwk5Eb18agsEMP5bVbpgxkLQCO37xLxtiiIO+wLM103xe2TEJMXJXkvcnq4Zrz1jiHhqubNwiBQgBjC092VJOzSBTG9Y2332ZDNngqiqJwaecB4713ds9YZgOqmjNf+KqgL2siImZgBsuwVUwJYrok8SsKIykn1aigCkwXmjzcSWhxl+hHArDdNmen52fn595Js6mDt9NJkbNuN+386IVxIQucnS1tMYziqspuNjn2aiSfz7ZF5cthLWT73DatikqzabZtKgeTbps2q26zaoyxMW+Xq+1gb1qyB+S+x5x2AZexWfeSTd+nk6MTY+xwPJnPm7bdooU9OFitYuyjwMZ7wtwdH52KJAC5iKM3phd+8eI0CVvnyOC2WUWN07ivZJVMEooZo0DMgEkTaxLoE3YRcr7UhHRhEPtWck45kgrCblHTTuIoCrwrjoNmyX3bqyRrdq2+FhWZDXnaWYKiQzC8E6oiGdhFK1oPO3kzABBfMC4EMsaGksgoYM6Q2g5EFIHAEiIyAxIQECmAqigqoA2gRpU0KVGBhIgeERFJlZGcKHZd320b652xYbXumJiZGYBMoAubr525F+0+xmuitxMuvMpTFZEE0ql0Kj3+c4jfldTzvx9cST2vcIUrXOGCgH17pJ6TwbXZ8oVKFI2KWXHXZIOIzITeV94HwRxzbygY8ohoKxKIoELI3nniCpAExFgqhwNEsMYoWOtrstj1gEzM0uemF+463W46BUYtAasozKIgCRFt4UwRZGdjAIxQHT1bffn50TtvD9tGc4a6rmKGvhdEb7hiLhUyc2nYsWdC4B2DAzAmAkiKyMzGlqPxoffBsLEUQhggKCiwMBK5UADAztgUgMm5TGLYdblN0kdps7SXJH51wUyaUo5Rs9klp7/mezs3Q3h9ks7MXARgygCSNWUVoZxpvd7Ww4PBeKwI200LkOthQYSikATIeraeQIrKWue6rkO2WaBPmdq8Wq3YuFCNZvM1WDNcRTa42qbVNi7XcbVo18tNlm09rFPq57NZ0gBg1/N2tVhXQ6+eIclq2cQulyXZQlxUdLpcrQVdGIqgUTQZSBG6lLdNP1s0k1XXRzg+nhvtq6q4sIOHnBWiaK/aZe0F+wz5ksRvb9SfzHauqrtewQtPRQAgAmYqAnuvKQMA7kIRnBUCYWbnbFEFnah12za9PDn9u1/92oXqXTew00lRWbHcGj56dtw2m+s3p8PRSDKePD11zhKjSAdJqyJMJ1NwJAii6sO+AMQsm7ZbdVGQw3jqmRBREIRIRImsEGxS7FfrnLLzLlhPhtAZo6pZAcFYPwqHgCCgXUwmFBYxdb0wIxlnp3hhj6i7oAUQYNhxM7ywqhSlnDFlkEsNZVWazUazQtILlke/mYICCFlyVhDiLNp23WqxnM8mmjmEWJcup9x3/WqxmF6zRVEgmabJ62VPiLHXnJWyxl4GI1uPagVAZEVDiF23Emmbbey3ebNql4vNtVt71JtuGfuUuKfc912fiQxo6vtuOV9WWdj6tlmFsrSB0WCfe4DMjtCa3Ml2mzebpLE9P1sQAVtjrBGRqs1g82yxIRMGLthg+nVuuj4KkPO2KG3RusKxN8AkAEkgCvQJuqj5ciY5rhjmHFVFJcFr4oeEgCoEmuGCLWnftpvlMvd9UYr3yAZz6lBUc1ZGQiSDQKIqknqQTMSIBLxj3xEAgTKoAmZAQLxItABURVXpu7aJsbOusKAGd5kVvUICkBQTqDFuKCmrACKRDcAoSqKQlKKSBVyvtrPz+XazHk0nLrjnj5+PRqPxeBwKtCYQsyihym8aa/WVkRPuQlq+4SyrCaRTbVV7gPiv/+V4Rfx++7iSel7hCle4wg7fIqnnIEyWq5eqSTTJP27DQkBvQpReVHHXzw+CF1pQFU2ITMSeqE99L1mQd1vLXjCBQeAY89lpF2orJE+eLsfTQc7xy18/nu5fK3yRe4HUDEb+4HqdoxCiYQVIznvji5j09Lx5+nQ9KDe33hAFEoCDGzf2r1+/e+9dAciqopABkmhSKMxFCUMBmi5uNx0BFcEVpa1GQ9oRCAVEIlAFJTSIRGAALsLJAcAYNKyAKJCSNEmbpBuASxG/YBFVUkp9kpTAMvI/GRC923vTLp8OJGvf5q5Loghk2rZRACDYbuOqX1SNteV1axgQ0EBMKaaEBAJAjNYZX1ShGviyMs4gk/FUDD35YrmFp0+3oTZNMmCrDLjcdItlayzWphTBTSsRAJSaSJ2YUTkcHuwpwLY76/pG0JPz7CwQJlGyGIZFKINxLrabG2/eUuCT42V6vjg/j0tK8/P13qQiVyGbnCMgAbMIRoVOtBPoBC5Z8cOyEFyIXHwrO6h+Q2a261iTHsgC4W5nLJKbZh1CScaD9UL48uz8b376+f/5Vz+vh+Pkx6M7NyY+tNv01YPzP/3Pf3p09PiP/sMffvj9j0DM3/6XX4ZQIea+O3cG7r9zd3Tt9wRAVHdffJ90u+3PXp4sZzNmspNxKNyugJYFAJAdbrp8frY8fvq8Wa/29g9u33srVI4IUMAiGAJGAgIF6Lp4froY7o2KKlDhY5bcJ8iZiJw1zjLwrpfv1Z2LXkxAEUoZ8mWJ33DgmjbJhTyRVBXw9T8KIHZ9FzPZogpVMRiNVssmVBUZIylLltT3krqq8jdvT6rhSHpk45whQwAqpGqQg/WjYTGZ+PUqGiJvbSjq1XwOWaQXSZJjjH1rArlseEUZ0nLZbFfrzbqvh1MiappV1y+BDm7cvWsLHUz52t1BZszcCnQHtypbuvlpK1G6VrpNv950ZVVYW7my7PteyWaALmNVhWo6HB+EdbNQUEEwRSiGgxxleFBVE+8KAwQi0Av0u7zOdCni54tJt13AhcmTvFrDdLGSL7yQFVTa9Xp5eppihwqWrTUmNcs+aey7orQuOPIByErsbtyBiwAAIABJREFUUrcBAMOByQH1FzYxZEEzKAIxAIr2Xb/x3iApWWCvzXp+fnJUVFU12AQZq4j1QqiA0LVbETvwNoMBdMYH4/1u4sSsPUBi6gGePn/52ScPksD1N9A49zd/8Xfvf/Cd978znnhPSDvV/4Wnr37D2PjiuGpXiryw9wRJIB1oC9q9Wij/ql+OV8Tvt48rqecVrnCFK7x+Lv1OrvsvkHqWvmZglZw1sqasmcBeCMEQAYDRACCbC8/0mBITAVoQBDK7Wplhq6BZVRQRWMVsNkk1N9vu4YOTUBXbfvtf/q+/vPPWm8aYjz/++Pd/8MNhNT5+dvTs6VfXb+7/4Aff++rXn81nZzH2Knjv3fdu3L7z4IujX33y5OvnLxabbSI5On6Z0mqyNzm4cW3ZpsWs6ZMgm9nZ7PT4aLU8v/vGrdtvXB9PJ/NZ9/irr58/ftJsN9PJ5I03brzz3ltEFJtmu5iHgutBNRwNrS9f3+NvQokRlUBRs8aoXdQ+aQd6SeJHhJJTTlljRidg9eLoHL/Z8YavEpFFJGnTxMWiVcVqUNd7tu/idtN9+fkj7TY33zgs66FlBsAkmpKmmBHZOgOIIhqTtE3v3NYYtM70fQqVrwZuNJ3OZqvnT5+WdVAVFwpXWEDNORtvgciFcrJ3MJxU3RYAkNgVhRsOHQAsgl0v2ma7PXvZpFhN9segYCxbg822227WsdugiguuqnxRDrpOmhRjTEVdF3UlgAoXadrIqFlShpgxXlrqyVUhBCICoqQKhKAgcmEgCACKipizJCIybAGtMAGQG4wIDSCBYpvg6fH8Hz57RHb05jvvvP/77xrvnh4tHnzx5M/+7C+//PLXjPnLJ6fV/qxt45//7d/knBESQ7c3HvaC1ejGo4df930/GA3e++iegHny+PTP/+xP5+fn165f27/zpjo3Pz3/xc8+NeyHk/Hh9etffv75p5998utff6GS3337vR+1ev+9N+q6YEIR6HpBVV/Yrk2nx+dffvbJ3XfePrx5PRSu7xOABu/wIvX+wrESRAzzrrAEoJoEs1DOmNIli6eDyp6cY1aIAoRICKy0EyXushuNtcpGAGKUlIQN7h0Uk0nNIGXpVgtQyH1qk6Qs0sXGIsUsfZLVaiEZR2ZaDIbGF00Xz87OFrOlChbDETInSUlAEZAZyJyfrdnx4c3rhzfG87P5ai4qMJn40aTerArryTojqU/9BiV4puDYsqScPINnZNS27VJBIMBs6tF0cjCux2G97MpBYANkTFG5wcgPausddV3s2j6nhCjWcSiN88yMCSCrJtGcISfN6VJaTx+GSEZVVdOuERrRMCAK7tLiiQBUU+xi18W+Q8nemaryLrjYtF2z3iyXq3lywRWDQQj1drVZzmZMFKrSlUFik3Mk5sF40rdd10ZVjH3q2i42zWh/H0m6ZmmDbtbL8/PTsm9jgtBGALVerQdi3mxagrIaExkn6pKgALQxN2123gATIDYZPn/8/K8//vzevQ+LDXWLzeePjw/uvJPZgeGMmPrcN31dOWf5wpv4//XgCkEySK/Si8RvHCj86305XhG/3z6upJ5XuMIVrnDBAb49Us/SD0k59rHrt+xKJskAhKCikFQBENCg2TWpiSihIDICACEBIRKoEhlRBc0KVpVUSCQdH82ffPXik08fsXNN3/7qV180rZZl9fLl4ujFbG7bL7/44uT4edumvfHNv/npP6xWZ1Vd7R/e2mY4XTYf/+rBo+cv502jbGfrno9mXz74xR/++CfFhFcPT774/MvFakvWrs4Xs7OTrl2n5Pvswsvm8eOThw8evHj2pO/aqgx3bt/cNKqa++26Wy/e++CtUA0ECMgq7nzgVSEDiLwupIhGabvYrJtNli1eruJXeEaJ202/WTeDUCLtPHJEZWfAj7sqDuKui+biQjlK3+0MFRCRyrI4O96szxeUm25vJFmZqM85ZwERzSBJE8p2k7bLODtZp16cM96b2IuKIqIxNBxWq+VqfjaLnRlNxoNhYQwwKaGginPofDCMwzrM+0ZSh5qtAe8oJ7WGvTeOsd3MDMXhsGYEy2AQCCTHrl0vV7PVeA+LYPb2hicvz5v1xhPVgyJUHnb296A7bhKjtE3s2j5GlnypYTSDSo1JKXXrxtaBkHeRCSmnmHrrPBIAIBpzke3OvOunZDYac1ZVhJOz5uGjswdPXo4GN27cvje9cSBED75++lc//cXjp+fLTS4Kt2752YvlbHb266+/csYeHEzu378zGQzI10+eLv7qb36BaO+9/Y4brpar9RefffG3P/2YyLpqr80wfzb79Wdf/uVf/DS4Yjzd2zs8evbo6+cvnh+fNk2zSfrMhl/PN+3edDwa1rdvjAxg3/UvT06PXpwcPX9+/OxxNdkb7e35YHNKu0a+3Sx57eKjAKqZkRABETT2uWli21LbSr5sxc8Y7Pu8XkcIbCwiI6BJ/SZBsj4QMyH3orqTE4Ksl3PLqfB2qyqKNjhKFAGanDvpcmSn1hTFqlmmSH4wBJBNl3DTNzFuuy4l8U0TRYFYCIVIiKLiarmphqGqB845ax2hybHJMaGgd76uCzLYNBsDQqqY1RKU1mRjPaElZBHt2sKVaqz3jkhVYk68K8EhmaoqjTGgYgwhZEltbNbehZ41dpvF7Mx7taM6xtRH6LvUNl3fkWa+1EM1jERN23bNdmOLRAZAUZIoIMIuc0JBFYGKshwMhn2zis1muziF3PfbbdxuJDYJUozQNIvhcL/ZtJv1ejSZIlHq2s3yHFlDCDn69WLetqkshuv5IsUcioqZu65bLxb1qFREJUbjwDgBbpsN9dl0CoRtk50tszpAl4GzQlbYdjJbRBeUGKLI2dnm84fHj47mb7xdPj9dn5y8nG101cGqUbdJBgAhk6rNCqwkwHwRpplT3kn/4SJEQ9mQSI6x7fsWtEf+Frwcr4jfbx9XUs8rXOEKV9jhWyT1rMoJgmnb7Xq7cDwwlBOrBQABSQoAxIiMqiCIROjoglsyXSjxdqaXeuH7xqCKqt7qs6+e/Pmf/O1nXz3MimxM1HhydDYa62R8bbNMx+vnD756WLqib+Hx10dfPPw6lHj3vTd/+Ec/GYz2Xzw/f3T8+Hw7Rx/2rt2eXr8DlH/9+MV730vlWffVwyd/+hd/evTy2PqSkBCkLovbd9O2PZvN5p9+9vmLk5fbdlt53zRPPvvyyclJJ7EB7QoLb7zzlimrXgCBEDLBztFUVTVJBNwZ1uUubdbter6YZ2kRL1UZqAqLEpfz9ex8crhXIhtFvfA5UUC60Ia9LjHCjuvtPEUNrdex33T1sNSshCaEullu17M53BymPkoW0gRKsctt054fb7bLbn2+YjB7+6PhpD49WjMZVFKBQWWqgmaQcrMtr48nk8qgegPBIWofnFYVB+tLbzaYIG9JI0MmgLbLjDCo3GhYHn19Im1myZ7BIbBCcOxQFs3m+OmRM1RNRjdvDF88+WqzXI6uH9a1KwpDqIgQsyZRBeqatJ632/U6Z5Nifal99mgAlrumW5+cD3jfsUcmNtT0sWkbNmYXMG+KADGBZsBdRhwBQI4tAKChrx/Ovvj1yxdny9tvfK8cHLa9Zuk+/eKLn/38F3dvfAhQAudQXTs5Xj598mTTbPdv3PnB7//wf/5f/idVmJ+svvzkyacPvpru3bwD448/Pn345SdffP7zo6OX9+59MBrdanv52c+++uu//Nknn/4yhMq7ktmUZT0d733ng3e+fvRgsep++vefffr5s/3p/r23bg7/43frys+Wi5//148//eRXs/OT6WSwaZqU824bvStlqgq8LsahCmvKQgAG0IBKt02r+Xa5pK5nuZRGcVg7Jmya7uykof0Q2KpBYtev56lfDff9rs6dFQyjd0iQHz34+rjw0/F4PNpja6vxoLNtZrNNkhmytJlDMTRN3PYddjk2m22PMWLNoRCzbrab2WIVQV3w4Dhn6BViFoy5b7Hd2u06oNpQlPM8X5xupSPC3jMVtfdsh0URyEKfjcqg8MjGG/IIHtVqmk4sM89PQupW85PtZlUAofMjNoPxeJhF202vuUBNkLbSL+tJnbewXZ89/XJlGepR1bVt21G77jfLdY4WwV1mGH0YiWCz3Szn82J4wzoFxdxnQGTDRKSaAdQYt3dwWBZ8/vLp4uRkdfJiMp1IirvihLW8bdr52YzBxKiIdHD7TWtpszg5bbb1oAiFVY2b1TJnun7jzcX52jt/59677M3x88frxZrIFNWwHu8NJ3tlvU9YbDap7dfa9gog4pFD0tBH6FMXU06Ay2V/fNImUWDoU/70l48/e3C6Saw2PHj07OEXD7wfbLb49GixXBvMWgXaPwjSZB+NY1sEYxhBoU/ZMBlnAEBykixsIOWubTfNdkOszFcB7v8mid+V1PMKV7jCFV4/l34n1/0XSD2rYlCXo9mqXa9XddFYmxAyACPtIv6A6EKm+I/0iq/wyicQUuybZsvsmQ0A9Ot0+vL4xYvHqW/u3n13sndwdPpstZn7yv37P/rjzap78GC+XM9GB0XfbJ4++erG/uEHH937H/7DH4bxZDZbvXz2+GT2gklu37rx4x//8PbtmyenLy3zL//hH7749LPjk9PZ7PTw4Pp3v/PvcpRnz79+9uLLRw8/G42mXZSj+VkiO57e3BuO5vMjze3x7Pzem2++fe/mO+/vT/cOul6NvWCt8ptb0wufdhCBvmk22+2qT1FkNyCXGHxnblyboKIiZ4CswLDreVSRzN8cx9fzxJIpbJlgoKQmNp1o0qqspsP6xvVyu1ppzvPTMxcKAspJnHNF4Zqmm718YbmcTIZltTeeVC5wUduq9kVhgyMemhvXRqyp2S7rIgSisjZ33zwcD8PZ8enxo4eqYqwvzP1hVd27f1OyTKeVBWBV1pi385ez59NxfXA4me5XZ8cFGheYxpNSDoe6nedmCWmvMKQljgcF9nk0rJ3lC2q7s35QyABtk5ttlKySk16u4mfLIjPMz2Z8UpajCgq3+6pCKNhZYvrGNBQVAVUFp8QKAGwBoE/y8OHXj588a/r+4aMHTT//5JcDX9Dzp8fDskaQnHpr+drh/i9/9XfPnj++fe32j3/8h3/ww98b1TYmedGsHj/6qu/7vu9fHr347MtfnZ4edW0zmVwD4EdfPf3f/tf268dPHj/9qluvc1ZmfzC99p0P379285AYnrx4eHJ8KiqlL0/OXiyXR4MKlrOXTx4/PD87O9zf++Ef/uj7f/DRweFhVVcK6IuC6JsBGK9zF2DXbCUAgJCabb9eaUoSs16O+I0Gzpu8mm3W62p/PwBCFiCCoh6oeiIWBQRwDHv7wdr9sgwinQ9mOKiK4AWgS55HWNY1m+A/uAeKzWbzyS8+H47GxME6Jq6a7exld/L+h+9PRndjzkS22faEOBiHr7942bfdZDK8dac6ffniwSe/XJ1M33jz1r23D/bHZeqBiItQDYahqCyzw/fedd5VFceOcwuq6gimI+d5eDAN42GBCG/eu71dbxTRFUU19K5wKWaCZrpfHxzWhafbNw7j3miyN6qq4GFM775NqMPRkImqslw0/XbTd21KSXa+LP/f67oYhXLYd5u+azWn3RfCxN98BqpITI2knsntX7vFAP12xbxriMuQBdgMx8P96zebjawWs+22z1FcCGiKvu0bFMNkfdScGQ0AWGMRWZIwi2VTVbVxIYES2c268UHLYVUNR8dHs81mPppOp/vXqvp6F+UXP/vk01998eWjp2RdUt62MttuBQiRT07O+piJ3J/8yf8RuyQpoYa///u//fjj/wralIYGBY8HYTqu79658/777x9eOyzLgvBVQzLuHlkskDbrWd+sYu5hd+rybXg5XhG/3z7+lUs9jfm3MtWucIUr/M7xLZJ6GnaDarpYna+Xy27chhAN7ExQLkzKd0ImuChV/SbSbver1x1yFlUYeWcQIOqRpnVx99b+zZsH73/3g4Pr1x89Hc/Wy/HB5Dvfuf300cvlrLh7e+/tO28MyjrnWBT777z31u0bh2AstOlwPPjw/t3F2bywRdrMan+tujn5/gfvlqEiY/eG9d54dHjt5ve+/2G7TdMBVHbz/tu39w/326znm2UYjAeDwfz4JEtRFIP33n//3ft333zj4Oat2qBhgwh5522Ir6gfwi7S74K1pNTllEpfqZpLxhMT48Gk3qy6tkttn/skhhCBVAX0wgz9N2N3UewDG0wFmJlMabu4M3ZRb2k6cU3FKh1hdDYkBWae7tdFSW1XZMHSlWVRFoWtBpYQRiOnaWS9BZXgaX9aB8ttUxdlWQcTvCmMqQMNCtxsVjkn51xdWibruUaCUFjHCIFxrxp47Rs3GY+Ho9pbPtzfA7ZVIIt6sDcuDEqSuvCYskcalp5jHtfeG2LQHS1jQrPLrUgiEeqiFKHgLlVgYWfLvclmsdS+BRVQUFFRRSZrrEgCUMCdh72qiKgIWt3RaqYUdbXqnh+9mM9nhg1K8obqwm82q9hsc78+P3vmmA/G02BNv10RpO+89973PnrnrbvXGIEdscZmMyfIi/nLh1//QnP7wft3ppPBi0fHZ/P5i6OHKW019XVpZwb2pqP799/83u9998237hjrjl+eWwsH+5O9/f3Sl/PzkxdHj//6rzuUjknfvP/222/ffeftt956+65h3tkkGmaEXZamfONkReF1A6oqqmjfY0xlUQrFS+60g+Ph0J3NV822V5UsGrMAgTGWDeYcMyQAYuQysKGicFY0seEQLBOmLEbYIxljENGZEhHn0p/GzhGg9tKsibjyXFTVqPLGuCSqClVwhOg8ce5YuuAod61BHA2qoghVFYbDYABTVCYqgrGenCVreTIdM5NzPBx6a4aq2Rs2AJYcDJ0PnFIa1DyoRkiMhgGTNQrG3rg+KMtQefaMh/tjzTkU1hhyg+Bu7UsSV1jNmZlFIWY0rth5F1/qCWlDUU62q/O+bXJsJEckRf7mOQ7t7Fi6Nsa2JcopARtbDYeS+nazWS+XwY2s86GoUt87V/Stnr04mqQ9tmYwmvbtejFbOm+YrfNl6mNOmYwBdjnnnawUFIkYATaLRfCDqhzWg/LsGGPXpG7LKNZilrRdLLpNW4VRG5NmNWT2JntdhOVyu9psbty8cfvGG4+/esSMk8nkvQ/eMla6dn1+euIxFw4KzwYldZvV/CR4Rh2HIrBhZgJEVUFSNiiGFJJANIVDUMJvwcvxivj99vGvXOpZlg5gc7UfvcIVrvD/A35XapZ/wXURqa4mlovVYtHFVjSBiqAi4o4JQVZURQRQFNp1rV14viHsfAoVQJwhRx7AppRzynVh3r1/y5OQK+68/+bwYHLr+X5SCLW/dqOO7SK1+4Pio7t37lVlrTn6YCd7A09QOGunI3uPCsDnj5+cHL88e/ql+eiNt958w/2PP/K+cKE0Ljx7dlRU5Z13brabOA7tjSF89IPfu3b7oBPJQm40FtK/+M9fVgO6f/+NP/6PPzncq4JV6be+tN4iYULIeBFPvHNoJwKzszZVxZwTgkxGU5V4SeKHAONBqIKdrbfLTSxL740hRN3tDQmz6IU7JV6waAA0DIUh8OyTZEAXmABy3zfrVVF7a43hzjmkRNlTNTCiZVJRNN6Q3TXhqILm4dCGYpqy5pR8sL72delyGhIRG2RGNFD6cjIqVK/tiCchxl4SgfE7wo6hMuN6pDIUERIAQFE9PDwAJjbQb9vJcHDjcB8Amm3btonJDAsboBgPQtgRPwVAJCJAjVklZQSajEYIUFfhkjOyPtjbnp1xvgh9V9EEygjEkHNEJkS86IhTTSKvHQiVsO3jyen6bHaeUj+ph5NB/d792x99/97DB4+a7ez85Plq/fL+3XffvXc3sI4qF24d/vAH333n/vXppOh6KTzVBQ+HfjQM89VytX7+4Qcf/dG//4O7b17/s//9r/7u45+fzs7GIx4Ob64OB32cf/e9d//gh9//0U9+4ByfnS5Pj+RgWt9/642PPvr9qih+9cuf/+ynf/Xk+cO7N298+N0Pf/Tjn1y7Nq5rT7s5AGoIVQRBEDCrXOSBX5wJ6M7XBVQ0J+17Eq3HE0kJLkf8iHA68i8cNk2bUs5ZU5JdYy4S5iyCGSATMzKZAIVzAg4QdxVISkCKJbOIdF3brxrrXCC9vj88P53FLhIIIk2vj67d3h8E13eSozCht8SMhmEYCAs0VhbH81D697/zni/8aFIaJmuhrJ33zjHkrLv7dc4gAhHWtasH7tVRU2ZE4wgRNCdLfT0cs3UxxsVsCRQGg2F9Zy+2AqIO1dcFgIJmALWOwqTKUbLk3CWxGJNmpXo4jDFfrpAPSFzW09XsZbc9i+0mx8b4ARoCwV28JBABOJIQ42K96kS62EpZFoPpoaROgPrzeUALYHMm58rRxDAXs+OXhmn/+uH+9dtnL58tZ2c5y2RvXNbjmHJW3cXpSL/JogAEQExsrU19323WqduUg0FZ2BWrxEbSBqWx5Ed1cf/eW8O9N549f75pe+PL/Zs3Zovm088ebtvNdz98/3vf/c5fxqh9vHPn+h//px9Np2Xs+qePnud+wxCdQ4SMIJK7drMIznhvrbFEIDmpKpIyCxZmu8gCKZRDUAH8Frwcr4jfbx9XUs8rXOEKV3j9XPoWXbcqxsHXp+fP+tgmTQpZ/9t31iuTN/1/Wr3tXM537MYAQLfdtqvN8GD/rQ/evHn/VkZStkJ8++5BUt1t5vavH472Jh/pd6xhJjZESOgsO0uEaJ0ZjOvrN28d3jhMsTs/Pr9+8/poOvzuv3ufcJdYTK7yO0++yX5AvGkdHb94LNDv377zkz/66JefPvq7v//l06cPvv97H374wf2b+4XzLH37f7P3nl2WHEeWoJm5e+inVb7UsgRQQEGQ4ICg6ulzZvbMftj9MvtDp/f0nu2e4ZDTzSabBAlduiq1elrGC+Vu+yGyCtWaECSB3rwfqrIq87yXz8Mi3Mzt2r1ROCs4SgAjZAKYkHIjB77iq3LuscCgoyjMkrRSaCK/bCXwb8B1pCVhPBz2e+XAc4qezBuL8I+vy4vWHyKAEOiQkJJy0cAsS89Pz371P/7X3t7Ozt5me72FKKQkC8x4nGQA0hauk5eswABpmhrWUgqlbESdxCmBAmN0qgWREPDiPN5kOom1ZQltTBxlrqekJCkkEJiUM2MsSwBBliST0TjwA8txhBSWBG1MlhpkA5B7YbBtKSIZR7oYuOw7pbKnlMj1KOG5i0WaZGGYJolu1FxCKAS/704tXQeVGF+eVSfrTlAA18pjDIHkc9KZYYNEJCWkJu+MMUCmeTyZHx2ehouoWCw2am3Qke/B8nKpVLq9tFS/ub1zcnx567W97RubxkCt8gMl+ebOWiFwLUWOJEJYXW3/+M/fK1UCaTnLG+uBHyy3K9Wy++M//96dN25GSVQoeKkWo+Fkd6v96qt77XaLMhAWNurFwvd2m+1AKNVYqvmWXFt5783Xbo763Vqj3F5p1WsVKYXODErMbbyzLIvCUAh8ngozsAEUuV0APdfSN0kcz2ZpHNuVEjP8/gEZ+JZni/PeeD6vlXzHc4QCIAGIqJTLmTbAuZNJvnoAua0JAgASCgZgiKLs5OjsN3/7y3qjtb61ubW3WW22gVlKMR0mbqCCwEPELDVZaoolO9NGZ1oKsbG7bAwbhtFwYVkiKFragLKkkMIreEiMABlfCaRkACAx05wsMiFJSsrjCAkYTZYliEZKLJVLQDKNszhKLUtZSgCnWZIoaQmhgBl0LpGTAWL+YYREnUCWmgzMfJ7FkSkXbNb6c8eCf/O+9iu2W5wOz8Nw6gRzaWcA4kqul3ISBEnlOUEdyCM0ALFtA3kBcVZUgbCLYZgAFfzyChv0SlyoprPJ1C8WpFc0RPUVu9paZU4sN5CWYwzWlYUoGFKwZFCvW75j+2UAs6TsQqkuhKMsRwpZLpfQtGzPKpcC37UB1e6tvckonYfm8aQvbeeVV7cKteDjTx4Pe6cbS0s3tlaadTUeneys7771xqvNeuBYgh1ZuL2ps8yYBDixlUI2OkmDoGg5riRi5nix0GmsbFsp0hzPJ53puBfHieXVntM+vumb43Xh9/XjG071dB0J17jGNa7xR8Gfis3y5d7Xc4sFv5JpE0eLNFkYkREJw8YwEIir9gJ+7v38QpQSP/8Lr0zXGaVt2wxkSSQC29JESQZpZlKAx48Oz897mmF5baO1VC+Wg9FgPh1NZ+PpbDrWOnVda3N7J0qyi4v+weFxo9lsNBtutYWOl5GQnvfw3qNUm+29Pbvo9k6773/4GQkOw3DUH44GZ6+89rpbXU41nh4eP3nwGaXp5mp7Z2uVjMEsswW6hcBRIvc+JiTMk15GzJUTAQ2iMSZOFov51KRZo9QmJP69E0TfsQqBnaTpbB4tojQzDhIgCQLG5waCcDW3xQBokHOzupztB4bjxFycje99dvTbDx/qTAWF6tL6apKY0XBxdjr69N69oFzavrG5vFI+O+4MOhPHtuJokmYRIu/c2C2WStJSi4URBEoKZu73xpPRJMsWtVazUCqhoDgxOjNsMDMARsdxNh2NZuNQZ1BvNv2iLRRK29FAScYCGAiRiAhASAIyaZou5sKypbLBFuVqAQBc15KS0BjQGogMQ5rq8SgajeeZTuq1spJYKli/5zLavucWg9F8Gg+7bimQQV2AIGRkQ0i5LCoCIJEBIYCBRJ7sp6kejiaHhwdC4MrK0vra9rNHH+kscpTyak7Rs9rN0vbWcn2pWqmXwJh2zVFkCp6wFQvSDCaKU8fGjY0ly0ISsliuOEr4nrItoeqlainQYKSkRaIbtcLaUqlaLXquw4aEIhTo20KIZSRyXOVIKjqqUS5EYdPxbM93lRQAufukSXQKzEIQERIRgsHnQ7RoOLdTISIGNFmazObz8dikSdCog6AA4wIQAAAgAElEQVTfOx6hGLiVsn94NpmO46iYlV2LANhow4aklIJy1SHkDNkIAgIBz6toAGRADdDpTh48PP7l7+7dvgGF6vKGtJyCNe7P9p92njx5Wq7423vr7dVGpzsd9OaFotvtnIWLqetZN2/vVWoVAPANSkmWI9JUh1Ha742Hg/NStVIul13H1doYw0azsihaJLPxgk1msowZXN91PNt2pBSCAASRECpNgQGUrQhJKmSTpdFcOCiUBJNbK5r8WXT11CIUUpDBaKFnkzCJo41WWRCz+X1NCGyn4AUVY8winMXR3C2mAAQoGIGZkzTNtLYsNwPbKLIdIYQBzsaz2CSJEJZX2SAvk8oFWWRtkFhJ46AQjsvCYuFbli8IDKfaaA2MCt2Cp3W2iMaW7UjXkbZjQCCB49pSlU3GxkC00FkKSrnlSs11C0JIAFEqBTqd9S4vBGelwFpqF4UtsnQ6HnXuvPaWMHD89FDH01bTXd+oguHpaEKoy5UKugrYBtaIgMDkoaUsYMwSLSRJIQmMEICowSRooiSJtKGguAIomL8Fm+N14ff14xtO9ZRSwDWucY1r/FEQRdGfZHv7ciwa2/KKhZqQ9iIOo2hedFJmYiDDQFeMTgQGZOaXun3PG06cz1wZBmYmJOW60nFBQKp1og0DGcRFkhwfd/727z58cP+ZZnzj7fDWrZ3l1dL5yfD08OLk8Hg46CpFzaUWq9pgOHpw/9Hj/UdbOzd2d43vO9KXsUmTRfjzv3ufWdqlZSHh2dHZX/3PXxmjwWhtktm0X1pa254lndPhs4f7/fPztXZjc6W93KzF81gIcCzy3ACRiQ3mw3QogAkMAAJc9atMmibhfBLN5wJktdgW9AW2b9tR5aJvW3ac6EWcpYYFgiAi5Cu9RnzhhnxVQBtmzhmzCAiYMRwd9+4/OL3sh6NpGsYm1dzpzfYfdT/+6OCX7//N2ua6tH3Htz75ZP/BJ099z9HZlE0kJEqnuNQmNqlJsFhwS2U3miePHx/vP3mWprM33vnudlCyLdG9HEZhYlnKTe04jvvd/uH+/qAzILRfufPm8matXHWl62vNWrMARgmGOUvSdBo6tnRsmcULRBZSKFtJ2weAK3mSfMaL2TDEkR72w+lkiiSaVcdS5Nq/7y6sXCeoVqSgdNxP51VFTUkIOgWtEREY+cVwqSCBxEgGmQ0kmRmNJyenx7ZtNZu1WqP05MEiSyNF5Dii4HiVot1slZBISmErSahQpyZdCADB2rA2aURolYrFoLiptQZjHEWKCMEQse0KFgoQLUsXPEvWCzpNBRrbFVpnWgMDlAs2IhICsbYUesqCgiAS9LxgM7mVXJrmUpC5TClfyXliXqogAwIRoNFs4nQxGs8nM4loNeooBf/e1DrPterVgqTL6ThZVFOo2gBgUm10plxBQiLmVOEMwAjCvJjJubMMoBlTgOPT3r0Hx6e9+faeZZQTpiaL0/2D7m9+ce/DT3+9vNyMNMjAf7J/9vTRqW3Zp2dPFuGoWCooL2hnwDpFEEHgKtsNI316cnl0cHx28uDOW2/seYGw4bIzWoSpEHZQsCbjyfnJxXQyDqdzRLG2vrm83qjWixZQLh7EjJk2WjMzp3FkWagkgNFsNBsDjJAZAMYr7wFgNiiIlCSjZ7N4Ogkhy5oVW8l/VqzqXwhIy3X9ilRWtAijxUxnCxKIKBnIACdZGqcZC3eyyBZhHGXK91xCFS+SLDK2bduFKgGGUTI4G7m+a9mWkBIdYCkzFpqcNNWI6LieTudGx0IAKgFoksWC2CIQiNIYECgEUpalaZzqLJUSmW1pl7ygLqRrjNRaC5IEZjGb1aql+lLV98RgOJ2ORkYvVtcaaRwdPH4aOFajGRTL1ni4CGczJblULiEjkRAkZ7MZa21LSwhGwzozUgqhFChiExmT6CTU6SJNMgDHKywjSeBvweZ4Xfh9/fiGUz2vxV2ucY1r/DEPpP4k7/vlWDRCyEJQrhTr0Tyazye6lBAI4lz3hAEUwL+esjMAZFkWLxLH84QQzyf/DAiTcygH3eFf/cXPPrj36LzXJ5LD6eLxo2fbWxvDYe/07OTk9Mi1nDt33ti+8fp0bu4/2v/g04/CKCLrOAzDOJ7f2N2ybfHg/ienpxfV2nL705M44fuPjp4eHVWKtUatVi8GtmN5fjFJ4k8/+Kh3elnxCndu3GlVG64ip2ApQmKTLBZSSaTnE3b5xeKrdJsB4jSZzSej4SCJTcGvFP2GFOqLrCSVykFrqT5NKEpNrI2iF/J/5rkA6ucCqc/rZgOQAggAiYLOu53zy95Sa+vGnVdXttYXSfrx757++teffXLv4eWwI1z/2bMLVPZvP77/m1//mhCLvl2rFFqNxpMnvUcPO2cn++ur67s3tpaz1sXR+Gd/89HvPvx71xHVja2VvV2dmA8+fHh23PXdYGltdTzqPHz40Yf3Ph2P57VKS3jLbtW3i46JtW2TsjBjYMPTSdQ/G14e3F9aauzsbrvFGqcLHc2lX0CU+KIMIQQhgSFNzCJMZtMpZ1GpHNRKVk7i/X3DWIigVq2tLHEcJ+H86iRDa0hiUArg+ewbIuSd0ucvrLWZLRaX/X6jvQFgep2TNA5tBZ4npcA4jBZhxBId5dp2PrUUAmeuIwC01qlJjUAhhMzLWCmFQDQ6BQ2EiGCQEQyBECTIsEmTxCIUAkHraDpO0wSlsoOikhYCp9GcSCKJxWxu+67yPAaTZdoYgwCOYxOhEBAuFoZRKS83ciQgfBGbBkwcx9PppD8M07hYqalyGaX8/UeqlBSVSqFWLYZhEoZJ/p9xkqRx7AqyLBslAWjgBEADEICEK71bzUAaUDM8OTh+enS2tnrrte/c2b69lrG5d//so98++PD+p8eXF8K1L3vT45Pxbz7+9Ne/+o1hYysslQJ0nHv3z+7dPxt0zpfbrdt39ja21/afTX7+819+8OGvDCTt3Zu33GBh4G9+8WH3YtJeXq816peXR/c+ff/x/tPpdF4t1//zf/wvhXqxABBFHNg5Ndpo5sko7pwNT44+bbZK2ze2apWKQAKtAaVODQBLWwKA1jpLjXRsEBBnZjhcxPOZ56pG2basL/CoJKFcr+QXa2k8DafDaDZwg1x9U2gAYdu29BKGs/PLo4Nzo2Ftc2NltVmt1oGrzBzGfHo8evro6fHB0zfeeWdje6VcC9CSBtEAaxInJ935LN65s27JAgg3hoQgJaEsP9Ao55FZzOJSuaCEDOP0ZP8yDVPPddZ2WtViCSFFYQBUlsFsMnc8H1A5fnnr1W235IVh8sFvHpwddlvNxsZW7XD/aDKfbG3v1eutTPNkMrVd3y96KFWUZMDGdeTleX8yGBPgzq2tUjGQRPDcVTKN51k8icLhZNgJp5ETNFy/RUJ+KzbH68Lv68c338C9ENjTWXydkl7jGtf4Q+NPNbz+pU9SXSdo1deOOo9Gk2GtNvVtIUjClXU0vqRGyf/gnJwNgAE0gESEUglETJIkTmNlIxMTowEcDmYH+0f3Hz2OY1MvtX2/2B93Ly4vSoUg07HmDIjf/eF3775+p1Erf/DbT/udc2IsBxWb7HC66A86ZDLXFtPhJIuT2XD06N79Tn90cnYazucFpxgtIkthqejXqr7rQL/fiRaLQlDa3t4tl0qEV2NhhESWhcgMxrB+zmrDvP0Hhg2YKA2n4Wg4HpUKjeWlbUu5hPQFL4FaapbGR8PJdDEee6KgyCaZtxcQ8Eqc/3nVx3lBqAkSZhnF+vhs9vT47HI82m5vO6ViJkSnHz7cPzo4v5inxnZLRjjD2eLZ4fnlYJIwVgvl7Ru7e3vrG5v18QgfPnjy6YPHdtDig+Hj/cHZ0cUnj497oV4p1BKyznrzw8fdn/3y485lt1SoiYdPs2wRx7OgvK5xFibw/icPTweXjWa5WqneemW53iyyMY8fHB0fng0uew7HXlBMMnCAyHIMmywzJA0CGp0JIZAIgHXGSWoWi2wxXzTL/sZm3bHEF3L6AgBhO36rNXz0KOtein7HLhQEgEAEk7fDmNkwEQNobSiXHDTMAKnOZtFir9Gyba9/eWIrSwkri7V0hBTCsW2yhFJEkGZZylkqkAEUMrIGnRhl2yytjHkRxUqQslSW6NQYI1BKZbQxWQoKGMCkWRYtjNG2VI7ve45nbJcFCaUAwGRGghBEQkrHc6UUYDIwGQEz6ExnqdYohOXYUqm8kEUkQszJ1Xhl6MAmSpNJOB9OvEq9sr1JtoX0RQNSthqFg6PheDSbTYOir2zHkUpKqZjBpClCipwCaER5pSYKYMAYhjTj0Sw57w1Hs8Xy8k0mdzzN4mTx/gcfPX1ylGq2ncDxChnTkyeHx6dn00VYKZRfef327o2NpValczF5+uTZ/v5jr1A8Ou6fnI3uf3bw6Wf3ur1Jo93W5JxcTu5/cvTL3z0aDifVixEQJ8ksWswLtTVNk2mUffjZ09502mxWgsC7ubvSbpVthU8+Ozl4enp+dkkwdQKf0WFSjIjAuV4LA7JBIDTAGTADJJEejKN+b1DwrLX1qudKQV8sIJXtluurndMH8/lkNh1KJ1CCDII2rFktkvTssvfpg0fPHh8LYS8yYim9ShsNDvuToydn9z57dnhwPJtNSq1JmCipOn5QXCzCQb/f7XRPj8+lVD/S9tpWtVi2GGwEhcDMNBhMz066l6e9W6/uTafzJw/3T45PsjitVio/gHcbrZIf5GamlBmTsvnw7z892j8bjaIf1t5tFv1xOH/87GA0Dcv1pWkIF/3paBG9vbM3CvmnP//t7z78nWXbOzvbP/mzHyhLDLr9h589enDvXjQPm9W6X6+BcNIoGVye2haUK14xkMqx4hgHg5Ht1xvtPWW5gOJbsTleF35fP775Bu6lknNd+F3jGtf4I+DbRfUEAKXsRm316PzpbDqbLSaWdCxygCQggfm88PuXKD0IQIRCEBEAG5NlRgEiMyMDzqez8WimDa62V32/sgizRTwrFOz2SjWczxCTQmC99/23dnY2siR1HXAtqvh+qdyoN2sMejq80NHCdgs39rYvzrqspRIw7nfno7Gv3IpfKgeFUtHZ2CyvrtSV4OlsQMD1anVze6VYCoABEUyWaULLVsakrA2w4efSmkzADIbZQBal4SyazubzldZ2rbJMSABfMEFU1Kx5j46608l8NPIsiUooW+BzBYTPZV1eLqcBNANGUfLk4cHR8Wl/Omo3s/NOHwTHUXx4ejqPk6BYmy9myvGNVEenZ+PZ1CsWbtx65c23X795a6O9HPzd/7rXH49648lguhiHZ53L7qDbH05maBWVVz3vTiaLhx//5uDTR/uT6ShwJyCo2aqsra/Vyq39/aP9pwcPnj3bPxWlYtBqNVikS5PyfD798P0Hg+7Aknhjc8UpFEAIZgChiCDLMgAwzFpnRIRIjJBos4j1LEwX88XaWn2pEdAXTLIBgJTyltr9p09no7HV6whLCtt5kWIyABvDyMZwmmqFMp/1Q0LDJkoT2/W05m6/W/F81w20ZjYspBBCCEmMqTEps87HLdM4lWQhSyIUQhkUzCbLUmJhpKD8+hgQKACY83qdGYEF5scILICE412JihjDbAiQhCQiQnRsC8CwzgA0IYIAYwxCZozWmgDwKswwV1qlK6KlMQDAcZLNw8UsDLbXvUYdv3hL35K01CwcHvemk/lwuLBt4djKshQbZsO5Vzywycvpl+5zw4CLRfLo0dHZRXe6CBdxcnjUmYWLNEsfPX08Gs2KXs2OfdsNgMTB/sFoNPJ9f2/v5ne++51br2yVy/b//Otfjsb93rA/mYXRs+NOp390dDYejaUMLKfc6c7Gs4d/8/NPDo9Pwmh+PhghQbNVXd/crBabB0/395/sPzo4POl0SgWvWvaNTmfTmsnCT95/1j0bAGSbm7WgVBWWqxmNZtRGAgHly5mzZQVL0IDzKBuM4vF4utwut+u+IMQvGJJS2cXKcu9yfxHN5vOxX6kLy2JAA8KwDBfR/v7hweFxdzBqL6/GmekPZs8OLpJFdHbcuf/x/vHRRa83zFhfdMPhJB6Ou35QXIThsD/o98b9Qc92bMdvd0e19mq5Wq26vp0kca/TOzm53H96fHJ4MZxH08n86cPD6WwaLULXvVBuaW2j1V6urq42jNbhNBz1R3/3q4/OTi6bzZX+MIq5f3x2/PjgwHaLreW18SQbTmKNstRaOjs6/fXfv//RZx/UKrUMnO2bE6MX+8+e/eLnvzo7PXYs22y7J6eD6TSdDIaz/llrqeT5KwYF62QRh1EclWtbhXIbSXzRJ+Q11fPfD775qp6Bb8E1rnGNa/xRDqT+JO/7pQXTpJDVcsu1CpNoGM5ngVtylGIUQP+42KN/wdyA2RiTASjbsZWtNMepiY0xDJoIK6XK3Vtv7tzcjdL0L/+fnzbLpTfevvlf/s8ffvzbT+aTeqVS3llvFz07Ver7735PAt3/+N5Se+nuO684nkzH3WqlfPP29hvv3Pnkt4/DmV5e3zAJWGyB4b29V5ZXmu2V0p0327Zr7z87jcJx4Kn1tdbmdjUIFDBIQYs4ysDYqgDG5J3K/JOZ538aMAay1ERxFiZp4tpF3yl90ZwGAKSgWtl1LRhM5oOh4zjKs6VvXzk44OeV8j/zyuEifPDZp73z03A8PDh6PB73SoFnK7q87HhepVbb/Pjh7yzPqdUbz/Y/nc3HjXr9+z/6/o0bS7Wah2z63YtwOiq43qDfncymp+dnxNJ1gsD3GcQv//aD8XR80elKkgagN+7c2Lr17n/43vd/8vZsknbHg84HPQHg2Gq2GJx1DoEjR+Gz/ceDyXh7c/Mn77333e/drlcLishoQMNEKJVCQmPyVQQDoBkWiZnMs/EkDheR51IhsPELryKglE6zYVcryXAQjQblRoOuCr88HK88zA2bNE2EpFwCkgQggTHZbDaZzxfnnc7andfL1aq0BQAQIREyGMOp4UySILJ0Es+HgyCoWI4vAyfLDGtDBK6twIDOjOvY4korEkhJAgkAjKiU5bkuMr+4H9iwSU0cLaQtHc/mTLJhk2WCMwCDiKgUEAkCpSxtTKazJI2TJJNSed4/l8YYhjSFKDJJogLfKgRf5kxHilY9KPjWbB5d9iZe0UZBlgAdp1JJIgEm91+EzxndV/1pmI4nP/3rnx3tH89ms0/u/e7s8rBU8i0F0/HIcwuVcqU36uSalqfnJ5ylW2vrP/7Jj27cWqrVPTYmnI7j+UwB9DoX4/H05OzMsYrlUsNynCw1f/+Lj+aL8OnhPpJk1tFicmPn9o9+8O67P3qrc7HodS7H4w4qO0rdcCHOLhLXhkef0bPHD6Mw3V7bfvedd9783m61HiglACCcLkySlYoBWYQit1gAFKiIsjwmZ+kiSXyXioUvE5AklF9sKaewWIyjeKrNgsEDkPmixVF89OzpbDJptOo/+vMfSun2O4P//pe/7HYuOt1Opz9cqm4LOxhPerMoOu8NPr3/QRSHlrSLQa1V2wByZrPJL371y1+9z6vry+/9+Afr2/Ve//xn/+9PT88uOt3BcLz48LP7lVK1WasvL612ep3Lzvlf//f/sbxUv3V794d/9t58Ep8dnD5+cO+Dz+5Va63v/+TPdSre/9WjX/zyZ0cXp99593t7r+6cnYwIVK3SQKKnR4efPHiglLd34421tVcePrj85JPfPH5yv9O7qBXLS+2t9a1XD572epcfXJwf7Gw022vNaqulk1734mRwcSykdP2q/aWekNdUz38/+OZTPW372vXhGte4xh8D3zqqJwBalr21cXP/+MHZ2YkQSiBJ1wYGQUB45XOeO0e/aOAg0nN1u8/9phGRgJgtMiTAMGG1VrllBUvLrQ9++/jTzx4mcffuj//s7e+95trWq7e3UWee41QKjhRsEN2688N3X717e9Vx/XK1JCT+X//1PyllFYp+2XdfeWVjNFhMR4tw2qlX7DffeHtzo1WuBL6vGgVHKJHU/HffuoVkrW+uZYlhbaQShGgpBWDAZJ97pAFqzWmaREmCEoXChZ4MJ53xeFDwy416Wyn7yy2lbcudjUb0+PzsolOqFWLjRBmj0Y4ihcBpalAYxiwzLCWLvNOC8yjpDUbHp2cEztryzvrK6ubmejFwo/loOOp0+0eTyWCtWV2uliGep/Pxra21u6/fub1Xr5VtWyIarHmWT2Y+7p7qtFZrvffdt9Y326P+5OTo/LJ/VvC9jVZ1o1U/OjlSqnBjZ/ftd17bubFR8qh7cFGW+p3bm+trm+VqZTabvP+bX3TOnhU8d7Pdeu+9d3Z2Nnd31qvloq2kRCACyj0FmJEBdMpxCIIMYGLACBzNw8vuuNKoLC3XlfUl8x9SdmFze76IBocn1XLNRomuB0S5mhAoySgASLkUZxlnWlq2lLIY+EuN6tnxs9EkTLQuVptesawRDaFAZDZJFgtiiQJzMVdb+ZWKUDYSAaIQRAASwSIJucIKIfCVKs+L2dDnkX51FnJ1NiKQkBzh5K8NgpCYTR5s5vOCnwEACVESoiBlMwBDmqKUV6/4+ZmEmQ/6095loVGptJek9WUOrxHBcdTGRuPpYe98NCuGFeFYAZFUEgWiMZxlBizDAMaAAiPZgGEwUZwMxuPLbh/RXlmqriy1trY2CgVnEQ6n4263dz6fjtv15lK1Rsakcbi9sfLW3ddevdmolB1HIhhsem5JiqPZ9PTwWb3a/ME772ztbA77k6OD05POcWCVq9WgXb5zcHKoLOvm7o23vvvazs2NkgUX48uqg2+9uru2sV2p1maz8W9/87cnJ8+Kvrey0trd3Nnb3drdXqvVA8uW+ewoBQ5rQ5KQkCHTSZhpDdJC5WoD83k8nUaVSrCy2nDdL9cDQKnsWmsjSWfT6SCc9ZRlW7YCgxLtwLaXa83u6aBzevxXf/EXjuP5XqFeq62utc/PL95//3ezcIAgV5bahaAwmXYXi6mSdGNv985rd9fWGj/96f86+vCsVW0IKcbD3l//1V8Wig4hRHOdxgYMupa1vrJ69/Ubezurjz97enk+zZJZoVxIF+GDT++fHJ8AE2oklLYKRqPpf/u//1u5XEWi9tJqGCdFLxAEw94lGSgG1cNHJ/PBvFaolsuldLF49vg+A8eL0HcD3wtajWUivHf/o1opqJWLOzs/2Ntrr601FSGAkaAlobBKpeqStJxv0eZ4Xfh9/fjmUz0RoVH3u71rG/drXOMaf1h866ieAEAomrXlyWTQPfhkNO75ju/ZJUCNKIAAAZEZmK8c+/BKcD4XNAejDTNf/QAjILGQiIhsBHuepdkKp+np6cnx0UEhoK2dpfX1lqOw2CxbxJYAyN26pXAlFNeqsFZ58YvVX91koLzEaNaLJkmPHh5hNm03m2+9udtq+q4rBaIrEYlrRec7b99G6ZQqdUsJgSAJEEBKCayRmYgYhMHcKS2XWmEGTrNkOOkMR900SddXbvp+Eb9EXyDP/wnbjeJlb9IdzseTsBjYjrRtAZCzX41motyPAAGYUTMCytF4dn7em0xD3y1XK/XAcXa2ltvLtWg2iuLJweFJFGdvvHFraXlZa73ert+8ufudN24uN3xLCkJAxLVWfW9jLVnMvXJpbWPzxo0b61tL/c7gWT3YP1D1WrlWq3qO+9l9Xwrr9Tuvv/LGVrkSZHFaK6rbO+2NpdL2zo1ytTwcDjjqxklWLhW3t9Y393ZaS41i0UVmAiREIQCNYc2AoJPYmJSItNaadWawNxh3u8NFkuxsNQtF90svIxL6zaZ7eTk4O1sMBo4XWMoGiSAISCBduS9KEmmWGTaIYElRLvobq+37T05G49DzC0vL9VK1AAiagQwQMhtjWBMhSQGIRFJIC4EYEJmvWua54SRdsYFfmJm8rAn0Emv38xwDCUnKF78/MGIuQcovWvHP+ZScO30IEGDYsNFggIFB5AWl0VkS9fqTy/Mkmjd2X3WKBfjSASlwqVnsjedPjvrdYWjZSgrLU8RXByDIqICRWQMSAxpAZppMZpeXnTCMfa9YLTeKvru7vdxeri3mozSeHR4eR3H25t1XlpeXtck2lpu3b+6+8frectNXUhICIa63mrc2t9Io8kvl9Y2NvZt7G9urvct+o+pXDq1atVKrVVzX+/SeL6X12p3Xb7++Va4EaZw0S+r27vLGcmVrZ7dcrg5HfbPoRGlWLha3N9du7eyuLDcqJRfZ5LcxIApLXskn5aqyJgFGNiZL9XAU9rujaBFurlZKJe/LByRSsdSejLuT6cV0OlC2J4QjkIggcJ2tjY1wGtvWeaJBERaL7vbOaqVWqVSLg17v7PSiWCjv3by91KqOJ6fVord7Y+vu3bs3b71SLFkHRyvz+XSltSoELRbzy85lODKlYmFrY9Nz/HFpnOrs7p1X776xt75a58UiXkzKJfvG7l44i3rd4eBy6PuFeqO+srpUKJd6g1EYLRAhCIKgWJyF82q56Fo0nwwEULVSs4WwBHlKBrblWcr3Lb9oRQvPtuQiHBd9t+B7RFCrVbY2V27srbWXK4GLkM2S+ThdhAIpqK7aXuHLreQ11fPfD74VBu7lkntd+F3jGtf4IxxI/Une9yt64/peuV5rW8cPZtPJrDApl2JEQUQSSBCCftGIYCC+MtLOPaeN0doYbVgbQAIAMgYJhRAZcKp51Jv+3U/vPXl0kJloa2O3Wi74tnAFC2BF2kKTmQWSJHTy98jbInxleycYFINgAA0czydnh/cLFqwvl1fXgoJvKSWQDegMNHuuvP36TVKuslyBIPB5dy/XViG6snUmZEAiVLYQtkx0NJnPLs+PJsOB5wQrS9uW/EqpSaXoLjfLp935sDd1Lelawi1ZiMigkYAIiEjaxACpgSyTKVK3Nz89uiSWlXK9GBRH/ZMgMLu7VUnNRqN2cdqbTievvX3LL7rT0cTGt9c2V7a32p4iRCQAJNjZ3mhxvk8AACAASURBVPQs/+buztLmerFRcn2pJK6tVG7f3uhdvFUoOX7RtiTe2F1JE1Ot10uBrQgcV73++s7mWj0Ko2KlYtsyWnLL3p8TOUE5qLcreX1MwFprRoLcezwv8hHSRQhgrEo5ipJM69Tg04dHnU7oB8HqSuUrEm2cYrHQaolHD6PJJJlOVVAERJICSeqXSi6pJAMDs4VYLxdu7G4+2j9WBCvNxsZWtdbwCCBNDRIqCVKQzpJUGyHd59VcXow9VzHilwzSEQH+VTrbv576vnC6fDlFzl/c8OffJgkkTZYyGJGLKOosm027Tx4ML07sQrG8vi6sLz+rggDVktOo+PefnXe6U8exXEdIkoRMBGgpYgFIQFbO2zQGNUO/Ozk9PAOmWqVeLBSG/RM/eG13pypFs1WvXZz1ppPJ62/fCorudDRxIN54EZDACCAIdrc2feXf3Nld2twoNYpOIJWi1ZXK7Vc2uxdvF4qOX7SkpBs7K2liqo16sZAHpHX3te3NtcZiERUqFVuJaGFXvP8I0ikUC/VmxSGwCBDYpCkioZAoEF4Y2yMDMBFZlpsYEYbZ8f7lxdkQhVxfWXfsr5KNo+tXi+Wly4v70/FYKVfZvuc6Apk8Z+/GTqlUuTOJpO0xkfJUseorRbZtZsNXA0utrK2895PvTwbxfFIxN7f/j//6v6+sthFlvx+9deeNV/dedWwHEcN5eHlySVKWK4Xmcu3yrD/qD9MsevOdm41GRQK/9Z27q8tLizDce23n4mRy8Phi2B/Umu3VzfbWrerRs3HnchYuoqAcJEnSvexOJ/VGrVTwRRpOlSq1W43VteJoeHJ+nJlkuray9+rdV7dvNI72+598dG/YO7alWVtuvnLn9VLBbdb9ZtNVBGiiNJoOO2fhcCAst760Jb/sE/Ka6vnvB998qicA+L6lJKXZ/1/C7hrXuMafBN9CqicAACGVi/X15d3T7uPprBumJYSigECKAMD5PMfNyz/IvccBwVz5oSsb8ll/w89P3wEAokXS6/QePfx4NBrUl2rvvvejpWZdIBgAAso7iEQCXx6C+weThZ8rrGSJGY+mZ2fHjUaj1apbjsDPhUMMACAJ1wsMfC4iyWyMThg0AgGIvENgDGdJioKEZQGYJJlPp/3psF9wi+ure4Ff/tyF4UtBELYbpdf24N6jo8Fl5glTCZqZEIRACpFjwAzQRhB52WEYhoPp5fnIdbxmq+7Y9snBII2j/DdebhWLvhWGtXLBsSxplQt337hVCBxPERkgYjacJpnvyY3tRnurYrmuNpREWrP2XKvgKXulKCUJSYiwvNJgA7atjNE6MiDIsmS5GGSeA4iSIPCc9a2VzKCQgvKpzsykKRMCKaAXKjVkgIBcxblvmuVEs7TbmUehrpb8re1mreIJwq+yjEhUaLWWX3ttfn6qhn0r8FWtBUBgOHeHyDmUgsgYrbPIUna9Wn3zrbcY/DgxSytL7WZNEYFhThKypS0lgDIEwJqufCHwqrCFz5tyL8mcfB3Af1Tv/ePvMoBho9nQ1c+AiaJkPJwNh06pVN/ds4pF/GpnOkLQUqNwY7XWGcyjqZtWPePko60gyeT3IqNEEFfDk4YH/enl2chz/Dwgjw8HaRzlK9V+HpCVFwF592ax4HqK0DABwEsBubxZUZ6nGdOFjuaJG1wFpJBEAgFxeaUBDJattNY6MUSoLFkueoFnA4IiUJ67ubGqAaSUDgEhpKmJUiYkS5EgAgRAA5CATtJMI0ppBQYpjc1sGo9HU9+zVleb9VogxFdcRlmutFfXXx/2D6LFIolmnlMCWACy41rNpXK5poEEIzKSJhKI1WrptTdvvnJ7rei79brTLFuN6t35fKe93HAsaQBV1W4UBTNLIRAxibyVmo8CHVcFRadekIt5JU3TpVpRCdBZVq16vreaZbpY8MSqLARutFgNil5Q8ixFrXZQqjqaNYM4PT6fjc4VGkcSGD0eDRp1p1n12k3/f/tP7/6Hd16xJAXFkl8IPM+yt+vN6lt37276jhV4fqEQWJJcWyhkBBPPR7PeWTgaOG5QXdoISrV8qvZbtDleF35fP775VM8ctZp/cTm9TkyvcY1r/OHwbaR65nAdf215ZzK7TOP5ZHzOXkSuUSQJCXLHNnxuP2cADOdmB4KQUV7N9zGwYWZGxrzqiubzUb93dn6EbJYajb0bm6WiS8BG85VjBCCR4JfqPeaX/vWStCZRXiGapeV2Y6kpBCGhMRp0RsiIBHkhaMCAzoUKEQ2AQUJEYiTOJ6gQIM8XOTMcL8LhZNjJ4rjdXGvV1r+Qd9+/hIJvrbeL56fWZDIfDUS4UpOCUIJCBJMCpATIbCMIgZhqMxmHo1FYLjUKhRKbVGcJsubMpFnq+dK2/MBzHFsKQbZruVaZwAjOgIRANAhAKD3pkgUSDWCaGEIGA0qiJcl67mSLAMXABQAiThPQWgNrYhRK2JbQ2iACIorASTJtAHP5w/wCyFw1AxgQGRlQAyFa0jAlGjTjZLI4PbrQadaqF1eWSkqKr76MduA3trcXk/F4MqGLi3qhRlKBMSgFEl35+BHmMiogpOdYK0sNfENoRr8QOJI4NZJAKrIkiHwYlV6sxstV3z8RMsKv457El84y/knVx4iMYJgNGyQiIjCGkzQZj6a9bhzFtfW1wsrKl06yX/4oRd/eXqvNJifheDLoKUuU0RNkAQEAxwhI6DAQGGZttDbTSTgZLyrlRqFQMibVWQJsQJssyXxXOhW/4Dnui4BslSWy4AyACBEQDKLtSldYINAQpYmOEYwGJa4CkgHyHl2x4OaE0zSB7HlASiVsJYw2SACAVuBonSGiQGCADNAAkCAmMgQCGFEzZcA6F+w1JFPN01nUvRiGs7DVrq+2S5air3xJ0XaK9cbObDqMw/FkOHDswPFICCBJbIOQAqUFiNrAIs4kSuXazpLlyKpFIAgRqeTXtK7odEEmJmW5LjBIen74lbmiYCtGkJKUTZ7yssDRmXE9hWAyJGVLS0KWCkuKQmA7lmJAZQtEiOPEdYTr2YCcaeieZ9F8oBAUIbLOkshWplq2PFtWVhuba00ihlyVl7XyoOAUVpcrklBQfsszAaOJ03geDjvTQTeNknJ9OahukLC/9O1xTfX894NvBdUTAJqN4Lrwu8Y1rvGHPpD6k7zvV6R6AoAUVq2y1Gys9ob7g96ZKceWkK7ytCGBLggJCGj4pfbF1awSQC5Df2VO9/xLo7M0DufzyXA8HVYr7bWldr3uKSmAGTSjQDJXTtwAwPyCG8cvyr6rugMRAJQtCkWvvdxa396ot5rACIgm01kcW47KaXJZmmlGBhSkmVgQEAlCQhSGKfdrR0lKEnNmTBSnk+mkOxn2HNtrVFdKfgOBvvq1kALLBWulWYrn4XQ8HYxCIQJ0EQnBaEKDSMZIABICODHzeRSGyebuspR2OJs7jiWFgIyjWeY6ZCkStpQCKZ/MIsiSxBht2S4iCUIpJQMYRs0MRisJlno+bMYarnzOcx2MfDwTpSOzDEyagEmRQAohiYwxxmgEQM4QRX4BpCBCFrlKvmEgYMrdANCgzEAkGSdR1u+PL886hZLbbBRqVR+/jsKJhPQr1aDVunz8OD49LbTXBSEKArQRAAkQiPPRU2ZgI9FIW6yv1zUAawjHkdFGesrxLAJtdIpoOJ+whHzMMhcoQvj6a75/AwyQH0swGMNsSUWAJs3MdDLvdqbdrrTtYKntVqvwdSylbcl2s3x+1u/0ZhcnWlo2CU9JQkSjU4FskWCWrMFkxmQ6nMeLhd5YXZbSns/mjm0pKTjjdJ4GNtqKJFwFJAGjhTqJOdPScgAJEJUjc4I1A4DWSoFlSWYJCMAa8XO1nLw7j4jSkVkKWarZZEggpQBBxnAuG4ucAqAAaQCFICQQAhDRMBMYBI3ESIJYalCp4dlC9wazy4s+gmnWC42qT1/HMgphBYVmodDqXU6Hva7tOiSE7ysAYINGk5IWIgFqCVoiSSldBRKA2IBhRBZEEmEymSpbKQsRMOe0E1Ae0tIlYwCJiVkItBxig0RASEpIQE6z2KQZOlIgoARlCUCM0ywOI8dzJAlt2JIkUOs4lMpRAKi1ZPZtKvhSMCs2UrAxGQli5CRLsiwlINf2CIDyy8PMOsuyMBpdzgYXi/FYKjcoL9tBA5C+dZvjdeH39eNbQfUEACJcahWua79rXOMafzh8S6mezysWtbF8i010dP4xm9SzvIJbAkJARSCJAPA5mZNNnr3+01T55ZEmvLJLyNZWVjfWt7IMlIC8YaMIyTAnGQoCwucMTXopN/6HL4vQXGq995Mft9eW/efq9lmWRPFcOqW8LSKlzDtBAhGRKa91nvNFNQNc6dabzCwW8aBzftjtnBqT7W2/Xq+ufEWS5z/IEYk21xvhPHpycHnw+FBny0vtqnBsJTMwcZrExkggQCkBIEnSNONGszkY9EaDy2a95vueZQnlg0KWCNLKk2Vz1WzNFmASsPE5f1Xm66YzHc5GQgnXcwEg0ykbQ0SCJF59NAZEAQIASJIBGS9CAwzSyVdYCEEASMTwsgZO7jXIIK40KjOAOM2SDPNe1eFhr3sxD0qlne368nL1K3Lq/sFFF6K2thEOR50H98cHj6m17FRqKBQgMbDhFISwlFJScJaBNkSCU5M3jYljSyjHtglNFs11HAohyLJBWn+c6u5f/lTAiPnYLALJPPI1mzgdnZyMzs60Nmuv3SmurKAQX9/zQd3cW8nSo8PTvuP5nitc1weyiWLA7MqTg0FnrDOTJJkx0Gg0+sPecHDZqld917UsoQAFwouAxOcBabIF6wQs+KcBOZ+NpBKu7wJAlqbGaCEEoczvNQZGzM0MQUkUKKMoBGSSuQkHXEnukJXLqyIgAhrmTINBVoIB9fPnBoFUmRZRbE7PZ+fnsyjJbt7YXFmuS/m1BSQJq7m0mybRxeln/csLKaXt2FKAbTuWpa4WhYTybQCDmCAYnWSGCUmYLBKChBLKAhJsTAoAhEQoWCe5UC1cuVEAaHM1Sk3AWabZABgQwpJSoSAAo1PUBgwikSWxWHSVFFpzHCeO6/iWKPo25s+XGAqWbaPCFDyLUM8X88l8Ni1Ual5QElImacomxXSOgkDgc1JHZtLZYjaI5hMQorl+y6+0keS3cXO8Lvy+fvwJqZ5Zmlr2F9Ddvm76XeMa1/iD4ttL9QQARPK9crO+OZv1plFnHo7mydCWbEkpiRgskcuJXAn6A5j/j707iZE0ufLE/t4z+xbf11gzIjIqa2FxG/aQPVID3SMOBhLAgi6SDnPRUQfdZjBHAToK0FGQ7joJOg9Gl9GBDQgQBAhgL+gW0M1isYqsyi1W37dvMXs6fO4RnslksZIVmRnh8f+hGvTKyk4PNzf3/N5nf3umpF5ZSYlWN9WXoVDmwJhSHLbqtYOd7R98//iDD/dc6tWyWDHMIszek9dXr7H97h16pXK5fPToYakci3Ce5Xy9I6uI/bE17ImVSFiYddXpj3W1pUvJZ94TJbP5Za//5Oz0S+f8Vmd3d/u4FFVu8tqeqVaLDw+354l7/Oy0UqtWqpVqVLYUEhOJIbLEokreLddIiWQ47I3G/fcPulEYiZCNWThnVSKTLRYsbKwhzZm9GGXKFrOJy1Vs2QZlMoEIh1EohpicqiefkZIREVbhYuelcrHK5BwRqVf1XtWremZR71WVRcgr0+o0bCIlVdUixEtEKuTVejKp5zTzeZZfnI3SNN3qVA8Ou9XqDU/+Uq22ffyem0xGlxehsVEUURCQxMRmuTFUhEiK09U1d1bYsDCTqUTWirDXbEEuEyaWYj2D6eV/3qSiF876L/ByluoyIc3sVRdz37+cnDx3uavv7tYPjoLKTU5IEW42K4cH3dFkPp/OR6NFqRxLxYQSERtd1fiqmibe5cW6qAyG/fG4/8FBNw4jEbYRMedEIvrihCQvRonyZD7xmYqt2KjEErBwEEXGKJFT9aoZqQobkWK9s6gxignpqWjKeT0h2XuvXsUIe09KJLo8h6OYkd7n6kScCClbJePILjK96KdnF+M099t7naOHW7VadKOfay5VWt3th4t5fz69GFycW7HN1p4Nl1tgVVWYlWV5KIeqMUKeiUmMESNMLNaKMcX3pap3XokMszCRGFZP6pfHjbIwE/vMkRZ9WFnEFl9l1hhPzN6xehGObPGH+zgwgeFWo/7Rhx/kjre32rVq/PGHH+w92KnVAiNKRDawcbksSm6x8M4bFrJFYx5P3hGlRD5PZvNRfzI696qV1k5j+8jGtW/5YUHUc3O8q6gnreX1v/l338GDxpOnQ1yeAsAbuiH1Tp7320c9C0aCVn3vYO97nz+ez+bzweSiFPtKZOJALBOzNcJETF6WO5eKgkCLs8mKspBJiIVDkWqltLu79Sc//P73f3h88LA1mzlWJ0rWGGHioigToq/dgFNcm2e5M8L1ZpWJ8ixVn6mKGBOEoYghZlIxrLxai/S+6N5RrKtoURwqZblPvU7Gk7OLs8fj0eVW92h/9/1yqSlyw39ZGyNb3VqW+5OTi8lgNrycNCohxSa0sbEqaknFqfeOAhvEoR30+5f98zSbb+90oygioiAgVqeqpJwnSbH+w+SMEZGAyCfJNEucjUQlsmLFmthWmXL1qXN58TNYE/B1a8mi+4bmea6qhkSkqDtImLxzznkTBN55LlKhq5KbimPunXphr+JIlE3u8vEkGVxMp5N5rWT29+qNRukGl/uWP7Ex9e1t/vjjx3/zN7PxqDbqGxFjWEyZlu97kUm16pzPc2sNCwtTFISqSpr7bCGsHEZsAyX2XlmKnCdfh4p5vQ3LzZV89EKn0GJfnxL7qydWZSJNFn7QT0+eLYbDqNNtHh0FtSrLDY9kEJjt7eZ4svjy6XDUnwVhaKTMcWCsLc6oLyqKPCcjJrAy6Pf7vfMsm29vd+M4ZtIwJNac1OhLE9KKSEDis2SaJS6IDdtIhNiakq0yZV5TfzUhrb2ajkWyWpXyLFdSYRERJXaqhjnPnXc+oEDyIlqgYmh1RIb3mnuX56rijRerbBe5DifpyemkPxg1avHDo61Go2RvekIaE9QaO9u7Hzz+zWQyGAlJHFXLUrZBmch7z6S83CBLTMxig+K+CQdxUemJjUSEJSBSl+WqRetkIiEWo1Tklz2JsJHifA/yLGxYhJWLaSvGqHjvMvWOSMQYVjXMUWiZqdFofPTd76SZq9Yr1Ublhz/6XqNVqTUi0owliIJaGNddmuVJ7nMXlismsES5+gVpyrxwLllMeuP+xXw6KFV3m9tHUbXF3/obElHPzfGuop5S7Id+TZ125fR0jPaeAPAm3OmoZyEMKztb70/nw4vhV2dnp7Va6hvKrMZmxCWigNiubv3K1XaQQAwZQ2yKazkiR5TFlfDw0YP/rNLs7DTD0ASBIc1IM1us1IlSQN9wV126mBJrENWLyJcxRKTWBqZs2BTRMs3z1BN5JiLjPKkvNtCIyNVVtAqli3w0mfcm034Ul3f3HnW7xzcY8lwXxXZvt3H8cPfscnr2bEAa7O6XG7UgMGKKzjWOSUyr1Wi3Sl/8+m8Ho952t35wdFitVsSQmOXJiMQ2qjbyPM+dj0plkay4Kx9GJbFio4aqzT2ZYtsbiZJ4Msaa4IVYI18dR+fyVIyxUclEJdXi1yh35HISU7T7X/t/ssSWDBn1nHtKc++VJKBkkfdOR1998axWDvb26odHHWPlTQyjjePGweGs35+fnPRPT8tpUrJBGJeXkTRZniNCwmwlzxMitVZ4ddi6GCYTsgmIOV8svEvCUvUtfSx1rZZc9ia5/gVTBI/TPD89mZ88m56di7H1B/uVvf0br/oKlWr08GhrMFwMh+MszX3a5u2S1KwXESayEsY2THyrVatXgy9+/bfDUW9rq354dFCplo0hK8WE5N83IW1c5lCCqOHVek9GSIg9iffivDFiguAVE5KI8jwVa2xYMmGp2IapRM5nzpGxRoy56slkWVW8DXP15NU4R2nGjokCGk7y0/Ppk6en6pKtTutgr27fzDAGYbnVPR72zkeDZ8ksnQ6G1tatqZIaSlWVKQiImcUKL08/LaLsuXfekbEVIs5U1eViYlvcv6BlmJuY2AqvvkaVyATh8nbW+n0EIRIjIi7NKPfeO0/qnXeqxR/Q6jSd1yCyYWQffrRvrbBhJsMk3vk0yQ3HQWyYtWggpGRcOmZOJaJk0h8NzwajCzVhfftBY/uIb+IbElHPzXGHop5ExEzHD9uffX6BK1QAuHF3Ouq5uhzjMCjvbX8nzd3J5efqB9aGoQ1DYUOeJRYOiC2pFAdXF9kLXh7u54p+nqSejRrD1WoUhpXFIpmOpo1WNU0SVcdhTESe1KkTryJm1cDzld30tahsvTrvciNiDTPZLFkUZ3Cn80SMEVsESGnZjZLZsxYZMeeLQ+Bzr7MsHwyHp8Nhz2V6fPTdbufImje16YuJotB88GjH589Pz6cnT84C22WtlMtBFBgjrExBZB482H74cO/X//f/Y0X2t9tHxzv1RknYp8lCDIsRI+zFqKgSezZEXtV6n3kO2AZiguk0Y3ElEznnmZnZGjEi4lXU+/UFiOIHc56IudhA5XPnvbdiTBCyFL+ZlsfNu9SzI0NsjCdxbByRJ869z2d69mwwuBiX4+i9h52jo1YUhW8uNClB0Do+9nk2evpskSWdSj2o1igKNc1JlKOYiuPSmUXI+zxPvbFWjJBSmqWGosCy915MIIZ5vd8m6dpB7OtTTm52KvhVwpNWpyOKV0pTN56MTp7Pzi/U+853vtM4ODRvLEIlzNVq/OGj7V/9+uSiP7qkoFwSFmLmcskGRthIpRLsP+jsP2j/5hd/ba19sN0+Pt5pNkqGfZosjGExIl83IS2bYDHNmF1sIuc8MTNZEcOrCblqGXs94t4Tey4a83rnvCqzGBuKeGYpJq56dW7BnJOoCLMY9cazOKbMU566wSjt96bT8ejjD7cP95tRYPjNzEhmCaPK7sF3Rexk8Gxw0WcqsbNRqclsia16r8yqRVQhVxETBMzknOaZF7HOO+d8EFhi8SRSBICL6HVxgKlwrsUHVa0RVlXnaXkYqfosZRuIteTVe6/ei7XL+1ve+TwXkSAKlZSFjWgUGe/zNM2tNcLs2ZhARISpaIqrxCqSmyBQXSTJeDTojUaDLNet/Q+a3UNroxv5hkTUc3Pcoajn8qZXJdzqVnCeOwC8iRtS7+R55UbvbTNLo7a103lvMh2PZs9HwSC0Ng6sZS/qPEWsAWugHBTtCUxgWYSFVX2RJVT1YljEhKEJwjBJEpdlQl7YMeek2dplt5IqFw0h+Lq95/XPwkqkYRSqeuczVmIWYfHOkYqx7J0nZlFRIuYiCcKs7EiLBvXFoQ5Ei/miPxg97l0+z+Z5p330YP/jcqn1Rnd5ifD2Vn0+Sxaz5Lw36p2Fwuy7FapwYJlJbSB7+53vfHz8j7/+h2a98b3vPtrdbZbjUHzunLIIEav6XL1jZcNOSUlUrfOqbFgssfGaiidaHYYhbIoKuEjhLm95Xtc0zGJYzHLP3uoEDSmWVpZbk5S8qs+V8+LI+1wlU8o9Oa+LhRtczC+eD1yWP9hvHB21m80Sv9G9csyldqd+sJhNJtOL8+jyMojioNFgJgosB6qyvmVPVZfb6FTJE3PxaryKtSyW9HolTq/n4VUhsh77/AOvajmGq118zOtVJakuD7X0qnq165RIVI33lLt8NJ6fPBudn3vnKts7jePjoNGgNzmUQWB2d5vzebKYn04Ho96FeOejUmgDQ6xMagLZ3et8/PHD3z79TbvZ+sHahMydF7HFhPRMKkT8woQkFharZJxPi0Vjr8V+UVMc3Fec9sIvTkgmZmOYxXuvSs45VfJCZjlLiz2mWhzcrpQJKUmgZDyLF5Opn8yz4Tg5P5stZvOdTvmD4+1Os/JGJ6SIrbd2vctdkk5H58IX7LnZJhs1xBpVT2qWXY6dFqd5FLe1ltuRlVjVivHEWvy35S5V0uuDbVY9tIr4p/fMTEWVrY7IFJ11mFWNsiExXLwfjpiFTKCrD7cSqfOp844kZjGsQlaUKHdec2+YRDxTxkaT+Xxw8XzY6+UZ1Zr73d0Po3LrpiYkop6b425FPQv7e43JJJ0vMlynAsAN2oCo51Xt120/UOW//3Q0uBx5l5crpUDUiGNNjAuISmSq5B2JkSAicstrZS56EhRZO1EVR9Ro1YpOcWFohJQoK57DGFk1kXOr62x+1WKLFteKRgyROpc7ryaIilMHokqZmb13eZoZW+QoiYg8UeY1zxcsmSUmmo8GTz/71d9nSXaw99F3PvyPatXOjW/te9UNSn5w0CbV2d89GfUnuRcOQ7YmJjZEoeVOu/ajH31Yrf4X9VZra6tdiQPLLGKDuEbCyt5pluQJs7Em9KqehMmQhIEsh6ayaqmy2oJ5fUlNq9G42tAmTHE5fvFv0vUftwicETFxFBabjnKyqUriOcnU5TTqL37190/zJHlwWPv4o616IxZ5430ymbm2s6vET//2b4ZnJ/lktLX/INzalahMvlgrUio2RBEFy48Dk0hYqTlPmadlv4wXJxW9WPitTUL9hncEimMwVLW46WDWW3GqJ2ZPlDpnilUvImFiVcpyms1nJydnn36aLOaN9x51fvjDoFF/QyHPdcbK4VGXlf76b786eewWC//gvY5TSnPvnBfyna3mn/3Zn+zt7zaa9W63UYqsIRIyNqhzQMrqNdciw8iSq7KKsCEJzWpClr/xhCz+axzH3qvLvPNFIxPKc7amaE1E6op0MZsoYGJiT2SVrKfAE80W7vRk+qtfPk/n8/392j/90QfdTu3Gt/a96hLUNNp7pPzlr2aT0dglmZCrdTkKLLMlb4oF9jgOVJYrvVFg48gSUWCEKCAic7UVtHhr5HpCBkxkiqHzxCSBLCcqMkAUAQAAIABJREFUq8QBMxHlJGRjo2RW6XoyRo0RVSLKiFSL6Um5slemTPPVujN779U58nk5Dk1ApM4no/7Zs88//UcR3j38aP/4J+VKl2/uGxJRz81xt6Keq79C6L3j9j/88hTXqQBwgzYg6nl9gWhsp7X7w+/8+ZdP/6E/fPrlb367t73VbXSqUZ2tJc2J5mRKsgoSqvpi8Y5YiuuZ4gA5VjLLwsALX6/o8QuXhEWT0CI76teOEnhxNYaZlIQNW16eM8xMzMuGd2HEzKqUu+LXNDBqmDKfjOeD0fDs4vRpnrlHx//k8MHHb6fqW14HWLu711LiL35z0R+Pv/pNmqbdbrdSrwbeeWO4Uo7fe+8wCMNSFIiSps55T6wSWjZEpIExSqzF8oAyMxf1AxP51ZlwRaXNLy6mrD8q8nJKnq5Xulb/TYjX8qA+z126UKMUWg6i3ItTynKdjNPzk0H/dJin8w8+2n3vUaf+Bhq6/N5LbWNqW90HP/rRxa9+NX7+XLOs47XMzM02s5IhYrUmUNZimdhpcfBkkSGUYpedV72aVLzceUcvLgDyH2g3dD19ixathpi8LzqmqnNuvTYoRtUQL/eZekdJ4uczP5m66XTRu8iybOt732u+9yiq1/nN7DX9XWFo9w46Pyb+7PPz3nkvV5c+aDebcblkA+bAcGiiw4PdOA7iKDBM7JT9qnJbHj/oPS/7JxVNalbdfEmp6CKrXPTXJearMX5x7YhXdyJ42dSSrJrrd4G5WEtV75iV2DCJeslzdZ4z1cS72cKPJtlskWWL+Qfvb3/wqLvVqb2hvaav+oYM6q3tow9+dP7ks8ngpHf+XJlqPo1KLeaYOSS2xRfUVTsbXl2+6lqHHxZmLpaE9YVp+PLHl6iYzkSrM1V/NxrPy5tkqz+dWYwEzCqeHQkVnWPIs3gj3lgvZpEls/HobNw7GfbOrS3tPfx4a/eD0o1WfYSo5ya5c1HP1Ref+fD9Ljb7AcDN3pB6J88rb2ChgInDINzuHDjvfO4G/WeWLsSrbXEUkhFmT54DJdFVobW6tlmeGueLSuXqemd1EtfVn6+8Wt9jWr/oucrI8QsX5byqJak4a0CLe9rL38JirKp3vmjcqMzeSpbTIksGl/2vLs9PXeL2th8dHXy3Uds28vb+dmamKA4PDtpZ7tyXFxejcS+MRIldXK8GRX3QbFSJlL2nfFVBrwJgTGSM+OW19/WlYPGPKZZM2ZMWRfDLC1X60mNd+7cijcbEKsvmn6rEXrl461jVqJpcOXM6n2cXZ+OL06FbLB4cNI7f63Q6lbdW9RXjaIKwvrvn0/QiSWaXF9HZiTCHxFIpcxRywMKGRHWV+HReSViKQ9KIPK0647Pn3xmeV1xE/4EfZ7mjlKgoblTXenguf7Uo/IxhJVElr36+yPuDxflZMpmkzlUPDlqP3o9arRs8te8bDCSXSsHBUSfJ8i++PO+d9URYXd10qkEsLGyMadTLwirkRde23iopefWeSH93dIpCmpcfSv9yOfN147j6blj/Ll2dhMHil0fIECtZr5x5M01pNE17g9l4PE/n8/292gePuttbVWvf6oS0QdTo7jmXOreYTS9MT8kn2kjCqGnCKtkykaxayC7T16SkTtVr8cKLPp18fT9Cr4Zh7RwQvoohr4WT/csfaCIi0bXOW6uxpSJn7H3x1ZozeyPOsLfsXTabjS97Z08Hlxeswfbeh9v7H5erXZFwM/5yROF38+5i1LNQqYQ43QEAbtDGRD2vLjisCfa2jiMb/X//MBtc9N1iIeS6TV+OVYWcXzj1Xq01JCJm2eNleTGcO++9t8vAUtFTztJai4vrlb3VL6m65V6Yl35DcUn5wjV6sS3mhSWbPCv2vomSJ029ny7S3nD05PTZ59Nxur/z4ccf/lmt0hYxb/kNYqYgtMfHW8Zy8unJbDx5Ps9mw/jj73RJ2JEGgag6dTnl3tpAjCUhYk9Ewlx0p5EiXcfLTjiyHBElcqSeVIiElqXi9RBfrxaQmuu0o2pxGAcVi2JXZw94JSeWOawoS6aSOcqUFot8MFg8++qcfb67U/vB9x803uJa3/o4ShA0jx7aMHr+V3816vddkjSTebizb9ptlmi5AmoMEzl16pXZKhVjRs47JR8sOyb6tenEq6tpXl1lv0Z49ZWXIt575xwxCbNhUVV1SjnpIs36g8HTp9P5ovbw4e6f/EnUaLyFhOfvVltxHLz//o6x/Dd/98X587N8kVHKshWZSmDDImTp1TlSIjZkeDk9fO7VkYis6hle9lMqJmRR6rniePa1z+8r6asL7mXhsjrvMCD1Xr0nDrVY7ReajZPT8+njJ2fT8WC7VfrTH3+41a291arvuvaL2zsPjTWPP/t/x+NemoyyxbDZ2ovr22yJ1JK3bOzV7bBl1UdkDHORAlX9uvtvxEWr3uVYcdEd1q/PYb0as2V5bOiq2lz7ChLyuS6U0kCcpdxQLppNJif9y5P+xdli6rf3Dw/e/0lcbr6JxWdEPTfHO4x6Oue+5WJjt1PJc49T3QHgRryrNMsbfV5rTLu180//yb94/PgfLs+/+PzTL6Y7k63t3UZz15F4Elpdtvrlth0p/ikuHl+8iJEXL/TkxV4axaOrNYLfuYzzq9U/Lo4R9F6XR6B7r+kitdbaIGT2mZuMJxcXZ1+NpxdJMmUffvfDP9nd/qBWaclbv8i+EgT28KBbLpc++/Xz3uW4fz7/ZTp9cNDZ3m9lnkjZiDXh1Y41XRulohQRemETZNG/oei1SavK7XW22111lfCraC4Ri7jcJ/PERJFnSZLs018+7femWeZKYbi/Wz86bL+bqu9qOKyt7uw+/PM/v/zss8FXX13+8pft6bSRP6w9OCSh1eF+UvQfcbkXc7196oVQ54sliF5P0RvYsqjqs2RhjDXWEistFtloMDk5mV1czIfDPM+bH3/cflQkPN/ZSEaRfXi0XSrFv/rsaa93+dvJJJtub23XWu24VLIiIoZXq0panObITCKW2Wjx2V/7wC8PASf/x56IqGv/q8sePEzE7D2lScqBVZbU6Szz/f603xsadh892v7gYbfbfXsJz99lbNToPAjC/+Ti+aej88dnZ89d7hveV4XIltiW1r/u9Gqi8R/8cPKLX5LX9yl41QN57T8Ik6gKkaiy+tUiKS/TpsJkhYRJlUJR75MkHSXT4cnTx5PRxHB8/NF3Ozvvv6GqjxD13CTvMOqpN7FwvLtTIyLUfgBwIzekNvF52Zqw2dgm1cBGp89+1R9Mcj1JHUflrg3VGPUkRYbOe1UVJmtMzKudTVdFRbHcpNcHZ8uL13z64vWNEinraitW0R5PSUlVVJd7uLySK84YZ3EszJIRuens8uLiyfPnv2WmarW53T3c2/2w8gYOan+9cWQKQ7u9VSPVJ9HF6fPBeOhO7cgRl2rlKDJxaEyw6l6vbrlMWhyxcF0BFqla5WVDHb8an5d2RfJ6FVI8vaqSumUfwVW7RFq1kNBiryaJI87Jz2duPJ5eXAyeP75wua9Vo4P9yuFhp9WqvMOqr3ghEgZxt9tS9UYuvvjNaND31njmcr1mKxWODDEJiSF1uVMlZc/CskzC6u+5zl7VL9/4LAddodVQLuc1MakXFilCoM4vBoPR068uv/xSvY9q9c7+fuP4vbjReJsJz1cNJMdxsLfXVO8ehxe9i0n/cpRn2WJR7u42yrENrIgQqVfv1GWsytaIBERFH9ll4cesTJ7J89WEJFouUhWrdrq+8WxtzPkVY7oWYCxOtzO510VuyNMiSUbjxXCaXFwMfJIcP2gdH7a7rWpg5d0Oow3ianOfma2N++e/nS3mvn+SaR5WWkFct2HF2OIgHCn20xJLkQRWVWJe2/7I1zv8uIjKs76c6JTf+eZkJsNaLAzy+uI1X8fCVcS7PMuzeZ4l83lvNuktJoNRfxoEta3dR929D99c1UeIem6Sdxj1/OM6u7yy9osi++VXfVy2AsC38a7SLG/heYWl3dorxdUoLJ2cfnrRG07naXtba3UXRTnZkNkoUZY7dSIcxRIyLwuW6/9TZpa1C5arm9l+rWjxV3f+ry8LvZJfvyj0xJ5Zhb2SU/UkamLrfZZlM9W833veu3g2n8/3dh8ePPhof+dDY+wbPbnhmzNG9vaa5VJoDfV7Wa837Q2mWwfbrXalXg+NsWRYiEk9kTCTLjtfLMs3WV4JOrpuELEW62K/1i7xpYtsViV1bnVluHxjr3ZrFZu5cs+5cuJ973Lx5MvTZ189s0G0s9M4PGgfPeyWSiHzrRhGEinv7Jhy2ZTLg6++HJ6dzUfD7cPD8vauaZji4DhDwj4jZvVqhFmKBef8Oo68PEFE1v7h15onquq99y5Xf134GWYjEgaR5s4lqWZu9Pz5xePHg8te9+Fx56OP2o8evduS74WbEYE5OtqqVuIvvzw/fT56/nzSG0a5mHarXK3a2IoUfVZcVqwbFZ90XhZ2V6ljR8UQ8GqSktByDVDXA8drByfyiy2e1m5SFNOVmZi8cup5lmmW5b3Lyenz3mQ6F0n3dhs/+GivUonkVkxIFrG15kEY12wYjy6+HI4Go+mk3p7H9UVcapTKdWtLzJYlWI0PrZ0sstb2SpcVNSlfnxTycrls6KX90mpUZdUvZ1V0M/PyEIniOzbLkmk67WX5dNA7mw373mfG1LZ2P3rw3g/FvNmPNqKem+NORz2vtJqlMDDo9QIA38ZGRj3XxXH16OH3683O85MvHj/55Wj2eblyWq83W512pdyIbCkwxalcr7ioVfL8wr/y8l43XfWDcb83JLa+jiXMYphJOVfNiVIip+SJpDc4u+ydJ7PpaDwKbPT97/7He7uPyqXm7an6rtQape/94PjsbPjFb06ePLsYfDFvDZpb3ebOVq1aDuKAA4lE+JWNEFdF8XX9stb0T1+xrrI2io7IsLnqNKirJyiWVJ1STnR6MfzsH58sZlmeJKVy/OjR7nuPdprNshHh2zWKFFarux9/t9bduvjyN09/+el0Ois/e15rb7V2dqNWW8rlKIrIMP/en7yo+szait/rlp/CzMYYWlvxI0/klRzNT59Pnj+djcfT0cjG8Xf+4i+aD4+DSvWWVH1rr4LbnVqlWupsjX79+dOvnpxM8qTbaW9tNXa3apWSiWywPKmi2C1ZbP17YbReOBVErzqALuckv/xxfml6XueaXzhxwxGlSsNp8vhxbzqZDwejdDE/Pt7d26nvbDdLpeh2zUjmMK7vHP6wWt+6OP385PGniXsWTgdxuV6vt6u1TlxuGvbEhq634dHXfGC/7qlWH3y97qqz/DDzWmPaVXcdR5q6dDy8eNw7e5am89l0GkblncOPq839an3LmJDe8Egi6rk57nrU80qlEv7ge7uff3GJ8/0A4I++IbXZz8vMgY1azT1r4zAsX/afzxajy+xZ5qb1+rhabcZRJZAys/GUq/OkYs3VtVnRSkTXCj9aNYEvfkleLPJeKvyWe1uWlzXsnE/TfJa4qcsXmUuSxeLs7Gw0Gpajaqe912ntb3UPS3Ht3cY7f++lNnMU2u3thgQSVcKT/my8WCxO+7N51qpXGtWoVjaBFWOYRVlUmK+b4yuvOmesl35XXf6uY3IvtfT0xMTGL5Nmy7fEe81yn2VZlvk0p8EkPT0ZnV3Oq5HtbjV2t+oHB91aPbbvNt75+yckh2Fla0vCwITx9PwsnU4GT5/6NKknSbm7ZctlZqPqPBX7067mXRFs5ev+Gbq2+sR/aJeaqi4bUl619iTvnHO5y53mmc4XWX8wePzV9PxM4qi21a3vHzQePDDl8jvc1Pf1tV8cBzu7DbEc16KLwbw3mS9yXSS+04gblbBctsuzW9R5Uma+7leprMXxKmuhbWVHy3s9+mKAdm0h36v3npmFuTgNssjMulydc1nmU0+9cXp6Nnzy9KIUmEa91D3uPHy4XavEYWhv5YQUY+NKY5dNaGxpMj1P09FsdOLTSbaYlKvjOK6FUdUGMZFd1X663JhaDI5eraT+zqr91bS8Whe92u9XNOi9Lt4cUeZ96l3iXOJd6rL5fNzrnz2fjselcq2zfVxv77d3Dm1YMTbcpL+kUPi9cRsQ9bx+t6x89OHWs+fD84spLmEB4HVtcNTzha9KEzbr27Vqq37ZPTv/bW/wZNjvzeeT8XTUbLYrcSsMvDHGe2EVI0avq5P1Y7OLgxiKHOPqQDASJdXl0t/V6tWqZpGryx/vfZpms+liMFn0F8l4sZhOx+PpZBGF1Z2d4632ca3aNSa45RMmCu3+drNZr7QuRr99Pji/mD55ejkeLJr1crcZx5GJIrERhxEHxli7OrBBiWltk09R9a1G6/rKW5clzvJ3KBORri6vyZMqOadpls9myWwym82SWaK9QT6bZaVy9eFh/WC3trNVDwJzy4dRgqDS6caN5uT0ZPj02fDJ0+H5RZ5meZLGna6JIhZWozYMJDSrC2aiFxq6XBctr1j4eOWhD6q6ttVKvc8Wi8V8tpjN3GKuk3H6/GQ2GHEYNo/eaxwdxp2O2Ft9TchMpcge7LVarcpXp8MnJ6PBIFk8vpwMSu1GqdMuhaEJAhFDJlBjzGp/H6kS03VLIiWvXGxSXe/bqWvfAMt623ufZ45FjBHDTETOaZ75xTxbzBbzWTpP6eRy1h9Ok9Qd7jcf7jd3t2tRFPDtnpDGxtXGbqnSHg2+GvW/HA2fLaajdD6bjvu1erta65QqTeGIikAyy9WxIESiZJYdeq8a915/cV7VTn5VJfLqntn6rQqnmqqb5dk4XYySZJwn83Qxmw5H83kalqrd/ferzYNSrft2Sr53+5cjCr+btxlRz/Uvvgf7jU67/OVXAyz9AcBrSZPkxm9IfRNvP0XDzNaEu1vH7ebOaPz+42efnZ799uTpr2uNaqez3e7uVasuMCUxRkk9MakhMsUSAV/1zF+m7MxaP/3Vep96IvWUL5cVAiMqxLI86l3zeToaj897g5PB8Hw6G6dpVo6aBzvf39t7v9XYEQmY5U7MGWYul8IPHnR22vXnZ8PPfvW4d/F8eG4HtUqlGlVrUaMVNzsNNUHuubiqMGvdJ3W9kcayoFtWQ6qiRH5Z/i3b4Fw1gPeqWerm03Qymo36l6PBcDKdzedZo7l1tN85OmhvdythcPvCnb9/HE0Q1B8cVLvb7cPDk8+/6J+enp2fV+uNsFKOKuVqvVpudy1Xr/tdrE5XW54Lyd+gGaVf24JKRLw8rl29zybDcf9ycHkx6PUWk6mkWbNW3/r+9+oHh3G7w0bojoykCFfL0Xcebu1vNZ+dDj/79KunT3qnT22nWa1VS/VWud6p1BoxkRQT8moqXp3TspqNlpbH+i1HTomIjCqvbSsVCliJcyLniYiSxE8myeCiP+z1R8PxZJaG5dr+bufowdH+TjUMzF2Zkcxig6jVeVRr7DQnFxcnX/Qung4HJ5PhuFYb1RutuFSzQRhEoSmX1roKGSJLaomE1KyWSa/OUvTr35EvPeHq1o8nTSmbJYvBfNqfjAez6SBZzPJcg6DR2X+/vfOo2thhsW95sy6inptjY6Ke6+I4+OjDrcFwjo4vAPAaf7e9o8LvnR0czyYKKu1mFMf17a2H/d7z4ehsPBiNx+Ny6aRUKsfluFwOjDUikbFVK7HlcHkUF7Pw8nSHYuWkKFGWJ2GrI8pUM6WcyXtV713m8jRJsizPs3Q8HkzGg9l8WirFrdZRo9rd6hyVS/UwLBu5Y3/zMpERrpeD+EGr2yj1+7PexbjXn/T7o/7QX/TCem8eVKoSxdZKOZRKJKXQhIaNLPvnqNJV0K4oTHxxEHvRFkfJEzml3Pk018UsTxZpssjyNJvP5vPxZD4dl6Kw2+lWK9Hh0U6jUSmF1ljhu/YBZGYTheXt7cNKpd0/GJ6dzUfj8XDQPzut1yq1i161VquUy2wDDkKKShyFXDQrYWJmvTqR5OVca9FRVin3lCt59VlGeapZolnisyzP0vGgNxoOpvNZXCrVutvlVrt9cBhXqyYKb9uOvm8yIa1woxLEB61uo9TvTXuXk1F/cnbeuxwMKr1StVGPaxUbR2I4sBIFHAdimQ0v6w9SYWJZRWn96taDqrjVDYjl0rTSIsmTeZYmqXNuPl1MRpPRYGDFlCqVVrvx8L39VrMaR0Fg78xdiPXqzwa1WiMOw0a9dTQanM3GvUUyT09PwmgQRkEUm6hkjBVrw8BWbFAWU2aJiYwWReDyDyrKv+LETrfq7eRXHZ68utTlWZYlaZpk6cJli/lsMl9MkiSN4kqp/qBc3mptHUdx3QYleRdRCEQ9N8cmRT1f/LxSq1lq1OOz88nl5TTL78uUBYA/Wr1efyfP+w5TNMxsTVCvtKulRre52xs8v7x80hucjAeD6bgfxBzXRKwYEwdhOwqqkSkHJrZsRIqD/qxIJBLr8rpQi/LEa+J17v3c+YQoy1yWpMksmc0nizz16jlLMvUcx4293aNmfade3YrD8m3r4PKaVTTHoY3b1Va9vN2tnZwNT88Gw8F0Ol3M5v08yjSs2sDUytIom0bZxKEJjBSrqMXxYGINMXvVoszzqrmS8+Q8FQ/S3C8SNx7MpuPpYraw4tnnonm5FD/Y39rZqrcapVvTJvFbXWxHjUZYq1W63enlZf/58+HJSZ5kk9Oz/OJSyxVjQ4lirtSlWuYo4tCSkeUmM09khcKAlvcklIjYOfKeck9pzpnj3Lv53M2nbjbO5lPnslx1miy8aqVSax0elbrduNUKSqU7/W0mzKXIlqJqu1ne2qqdngwuzoaj8azfH/VHqa0ktlJmI6XYVkqmWjKxkVCMldXZI0yr0yDIEeVenWrufe4p9+SIclX1muduNJ5Ph9P5ZEbsfZZqngnzzk57u9toN+JGo2JE7vR8NCYqV6O41Kw3dsbDs/HwfD7pZVmWZePFLDF2YQKKgiiOWlFUt2FNbJnIqppl1ysxxgqRJ3KkjjQnykjz1b86IuezeZrM57PZZDpL0kw9546UbRi12jtHpcp2qbIVxbV3+A2JqOfmeFdRT3ori40ivLtT29muDYbzs7MJwp8A8DXuT9TzVd+WphTX93eqO1vHi8WkPzi96D3tD56cjE5SN3XKNmjEYTWKynFUioIosIG1xnAY2LI1ZSXxpKreqcvdIvOzzM1zN8n9wmu2WCwWs/l0MnOZLUeNdmNnb/u409xt1rtxVBExfJdLvpevG6w0GqV6PT4+2hpPFhcXg2dno7Nx3htME0exuIrVakShmEAkMCLEzCpMcbUiATvNi+vs3GvqKM8pzSl37BzluUuyfDru+3Rm2O10a7vb9d1ufatdq1bjwBrenFEkFomq1ahSae7vJ9PpvNefnJzOT87Onp9wkholE5VspcylEpfLHAVirDGWiEwcm1JZmbyq955UKU8pyyTNTJrYNJPc5bPpYjqZjsYz77hSjrc6laOHle2tuNMJivYtGzSUgZV2q9xqlJL3tofD2en54NnJ8KI/Gp1MUi9RyOWSVEu2FkYlE0SBZWERFsO1emCNONVcNXM+cz51lDnKHTlPudc0TefT+Xg0mM+Gms27zdp2p7G71d3uNh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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

67

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

AR

Discharges governance

responsibilities in respect of

audit, risk and internal controls,

and reports to the Board as

appropriate.

N

Leads the process for

appointments to the Board,

ensures plans are in place for

orderly succession and monitors

diversity and inclusion.

R

Determines the policy for Chair,

Executive Director and Senior

Management remuneration and

ensures alignment of incentives

and rewards with culture.

D

Oversees our compliance with the

disclosure and control of inside

information obligations.

Board of Directors

The Board is responsible for establishing the Group’s purpose, its overall management and for decisions on strategy.

The Board has delegated matters to its Committees (by determining their terms of reference) and to the

Executive Directors as prescribed by The Matters Reserved for the Board Policy.

Independent assurance: external auditor

Internal assurance: Group Internal Audit

Executive Committees Management Committees and Forums

Board Committees

Governance framework

The Group’s governance structure provides the framework within which the Group operates and delivers our strategy. The information describes

our governance arrangements as at the date of this Report.

L

Responsible for ESG programme and Corporate Sustainability

I

Consists of the Executive Directors and considers investment

decisions, in accordance with the Group’s capital allocation

policy.

E

Chaired by the Group CEO Designate and

includes Group senior management representatives.

Divisional Management Teams

Each trading Division has statutory boards for each of its companies, and an executive management team led by the Divisional Managing Director.

Divisional management, Governance and Risk Committees are in place to manage risk and governance supported by our Group Chief Risk Officer.

Group

Estate Agency

Franchising

Financial

Services

Surveying &

Valuation

Divisional Management Teams include:

•  Managing Directors

•  Finance directors

•  Sales directors

•  Operations directors

•  Chief risk officers

Committees key

AR Audit & Risk R RemunerationN Nominations E Executive L Living Responsibly Steering CommitteeInvestmentIDisclosureD

Divisional chairs

Each Division has a non-executive chair which reports up to the LSL Board. The Financial Services Division has an independent non-executive board.

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

68

The Disclosure Committee is made up of the Chair, the Senior

Independent Director and the Executive Directors to ensure

compliance with the UK Listing Rules, Disclosure and Transparency

Rules and the UK Market Abuse Regulation. The Committee meets

on an ad hoc basis when necessary. It did not meet during 2024 as

all such considerations were made directly by the Board, which is

responsible for compliance with all regulatory disclosure obligations.

A share dealing policy and share dealing code, which apply to all of

our Directors and PDMRs (as set out on pages 60 to 63) and other

relevant staff, is in place.

Information on the membership and operation of the other Board

Committees is included in the separate individual reports for each

Committee in this Annual Report and Accounts.

Details of membership of the Executive Committee is shown on

page 62. More information on the operation of other executive

committees and management forums can be found in the

Sustainability Report on page 42 and the Risk Management section

on page 34.

The Investment Committee considers any proposed new investments

by the Group and monitors the performance of any investment

against the initial business case. This includes oversight of the

Group’s joint venture with Pollen Street Capital in Pivotal Growth

(as detailed in note 20 to the Financial Statements) from which it

receives monthly management information on financial, operational

and risk metrics and acquisition activity. The Board receives regular

reports from the Investment Committee on all investments, and in

relation to Pivotal Growth there is also an LSL nominated non-

executive director on the relevant entities’ boards who reports up to

the Board.

The Group’s governance arrangements are supported by Group

Finance, LSL Legal (in-house legal team) and Group HR. The Board

and the Committees are all supported by the Group Company

Secretary who is responsible for ensuring adherence to governance

requirements, managing meeting arrangements and supporting

Director induction and training. All Directors have access to the

advice of the Group Company Secretary in fulfilling their duties and

can also take independent professional advice at the Company’s

expense.

Our Divisional Management Teams consist of Managing Directors,

finance directors, sales directors, operations directors and Divisional

risk directors. The Divisional Managing Directors have a dual

reporting line into the chair of the Division and the Group CEO, which

report up to the Board on Divisional matters. Day to day governance

of the Group’s subsidiaries is delegated to the respective Divisional

management committees and boards of those entities. Group

subsidiary governance guidance is in place and the Group Company

Secretary provides advice and training for our subsidiary directors.

Corporate Governance Report continued

Chair

•  Leadership of the Board, including setting its agenda

and overseeing its decision making processes and

arrangements.

•  Shaping the culture, style and tone of discussions and

promoting openness and debate.

•  Leading regular Non-Executive Director only meetings to

support the Board’s discussions.

•  Overseeing our stakeholder engagement arrangements.

•  Supporting the Group CEO and other Directors,

including ensuring appropriate training and induction

arrangements are in place.

•  Leading our annual Board and Committee evaluation

exercise.

Senior Independent Director

•  Acting as a sounding board for the Chair.

•  Leading the evaluation of the Chair.

•  Providing an alternative point of contact for Directors and

stakeholders (including Shareholders).

Group CEO

•  Running the business, using delegated powers set by the

Board.

•  Proposing and delivering Group strategy.

•  Overseeing Group culture and sustainability priorities

(Living Responsibly/ESG).

•  Supporting the Board’s decision making by providing

appropriate information.

•  Engaging with our Investors.

Non-Executive Directors

•  Providing guidance and constructive challenge to

management.

•  Working with the Chair and Executives to develop

strategy.

•  Considering the performance of the Executive Directors.

•  Executive Director recruitment.

There is clear division of responsibilities between the key roles on the Board, details of which are set out on our website lslps.co.uk, and are

summarised below:

Corporate Governance Statement continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

69

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Code principle 3:

Composition, succession and evaluation

Board composition and attendance at meetings

The Directors who held office during the financial year, and their

attendance at scheduled meetings, is shown below.

The numbers in brackets indicate the number of meetings in the year

that the Director was a member of the Board or Committee for.

Name

Current Position /

Prior positions/notes

Board

meetings

Audit & Risk

Committee

Nominations

Committee

Remuneration

Committee

Number of scheduled meetings 13 5 3 3

Adrian Collins Board and Nominations Committee Chair

from 30 April 2024

7 (7) – 1 (1) 2 (2)

David Barral Board and Nominations Committee Chair until 26 February 2024

2 (2) – – –

Gaby Appleton Independent Non-Executive Director 13 (13) 5 (5) 3 (3) 3 (3)

Senior Independent Director until 4 March 2024. Chair of Remuneration Committee from 5 March to 29 April 2024.

Designated Non-Executive Director for workforce engagement from 5 March to 29 April 2024

Simon Embley

Non-Executive Director until 1 May 2024 6 (6) – – –

Darrell Evans

4

Independent Non-Executive Director

Chair of the Remuneration Committee

Designated Non-Executive Director for workforce

engagement

Chair of the Surveying & Valuation Division

11 (13) 3 (3) 3 (3) 3 (3)

Interim Chair of the Board from 26 February to 29 April 2024. Chair of the Nominations Committee from 5 March to 29 April 2024.

Stepped down as Chair of the Remuneration Committee and as a member of the Audit & Risk Committee from 5 March and 29 April 2024

James Mack

5

Independent Non-Executive Director

Chair of the Audit & Risk Committee

Senior Independent Director

from 5 March 2024

Nominations Committee member from 5 March 2024

13 (13) 5 (5) 0 (3) –

Sonya Ghobrial Independent Non-Executive Director

Remuneration Committee member from 5 March 2024

13 (13) 5 (5) – 2 (2)

Michael Stoop Independent Non-Executive Director

Chair of the Estate Agency Franchising Division

Appointed on 24 June 2024

6 (6) – – –

David Stewart Group Chief Executive Officer 13 (13) – – –

Adam Castleton Group Chief Financial Officer and Group CEO

Designate

13 (13) – – –

Notes:

1   In addition to the scheduled meetings noted above, the Board or Committees formed by a quorum of the Directors also met on an ad hoc basis throughout the year to discuss

matters such as final and interim results and dividends, Chair succession and investments by our joint venture with Pollen Street Capital, Pivotal Growth

2   The Directors meet in person and virtually

3   The Non-Executive Directors also meet without the Executive Directors or representatives of management present. The Audit & Risk Committee also meets with the auditors

without the Executive Directors

4   Darrell Evans was absent from two Board meetings in 2024 because they were arranged or rearranged at short notice. He received the papers for the meeting and provided

feedback on the business being discussed ahead of the meeting

5   James Mack was absent from meetings of the Nominations Committee in 2024, but received the papers for the meetings and was present at the Board meetings at which the

business undertaken by the Committee was reported up to the Board and provided input into those discussions

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

70

Corporate Governance Report continued

Board skills and experience

The Board has experience and skills in the following areas:

•  Strategy

•  Technology and digital services

•  Financial services

•  Operations

•  Governance

•  Residential and commercial property

•  Entrepreneurship

•  Capital markets

•  ESG

•  Investor relations

•  Risk and compliance

•  Sales and marketing

•  Finance

•  Employment and human resources

•  Banking and treasury

•  Real estate

•  Digital products

•  Strategic leadership

•  Value creation

•  Transformation

•  Audit

•  Professional information solutions

•  Financial controls

The Nominations Committee and Board review the Board and

Committee composition, Director independence and the skills,

knowledge, diversity and experience on the Board at least annually to

ensure that its size, structure and composition remain appropriate.

The Board believes that each of the Directors identified on page 69,

other than Adrian Collins, were independent during the year and as

at the date of this Report in accordance with Provision 10 of the 2018

Code. The Company entered into an agreement for the provision of

consultancy services with Fincorp International (with which Adrian is

closely associated) on 7 August 2024 and he was therefore deemed

to not be independent after that date. He was independent at

the time of his appointment as Chair of the Board on 1 May 2024.

The Board believes that it has the necessary skills and experience

required in relation to the operations of the business. The Directors’

biographies on pages 60 and 61 set out the qualifications and

experience of each Director.

As can be seen from the reports of our various Board Committees,

the membership of our Committees was refreshed during 2024 to

ensure compliance with the 2018 Code during a period of change. As

part of the Board changes we appointed James Mack as our Senior

Independent Director in place of Gaby Appleton in reflection of his

considerable experience as a non-executive director.

Board succession

In our 2023 Annual Report we committed to continue Board

succession planning in order to improve diversity and our mix of

portfolio NEDs and NEDs with executive roles. In 2024 we appointed

an additional portfolio NED, Michael Stoop, as a Non-Executive

Director and Adrian Collins as our Chair. Whilst the Board has not

become more diverse in terms of its gender and ethnicity, the

addition of these two NEDs has increased the diversity of the Board

in terms of skills, background and other responsibilities.

The Group Company Secretary maintains a schedule of Directors’

appointment terms in order to assist the Board and Nominations

Committee in considering succession. The Board has noted the 2018

Code recommendations in relation to extension of directors’ terms

beyond nine years, and in particular the Chair. It is the Board’s policy

for the tenure of the Chair to be no longer than nine years, subject to

extension for a limited time if necessary to aid succession planning or

continuity in certain circumstances in accordance with the provisions

of the 2018 Code.

More information on Board succession planning, diversity and

recruitment are set out in the Nominations Committee Report on

pages 72 to 76, which is incorporated into this Report by reference.

Board appointments

The Board is responsible for making appointments to the Board,

following consideration and recommendation by the Nominations

Committee. Each Executive Director has a service contract. Each Non-

Executive Director (including the Chair) has a letter of appointment.

These documents are available for inspection at our registered office

during normal business hours and at each AGM. More information

on our Directors’ appointments and terms is included in the

Nominations Committee Report and the Directors’ Remuneration

Report.

All Directors retire and offer themselves for election or re-election

at the AGM each year in line with good governance practice. More

details are included in the Report of the Directors on page 99 and in

our Notice of Annual General Meeting.

Time commitments and external appointments

The time commitment of Non-Executive Directors is set out on

appointment and is regularly monitored. The Board does not

consider that any of the Directors’ other appointments (as set out on

pages 60 and 61) interfere with their ability to fulfil their role for the

Group.

Board induction and training

Each Director receives a tailored induction on joining the Board.

Adrian Collins completed his induction in 2024 and Michael Stoop

will continue his induction in the first half of 2025. The induction

process includes receiving previous meeting papers, corporate and

constitutional documentation and meeting with the Board and

appropriate Executive Committee members and advisers, such as

the corporate brokers and auditors. The Chair will also meet with

significant Shareholders and customers as appropriate. Ongoing

training is provided either by the Group Company Secretary or

external parties if there is a change in regulation or a specific need on

a particular subject.

Corporate Governance Statement continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

71

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Board and Committee evaluation

The Directors undertake an annual review of the performance of the

Board and Committees and the evaluation for 2024 was completed

in February 2025. We undertook the exercise internally by the

completion of a questionnaire by each Director, with the anonymous

results reported to and discussed by the Board at its meeting in

March 2025. The outcome from the completion of the questionnaire

allowed the Board to undertake its assessment of the effectiveness of

the Board, its Committees and the individual Directors in place at the

date of this Report.

The actions coming out of our 2024 evaluation were:

•  Our purpose, values and culture will be reviewed and refreshed

following a period of change for the Group. This will include

consideration of how the Board is informed about cultural

initiatives.

•  Processes to be implemented to ensure that the Board discusses

the outcome of any decisions and any lessons learnt once the

outcome is understood.

•  How the Board and Audit & Risk Committee receive information

on ESG and climate related matters to be reviewed.

•  Consideration will be given to how external resources can enhance

the information the Board receives in relation to regulatory

matters and other Board training.

Whilst we are not required by the 2018 Code to undertake an

external facilitated evaluation, in our 2023 Annual Report we had

committed to considering the use of an external facilitator. There

were significant changes to the Board in 2023 and 2024 and we

believe that we need to allow time for the Board to settle under

the leadership of our new Chair before considering undertaking an

external evaluation in order to get the best value. We will keep the

use of an external facilitator under review.

Code principle 4:

Audit, risk and internal control

The Board recognises the need to have in place a sound system

of internal control, it is responsible for establishing procedures to

manage risk and oversee the work of management to establish an

internal control framework which enables the Group to fulfil its

long-term strategic objectives. Our systems address the mitigation

of business and operational risks and those relating to financial

reporting. The system of internal control is designed to manage

rather than eliminate the risk of failure and provide reasonable

assurance against material misstatement or loss.

We report on our activities relating to audit, risk and internal control

and the assessment and management of our risks in the Audit & Risk

Committee Report and the Risk Management section of this Report.

During 2024 the Group enhanced its risk management arrangements

by the appointment of a Group Chief Risk Officer (CRO), who works

closely with the Divisional risk management teams to assess and

manage risk across the business.

In line with the 2018 Code, the Board is required to review the

effectiveness of the internal controls in place and report to

Shareholders on the outcome. In 2024 it has done this via regular

reports from the Group CRO and the Group CFO and its consideration

and approval of the Group risk management framework. It also relies

on reports and recommendations from the Audit & Risk Committee.

In line with the recommendation made by that Committee (as set

out in its Report on page 78), the Board has noted that work is

being undertaken to improve the internal controls alongside our

preparations to be able to report against the 2024 Code.

The Audit & Risk Committee is led by an independent Non-Executive

Chair with recent and relevant financial experience. It has oversight

of the external and internal audit functions and planning and our

internal control framework, including receiving reports from the

Group CRO on the adequacy of the Divisional risk management

frameworks. It also oversees our financial reporting, including any

judgements made in the preparation of financial reporting.

Code principle 5:

Remuneration

Our Remuneration Committee is led by an independent Non-

Executive Chair. The Committee sets remuneration policy and has

oversight of all remuneration matters. This includes ensuring our

incentive schemes are sufficient to attract and retain talent, drive our

culture and values and create alignment with stakeholder interests.

Remuneration policies and practices are designed to support strategy

and promote our long-term sustainable success. More information is

included in the Directors’ Remuneration Report on pages 83 to 98.

The Corporate Governance Report is approved by and signed on

behalf of the Board of Directors.

Debbie Fish

Group Company Secretary

25 March 2025

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PvYigAAABwW3j07MU/97b3M/VH+OFmvf/jn3/D9/8dJvoAAABw21mm/s5vJoaC8MN11WY/8j//3//e33w7QwEAAIDb1KNnL/7Jn3z3Rx5/iqEg/HAN5y4c/4n/8Kf+wS99lKEAAADA7e4/+T8/+jMf+RzLPgk/fJ2HHn7ie//CT3yW/y4CAACAO8VbPvzIX/3Fj7Dsk/DDzi+9/9N/+j/6XzmwAQAAAHeYh54484Nv+wDtR/hB/t7bP/iX/pt3Mg4AAAC4I507Hv/kT7770186x1AQfi9Rtdlf/K//jze/7f0MBQAAAO5sP/SOD9F+hN9LtPr+3A+/7cEPfIahAAAAwEuk/X7mI59jHAi/l1z1feg3OKkPAAAALyFv+fAjtN9tITEE357q+8/fxvnsAAAAeGm2n4j8B3/s9zMUtzJm/L5N1cdcHwAAAF7C7ce8H+FH9QEAAAB3fvu955EnGQfC78704//o16k+AAAAQETe9K5Pss8n4XcH+ntv/8Cb38rJDQAAAMDOD73jQ4+dvcQ4EH53jocefoLqAwAAAL7BX3nnh89vJsaB8LsTPPnU+T/9V97COAAAAADf4Nzx+INv+0AzZygIv9vbZpz/9b/8vzAOAAAAwPXa76/+4kcYB8Lv9vbn/8ufP/P0EeMAAAAAXM9DT5zhgAfC7zb2sw9+jG08AQAAgGf1lg8/wiafhN9t6ZHHn/pb/9M/ZhwAAACAm/E3f+WhbWmMA+F3O6nNfuCvv5VxAAAAAG7SuePxbzz4McaB8Lud/OhPvZtL+wAAAIDn5KEnzrznkScZB8Lv9vDI40/9g19iYyIAAADgOXvTuz7JyX6E322gNvuB/4xFngAAAMDvvf0YBMLvVvfjP//rLPIEAAAAfs9Y8En43eqefOr8m9/6PsYBAAAA+Fb8+AcfZodPwu/W9Z+++UEGAbcgVUlBuxTWXdzr47qLqxyGHPocctSgjBAAALi1nDse//6H/l/GgfC7FT308BMf+o1HGQe8gHz5pcsf/OSXXPm1+zB1C16zjXG6GDZPx/G8jhd0vKjTUbQ5qjOUAADgVvMLn3rsKxc3jMOLIjEE11Ob/YU3vYNxwLftL5t6juJmJsFEd2HnoiruEkRETypvV3geVFRExUVFNQTxLspe1mhTatts00qr2dbaLM3N3dwlxCRD609vu8MLtZ9MmuszivEK5gQBAMCL4Mfe85s/8W//i4wD4XcL+b8++Nvs6YJvzS63UghuNbQ5mql6k9QkmgYXEVF1EfEgEtxd3NzcPYrl6F0IKai6R5Ucg89znOehtrvW2ey4TEdBJhdTb+JNVUTVXWy8NM8XLOwfxlM19ha6prFaaKImQd1dxFwkZA1RY7gShariru7emC8EAADPj4eeOPPpL5174ytexlAQfreE2uxHf+rdjAO+lepbJtqCePDSaUkyq83Bm4euaZ48i2rQkFSimlr1NqtYznHIcZ09egllrOOYRNY5HuRuM57XMndJV3FVWt3adjNPMccYVUViUFV18dJmG4/7+rUYutAfSH/g3X7RPFocm0RxVXWNVQaz4K7Nd9EnYqJBQrKQTWNzMScBAQDAt9l/+95P/6M//72MA+F3S2C6D7+32LvyJxUVERXPUte+HaQkn6KXPuk4byZJfX/oosFqauPd69TlWss2BFut+qFL07htZZZaUtQ2zZ3HPg4epr1Tw7BaffnMlyWElPOqjylnCVrLXEsptTZr4hJjWK+HFLNoNbsk41Ee1kXleNoGcVWNIU2am3lt3kSHvstRrUwqYqGb0/o437WN61FzNa4XBAAA306Pnr3IpB/hd0tgug/fYNdw3/T2oKLL+3bX6/kSf1ElqkW1JK33cW2XB52z1yiWmodWBk19Sq1VsTnY5pT0ya1qySl2aj7LdnMURHIIQ86acnAXn2NopW7btgT1ECRFyV1vIs2auKtKijGGoCoxxphSDMHczWZr1o636roy67skItbGaOKiIjI3y1OMQYI1FWkesseUL6zzfhtOhb27ZulG1+Pi1cSoQAAA8C1j0o/wuyV86pEnme57KdbdMknnripdTjnFFENQVZVWZyslDivVaO611uPN1sVjjL5svKISdrcXF8naOq29tt6nQbZrPU42JTFVnadx7Z67bi92U924zLHzWGcVSap9CFbKNM9WSt/lLsagMqx6a2272TRv2+22tra3txdC0BBySptxLGV2kRxj6FKMy1a9buZuJu4qHoNut6OLD32/6rObjTYl8ZRiDGGaa6uTu6lqCCGKdiJ3SZnnS5vxzLw5lLCyuG7pQNanxqrNzHi6AACAbwGTfoTfLeGH/4dfYRBeYjyIBJEUJAdL6jnUu4ewih6k9Tl22oJYC9Y8VJe5ytM6b6tW0Wq+zJtZKylIFyV424/Wa/V5O8i8jm2/82msVuZmrc1T7rqoujk+V+bZxVNOQ98PfZ9TtmZW5mBy195h7nJr9cL5i9Oqc7ftOMYYYpf7MHhQiUFdp+148eKFWure/joNq9Uw9H3XzKZ5msaxlhpi6HLquu704X6zNo2TWBWRnELQ1tpUZqut9TmrpjKVHJOLlFJaa+aeJRym5n6pWDyah014xVE8nDQXjZX4AwAA34Jf/M3HCT/C78X00MNPfPaxpxiHO1uOuu7jfh/2+pCkXb54QazmpHt9jtKiWg5y2GuU1lrpQ+5SCCrN57k2F42r7v5etlW3tW7nVps0a/M8BWnRTOq0Numjq9TY5tDaLM1adWtmTcRD0BSDqdagOeX9w/1a61xKK1VVxSyKtFK8VRdZrQZzEw2rvT0RcbPWzJu7i7q0UvvcrfphWA2iOs+llOpu5qaqOaflJvM0WUruVsosImZeW3M3EXf3VuvsrhqsWQ3NRZrZ0PcuXmubx8sq6hpXuvGyjWkvdHv79768htVxla2ljcfLMxUIAACem1975Hf/0r/0Bx84tWYoCL8Xx1sf/BiDcEeKQXOMfZTopdOyF23VymqqvdrLD9RbDcEPVt08bqPKwf5eCu6tttZyjiLm7iGF6lXEuywSYm02Vd8mK+a1We1aK3Odx9KOs0l27WKsPtVax9pCVHc3cVU9+XpCzjml1HVdLbWWUpvnnHJMKlprbc1DDH3fT/MsQbuuM7Nai1sVWS7Pc1Fdr9Yp59zludZaa6tVRGLUlLKqunuz1lprU3G32lxEzFprpiohxBCW1aDiLiElCSrmGkJI0V282TRPIqIacop5e0mbSep0+krzNJegw+m773314cFhk7AtPlYrjQgEAAA35X/75KN/7fu+m3Eg/F4Em3F+8P2fZhzuSDnKXiynczkVtvtx3s+Wg0fxECSompm7y1x7MTfbXLogIssuKa1ZjDGE4O4i4i7b7WjNq3lrLcfQx6QxeCe1hpLTnAZrtbVWWjEzF5cg7eRsdg3BzEop0b2L0UWOLlxy9yAh5pBTyjmnFMWlmdVaSykhqIjUUlQ1xdR3vYq4u5iLm4hoCCGlISWR3QEMV/JSRJaNZ44321rKMgeoKhqWY/+Cqrj7sj/Ncv6EmbWTX64SUjKz5t5KDTF2ObXW5qOvicm+u4xf8e2X4+p06Q5rOvTh7iKZJxsAALgZv/Cpx/7iv/wHVzkyFITfC+1//9XfYBDuMCqy7uMDp9KpMA5+fJhqmzY5+DrnoBqWjxCJYdnYxd2jiKtojDHEEDRq0KC7I/Lcxd3MzKNLmes8F3MtQZbYUonqQ5dK8RC8FBMVUZGg4rvT2pdPpaoqoi7LpwshpLjsxJlUtbVmZq1Zbc1a6/ouhNDMdHcnEnabzmhQDTEsG71cebwnj1yf+X9T15tZ0KAqujs03s1syTw3a60up0Es99tac3d3CXGZO9QQgpubtaDazESWo+abjBd13uR4LqT+4NT9d9/92qdLPq6B7T8BAMCz+s0nz/6x193POBB+L7T/8R/+OoNwhzyzYxi6uNenrHUl4wPduLajXseDPtegqjGlJC6qJyeUq+uyPaeqqgYJKUfVoLL0ni3J5y6uKiGIerIQozYzs2pmSy4uU20hiGhUkcnNxdz85EgICSEs84dLdYpIVI1L+KUUQjAz82V1prm7i4QQY4yqy+LMcPUziMYYY4pBg7mJPOMcQd1N+ulJ+g2rVQhBfPc/86t308zEvbai89xabbHFeuXufQnFoLrMVZoFDUFbU23axMxcLNokNknVWo+n44t5ff/e3ss30rPoEwAA3NhPfuizhB/h90J75PGnOMXhjrHu4mFn93THh2F7mKb7DvLRxeN5LpbDwcFeCKGWtjTQcvieqgYNIYSYYgxxmRkz92VCbDcvZs3t627S9/2ybnMupdbWanV3DbrM3uWUltuqLgWlqprSctje7tCFIBpO5vpCCCcrLZcJNxG5WnoxxhhCTDGlFEPcdV3QGKKItNZkWf95HUM/5C631mqttVapsnxJKaWkGlTdu2EYrj7c1mqtrbVSa2vNWrPWwi5Zr3rmyQ6qGuq2nv38+uBi8TLvvbqGzLl/AADgBh49e/H8Zrpr3TMUhN8L593/9LMMwp3A/fRKX3e3P9CPvZZQp6Sty8Op06fcrEup1mrWUggi4hKWaTINGjQE3a2aVBU3s1atWa1lSSCzZe5ORHcLKcU9hND3fdf3dbkgr9Zaq7u0Wttu9k/9ZEuXKwm3/H83W25+svZT3ExEggZNunxsCCHnHEPQEGIIMaWUoor6shDzpLhyzrJbquoufnKYvFz5sM1mI1sRETNfHoFcqUR3O/mwZdGphiDuZq22VktdHpS1Jqri3kKoIVTVIGIh7uYZVVU1hmjN5vmSn//CQS3j6ddudUX7AQCAG3jf5770b/3h1zEOhN8L5+d+5eMMwm1t1cUhtunimfsP1/eGcDrUvoseRSTGKEGCmwQ1q7Oo5n5YosnF1UWWjS29tdqaiIi01mptrbWl5lpr5na1cYIuE4QagqpG1ZBSDCGlVGsttVpry1V5J7vCuIqcTNwt4ecmEmPMOfsJVV2668pVf0v/7ab3QlhWeLq7m7m7hrBc+Hey8czSby5+0nUndVfm2dyXz3OlM3dpuGz/4u7WdKlUD0vXhqBdTjFGy0nc28k61Npai7HGWG23aPTkGkbJOSXxbMfh6Env9/XgFZdr4MkJAACu560f+x3Cj/B74bDO87YWg/Y53jXIPX37fa97IEwXo22jaNQgKYq7WK1zabWKWKuWcl6K6aSM3Jq1Za+TVmsz3y15bK3ZckqCW9ttmLmEU9CYUsqdtCZXFmSGkGLMKcV5nufZzXxZ0umiYioSl1m7EK4e6hBjDMHc7eTzLGc8XJ0YVAkaXNzMxH1ZcrnsQaqqwT2G4GalluWOnjkNKM9Y/Lm0oqguj/jKF+BXmXkTa8+4TlAkaAoxxphTF1XLbtrTmi2XB9ZSWz0pY2vNzYNqPwwqui5TnM+1eO/kq7a7BhEAAOAbnTseHzt76fX3HjIUhN8L4aOf/gKDcLs+iYOe6uxVp/3efj6Vy76PcYhlCuN2M42bFGOMYZ5su9l4s77Lp06fSim3WkXUfdmo0pbVjGX3W3PzEFVEl8gRM1kmxpYgcnFTq1KX7TFlORpBl+vfltZartmrrdVar2SYXtlxJaiIJI3h5OM1hKiadsc5pGWecNl75esereqV3TjdfbcZjNk0TVd67xn7hsrJxYS7VaZ+ZSfP1nZb1pwsCY1B+5zNwjKhV1uzZiIy69WpxhjT1b1HRUS81lbmeSplmqZa6lzmMtc6B3MfxynLmXRp7+6977ikwySRNZ8AAOCaPvXk1wg/wu8F8vPv+gSDcNtRlT7F+/bktG7vC/PLctwfQlAZp20pk7u1Vus0uruIqUhOMeekIrWUcZxFZAmh1qzuNj1pyzJGd8k5LdtgBhWJJ/thipxsCSNmbd7WEGOKKcSosszKyTI1t6y8XGb59ORYBb3yaznOIYQlzMLy5xhSjEF3tVlPhLA7UGLZC9Td28nXKiJzXDZ3sWVAdBehu+S7evWg+3KvQYOIhCsnOviyVNNMRZfzJdxEPCzTlO5mJtaqi4qHGPxPgccAACAASURBVNPyeFNMcVnbqlE1pphirLX2tVutVtvt2ErpcirzcTv3xWFzyfuX7R2+/FjXYyX+AADAN/rlz3yR1Z6E3wthM86ffewpxuH20nfpYEgrnV69X+9fyX6UFF3FWrPjo0tmLcUo1mqZl0Bar7o+p5TiPE3zXLbjLLKcamBuvpxq4La7eE5cWlB3v3Lw3XIcw8nWKeLutbap1JxzWA79W7Jpdybebo/NZSWnLqH1jM1U1H3ZuCUs771yQkMIbrbME5Zaaym1tb7rUkq6OwzQzKyWMpdSSlkm/UIIy96eold2WrnSxrvwK7W6e0oxp5xSSilpCKbamriYi7TWxrGEk5nJoKpB1MWatN20p9s8q2hKMeXcdZ3kLKohaB9SitGsLXOI58VHlRDC5cvHdnQmXT43DGdV5+7Uq6a9w8tTmxv5BwAArnr07MVtaZzkTvg97z76W6zzvP3cf6q/fzXfGzf37KdVztO2HB1dGsdtmecUg7vPZjHo0HdD34lIq2Waps3mOKZcaxvHciX8rszkhd15daqq0zQtR6svgbZM2l092MFcNYSYzHwuxdx35zSohpRUpLb2DZfbydcft6CiMcQQg6rG3Q4uau5zKfM0zfO8nKPgLsMwpJSWmcll8ec0TfM8L4tIl3WhS/jt9mhZdvU0F1k2ednt+7LkZc2ty9nMUkohxi7GTjoRn6bxwoWng0oIYZnMC7uNOk9OuVc/3kyllJRiTCmnNOacUsonVySmlFpr23G6+/SpMtcLFy/mGLpu1XXd0fHl+tVHhuMzw12vSXsPfM045gEAAHwdTnIn/F4IH/zE5xmE20UIusr66nvWrzr0U77tvXqZL2/LuN2M41hrEbfUpS6dnIiu4u7LVWvLgQttnGtrre0O1juZbVMN4eRk890VdMspdjFoSimE6O6lFDNT1Zy7EKNocFE3m+d5WdgZYhKRpeLmUpYtW1x2CyxFfNnZRUXT1XMdfNnsxcyON5t5mmqty3YrKca+77ucxb3WOs9lLnMpZZ7n5V5STCLeap3bpBqunNe+pN7JfJ8G1dpaqbWGUEspKS0XEy5SSinF1TCE03fN8zjN8zxNy+nwOaecU0xx2fzleLOttZqZ1jqJqkpKqeu6oe/7vk8pqkhOKapKivt766HP5m4iZZ7HaWwXn9Jpc+recdi//0jXG8sTU38AAEBERD72hTOEH+H3vPvIbz3OINwWVn06GHRPNvfK9lS1g1RrLeM8TtNY5lnMkmrMeei6oV+2SNFl/mwcpyX8rLXazEVCiEvyLQEmshzmYLsjy+tyhF2pZjGEXqTL6r7M+FkIIaUUYzIXF6nLZinL7ilhdxqeBAmqS0CKiMbwzAJclneGk6vvdueqtzZutqWeLOBU7bpuf2/P3ed53m634ziN81RKabV2XZdTzik1a7XWaZ5jiMtc3DM3d1kOpl+2nLG629ellLI8hK7rh77r+l4l5xT39/bGqCqyaa3V5mbuFlRiSkGDBkkpppRUxNyXETL3FGPXdevVqu+7vutiSmYmbn2X+y4vwblerVTDNM9yfHYej9veU/3BA6t7XnMU+6OZ9gMAAPK+3/nSX/u+72YcCL/n0ckFfspQ3OJU5XTvr1qPr7tLeqlWpuPjqdVqrYpZiiHltGzf0ndZxVutUy2l1GmeNtvtNM3WLMbYdV3f9V3XpZSX+bda6zjP2+04jlOppbXm5lOZW20unnNeMmn53Zpd98lycprCbhuYK4f4+dWj9uTqCQrL3KG6y3bcllJaa+KynNQnIiGGLndDPxwdHV2+fHz5+PJ2u51rNbOgmmIysyt3ZGYpxpzzarXq+/7KNYcnZz+IqoYSTnawsVLryfGEy2+572JOIaeY9tZ91x0fH4/TtNlspnHMXdd3XZfTwXq9GoZWS1mmHye5vNkcjUfNrO/7w/39w/29g8ODGMJu1xwzFe1THg771VC22+3R5cvT0YVy4Ww3fHHtl+XwNZflLudvHwAAL3nnjsfzm+mudc9QEH7Pl4cf/QqDcOvrk969jm+8P963Sr1MrVqzWss8T6OKpxj7ocsxBlURL9PUrNVWp3Eap2ma51pbCBpT6rsuxmVzky4EdVU72e8ypdx1S4NokxZjUg0ifrIisosxtthsOebPXc2WYxn05JgGNzNrIhJUVDWFcJJ5ElR9mSlzW95iZstNSqm1VWvNzWJYDm2PQUVDcGvnz5+/eOni8fFmLrO755hiF1OKXc5dTlE1xJhXq4P9/XAyiRlUl8++LPhcdqc52N9zX8+lTNNU5jLX2ZpZq+NopczbEHIKOYXV0Pddzimu18OymWiztnzYNEnXdSml3VH1MXYpxRSHPk/TXGq7dHRpu9lcuny5X8aryzkt+526tRbEuy6dPtxfrYfNZnvh4pGd++Kqlvv2X7ld37v1XDjpDwCAl7Z/dv4y4Uf4PY9+96nzDMItbtWllx+Ee/TSdwzdfvZxnKzV1qpbdbcYNEXtYgxB3a0tk1G1lDJvNuN2HEutKaa9vb29vfVqWItqDEE1usjJSXYaU+41xpTinFMutdRkzc3EJaaYuz6mnGIMITZt1aq7mFs4WVOpIupubtpERCxo1N32KCeHrT/j8Szzfa0tB7LPZV6OlRCRGMOy58qyC+g0TZeOjo43m+XawpRS33V91+UuL4tUl7uIMQ7DcGWSrZ1cIijPOF2wy0OMMefc5VxK2V0tWOuyUrS6T5OnIK2WNgx93wfRLid3X3YWXTY/nd3NWg5xOYY+x5hSHLo8dfN23G7HaZqmaZ7ycuHf0O+tVl3XxRiXPWZSCN3Q9zLEGDebrW8vSWv9tK3zpKdfcaS9s+oTAICXsE8+cfaNr3gZ40D4PV9+7aOfYxBucadX+sAwvuFusfHpS8fVREtrtZagMnRdippicLdSrLVSS5mmeZrncZoub7bjNKno/n5a7+2dPn16b2/f3MtcxnGy3enlKkFzyNqpufXDbg8YOznqQURCCKpRNGoIIWmosuy3aeYxXL2gzmzZykRCDEF3RzX4sshz+fXM9lsO/TvZhtN2nRaChqgqqmY2zfOFixeXWywLTfuuW6/XXZevnsyuIca4zCaaWa211drarjbDyRzg0o3L3OWyNelc5mmaxmWD0DIvRxhaK2We+74fui7EkFMM4jFoMxf3zXacpmk9DEvOLddHDl23HoZh6IfteLzZHB0dzfO82Y7dJs9783q97rsu7I6uCCEkcU8x7O/tlVZr2ejXHk/brauG/VebRNIPAICXrC8+fcQgEH7Po9/54lcZhFtWDDokec3+/Or1FK2ISnWf56nUquo5pqHvgkqtZbvdzNNs1lx8nss0l2ULk4ODg/WwOjg8PHXq9Hq9l7peVGLqYuqWNZpubtZqba1Ws2Vrltj30dxbW3Zdaa1Za/NyaIGKLjt8Lms2ZdmpZZnRM7flXHQzCb47TW/JSxU5Ob39av2ZqcjQ9eM4tlJMZOg6EW+tLZf81VKuHPQXQhiGYbUaVsOQu9xqXS5fXL6SZm0pw2VOLw5RVcWXI/iamx0fH2+32+UhLCf/Ldtv5pyXBz9N4/HxUatttLHWKma5yyGGZUlqDJpjaq1N87zZbsdpyjn1Oaecl0eYYthbDzmGqLLMD7bWTj4yr4ZlCWlurYYQourh/jrmtN2OZ8+dH+rFsDmz6g6n/nSl/QAAeKn6tUd+92//qT/COBB+z4va7LOPPcXOEremnMJde/HedHx/Xw9SaWVeWqiWslzXl1OMQc1qq7XVUstcW12OsUsxxtVqL6Z+GNar9Xpvrx/WKXeiQURi0hCzirj4crFgM5Hg6u6uyxV6QTyEqBrNp9asmZmLhhBDCimISPVmrXq4OuW3Wzvqbs08urqbu1kz82UHzyUR7WSybhe3MezO8TMTkeUo+WmaaqnTNFlrOeflyIS99bofhi4lc6+1bsftNE0isjttz11P9gtdZhx35xO6NZFmtlTsckx8XM5+UNXdsRAxqqjV7bittc7zHENw8ZRiayYiqtJEc04ivh2XYwZLLbXv2zLfGFRDCKHvYjg0t1qXRBxLraWUWutc+q7Ly1rWruvWq6G01nX53nvuHqf50nShHj9loZP+gIv9AAB4yeIYd8Lv+fKVsxd5EtyyVknvits/+qrUS7WpbqdpWYTpZl2fuy7HEEqZS5lrKe4m4m5Wa+uHoeu7ruv7fki5SymHnEOMJiruZh5DSCmLS22tuTUTV9UQg6j4cp67qkoIrqE199rMzc1FNIblvATRZt7mlnYTaEFF2u509x0RNWutNXMXiX5yxZ2cXH13sr2np5w1BLPm7qXWWuo8z/NcttM4l9J13TAMh/v7+/v7MUZrbdxujzebzXZTS005r4Zhb72+cnDfsiupht1ZEVfKcPmqaq3NTFxc/MppFjGGnFN3eKDqm+12nud5nkW8tqQi7q4iVdtq6GPft2ajtVJqmUspte9yzilocPEY4upgcLO5lC5nVd1sx3GatuM4lxJ3e9JkFxmG4XizSTm//OX3nL9wqV7etstftv4gr/cuWuDJDwDAS9OFzbQ6tWYcCL9vv8ubiSfBLeueg3xft12HOh5vtpvNOI7NmqrknLqcUlRvdRq3ZZ7dLATNKbmbi5863Nvb2++HQUPcznU7TXU7dV2f+1Xue1Gt5m2aal0OJqguLqIhhJSiLYe4L4cthJBi7EVcXDWKSu66LneiMruLzNaWSjxZ6ikiy7V27uYexHfrRN0165Xz4pfgU1GX3XYsXe66nFxkHMdSSplLrW0u8zzPrdWh7w/29vb39oOGaZo2x8eXjo+naWzNckr767299Xq1GuZ5d2VjKWUXe3F3IZ6q5pxFpNY6l+LuyznsIYR5+bAQhj4drgdrq+VKwXme51JSjLutOWN0t1JqimF/NfQpbcbxeLO9fHx5u41936+HoeuW7VJTmWc3F5G9Yehznsqw3Y5TKfM8l1J8tTL38xcunT51mGI8OjoWkSF6nS/J049ucxe6lxsHPAAA8JL0mS+fe4DwI/yeD488/hRPgltQTuFl+90rD/W+6JvLl83qMlmWguYUuy6Je5nn1pq7q6qLLH0VY0wp9V0fUxJRdwkaQozq3sx8npp70LA7Rc+s1WUVp8sy5yeqJys3SymqmnIKMS7Tg6La5ZxzEpFWqoiamYlH0WV6bVmr6e7mZm7moZo1s2Xvlt1iyBCWWT5VlSaiyySkqQQXqbXWUmuty4rWoLq/3luvVl3O1tp23G42m2WTTxHJKfW5SzGWUo6PL5e2u/Uy3Zdi6nJWkSYSQqi1ioiZqUgIulzptxzxLiIuPpdydLmq+NB3qrLZbOdaSi0qEpIsZwuWyVrQ5eLAVZfVfTNKqW07jq21bk59V2rJqppiSKl399paTDGoxjnOtTSzaZ7nWnNK2+22lCJBY4xDl4chfu3SxXL20VN31Wnv/llT5Wo/AAAAwu/b4vzRlifBrSaoHgzp/tX8stxOZzs6v+36rCnFZjnFLoUYdZrGea5mTUU0BGnWmkvQlPLQdTFmM5nnJsHNJWiMwZqZtbk1izGKSGsm4ruVmScHqrtZiHE5Cd2XNZ8W1D0GlRg1aAohqppIOJm/02UZ5XKJnaovFWpWW9uV4TM281xuIu5iJqrLOzSE5QI8dy+ltFqWZZRi1qd0uH+w7vsgMk3j5ePjzWYzzXOKqeu6nFIMoZYyTuO5p5/Wk2sFU1o2Og3L8fSy26Wm7U57X6Yog6oEubKtaVCzdnmahxxjDF3ftWYmS13XKh7UUwyttOYu+f9n792aJMmy67y1L+e4R2RVdTdmhgAEYQSJpAykJKNkepCZ/oB+rn6BHmSmNz3JSDNRpCAIxG0wwExPd1VGhJ+zL3rYHtnVAPUiE+cCnK/T0rIq4+LukWGdq9bea2lTVeHr1oB4HPMwG3NMm8cc/SGXfdu23rUnamMSzFDlMXWavT4e4dYv2/1xr23M1vu26ct1u72+jo9/aveP9MNx+cGPb2i+tN9isVgsFv+Q+F/+6Cf/wz/7/XUdlvD7/5//9V/9yfoh+HVj7/JFt3/yxfFehtnkvoEpPcDStx3pYxwACUtGTjM3iwgiqbW+3jtYA4SEz3B3izDPSj0hZoZEhM0RkaX7VJiIE3mMQcjWe2vt/cs1I93dwhlgYWEmZNj0CGQ0kW3fW996UxGxiBmBORMYY85pNWlZ4oqoHoDL4isV6JmRKcSBdK/xyjGO4XOGWRO+9u399XrtW0Qct/t4HIjsrV237XK5CMvxeHz97Te/+PabT6+vL9fr5d27d+9eauaSRYkQkbMyQsMJJKqR4REZyfwMGWUSbtu2oev99XXcDvPoKpsqI4/HY/ik0Mv1QojIYEeEe6ZHMvN13658mZFjjDGP43jMOfbRt23behNV2VSFmIgYLOj9nYePMZBJICDNxsePH4/Howt/uVGfH7/9m399Q7bf+gNfycOLxWKxWCwWS/gt/l7yw/ftR/228QRlEsCUxJVWSSyoyoXnsKa7J8Asram0zizuaT49MiOtMlkSEYkK8Xw8koiJiSky3dzdjUlViViEwjPMHvfbZd9rDJOQjEp7yRrmZECZQkVDiTlwRnoyM7fGmeGeEeZeY6hnhAvO8BUQJ1c3IAGISgONMLNqda/zVuYu0pjH43GM8Xq/PR4HMW9b33pHxO1xfPPxm4+fPrn7+5d3+9b33jfVrTUwm9sxxjSLp7vIzHArh5KEvjs2wMwijJAAmrbWqKlkOCjnIJv2cIe7MjFomJ1NFcTnQqNTAMy8bxv1luFjjmPOptq7ttaEWRhNGMnDLCOEqZYPI3NOu5sdIvvWheUiYeOb+Ot/cyF/+cEf3PhyX0Gfi8VisVj8w2A1Oizht/gHARHeX/pvv+cf4uA0gJLorQKP6BxNLNHnHuZRTQnVEMCimeTunhmR7uGZpbSIkECET/PprqrbvhExC0e4mSVQ+ZyZ6eGPx52ZlLmW8c5CvsxAEIiJWCQzLLTCOd0dAIs0AICNYXkGt5QmrJW/OngQCFxBLx5RwZv1IJlJqGOGsqgII49jPMZhc1ZdXhMl0OM4Xm+32+1Oieu2v1yvLNybMnMCblY3MHdi2noXbXV2LKJNVSSBTESmR/icPo2JhKWJiggzuVtm9N4zYo7xcYy9aWMh1KgogdIjHAgQmFmkqW7CYxyVDTPHHEN6b1tvxMxETcTciXCqvog8g0+DzRhorRGx2rE/7sfxap+++cE//q+/7dsny1xjn4vFYrFYLBZL+P1/43/8n/639UPw60NX+fEPtt/ut3f2SqnAd7H+31WfZ63InVOaAJi5tdZaS5B7TPe6B5+TnfwWqWJmoJlA5bVs2wZgznm/3aquXZgBlJN4HEeo1tbceRCZkUlEzKIqIFhtCCIjkplLMCnzI9Pd63FKNb6plkwQ1QcJi1NYOBNFxDRDnKV5RHibFK3TbK3t+6X2+krUHePorb378MXWO5gio5zD4ziG2f3xuN/vxNx6a9p678Rs7r233ntrrby+OvF7hEUIs4owE1CpnNRalxcSoteI25gRo6vurTEQmdOmZWZZpdDIdATppioZGpHmMadNszlm33rvrToepoiZ349xjGnuIsxETGRzmjuAMTwjrogf3ePrf/uJv/gD/uLHyRpL+y0Wi8VisVgs4bf4TWdr8nvvsc1PbjOEOYiQRElZhQoZbvXhbhlRWquVf5XpEWbh5pEBYlWtljoCRYaHRwYRqaq21nvv20ZErBoRc87SV091iWPOyOyqJFLCLCLOgUkiESHmAOYY5p5ANaEzczyr0uecZl61CgCYmEDuTnTOebbWAjnvE3Uvc8oUArNAsomIiHsQMxNneFJMmw/31/sdwHW/fHj3rqsm8JiHgM3s/ng8jmOaeYSK7Pt+2fdt35moigR7a1trbduq5J2YM3Ncr3NMNwMyMsxszpERTMmi27aXlh7HMT2agkoxhgdOJzbcLfw40sbRVJX5etnNfMw55rwfx3Q3s23rteAoIio8mdJOq7OksTYF6Ha/E1F4JPLx82/o4zdfzW+PH/3hjfYV97JYLBaLxd9vvr4dX123dR2W8Fv8fVZ9X730a76y3fCcfsxM1HZcZsVT1vpc7a0pc2sqItVaPj3Co4oZiM+Iy/L6wsPdK2GzjMBabKtpQ2auByEAEcGMCHcnQJglouY543lUAEDEzB1I98hMDyYSZlFFxGxtzsnMNq28O8LZElHCrxBhidNOrJ1FrgcmgEWECSgn0NwiQyARMaeNObfeL/v+/uUlM485MzKR7v44jk+3m5uJ6mXfr/t+2XdWrYgZFmkqKlLdEvQ8FFUl0BFJBEYC5BGe0+sFYNbWL1dEhk3ziDwDalAPQWUQRrj76xi1bdg7i7AEs5ObmxkyPaIM2Kaiqj3idEbDzQMAMZVan9PCnRh+u+O4wW+c+v4f/WcPfXf4mvpcLBaLxeLvLY/p6yIs4bf4+8xL5x/sTuMjfLwNZ5bPRs9RzxJwVZHAzKq67zsyzWyMOb3sNRVVkQoiYSQy8q2yoZ4rIsacj+Mo/cKVuamCzPCoG1TF+XkAzJ9vmFWiiTCraqhGJBI15ClEEGmq9WFz1mwnatGQYGbMTMQRKUKVdllzrHkmrdTZ03PhMO73u7mzSuXTAFCR3lpvTZgf4xhzVA39mPM4juM4AGhre++XfW+tRYQIl9F5rjuau5lHmLmHM3MGjjGqqaF3JeZj0HEccxohiLlvm7khH9MtAwSocA3H1sVRJkp6PSbhlOvMzKCuCqCmcKc7EzUVlUtTARqAYwx3RJ5XnlTfXfevv/nWLJte967HHPPnf4npx+sv8Lv/vL37wVj/R1gsFovFYrFYwm/xGwcBF7Z3+YhxVyZtyswR1X/uwszPfBUgamSx5NEp0iLMLbNaE7i1Vh16PiMykGfk5tvUaCLNzN1BUJFqPngThrU0WJOfb8rzc2ovjohURFUzIdWL9zxIBprqvu9jjDInkXUU52ecFt8pO+sK8LPpgZnLB3R3c59zEvPLtmtrkSEs29ZVBBGfXl8TGW6Px8PcDrNpVrLwer321t5OYet9711bM5vHmDUOej8e98cxxigtmol936+Xy+V6aa3VJuRxPGwO9xkRzNJ6mxNmZu7mzhJdRFW6MBG7c4TXGZm5cDJzExF+5n8i3SITc0wwAag6wq7a5zzGjIj745GZX354D+Cbbz9dLpuI3B5z/uKvaBxtvuaP/xt9949uTuuNs1gsFovFYrGE3+I3iU2p5yHjNdW4qWqrIUw3ywgwM5NAIk/3j4WZCWfjuU+3zBSRsvtUFcA0ZPizr5xLPGYikBZpGUTEUsEwPcPL4gNAzAKISCmzSuwkolPXEWWmzUlETfVMp3Qu2VgeJRP11pj5eDzmnERkbupa/hgziXAiza0EZBU9MHNGlIBUESTMbcyJzBpbzQyPAPKybUwUHrf7A5RzzvvxMLPpDmRv7bpfrvuuqm9hoVUv4eHHcdwfx+3xGGPcj+MYY85JxCDKxDFnNWS8vFy0tX3fRWQMGQdmJtdIKNfB+5iT3alpU27CIBISXPZTW5eBmQFikVPKBjByltMoKswkzPmcOCWgthMjc46RADM1VSJKkM4Z9il+9n+P6R/+8L/L7Yf35fstFovFYrFYLOG3+I0SfmgYFAcAEW2tRXh4hDsymGqQkjw9nJ1ZmEDkHmMMM8fTphM+V/4AIkqmDHrmZDIxEREHQJlwC5Em2lpT1TkSiYg4F/0yqxchn8OfzMwiTEREGWGZzMy9V6ILWKZb+WDhUZqw936/3WpLzszMrFRixXV6pLu515jluSJoVfPHrCKn3WfGz2TROc3CkSn7hev058iMmvB098gUka31y7Zt7RTPdYXNzCPmnPf74zGOx3GMMc3N6waZET4ssq4TCzNdiPet60VEiAmZcCIWVpXMmNMqxkYJ7pohzMTC7/ruke4+zZ6uZta1Z2IClCkDmYGseBlYBDJFeOeuKuZmZt98fM3ED776ojchYlFF7mPO++NOf/N/4Cdf7L/7X1n7YElr32+xWCwWi8ViCb/FbwY16NhVVaJ0UcTZxkdVmC7cRCjdjYggqu7u7vfHo+IrL/3SW2eWTDwej0hUCmfdrOrymIhFibn13norxViVf0ASU1P1CJtzjKGqTBSZkYE4U0zK9KuivGQuL45FaqXNzOAR7qKqLNpaa33ad0TrZ6yoqo85zTJCVUt98dP4YkCY3czNyn+TCAK21jTEwiuWJiNU2N9iLgkqIqKqykwAwizeVhNVPeJ2u93uj2McY84y+lSk9ZaZ5p5pTVSIM+LxODIR7tveVZUuVxEZ45jjsDGIpboTfU4zv90fEb5vfet973pMC0c+OwozOSp8JtMDvUlXrRp3s6zAm4rqEZWIGMaPzC/evzSVD+9fIsM9MhKgDiXiyPz4k39Ljpff/xdHf798v8VisVgsFosl/Ba/IcKPIExNqLXGzOZuZgCkGuKUmTJ8utlb1ktEmtk0b6qttadFFpl5fzzGNKsqd4CpMjIlCB4zMqdZs15mWlPdtq1MtiTOOUvgnfGh7gBUVelZ5F5ShhiAm1GNfgIE6qpCPM2q6oCMLtuWGbf7vfYSa0Mv8uz9E5EA6om4nEBiIlQQTXmAhNKSZu6XbRNVebZHnJmf02xOAHvvpZnfXS8qUjGmAJilN51mZm5zzjnHKNWHrrr13pp6ZHZ88b6rNG1NmzZVFibAp1Pjfdvev3u5314/ffr48Riqer3sW9dPH18fx2EPI6QQCfPjcUQmAU0lnmE15T2aR8QkkqbKQplntX2l+JRCz8xEbF07VJjyXFGMWu0UZupM4HG7z5/98b51/Z0/DP1wLO23WCwWi8VisYTf4jdB+JEwlNF6J6ISbWVhNSFVIWT4nHN8HrbpHqXKeutEdIxhnom8Px5HVYN7sEhvbdd2TkuaHWPgOPg4qsihCn+rKAAAIABJREFUqSJz671mRBlgYmWOWopzz0wGUpUyq5SBk5KZEm7GIDCXrdZVoSQixzgswt32bQNgZvxcEXw2QwQzqYhFms+3HT9+hmRWbKmwMBHh1EVv46ZVNRFAeMw5zZ2Ark1bE+HLtmXmw2zOKczCrCzHnGMMMyvxjMzW2t77vnUV8UjR9v79hxqKZRFVwZmHGggS4su+K1O63T59IiirMGV1S4w5jzGZGMgxZm9NVbW3qudjgJk96sCNiYSJWSLKFAQzpVcNo2cmC22b1orgGLN8w6x5XUCFifhlkzE/+Z//q2lx/b3/ItsXXqmgi8VisVgsFosl/Ba/tgiTEIRBldyZCSQBItybNlFKD6TbmGNWrGdkEHNvTeTM9pzmY8yKBhERZklAa+CyN4AqydPNzJ3mFBESdfLH45HuvbXWmjJDBBFNRIgwhpkhkR5ICDEzJ5G7ARnuSfzW7AeWcgvPPUMiVU3gYjbmiLebPY3DSvUU5kQwiEFC4Op2AADUcmOkCIt83rtX1PRk1oNIyR4hHtOqs8HdK06mZjuPY4w53F0Ibetb71tTZdZq1Wu9CVtkWW/pzCU9AUSO4wj3l5fLh/fvXz99Oh4HwpXx/npJs2/NjjHNY0y9bF1Flbn3Zh616YeKaSFJdCFKjxnh7okk5ibSVE8L1y0BoLYEz+5FOWECBeDuvem+CUD2V//7OG78+/8tX786Yq37LRaLxWKxWCzht/g1pjGysk4i3mYnmaUJbb11lfScETbN3EE85wSIudI9yWyOOW+PMeeMSNSKG4hE8mmXZaLSV6qjz9x7aykeoRnBmfpcv+vavDdEjjkIOEqJRSBCKm+T2aqu3MxAzzp0RmRFyChLVEgKc2/t5XrhBw2zBM7gFObIrHK/apPnJ5VVUvGe1RiRRKIq5Qc+td+5PYenQlat4U9hNpsEqtNUlmQ/3MuUG3NmZm966X3rvaJOhbm3xiqj8l7MrSQZkQiryLb17dKVRZm1be9eXhA5x0iKfdv9Yjbt20+fHscI9721MSYAcyfmOryIqBLCJmzmIyadCT0M4Jz1zCRCU625X2ZqTTMQeU56hidREFWCKIfHp9sDw0A/0Zc/2b/8wfFYE5+LxWKxWCwWS/gtfl0hAlEiMwCPIOYqbBCipty7KrPnzHB3QyYzuTsRE7GIuNtjjNvt/pgzPZhFyx4DgZmIEnlu+wEiArTMNLOMCHJ2AlGYO5vLFCJtrTfNCGHiTIqzRAERXDXlYM46oIgIIggjk/LczQMzUyYxgUiE932PzDir7bhaJ6Y7l/wLqrIIZiJiZFT7ApiIzrYDOesozp535PesLSZuKiXVmMkjzhlND48ws8ecNs3Mwl1ENtXrvvfWUUOn9SyZ99t9TJtmw2ZG4KkJM64qTH1LT2a67pc5Zu0dMnPv2/Uy78dxTK/VyjjGNDtUWlMRkXp166Vm8nDzkARJBfdkeJzGJRGfL1pFsBIEEeKR06MGYqkaIBKWkZmNCfN1/uyPv/on/9z2/Zul/RaLxWKxWCyW8Fv82pIBbiKteyRHCpOoNuGmrCqMcCTSEcFETcWPiAwWAjDGfH29ffvxYwAqbdf2cr2otsyMxFusJTMRSe8bEY7jqFI/IhIiJSbAze43T3fKvOw7MYuq9I0jjzEiAxnIqEICUolwhyMTkd9NZyIBMHDum2Uyk0qbzaZZRLCwqopqghBAZYaWAEa5YlWuEAxCDY6W8CM6v/smmM+xURKmruoRZQkCiPBpnkBEjIzjOJ6ZNLSp7n27bJuqurlZIpERFvHx06djnrE4DBCxCLuZCl+2jYF5DBHe2rZv2zzG8XgEkpkvl8u7Y4xpc87HmERWkrU1UdWmygQQ5WexpZX1AtTWJL0NsYZHBISkVHSWGCTqTflZNghgTAfwg68+HGN+fH08/uqPvv6X//OX/+y//wbX9W5aLBaLxWKxWMJv8esp+xA+Q3xOTw7h1lrfujblxskE8kj3rHZ1ykrx8AjzuMdxv91uj4e7t23bt+3lcu2tsWhmeiTOuMhIZOWWEFNGdNVyoapcDu6eEY5JrCzOUlYVt0ZIJjKzqi1PNuq9iZC2NKenYGPU0h8AlOAsidJEpBYNzeJsmRdhDpEMDyNEUCYBUgZm1Ze7SxKDSprKs0IwoooNwEAyi4iKAGjaFFk2WROpHghhrtNCJDNrUybet23vXUUIVCuC4X5ETLOwaWNUp3w1ATKxRczj+PYXv7A5v/ryi/fvXvrePry8g8cc4/64I4JA+7a9XOxT5jefbntvW1NhGnMOc6bRVZg5CeahwkwcmR5R8aTn8Kuc8Teo7Uc6xW0N9KrKU/hR6cPMZEo3E8YPPlzHN38mf/4vf/zb//nXcTlkHyvpZbFYLBaLxWIJv8WvFURJ4QA8iUrVMKs2VVIKgmdGFYETwT08Z9X0jTHvx1Hd5a21675fLtfLtleuSSmyNzfJ/Ry3JCJEZIQ8v5fhQcTJLEyZiHAzymQRYd5ao8QkCndkpjsiVBpEVCQBrnryCsFEPlsKMpDEXMUMqtVKH2XdFZnIjMysSJhkVuZkDq9TJrBU2qc8Az8B1O1rGFKImEsDngdBIBFmrqp0tmdHvIq0psqy9d5UarQ2IjLC3eec0yYyKFOJmsrLtnXVjLQ5H+N4PB73x3HZtg8vL8qqu2TEcYwx5/QDEaJ62TYzezwOc69JWyICZRKNrNVNeIQJC8vn46qUKRQCUSn5R1GST858GWY6LU+i8m6HsEUAaE1BiMicr8ef/2v79mvaf/jFf/RPX/uXd8MKe1ksFovFYrFYwm/x66H6zvb2FBFIlRSU2HlueWX9+n4mQ9rhw020mdnjOD5++pSZvbWX6/Xl5eVyuai0T7dXj2QWludGHieFu6eb1RIdZbIqMxMhPIhIhBqLChNQxQIMCJGyUAMDs9yozPQgzQp6eW7WMRGZe5w+HyLDIkS1JhaFualGOJ7TmDhrG94mUZlUEFpTl4io+oKq+6tUz+9CPd+KJYiY6MzzZGLmTKhKU50qKmJuALpqU21Nu6qKMFFE+LMVoxr+PJwJTUWJtt5eeiPQY47jOG7HEQlt40e/9VsZgcS2dcI7G3Ycj09mx7RMqLbrvo0xp81jzul+6a2pMpOZW0RkMrF7EDsTPbsq6vUgEFS4zmKcYlWbSineSGSCAOLTNWVzZL68XI5j/Ozrb7be1V7pb/5Pkn/3OL6V3/sX27sfDc+V9LlYLBaLxWKxhN/i14VImPmcs3Vikdp1qx09AEzExHKuwGUNbj7GuB+Hu+/7/u56ff/y0ratyvq2bUtQCb+y99zdbJq5mSMj3NO9n7kjSCKAhKqUPTyHA1vfmIgBFVEiVhUidwfg7m5e2Sce57TnU5GV0CjjMOA+5iRiVhER0eafKb1T+jLzaU2ylC8WEZEV+Smfwd9vc/j+BYwEM7MQJ6G3hoS5E7EKrpcLPYsEM9IzqGRnxWXmqa2Z6NJbU+miZah+ut/vj3tEMosS3V5vP//5N5FAXpnper188eFDRrr5Y4wEeus/+vKLrz9+++l2fxyTAQKpip/lDaSNiCirlb68UDnrHEQroNUjzRNjOtFkpl598k2FmQie+Rjj/bvru5frX/zkr5u5CH94fzXz2/24HeOHP9j67S/Hnxt+7788vvi9r4/19losFovFYrFYwm/xqyaBBDnYE4gUFqki8PBEgpPlLfGSntGQZGbHMaqg/OVy+fDu3WXfHekRTKgKBCTCrVSfu3tYRGYkIc4BSjrVDqtWsmVJq1rqQ0a6RUYiRVSFlTCREYn0sMmnbiTk6QSeH08JiEgPy0gkOm1EpCxZQpFIiYXFmTNCACZmRmame5hN99PQK814BpXS6ZG9Pdf5ERkRHqRoKtO9iejOH283JmKVy9bjmfXpSCacGjIDiLMQgoiImkpjUeaK93R3FWkMUVWVT6+fiCBCwrltm4p8eHkJ9znnMadnCtG+b8fcp9l0fxzTPJrW9SZlYaJKr+EakWVucmawZqZnZiLeLiIxQPnUqFWAEZlRvYKACM85IuV62e6PoVP2VKGU49u43eB+/cd99B/cg5ftt1gsFovFYgm/xeJXrf0SnpRE2qCNhQjhNk2EqDHnuRQXQGU8MuU0G2O4+75t18vlerloEx8zwkHZWo88bzOn2ZweFe4CAJQQZmV2DwJURUXbOeMJrjZ5EUZSONKTEkQsLEwQ8qpbcANQ/ewJUCQROJOfzXoCGBBeKSS1tajCkgkBM5iImrZ0j0zOoAQliFlVXNXdCclM8kxwOeM9CVpldkBmSoXKoPYLg5BNxd2UmYhuhCYsRF3EM6dnRJzFf0wA6MwpTaEEiIk6ixCTZ5yrjKIilTEThNfX12nHde+9ESH71ve+XS+X2+Xx8fY657TMBlz2raJ3bo9xzCkq1957b8x0Ju4gqzj+LZzG3aOKGIjKP60LripMlBlzfm9m85vb3TL3fXu9PdyzyWUK7V1FaIxjDMsZ2y/+3f1PLvnDf0rvfwesS/stFovFYrFYwm+x+NUKv4zwreu7F9qEgGnDxxz6/iJtz3BETItjuEhTyccx7/d72X2XbSOCpwtk23pERgQzfNg87q+vtzFmhlcTOogQ8HBLDIYQqTChOUEpwdLO3UIIfNNGRBkJt0g3YxYWAgsyEWEMKKmKeGbZUJqgcqhAQcyNJ9swtzHumft+2ffWWpthNg1El9Z35gM5xnEcjzmHkjSRy2VnJjMDkpiasnDpY2uA9g4gPMxmNhVKjyDhUpsKXFSnmU27aGsAMm08CNAy2s69ytJBKdWSkcGgzsIJuM8IRKqIaE2/xjHnccz7cXjop4/fvlzapszpM2FmqnrZLmP6/X67P+7vr9v7dxcmSnwc0wjwiPv9cTuL+EBEymzmIqIqIORT772F8bCzs885mThrDzC/c1QJTEz3jCakInOOdDObt/sxxogIlrYp/PUvnNW3F7x8NVbD32KxWCwWiyX8FotfrfRjmDK6CsGRQQgVUqYa+/RAOGoq0yMqS5IAVd16b01r+JOYARDhdrsdj+MYY45RaS5E5Jln8GZ4BYRCmCDKhGQkcZIwC0EYAgglA0mZAGUSguL0HqtBT5CSgaQSgm9znglElnFFkSTl5GVSJkUSJ1X1HxLMZ0IMszM7UaR7QIhEOJOf+S9Pr/LURUCkI5OgzFkDqowABBBkLdEl0IUFmhnP5cDE5/EwTwmoBCcwoJXCCXCihj/LGMx0QgKhBEI8Hvfjfretb6ooo5JYW1dtIL4fc+u6Nd22dtk6garjviBCJpAZlIk8uwiZiPntwgIUmVzfSgBJb27teQdU/YMKa1XEI5mgTCrkTJnI8MfjRh5Nfjo//bR9WMJvsVgsFovFEn6Lxa8aPkUF16/4zNRbaypMYGBElbYxEbvnmEZEqrK1tvXeVAFMs8ysDMzb7XYcIyKQKUQgBoAMJEqhPdUHqg8PSEYKIASl+kyMZHwW20I45UcmQEJgqlFJ4ixHCpRZ1e1chlqCkFJd5pXlkpEOypKTSPdEMtCEs2lmzDG8hj+ZRQRIPL2uMwAGoMQ5T/qUZwSqQVYGOJMIQZRENcgaSQyKsxrvewOPdW0yiZKoagNBCQhREMXzxnxeGYIKCMc47vf7u+sF+07PcFFt2ntX1VrtY2IVuW4bgcaYZ2wnERGiSguFVUSVtfJKhZm5ZF2l27xZf3XS/PajwkxMmaDKIFWp5U9h7l0BKNMxzaYfxyHhxD/nX/zp9rv/KVNfCZ+LxWKxWCyW8FssfjUQQJRdmTndXRRExKhf4skjmWBvdeRPHbZvu4hs29a0NsRijOnuLNJUz506EWqNIrPSUCKqigCAu023Z5MECZEwq7AKt9o9e2okfmqPz3vnAEhJkRKTbxOImc8bA0gCCUCMrHZyZIZVCR8jA3CbiSCkilDvRBRmY86M2LhXxfy0mRlZ5fP429KtyiooKdLpbd8PYIIwSxmbJADcPAKZVf1wWn8B8mRQMhMlztzU53UJoK5XAAoKpkZqEWOM2/1+v99fLlc0JUBEeu+X3e+Pe2Y+xhAmvWyXy87EiDQzZlZhEFREhUrZVh8FzmDV7+SoiJROBJ2nfE54EjEzM43p5l55NyxUgnAX2Xsfsx9j3B/zNsb9/vDj6y1l/Pwv2hc/PlLWO26xWCwWi8USfovFrwBmksy9SxOPmMyNMgEnooiYM0jYzMsC8syIZOL9sjVtrBKZ5g56DmFmRsTWe28NT7H3rG5HbfAxkbuIkYo0kU11U+2qTbRUnxJX2wERziBNqgSa78rTawYVEZVRSZmcp0Yqa7A2/bjGQ5mJGQSEZ5XzAcgM90AogwBh7qrWe0REZsXPAAi3M/mUTpmagD+VUKmgqv6LBEWEORNxAkRaFQ4EIFkzPKN031s3IkNAThQRCEhSCT8GMTgyIyMykiiZSKTMOg+fw+634365d7oyS9Nmia37Zdv2rdsc98fBRC/7tnU1a3i2HYJQpYREFBlpZ5Jnvi34MYlwUz1X/s6ix7PwMIH0iEREZKaZJ8DBdR3qSkuIqvYOaYrXxxHR/H789P/68P63/hpfrHfcYrFYLBaLJfwWi1+F8KtBwarMq7m+6rGrLThkMuWTMYe7MfPWe2sNRO4ekSyocMg81+fw/DrcI6KyK9+MrlRhkU2ZVWRT6SqNWZkE4KySg3OwUyi5lFOF0JwTlckAP9XIU/W9FTlUVV1pvwSRMoM5KSMzEsQgwJ+benleB7DIpfcMt0oWZSYgRN66IuizIj8qZ6x6EKjGNbPEJNG5tlgTlCWHiTmBIHq2xp9Pm5xCiJJXUTt1lEICRMCDLM+OP4F4BGUGCyKO47jd7tw23VtTskhv7bLtH969fP0Le4wJ5N6bqmy9eXgJ6Xph6sUtJ7aK3ZNAIGbi5AQIUWUPtWb4nMstx5JQ90yYeyREUhVEUvWJVX7YGwDyAA/DHPGzP5Mf/cfblx8maA18LhaLxWKxWMJvsfhlU1OSHo6I1lpmhjvcXb12/iqEhQhmdr/fjzGZWViEBYSIkJrqJKocEXd/PB5mFu546kCufbZMAwBsvb1cdmEoSxdpwkrJGUhEeuZpwQmzUBKCEpUoWWt1zCFBbz4U1edTK1JZfZWbWZpFOYkzMh0RVU7HzIlARgZqApNJRC+9ccZBjOdZd2iYU9Yx1H5fMtcC4bmEmEkZHggAMY1FSlvWziETwlOYUyiIMiLzbX3vPPYISs/MKIut5lidwigpwQQhhmCiMmDYABvj0+t9u7zotokqczRtl8v+w6++fH29vd7vY86Xy+Vl37beptk0iwgA8xk2U14qf5eXU84oJ+GYs3oshLliXr5z/Oq/RCbMnChUlVmY8fzHAqgIE49p714urdtPf/ZNo2/uf/lHoT9sH354+FJ+i8VisVgslvBbLH65CNOGUAomqGr4zAiu/Tpmfa5vATD3xzEAbL2fif/EW+/lZZn5KS0yq5rd3Y/jcHNEMPPW2tZ0772rNmVlkhqGfAtwiYhq5IsEoKpEhDiHN5H47JaJMsnoNAPju824p54lyswSY4JgUJSpRqjEGiEkw/Ccuyy1KYLWGJjm9XTE7BRvhldFtlR6aW3HERLJpOrmb3WFtWVYa3sMRKaA8OxCjDe/71yuIzAiw59GYrmvjHPJ75z/JC4lSSJ390iMOeeczZxZIhJEvemHl+t13z5+4secjzG6SldVYQ/yQMQ510lMAuZns0Q+Fxmzzok4pS4JAH6mfQJ4ToDidC3zuYh4BuwAROdPDjEHKJO+fP+O23Y/vh0//Tftw5cH1qbfYrFYLBaLJfwWi18u1R7OBCYipvR8Ky0QYWYyr2FD8gj3EOa9b8zyzPlgzzSbx5ju5zzhnBbuAERqT46YWIWbSFNpKsrEOEVRJWFyTWfiGblZXlkt9j2jR4jAp6QC3InpjOo8Kx1KR9VZUekZz0SERNQoKxOSiAlMCICYZ90mT7UlAIlQZkZWcowQg54JNZV1CYBImHH6jSCgt2ZEY5q58zPlhZGCZJBnChETnCgqA/Qp/M7+BHBQnuuJBCEmhoFAZ6AoCMLEYGcikkCOyIywOeeYQpIRRBAW6e162S/7Nt3ntDmti6iIuQeqlANMTAzh7zJKMxFvA6hEInxqucrjOdNG6QmYmQnMnEhmjsiEU0SlfQqLCBOxDYvILz68G8PnvG2ffkLHt61/NWO98xaLxWKxWCzht1j8MqkygXJ38jT6hOiM5UQ+jlk7XfWtpm3btjxzTZgI8xj3cYwxTiVJdBwHMpvI5XoVoqrDY6DSO8ti43xKvqorqF6EKpajSkaBZGSelteb5MBz3w8grZ4IZJwG1FvbXAKZBEdkgIOYkpiTuaJdiJAAK7PDs5rz6oGcgcYcwu6BTCWKetQaZCzRU0EpZ1ppMnFXMQJFIFxPRVdlDxDAkAowiADPUnMoDVbFE8QUSckJJBMpg5gokYxABpIITUhYHMjAZE5kAGY2xwiWqKzSTGRe9+39y3XMGZnTLKIpi7I4eyJUREvzEXmmxzm4yae4BjGLSgXTRCDOLJusM6/XvXdRVQJFRmS6R3i8pasym4iItvv9kURfffnFz45vycd7PL7++ifbb3+Yy/RbLBaLxWKxhN9i8cvEw0e420QIElLdbnQGgbj77X5v2gAIUQ12PvUdAzjGuN3vjzEiszcth6+JEFFTbSqcmRFm5hF13y4itRj3lHxK1IgqzJOJqIrmSuFFvCk/FuG3UckIIpIz9yXpbf2shF8pWpAgo1bouFrywIy3+UYmEJMnmCUyzdzdq8ZAn0OkeKsa/OyilVglVOMChGhXmRnJ4jA5HT+is9L9aWwCcerWtxnK0xusOVV7+5ogBABx/uVZTSHCnjjChaDCwZzuJfyotdoYnMO23t5fL7f7fUxzD49sQqeSI0LCzRPwCM/0DFQii3IXURUWIRZPRGZmmIf7WcRRi3+14ykC5kofdXM3DwB0pramu2E6gK46x1SR7jnuH+XrP333u//Jp7iut95isVgsFosl/BaLXx4i0jIvjS6dmSksSLl37UJCGHM8HgftRAlivl4uUctgRGbu4XPOBGlrALpKUxVmBtyshgUr/zHcqaoYMsJdhJVJiZTroyI9K3YFFCAklwf5zB15rtSVCirJlHTW4oHPSvX6UyAJiSTuTKCniZiJCEJt4HlJLHl2TGQEMzu0LDhRVaqwTjKmPGNOT4Umz2PhzAQE8GnwUKJL0+rGK3eyGh12FaHvgkDzmZVCb4cMlKdXrmXVYiCDkU24dO1bTyA9NfN5PJmUQZVgCrDwdd/C/fZ4/OLbTxbxGJO3xsy9qXu4u0eau7kHkohVWPUsrJ/mYR5JlTOTp7ua+exUrJfUzDMhTJnwrNQYOnU7PdNDASZyj2++/TjM3SNI9NPP4tu/4evvB2i9+xaLxWKxWCzht1j8krhs7V3Sl+/aZZcEzKxJU229c5WOjzF6a8rCLNfrZUwb05E5zYbNiFDVXSq7BKq6qZhZurt7ugtTRmREpWyWAUhMTVQJytyEVViI5NzxA5CUeTb41XAmnekiNfrJABhngftzyw7VhnBmTyJBoNyEK2IEb3OZXo0Ep9gSFhJOZBKxsAoj4jmZevaxu8tZX4BTxp7Dpm9FEO5zTEIKQVurg60WiqpDUG61MZjCeJsRBTIj88yWCWKCIKM26yIyIwhoygiqoVfK5JqSzWetRSYTziaNyCqjV+WMeLnur7fH4xi3x6FMXbWrOsWROd09wiKQqcqthj+Jh80xfXj4mWvDRKSiotRElLkkeGX5jHk6lEQQUZbaEq2zrsxVWMSc436MacHMfdv48e2nn/4Z/f7vsPa16LdYLBaLxWIJv8XilwEzdfKvtni/iQL3+x1hQEsgIsLM5jT3z+/SVJnkGNPczZyZVESbEsjdbc45jvv9PsYR7lqF7EzCpKJ705d971z21yntGGew5+cfb9D3v/j3mURvfth33z0nPjORoASj6uU+f1yqez5zKb97lvob+uyBPn/qzzM5Pz9IJpybg/S3z+Xvnk7++/5I382Cfu/233+uBIgJQtCEA8hIs5BJDFJJ5Jyzdh+VFbUEmNmECdlFara2MbOqVspo5pw2jYCMTItk4su+l/NXQZ1N9LJvmzYQPGKaPaZNs7qQIlXiCADmZwJqJoZNj3CL6Q46Cw3H7VN8+kWfr963sRr9FovFYrFYLOG3WPwSaAzFfL+hN46weQyR83fxiJjTxphWJQ0iRAg/kx/NPRMi0lRFhIkzk5CR6eZVCX5u8dFpHJ15nlLtfGehgjBL9bafW3Nnjkt15FX2SZl9n4u68sgYp8H3nTh8NqO/6SWOrJzMU1y9wSX8KMAWge8CY86OOpx/TACCfJNnTyWYn02WgqoCrzYH6Sw8IHqrFsT3BCk9n+BMQjmbEiIri7SqKM6Em2et33mSdWxMpMyRFUbjbhPMIiSMoHT3FFKR62V7uWxjjPsx7sfICFNBouy+knmRWbEskZkJropDqRFPIibO+mFI95hwkioAZDozPwFkhAHUoKrMTGZubhnZex9zOupGbpnmkYmWRjke9HdU7WKxWCwWi8USfovFfxDhJ6Q5XjZi1GymVzoLEcJjzHkcw8wiTyIzIs1RSR6quvUN/J1qos/8sRr8E+EmIoR2fkFMECatL0D87Fegt553oCrM6c09e/bInQ/+lF9/yw/8u5xiLE+7j9+EKJ9PYmeNAb0lUp6n+j2ldj5BPJ80P497SdRpnmKJ/taz43vy5vtmX5Uf1N8Talr2FHuVcFoHnnQalpFRgkyINDNqY9KQTGwMJSISpkQS02Xr76/X45jHnGPOiJiTmahUXsnIiDBPC886ABJhEqaIZ3kDKDLHnOauIqqiqiLMzCpaOtMjcswSu7XMmAmPmlnNiGQii3D3hO/7JrCYr0jHWvNbLBaLxWKxhN9i8Utga7xJXhu7T/jap7ybAAAgAElEQVQEgYVFmAD3GGMeY0xzdw8WdzdPs5xWQ57ctPXe3d3CI4IAYcZz7K8SIJvI1qSJtOc6X3vOf/L/2zxkBYY+9RH/HYGXFbvyd3RDPr3B5xYf0fe0KDFYUPGexERgpkjPMxS0xizjqS3z+wLyc00XoDj39LL2EIX42SbxZuZ9z408VeX3T+Rz0+vZR/+2fkj5jKXJs0avrMIkhgAZ8ISlp4cb3ESdhfW69eHmEUz0/uUyxnwcx8fb3cY0pibydpDxrFwXYhZS5t5UVIhlxHnFEjnGHDanhzBftn697C+XS9fWWwcw5jzGPOb0R7jHvm8qchF+HMdf/fXPPbOpvLvs9e8GTPTh5eV13H7+Z3885bfk3ZfrPbhYLBaLxWIJv8XiPzhnDAkh3NMcGcIiosw8a2HPzNzMbBKPOc0z4rlQx0zViFfGUAV7ZBDo5bJnb4gggjKdMS1PM60El/JzhjGfa3X0nerjpxji74Y/6f9h7/125Uiz7L619v4i8hyS1X9meqCxZFmQAQESYECQAV/4WrDvBfg97RfQQ9hPYcs2xt1dRZ6M+PZevthfRMY5ZBWrposNwf4WOKxk/omMjCR7+OPaey0cFe05njhyJh+0dVLTA6zGqWH0zR+TnoebWM319mDFR3nD6emZ2bmMVwEx+TAGRcmAJjsSMA/wG67hOLCgM230OPTBt2W3GZVmREpMjXAYQI8wGqGqBE1jMTKqwpCIyL71jWZ4fnf7+Kf7x08vUBpwW9vzbf346R4IAos7MGy6o4ABzX1pvrbWWmXhmAMQQyOvExipLfveP+K+7XFb2rIsrXldzx75cr8Laq19ePf8/vn56Xb7zXfvv//hU+9923aaNbN62rLE7zz+ITaDYpp+U1NTU1NTUxP8pqa+tZSRjJSj+goiqp4bldTSq34vI7Kz73vvKYiCH31uVhx0jkYCMOPT+o7K6D36xpr3Q0QthhkBN2LAlEAcCHWdiSx77dxxs0sQSuGdjSU4vFr/4+sb51TneLadvQ449uogJ3VZxlO1v4+FOgDwkUtSGCZRNgI5hw1nUDsezmqYeIR/HhUTh2t3nOt1JHRg76iuwJkSQ5yd9jaWF6XR+Q6KHHkwylTv3eCNbs8R8enlnop3t9vS2vNtXVu7n5ULoJFdo5HezNx4ZqvmgHODzihTNnOj1Vrgfd8/3bf9tjxl3nJtzb35bV22fX/Ztvu2E1xbuy3Lh3fPGfnxRRFhx9lv2/bct+/YP2mTIWay59TU1NTU1NQEv6mpbyoCsW899m2PBYqI/b4VlERGj16F5hAiYge2fR8WEbEs67qu7i6pR0Tv1SBnZt78w9MTpfv95VP2vm8RCbciDJkImFVrHJSZIUiZ57zl6IFzwg6nj+fA5oX0vCZLD9Q7ifEV+HnVCh5O4AF3iSokp0h3FyBqBJkcHJs5DtPceTTv6RiPTFVoKCgZtBx5MEoO40+s9cHRfEfqGOWst7ucuA0WNBHVX3/W1oOpkU6TrCqIkZwjOFXGaSCz76Ggsfd93/vWe0Tc2mJm725P754+RUSPft97c/vC9qGQygxEKmC+rEeGDsxoZQEKPWKLvu/djKRl6p09327ru6endVn+/MPHHz69ZOq+7evS16V9ePe8uH+6v+y9A2ytZUR/+cF++H+W/QcxX+DzT+LU1NTU1NTUBL+pqW8lI9yEuEv3lxfaYlKOlEYhI0eYJypmBJmZmRB7ZCqXZQUgqOgQgJF+5Hbe71vve9+3Ty93RTixujX329Keb8v7p7UGDvU69KS8H/sl6GrnMiB/BPzKwLxkaArVqFdJnqSZLdXy95g51XH0ER9qZkZcwC8PW/B0/OwEv8PBVAKGY1KSX8BufN4L8YgfxbnDeC7+mWCgajfvHENFAyD0zJ6ZvP/5h08CltZIZKYbb2v7zfvnzPz+Y269Q25GA5fmBMw4+DkB4pzM5VmqWBeOJNGat+Za17p/7/3T/Q7o3fPTh+fndVnePT/v+57S9x8/rWurfU436yQEI172vucPz/6n9vEfsH+ifZh/GKempqampqYm+E1NfTPwMzPdmXdi+/RR6/vFJBoBITOVsQ/wI1l2UGSSLikiI7P3rsC2bWZcWrsty7K2xc2IP37/w3Z/yej7vpvkbm6+mDd3HyTAFFDWmoTUWZ5wrL/xiLjkWfBwAtOl8+Az8Bu/GuDnZmaWR1+cjjfUwzRjG6z4oLCzuaFuNKOZnY4fJaoq3gFAKYNG5YMyRSUEJl8lwrAiOt+muxznNSI9Lwg4FidHuCdQ9iRH/ugAP1YXH6CuzJ5dsk8vBtyWRuW+dxlX9+/ePVcj/PefXrbeocF7tfSYmbuUKXO6N5J7j9osdGfzxc2qhy8lpSJz9Bmmeo9P2AQ8Pz09Pz29e37+dL+/vLzct/2+7e3pqS3Nw7XvkkA2M2/uSPvh/4qP/7B8967LZ6vD1NTU1NTU1AS/qalvA34Es7s6kZ/u23PLW2NrbgAUI4Y/k1J19AkKwUfrgVK69x7RI+Ld89PT0+3d07M7CfV9u2/btu11HJJutrg3MwepEXhptUBWyZKPKJTTHBscaHpQD0Y3g6zAz8gqnzg+VF7Rbxys6hvG6OYJb5KAVEKSg3m+Qc1ajtDLkarioNFEjVBN5Dn5eRKiqyxEo5A481iSsNOcG4w2XvR6o1DjrtPpq5VAghRR7w0D8yz0qxqJWvNTipnKzK5+v6+31dyT9sO+JdFWPK+r3kkZmfHH7/t970uztS1G1uyqICcXNDcB2rddpJkvzdd1rbbG6m/c9r71bu6k9ejb3u/bvu07gOW7Dx/eP6/r0tyBj1vfSFrzGutNSMLTbXl6fl6flk8f/+/4039a3/0h/J0m+U1NTU1NTU1N8Jua+kaiObEI975tf+off/vh+W9//9ubWwMIrcbve+/b3twARQjCHtlTdH//mw997z3s/fv3v//tb5elvXz6ROr+6dOf//jHzHR3CmbWyNXNyWWMeq631qiMHiZQGr7Ysf9moJME9j0gmdFoXgOIdhiAYzGOP1ng9xnrGkl3AP6o6WP17x3kSbLZmCDNZIRSyXMJr7iUjnMBDhUDmtnztAh5qfs7JzqNlkfDPI9GePPH6YYiIqyswaMT8WGBCgAavTl3kcpQFp5CorQASQSwpryngU/gBux7fOzRl4jMxf3pdpO47f2sjz8PHpL12AWaQSLMIGT2beu9kwSMZmb+7nkxdwmf7mCq7Nj7vv/x+x9etq3iXn7zm/d//oF7Zuxyb7/58GHvfe+xR3DbxTtXb/3lSdud73OS39TU1NTU1NQEv6mpbwV+oOgh27ZtXVRZ/26sBm47Ss2bm5GqTnHB3Nqy0sybm/P5+XlZVyvzTdEj7ttW5d8Oq/SRZmNU0M0azUEImbAqMjjq7gb4jRFP6JzIREp2JF2++QTEZ4tyn4Pfdd7y7aNmb15WFuEAw6xklbNp4otvUc7lGCHlmbgpXqM7eeSUHkh4fII6C0JSZo7ydvK0+8ahQI1wUhhkVF7OptC09ia3+/YkevMb2YAt8h6hHAh9Wxak3BiZkYkRPnpAYCWVUo2sRkczA0evQyphBjNLs0zSWmsf1qUu1B592/ve99ttfb7dltbWde09Ukmp6g7L80ypR7gC9x/46U++/DZeBZ5OTU1NTU1NTU3wm5r6lVTV4wnr4h5pT8uyNCPcynEaP9zo7m4OycwleGvLestMc3dfvLUewQTI6BG9p1T8ZqSBzdjMWqWsFPykmDKMIUh9kdWOPj1eqhweyZ5HucJBcvziEX42AMOO5btqI7QLT37eL/8jB7kGZL6FQwJloGXFpVw+t47SitoBtMNCO2Y+SdDAAmSO3Bpi3DnsOh3g11P3vjtsBczYSEo9QgXwZqt7Nk/lSdc6M041pkyddG/eWvF6AkztmUplRGYSgHtzf7rd1tvqbpF6ub9s215hsHfbJZh5a4zet9gzU6maFwUQGYzI+8f+53/Ip79je9Is9Juampqampqa4Dc19S3IT7SQ9eQCt+atNW+V2p8Z2WO0GlSdegIknFyW5el2I9laW5alokEKY/Z933s/OIdmbEQzX9xb83Zwn77s0f1CWuMXkjL/c9No/zutvrMd/tjo+0uOfDUOD3yFE43Y9n3PNKMBq3Pf8Wm7k1yX9m5dCCiP0dY6K4OJKEp3W5e2LivMACaQmfXk8mxp7u50JxmZP3z6ZGZLa+/fPf/2w/uUPn769MPLy/fff/zw/n1zZ2uhrKAg8wpQRfQg79xfuL8wdtkCn/9jODU1NTU1NTXBb2rq11ZKRgY8uKA9JzQa7aSISgFJlQU0cjXLFqOT7t5aaxX4IR02nvYex3ZfGuhGNzT3xb25j7lBIDP5c3a66v04OvwqyvIytMmjjx0/YciN3cEfhV98BlBvXvwLCfNgPI5tRJgdNRKkHk31h/f3wLbjFcLxpvUJIVZA6Mi20XHwMytmdAkSRrrhifYScd9DUJUYNiOkvXw/Yu+9R5c0CtzPMwDd2MyM7OM7osjM+r2gkb2auUd4ayMzh0xlZ7RuttDM1mXJzDu49W601uzGFULvva5kXZCIju2u/QUZHGGr0/SbmpqampqamuA3NfWrqtbSOrzZTXyS7dXULUCpMwCTR3fCMQc4Ylhaa+424MQIsEuZCXBpTRkONLPmXNyX5pXqab/EpBsMxS/gGB5n8nPAjz/5LlWRcLzfBfVIfvXlV4Z8RXGs0vXHi3kwUlU35JvDHuUN5406wtHqcHzGR6VePeX8jsaZemFhKCP2DHev9rzFTMqM+HTX3rsyU0glj9DUAfAySOX3kgSNAzuHVxkqAs/s3cxoVicXSkKAlmVdlmZm7u37Ty+R4bDmrqUByOxF72PKtO/Y75V2M3f8pqampqampib4TU39+qoIf9Bla+QiCnzjQcFecw8BMxuDgofKyCtSdLNlaQpmwCE3a82ae3NvRxMc8Sv9Df/IgPnPVjyQeVzXkUdqmZLl0Rqh89qeS4uf55zwePyn1w7rnp5JoBEd2PZdAg3Piy+Ge++f7huI6muso5XvV4YeMpWiZa91R3MzM3cj3X2ByQxmIO8RPaVqjR8lGWlmywJ3b+4kX/Ytlfvel+Zutrjdjz4LAwJg7qbdgK5LBOrU1NTU1NTU1AS/qalflf1gpOhd7svN3XvvK73AoLk1925GUJmKZKa36kPPTy8vT0+35+fl6elJGT2C5G1dnejbloBT5fi1GvEse4gw4ceCON/IaOAl0OVKOJUc87Mcv59BaIcBhdcu32tT8aekz9YWCVbdhDSySC/vorNI4awxMAiP4Vba4ffpHLRFEXeNeo4xUAMrFpWQkTIyooI0oaqVh0ZOKEDKLN0ECQwkA1mtjAVvQhcAOHhbmsAEJPXec9iOJjMzg1lkZtV1uAvIzIh8uW+Snp7WZVlaa++fnz+93Ld9772vS6PRzXokJNAIUmmxrfFi73/3URP7pqampqampib4TU19EzGlFEX35tYsIoNMh0l2rNBlZoZ6ZEQ0iEBk9H2vv9wvy7JvAunubA1KZIpwoBndeSz3jaMdLXxfie/nMeTJL7EcL/oK+H3NF3w9SVnPHi+5vtEvuKb4csioGSsIh8Bh+OHqpvLcpnwrXQ96+VQkiaNugqCxMlqUmZlpktv49LWz5+Tz4pHZU/WxAjjt23Pqk5STIq1qKXAMnoKyxwyuEUYzJ8AghYyMlx0gUlpaW1rbrXf0qo4wwswYozaRIBTa7/by5+c//LOP9znsOTU1NTU1NTXBb2rq20hCpMzbEbOv3nsTRrhLAUQqQj1yj2i3ZGYK9237DmitHWt+5uv60neS67rEDoeasRGH3YcT/IyQvub5ndyna03CmAg8wk1qvfBr4PfT2DZY68GBv05e6ImkrNJ2+LEOd5qDmbp2CD7cvTcadYXCaEofzqQBIONIByVpkBmb2xZRwTyrV3eeKqPVoJv7Nkrkx0kmlcbqgTeDu7lREMkx6OkGc5glmWCICbiUZ199pdDAUpJ037YesbR2W9fWfM3WMyTVozQiMUI+M/vLx/sf/88P//RfATb/PE5NTU1NTU1N8Jua+jbgB4S0ruue+55Jct93ppqy9+gRfe89s0f2yD1y2Tt8gRMAjWYWPQgsy+Lkn//0R2W8X9eXCJYTdcLOqKb7/7urU1fhVznQFw9TGZ43N3tsYorAYoQYqR4BwA/ISiHBFKrfwQgnm9ltbarZTp6/U1RhLzBzwMkQembmibVAZlTRuyJTkVqX5d3zUyjv9y16P3lfqVCsrd1uT3z/G9qkvqmpqampqakJflNT35JEzFrPHrBI7X3HvtMkqPfeI3pmj4gUgNu63G43ugfw4f37p6cnMxNEM0KRSdLc27Lg5SUzkyMg5rGPJ1UzAC7xMA+37Ui0NFZpO6WTFM+Q0cqYoVdQzLj38AevVt1nXHQe7AxVGftyJ41ImZCiYEY6egx+mldHS8OotaCNboIytXBNFhUehQ5H4EudymPyVYKUOtzWwig9cmDGJXj4fLxeJAJuXJqDqK+t3s8NEg0mZeqYHh3vdWmFH4hX/pwlEoAoqgxB0uGG2tCDQDK93gJ5mIQnl/YINyMc0LgIo65e48sjSVhG7DuwzD+NU1NTU1NTUxP8pqa+Hfn5px1dJuS2bRbdEqR6RGQmFJkQl2V5fn7+zYcPW+ZLj9///nfv372rXj5IGfHy8tJaa3QziwhFOA1uBCsQhDrI59g3g2SEYBjdd6yO+LPoPYE3JmGBoRVgmB1ZJ0cSzAl+Jyi9dsZGh94VKDNppgFB5wN5At31xk+hH47xU5ad9ZoGR/PC2eQnPGJdDlyEkAMJ62mZ48e4cOWyylSBLI94z4oCPQ5o1gCMbcysMyGwuNEB+B7JgAEZGVXOcFC1gFT2gHaKBnEUt1e2J8yMLoObUkYurYmMzG3flRJxhIAyUxGx73vvvfDeqlIiVbPBNaUbfe8vP/SP3+PpdzPWc2pqampqamqC39TUt1KKu1rPPcXW2tKsZSA6UCt0zBxNDwLufYP5ui5mXjXuyux9770Xd2Tqft9S+mL9Ho3KigXJnx77PAw5/VWuwMNL+8JJ/9UInGjuOSr+RGhwnRHKuhyZqNlKXYv+DAZSSrAYzwCrzgYCutAwAcCJWs9zIomoI78+Ga8x4IONxztaQl5XamkuWKDmPHm7rZ7ZM6P3vfexmvgzZGZtXbUsk/qmpqampqamJvhNTX1DhUB5jy1S9LY6uG89+lkbcN4A2SPcfF3W5kNlKJ2WUSr73pU65yePRnSOCUGz6jEo8DsAD/qc9i4+2znKedY7DP/saEx488xjnvKzcJcH4j1q8Y6ZTL7hvfOF+tpq4lHP8Djmq9M+69GPg4u6VNOPBFGAZqzxRyNFk0GVf6njHEa65jUCBkc6zZEMo7PugaDJhGPotN6yJm+dNJpRRiUeoC4gpR4JCjSj0Y1mdK9CishU797cbHximjU3k1vEDkQGP+/sOCxQXUBXUkTm/EM4NTU1NTU1NcFvaupbK4UQ955774S1Zpk9j2q3co7M3Vqje6Sctq7rsixV55ARY22PMOPec9/3QWQPjKIZDTQBLlBCRgw4uGJVtY1jlNal9OC2Y5ByIOgYwoQAJITXHmM+mvVqs0xXpDzXBYtHTsfvc39vzJx+Zcfv3FY7KFHgZ27h9SDn1t/bFcbjgZPcDruO5wQqj6rzBwIf5KszrrMGYm08erYU1s9WWSyogU251Zqf8vIt7D3MzZ1maG7mTvcEa/S3ZoC9IYWKF3UzwxgI7RGqmc6eryn+QX71DwEphNTh41ufmpqampqamprgNzX1jVQgsfV8ucf+nLitBRg9o2cI8NZaa740ugPm3tZ1vd1uS1sKsU5sEqBUZqAa3iqmxcpZMiMtAQrMeMVNxxAiD0K4+nHHSfJ1G/tRgV7tDrUW96r47wCMr3z8g0Uuk4n8Qg3fT7GffvyXP3t6UZAyI6OKNCIyjoTM0fkOAYhKntHInYlUpLKeKSWUQv7YgOzbivkxDmqE4zXfEmeL44XZEvR63ACleg/zcU/0sObefGGLzB6xbbuZTrA/dhdfncN6u+H9dy/PvzO/Ydb4TU1NTU1NTU3wm5r6tpJ6j5dtu28WT07CyGp6SMCbe3OaiWzN29K8+W1d3T0zeu8sB0nqmSlVtqeT7uZubmeT39GWfvpdhQO1HCjxZDU+YG/cMHvYfULmGESsAdIEkOcqW1lbD48rj/DPcyD0JJwEKjTzWhZPHQYbec6C/jT4VXrp5R0GCeMVONVxD6QdYaKPAJnM3PZe4NcjUorMjDzgSQAiIkbMZ2ZmjwGHo3URqmcnICHHx6jD88gTreTSM1WUZmZ6OIbnyb9trj8uS5Vy8HBIhQqaqbVDQ7M6oJtpHDhTUmoElB4QSFiCsFW37/ZJfVNTU1NTU1MT/KamvrWIEcB432zv7WY094E9pJvRHKQIa60tzVtblsXdInpmkvTWFFF/ezczI9sAv5KZkaoxxCO08sF9A2102I+6gFPNBNqxsgY8AAaEOz9zB/EG/B7TpJ+B34M78er+N8qfTvWsWFJ7m/55HRO9DqZeUBDSK/Db+/D5ImPAXbwawxxu37FXef0RqTxK1fNcgxzFD1QxocYK33meVc1nBXM5Il7OWFGqMmYuUaNAKhMwcxY2I2qpUJmMoBGAka2105nMV5Gm51esngCblluIM9tlampqampqaoLf1NS3pL7hvaUyI5SZsIciswhw5J+YF/VZ8xO3aMZHRArMbHFfjItba4P7ThLJ6o57i06PG5ecFh6ziDV2yBPDymSiwdwHS/JV0Z0eeSvVkfC6xeECfl/iOOEYfbzOOv4E+OkcVH2F05e3EFKpBw3igaK1ZFh+2FXlkunndt6fQJU/noX6hQSdY4S2PsFpjkbNdoL2GoyPrTy0TNC26AnQbFkW1Rjqvtc33tYFUPQOiUcxR17HSYk9RJis5bATJ/xNTU1NTU1NTfCbmvpG4Ady9GsboN77DsuUmXlrtTxGpbMtbVnX9fb0tN5uJJXV8WbVy36GmgBora3NVrPWrNw+Ahhe1thLu4De+L/BdYUIZCNqMdDsAX5HA7wi4YBSQpqZjrnMR/PeQYlnSfoV/HSCUE2fvta1ex1j1POn4ZkjpPKIijGSZiiDssA6JegCfjqOfIJfPhJQh936WeCMe5OlSZnBIGhAx1idpGqWdDivoznRRMCUenS98wA+I9PIej0OP5DAUrSfuaXUk+YwQ3m/7k5T5qa9h1QxLZn1WsvHZK6bwVwmZjXAq542/r1BaE/v22/+Zm/rDHeZmpqampqamuA3NfWtVdEm5u5uGT22DClHRKP7tu1mWNzX29Pt9nS7Pa3rDarKOGveMntmZgxYUqq5L80Xs+b0Cqc8BhQjpQxk8mG7HRtnONmPo9bgqgFyKGcpEseK2fUIj2yX+pWOGjpcJzyvDp6VH8mD0XD6hZVVg+Pnn7yEVaHOq3WJB+Ec24a6dupdUlPKCzsoemR5ZgoyEpdPZwBZK360IBlGMMkgyZQq/YWXAgylaGDVQpCBMZuaVapOZsXyPAY8R5grhILVrAtpRndzGAkymYnHVxMRlOrNzm/LzOCKPFc6z8pECIQ53v0G3/1B3malw9TU1NTU1NQEv6mpb6tIWTU2uDdT75EISG5GOsxDG0FrbX16Wp+e1vVpaWtxHGFLa/sWeyozTWMNr7kt3prRiWH3KZWqaUYopbRhPulIPHlDoqh+iKo0UDGecKZWnk19R2PcOcT5tiTiynt4TWaPvBJc5i8v3PZq0PLHXL9HtwR09qUbjznRUe5w3B4wiMsUKHLAaaPLaomOBCuQpWxNjap0GJFSkoaz0S/JYJokZm45it2tVipNKfSU7AhiGR2LlELldz4u0aDUvUogAF1NR0GpiAQhM5ovrdFMwJ6ZESbClIEto0d/d7u9Afc8ydqJ5Ukf/hDv/jZhmJmeU1NTU1NTUxP8pqa+qSTA/MO7p3e+xfbx+/2lGZfWsJhA0pflyb0RLgE0wDLReyqToHEheobun14W8nfvv/vw7pkKyzSkIvaMPYMZ0RMRVSYuqCNqvI8GqxHHY9GsJhjNjWbQY04SwxgDSXe2ZsviKEI6g2GUeAx8UvoxpqjYkyuOvHrseMbZ9V7HxecN7fUpXra9oJM2DlAu1mksYrh5o2pdgpAJxoMy61A0mkwO5shGUdSzkRSTqurEVPa8rMwBgAx4ag68qsfIhBE9aUlP23o/gnjeyl5jb33CZqOPQzSYgRyV7mN1EzA6LYWsUoq6+jti2zEKCW1Z1hRf9n4QcsNv/snz3//LPy3vIyf1TU1NTU1NTU3wm5r6xjLjYnq3sCn2+32/35vbUR8HyJq3tqytLe7N3UH2VEQ5WTIICROd1txvy/q83vr+Un0CqBHQTGTWHuC5yyVkjtlFjmU2DvAz0CrahWfm56th0IuDlCOa85KVcgKaQKujvMW6c/bwK/3sxIWBdCSQvn5UpDJ7JkYGKQGwMmWOV+HiJtYHBAVY2Gi3SFJZBYfjMphDqSSTNNYXwmukZ+g8No9gFkqIqDMZb1eRMZHqZ92flGfc6ZvrUi887dDj/jG+yQvv1paexkkQIMVHPisk7JX46u7elmVJwbctIgOCO3/z9/n+bzbZTHSZmpqampqamuA3NfXNtTR7tlh01/Zp27be90xTZka4NzMz93VZbrfbsq7uDWRkSkQVDigy082ebk+LmZtF7zpg7012pEiYDap4vdZ1emmPuUIpkZcpzuOng0wi8r5twLWT4dHCPo7mNLPPwe98co74yp/SJXvzFSSSAsiiqTL4SOHh7BV4jenJFKTiUAJW9EfJzMvZC/aMwioaJcFAVb4NQ5Js7z1CIYWyqttrcW6U/mVG5H3reMyf1hjpaPyLzDw4emRsSlDlpkqHF6lXsZ86lyilhG5qxl8AACAASURBVIEiskomCFa9BpPMo98PByWWIZlSI8ytLW1pS+QOCcszfvtPNntCzD+CU1NTU1NTUxP8pqa+vW6N77lp/9j3F8TeI5RZ04TLonVd19Zut9vT0+12W5e2AMjeCRcU0XPfoXRvt6U5QcW2bVTnaIF7YNa5TPeIHvkqbp0d6l98wjFOecXFN4xXU5E/An7jXcivnEwB34CdV+CHUTpxTqo+bEseffSvLcIffysal3WpsNRK++yZe0T02LOK23Xf972Psr8YIZnj3EKjBKKq1HF4tlXx16MSeI45zMtO5HFq5T3qs43Lt3AuwSr3hTqmSZkPc3A4eCSbs6cys/feaDhq7tnW5cPv47u/vWu6fVNTU1NTU1MT/Kamvr0ILMwlfsj8IfveyNYaD2DIFMDW2rIs63pb22JGZWaoOauBYO97M3pbnp9Wy9i3l23fnWkSkZX0WKOLtKpfqNgSfulcHkYcjto34oIpl9sFWV5u3hFhiWMe8WA5vi7C42c3RnfCzwE/8vNRTx7veWz2cRiMJO3MEh1n0KtboqY8Q6lEHBUXmQmkUVSWfRcRe4+9R+99j+gZde3MOJYBlYdpWb8a87JuPKolytZLXvotJPWIuACfBvUNM69qPa47gDr6J44VSgJMo8CK/BQv4FfZpONMLBV7jwylmEd3vN2eb7/7w/35Q59hnlNTU1NTU1MT/Kam/gpyI3Pj9ufQHcS6LCSrx72sMDO6e2uttWZm1diHSJjhaJ+Dmbvd1hv61jf06FWO4K96wkdHnb5s+PFz/Du39Yg39QiDRmxUx5+5kzyW/44cSUF8NNe9QT78xF1vwQ+STD8KfuKR4Vm1g8SjHPAY9Yy6qkfiaCoV6hE9IiIiQ5KNMUqllFHzmdGjpjqV0m1pzRmpYfplFkxnZj8mP92qsE+jbz3TGCAYMMLyAX51rR8WIB/rjzxSPQ/SHvxaQ6spjm1NDiAcrioLAwdmmhmZhZq1dzjub+vy/rfbsmqbsS5TU1NTU1NTE/ympr691gbGPfoupy/L03NrZtF73/eIaO7u5m7lYknKCLwezzPCSHts3qF6Ht6glf14G8JPEde5NfbjPIYxrjkqAXgsCpIiqpzQvgR+B5dlRn5lz6xQqEZGXxmII4bFBMXXPl5k9ogBhEVlkQf4ZWZE9L13jnq9cfjm7u630egAMxAMHQt7mTrAzzIya5xybOqlUkIk+2lpkmCiv7JRz5/1NfwdMaUpIflZ8f3ZaFF0y0t7hqBQGm2AOuBLc2/APv8MTk1NTU1NTU3wm5r69uDn9N7N2NyXhbfbaqioDxb4Lcvi3oyGVEYINWzoZfG4GZalZgt737PvEVFgU6tg59ZbBbuMCgPpq3tvI35E12cUDA0PkEBknMzGYSQe1XaHG2dlwOEszvsM/JSprwWMHE2E+gz8CNDKabRj1DPrEbskjQLYe+89jOQbf7NmTWkwR4NBNa55mqS4hNf0iIw4sjTLS3xEa565LKjCdp0DnzryPx+8enDveHBkvVyZ9lLul6MV4nHlxgcmYK8zec4snMx975LcrfDY3NHsvnXRu2yafVNTU1NTU1MT/Kam/lq//wyGbG7u3hZvrUXvYNW5++K+LmtrjUZA2QOA+2JOSYTcrXElJWjbXmLfone3I9fkCPM8u/BwUMYZAHn5+fqjkGz0BLyBsPO/KcWrLbHL5t7l4MQXwe8gn1e88xPcxxOQrvcP5nNblmV0Ghy0q9fgp+NT89FgAZn5MaLqzic2UgStXk5UfcOJnE7CTAkRGvGoY5rVj4t2HUjVl6y8sc53DJ3G+bn0KvHlOo+rY0twRKumjBITsDpPvhnIBVKI3s3ca/aUZmbmzcx3soupiX5TU1NTU1NTE/ympv4qKk+pNTcf7QT3+x1SM2/Nl3Vdb7dlWWrUsxoLmqOZZSQAM1uXpujZt0/3l+h7YSTiVZHDoxZ85ITkV+cK8SCQYSj92LQnrltqZwWBxkBlZOrkvS84fjpK2n/6Mh3g9xmr1DJhk7elHb195UpeFuQEAG5mC420cgolGCzDkhGZhJs/rwsp5dHbnhGh2uirQM61+bK0XsOhI9Uz87Ly1zP23vXq1F8vVVafujEPDzOFX5axMii0Rl+HBVs0Kx4xMSCEvcdtdTMDRuvgoGhaPP5xYGrqp/Sv/qu/mxdhampqamqC39TUX6o/39VzefLliZLUe3z89GLEbVnWpTX3pbXm7mbnCh8BpyWiurmXdcld9z23+z1jX9x8bUparf/VkCcwqthxhpHorfn2+R2vSs8vpHaAmpkvtAf4nZOPD2jE0vjZcOUr8JOUNS/6E0ULj728t+Eu1YFgtQZZt89Uz/Gk8bKndrOzpb5GISMZw7MDqcz7toNiLecBmRXp8hh53XrXjp4R47EL+EmRCcnNj/cYfRMAi7ZBptQqQ1RZ/F1ZMrpg4luwPsZNLyO6ykxCNJjRjrHU0dNIsioOD8zs2ffeBa4AICpNyVnlMPUz9C//2d/OizA1NTU1NcFvauov1b3rdnv/Ei8fkJH3H162HrEco5/tSn0VxG9GUlDtAVqlOAJm1pqLagYjRdo5ilhN7KpgyrKyxksMIA5AulTgHb82HKVy5CCps2WuWs7tMkaKa3UCIFWr3GOr7vrQ1RxM4wUVXyPfQFboEuzCx/mec5tjcNEuS4APlCLJij49AFZKEoJJPoYlz7VGnVt3EnSmhYJG7tH3GM3tUfEtKIdwmKPnFiILuSCBKVJmUrULtsgwHdc5JfVh3z2qFq/eZp7To5fKw3L6UsoICtbg3oy14zj+lWBpzVjFhOPb2fbeI+BNvuZ0/KampqampqYm+E1N/XUkAb6+9Js89nh5+fj9YlyW9enp6Xa7tXW11sysBgshNVshZcZIaJT6tlHZ3L/78F59R3Rkrx0yK1jKzAwoNFyqhGBmbkfa5tXWK5AUSDVnUsqDEs1ZdqEAwGh29PhdwQ8X6iKNoKp87nC3Dj48kRLNfXBWHtbhleyIHo89wLP3jxfwC2nf++n48cg+IeE0qxZ65ahAwIN0zQwNZpZp40IddmCdDsfHH/UJeww2rkXKFIWqSjQAcmXmS+wG+lFpeASdgmYmGdB8YF4zdk8LMqLHKLovSk4YjynVHMt9tPJbR+SoidykvgeYLtUCn7l3ITIEPd3WSPXoABdvPfNl33uELc/99l2P2eI3NTU1NTU1NcFvauqvpZctE0/3vLeAW/PFlmVpy1JFCHYAYnlCtRRWDHXpdchLjIheOWvXX16Z58dHCi9PqRlLEeCYKISYOKoAJfQebzn2Cn5Aa27mY1hRY1EPOWhIrxoN/j8ig50hOZcBzktM5wgL5ZvvIS/Fifq57wU3wsztwbRuZmQoP903SSDNvPYSzfj09E7vvtuXd31aflNTU1NTU1MT/Kam/mrqkbR2z7Wlvfe2rG1Z12VZlmVx98t621EJfpmnfMQ8StVUfoZ28mj85iNXUlXq8CDE15B2Rnge041HK/tjrPLIwzxuXDb/jpecrDMqxM3MzqwXHNOTr6Y+kbgMcV46DV6x6DVfhkcuzvHQ49Fz0vKSdVlA9bWdNj5KFAiKXxg+rcKIOm1eSu6vS46nETnq9ECRAlX2oIbTKKiK54nTG6wKPhEwvoL3Vyegmrgd0S4+QklZL6dEgmYAI6Peq7W29YhMmLm37q2jTe6b+jn6N//138+LMDU1NTU1wW9q6ldQpCR+wjNj+e756d372/t379493W7LUtUEY/KwGt8y1XuCIGWscUAqmYEM9V3RkWE10Kl0hJSPxjmcqMcHV+ByN0bPAGo0kSzCcRsl8gTFQjq30Qf+Bp2OIodj041HgKQkjiRKveqoAwBWSGa+wsIv0tnlvc5+QY36hkwBKneyJlEp1Boevp5lQtIIJZIUVeduHKkqWdfEMcrZR12gjilXIMt7ZdWnjwKGSEUqpD0zMgr8HgYdWTguEIg9Yvh+1bp4jbK5fn1ifSSj0SijgN57TzHcWxv/ZCD1TGaae+9777mszramLWE+6xymfo4+vLvNizA1NTU1NcFvaurXkYCAJd1aM1/c3aqUHcpIDPB7+HOZKY6SAA7wS2RmJuqHwqrubYBceYAHOF2NNV08O1437IwX1+x0/E4Za8kNr+8cB3rlzV15U6/ulUSr2JjTNXsUleNImuEb5LucSpGfUQLj7Eqn1RmaWXmhoRTsK9g3jnwE5ijLV7yc88X5hFH52VQmCdRM7IhR1RtcRY4MUQIwmlvteZ7WLWJgsd7i3uO3yyjuG1xqJrMgIaSECIE6zNboPTJJG79lgJCSnnQJmMGeU1NTU1NTUxP8pqb+euAnhEzW3ONoJuAjYXJ0ChSajXFPSsVkBmDUCqjAj5mFfJeVv2PgU+KjbeFtrzh1AcIaKNQI53wMlV7vIUaX3AE9urDZCMp8NPj9qMxMSOboYMjX2HhFrpOueAl3ORfm6nzr4mBkt1CJfB03+uPkx7N0bxiVIPI8haIxFtIda3tHAA1ZWamVhVrUx7qIFwF8dF8MVDYv7PVHIuiI8jl3NF+ducrKs5FVysPxY1UiltmYKVLL0mzf91Tvcc6x9kh5E236fVM/R//8738/L8LU1NTU1AS/qalfTV2kL8uS1zwXZWaERnn4+Bs/MjWMKMqYAHOMekJ5QZxL3Ms/kke//mobBQkDfsb4JWksR1Bf2pJ7BYLHgtqAua+Oev4kteHVwfkIWPmZ+2xXI5G/+ASqOx5mEJESBSOqt4Gfof7jGhIyusylI4H0Z8kuTG1GwpxMMx226+229hhpoe6OzIjoC1tb82v+59TU1NTU1NTUBL+pqW8hNvd1cTczN4CZmT2id2VG75LcLCLOvm6JmSRgl5o+ZEJJqHbV7EyJHCbhgQp6CyG1KPc4G716XJ8RoKoTwg2XrjweA6KkjbiRVKaOGr5ju+/c8EvSqriAp332WAp8A1UXVnyw2RFAY2UxpjJr5W2Meh7e2dcB+AxueZyI+HaYMx8lfzhGQ0fHX9l8x6MphFAO5PiRitQeD0fzLCF8WIfHcuADvF9zcnmGVTffx/kAjW5wN3gTLaSQIvLjp5e9dwFSolAcWD78/vn3f/jTrG+f+tn6D//+3/7P//F/nddhampqamqC39TUryAj1ua3kcpRhl7VrWdGREQNWUaEm9ff4KtZbjSjS0eIS47WPBxTnUcC5E83J4zJTuDs9tMDmR4+4pkpWv95tJvzvMFL5KaZVY7oAX61gnfMmYocmZc4EeoI6LxGWQpvTDhezvtROy+e85G1R1dd9g+IugxZ1im8NjV5SQPlpYWBI5zzYODHC3nl0GJEhTKlSEVmLWhGZo/sEXvEHjG2GotXj1cduDh+fKFs4/HNEPUuocqAMdLMbTF3lxnqscxt2wEsrWWmwCCQ6d/9rb37LWaH39TP1h9+935ehKmpqampCX5TU7/Sb0Tn0rgu5obLzKJy0F8UdGREerr7YJdigkwoR4wJksrqA7Av0d0vmGE8cFE4NtvOlUHAoMzsVR5w2FXiuYCHc/nNzXRuDypRCZ4PBhN4dhJef/4yovL1QOblfn7xmcRPH+wX6JHbiXE5KpP06kUqsUf2zJCiauClzNwztswts0c2o9NwbFXWKmDiYQym4F87mczchQBoaqR7q38+oFsomeOz3W6rt7btvfeM3JHS8+/ufpvgN/Xz9d/+m38+L8LU1NTU1AS/qalfQSQWR2OsxsXQCFMMoFD22COCkknR9zAakYCTNoYRx44fY1d2RCzNGmh1hDyQqyI/h2NVyDJAzmiLu7m3ihM1I6RICXaEgSZhhJmBRqCZVadcwVUlmrjVfGXt+BnBqOHL4z01wA/H8GWlzRBwURpvncWwp8m4tFY3pDqHapqgkWcCjlKrOU2e3cQFvtBdzACTzVskEenuZlYND3v2HlWs521pBBRRTl1k9oxeBQxQVmwMsEN7Rpz1GgdKa9ToZc/4uPfIDGUcQ64UkoTRYA5s0XPrJJsZoB75QGCiuZFUakTBQIEMJQSzR6JpXb5mJmDv/d5/WHp/enp6fn63tOZ+i4iePYXY+9bDiEaI7KAm9U39Es0qv6mpqampCX5TU7+a3t38ubERjTDkqPpWjtI45ahgyMzoYRzsMxigIwLZGd0UlJrkxSPAsXiGGgYNHdZVraBBIGgC6pjmZjSD1LMe5WObzkAbREczZGaPmldU1QqSB5XZ2JE7xkWvi4KnbXiZsSyds5kjObQGQ92cgDLLe/SBfkZQR6RpAo2GwaXFnXaObFpFniTghauqCxCAACdkRqnXBc7smV3ZlTWumceEawfCGELX8OjGWRKZCmWPuA9irNY+VQiqgMiolJ467Bholbbeq9DByDqgkTFsxWPo9Syh13ByjXSAZJIiQui9v9w3wNbbrbXm5gC6smdEBI0mudDFWeA39Yv0L/7p38yLMDU1NTU1wW9q6lcQyfc3e780Y6eAlEaMyCjZPqrKQSAzo3d6YzGayqLaEd0VJjXSIHsMOqoGFAu5ru7bgRYk7NgWVErMrBtnhImbsZ5VVRNA5Yf2CIO50Y80ToFZzKlxtLELN7b8gHrtOB1cavlUBh5HFg3Ig1FouLTOqa7HKCbE+QyABjMaCcMRMVobcOOiUnmsQh4dGWUuVn38vXeoVvKiK/sBgYe/B0GyqtIo21CpjFTv0WvCMyMze+VnRkQ+vsYxtXsMx55X+KRKknsPlEOYj2CZS/PGY3C1uRnY6+O5L9YSiNT3Hz+uPW632+12MzMTquNRIiJ5/j6Ymvr5/yz1tM6LMDU1NTU1wW9q6ldQRvyn/+N//83v48XjXVvcbRhJ4y/7ZV6N5MqQMqL8HJIQIiL3nn1fTTVn+dV3vMaFWLUyHC+qnTRJkYmzjhw/shA3WsSNRYZ8HCdPZ++aIArpXJM7tgcvB8MIe7GjY/7nmVM6twrLa8TbZgZe2umlKjp8bDCmFJHIrMHUVAZq4DP2jD0yxninvn952aKb+dLMm7uZ0QLZMz9t233vmdnc9oi9923fR5cCsLg3t1trbnbf9633Ptr6dJ4JMiNVBYIh2auOis8vPNzYY9D70jwAhfbIbd9Finx+ujnpQLW6IwLwOeg59Y/QDPacmpqamprgNzX1K0hSRt7W27p2PpbWhs/EsR4GHsXuytSis8C8eh+yhzuXo1HhCkWnwzesJT1iXkhaiQ/Hr36OCAhmMjeKhmHF1TFCoFS7diIDkGQZVJ4m3vALB5aNbgMd0PUK93CJZ7me/Xkzayb1Cq4PksMxkmpHj0RRqEZwKK/17mV75pm8IlEQUxn9/OzHzyH1jD0iMkPaM3vKEEhFF8nI3Hr/tG0Ffspcm/eIrce272N000iyublzcY+MvddFeFyNet+tMj9VFt1g7qvhV1GtehioY5I0JXNfCJhFIiLu+/b0tJTbyRQyFZmEMjkdv6lfqP/xv//XE/ympqampib4TU39pSL57t279x/Wp/Ul914AUiYTpOGpFfjBoDgmMM1ow7Cq7E8zAF6UeOGFEzCOFjoUEBnNbfwoMotHo0D2fZQHNjU0OFFulAa8pYPNPCBlPgzK6kCo6BfQzJ0D7SpQJo/RRR5FDKMfAoe/95j9HBQoQEiIyHNUUWfGSe0BGh2AyvMcvHnEkJZ9SBZLJwb4jYt2nHhm9KxHFKmQev3I3DN7REgk3V3UHpm975l77/e9DxOvh6D7hi7VqGfZtC4Lr60/c8sy61Ctg6ozGl/iPbqBBkJwUkbiEcB5rmcCiEzhgFupRzTzpbWFdu9x77H3npmL0QWvz5YZhJSzu33ql+q/+2/+xbwIU1NTU1MT/Kam/lKZ+e9+/7t9++MfX/74fLs5xz6YTr8IfDP1xx9lyFFp98VHdfAZgUddulk9VNgTmZFK5X3bJbn7CqXkmUVzWQtyEU5rlkBBlC42HpuN/JW1tfRmo+Ccn39yAF0xePHy0X5m04KQgr54aQ5n7FGCnkBGlJGaUoy+d50A1qPiXcaa356xRWx736PvGZHqGbX1Fxlbj733PSKUESOENHr88X4/oJqNcPdmZkBE3rXve/ez3v7yvaTUI3tPSQaamcwsYfzyN95TCbgPMM6xJWi+LEHbpciMyIU0CHsoeoRisYQm+E39Uv0Xf/fbeRGmpqampib4TU39pWLNZ0LLupBURm2YSUlp5HceReTHaKbx8Mo4KhSsVs6O+veTKs4Bz8oJFfKI5zzGO2MMlo4Sgkhl5sf7XVJzj4xo6c3dWM5hZEaE0VZvGuD3mN80mFsFhHpILdPN6zNIGFmhRSkioMjAUU7OY7GNxySqTpwlZK9cr7oAtSVX9Q445jofTlpmZtJsEF1EP8BvtN2nTpbr0U8z8Ohb71vve0TPiNT3nz592vczu6VGQEdnA2hkZvRII2EyMiFmFk2exfBrcxI9Akfaai0nutHIUEWAJo/fGTh3J19Nuo61RnODmcxQNmDvENy9eB4SInLv0XsCWknVVZya+iX/n9LtP/z7f/u//Mf/bV6KqampqakJflNT/3gJyOhpuSwLzxzITNS+HKo9j8Vv5m58MBsAM2vukJpXsomuR34DgDXqebY7AMgIAL1nj97PAcjMH15eJC3eIrIvWsLdLDVGInuEm8WSNfYZmUflwNHrQDPa0lpr7ubuXqiaAlCcY00g1SN4MfqMR/f7cafxdXH7wT5nSQQkKQE7IzB1di2cMaY1v5q510eETveyR98jxscv9I0H+B3Ul5n6tPcfXu49o/fYI7boFYEDoplXL19kViUFayXvoFkrTiPvXZK2HnawnJNO0qwVWqcERSbNKuX0zKt5hOJwVGa4Gc3lnlBEdIm0Vp0clR0asW/b3kPuPP6VYf6hm/ql+p/+h383wW9qampqaoLf1NRfJAKZ2Ld9a9vSHICUOIjCgErwrOU0d19a86N9gYCbeWs0tiMO86vKmpFkBlgBnr3H1vveexyLbx9f7hKWljkyTpqbpZQRPWPv4W5HI8Jj8e+4Uf11XJdlaa15+YWFfrX7Z81s8VbOJTC8OgPGUmPhnwjA8PXhxGtAqAb4hYRQBmSoDsPsih59hG3WJc3cIvaIqnAY7e0D/HqPKuWrEkG8e7otbi+9f7zf95eM1D1CkgFq4yvZei/7LtPMrJkWt2Z2a21pvpp/f3+pkvdmtMPJc9Ldm3lEr47BEUb6I1OvZjS388H6T307rZmbLcsCQpl7j5dt6z1t5c0My5qcw55Tv1j/7l//l/MiTE1NTU1N8Jua+oskgebeVvMAHqme5fWNhoIjHdPMWmuWNeOYBrmZtcZkQxKZkn8GRWdxXt0Y6ZVkRVxGxH3vb8DvZe9lGJ5DoWmWUj/Az5JxVE7UCR8Tktmj6ErfPT8/r7fmvlT3wbCuaGaL++Jtab66n+CXgI1kmEdsqWC0arMHAPFhponD0EslQBGilFBmDUvWFh/JRE2zDrSronQJ9XmrsOHSRaG8VEmcyaCLm3Fx98X9aVnufe8ZEpxcWlvcCe37TtL+X/beL8bWLbvuGmPOub5v76pzzj23b3enTWIsE3gIMrGEFWMkFMWxX0DBwXlJSEKIgwTCCgHJcZACDxFKkJAJUoyIFEDYL0SyeAARwgsEoUiRgpCJ4AEhQQwhcWx39/13TlXtvb+15pw8rPXtqtP33nb37T9uifW7+95Tp2rXrv2tfUp1xh1zjoF9PS8JQkkVUaVSTMSEhBhBMjKvWTaeUd03j26Z5jAwezzpXmAIAOMBA/1/BwScuQ8Bm+5nLUS4h9fWWktbgLLG4VmbW36Tr593Xt5+/jPPv/je63kUk8lkMpnCbzL5tMIPWQOREt2iai1ai1pNREjtyZax53dw1N31Sce+4KeEEJJ9py1JyD4I2ZNXPOA5ZjgzhlVYPSPTIzN6//goHO+Gm5lmgsIAWgbcfSSg+NbquTYApqNOcK+hixpRa9vcW/OuAx/KVlSLqal1369vAFYR1bo0i2UBIGMekiqqIuxJo6Rwry4g8MTQHBt6Y3g1I1O8vzOGUhoF6NmnWa8reYGIxwFRREb0bJTHLFLa0HsUUsfRPw6O9kKNFt68NY9ECkVVioiQ4a5CHeuFPSA0IsZmolHWUgC0fpy9XiISzMiR85k9lHV0Kia749nbNJ7MxDKZmcFIEpSUlExl36dkf8rMIY1VqGWR2+f64p3XU/hNPhX/4u/9J37m5/77eQ6TyWQymcJvMvm0wi9x3vwh6iZNwqNubbvgskkporqKtMgW0SKslK6weuKHihZC4RoAAi0zMjyo3aHK7OZbRA1E9gnGaB5MCHi6bL1J3DjSYky1N84V1XVdY2icDGALF2RG1tbuL9vd6ewRqr1nghQR7NEv7puPpbj37++FDyK6qB7KcrMs67IsZipSyUSayLZt3dtUEVMtpouZ6KIipiKU1hr67l83HzMx+gzSs2/rRUaGt+5uqppIpiRASXrL2uq5bbV5RDoiRnsEIhAZCVCoFFVJMDNLty97tir2zURg/C6zZ5l2MTnyVwmlKCmCg5oQzVut3jw8YvPWWsvIRcV0OS52qfXhsl1ay8zWs0UjM9PGQSIzPZCMvs/39A9Ml4AtfPOECFVJRESC7Ko2wjMRKJmFcjBTUd4+17c+Z2+9s53m99zk0/BHp/CbTCaTyRR+k8k3yLmiqiVFGBQRNS44lLKoIqLVujV3QVmWp8kc+5t5DfHk7gl+EsOyq63W5iPihMHss5ktgqSprqWMrFFqn8Ls1mIfoLy495W9tdjQIUNoQjJVqKo9oeZc60jXRLbwzRtdQBisiziPPLfWy+40BQSDjJDWusRSyrWQQUay6UeUcy/6+8qBVvQU066EephNIDwinpTIR8ZXPhwpEFECEtdH6nd2HwYjMiKMNHK4jntGiwky4c1b14TIRCqZIp5+aU2VQhbR1QyJLduljfnY3h84VCZ/nU6LNxNxAMoeaRpQteXuCwAAIABJREFUERAC+rizALkc/PadvpA4v+Mmn4J3Xt7+o7/1C//73/7VeRSTyWQymcJvMvm0wq9lTa1BzUQkIphARLp7RD1fNvcwORxumLm3uu/RnoGIRIRihHx20+iRvqWW3UTyrbVLrVttkd3rYve1+vKbSHfKBJkkVFSFptoX2wCoDD+xhZswEjnaEZAj0JI6JFqS8OGosc9u5mh2p6oIhcNBY+yTmTFsS2dDJpQhowVwfPJVED3p6Bszn9eNw8iI7CJoLPVFbx+Ma1FhDs3URzD3vowul67d8m8WKKCRY7wUGSFKmtB33S2EiazK89bCnaSqsD8PUslGnreNeySnYJRvXHf8HodX+3X0J5SjqL4fO/fcF+Rj9UVPSU1KH+4VoQpESM/IGP87YDnW27cjOYXf5FPzh3/P7/jTf+GvzHOYTCaTyRR+k8mnFX41t9CL0wi6o7WorbqgNQG3y1YzkBathalw/CME0kf3Q4QkVEQBle5kjVvXJElmZvPYam0eIrJ7UiFgL4no85YqkshzrX3y0MzWBEWWUorpuizLUg5rudTa6ua9B8996EgAex4ME2aSyRi6iGa6FF3NFrMe9wKkexDoa3K9oXCsJgKJdMBElIQI+wP3hjrsyo19tjEDu1WWjKAHAfQR2TrCOaONyr7wJ0X2+4tA9D7A3p/xtPkgRy8GMz33+j1kAiG8VtcLoCpH0z65KT1dxqONio5wkYwgOT53F8xCmkhmhndRGgBFONJOn/w5GSox2VcY+wKkJExEVBPcPNxDRLSICnuFYAIikuvBD2991OCcTL52fu8P//Yp/CaTyWQyhd9k8um5tDiHnqM8X1zN0htqi+buSREFChkAwhEB3UVAF0CZGb2eASRURASZjifODjF8Ho+s7pFpoldRk0wAvXTBVFSUZBF9LGUHemV5d//WUlS4mF5U3Ieyqq26P9pf3Zu7PRxUNXZFpiqL2aKj40FEMtPdu2oSShdaAbQIz6Q7gMXMRHqMTH7CGOtjcil7PGbCI5HVfRude+7ei+af9BwOFdcPKJ62IwxjEsDeFw/gsBQhMwNAXwNE9ricLjgzM7fqyOzqvJuDiD5ZmgBUlUSGP70MJZOMfUY3cqhRfuR2VZj95ZTHLnso4dn3Or2o9haQ5tGPFwRFITrNvsk3wjsvb3/nD/zDf/0X/695FJPJZDKZwm8y+TR44KHpazx/ySzmBcmENJcI6TpDGCJy1QBjGnE0P1yrBx5HQLutNIJI8LS0OzKre23e5UBRFUJVu9dnov3t9eZIYBQzRGDvi9/L2VUFRaQXIVSP1qyNSBT0sEoCx3UxtV34oce3WG8cGDLnUcqN1vUgHnVO/4rjW7VfWub4TPKN+43wzxHB0v/NrbWtta3WGntPRT+XEez5VBsjM5nJUYXQb/1CdrV47Yffy/fA7lBeQzjDM0WkkBHukSmZ0j+EvuxHIkUWVTftZuWWgachpVeB18Na+1Dok8vdfb8cZ5CJSI5Wi+hPhSMh1qPFOCwRiM7vtck3yJ/8iR+Zwm8ymUwmU/hNJp+e1xd8eV3ftrKk3JSyJiA1t5bukplJARQUDGGSiURmREY82UajENwr1LFrp/FX/30lrLnX5otZUStmfTCzD1qqqpkW1bee3Qql1nream3VM1XI67ZeSteL2cvxMqNFy7FL59HDMlFK6bYexmbf6JqTXZR2MXaVXniUYXtcDKAiAjKTuxDiddHvTS+si7KRb4msnlttl1ovtY55y2uNYdeKT0rfVWS3DCHsK4jsrRhDQ0emewOwj0vyerb9xejbjkwVGREwSIGYIjM39/5VunZdC/vXz0yPbctxaFeR3i3QrsaVFKGMd1L6+l/uMTZ9jtTdAxHRh18ZkZHeWroLrjqZ8xtt8g3yj/+2756FfpPJZDKZwm8y+fSctnjvJL8SUtumS1WEtUj3um2XWkMoWI+AqsqYQMye6cKnammomI8Z6Nv1DItasQBZ1PpUJwARFrO12FKKqe57dBCVUhSEZVJYzFQVGJoFgFJgAiBtX32L9GGudTvvOoNJ6WV5OYJM9rL4N57no7QDe10EEtU9CUnJN5NJPlbH9KcRLWprW63j5h6Z44SuBt5IK6Xs19u1pQp7KZ8AyHTfVyWLERw1D9dJz7432Ma9qAiyuV+22iKY2XcZe8Smkb2y73FEU1jMWsK7nGvukQSKyPWmH6dzd+sxI7I190wPRIKqSMAjo2VtiNyzdiAZc8Vv8o3+1FT5N/6F3zU3/SaTyWQyhd9k8imJzIez/xoOiefL9ort1RqhGeHhzUMAL6o6VuOAiGDPdInsom5MeObeNTduuGqcXo9upkcsh8Sua3oWqBaz4+GwFOveV5JB9GjK/ohdJOU+08gMESTABEUeh0kJF+kjqIGx3pa5y9I9BTQe/+3PcfwSpAoh6KK059T0vJaut3KUvXedxm5kUsgc/Xd9bNIj3L26b7VttZ1bbbHLxuw1FhBVEzEpSprKuPWUGQo5dJ2PWsKgk8j+2+bN3VuL5q22Vpu38OZRw0FGhjdPwEQOxYqqqhxLWc22Wi+19rjR7u8VVfSrGq9XCGAiJlJErFdL7POlAkjfR+xDvkAyGty9izpZ1JgZEXDPCCZMZNeL0/KbfBP4A//0D0zhN5lMJpMp/CaTT0/1ePfEw82LF9luL+8Tbe1STaQiQZqpmVLYYlQKIHs/AuTa3jdmDvubj8tvCZI0kcVUKJkgJfuEITAmPM2KmQjjcfWNw3XL8TZ7oEjmm/txT2SFQEEkkiNwNBPR51J3hyqG5otA9pa92KclCYYwVQH0jbvIJHpu51XL5lPfa6w2gsToaejDjxHu3prX6vWy1Roej/ORoHAxRSlGU6GpFTVT7QOW3PVtq623HnYZGe4e4bmrQQ8Pb61V9+Zxae2h1i67u/pWYVE9LuX2sNyuSyj24Bhe2xEL++FIc2kimUlQr3af8Gn13qi26Bc/FhUR7ptnkqrWg04R0R1AInvTQxfzM9xl8o1zc1h++id+dJa5TyaTyWQKv8nk0+OBixzP+lbKlyTyUPS4rnqRc0QspSyLFosk0nP3yGTXXnKN/o9HoZC8Jr+AAlMuqs3b1tpalsVMRTyjK6cuaZDdyGP3l8DetweSxVTIiHT2HbbAJ46VIhVoOUr1MiPSe8jlXlPuEYld1I22veyhKW1EjKrtDRP45D7zrnszn94hgfQcGi3D3beted/z6x6jigBFVQUwlWJqZipyTZ0J91rrZavnbdtqbc3fu7t7uFyuGliFYwGPaqaiocVsXVobEaLnur0+XR5qNfJ2XZ8f1nWxF4d1XWwvRZTq7bK1QD+clD4OCiihhAp1j/H56IV35xKRkdE8QFHRcVIZyCBSAAga+67iNPwm3xz+1d//T03hN5lMJpMp/CaTb4jM9G17eTzctFwEa7EtrUagmAuQ2SLO2wZvRqxWLAVet8slMlaBmgqpwoQoLCM8e/dA119JEJnNPbFV196eV0Qy0dy5IYQkixnJoS32zoP0oIiRZhqBmrFPfva2QAqkNwoksJiowokItMiGbvwhBQwkEERz99oQuz4cRQV0oas0URKlmKq11BSocVFb1mIimXG+bPXcIrGUcto2bxkR/RlluCKYrbXt7uHh/nI51+bRew9JkbWYEqHqtW4UoVpZEvRMj5BMb+1yvnzxgw/evbu/O58JUnQt5dnNLVX62O1iWlSL6SKy1XretvvL5eF0OW+X1tphPby4icu2vX9//+p0fv/+YTH7rs+89ZI37GmhQqQk2f1PRBqhwkgIkv1GISEpgeGdRi+mz2u4KAAuIgkyIluDABDftvRG9KybEIX0UpDJ5Btmmn6TyWQymcJvMvnGlR/S/cVNOWpjZlEpxRagrSWVjqyZ1Z0RFJG+gRfePOBuSoiICkR22QBmBiS7UthL9jKzunumpixm2dNN+nQjKGREiIgkhNfRwrGHJtjLEPYmwOg94YmMbC1aqwIcel1BVzeA9MZxkr1OLpAt3ZHhQzvuVQQO0pFOFwHhCMtwGIzmYqEriqkIRNtwOVWVQytdVxyDSKS3Vk+X8/35fN5ay/QIgqrKXBbV8EH1dq7VxIhMb97a5Xy+u3/44vsffnA6VffDuj473r549uzl8xdOxl6n4GTPUjnVdn/Z7k6Xy2WrtXn4zaKLlUI5X+ppq+faLs3X+1OSh9XWoiAD9Iw+NTqiTjN7GMw10EXI7L3vI5G0p7b23c5+Fxjp6D5lc6ch3R0RfasSFBLT8Jt8E5mm32QymUym8JtMviE8MiFHkxtZiFCVo6xQbmsppQSIDI5mg9GKIJkiIhnsnXJ7T11cd/z29j8FQqBCVb3WPeTVOxLqHnEZEdk30PbkT/QlvkR4bF6dAck+X5qR29a2rZ4v9eGytVqZuahEc1O5OZTjsmhRqPVVOlDM84JkhmbJiHAPh/s+FQpkEBLYN9OSYCXZRWbcrMtiBsJMQyiipuqqjkA6+2WFu3ttrdb6cLmcthpjOJIaoWQ182XpYqu6b6dTMVMwvb2+u3//1av37+7O583M3nnx4rMvX94+e74ebw6H411tr8/n+/Ppsm3ny/l0Oj88PDycHx4ul9qaUoroInI0uyl2MFvN3r65WczOrb4+n6u3z731bLGjikS2rcXWovcl9tqJRUTJ6w1k74f46MDnYx3h2CxEc9YKCUkf0568RpnmXPGbfNOYpt9kMplMpvCbTL4x4Ze5JWqvrQMjoqjStJQiQIuU7Ht9vdVhbNn1FoQRavlE7z1lNDr0iBeRlm9sjo3Ikd0VWlSVEpFbOseDI9xbi+revEZG7ws813Z/3k7btm1+ae2y1XAnUMjTdvFw9up2k8Oyvrg5vnVzc3M4qBVkLiLrurh7q6wgsvVlv9Zr6JAJrBkLARHxuPRCvpFZwkV1XdcMMkVVVK916Q7AI7bWLrVdWru/1IdtI6QHaWokKcXaobZDa2rFNEk+bNu21bptD6eH03YB+ez2eHtz8/z22e3trazrQ8Svvv/ee69fv/f67sO7u/vTw8P5fD6fm9feQpERSllUV7V7kYPZTbHbUorpCz2sTe8u22Vr776+bxE3S1GhqQjRMlqEgNabJPaeCRkFg19Ns41XPNMzszkCqbQIPKl/YAbDZ6zn5JvINP0mk8lkMoXfZPLpqZ6X5Kn5rURBuns5jqST2pxJzTRyCL++Hde7Fsju+F1TJfc1sTHf2fWbipjqYsk+Xbgrir08ryuJjL1vofdAEGjeTufL+VIvrWE0MoSKNo/NPYNqZZUiUtw9M5lhiajbpVbfNmSqnD+4ezgur4/rcljWZSnHZbk9Lhjl7OzVeTlMRa/hnnAgKSaaZhFRExfWYyvILGrFJIPesrj155wRkQTQwrfazrWea+u3XoEopGYKeTY7bduyGUQXUkTuzuf7h9P5fHZvSt4cjzeH5bAcbLFzxN2r1++fTl/88MPXDw+vH85359PD+XS+XFpriTgs66EsQvZAU0Uwka02b839ZimLar+d3F+fzi38clhfHNZuwEIkM4SyiCJDRJQ9OYbxtCz+UadfzT7mKFDM5sFIZ4TzKNBen0hIn3HN4Bz3nHzzuDksf/Hf/v0/+Wd/YR7FZDKZTKbwm0y+bprnhXJf/XkJQdba1hULRZNtqz1ksws/IsIzMhghYK/S69IHe6Ndz3XMhIBJSUlkFkMk2LwyvG+Ucc+OHJoxLvvKmakK6e73p/MHd3d3p3NtXnrhAXF7OKhI0XJYi5UC6ubeWmvu3uqzjK1up/N52y7bVi9bfff1/bl+kJnHZXn79vazL55//jMvsA+RdmNPxIH0iM2jRSQhqoelXAVPtzWZNFFRzeCWUayM1j04nZnp3h2/eqmteXhkMtklVETzuNR23rZytki2hIF3p9Prh4fT5byaHY+Hlze3x8PSEg+tPZy3X373/V95//0vv3rVtxRrxKW39YkIRc3KsiymiCjkoZRFJJtftu1c62nT22W5WUohq8jd5XKptbYmwHExqmjRRBTRIhoB3eNMh9e6Z5buDQ6Dp3Kwl8r3oE+Qi4kIlQLCExH4dZ3DyeTr5cd++B/7M3/xv/3ie6/nUUwmk8lkCr/J5OsUfpG+LA8sW25HpgAruICauLg7GEodif3h4QxHhuzaqTuAHzvRx9Fh0FNWhBSJ6L3f2pVDZGZwSIjREBjNz9t2dz5/eP/wcLl4RFFdS3l+PDy/vVHR1+fL+/enu9f3l+bn5g/bxT1aeGvtZlkWlSK8WZYXh6Mgz+fLq9Pp4XxBYtvqh/cPDW6ii9latIj25BXTLL3+IdE8anOPBKAU7WIGTCAyGQlQVUyliUjPOAEy4R6b+6X5pTmA3s5HsDf1iRDA1vzhcmnAJYLb1iJN5WZdD2ZrWQB8eH86N6+ALuul1Zb54sWLz37+C+vxdnP/+7/yy68+/PCyXUiomZSyHlZFHq28vL05iFwezh988MGHp9Nl206X7WYtSvoekHPZ2nt3D8fF+pyqyiKBXquopMrwWrsyF3JvKfzEPzyJdAcQJF1Y2Js4xonMFb/JN/+HqMp/+u/8wR/7439pHsVkMplMpvCbTL4+PJFSTnJsmkq3wkOxVXQD1p7mHyGigfSIttUMB7OokJRh6jzRB/vCH3v7XC86N4hAxC2iuUdm72iPGN3smei6qLmfTpdXDw+vT6dLbcX09nC4PRwOpZRiSXl93v7+B6/+3nvvvTqda0RL1IhMtPDLdlFgMb1Zytu3N28fj8/WZT2sb5verofWWma28FcP58X0UErmkgVG6cqUvVKPvEZZ7ptvQiIyq/vmbgnpReh9JJW95T37wlvz7F6fChdIJAgW1VK0dxhm5tY8pbbM2OpSlkVVzBQMj9fbw6vzpWbasn7m9vln3nortDzU+uz2+Yu3P2PLqmbv3rx7d/cqIogsKsX0YPr8sL68ubUMaX5vpmTN3Nyx9RydUQNI4NKaRxSTYlqG1GMB7FrxTuJN7RfDy2W88Uo/0XeZzvQI9NnWfpdM5mxzmHzz+cHv+54f/5Hv/y//2v86j2IymUwmU/hNJl+n9hN7zeOFVQtXs2Mpi6ogKumZ4ZEirUdhbpuHixK0XnPeLb++ydVtpb23mwRVSFBJNYprF37Ne3d6tn1jEIl1XTListUPHx4+vH84b9tq9vL29uXt7c26eOKhbu+9vnv/7vR33v3y//vlL59qVStWDqKawNb8/ny5XE4ivF3XU2uX5m/HzVvrclyWQ1kiYqv10uq5Ng4rrxEMTWZ6D7CkCFNFiqmpGKWLwcxs7lv1s7VVYapFh07MUQ3RdxDDPXpte1FVskYKuRS9WZfFCpIBeIR4JLxFFi1WrIiEx1br6Xz58HSGyK3aauW3fO43PX9++bvvvmukiTy/ff75z35OIKrqrRKpCEU+O6zPj+vNssS2Cbmo3pRlY++pz+pO8nZZFlUKasTm7hERIUvRYiZSAIEIu1qnkD3Tszt+HiHdykvkk/nNp30NfdURqbK/J6JXAE4m33z+/E//+N/4W7/0xffnwOdkMplMpvCbTL4eWvBLtXwXGCXXUopKATJwpLSMlpmJCKC5t5rumoKij3/p/4rCtiH8ILtxRFURUU2PaE02stZaPa4KsG8QbrW+ejjdny8g3rq9fef57cubWzM9X7Yv3d396oevf+3V6xrx/ulUM9fD7e2zF4fb51C7bJe8fxXnB6iKqpY1Ve9ba/f3r04Pt6U8X5bny3p7WNcwni5CChiRtbbmBDIDfQZVyJvD4fnt8WZZi5mRmYhEbbHVVoobzfTxWnvSaJeNkRkY6TUmkqRHE3It9uxwOC5L87i08AwTUVERCJAtG1tGpqeABzOKLqKx1d/82c9/VvR0qQ+13n/wASK206me79vlROBwWI9LKcgXN+vRFJE992Uxe+f2xlvZ3C+1nsDIACACM12gm4dHeKRnGrmaFWAUBe4omSJtt2TxcbO8fSj08WV/c7CTo9twhrtMvvncHJY/85P/zE/+uZnyMplMJpMp/CaTr0/45euK19ku2qiFkczQ8IVcEpaRGR4B92ie4cGMCJpc+xxyd3/6r0yO6BSKilCk9/hFhrLnoDgwqhS68MtaT5ftdNla+GEpz4/HZ8fjFv7+q/svffDqy3f3l4jbm5sUQznAlqRqWWr4VrfT5Xz38PBwPpmqWrF1XQ/H47ocVCyDZM18aNVDlFyL9efmHsGE78US7EEv8tbtzVu3N+u6FDMCXSNdK+9EKOS1xSKftt0ldkesd6CP6FJTvVnL7bpuLYBaw011XZbjekCyy+OyqApJRqZnBgWe9XwOsRu18/lcTw9nZLhb5lGUxEoeVT7z7ObZYdGIy/1DtibAs3U5qHqrD5ftNdDHNVWpIiYiIirRczsXUxNVihKJRPSyDkpP5pRH608AkHhyoePiQOnN8vvMZ38/9tCeKfsm3yJ+349+/3/3N/+POfA5mUwmkyn8JpOvS/jFQ8qJONcWazLBTLYQwjIM6e5oLVpLdyCQTI+IVABERnZTKIGR8bkPfPboTu6OkVCgWCzc1VXdA5kOIOJ8aafL1iIWs5tlOVg5b/W9+7svffjqSx++2lq8ePHiH/j852nrs4dTefX61fnslFQ9LAdY8czz+aGYHdf1eLy5vX321s3h2VJKRtYardbmrbVCFlUkvE+ZjslGMdWiaqoq8uxwuFkPpZio7FXzwZ7v0mVeZmCMqJLg3jd/ra/opQhJ9E3I/lEVWUw8oS6lLDeHw/ObW2+RkQIcSzksZV1MRVvEpfp9bX7eGtut6mZ2idBahXimascjmUreqL59WI9m2SrIg+hiWYQH1apEZm1NhJEpSjNVEZJBJiDEolpEVFhEghlM5rBrc29mvG79PSXHi8vR5ZjRp30T6ZmadI9IkIyZ6jn5lvHn/+SP/42/9Usz4XMymUwmU/hNJl8r7nmibqVUMAEBFAhkXCoIU9Z22batbhsyhCDQ99lMRUSqt4hIZDwRDL3TL5DhqdEEhACkAKsVoSxml1IvW91a22q9O91v3orKi5ubVW2r7e+9+97ffe+99+7ugHzn+Vufe/nyu7/wXXo4Pr8/cXn38mu/Flbe+szn/sHv/Uda4t0PvvR3/u//83K6l4zbZXnx7OYzt8eXN4dnpu18fri///CDDx8u26n5IvukJgHCVBcjVQ7rcrOuaymLFeyDiyqiql3/mEgEzlvN5FokMhJQkaLai8pV5FDstpRLsUSKyHqwGtEiPnw4q9halsNSEuX2cHMoB0JUlUohimkxW8RKMaHEkS8T91t7aP7ysN6WskXU8BrupfjxACQyTFBaQ2sScat6fPHMa6u9FL62yFzNQCTyuBQrSmBr7dwiMkEQKkRROS4LEu7RItzDI/sgKPaL6juB2Ov8Ejn6+gjPaBFGqjCALWIlL9Uzoao+v7sm3zJuDssv/MxP/PC/9LPzKCaTyWQyhd9k8rUJv8hz5rv31W8OtbULaaIrtYlv4dJcMgtQyFQloSSQEeEcqZ576dtX1rbx6Rt7r3vsk6EjNpNUkRc3x8joaZl3l8vrh4fXpxOBl8fjYVnefv782bpErcfj7WdunyE1k6dMW9fYtuYNWz1YgRqjKSAe2TxrA7mK6rLa7bNbK622sYI47MhezGBLseOyrGar2l7DAOmO1h550t94enEktY+HUmRUAkqfqGwZJFUISi+7iAggTRTCvS5PwNGQmEBENneSIkmSEEMeiEXNJRvgGY7ICM8IBMOZ/b/JiMhkH7Yc0TpUYTFJKojFzFQzw0WUQcAEC7mImoyyim5+dsGezOtL2V/V60RrXoc/gevuH4Frp0cAFCY5o10m32p+2z/0hZ/+iR/9mZ/7a/MoJpPJZDKF32TyNZFUHp5tclFukej6wUTMne4KFOSq2rfbyMxMD/eh7MZy2xBGTyIfeVVI+wbg0ylQAZRUMlVvD2uXhVtr95dLbS4ib90ci+rNuh4Ph4Vyfng4LId1Pb5ze9Pa268u2yWxvf5wazVPDwcKRAg5iCzEAiyJJbmIYlkPic1Kbc3dpasUIvtTEykqpsoxA9nHNUUgAg4l81TMkiKEUFU0VIfyG0t0ZlJMw/dCCBGQKtLlk4qoqYr0r44cijgym3uvNuxikhS6a6SKGLkQSQkwkp70RHrCIzIQAQ9EpDszmCmkqYCmSnEBsZqJSgRbZomIzCJcVBfVItoTaXJfdOwvo2dgDy2NyK8Qfng6Dgr2EJeu4xtSVULgeQ36mUy+Vfzrf+h3/U//2//z13/xb8+jmEwmk8kUfpPJ18SLdz7/sP3yslgx6+thxFj2U0FhpoiotVFekNHchSIyIk36Plyyi4GeWdL1gIDyVGMi5bElj9ZbIUSUVIqQByt1WfoU5VLKWizIiDzd3S2it89yXY+fOa6S+eHpfP/6A29NvT0niymTN6YvrLwwe2HluVpBglITldJU+wRj1yx9YbFv6SXgmQg/ClVVRbovt3tffZtPOFw9oWSK6H4bXp/pYrYUa9lDa2ja7zzUlAjXUlQEu4YmmQzPzIyWUHETNYqKNPeIZKqIEEwikJ7h0dJbuMObRjAiItwdEcgUQIVJlRRALQL7tmELWkSIILOoLKaLqYm0cYkgqSABB8QFXVl2cgSWZiIi+kvaX8pk7zbsbfdSPcSEop7A3PGbfKt/rKr8/J/9wz/0h/6Duew3mUwmkyn8JpOviS34evMHXt45rAben+9qRvUmCAmowIgEA/Bevk5Eyic9Gt/seLg6g1cEEFBFIElyKUYwIjzjZl2EiEwVNRNTTTI802mRsV0CWCEvTMthvVX1jEQq4O2FIgqxMBfhAqLVXkUY7hnpkedWueu47FKOFJVi1lMui5qKdL1GdiNsl7BPr25XgaP3nVSyiCwqa7Hq3jwSELCoqJXeUD/yMEUAPj2ORLYMZErAJULEUkfxulKkP1u0SEcgPFqa94C7AAAgAElEQVRtzSXc+Gi65hDfUKVAe96KZgCpZOSYsB3PdkjWHlLan8qYOx0n8+RxoytkAOhvj1cQY6YUw+osSjI8qEKRpHDqvsm3npvD8lf/o3/ld/zz//48islkMplM4TeZfA3Cz1FTHrbaMosKRDQQpCYiwxOSEIFkep/920XfHt3/KIu4j/+NCcD9jXG3TGZPB6FRaNDEzboC2FoLIIFiFj1BRCgiSgKUkAAyPLetlKKmN6U0j+jCj2x1Y7hmCFwyGdmbxTMiE8Lexv6otcD+D0XEVIuVolrMTMz6Gh4RGJmlj6BPrH4lQqpKMVvNqnlm9Uhw5KMECGL0FrInXvbTyl6FEIiIIDJ7m4akqSg1kcns8aDCfFTU3JVcPlmuJCii+xArCAnPyL5liKtUA0zERJS7uh31DI89Ddcsz9zZf9tPZOTDCEmwqBQzMwPgaBSKGdRiCr/Jt4Xv/sLb//V/+C//2L/2H8+jmEwmk8kUfpPJryv80mktfHNfVMpS0AIRNRs9yEQA2qVQdMsvNZPo7W9XOdVtLe7Kg/vYZx8TlMxM9PnAHqMiYAKL2dCMFFVpvT2vS0ShUUzURC+11hbhVZTrYqUUgp7uHhl+bplwRcqYMU13eHfnhAAso6j2p5jszlWXghyTpyJFtegw/BLYY036Y0jvdYgupcY1PeogFSmma7GtteqtRUSmiCxqDgD0CI+wTBGMvT+CmcnRE5HIlkhkRESqSQZUkCrZ505JUERUFDJcw1Gf168BeLJuJwQbHAGg7cKvz4JeJ1TlutXXo1o83rionXjyCl/fS1CFkiyixdRURw+8mKwrysFzKr/Jt4kf/L7v+Xf/xD/7p3/2r8yjmEwmk8kUfpPJVxd+8VDj+fMjCAdo+sH9vW+bZGRrjnQBRJ8MPeYn/a2eH7k9sn+KACRDNYBEb5yTxayYtbDm0SKu22WteXNPwJt3964nyWQ4gG27XC5b3bbmVZBF2FfXZHSQ94gWEih9srEnZGa2TEcmsnnU1khmxLN1HZV3XfMFg2MD7vpfj5BreT0QiW5tCWHjKsSqXODXGUoDWyIia3MzV1EZVzH6ALsI7o8ZiMy4XCoSpqpqpqoqVAYyAJoYDRFoLYnxyQIi9bGAbx8rfSLhSJhpEVnMFjMzJUVz+HhPpF0+fTU/6VUWwkghi0kxFZOIgDDV7PaFl6NPy2/ybeSP/fgPvf/6YYZ8TiaTyWQKv8nkqxEJiFDk4XJh5vPDsZQStXr11tyRYUSqCAWjt9sjmrsM1+qjwm84fsRjBXhizHn2+8mwmdiDIqWPMyIjIUihpIhnZqK2tnnLDGQf2OxfH0h43Xy71O2ympr2/nQEsrbWIloiAFBNBUCNJDK7P4YxS6qqSymL2SLSa9z1Wk6wO5dXEvCIa597jz/pgTe9RMH6ACXZHyQyI0NEe0yMR7h7qKv2ZNEkMgEKBIhegp4Z2cNmADLhCTiyj6b2Y4IyCXdAkBxun+wRLGM1ERChpiCjq2BT7dXth2LrYsUswTquApmIxB7j+djh/rERLV1YKrsfK6LjBReRWNby/KVLmbpv8m3mp/7I7wYwtd9kMplMpvCbTD6RTFLtEt5OVRIvnz8/Hg9R6/3DaWutES5iQG8maJnpzd03YhlzlP1RdoevqwXiOuoZu+3E0aRH7rUKJFtz7qOTkV0OQUWSlAQIR4bXJKgQEgoKhJmACEwZKreHZTHJzAA29y38XFtLBEnNlYaIS6sC9BIGUxVTNS1W1lLWYovqUva+BQARsreWDw0kANI9SGbGEzITBK6hn70W4lp2z7FhmBHRvJlrsT50GuNEkqB4hGe6p0dIr/zbLcqIRIJCpHQxnYAPyZeQlKddCxF9nVKERB8YlaJKQFVWs+Nix6WYWSS2SGcA2Q3VXuA+pDjQs00/2tDYFahSTMRURDgqK1RiOdrtW57M2eYw+bYzCx4mk8lkMoXfZPLV8MQG3m+XQ43WYvPWt+A2b7W1JkAxEYgSEHU0ICJay1LK03lAfkQefCx7xd+eBQNEZDSHIJMCMRtZLA4EUZBrLjU8AEDMdClW1EgsReO4RK1IgKmEJIK0hPSOO4y2hoxoEUWEhKlYsVJKKVaWLvzKYqbXJ/Vxz7m/OzIiiQzsFXj7oiMJ6n7RvakCCfcwid7KAER4i1DBEsxr7qV0wyx57ZlYTExtuHBI937tGaNTPuW6zYghvvtiXkQCTCRy1BIGaJJQkDTVtZR1KetSVDUiTVoGAt4vbr/l11LGIIRwJHx2Za8qtaxyuJ1u3+Q35getyl/+9/7oH/w3f35qv8lkMplM4TeZfAynFncCX2xZcTisZuXDD+/ut0tjVkaNyJqsutiqCmFmBncDMLq7l4nwHjxJURUpIgBIieBI9BxbcmP3LXPYg2YGjl26eKyVAxICFKGqrMva3Pd2O7SIzNbNNZNCs15n17zViJbZgCBbZnWP1iq5qjy/OQgx+tZNl0XXYstqRdVUiGzuTMiY0kSM0BQSyOYtU9jDMIcUFLCIZSkCMJmeAS+QhaoqALTvDrprpgiVYhTCm29jznWYnyApikJVlZLKMdNJTQSRKR6Ze85Kj9/Mp6Gbu1hlH6eNjETbHJlCqmjRYkJTNVFViWBvZl9syajukd7TZ3puq/sw/7oC5LXD/dphIRQVFBEzCtBa2zxaprd2OZ9wnN9Vk99o7fe/TO03mUwmkyn8JpOvEH41XwvaswPVQakeW2stI43pCM9Id/dMlxTpJhcpwmTGruYik9FL4FIIZVdD3Uu66hI+1sINwyyLKUWu+qWLyex5lQkhVIyiHt5aNG/eIjJauqSYCkREJBI1/eKxNfeIAEDBUEcAYSo3h2V4c4CZFJVisoyedQAZEciM3ZJEn9rs0i/CM8E0G7UOzNFGWLRIMlpU1nNSksY+/AjpyaHpvZdBAEEw3b1SBKQMmckEQapQBQXwoacB9IAamow52L4VmMhARo5Gjb1tont9DJCgh2dkUbmOs5oowejthhGZKGJN/Coix6NmOCL6iO6e/RL93HrVBQlASFGCGe7VvXoGoO7b6YHHPv06mfyGab+/8J//jz/z83PfbzKZTCZT+E0mT9g874MXWR/qA+8fzrUuxY7HQ2YtYcEMQgR9j+zpEOAw79787VcfFCT4yYGgj4+Rib3loIdm7oUEFBojpVtQAbh7Zl4u26XWrTbP6NkqanoglmJCHsyKUvZigl5F0BvMn6aPihCPq2mj3G7v79tHQEeZXY4hz+tc5JNbPi09eLzAzIxIz5A3SzA+RiCZEGTXZt0RNBmLgh7R6xmKSBBJAjQVEUGioiHBgBJiBUBRPZSyWlmKKbVvHjaEIzz6JOlXfPHMr2HOs2tET6Tz7J4JJAU8qG5t+6Trmky+bdpvZL38/P8wT2MymUwmU/hNJo+K5Nza68hboCDZXKzIYjd5IJONLUP6iGdk9mFIoudSDuOuO35DFl2lQ2Zel8BwbXIfv+Zo/us7c1e9mPuyWmRmpEckMjAcsu43SWZmemZ4eLh7tNbcPSJIKKWYikh/DBE5mAkzfRuqjyxmxczUlCKjBK9vyz2ak7xuI5JX4RcRBJ6Eu+SehDna73rBQz4KxXGNvQw+k2TYtWWBb6jma5ymqZDMvep9NPOR3RdVIJEqaIHe8L6YiQiiZ89kV6s9pLSIrFYWNTNVjvwbjAiebB7IZA8H3Sdxu+COGC9K5GNH/KOETTQiM7Sv+nUt6JG11tMJmZ8QCDqZfPv4qT/yu7/3N7/zk3/uv5hHMZlMJpMp/CaT8Td6O9x8GPcvRW+RToRwlaKSZEqVi7dgj6HMqybaAzgx5g0ze05lPG6e9Y/zUWh8hdTJBNCaQ6IXJ7xhJu5N4teWdDJSZF8AHAIlIjOCpIrAQLCYlWJCekTsHxJGQnscpYma9dU+VekBnERClJ8g/Ibq6RUOXdpGvuH2PX3ij314uceudG2MzKRoRI4dx9x357gfSxdZHtHfo3ufxB7ZmeNK2T89sldJgAKOEdmMyLTR16dKWbQUFRVl3xJ88hKMTNLENdUmd+Gau8Yb06WjomP0eeyuZybEZNiiEfBtq+cTIiA6v68mv+H8vh/5/t/ym17+2J/4T+ZRTCaTyWQKv8kEAA63L96N9oWljpUyVTMeipikbMK6be4NOcrKhYndqePwqXbhl4HoN4wdvWGXjT6EXTb0AcvMrO6J5Ghdl2Gv9d025lWljFDN3sU3CIxmOzGzJbMv9xUzUwWw1doyI9PdKTBRIVTEdAg/FVHZ5z33nb4npyK7BnzUoi19KJ6Pn2f9mPnGvBbeBxIhezCoyLU5/Q13LIGtNZJF+7MbE549YaU3KJBs4ZnZIphZVAG4R3NvESMXx2QtJhj37yKzb/e13ijow7XcyzWA0T2Y1zQXANfnyKt8z/FHIQAwLGV4jIxt22K7MB0sOS2/yXcAP/h93/M//+Wf+j1//C998b27eRqTyWQy+TYg8wgm38ncXfyX7uT9Siyl3N481HpuTYotZTmu63Fdyyg7QO/p7m3m17/Yx/Dvul30xvrbr4tH1OatubtHT2aJ2K05KarFbDEtogIiI3a9goSAprIWuzmst4fDoZSlFJNH/TYa57rYUy2mxayolV7nJ/uO3zXAk9ecFD6ppOBX6ad47Kx/4/PIN+9/9QbfKAD8uJrzbi02j3FrXlurzWtXamNU81GVRWSLqB41wmOIYRWx3isoj15i/6oeu+bLfoz5EZmKX1ezXV/iFnnamkcIWbp7mj30ZzL5TuG7v/D2L/7Cn/qdP/Bb51FMJpPJ5NvAdPwm39Gcq7ew9yseggfhluFJCLWUVZiCmnHJZKT2qMwIj5AuEMZ043XfL2Mf9Rzjmn1scu+de5Qs1zeuI4r9gXjNuySECkAYEa0v/O3RKtKX32QUpmekg5GxO2ypQqGpcC2mZEZTGZtv2nsZrrqP+0jl1fFL5B708kQFjSaDLm6EIpQUSRHd29uVoiJ94/HJg70h1VrzPggpZGbKU424B2Z6pvso8IvuZZJKOtHcu54TUh9TQZMJoYhARQ5mi1pRHTmm2QdDR56ne1eA4TnmOq+jtiPWM59Yfl9hR35EJXomQRHxiABjjI5OJt9JP4NVfuFnfuI/+6/+5r/1s//NPI3JZDKZTOE3+f8vzbOlvb/F68bb8CSC8ExVNeUqPLuruwJJJPtiXXTfbzf7usTr055jJY3X7TxAKHgsbMAYYexrbKJjuy2QjHii+wj0EdDoAizT2XsDUxIiohQRpqf7MA2ThBmFRVTIpZSbw8LM0+WkIn2rrz+ZPrOpFGKvdHiqRnc77jHlMqmiKtIrJ1R6vYVCUnft13025t7pztF2MWTdOO3oVe9CZu9u7x8Vdk2re6+g79Yg+gGKiKMmVLGYmqgYEzBVAYSJtB4BelzKYtZlYX91dofvI2RclzGTPZxmaD/hm4L16QHtollA9icgPEdWiENSdEa7TL4D+WP/3A/9k7/9e//An/q5L74/xz4nk/+PvfeLlSzNrrzW2vs7JyJu/qmqbrvL3eO228bdtpE1CCFsARIM9BsPM5JH8IBAYqQRQhppHiwNCCEeLCSExDzNw4g/4gEkkJEYDUJCHglmwGJgQOAR9oDbgHHb3ba7q//Uv8y8NyLOt/fi4fvOibhZWdVVHsN0VX4/pTOz4saNOOe7eTO9eq+91mAwGMJv8NJCvnO3HLWbStFUAC21ztPUCtbnOpW6hFJmKS4IheBqY6Ku79bIzjXbhM/NfXg1MVrL8rCfplxzU9YCB/WATpKkOwrZSuSclNRSTLj2iyvyHLHUWmukZMUdcHNvZtFp2k+TMpfq3rcIr4rkL3fPS2ndldq79j2SaOoOIhzurgzI6O7mTitmxbyYt6TPF5wxACAyQdIg2VYtyKvzMbOECCkjhaghgMw0g7y4nCS9lNLiXkq3WKppXTfbF+dm8lRm64GIiHXe10Z/ebm3K4n3ITy6a8cg3Di5k1aFY8bZih0eyMbfeIPvU376x1//1f/sX/nz//Z//lf/xq+P0xgMBoPBEH6Dl5Sbx6/eLk+Pp9PDMjlyqTWLSHOne3FzWtBaeRxT12V0wNrxnRetdGkB2CyVWAM5CbQ1wd1uBhGRtUaNGq0aoWlIdj3WNKC7mXmLr0xJEUvNpmWWWpdaM7PN3OZSSinNDAkpIoFcmxuINu5LtZZx6wLTtL1z351bBeD6iFvLoLE232zGTphRspV2AbWLp+553AohjMYWUcPMZF6FqPDKarpN0iBKdQGXWgW4Ea1vsF0Pae5u9FZEIcnTQCOLWyYiA0BGt3c272gbJEbfk8wmuEm18W3b+dP7yr+u7blOLElKWGokKJL7mwef+oEnHFvNg+/jf4/d/vK//s/+mT/1c3/2F39pJL4MBoPB4I+c8f8GDT4GPHrl1SV1d3fXBFJN9cgQiebmbu5q07lL+v/a29d32lraphJ97SyvrZJdR2kLumzlBJP71JSlmbeQFXBVht1IumW0TMUnLz3BZQ3tbHme2xNm88ms9BQardmVTUd13XKd5oL2Xqs+1cW8ern2NW60lbyTYNvxa02FBAxm3K7QW2ro1attRYV4LlBl9UyiabYtmaadzOw+lX44JI1NboGAr/k3xX12n4vvpmmeSnsy1ka+LvlqdAWY2WNiriJYdFXCgfsPtqsnLu977/TAlJbIc80EtDvsH782vpUG3//8wz/zo7/6S3/hz/78PzKOYjAYDAZ/tIyJ3+BjAK2UMqHe5VKDQuSz0+kUYW4kdvMUyKfH4+m8RESrTNCVrOs+Rikyw9PoApaMyYqTdAOAVGzhk0YzqxGMFumCqRR3vzTftdQRszKVFsLZnKURsdS6LMuyar5iNhUvpLsXMwB9+ufuxaditcYxFjJc5nAaJnf2iBS7zK+sTeEufQbd02hN4zEixWbCzFXKIhLN1+nG3VxIpLJmnDNOy9LCNgVQFGSmLeWmpbP0H1uxBFBrLBFtzXGeym4u0qEdSStUcLKADnrzWwJOmlnX1lf+1D7ii8g2/utHq8gAVAwgFFAihGg3SxqZUgjRSjOEqfhU3IClZps9brV+BiQo4ZyKsq9lN76VBh+Pf5jd/s0/90//S3/6H/0X/43/5Dd++5vjQAaDwWAwhN/gZUGg0R6UaV+mgoyoKdSUI2mI5gpMNOul0fpAbIv2ZIv4V2/zo7NV8a0+xovCXAXG9iCFFnLSPJE9KGb1hSJTQmYrjkeTMUhRoNrEja3+oc8M19dsBRMZvee8uzqb2OutfX1s1XYSX2hx3D6vx8pc3wUN9yI5rb1ua+kz9R72NuVj9pVIkmkp2b05G7fAlN7HYNxaItZcnNV2auRumrZE0/6m6Pt8qexJoPlcM4N6Os9aorjexTaPBHkv3TSB9nqSkKqpGi30xp00Yzvth/PuLvXtt9/ZHR6dOI9vpcHHiM//0Kt//T/4c3/9f/6/fuEv/tXh/BwMBoPBEH6Dl4JIIfHwsHswTVCcwlvTXEiqWiJrpASibcqh/Scu87mmLXQVC6nrajxc+u6avqPdD1nhqrt49biEqEHm1o2XEWqqD131AbA+AaOvbkkCaBpIktSEyj02bycu6ZeS1svZLuG6x2/9mWv/H9Y346Uf4mq/sX+89c1HhKWaBbUyi+e9Nb/VUOqtln4rmbB+dJsX083289ymbr3zvtU1bMmdkZuu47qWd7W+t97hRXrec7VuMrHfDPsBZSqkzfXqtMm9+WjN/ObxK3r8qSOn8a00+Njx5Z/70q/+0l/4L/+7//0X/71fHvJvMBgMBkP4DT7h1MhMHab54CUS1Uqo9ozNjFprRNvvaxMz1YhNLVyVuWfC2ujvOtVzrX+/SBEDjC/oCm9P3B4OtBq7i17ROsgywMzU2w76glzblNteredrEsWs1bS39cB7VQX3b+G5i7mSfdzSTe73ufO9je3PoW6bFCE3gTRmjUzvt9Uuu124k2bdg8ptmgdqnYAW930ppIH9BDMzEK2FooV2ki9ukL8+5dagoffvazegmEloO5ORYUY3m0sxcF/K5P7sfP7m20958/DzX/zJ33vl9VsM4Tf4eP477fbzX/7jf/JP/Mxf+k9/5d/5j/7GOJDBYDAYDOE3+MRyXPJuCQUU4eTkRaElau3hIG2jrhs9SaKuyS26VNUlGMpQmmQSNp/kWk1ua71d8yj25vdtxkZeyxI0TbNVw2fLZtk0kjflUyNJbMtyZtY0mnr7uVruysXI2EVim2O11j1E75HfDJDNYHl5PvqWXc/bbK9gpPewTzrMYL2AUNhmkmuLg1KZICNCguRkuEvZQm5aIgsAN5Ng6x7dlfDrGtLZNwX5vLxcb2F1kOoyg+wP5toxCAiKVvAX6yGv0pxdZ/YiDfo6f5zMCNbI41LvrO6neTa/2c/H3c0f4OGD13/4WYwsq8HHW/79wr/wT/7L/8w/9tf+x9/8xX/3r43p32AwGAyG8Bt8ArmreVe1LMtiViY3M6QlWixktqIF3LM58rk52XUTQBchvG8jvKot6L/qIl+IFwziYJSsJWFyzURpNlEa+0agAKX1KWJbLgSAvDJurmqSAJvUXDvJ1825zEuRX9dVxLUzFBDFdcrGF9EXF9cZ2pXEbJmnqNnnlUZOHjUzc/Nk9ss2oj1hu4L+YlfHUiO2JclWEXG9fthqMLZmxPVHbgWD7RJzfc51pCfX+WX7GAQ3plQzl8ipFJKZOkeE4K7ZaT7F7vDs0We87BTjO2nwsedmP//8P/XH/+Q/8TO/8r/+1r/1H/7Xv/Hbb4wzGQwGg8EQfoNPDs8W3Mlvj8/2ocNh5n5qC3shxTopAigkhdbmZ2tgCHUxTK4/tqW5i67QC52d2nrh3mOXJCgjGZmtvKEJPzPzdflNqWZBbf0KLe9k/VwxUZkCMwXCrBVOgJlYV/saV33m3NycRtrWXCBwNagaISYv/lIztLGfGSyQTU4aYWZt+Gnqy35LJkCzmKMJv1SKffK46k3c88TeU8KEhPNSm560dSDY1i9buqeEWqNn4qx6b+Piy+2Pd/mHdr9XU9c2YjXjErlEniLNzI3t6e2+F9iplPrwNfzA5+/q+DYafIL+5Xb78s996cs/96WvfPWNX/6bX/mL//Hwfw4Gg8FgCL/BJ4J3z3g23zypz/Y6T5MXlfvVbpeBnIRWcH5vCPXck6504AfAq99cIjKvFtTczcklAmsdn61+zhZNGVBxa20MRl5v4DX952QFakSTgiaZtT1Au76ElDYX5Cp9rgduuE5tuf7otXOUfF6+Gs1Nrv6jpJJdr9aIc62npc6lunEG3f2DTurqKDMloh2B3d/n69oRyozmdm1zv2gK+SpO51qfv+BLst0CGBDQRn+IGucaS2Sgypa73UP+yN9/88V/MF/93DnHt9HgE8hP/9jrP/1jr//5f+4f/5Vf/a1//6/8rf/+b//2OJPBYDAYDOE3+BhzV3W6ufluzI+xRKZdVQ2QlwRL9Rb25EX5oZs2sS2INUMlrnyG4ub/hACq50NyC065RGdeiy3S3NpI6npR0NqVpJSazGnrBbQOiVW9kSCozKUJv5S7TK1+vb1B/7UN/NZrMNq1yfOeO5WXiooXWz15CYChEW42rS3uBCiDQKKmTku9s6W4940+62GeaEXta1V6u7Ftx0+8tKjfU31rsKjUTx5XU9fN2AnArty410bPy9d5U4YSCCOK2wQL6eT70+Gh7W84zct8wKs/9OiL/8Dx8evHYfIcfLL/IXf78s9+6cs/+6Xb4/lv/frv/pX/5tf+i//274xjGQwGg8EQfoOPHynccf5WHj7LSCCzL71hlSRq1r/WkAAZKJqgJAzMvKSDNMkioFsMN+HXWv4Eg9RL7Vaf55Xws7WLr8/VzNyk7EGhtjbvKTMjInM/Te7eTYxXNQa5qr/MXGoFaSZBLpP1RJlNpfVdu0s8Jy8q0PrW3HZRbQmwrzt2DbZaPdcewebDxNqmkEACRitA652PzNNS3czdW/V8cfepUJvx1S7Cr80r1/vr57L6XduqYmQf4WUqsqehdjPn5vNsn2/Ywl5aVOtlC/OqzkJr41/bnCxWntaIh6/ysz+1/8HPcncT84PTzWtvHx4t8VyM6GDwieVmP3/5Z7/45Z/94l/6V3/+//7at3/5f/jKf/U3f+MrYw9wMBgMBkP4DT5G3KV9C/tTOYXJpFaS3hJTkgQsYYHYKu6u+w3AFwVNXqe99KDND+/9vLyqvTfBEghlVdYILz6VEpGRkYn3dkQIqJmkCdmb6SSY1pZ4vt+lvLDFD1fFDrzvbn1hqYPTQCQlKg1uXCLPEYtUa5ytnn1ZplJLaeuOTU9aGxiC1i2r7CE2AMlihVe9FcoMkS0iVcBVpI60Hv32+NXX6YO/HsXNmnoPkSwG+bT/zOeXL/5DePUHq5WkKRQa3zqDl/KfdrfmAv2Ff/5P3B7Pv/uNt/6nX//d/+U3vj4mgYPBYDCE32Dw/c7tOd6w8h3xcV1ecWRdVCuU8zSFYJD7lDUAmU9uELJm1AxShFKtSLyNiMxpbt528SKCV7Gc1vbTriry1rhOQx929ZL3prGchLvTmtFRLfcS7iTMqlIRaGZQA4SIzKw1skYsEXe13i1LKdN+NxUvxYutneQt6oUgIgDQYG5GGRKBjBCZpNGcnKy02V+7NhpFw2qjZCKlTBDmtOyFCF0jzgYDJbiRCghNUy3n+iTl4MEL9yg0AUi04NJmDu36tCXpCEqdY2mVhM2TCoEiUhmKzIxE9s733ipBGJGElBmKXBUfKTDU2hplKQfW0JzkWoroRsCqpGkX803dPTip1HpduDgYvNTc7OcmAv/Mn/rZv/yv/envvvPsW28+/c3f+dbv/MGbv/X17/yfv/Ptr3x1jAQHg8FgCL/B4PuGY423y/Rtzq/m+UFW1SWXCmC321cqKDlPJ2bCnZObQEGRse70teA59RcAACAASURBVMESBZEozsm8Z1m2FoHe44et4WDdiGu/v/T8bR9t1sWW5tI66qL5RQEaXW7SkoqstjbfQUjlUuv5XM/Lcq5xF3EXcaADnLxMZZLUw2Kkvoq3Lr8Z4G1Rbq29IwAz9zL5ZXmvdcUb1/vrsaXd72o0p9Yzgcl64CZgQECCCnFGnGo91zqbnfd7taLCvsy3mkm3lsOm1KSUzikji3nxi/cV2WNYs7avACFRtLU7vt1UqvX2NTlHgdtAlpBD1t+vz05bhmqCAYsyV58TBn6v2e1g8BLz6VcefPqVBz/9Y68/9/jX33i7/ebZ3XmVgi+wCfAFv/ue8EM+9oGfzQ/90u/3Mf6hL/Z7vCI/4jnwI14EP/Dq+FHu4UO/NfmH+/LyD3VbH+58+CE+90N+BfmHuxV+5PPki96SH/UPIT/yd9/Hf8Hh1Zvd+Ot6CL/By8u56in82/b406w/zFONjBptA40g0prLsy6xnBd/dKD//3FV30NiXP3Nu8afrA0Gbfz44me3lJmtIqG7SXsLPFdDaB9H0lqTw/ouek9+6Xsf4HuuvT3DARNMSPWBWWaeI04t4XMK7+//vI/07+afG11+vVxPvvBgrx6SkE0fJiTBkD6lT2muofoGg4/O519/dfv9T33hM+NABoPBYAi/weDvGUvkV59Oh/3hc6U+IH0qdA+zZ3fHu+OpKiI17+bi5s5A4L2rbpeWgEtxH9tY6UpcvOh/03vuf6vje5TIi5Xf2ibfRVRk1ogaUTMiMzJT6kULLY2lNRxkZmYPyBTcvBVFuG21EIJpFX5WzKxHa+o6wnSNdmk/0QADnW3SBl3kVUu36ZO0NnqDlJk187jUu/Nytyz7OrGYezfD2nXEqbqM7I+vP9RfRrmu9a2qrcdy5qaEsyvh/iMVbRTbQzy1dfq1V06kQKNFS4oxiKA7zMd3ymAwGAwGg8EQfoOPMSl861avTQ/+n+PdF4SHpBVP4zHiyel0Xs7zXHbz5MXBi6ghQXEbb11JP6xCSV259N70VXt86DDIe7Mq4arPvBc8NDEVmdFUX0SNiB5lCduaGS5iSJmyfjVqes/NfO0DVG+nB0k3d7uq6GtRK9e1Dk32raUOWn+OTQNj04z3WhQkROq01OOyHJdliZwK1lLAHhx6LYZ1JTibIRW4VDNca0zgUtqQer68oblvW3DrKnMvlQ+S7iXZrFZWgGWez7Qx8RsMBoPBYDAYwm/w8SYS3zxNOh4ezm/bFI5JRpglcLdUGRKqlYfD9GF12vs/5yPxfs+/2DczM7LWWDKXzBq9SQKg0QyXsSAyL8q0dTYAbn3L0Lb2hqbA2hjQ7H3efm3wsy7/JMZlTPeeu8i+Cnj9kZp5ijhH5JYcs6XeCNuMccP4gtN+4fm0vb/V+HpJPNVaXXj9IgnEZXLYY3iugllF2rzbPzMbum8wGAwGg8FgCL/Bx56ni6b9q1/Z7e/y25969823j+fMWIw+T/N+NxuZoXXwdmm0a0Vza2edLsUKrQ3wagzFlqrC9y9TeK+403P/vdXNtVFeShFZI2qty7IsNdrALwSQk3sxmoCIaJpnKzzIlEB34zru2+aQ6ot/Xdytd9Q0Up93XiZ+vcdPBioBhDIytj1D20rtoWtVyOekrbUcmD7xWxcLdfV8+lpy0V77Mqm7nAe3Xcfmd91cr6v+1BJx6TEEUtie1hJSi1kha3Y3aCg57w+PXnkTo7NvMBgMBoPBYAi/wcefc83v3hLax/7TbytuTsvBfCKp5dDECIX7ZsDe3C50NyWYYg+53MrHt7U9CaAuOSkfljVq8l5iSvNPbtt9SzN5RsQa7mJEcXOSqYy0rt9k6yumEpu5sRshhbzSZSSIFFJYnZNX9skrw2ezeHYxlqrZehH6JuIqdS8GTrJpTbNWnbCNHJ+zeoprFkxzZvbGe+k9Js6rGnr1GE+lFOv+HtYJXmR2nbt+UVIK9YkfSSeNjMzmfQ0J064cHmAIv8FgMBgMBoMh/AafDGrqjWdxu+xf9R/6wen8mtdX+GwXt/O52mTFWFYFxjW75aLEtmKDVa3pKhSlNfThQ1s9r/YG++SPuo6pbH18mZFRo9ZYaiyRbbsvAQBmNrWBXypqNPHUZBYAJQKZVzqu785lr2awy5pc034tSqWzCS4CZjSz9lhINXOJFJJAMRPMAJFu1kyXlMzoMHcvbY+wDQ2NhAFgD3TRVsPXV/zMIK4dEn1fMXU5JPa29u7zjO1a+5ASbR/SCFP3wKo/Uym1msG2ErkZUxNUmTjvkeP7YzAYDAaDwWAIv8EniNuK4OFOD78p+6EH+CH4Id/yvC1SmSa7Enu2GiD/v+B7bPdJWIVYRERG8zRuF2PA2iiIiARoThBtcJlAj8RMSMpVBbWboYEJmtgF0OagxPrj+cIG9KCUrJk1Q1BL+3QAhLuRaM0YzLBmQ3Wf3b2nZbb6vku7/QtunNcBNx8kobcNvfeWN0SqFfJtb3B9aAAysWWJtk8Pm+oY9w0Gg8FgMBgM4Tf4hBGp21O9PVWAp6Xc6eGNPd0LTq7WzWYrvBo0bZ3g0JUflM9JkY8U5vne5JKez7mqrDW7Mq9zKTenZltX2/b6mpTpRfGtC+Fq2Ne36RIpEbDVKtmzSnFpqrgkZG43ta4HSmi2yao+7ywSpFYV0aJZqrI934mm/ditstwq7NdzIq7l5VZfsT18rznjuVbg9zpBL+uRuvpi6CoFtL1SKCUUswATEpllrrLxfTEYDAaDwWAwhN/gE8u7pzjz5kcPh1fz2Y0pk2Q2sZcwrdO+pkG6NNpiXV6k87gqjSuVh+dyJtugrTXeXZyN26evK2uRmZHRUUTmGrziZqW4m0EZ3RcJmiyb9RK9sy6i0mAwN4IgMpOAMpE0eXs1Qa3YXXhe9SWEXuGQNTOawbJrTaSDRPNyNtFqMgs6DcRcvBQz68uBFxXXJdpa2tfTXF484dsKIppEfW9RhrbDE3JrcZDWr1n7T2xlDikpMbu1uj8BOR0WDOE3GAwGg8FgMITf4JNLDd2Z39185s133n2E06kuO3I2g7kirrQaKtItZaZeO7c2vK9jLDcWOmmZGUrDpWqhT9WayxBISlBk1MjMbNrJ3VvTnoSsEcol4m6px/NyXupSa601BTM77OYH+8Nht5u8EIKiqtZELhGWxVQmn0rZ0W9Pd8fzctjtb3w3TRNhWk6n85IZMzRPU/GJZELIQPTCBSIYl5BPGBN4ejo/PZ3OtQIwY6SqcgLKNB12swFLjQSmjN00FSWc+3naT9NUHMB5WSRMVoqXYixugEkRoawAkHiP9lpHdpHKjC2xlGubfItwkVDbrh8FYFeKts+6co2GkFI74qZFi9mSuUiY92PiNxgMBoPBYDCE3+ATTqTezemB7elVNUVcbJ66ty22yhFiqye48ij2CMyrncDU1paOTYLkmgPah1JXdXbbtDClqFlrRK1Ro9Zaa9RIGJ10t2kq0zQVK0Y1e2et0cJXlBGLzMwY797eHpc6+e1uNx/m3X6a3Y1kKYVmNWURXkpeetd7TqnWrM4EQkolyJRauKgokpP7XLy4OW0ytl6FmpkSjcV9KqUUN1oKkbJIImlpLd6l3XE7MvWoz2sjK/tVXKnvdnFbOOgV/aOEG/PKI9pv5+qZRnOARM2sCZj7/kHQMVr8BoPBYDAYDIbwG3yyeffMV7kTb7MnPnbN0LTf1SoaL6pk3XzjpmEuG2XAZRFwLWtYP9yVnhFXr9J+1dXuWuvuax0ONWKJGlKBu9tU3N2L++RTmkg3BrHUiMhYMhXRrv6d27unp2NkmtnNbv/45ubVhw9vdrtSioBzZi7LzrhmeWZEr8XTlbO1RtZMGlM6RZzOZ5K7uUzF51IIRgTTzjXOtZ5qBNTGce7W1v+E3qlgUkgutVXDrtWeW//j+tPlcNBOR5uxU++j0vpHdL8j8GJehWCkAwSXjEWQzZz3QRvCbzAYDAaDwWAIv8EnnCdnPZPVTG95mB/45Osx1IukB95fkzTpoeeCSu49a5VgNeoStdY4L/W81HMEgKmUaSrzPM/FJ/epTJkwplnQqPMSqRp1qTUiUvnseH56PB3rIuBwOp8j6A6zNAOAqmLRJ3vKzFD0DNHIjJYqAyy1npa6RJwj7pbl2ensRvO2SYiaeVqW8xLnWs+1njNooBfg3rAue9FCMjJgRviWkNOqAr+X7vqjit1cdSWqVEWZy+fUSPUcDAaDwWAwGMJv8EnnFLpN3FrsoZlMgeJ1OXtrkDPBCDOzS4rkpX0gE2TyKqyyJbhse35t8JRIkqCL67gLaEZKSJFZI5dW3FdjWZbTUs+11syplHmaDvO8myYzW9vlaWZ91S9VMxGR0DkzMlhst5vpJmD2IvD2fBa5WxY3c7OdF/Zy97W+LyMyaq3nWpeobdy3RNwty+2yHJflHNWTd8tSTlZTRtQat6czuv2Vbua9Gl6R2eaNqXbfCaYxmJTRKBLWAkGbhzPXsV83f14NV9kqB9ULJ7bO+17vfqlVvD/2071UT3ZzbTRRa5ZlSisxxn2DwWAwGAwGQ/gNPvGcgyeWZ8lC5pprqTUWkn3TrwVQrhtm9/QcACRAyDaXYStNX7XhtRRZcz+33oG1tbyZLWssNdp+Xxuj1QgBpfh+ng67eTdNoDVZBRkI0szdS5YsHsEwGCXO81ym6aaXttPcasSz4/G4LPM07aeJgM6JtTcCgDIyo0aca11qRLbivrxdlrtal4iWwrLU+uyE01KdTOluWSazXfFiPrsXdzO2O+yDQ6mPMy2ryMx2ggYANNqql++loV5+u2Wf6l7xxNZF0dX5+gW5fA2vutq35FABvR+DjunAaafR4zcYDAaDwWAwhN/gE88xUHf7I+YbHqON6fR8xYCt2g+SmjNRwlVRgZqCowG9Rb1nUCba09qrBZI027r5LvpEEbHUuizLsix1qUtTfRkpefHdNN3sdje73TSVJVQjoSBkZjSzUgqQwKSsUJCsdV/czd2sTRRr1LtlOdeKyCTLVBaonk73hJ8yFVFjaZbRzFAuGXen02lZBEzuxSjheK5AndyL2+S+c9uVsitlKu6F7u5m7ZCitaqbKDFiVdHbSK/H2ugi7J4n10fz+abB53sgdJXk+YIxngBrc1dEKs15eGzzPofwGwwGg8FgMBjCb/AyMB0eLHWvPH2kKvYmAzPbVmCvQ2jzq2utsf6mqyuaICWUm0RRN1tmZK2x1NbfEJky0kvZ7eYHu91untpyHYCEIrM1E7SHaFZK2QEwsnit4dbjVVolg0eR27J4SlYcZglkxNYV34RfKOqaKFMz787L8byca03JzXalTG7bXc9Tma31AQJkhZhJueMSiJqSQQK6S7OJS4qtkXD1zeZ6ntddgnk1pnvuPP9wrDt+Sim9lJtHu5sHd+MbYDAYDAaDwWAIv8HLAMvuuEx1ndTpqhJgUx68EntbTktu8ygQpAAWarOCbpkuuj/fy0xcmRUBpTKyRiwRdYnzUpeogKbi81QOu/3Nfp6Kg8zVutmdp13OoPVLFBJGeokpQRBMCdYeKyxeyhLNaWkWvYxdqe0+snW118y2obfUGpEGzu4k96XMxbczmNwLrenYlsWp+0moF8frenLtnSJBAyWuPli9Z6yX94d+91ye0veWgMJVRwUkiD1uNdtn+8TDI593OI/vgMFgMBgMBoMh/AYvARX+NDyAJFLglYuQ20itp7z04RVb2Xr2WJS2bJeQy3oNBDZ5uDpChUQiaUQiJbWWggSVGdEq+2qt9bwsNcOK76bpwX734HA47HY0a3M2enEWQ0GribdeLQhjSaMZPVuBeXN4Zk9e8WmaapmWqOeIlJRpF5W0SdCuzzLRAl+MPMyzu4GazKfixXoqjaFpZYlSE6Nt3tkEXiZpTm2yeTVupsgUMsWe76nMVRTfe/9MZKINSLeyQV12MHumyxq3c7VF+YLpoJAQgXaM5hMOj2HleyW5DgaDwWAwGAzhNxh8Irhd4u3Fz+Uj7HrlOvbr0g6S5LDLE3oP4LXu0P2Mke0D65pdquWpnCJS2oP7eXqw3z/Y7714AjWCtOJ0d6O3QsCtER6AWdNeFIzuKXFhE2Dm3qJpEkKNiGCGfa/bnKfJ3Q/7+ViXc60RCQDmbpS0LJXAzW5yt2Jm1lv7mhqOFCg3sS9JbjfezoG6Jzsvcu1a5iUQ98/r78b2mUAqF8jcbNpp93BEeg4Gg8FgMBgM4Td4WTjXPKLIHURmmNooTC0FBIKBve2OgJmvBe7X+oMkaQlBaSAIWxNhYECCpAmtuG4LDs1uSdS1OAmlQHObyzRP0zQVkG2I12ViZtqqhdZcS62X4U4B5p6ZKiUiSdIMRHHPzOpeM9VmbhBBp9EIWdKcbW5HJlOZgBM7wM0iRMKMRmamu8w4zZMbnTSDhFCS7B5PKSNlAZAGI420NkQVlKpQm6NGRDN05pacw3ZPvV0w1caYEi9Dv1STiFydnXkv47MfCIyURPQNQ4DmZrtd7B/UHMpvMBgMBoPBYAi/wUsi/EKLzSpT5m1mCLJWLCfkGsnSu9UJGs3gZoIsrEkTA83czbK1GIAGZs+vBNXnci4Y2ZRVq2RY1lW/LUhURALm9KlMUyml0Jjoe4ZsxQ/MNfqEm+xEbwXsctMAkKWN4frzSHMUZaRJNbPW6mxGUHOz1i1RvKXCmKWda7TAT3d3d0zcMjiTaWZuLKWQEhAt3JRWeK/iUJFAk8xmahKTbK0K0XNvImu3zQLWyvsMZkAoM5ZaQQiZSF35ODeHao9sSXWZh/b5gpm16BrSgJoZAo1pxXY3eXhUh81zMBgMBoPBYAi/wUvCccnihyP3Rz2dUfujW3LKR0/710d8dmZWZZWqVFOllFJ8KsWLN8NorotoXPND9UHv26ZmqwjFOgvcfrd6L9nlIGhrPyHZEjdpNHEqpSmu9ol2tazX0l/IZmq9nBlXHWpYaw8vV/VcqR5feFw9gwWAAQY6TMweyXL/80nqojKNfO40rh21CThNptuME/eHh6/mzaeW4fUcDAaDwWAwGMJv8JIQqVrKM3vwNN5+gGMCclhLK0kmJEsxtzb3dfR29RLP6UNe65qr36g5HNfa9OzN5pG51FgiamZCu3nazfN+t/NSaJZAG4c126KZ0VuIaEvSbKpmHRhuWsfYPKFCAqBA7zZLI6w5No0G0Eij0dhfzExmMoNNpZhR6p0V606gUrJMa2qMyvYWYKvKa0ZYI23VktnyXyR2x2Z7Mlev6iUJteXntGGpmoA0M5MQ2frgt0xPwoxCe2GBYCsPZPPQ9szVVA+6QVe1SICPPnX4zA+ffE5h1PgNBoPBYDAYDOE3eCmQUJNPdHikEk05kLI1ubILP4nq1s1eobD+nn201cTK93wvXQoeWnuEamppXQ5KAYfd7nDY7Xa7sgq/kFJqdk4ZYV31rTMw9ITLLdYSoAzX1QfUpkat16e3vUTQ+oivby7K3MyNAovcsgk/XQlYpcQkk6FsXtj7N95OxEg2rXgRflBCa5FDbw/kau+8JLj0u0HfndwubT06XMnLvHrb7Siu6x9yVcNcT4c3r9njH0xwiL7BYDAYDAaDIfwGLxEp3Ga5y5KG7EXf3Pbqkkh+mPK4D6czgVDPBW1vXSPOEbXVqBv3+93NYT9Nk5cCMqSQtHVLGK7mY/2a8srn2Qd+SkiJlJJ9GneROZcJ5SYC28iPAMxlRS4qJZApGrjV87WgFBoJUnR4JrVqz/XlLze7ziK3j7VEmVX4AQ5aT5PBdYGi7t3X+pXaXK9s40pDKqGmBLOVNkB53+q5npISMFrsH8b0YPyxHwwGg8FgMBjCb/DSCb+7sDM8YUlm9z1mEmlg135Q24TrVs9VMzUh9OHHR93m2TMoN0eiABpLKfNunufZ11iXCLWOwTZdDBK8yKy1MDDXFbhc76ipqNyqJdrlGdLa3VA09HU+s9XtCUHN6um0kIlgX/K7KFVIzCRoMgPTbC2B75eWBMDsgZtdqa0DyKSaElU2DypJK00PrsGc0OqDza0tEcy1zH0LTdVaBiGBRkjJjOwBntuGo65EowhNu2rj77HBYDAYDAaDIfwGLxmS7oILppClkDATm5rQvQU+rhqPuDg/1/jOjyD8tk6CPp5qsz6neyllmqwUc2898U1zJkgyoNDWhXctavCBmTJbDwLWXTtBzdMKrpmgbeRnyHX9z9yN7BkxWwshZdmvvyXBmAGikuvDSAEhbXNJrneNddOvjSDbPRCIdbin674+tRQZRWbT1v3UVpXX/LVSKplAWxpMIXXtpb2v8IEAOB+C4++xwWAwGAwGgyH8Bi8ZKR2DC6a0kpDEFELIhBL0pvl42YvrK31t+0yr/PuwgZ4ScjVw9hkU4eZWfLebvXh2Tckksk3glCBCqi2vpVUNqi0bNv/k1UVoS+wUtY67sr1xIkIZyoDWNgnI0JYHQfN0pdpA0DOppvTWTbk2drO2X9fGlCBMmcoMKTNbgk1mZrsSI9XEm0CR6vt8206iRyiUkbHt7/U6DTV/Znv+JawFqzd1M4WmJEZmpGKNgeleXcJsU8YMWTk8GMJvMBgMBoPBYAi/wUuHhCWZ7oK3RrrWhrAaJ/lHHv4oPJ+HYsXn3Xw4HEC2GRfdmywECfURWXS3JLFpmbVEYX2lNXhmHQiu/Q1N5SW6sRTXr4DthdYRpwFtnpe9LP2ikgHIKF1aJZq4Iiy7sTTWexSvCh2IS/3DVWm9ThmbXDMz/8Bzw/WbktYnry3JE7n2/W1fNrs67aRxd7N//NqRPv7YDwaDwWAwGAzhN3jpWBJHL0fMNzypNQL07rjVEXmRf8/3OXA1e36ogR95sXcCfQBmtOLTPO33u+NSpTSR0nUEZ5dfEiTTJWaTq+5bL7EXuLexZG4NFEJzeK7yqL3UaqBcx4bsI7lm+2TviGBziQJbyd4mMtdr4HYVYq5nkVp1V48zbcuHV2clZKpGIBNS89DaFjdqZPBaKq8XvY1bt8xPasvx3Gyl29WSACIipn157bP7Vz79bCunGAwGg8FgMBgM4Td4eQjxjrs3tX/E805pa9OcJNnqc7xqCQC61ZJrSzlJ8V72p3SvnwDrz7m9HpvVkzRzd5+mMk1Za4100ozQ2k1H9KHfZXuNuvSyd++pYSvrI0xI9Hdo0i27/DPB1itt94iulLhNyXL9UH+/9n+rPfT6NvuioABju1fLy9bjOpQ00gDbRnHdidnaBiOaIjSQRBrdnJKZ0ZLWg2HE/s79uK+aHtZxplogzCY0t1gbAUsqy376zBd481h1/JEfDAaDwWAwGMJv8FKyzI++cfvODyj2c5RS5sIlqiIDUkm44IiIVC/5g0jA3Qp9cndjJrbVslxzSFLRN+RSERERpDU1skQskQB2u3na7dy99o4D1Awtreiudzk4zUGnTe5TmVtfQy9XaE+AFTOnOS1jEeTmICkxIUWCBnefJ8bicYoakIQMBdNpcDoouqie5ZnIyJoRKUHO3qPQR24CrJk8ATHj3sjTYDQUNy9lcjczGJPYqtsjlZmINLDJ4oBMFyPq1jLY9iGL2eROoC0MullxE6AlItNgEDJ0rbczs8XGVAA0f/A4P/P33Woaf9oHg8FgMBgMhvAbvKQ8q5y0P0khkESEAd4yT4B15MdtkNcTMdnqEGwNelnjVS6NC5cfKUXKvfePr5ZEmpmZNYVDNydbN16kpMxogpJJytPE2dvbNB8ljDTCwKYMHWxeUm8ZKAANSiYzmTSnIKIioezbeAmkmCDQ5oFMMHqqpkJStkttnspQ1kySu6m05vqEuI4IIfWJZZuICgJTUIuYaZEv3SdqQkZL0ZGaluyqbz0WM2MmADNzs8xMrlEz66vw/h4mL/URHQHl0auPf/wnbz/zI3caPs/BYDAYDAaDIfwGLyt3S87c3aEsqFIuy2LQ5KZC79JP94JU7gW+XLk6tSmXTZOAQBrMzExmJiOUsj7fUg/wFCUvxS5tfxGhWJaMbLbStOIwTvv2FgYDZTBvFs0ElAkwxFzjT3oUqUVfmJMgV5oIWDNDOmiCJdAK+FJIoEqRbSGwbRW2Rb/MrBFLhrntd6V7WLd+ii5E2UJHQ5mZEQlQZPTrNro13SzmEmcoCRmZLYKzvQLgspIWRpOBaJWDClWlJVuyqBnNDEIT6UbmZdWvWWopwB99av/6F97iXFPjT/tgMBgMBoPBEH6Dl5Rz4OTzE+yeLOcpF2TdFytGKUop7viQ6S16nwzQPhx0mTPe82ICEmImvQdORq3LeTkeT+fTOTPduC+Fc5lgByutE0KpSEE11sCZ1jzobVmvV/DlVsbXhGjxArKi+UpFwt3d6GyjMEuYcNmDcxL0dsWh7OGggSXru89u3ayYFTMHzbzQ8tLoDgRyS3PRewUzMrVEUmkUrC0BwkhvE0M3pdVgNkXnVoMCalPCzTVKuCHjXgKP1m5ArOPWZX74xB7EEH2DwWAwGAwGQ/gNXnJ8mt0f5ulWrA9u9hNyWZYnd3fzbjLrzszNVcg112QTNan3zJJWPyiulI/ZmpaJ7lUUIGVmryRvSSoZkbVmrbFUZZoRNItkpJaAukpjj4hp7eprRKe1XbjIiMxUJgQjvfsnaU5Ja4M73MyMIDJbw3rCunfU6FuMJoDIqIhW8ydqmpwkIYKZLailVxRuui6lNaaTtnXGo9XuRWRcFS407yytXRAhWEQblMpWV20CmUnCMr3VzbtFJtawlxRCijWWNcEQYvfg5HtpKL/BYDAYDAaDIfwGLzGP9uW1feTdElKW0rUIRWeLZeElq3LtE9iyK3vkZdcv6ppwFX/rL3QjCaOUzFUQssd1ppq1Mtk2BFuFeY1YllrrWajn5VyqFk0q3TfarmG1NjaNJ2kukxFRoy61Rm2xK8WtuM+llOI0Or1VJjRBBSiVrR8eCbbSwCqgxbfQWqpLa3bo8aCY6AlByMyaGRFRs67ZnSBOOAHq2QAAIABJREFUS0RmKW5WzI3uZE//lNSEaTvJy1Kfu7k7mYCpCTuzzHa3WM9qrZVv10+tV5VQSKGekyMwhCWVQtfWg8FgMBgMBoMh/AYvJ0bc5JNnX/0/vv7k929ef/XVVx7+/nfffDzZ44fz5z/36TffeRrH4+PDww94Bb3vK1+0hkgaRES2jr2LN7HFfgqCmRO2Da8yj6fz02e3d+dzRgD81IPHP/Z6On0ybwZLZouNiRpZo2bmYd65MSNrbSM/YU3FnKepFC/Fp2kygSCdSGTmErHUWiNqZmYej8tpWUiaoYtDQlIoM1KZS+Tdckab00kCIjMiairX83j39rgsdZqKlzLN0zRN0zx5ayZURqaAYm6gke5W2g8z7y8JsL87N419Pba715/YLKgK6NrnGcCSiidvTu98izefJn1M/QaDwWAwGAyG8Bu8XOwmK3neLW/d/v5Xn/z+b/rx3T3Oe7PXH7xauJyzfvfprYCpLfmpV6SvFXJ9BtUHfZK0zfpWR+Nq9WyPqQ2yWvbLWv0uIrMlX8KNECJzWZa74/Hp3d3Tu7unx+PxdIpMCMspnj49Gq3QivnkvvMylTK3aZ6XYjydlmYhFVvaipEgTeASGamlxrJUNyvu7gagRj3Vel6WGhHKVC5LzUiC2V6LAJBQttmksipDuUpUZeap1lNdTks9RdSIKr3x7rtPz6e5lN00H3bzzX736Obm4eGw3+3otisOGZGmbMJvLmUuZSqFhEktLtWMJqYQmTWzjfJIupubBVLJpAJqcaPtwgTQLMEldIw4vfG7p4hX3v3Ozed+Im9eXWwHnwJjBDgYDAaDwWAwhN/gk6z3/OHe9oVx+843v/aVt976vdO731ievulZv7nf/cCDRz/y2qcQdzXjeLccJm9NA5eygfs5Im2bbB1Fsa8AdnnCS75n62yAaua9l0CrH0ernQshlno8nZ7dHo+nU41w4jBNhSx0BZfTotRdK1kgi9tcyr5Mh3m3m+bZfV+m4u4gvXsn+34dKClStWqhintxdzNBS62n5XxaliUi1oFZa2/IUKpvCvZ9QSCl7T9r5jnq8bzcLufb5Xw8L+eIGhHSk9PxHFHc52k51vO5VglmLO67Mru3wNSL8JumaZrKVByAMi3bWp8xs7lJa2ZKTjbnqhtzdX6GVKXaFWkz3DLFRXmq8ezuu+e33/zO73315nM/sfvU58rD137ws1945VOf5v7mdtEi1jEHHAwGg8FgMBjCb/DJYM0W4c2EN3/7126/9Vvnd9/wevfs7mnGYlIF3n56++aTZydwogMFqjVVtyb1rteueh3W4JamAHkV/bJJP6ypnu6ujLa3Bm5Gzzaby8yMWmuN8/l8d3c6Ho/n8zKbPby5uSnT493u4bxH8N2n5+NSb0+np8fjs+V8Oi93p/MTYHKfrLj5H3v1tUeHG5q5wWjelgubeVJoKSxL1FJy8ixmoTzXejqfj8uyRG3C7zDP7hZSZC5Rl4jaLJ7baRpA3Z7PT06nt+5u3769ffd4fHY+1cxeOg++cnP41OEGJI1Oy8xaa601shLFrLjRYEQaWczmqUyllFIASBkZYZZukZbt0yIjc5rK5DYXB3COflWBrMqlbRuuiTIp1NS51vOynKLG3e3tu9/1Mu93N28dHs6vfXb3+hdu/thPvPK5H5PPrZhi1D0MBoPBYDAYDOE3+Bizn2j1ruSzXZ7qW995+rX/7e7p28vxlrlEhpep+Kx6vj2dvv3uO2+8+eS1gx8m2+3m8/m0IDHB3lPV8P5OQV5+9IkfN5/oiz9DgHQ+L6fz+XRejufTeamZWWjzNN0cDq88fPDK4YGjPH4YyzluT6fb4/HudD7VWqOuSscI3EU9PX3SGs/NrLivMS4UBMHJuTia63QtcG+CMDNTCeDZ8ZRQrfVU67kux7osEZF94gcipGOcj7XeLsuz0+luWc5RUznRdsV307Tz8mA/T1Opq0UzlTXrkjUyALhZcUIizNZwFzdzM0BxaXDvxtV2jZLY+9yZWmet/SZa0s3lqyCoVRImYOZe5ojIqMfjM57ujs/e8e98/e7rvzH9+E89/twXNN/k/FCHR2ffa7hAB4PBYDAYDOE3GHyc/si67RwPd8xn333ja1959uYf6PQkz0+X23ciI1OEWvW3AJifI995dvsHb73z+MHr+5sb6FksCyVktn03gjBhXfIz0uhGy6hCC7lkgn3xzyD1MSNBCqk+BizmEqgMSREtljNTEXk+L8fzEhFOOxz2D/f7B4fDtN9xmtzKweddzXnZPVgOp2U5L7VG1JqZbQEPS4TUAjHbyiEzVRVtfKdMJ/ZTuevV7sQ61juelyXqkpHKU601Q5k1col6inqqtWYKIkCjoEWxZF0ioZyMxQrBufh+Krt52pXibmY20SIVkohSrBjd2ZoYmg420s3n0kJHi9NyKwzsRQ7MVGQvoTBrHfGrEESLzFGkWpMhAcACPEccl2hDSNDah6TMEJSx3C2379Yn3zm++Q1/8IofHh5e+fQrP/Sjr33+J/zRp6vvzrIgxwxwMBgMBoPBEH6DwfcpRha33Vxc57fe+Nq77/7B6bu/c3z798/H2ya1AGwFAqBDWeviPlXl09P5G2+988Uf/fzhwaPl9jS7l1ZvwJa8SYowtfBNp7u5m2cVcl0FVK/ok6QkCQoUcn1vc58n0chaFRHRJEwaQSAyz0sVNM/zw4c3j29uDvMs2lmZyuIF7vNcJs27jFqj1lhOdalRa2TkQ3c3NxgAZA/bPC3LcVmaxgxl1KhRl6wJuREkpaXWc41TLEvm7fnYlCeAlNrjNSMhA93MnZPT3WeznBzolYDTZKX45G7uNRPAbpoABFCl3Tzt5mkupbhRSslBY08cnadp8mJkLBmRNaJGc4EyM1tCaZsKCgrl0tQuISCEVKt1oJMyO6eOS9yezzXVJngZlVgzeXoVIjLi/PQtPXkzIt4hvrN/ePiBz9388E8eXv/C/tOfe+2zn6+wJbIO/TcYDAaDwWAIv8Hg+42b2fz01vT0W0+++3tPv/m1ON3W87M4H1s0Zxt1NQsk2qyPtlYvcEm8c/vsG99982bS4wL34nr/xgYAa77L+3/0g4yD3J60voaTpbiAUkophe5wb7oKZjCDelQLsk0rKRIL6cxQ8dInauj96gKi1siMyMhABDJO5/O5ns9R230boEkhpQRqqTUznEagRpxiuTsv51oDaYCbJfOYi5BaMz/RahmM3ovVYWlY78UgE0o3bqpGVYpsTlRz9qa/dh66OpDIXCJDmXiv9uomz1jjctZnkLCauUTUq7XED4SlTCEt52N862vL07ef/s7f4f4hvvQzh9e/4J/6PG9eWYb2GwwGg8FgMITfYPD3HCOLY3I9LInbb73x27/29DtfPz57K+tJmVr1F83WkBe7NK7TSIMCZE29e/fsW++8/dqD6ea1ebJCKQQTmAAlSxORApQmQmjBKauCW8XeVck7AQqgeAn75OU5Evo1Gs3d51JI7ud5nqbecAC4e3Ev5miOU0mC/7/svWmTJNeVJXbvfc89lszIzFqxEQQ3kFSzu6enu2dMprExyfRJX+Zv6ifITGb6KM0H2lhrrNUbu0mCIAgUUEtWrrG4v3uPPtz3PDwiM6sKJEiC5DtdDWZlRXj4lmnv+Dn3nOCl5xpD0KRmMBe/8o744XIMLXnfBECmptp3XZe6pCnvLfIZEuYQuEu9qbmjste07rpl121S7zxKhME6s+hNDxA/RoAJnL2XIAoBxBJiICIFKchzRIlganAm28QQJIYQo6eMMkyLvmcgJNUuaVJTwxCf45wPxSCbi+CZS98DE3On2g3v21Js3MrMt68ArO+6y1NcnJqEn589m91/fO+97377r/9Tmh2v0PQU4A8LKioqKioqKioq8auo+F3yvSaG+SRot15dnp5fPj+7+Kw//2x19quUEnKBORWm5RyvGDF9uV++TzBiNqLVZn25XF53nfHcxEwtgZiymzAyCGD2QBbvcRj+O/Q0MGjUNu5MKO/JqAxwKHAv1JGZYwwTRBGZte00GyADEXnwSQg8ppQmbrwUk2DRYFitNglKICWW/Klua+XAEpkJYiox8ESD+YHAWxGMPW0zSpeSmTKxmXUpNSFIkNhLX4iVsM25cQ+rc18lKGCUm/SUKDAxSwiBPHyFWIKEkQvWI2eCSAihCZkUJmdz+cwiqXV96tVG5J1oOPMADGZGABGpHw+zgTYpdaZeEz8UbbwC+3UcMPSpP3/Wnz+9/OQnLz/65+m735m+/e3p/Xfuvf0et7NVr1r5X0VFRUVFRUUlfhUVv6ObMhBtzq+ffrI+f7I6+2Jz9SJ1K0sbmLaTGQGqSkVmc6KHIQ3S1akQComMTsMSwCGGZkLtpN8kmDVO/JygGQUmLqGYAIzsS+1z5qCjLr+BQYTALaIwxxDmk8m0bdu2cZUvCov427eNESIChgSBmDfrJVX0gBFA3sZOIAYLSRAhZsBUExPFJsYgIQQ/S32fDIlAILReHAhSMw4MskQGhqj6HoRAoWFilxiRoP6lGWcNlUiYJYh3xBMzSCRIGyQQ8yCyMYtIjKGJMYgYzAcq1cwnH7uUutQn1XFe58CWDW73BIwMZERMpESdpk1KvZr/Yxnse+VFCRGWCCQSYowwQ7chIuYgoKvPP7p69kn8t787uP948863Zu9+GN/9MMwWlftVVFRUVFRUVOJXUfHbQhO4FUximje0Onv6xcf/unr5mW4uU7+yfgUwixCLZV+ibNmWcw23XRKIi8UPDGaRnMLZNM29+4/uPXxnctBcdxu15HGRyBGPTB41CWIwGzGzUVGdSqTn8IlCIGA0COitfsJizB4zCfcruvblrK+JcTppJ20bJdesiwgzwxSjAng3jQYmBCZhgBaHM9OpuW6mzo1KlYSwMJuq9RqIg2SDJQAoMZRNCGDmtm1iEALMLCSWAATEjvtC/CQSB1Zor0k1pYQeuUPPmInII2M8y5Rzh7wEkUZCFAks3jA/8r1mOmjFvanqmaLaeZMEQET+Did+Vl5MsKTaqxoRM/dm131ap17NiNnM+DXMzwN4UHRaMzNhCU2bUs8wgYgQtE8Xp5fr5fLl08mvPpq/9ZMP/uJvm5NHfTPvwrSvFLCioqKioqKiEr+Kit8QzBSEQ+A2hmmUzeXp1bMnz04/kf56c/miu34BSyxMIJBIDMwMM7XEREECETn5Iv9qO+w3bJ5AYAkwkyAHB0eP3/nmW+9+MGvWV5cXiTfBwNkMCBJI5lMuOoGLVxO81e54CH3BIOtlMyFv4f/g3A8hcGR2Xa+JcdI0TQhBhMskIoFg5vRGypCgb4Ylf9CkaYXFjMxUtYw3ghh5ttFUJZIAbv7kIDAjZjIWC8LUBGljdBpsphAYm5IxU7TgXJaFEKhL1BPMVIly030xrA6ipI87eitDdLcqc2BiEZ8hLJN6Zkxu8TSDmqd6aioDfn6hJFt1mdydml2qSKp5wA+0MV323UaTAijpnePrMmDL1QBAhZlIDGYpUYgSopghl1gIMwPar6/79VV3fnr9+S+un3w0ffTe4p1vfeev/9MmTtYJfbkxKioqKioqKioq8auo+NIIzJRW3fVytXp5cf10c/qr1eXTbn0pLJp6s0QsoWnFsyGZCba3yB8rbiPpj2jktyQSYjRte+/+43e/+d13Pvi2rZ+dvXihq1WvncAn9cAgK4kgw3jeaOuvTvEsn7Tb5e4DgeyDfCzM3DaxjUMKZqacRGQwt056kmWO7vRNMhFRiBxFYATIdreMSnoLMTdznlpyYqVZjARxI1Fk0sRp0/Te5wcYkQlBiCILJFo+TxAyAgkT+/xePieZ2QoT8545U4bxSspGWS+LcH3PY2OGWUn/psdylnQWEiLhrXaXq/wsE0Unhz2wSbrq+2SW80Zfb/MkEMFUQmQRlxGJtQlx0kzUVLXfdBvPIJ20U9VkmrrVFX/+8+UXv3j6//3fZ//y3w6//eezb/wwHN1rD4609r9XVFRUVFRUVOJXUfEmYKJp5IhuFvoGm/76/PmTj5fXZ/36Cv2qX19B+yhBUwohxGYCgsFMezbmEJkZNze5F+voxIDBEp2I+f+17ez+w/fuvfXe8eN3++tw+PxZWl/35x0DEQQiYUSU6vDMGbZfD5/hCSEgRrF65kxKZhECvIecidhy1gmEOTh5Ffb6cx/Jc+pjwuI0sNBL3xyyjRMeTNJrUlXmUi/vO8YwgutpIcisbXsBejMvrjcKSqwkIqGJ0gSyZAOd9QIHiEDyMKOwkm1659wgIQ4SENzVSgTX5JiYkF2WXJyfMPNKRBZCEAuu7KU+CUkgIk92MUMy65KqZf7olC+IO14JROakUS07QUHE0vVpnVKXko/8EZPIG4VwsgQjsEfOBAJR32+4cPIYo7dMqCZm4dAwJRcpWe3is58vL15MPvrH9uj+ez/8y8O3PlhPji22tQCioqKioqKiohK/igoiImaKwk2UKBwDR+EgHAP16/Xq4vnZFx8/vXhqmwt016lbpr4jKBGbqUhgaYgTSwghqimbAkYksBzp4aJaye6U4RMHFSwrXdk4KQCYuWmnJ/cfHRydTBZHsUmH9x4sz16szs+40DktdeHuMiQayNgOkIMiMXTTZbGLy2ze1uuZywmYnPiJBAkiPp1ogKIogts4Txp3EBBRIX7kMSiBfYwu812QwUxJ1cxYGgQlMyESicyABBNNDCJjJKiyGbt5FSZAEf0oy42khnXqfaiPmEMIzCRGCpcJKQ8l5gScrKu6FVRJCUxCREIIZpbU+qQcKEeMAgaoWcolDrkFIzAFlw0Hj6j7Qkv0izF3qpuUkpmVYFUJgWxw+vJdnYxcrpewEPl4owoHL84QkdygARMWCRIpAgYiCZJWV/3qcv38STM7WH3x8eytDw6/+YO3vvM/hMOTjqQHGyoFrKioqKioqKjEr+JPDJJDP5iZhNm669Xlha6vtLuyzbWklWC9Xl6m1aVtLvtu7d5B5GwPiVnQYyOQCACzZJqISCSIRNVkMAJibDyug8pUX5GhQESwLSlkFhaBGYXQtJPF8f04aagJ03B8ePLg/HBhHIxzm58P8lmWDG3UMDCiFLmnoTQ6ZMVv+4+jTM/MSUDE4r0LBZxLyQenJwD2LsDyGWDsORk5UM5xEU9P8YFEH4oztaRgWwMEZhKRECMzO1HqU+pS6hIIlgsK2ZRNxVQ8NjMbRhNsreqiIJhCYBbxMnUDGXKUZhDODerFs5qPVOFZND7cqGpJVZgDu+LnYh4UQ88FfEpQJDtasRVdoT7rRzBQZ9q7gZUZRIAxN+CSvHP3/J3zVWKni2QwIpLg4m5SM2EfbTSDBUgMoU8GIpYwhO3oZnn56c+unvzi+qN/OP/JB7P3Pjx4/8P7H3y4MdYq/1VUVFRUVFRU4lfxpwAmCkKRLVAfsWnQU7/uV5fnzz5dL8+7bmn9xlTJFJQsJfgwm8QyqJX5jVrK/MHUv5Nbu/PQVyIi8eiTMQkb1vfbv4/GxVhYAlI3bQ9OTh6+/c77LJOut+l0+vjd93lzpRfnF6fP0qZjphCj1/0pTEjUrO/7EKNkUXEk5BEBZAQ2M4MmhCAhupgnMQZJOT2EmaaT9uhgPmsn4nZQYhZ2p6IEydRpW8xOYy3RaSxvjxdGBiuMCJaSpWRJUzIDkzfQMZOYJNU8qaiqloaTyV5cSKZlYpLyLJ+ZUQKCiG/fQIpt5bqfzgD2S4PRjF0QDiw5boeFiLq+j8QiYmZ9nzqg77vVpuv7RKBGRImdZjtNFeFkZuZBnzZcXoX1Zj2oS+oFeyLCIJiaKb2J4LYb/CksxK5egotcPJx6M7PiJsZw+/kbRYhodXna9ZvViyfXP//7yV/+x/k3vt8fvWWhtfqLoKKioqKioqISv4o/GrRRmkhN4PKHCEibzfXFi+XFi+vrs351bv3a+pX1K+3Xpl0mDjQu6RZIqa4bWFuRv7YLbRp60zPRGnyUO+xuyHApIlyp6ubBfUnM09n86Pj+yb37TTshEolNe3i0OHlwdO/e6voypaQwIzYiNSSmUGrbARjn3ZBduplbAggGYw/cZGbJFQdUEjubENoY2yYWelHaILZHkE2PIzqLG8w2nwzAmEpXhNfikSm5gZNK9A0AUxRl0lRNDUZGUnhPliO3rYVOZc0AETZjggtrhJGbMp/+G/mW3mORCzZYwGTbInYyMlXrkyZVn+1jZj9vAHy0j5kAMoOaS7YgIi2Ffnkq0m8Dj3klFy+JXpm1yaVOYvzXwRc6pK/unPdtPeBuhk0IAFSTXV/o6qo/f/6v58+P3v/pg+/95ePv/UjbecehM67yX0VFRUVFRUUlfhV/eMjBG0GaICGI6Pr82afWXWm3tG6JtCLdWL/WbtlvriltfDgKu7GP3q/gIheNx+a2Y1kYSVwjMoHd75QCuUKf3BJZDJXAKH5y+B9vco/z+eLk5P7B4nAynYQYWYRDbGbzg5OT9vR5122s73ozN2oKkxmLcAiBhYkxeDdzS6CngI4PobAcy0krGFJPtu0SXwKgGzN/mdgKuykU/tEyZi7sEmIWEIf9sazaUVbpxE84u8cRbGAGY+DeIjm8BTyq42Piwk55191a+ie2V6Sw+UL9tl5Q81Z23y2YAeFGF99QBaFmRhCRpmliE6UTUjd/EjO/kvLtBf78puDyoEEk+FAmmW1efv70/PnZR/90+tMfzd79zvG3fnD49gebbGStvzwqKioqKioqKvGr+EO5LQKzJdJe0kawlv5i+fLJ8vlnqV+n1FnqYVqSUZjZCYOYJtyxcr5Rh3BbBxvvveWOjfDA74YRr30VKg+NkTVxcnLy8PHj905OTqbzqZcpSIzzw6MHb719/uJ5t1qt+9S7zkXETClQKzFGuW2CC7dWOwBkgICHZT8TCUv40syPb/2OlSTO7Q5J2RHhkrPJKNw6UyyYERSZj7pMKSM2I0EYRrbD9sFshfSJMJlPVJZGdowFSia+vefCdUSDoQxkDt83QgL07mo8f0GvZkQhxsl0Ntn0cdNTnwDcdi/9dgHyaKHhWhsRB4mq1l2ePv/Jf5t++tPuk3/WP/sPzaP3w8njJE39BVJRUVFRUVFRiV/F1xfTJrSB5hOaNeiWF59/8tFqeaHdknXTXZ/a5trSJqc7DgyDSg5JluJkPAmHQg+G9/DWYsevXL3fwn8wIn6SVcLsUxwphUIsQiISnCJMJtMHDx+//fY7B4ezSWQhhVlopF0sor1z+vnny8vLbrPuNeWpN6aoHINFiQbVwi2ZiUmYXIkEExNoSHAxwKfCSgUBudIZQmB+E5ZS3IXbSryBWRUzq/fRlzPgWS9MzOR9EOzkEJSrIsxgRra9Cm6nJBLXcpnZ2yaEWYdPExEQhEg8PMaYxEVPDFx7YHKuP4LJ9lQ25kG1Y2af10SW+9x76nOC3vvHnA2oBEANqtarJTNiaZo4m88n6y4s10QrlCzQV98rvya/u2N7sr2r2U+tV2uEIABsfb3uNrq6vDg/nT98763v/OC9H/zFMsw2MtlYrf6rqKioqKioqMSv4vcNYY6BYyNNkCaICGN9efHskxdnT3R12i9fdqtL016EmbnfrAnwtjWR4ANdGEyOZDAQUYhtHtiiklEC7C+s8apF9/5yflhxj5gFMFCPHdZX5gCFOTILAUw8m80ePHj4+NGj6SRGMYZBKbST+cHBvOWTh48uXr5YXl10q5TMhCDMXiDHXPyKTrUAGU29DVIjD1ZG830bpg1ZmOOXIn5b7lfoH25/L7KvsngsmUGkOWV0B9sTs8MnyVvzsp8zf6SfO0LuCmTkLZfhuNHF2to+mUGMMvo3yJ0AFGA1kdLSAABQWFIdhc1kF+W27wFIhuSkMYa2aQ7mB5PrdQiRaDvuedcZxF132Jd4xrA/Y8llXFQkEptpUuvFA3pCVGUz3VxfbJZXm89/efXRP/zqv//Xo+/+xVs//PeLh+9tQMlQ018qKioqKioqKvGr+P1deCFJS11danfZpSWn1fXZZ1cvn6bU5X4E7Qlm6m1rkXLcYiDvkqOchCEiRAHEmWbsTTjtJ2XczAb5NfYdd7yNiQNLYAlEQqQSwuF8cXJ0dLSYt2KBlGGkRBZjnLSzk3sPH509++L8xYtutVIjJZiQmqqJWrCcnymFwuZG960qN0TLEJG3HpRyN2EJQd6Y+H1JDHswsj2q2kD8iLb0lEsgSgny5BvnnYejcQNpIDJmywSRS1QNEdGt5XVDtMw2kQeAGnmYT4lyyeV+qr4RYfIxSiJSz6oxU7Ne1TveG+FJ287n80l7FUL4ff2kmCnBmEUkBglMUO0BZ68eIBNEmGDQbn3+4vr89PqLj1e//Jd7H/5V+953Z4/f7zjUXzgVFRUVFRUVlfhV/I4QhKJQFEwCTXnTX704e/rL68vn/foaqQN67VaaOgDMwRu1gZwhKSEQByoSjXepYT/wkcx0YGVDz3hmFoNEt+epw2tJ4E1JBre9jYmFslgl/vlN05wcn5wcH89mE0YvTI1QKyzeV8CyODk5und/fnh4dXGu1CtgxGroVUPfm+t7tkOPhkQTDzxxD2hOymT2QBUPtQkiMcjriB8TDRrpmM/RqNehqE4iReJzArr12Zp5SUG+MDlkZxR0mjsPB8YKggHmxkkWEdc2UUJdsuhHTMTj2Jx89fPF9E35WYLTQmYWEsv15hBAiAAbeF1yQigcPTRIOBe7q6na4PMEURND27aTyURCGCfBfoXhLfyqhwtj7mdEBqIQIsHr4DGcGZcrgwgxsRlpSsur81/9bHXxcvbLf33vR39z9MH3V+FAQ1tjXyoqKioqKioq8av4rYCZZm2ctaEJWF68XF2cXa/OL7slr1+m5en6+rTvVmZGAEkQccqUOUP+K4yYRBoq82K4uWwePIVOyfLCnAe+x4XuAfTGo307AZ7lzbvLch4nPA4hlFlCquinAAAgAElEQVRkZOa2aU+O7x8dHU2nLaEPHNsYpiEEItOkiWeHR4uTeweLhYSgvrQnUqBPiQAJzMIe5kEMJvPqASrslkEInAspstdxy9REvqTVMztHRw7PbSWh5EMtB+jl5YP3FLucZcfnWcbzePBslgaNcrlYmCECwChXyTOGrgfazWAljA7TnC0SfMLQQEzUDOZXkAiE2f9SnJzGxDFIEySKMJOaJbOkoz9mxBxjbNu2aVrx0zjkjAJDr8Ndjw7wRmf8Fup3M4PIibBBVb1P0ll4Ka8ffia8Jj6/QNLqenN1tjp9snrx5PAbHy7e//7Db33YHN2/NtbK/yoqKioqKioq8av4iq+usHTny9PPNxefry6+2CzPtVuRJV/7my9rJYpXi4fo8RVm6kxByvxXDFEtAUpbRS9Pb+VVb8493HUfDoTBdrjaLfSUeG/hzdshv0HgGemGrwWMmJumvXfvwWJxNGkjYRMktm2YxJZSMu03G2sns8Ojo8PFIoTQl7caISlMrWljIMFQuEdk5GVtAwPbpovukWJvTHjzVE++89sun27pBvIUZdYDbdvgx1tyjN35SgaIQtjpoN8ZjiSWobnitp3YO+O23XARIGGF+IkVOmRMIV9fD5vJiS9RJLpvUsQVVTNk+mc5+oWZYghtjH5b0rg14rZd+i3+EIVobKps8NAcGjVMWiHmQkSakpkScwyRQCl1ab26/NXPrp784uU//fj8mx8+/OHfTH/wt9xMK/WrqKioqKioqMSv4itZqnLDNgl6nJ4++/ynl2fP1qurpD1MYZaHk5hZPDCDDEaWXEihUmGNLcmylLryNUqhQSY+GNI9CzvabdvLuhSV7ofBnbgruewPnhVRZYdbjcI78iHs9joUrYuMoCKxaZrjxdF8NmkCk1ITQ9tMJm3bE/q+15QmR8ft7GAym0tscku4sAJqSgYOYQhYGTXV2TDlxyzCQll/y9kqRvDJOJEcvDkqsAffYVT0UzoSRHlcHMFCUqIlwf6yUZSLgcEhhHJxWYlgpKblQ0FELrBR0fpK/MuougEg1WH3cBvP3q1qBHmFvRtfh7jXQYR0chpcojSFkzqTIMF9noHVWFNmfYMdVH2/QuAQSSSfCpFS9g4Pp9kririDSPPu7t9OuvkuIgl03SZTb5KdMcbRBryZMIQYYmOmpongYTAkIkGirq8vPv6JLS8eXDw/+fDf8f13NnECqrGfFRUVFRUVFZX4VXxJBOFpE47msRHrl5cvn35ysbq4OP/4+uq07zfJQOJ+OeHttF7IDMxy7zTTOLRkVCNuNirW246icV7wj9fV8MV5Jn68I84A2Hk97XzebcRv/MLSmp4tj+MIR98ZGUlk1DTxYD5/8OD+wWwamEJsmcRAxmwsSmzEFJpmOp8eLELbcozM4BC0NzMKzAnEIGEWFpGQjyZPN5b5OYaXEFh2O7rBkVwsTWZhy/2IkYvQhwFIb2Ng2eUp2ym/TLFCIdFw7QwAjMzYjGFMYGT6KXnrwmJEgpG05xpl6U/PgajsdX7EBDMCKZedIvHLaIzM9VAY6dAQ4X0MQ8V9OcpCb82VQBMRNjJiiFATJQT2ecMEKMGYODApJ1iv6iUQcdJO5rNmOiERVwqRo1YJRAqj3Ok37pOnV1G4nRsMe9mduFtENDO32mYj7vieHSzOQwKOCPvVgXdj5AsN0+7q7HR5uTx7cfb0s3vf+dHive9MHr7Th3ZTrZ8VFRUVFRUVlfhVvAnfYxYRbthsefrFr36B5amuz/v1Vbe+JlKSSNJKjuEEM/M2IJEzAwwBEvZXx7tL48HV5rZD2k5cjdfVQk6LhqJ1EdqKVQTTEm6/u9jdJ4O3qTRcRgU5j9cNkg+zeJ6nSBB2GiXTyeT46Pitx48OZlMBptM5zNabjoMYYKERaUhiM5nPFifNdBYnE+qZG0l9D+IYYgKzSSMhhCYGcdZhmowMZkQQYpAp4FqWB5wwUwgiIhDapDRpopSKiyESU4jFq/iISbZlC7xHvcvhCzMzeWaoEzfznj7k9BQzS0nLGBzFIBAWE5iZ5f53FmFhGOkQScnZpChgMzFmNhUwAdFMzAKg5bNKfosRkZSjCEQh1zfkKT7PdxUR18EUpMaRxJCILQSeS+P0zcvlE8wYsQmimmCbvldDCPHg4ODg6Kg9PEAQ12ABBQenz6aJWWT/YcTN25buyIDl2/7tFv0NTBLj+M7k8SUaVFgiEiHAVMsNmbcIQDURM1g09ZfPn6zPT1/+/B8n999652/+l/s/+JtmtgCNGhcrKioqKioqKirxqxhDmCeRIrqAbkq6PH1y+cUvVhdfwMvEzZQQODAHEN5gJEruWBvntTRLZHI9aUv8xpVqyOUPd27ld4Us3TRNczA/mE7b4AY9D6oBqZnBXKnyoMZmOpvND5YXTdd3SX1qTbyU3CfotKhb5VwQhbtLJTKhIhEJQd78BID2VdXbcmH2riOkTNyZ5atssMw3sBu3c9u2hs3ZUFVx553CTBRIhllCvmGj9FwgdRbIpDAQGdiApKpmdFunnYI6tU41lYqEEEJsW25aChH8x+KHlBCYYUpE/WrZPfmF/df/Q59/+uD7/56P7k3uPV6a1F9rFRUVFRUVFZX4/alzPGYK4p3gNGnCvJVG9OXnH1++fNotL9k2m+vTzfIcqWOJlE2PeSjPhrEs7ARA7o0qjRbYfNdeFFrD4xaHESW5UeI3zj+kG10Ow+fvT01hoD4jcx52Zsi2bxyEriHYk4hoMpkdH9+bzecSAgBmAQRZO8qGSzOINNP5wdHR8cXps83yOpm5CuYfYCA1iBm793GgZP4fL3IYmQ3Z1TxmEQnC4YYmunN6cDO+M583f5cM0TacfZRel87Yzjz62BsP4pKZH6C/XphZOEeC+vHsTezlIwByI8S2t2Fb4LCdpaQgwiB3ipZQ1W39uv/JqaHMAJRAYCZz4ofCn7OV1O9Psz5pl7RTM4CYYxNm00nbthKjDlWQKO5OziN3v6vnCL/pa/2OZQ4kIf8MakKvl5//sl9evnzyy/b44Qd//T/d+8b3VhSSxFQb3ysqKioqKioq8ftTQBAOwjFIE0OIwoCm1K2Wuln3/XqdNldp+bK75O58dfEM1hOw6TYeHCLNhFh8gItzmqbRiPjtsqud5MzXaYK48cWN1e0OV9uSMBCcVNxmZ+MdJjQ0xA3UKq/7h7d7gOQ4klJ49GfIfZzPDx48eDQ/WIQQQcQcyNNLVL2oTlhUrQlhPj88uXfvxRfzq/OXSa0Rr+M2I2KYGrETPxoHzshoTT+UHzAzBeYgMvzh7TjiTnQp34hAHWd4OuWTgTeCMWpmx4j1gUiIiREEqoCZqplaGXuUQByYRcSbOgbp0jJBo8za3Ds62g/JaTYMj1cp14aNeNiJQsUNxYFKyH3uwtn8icxI3eUrRCwswoEZABtMte+167RLqgYJoW2ag/lsNp1IjKp8o7GCWf7QZEC4cslG7HbZEKKZbs5fbM6eE4eLT39+9N2/OPrWD9763p/JbLFOmrK5tqKioqKioqKiEr8/RjSBAyXRTUxd2/eReuvXurxan59av7HUJe1gCk2wPvWbGNsgDRGJRAmBiFT1Nm/nENCI1zO7HXMg7zE7LiV2Jcy/bPf1M0pfyTL2rmBGGXROJ52LxfHjx+8cHC6ayAQlIvbyANhATlPfN41MZ7P7Dx5+sVicvWiSqoQg4FSsk05pEpGBA1PIUhOLEIb0le1OeBjMduLw1rPCrxWS3FArmfjBXmPWZeG2aRIrzFJO5qTA3IQQY2iCiIhBDUMXQc6KMVihfbgz8pJ2JMkb85fYbxEkIjVPnIFZAswMReULLM76ApOCyJCSdX2/7vu+VxCFIG3bzA/mk+kUMa71j4D+7MTPmhkxCYUQIoxV+6ZpNi8+f375Yv3RP6af/t3i/e/F974/efzeSutvxIqKioqKiopK/P7wEYSDUGBqIk1bOZwE0rS+Oj97/ulmebHqV5fap34FqKW+26yK7w+DymJECgLM3X8e92hO/JiytMMgG6Idx73e27UoeH+VescAG48W/3wbfxkpW7zTvQ4C4U1atcdEajtDiDtZa3ZWcm6fZ2etMTaLo+MHDx9PptPARjqkmAKkrg2CPN9S2qY5Orm3ODqZzubLrmMRBjmNdPEqmYEQaOg92I435s46eK4mbVvGcxaomGH4V5TGAzcqOhHifca3D/LGjSyw5SoGLifLg2NEOEokQ2KRHJyahccYQgwiIn1ycocsxQK53APF6InyN9r2cpQwk9zDkfNdUeCiMvZpv/nJzVE0UBgRRZEgIuI9F8TMbGpqmrRP2idNsBhC2zbT2XQ2mzVN0xOrArsO1aKCfp354G7mUYk9ZRCLMKSYdLN6aqakSbvV5Xq1PHvafvzzo/d//t3/+J+bR99BaJSq8FdRUVFRUVFRid8fGtNrokyaJkYm0351vbo+33SrVb+66K+f64q1081ys7ogTR572HcbDoFELPUsLiNJbpwjJna9xvJ3BsMeO2/x1Sb9unmBO0kj2zDD22b8SkjifruDM57x9B+/fjYLRSHJNtFMWG9xiZZ9YKd/vj8goraZHB4en9y7F5smkPpuiAhJUGV3CqL0C3KI88XR0fHJ4WKxWV4zw0VBP1IAmqsumEUEADjntwx1eMWLiBt8hGk7kTg0DXAekCt0ajwpueVU25OGXeyxYmK4xpjG7YcuPIpkv+iwp5lcZibqeqb3D9joAwpVB+1VawwkZlRrMWx8uEp+0sxgmV1jIM1DFqcZTM2SaTLVLDlKCNPpdD6fT6dTCsESqd4QI31ik+hWFfS36gG9M83nlZ/qdmC3K0uInoE6PDcBkZkJi7D0m432na5Xm9PPr7745O3//F/e/+FfaDtdJkrV91lRUVFRUVFRid8fCusT9Lq6Xp5fcn9J64tuddGtrixt+n5jqWcCc/AFfZBARKZmqiJeTxD2RLaSbQKCkb/Rp81CGFLnob3tpkW+KdMb07wvvTDGDoX7qlbXd774ltdPp/PDg8VsdkBEIUYJAiIJwlIKxYnITCT4unwynS1OTo5PTi7PzqzvjIxEsrRFRERqyANyLMI51PNmv/lA0/Io3l6Yyqt3encbRhArtfGvoe5lkPL2LUHViKgUaex6NV3mIwBkGM2CvsHEJ8inAvMUnw0zaUxWeiCMSGEKRC8RKYejBgJS0pQ0qZp6xbxMJs38YHa4OAgxKpEaku89vfFd/LUFkON/MmstnFECS2AWEHOwJjbCvFxe2Wc/+/T//N+v//l7R9/984Pv/mVc3Kvcr6KioqKioqISv68dRLgNNAlog7WBoF23PD9/8WR9fZpW19ovSTeaEqBSGrHBnFvPWSyzL5F2Skwg5hCZQy6S9vJueGCJEAGpy8NbuZR7q7IxMRG/wXwdj7WnQeQZiN9rZUN/9aBTDZXlecn7hkxv+HzaiyHFrmg4cpPmWBfnSEYwFj48ODo4WDRNC1iIk8joNxsgCEkIDRO8c2DStgbr+tRIODw6Prn/8NkXX6w0mVJ2dMJDSzQbLplNYEQKFhChXDtsO/rYzJjN/8s7LRnYNcsOGTY3qZptX41y/m69Alsx1pvZPcOVy6ghEQ117UbGpSwezMbDCCNA7ki1IYOnfNZ+BuyYshqgWSbMmzEzYg4iSa3PITP+TyTMIAGTEqAGNTLr+tSn5HGfwtIEmU6nR0dHi6MjElGjpJZUYaCt63XEAX8/PIh/jacVPOSw2sCIyYSHZwQgA1GM0TkzS4Dq8vSLbr28evH05PNffvOv/sf28H6aHvahrfyvoqKioqKiohK/3yvZYw6BmxhmjUTqL188ubo+7VcX1i1Tt7R+qf0S2pMp5SwNj4eMHBoRAbF7JZkEJbqeQwsoEYjF177IhkEMS34r7epMstX6PPqSWVhGy/ibEhwXkvUKcvaGeiE70wMRkRFwgze8bjtM2/qCgW3uxafssESmvWk4+MQizw8OZ7ODEIKZiUiM3K1WMJAISyBTmBI4BLFeu64LbZgfLI5O7rXT2XJ5raDoyZqZ3WXaNZghrXDaUbHCkDpaWBAMYOyW8/GNL2iUpYOdQguyvUMvTwjK/9w8nyDKN4Fk+ZjIYDBTYyERyk8XtucRZU4xt7DvUcxRQ/n4lGffqhWd0AxaiJ8wqyGpJbUh+jNA/NQpkZlpUjLrknal5oFZQozT6fRwsThYHK57qELVdJs7M+6MvDNc9mv5uwEDyx8dCpdJSi5W7TywawTvIFFNuDy7WF5eP/3k9JOfHX/z+w+/96Pj7/xZL7EHaeV/FRUVFRUVFZX4/Z6IH3SzTJfXm/UzWT2/PP2479ZWWqmJPFqfmQNxYKLAQiwgktiKRJ+HyqTA1FfUQiE3jxORJjP3fG4XlDAlAkvkHJnhxWjqnQee7qGmwGvzAY22iY93hLv43OAdBe5F6LOvw+J7Npu3k4n37LGQBLZcVxDIp8vMmFhElKxP/aQJzXQ2O1zEpgWJ+cFyqZEoh2R7TO+27NT8GS4DGuTu4gG+myZgl8ZsGfGr78A87CjkllSRXO8OmFng1zlM8Sam0lF26nCYyNmnmktEoLBkVpJR4eZPV/+IKJmpGal1ask88pNEOMTQtO1sPpvO5qt+qT4EaPhjIDhmxMIShBgk+ecnD1iaSHAxUFPiEESCEGnqJbakPcx0vb766J9Wv/rpxU/+34f/4X+dvvfd2VvvUzutv3UrKioqKioqKvH7HSEITyK1kqa02ly9OH/+6WZ1ie4aaZ26NRFLbBlFieJB5kFOn2RiCfDQexoohisywgDxVtkjke0k11ZFYip11jyEiDBz5ocepz8qaedSxjBWzzgXa+8U+mXJzlneEJ1CQ2v3Nrxln804NfC4EC0fLIMVlW6aO4fWvrw3rp3psOejU+eHaZlrD+XtXgIII0AkHB2dHB3fmx8exjaYWgI1k2lsG4msZrnxD9R1PZNMpgdx0oa2Pb7/1nvvf7PbrJ8/61br1XzaxCBCEIipKgyaP5JYwJ6sqqPUFGJs91xZEvOsbaJPXfpZzEEfZGYMQJVFODZEIkx7hYquobpKh2IBxWDOzOEq8HgQSmRmzNw0MZ+yYt4VkSYysTm78Ivr3YPCImJmBIOq9qaeujnkr2hWp63wl2xVTGp9si4lhe2Rx041mVfJGzOHIDFIG4MwO41Ts141JV32/XrTb5JJDPOD6eL46N6jh81k2iUDSWykMZFll1LfpzSyevJY8nu18/I3I42v9Ujj1RR+RMq90dFQtgn3CbP/TCL/jAS/CZCpMBlEhp/G1HfXp1/0P/6/Jsd/9+D97737Z39l99/btHMjrr+KKyoqKioqKirx++rRRJk2Mm3DtAnd8mJ5/vzi7MmL5XPdXFq/Tv3GyQCzsARP7kf2dd1mqWShscbjq0kedZfTbqzFXmhk/icZtl/e7eKf3vw8GvS6/SyWsXy3Ez9Bo2qB2xa+46+2dCP7Ll+79t4/TCbcsmJnZrqzam4vPZ8n7XQymTZNGwRmULIQY4hBhDRXOwgRzBAkhEZYokicHByePHh48PTzi/PzzXqVV+UiIgwwKQNIAJuRmuTol7yv28k3P3tqYBhza0HY+9hzL8LAf72BgwkB2xNNo84NDJcJGOeFgobsmPxQgYxMtXD+/S4BJqbA2xDOcta2nffImZNjwk+5M8TGb1QzLTtTAl1y7A2I1L9mVtf3iJgQvLmkTJ4iDweiV+vVeoMSTWOcz2ZHi8Xh4lCapgeBWSS4xmwGA4ZA0d+cz73ufuQb/PFNKOKdPxq7ya3Y+WJvsJa3Py9+i3JxYjMLEWm3uX7y8erZZ8svPnn58b89+rO/Pf72D+f3H/fNJJFU82dFRUVFRUVFJX5fyXKQYpAmBE7rzdnpxeWzFpt+ebq+Pk3rCyIC5yo5Fj+rfCNxnm+sAt9oZcl5xGok3eGV1Ge8/GTmYdyudLKVzP9hnT9QwWGfBh7n1EDePFJxS1tIBpFmOBV3aH17K2bsr8D3tRfektj8p7yVC9fJlkQDvD1BnCzlyBphJAgHYQaZmgkHic304HB2sJjO5+v1ioWNSYSDCJUyOTNLxIBKERp3d6hMbhXZtDdjVtcJB5ufXwMDUNoORUY5OtlhSlbK8woN27JiJmGGUCF+DGKjV45SYkSZtsxy9AIhEq+fKLGeXu++T27KeWRhYVZ395p5KgmYg4jBtFQWOAO00bimvzK7OIWFuZ2209lsNp837YRCVDBIQGwlNiZ/6NdU2hpPHN780f6ybOzWZyXMEvw2NxMz3Zw935w9v3zyi8W73z7+7p/Pv/XDxbsfcDOtyZ8VFRUVFRUVlfj9RhDmWUtTLHl1vjl/0p8/71bnG1OoAkbS5GEwd3LdnjnIY/b35qzvd0Zsd5aqtySSfNmlcKHL2bl2x9n4na3MtzslWYsqe0egpCYhcDM5OH5wfP/B5fnZZrNG2pAbI4UFwuSdcpRU1cgr6bIRj3cm3zRXHUCJJCmIIgtEgpNo2qaTDP2AxR+7e/ZyTs5NKrD1/8KlICjtbuImbJfjDa/nm2SlDPvdnPhTwIv1cnqPuFoIBWUuR6RA8hCXMu5ogxAKIiJV69XcEUoskzYeHBwsFocHh4dxMgEHJ+q+Ozdr/P404TzaXdyhjAf2q+uLT366Pn06/enf6w/+3aMf/W3z4L1Vsnq6KioqKioqKirxe2MaxDRpwrThWSuTSAF6+vnHZy8+XV88E91ov1btDRBpWKJIME3k8ZtbsQk0Hn/a+hm5LLx5l1jxXexpEOH2YgF3SduOwDgWwMBMebRoOx+4p+AV5Wm/vKHYQl/P03yrIOy+faeRYPTBfAuJucFsgFs/ZHsmB7GPx29j3ukcp9KGDh+0LJpg6TkHyMMjQ2wPTh6cPHh0dXG2WV9fnaWUEggh568Kg3JteVGfUART2ibewJMy2efoVInIJJ95KTtciF8Odx2ctPAc0aHQYeDgvDPWOWR6evQoeJy1+YoLtE/0eSjFyJ30BJDlgE/Y0OxQNq1qm6S+m0YYXeLcBaGgZGU6k4kkN1p48qd7RD33pVNLhBDjbD5bHC0Oj44mBwcWGmXxUhKAYT5imHeDx6cBt/+0/E6fKNzU+W5O/fEt14TfYKs8PqRS6GEsw+8QZoNZWi9ts+6uzvqri+78xQ//5//tcH68orimoCSVMldUVFRUVFRU4nc7hDkIN02IbNRfXz757Gz10rpL0fXq8kXqV2Ro2glA5HpPaFgiyFe1RgSvY/axLBiNhRbOqZicv3htIRjvUKUb+stePEtZLo4nocBD8QN2bIl8Y+u7RtJtjxsYQznga8mfsDsiUaIYZWiYkDEVvJObOO8ZtVWMk2ZGu+wMUHL25j6LzEfMkonLiI7ylhxKySUVsZTUEJtmfnR8/ODR9eXZ+vpidXXZbdYEYyIRFjCIsS1Cl4HZ+w67W5O3BYRgUDD1v3q4h5QhPCt/ytXhcrxlgq6cEbkZ6jn0GA4VGmUGjl9Byp2TjugwbSlfJmhCrGRUIjpvlsIn1S6l4SbKZ3cgiiADksF8gyIiLCIsbDDK4Z+UzBKsMwPTpI3zxXxxcjRfLMJkomAjAYFFkMisFMH75wh9ZbktXy0BBG65ufl1LI/3t7L3FIV3pN+dRyoYnhgQCQuntHr26S+fP3nx0b9O3/ng4P0Pjz/4/uzh2xqaZFUxraioqKioqKjE7wYmDVN/jetrW7/oLp9ePv+VWU9AYDFTYqHAoJizVJzVWQKQ2YBI7jwgGpEC2tNX9lvc6HULxNfxra9wBXvHN9+8ym/QN4yoFBMW0ovXf9bNg8Ld/8q3JLvQWJ8cRuB41AUXvDp7Rw4p2TixCYfHR/cePFxdvnz+7Cmvrkm3i+wYmEnM+XsIRgZLQwqP3dgbEPUGIiMmMWGBAMzYFf2+xPm943Lg17hX3tDCi4Fm+A1v8GgWKp1+BkqG3qw3+EnoYcwsLBJFRJzyG5GqQi35KCARiEKM09l0cXR0eLRoZjOEqMkDSlx6hAGmBjP6U+cuXH6xYP/aMBngv1kAu3r6yeXzz85/9g/r979z7wd/PXn/Qz56IM2kuj8rKioqKioqKvGjWRsOWjqcyjTg4sWTZ89+uVld2vpSu+vUXfsIljGxBCExI4USmIklRBBlTxwRi+Q6dDeomcdHBh5lb1JWa6TQJJ8LfFUoR253ppKcuEsUwbynBhWT3a6jkrfOsa0nMb9+dxU58KX8151htNeSitGxjN8rt4SI4lW8c/CI8tYnyju9dpSDZ0bRLsOxiYzsqUM1NoZ8GxIWMJOZeWxGiA0xq5lRaKfzxcm9ew8eHh4e9ssr3Rg8MNOzOQuXFBEiMs9DYbLRYQ+ngZmMkAgMKEyNk9tumbn0njPDDEw27PHNmbZbI1X3XgbclXdZThroJkPmohPmkM/doJLBpOuxmk7+hFlzlicxs5om1T5pb+a+YmFmEQ5Bgl8Hl8NN1UxNDQCEedI2k9l0sTg8PF608zk3TU9s2YLrxReaFb+sJoKLbvy1wC1neggP2v6EZq/16x7YYMTnedcvmjOBsdP9PgTEDim6IFNVVga6ru/OLC0vzicf/cvs4Tvvf/9H7b1H62aWQtvX9JeKioqKiopK/P408fhk1l+fLp9+fnrxBJuLfn2laR04dKlXU5ZGuLSahUBmIA+t8B72IdDeSkMA50xGs9zokBkPD/NJZbFN2Z/5xvNzZRU+mr4bzbxhlxOh0MJd/jBsjrfs6fWt3Xtvv2MZnF2VyGGb2JO+yrHfEDhvdFxgHHC/Y/XcLnpHw3y8dYTybvdEdk6WyoW8h1xaGkBmRsyBo8RIMAX6ZKFp54eLkwcPjk9OuuuLFbTfmG9bSEgIWtoJydNdQEy2w1FznmmOSCmxlglggGBSRgHLTuEmoRh3JnqpxE2ml7+D8UbwCoLC2+cFeXeHW6EYPtkw8Hcu5kKYQZEjPppbH9cAACAASURBVCU/2/ArjWTWq/WqyYxFhDkGIQkhiIgQUx7Sc8NmqWOPIm3bHJ4cHd8/PjxahLbVEEwNJecGzCC2XHE+KqK4s9Xj68ACeefu3XmI8Rr2yDeuHbD7PGX7UIf3ulMwuh8kRP8dtL48X1+e49Ofh+n8/N/++8HbHxx+8/vf+su/semsM/SK3qCgygIrKioqKioq8ftTwdUnP16efba+epm6NeXE/qx/EAXiQLEhFoK3lBmREkeJDTGl1MEJHhFxGC2vnQ/s9YF9zUuW7woa5S8R7Dmuaxf+Kqaw+A4y84YnE1sFCztikYgE4r7rwEJEIbImUsOmS5PA7XS2OL5///797voc1ltKZLs15UZK4MAcpNQfYJ/S8k5DgxIxIGbMjGGqj4iIzExEeF+T2y7uR53q2/X/mCF8tVTopo8WpYDBX2Ag9aE9oqSWzNTgGZ4i0rYtSWmSJChMVUmNbDu0FmM4Pj68/+jB4b17k8ODJEGJiINEgvl9xCN+W39R793W+ZIrtjZcJmIJsWlT6vvUMdGknXII3fXF6c/Pz375b5N/+PH53/8/B2+/3zz6RnPvcXPyiA8WGP3iqqioqKioqKjE748Zp5/+xFJn6ImZOOTYFQNxyINGOb/QvORAQiQO0DR0o+9EMhLI3YMsLMI7z/N5VKPn38S42e61aYy4PQuGd5U4ZB56C0HCKNBz5127SiDt6oqSHZVvQLXMkrs6udTW5/NWpK+carnLWva9cGOBKutmfIMKlQPhkat0RLeKKbMYFceKSs6vZCY2M2IjgoSgatZrrxYmsYnt5GCxOLl/efFyuVyulxvre/9EkLoMRWBhCVGGroLBEQtiYggJRoZX7zlgwGNCfRiU3elJ5oph6V7HOJ6UKVtXB4I3FmnN8jaNjG+/c3ZuQh6EYxeGmHzoMO8kU7ke7PWRjDJtZ2ZmRKSwZNZbfkqSe/xc2ZYQY2yaBpwFKFVVNU0KNSEKRExsRBKbw8Xi3sP7s+PjFNp1b8mYJUZmS5bM3OBsucYPr2O3vzVq+AYTuIP/2hOU9i/AnV2Ur6Hew2+P8qOYbw4RHhtyzUBbEzP3fUdEMUQiSpqgvZkRoJ1t0stnP1udff5Jc3A8PVjMH7x9/O4H97/5nTQ9tOnhiqvtv6KioqKiohK/P2p0y3OWyCGHsmSGAyOJRART536+CHMdj4jMFKp5PU4sIuRRIcAuT9sb9iEaOhVu8Jm7tK2yxr+zIfqGVXK8WKTd1SNG/8F4NI62xe475IpZSgyp3b5fO8tfUEkP5bssecP+3EklR9rj/orfy8uH4orMLzI/AhHlxvXAwgBSL2JExixNE0XEK9cznQL7EBqGkgYiNahCgnCcHN5/dHR1eXlxfXW5VDVDEQ0ZwiSBRHJMpnt2vVfBaRtILF9imHckGAKTkQXmKBSYArGw5wTByECUg1C2F9YTcWAwBoNA4KHdYEAeKvVhxvKswo2k7jUWYWEZZCICmUFBiUmZjMmY1b8mNg+fyZ0RxDTUqJuZGkh9ZA9QAEACKTGHGEWaJrZNE0IAk8/zkQIKsnyCvKh+MmkPjxazxVE7P5TJDBCkRMwkQUhIlBkoN6OajqMsv0a6+ZeQtIcreiPok/cfy2yHbpl2LJ08Hurb/ptIkUSZADJNIiISQNCU3IXuv9xg2i8v+9VVePH5SsL57ODFT08+f/DO5NG7D7/9g/vf/n6YTBOHHtQbJZBWobWioqKioqISvz8mSDO5ZZUWiv1Jij8wNzEQ4JqecBgaBcLwMgZ2OvpERl453FjsjUIah/SO3AIxjAwJwTUV/0a4hS5hX9JB0SA86mQ8IVU+0UmE7PO9LFEEEc7d5MyeqOH8gmg8U2SjvJhyNjJhs73e9pvhLjw6sQM/Lu0AQwGDjab7Rpkju1IKS2AWgpkaMzdN0zSRTNN62UxDYIoSZrP5Nn0m765NJhOnqt1GiUhCIJLeTM2EePHw3fWmP3t58fLlWdcnby5nliaQBGqboISVJtpGLvIgXRqYiJQwZPcIITCicRRuwE0QCEVmE9JgfnaMtnN3+UDBRqTJeOgepJxQOlQoAKawlD/NFEhmrkeHGJsmtE0jsbGhFM8sJfRmIDOCMRlTInR+kbm4Yg0MYxibwpRModarpTLLmUB9skTEEtomziaTyaQV4d56JmMC1MhMDEzC4v8vxnz/wYP7Dx80B4cbhK6DhSAhUCAYw4glSCTTngJDuEs9cktKZrWlFkVorJjffLCSv/sbUcWs5L/yGcWOQ5d5+6CH+Y6nMHuPQXjn2dDQzELY7ebce+CCvZ30D5fYDL9tQghEYfe3RP6rEunqul9dXz/9lP6Znvx41t5/a/LwndnDd2eP3pu//f7swVtaNcCKioqKiopK/P7IqN8uHeOtHxI3n8xnPWeUriljh+TuK+nu6bjxYvXVQ3S28/rfM3i0iMTugpS/ipE+fFWevVvOV1ZFcNfrB/YMYiOPbAnN9ODo/qPjiwuA1lcXKfUNUxAJTCAzc5bkpsRbY1UYJANxsNEfzWzcmChQKDeBFcawNfuBKNw4oNs+CzlFhmCj/REi9QqL0WWzzFG5FCEaCZOREhkAM84KIgGw3ZhP9YRSfxqRKxtCjI1I9DgWwFSTqZJaoCw2KoFFQtM00+l0fhAnc5nMKE4otCSSuwszr7Giktbokd8RtNt0p1+ky7PVpz+P0/lkce/xtz+8941v28GJTg+tnSO0EKknqqKioqKiohK/P2DsB7Dw0Du3M6/D2+m4sjLfNgoMo2h77QnMd1Vqb7cz/J1fFcR/i0107OAc9zfs85hfhyTdzjKKTGbZS1giBnMk5J4Id9u27oo3HIk02Jdrirg3dvndkUODzMqZxg0PQ+YltvvItxwr9rcsxDKdH9x/9Fa3XlrqU7fuUwKTBA7CKSUUQ+LAKW2w8/H+lKVfJCMoICA2ypmuzBGD0FeeBJT5urJDKP+KYcDPZ7vMpdiclwkF1MtEfHqyGEPV4K9njM5T7nPwIU4hZlVorp7PciAAhUd6ZlapBE+2JeYQWGKMIcYQJYhLjlDTPpkaG6IISfC9C7GZzeaLk+ODxVE7P5DpTNoJYkP5YGzkA85u1W3qKeCm3O25vXPk77fxlIS/GhK6N/RHfNtWeST07WmArz5M3LaFNzsEM12vdL0i2IroksPlr342OXkQTx5P7j2a3ns0P3n44J33J4tF4rCBJOJUSXlFRUVFRUUlfn9oxE/2yNjQprbtSxi5ttzBWWRCHnUzjBZ1PJQ4DAQEY61pW7K3k71yx5TfuI58RPcwVkSYx7vAAHicD48tNR1X5RUatKWftBcdyeOgmBHZ3EnayGku+WQWfrVH8/jGIY+bqHcW8UwMJ3zgUcoMY/f05uAZGuJKCjvK5X5c3KqE0j5QXKTYnRq8++aYzudteExp3S+vVlcXab0hNie6lofwZFiiF/rHIBK3/RK8u7FQFhiBAXdu5pPFrFb2fFQAuENRgSGuxnsgfE4vH5h55CZApjl+E0YEJuZsB7UyG+hMigE2f2wBEgJEAGbJ9QlmZEbmQ3xIRv8/e2+2JcmRZImJiKr5FvuWkQsyC6jqrqnq7uEhh6/kC7+K/8Ef4gvJF/Jw5jS7ugdV6OpqAAkkgNxic3czFbl8UFVbfImITCS2Gr0nAUR6uJubqS3Qq1fk3mAUQEasSVRkCAlHDc977704gAxmFiwEC2pm8dwwczQkGY3HO3t7xycnk71dN9uh0ZirkYkDIKYGIrZcx5qv9+Qog8FFBPpFaoHY2Nu3eod0gX7cSzHh27e7QiNT+y76Lb6c2443fHD4EkAI4fqt3VyGz//EIm40rfaOvj44Hh2djU4f7z/7271Hz/xkluqyAYvrQeV/pwUFBQUFBYX4/bVyxtzCh9XXSdZUKV57z10b//nOXnHvXeVNP/OdhGv7plYcbjYLqkwU/UzWku0tfRKge7iUOud95djJwfHJ5ZtXV29fN4t5WC4aVdWVw+uizzEIsqeBlguimAJJ0NwIqUyKFakxTdw52sTE5EFQy2yz4herMkGARrNRQGHBVI1AxE6IyIxUwdFfZWOV7tpJBFFKTDcygxIFokDUEClzaoWMtM857xwzx5m/mUGVVB2RRBukSAecjKtqZ2/34PDw8ORExhMaVeZH8BWB2ExcIia9WAymUuv54z/UxHlxcY1CVVWVzWDXGupw/Ya/+UI++6fLf/6/j599cvTk1zSe0nhKoylGU5nu0nimXMpBCwoKCgoKCvH7+QLb/4suLbwrsUQW0LI3JLX9Yz3NsE0Yz9vitXk2Dww5e0JcmjxhdReH/1mduHcumpEndLIID7oSbyk9XRckei6gSTTrfeGgnBWZTHFXNLvhK5i3mHBsIXrdZnoyTz/Oob+9Nq1BchKCRIuZKI31mNjKOG7y7Gd2zgmDnFXj6f7h0fHpWT2fX7zR5TwQtPLicqg6kOo8hThztXXfUrSHjZyYobk4s//1knPru6C/5CubLWQi8cuSH8GSymeR+CEySeZUAmpIhaBpRyy9ToTY+ZecU3uSrhFp/ndL/JQJIszshVmciIhEHg3N+exkSmoVE4nEzHowO+dnu7t7h4d7x0ejnT2qKnOOxJsIAwwSSX6tSZ6Md1YyE01Jfnxn8MkvaM1oNdOlO/3ciZ6DeuV7La+kCs925YHRvbLe4Lpl7QNI+n1yhGUmRmiCBqJrAi3ffnf18qsXn/4TVSM/3akmOzye7hydHT/99emvfjMnX7NTFvu5J5cWFBQUFBQU4lcYYPyLGRG4s+Vsp1/oUS2JvosYtvZ1Fp09MrepJw2dQebA/VJWeB6vkpT2O3ngKNP1PnG/mwgtyepHLORdGvQxbtLBOit99BMdJJHfrE2BwCvr/cxrjovtruCumXFqIOzmwGgrIPOet9aj1OZ8I6ZrSApSFGYiU5CZGbOQxOFpfU86CopVfZJZHJGqGovf2d0/OTurr6/qxXy+WGgw7x0zM1JqQ1+0s+yagn4zGrqpeV91UyBY352SZFDnyUzgFM7IreKHzIgoE79gMW/BGrNIwoXJMscL2e2FiWGpD5DIKGp6akFNDSISADCMSIljO58SBxZlMgI5dsLeOXESr/8QgpmpKplGiZABL8IiwdCokUg1Hu/u7x8cH+8cHsl4AudIHLGAGDBmOOcijQ8wgbSpi5biA9E/71sWDXAbmflZsb7BYsYGJsZrxdV8nxhNdDWiHZfsU757lMjGhlAhx8wszuVnmbX3PrOp1pdvm8s3QVVYvPfC/GY8/e7obP+jv/EPnkxOH08OT/ZPz8lXjaFRWPnfS0FBQUFBQSF+f3XgH3z7nYbItxDXH+tg+a5D5tsJ9nuN7bYC2k43S0LF6m+3coNt+xSChqYhotFstn90sry+urq+ul7M52a5l49ax06sDAf3RCrQ0LFj8IU6UFJT3jxT29SX0yFooG62ih/DzDREs02zxpI1qCMSggGqZsi8EWawyNVSy59ZUK1VQxsKT2TERrDYdSdMHAubzYk4J945kZjXAALBlCxQl72Xh5tZvK/Gk9293cOT073D4/Fsr2Exin/Yss+MMLMTYoJxGHIZlN6xn/BxFv2c0JPa2ZkaUaoKlVQ6jeX15WJ+ffPtczeZVtPd8f7R+Se/m5w/5ZOHvH8mo3ERAAsKCgoKCgrx+8kht87824a9ocEmEyXxiPqpcq1vJHoL5HHz/SC7QRIXb2maA7dlpdmqoXNo4V7VVlvUibbiFNjYX8cErEbK9x1KNxEqdCJVfiUlTCB7qPQ+w/3EwjbBvucxYWtFa8O6UKyWpPImFwxuK2lXtp8q1ESi7CdMfWfIWNkYKdsgfmK9AxMEhKBkYOdExs4Radg/Oj66ulw2NYisqYPpeM3plTm2tzH6Qm2nrUpkdF2NLIlaHus2VBE0sPE0A9CZwMZ6UYs9fhbb62LJaDCEdvhAguQ2w6AY0UeAWdT34udhZqpWqwYYC8Uk98CkzCYEdvlLIQQRdhIZWvxyJZjk8yxEJAwXsxChzOPpdP9g/+Ts9OD4aLSzC1+FxiBCkFTwaiTEIqkuMdmJwnKNbi5DbSP16Bdr7jKo3cw3eWuzulEJfKd+2PWSz/anOJq8ZWUKg3uLiMyMmRF3D32zUEYyJBIRyVIsiQibWWjq0IxNm+ViefGyfv2t3zsaH57uP3x2+uv/MD45X/pJKNmABQUFBQUFhfj9ZFMxZloNpOtYEDP3OvUGfXjrjK3lITkw3Xr1eptmW235JW+Il4sz3qiixID47Gq5PhlMPVBtAnxX0rnSYogNrYabaBhtjx9EZ6EZW4liCWZmj0PblB4tzJ8DMBjnlfkwDRsmgbWA7iHx69uQRu+TDsIsTIrue7ElA2LDIAAIQR2Tr8aOCYEphOn+weHp2bKpl3V9+eZNsDBy0p/LZyPXgRNrfzgzP8zGr0xEbB1jb6+ITvGj3M7Hg2iIFeKXUhYCIQp3kqhazPGDdCl5ZEAwhBjobokH1mpGJsJKpEj0DzmSniXqh4nWmqlFvghlmOTDFiKQGFEddKlKzu2OxwdHh6fnD2YHh6gmDTiACCxIWhIjnez4T0vTY/ksYehe+wvH8PT2fTsHt0H290W3zIR3+YZtt882wrxals7QYIbh7RUtYgFYNPZhah8yEjuTnXgIizgGbL64urnCN8/FV28/+6dXn/3j7OHHo7OPZicPyv90CwoKCgoKCvH7qZifbPBe6WZDKaQu+SXc5sb+PXYA2wPAN+8b0Xun9n0Pityxspah8Yf94vcz/PxBYEShqcdV5UdT7ygsjFzlpjt7x6d1aK6uLi/evlUFOX6Pg1yhvLbpkuoXjsZcBekE48iiLaerA9R5b2qe4EsOi+fOpQdErERKCIQYr6dmDbSGGsGR02zrYtm+h5hj12QcGJgZEFRNA8E8kSPyTuIuGZOxLM1umsDE1WS6d3R0dHbO4+lNY3UdrO2tzHskTK7HwKOhS3k0/1QQdkaByIhcbOPsREPANHgZwXQZGiJyzhNRo40QOeeqatyE2kzjlpxzjmV58XL+5iV/9ofRaDY7OqX/7X8tg1xQUFBQUFCI30/C+2QLjYtKm4sR7dk4ZEC2kOY3rRDXy/TjqLW0Rn2SRbiuzSw5x0Q+xUJr2XLc0s48zaeeSsiSXs8iXa+eM8cGotP9jNbjwAbeK9E2EtESk0Ago2QMw4CmfWdmdm2cPQ+JygbvwX6dWK9sdYXp9AwbOVHxLBAOzE17hZ3MEsmMsAcsFpGqNlSNRqPx3v7heDIxMyNlZieuFQnFOYOykfiKaBiv2B8altFk4p2LSQgs3k+mU0fMqOvF/vHJfL64fvWqXiymo4qJo/s9OHv+ZBm2y5CgTiluCS4AtNdAq9b0CmK5ZwWahMGeUpesTwzMEBEItRehETVkpkFhzlhy9EhsDlRTjaSRiRw78eNKFKYwdiJCzpzkE4A2WB7EJOJk7N1ySbVZUGUmJ3H7AFwdwjeX1xB3eHx4fHry9OnTo7MzVFWtFkDsqnHlmTgqiSxKMGIww9gasjhCarRYNiFY0DBfzENXC5tGEcT0gXr/VvV89G4cahUtGjjxUls+jPwUeYcYg57oTa2Lb5eMiTU730HUJtZuL2xaD8pGPlvrmVcWGXpLHlBiZnKxsLP31GAiFpdKf51zlAR2cE6XDNq0BefR3NgAImEGaQj1zfWrF+V/ugUFBQUFBYX4/UTEb0vwVDLOF6FEhDDwEuShvUoiJNySSR6IV4OEhjb2IIYNrE3a0Ct1HPb8DD1FIw/N1Ii7OeGKo2diD0J0e3Yd08BZlPqder05rohEHeCWiSRvmWrGDd86RY4jMyB82Hbm0lAJkeUkczMiqkajyXRWVaO44yIizjELAcIsIqaKdnfacV6zWHTiWNhikxkz+8oLjUwnu/s7B0cHNze6XF4uFshlm2ZEBOli97I37JDX9qfbtloKjF7CfH8M0FYkg3JrHpnGck8yEITIGMYM4SwImhmMxIHZotsNYjhCNPVEdlYhYsfCMNOGwUJMbQte3JXsOxuNWLywOYEIiIUgzE4EsNqwDDYPtre/e3R68uSjJyfnDyZ7e0GkbqDE4vyoGrMBRmnZAwYCsRERm0RKCKKgqmaq1tRLmK0o33kthr/37b8hPWXLBd27oYDBugbTkNdTW3G8RrB4eFXHml9ZvbtXb0leWR+5c4fXnyrD3VvnmANeuvZo6ueouHgZc27+JKQUEyKKNyDx0MVXOq061IvyP92CgoKCgoJC/H7e/DDxJ2ydEPZcUjaJWuhNv97j+zGkgr2AwM4ppmMJQ8OVe80QmQVkmeKBWYRc3BYsRo5bnrxZd3Q8nIwOfuS1IXqXKs4kMa35TlAsPHREHAPqiAiqiFkCRCLOu8qJi8aeLJL7LrGpv28rgQWgCjMWgZDG2AYSR37kJ9Pp7t5sb//64uLizdulwROY2TkXh8Y5JwBp0NCIc8LrtjlDEsP5XBp6ilOq6OQ8n+4YM0MkuuuICQykhKCWM/ls4PwDAjEnu5QkGwKrJqdMbEzshGCJe8VrykDRfzOzbILVjZJh5JxUlZqysIiY0bxZ3ASd7cwOjg4PT04OT09GO3vqRw04EIidc857RwEgEyI2BgvIouLdOtFQZJKmGlRVAY3XJN9OWd4Tt/vF5FjOfF76PYftJXk/9rX+yiZT3F7mCt9G5NYjQrH+xBp2DdKWj3zwYvFi4FlQUFBQUFCI3183MfyRIGvf+KM1RIFgbTw03eYBc8uE9fuM7dp0GWbGMCPknDoWEddGuPeZ3LtybjMwwdSIghBEII7IV366Mzs80lAvb26u3r6t5/OgKszeie9kV5Lhn5XZ+i0kxFKpJ8zaObutva37k5heLr9lZCugeLnw4DMbxpU7Fi8k4MT3bBjPEMeQ45g3ISqFI+cDMxFqtaBaG2Q0Oj89PX5wdnp+vnt86saTQGINSESkcq5iErDlCmZeoyuSQxTFzJqmCaFJOtJPD2w3A/plPaxKC2VBQUFBQUEhfv8NMrYtZKArytpQeZk4UK9zq5s7t9vtPrvq0PJu88ROm+kXlPJtPU4r0Wd8jy+NshB1JWxZSYQNbRWHigf12o8GxKwnhPbfBsZ9Jp2dzSmvdN7RSvZD8sVpWR9xjG7P6Fumtse0VoW3RfqLxaSIwiKEYi65d6PJZHffQrN/fXN98fbVd9/Nr69NdcpV5Z2TxNocUZX3oDXv7zGyNeqeVL4UzR5JbSr+zI2Cyf2yFZ86hZadY5dcRdM7c31mrhplRh7/AX3JNrYgsIEhlstTuVOTI+cniXw07qGIOHFMteoyaDCT0ehgd/fhk0d7xye7h0duMiNxMCKBExZxwpL2Udrkk6zyRWEy9cqKsAsh1PUyBsT3Liu+NdkP73SXbWini1XUA7NfJvQFv0F0CNE7iPh898rIpt/3W/0w1OgGzxnedEljbYO8FheBu0T5n2SZqaCgoKCgoKAQvw9N/W59nVfZE/qZDrIynWPaMhHcPFfF/SZRA6+XlOm3nbtmwtb3qLhjFhxZRlTJKE34LcssWPPTB8H6djJbCCYzrWcD3hH4vlqCtjJHbXuHYoUnbPNgRQcS50SESRgaS2J7FbC8HuOxviIQm+IAIhMzBYjBIsJ+VE2mk92DvZP58ubqZrm8WS6WNzUnIiTMgJFjdt6trCa0NZboT8mB1i8kubXAYpNedGAJIcRQNSYSIZd6LJGjAiFMvvL5okzpCLH7zyJ1T8Y6A+KHXg0xiAxQAsMS/TJwJGUwgxEZEwlSsa+2HEikacJNMGLe3d09Oz8/f/S42tlz46mxAARE65NoDcpReWXhFFMP6QVNCNIhirALqnW9DKGB2Spjue9dcw9KhnWuyPk66m8tnZ5+ex7dt9RzbW+4q9nGcIVkwzEyVj8I9MxmtkvZ3UFg5eKOG2nbgdGtPnyYRyrutdxUUFBQUFBQUIjfL5U08k+5D50a0LdFuf88Ls7DY1li9tWPXWM8MDb8SUd7QPw63svStzeMVizCwiyETT1U94O42CIoHFgDAxYj6GKnn4xH4939w7Ozm/nNol4u6nrRNF7IS1UJI+2BmFlL8NvUjrXsjmROA7NM/dIPgBHherEIqp7FOfYiXsR554VdtNUQYZHWZVESfY+OobDYpxe9FVmQXURatTQxeyQ5ERS9V0iJQOSIjIBu9SFFRjYiRhTMaqA2g7jpbHr24Pz88ZPZ/qGJV2ILxuwiOzUDCOzIex+NaYjIEhMWIiJFropNJyg0zXJZq4byoPlRbr336MQtKCgoKCgoKMTvFzSfYr7/TKtbnu/JR1sYRb+DCds28q60p5f0juHucy4BjBECK5aYfKfm1xsN5kGNalvvJnfNC1vFIBlLtIfec6W53yEj65pgHhA83nROOu2lNXCJxZ4sQsYrMRzRfp7WRBjmDZoHM4mIcwSQmRIDzCAhceQqP53uHJ8c18tFUy/r5dXbi1q1UqnYxwpPATgZUDJiMl508mRi9CtQLWpzMDPTGI+u2hG/EIKaRhZqnCIgmCQSTBZiIS95h5NoSyACQ/IPzCSMQWsgdUW9BkhyyyRhNk6tnJYoYucyCiIVJuIGVBOWqnBuNpudnJ0cn5/vHB6xqwwCMBmRUFQMVQ0gESeVMyULvdLJqN9ya48U5UZqQtOEOlqwxnNs2WHog9zhW+6C9XLlXOEJ3PNBcU/+NvRgal/ttYKCNt+/PZcb2pAuChpIeVvGbGP95n2O5h4PLt7ipFRQUFBQUFBQiN9Pyfy2TtFAa3OrDW7sd83zsDanfDefE+5rej13zd4OpBLQNMNPUzNbn8/xrXO5NjGQUlWhQ2Qr2fX+Fr7aUU3uTV97PI5WxMjbJ5gMjsYijP4wpMSzlKnIFCkVhu9gcc7FCAdxLh0K2grYOJB3p66lsr7kty/imZSJNNZ7Qjycd5OJc3SoTV0vl8tFUzeol00IEBd4FwAAIABJREFUgdkThCgKkZHqg4hzkgd6lbKAwTR29FkkfCnJQDXGMQAMc0zCJMye2Qk5gjCEEQW+WNLa1unGf8fCUbbEWthS5FocvuQZapZCAy3TC2R7zVjUCxD3zmA8myIUqz0NRjyaTA+ODx88frx/clrNdhqLEiMzC0dNz2CWvEFJGBCTbC6aMjgIkXJS0mnNLDQhNI2aRiafK29xfyZ394IHsMYQMegszfka29nOu6dK9FIfsNXwc+Nd0i99zks/A+fb1betZLys0bf++hHuw+nwvqy3VH0WFBQUFBQU4lfwPSdO28hnpHpyT4o5zPgCMTtfCRxM0XZlEaXUtXtNDvnWGeP7j0AuZkwpeUj2M+lXzvnKj5z498vN6COE2H8Gcow0mKBEtCBaGSlIx7u7Rw/OoAFN8/bly+b65kaXE6FRzJTItbO2fWiSjWbS+zSYJljstMTIOyfihJ0TL+KceGEnnXUMM7WpapKtYtggiRmDs0loVnW7vjFeY0qW7TVBZEPNupUBNTOkndls9/j49NHDk/OHMpkoHBHFOts271FEKhEWRyJ1CGAmJ0SkBNKY5U4YmLWSqYUQQgjUib38nkSroKCgoKCgoKCgEL/tJKOrxWu50YpXJ63kBWynOUNn0B6/uo3R9fclfRnQBbBx59/PfdfPntVDX5/EbdyLY2uYRAGGiES8+BEBZmrWDDikUecomLPJW/WglxyGTvDEusvLPQe/X+mZh5slanhk3JpuMiia0zjnvPcimXiwYOhfH00b70X8mlpUmCvHQsQkROSi8sRM5ioyNTEZTac7B4cn2syXWjcvb+ZXN3PzIqNqOnJRLUt2KQyAYzS69WtLo2WIGec/lP5o9M90o6pykfg576Ry4kR8ZH6SLoD22mSKTX2g2JSYj92iepc8dwSZ6wsxI5d0IpWJJlcX9C+g1p9U2FCHUBvIVweHhyfnD48ePKxmewFsIHEuDpYRwcDC3ovzDiQKWi6XvqrE+bQbQq3XaroOiY1IzYKZRvvQdCq5tTBdudXa0t1NSQv3KnIecPKeW1O0M+2JxRsv4HtyUb698JpXHaTurCaIN1rffnT1lxt6XPOx9GrO6V5RI5vWoAYlBbh7maqgoKCgoKCgEL+flOLdNh8csrkUh923yuznE6xOwTg2qX3fsOmV2VuPQbUlWv1CxkST4g+xNtKw1r7GXSxA99dUE5hUJImuiwyXzVRi0hsTtG15ymWTaUaOFbK74RAGse/dcPZcO7F+gnqaT+u3ySxElmpf8/bEyWg8qcZjEVFVNrSUIkqFK2djQ7Rdd+5TAxoMvSK6SK9FuCIHIjY1Gdlkz44eNPOb+fXl9dXFlTYNq82cHzkRJjONkla0rWQmISFmteygA4iBYGIQg8s+n7GY1TFXTkTYO/HOeee8iBNmFhcDKzin/iHVJea2NMq8hWAxhFFSN2Qr/SVWRwYKsTQ2RgdazG8QJtLMV0AUiBuywCLjarK7d3b++OT80ezwZEmMoEQQqeIiBUcjVGZx3vsKxBRUDQxOxqSS+gwJFAPkOSXQo1atQwiq8ewj1TS2xrO2fZmF+5fdGim7K9dkeN0CGxx5eUvldNfkml1U1/YxNzGmllSinifnhpt0lYzl4uc+2xus72x+P7Ze6Lkdt9sgv8NzaeOjFGt3f0FBQUFBQUEhfj9n4jecV/GA+d2GNql7JXCBt7z5tkCBPMkbzLFE3OoMtbO4vGcRJq0bOwDWD6oAURL6WqfQ6CAvjqO9JQIB+Xjb7cgKYW0/nveWRXKeOfeSDPoEb7Cn3AlBgyyNWHrpBDBVEccsBDWoCO/s7OztH4q4xc28EvIuxixU0fAFZiy8KY5iZfh5MpnkAUYb29iGiTOJyIRlFJZqFEgmO4dn50801M3L7169ffN6OZ+PnTvf3/VMi6a2NpOAiJL1DKspLDBBcmqGJ2IiR6RExgRhEFdMjsgzuxhOT0IgC8mzM3Uxtk4kOebPDAByvehgRUDaYPdcwxoJohKJE2KYam3mQBWLiIBMASJqgLnh2kgm04Pj44ePnpw/ejra2zdXNcuaiYnMujA+oZwRYgpmrsRVkxk7YXFEBHbGZiRk1rCFvENqNm+a68Vi2dTUW1mIFw8G1/z3v/2xiftt5Eu0FlLyfZ4w94dsunPXWwGxGt+3vpjxvXe4CzTtDKBwByEsKCgoKCgoKMTvZ837OsrXIwk8LAiTQQfdYEbU09K2+Apy1gJz3Sanz6zl8g0ZJL9D71xSBPnuydigXg6AKadWr0wFo/k/JIVsRzWiE+J6oXQb94sHOX7gnrrHPfea/s8dZ27rPDuLmJYRZjWPo7Al4nzlI63KYxXLPmPtZ2eHs/XcbzPCGWYiZtmSq8mesA/O27LaPahPH1w/evTdl6G5fP36T19+JXZ+srszqSomMoIaKqKl2jLUNYiZKmEBU8xRINbeMFnK0SNHqWfOMbu2gDUZjCYZFNtrjdFdSJCk6HYj3lJwLyyVBA0alEEj58iSHCjeAVSbzZtQE493ZjsHh4cnZ3tHJzKZKbtGEQJpAJCsX9CV5sbES24vSKE2jnLgTdkvgw5mGkXM3plq/Vc+mKD0TkYxrVQ3rFtuudBaRAeS6Wxk6O2HB/2Kt6YotHfNdk+V2ysWhgwXW9/L9yWofI81pSL3FRQUFBQUFOL38wRuoUytDNXGpvPgLUIbe2jQhqXx91/u5x4X6rM+7irEVpqCsIXBYjBh3RBH0RargaCk2S+UYyOY9Q6HSSRytvQJJtpUFNdzrF9hdK0EyMMJdD83on2VaZjl0IsCSG+IRZnM7L0fj8fiIlGKn3PJZSRzxPc4KZvlFRCYq8nEO3GOG4B39w5PHzz7+OPFYn51efXim9cT50MTHuzt7ExGXrgxgyrDEIIBlXMuNbBZZEpo+wFjgEES6FiIhNlR/JMzG/IPbVZEzzw1uZ4maxeDIvVdcirijQGNktsywcLeiSo4RjuIMzIDWISYYbQIWoNpVO3uHxyfPTg4OZ0dHFJVBeLGoICqxcLUAaPs/pKGnlsVL4+pDTvfAAQNambAkA+2Vzvf12CS73luVwq2191p+d4b7C2jfF8KxO/91KDeDnBebRmuJK2Ud+K99g1bBrCgoKCgoKCgEL9fDHoL8z2zh/50h5kJUWmxDz1xW9lEq5Zwr9aqR7miz0k7/+JultebB6Z8P95QLYahytWlq8VEvCikZWXIopyTSuJSGSFa/tkTk3ht3FYrPCOp4JwjQEQy1FGJiaOTZt9SIkaOpz2JdiAGM+ddVY0m01n0dxEhYcpGLzyQoD7EmYkBfNXEsx8LQ+s5Y7p/fDwbueury9evXj//+sWfXnxzcXOj52cfnR6PRx5ACAHBBPAEASh23iExyZaox1jzaNEpzEIiJI7YE0XvFIb1iB8Hlvacx/MQm+Usd/tFGiVRqEbyUYGAOwGXyMyn9j8GkYgYyDkXgMb0pglwfme2c3Rycvrgwc7RsYx3aoPmUtg2/iHr3HnQuQPdI1rPzEIIqiGS+dxJmy4/fEBekdXPXrQBOoOi9QbBwc3XFdeuHRBaKTur+rd00G3W/AajxHz3ihU2bX/Y8Jg3NYjc5B5/w/swwLxZYOvOFhQUFBQUFBTiV3B/8ve9t4DhXzctzPdtS9FLAmQiijqT9RKuI+O1ta/YGE12S5KgDAMP+1WdPcVv23y3o+ImXI3H493dPe9jtacIkyRLyHeoZ7s/9bMocyGoNY2ZMLnxZOb9009+HZY1Qvivf/rXL169qZvm7fX8ZG9ndzJmIWIZOTcSDmpqZmAydHntW4av/0fSv1fjDlcshzqnF4KaIZvspIJddgNOAtM6RC0u9yOKMC0avQnNPBiJHB4fH5+dHZ6eTvb2uRoHogZmkeeJiBPqaXQtdeEh8bvHuFLTNKpqVrSjgoKCgoKCgoJC/H5gbM4z7qhN51yyQkJWykTv+po7p7bbpstMg1ahvi1KtvpA2p9enkTiEa0DJw+/iYgA6dE5Q0rgFpZo/dhjieAVQxfqix29zIm2bBOrjhmrxZfJx2XARVNiQWd7ONxA5DYEiLjxZLq3t+9HXrwIG1NujxNp1acPd4EApCEQoAZj70FqzOL9wemDZ580nuXyZvH5F198/fbyarF8cLn7YG93f2c6HY+qygmYzKCmYLQ+nO2oiLTVsy1nyhHtifUJIcZ3WHtCYzsYrHP2zFBTs+iP4lhiiyD3a3AJSmpMRGaqBiID1WqX9XJhIF/t7u+fnZ8fPTgf7+65yVTFNQY1GIFY2LGrvEPSbJna6AheI353W2uGOoQQYDnrvr1sQNGD8sOWFHYJIugkQL4lPPM+10c6d8OuV1693dY3u6mDD3fvw7qJKNYNP3s/D0qnN+bSYPux958wWF2BKWkOBQUFBQUFhfj9LHGPmC9g7f19XzusEieWLJp9WL0Cg39lt4lMwFoC2ONIXdklrSZPMA8bpzqnFhHAyFii6BdtXcxCPOYeAUndYtTOx9dtZLjjmRumktwVYUYDGUrOjbQSV4jEF9H11vUmsgaLFafOuclktrt/WI0qcck/NBq9iCTml2Mq6APEbDCI0IQlEQnLaDJtlqT1soZV093Tx08O9vYuLq9M9bO//OXLV28vrm6urudPTo4Od6bTSeWYjEjBDTrOHXvtCMIAkE9ZNHOh1lcHq1PsLtoDyOWdBlgUEs0AqKoaHMAEtlg+G09oIglsJkjvN7VgmDd6Vddv69qNxwd707MHjx48erJ7fBzEB3ENOMAUubxTqBpVLdnocz4Rie2E+SjvGHkza5omdvn1VhY6c90Px97bcM5eYMda/N0grhN3rBWtcKlBgmS6gHn4QOl9Mw3D+PI9jltjODexRO5940opN6+l1fDAuYhx67NxSClzZSw28MmCgoKCgoKCQvx+GcQP33ubP1CV2rvGbd2+n9g6G04m/+ixX3y/Id0yle4gt3503S60xwQIROS8H0+mO3t7VeVj86BwlBB/qNmoIwqhYWEZjUfjsR+N6uvr+uqCiGU0nh4e//4f/qHyvnLu03/98+XV1b+9enXTNCc7073peOSl8t57L74ijmHs5GIMPQvlyPX2qJGLa3XtGrWu7jbqs1DAYGZqmkxSQtAo+TEkm6sCyOka4BwcnyIhrhbLVzeLi7r249HxweHjJx89evZ09/hEJjMzU1CUUwGYBguNiFS+EpaglpdBOqnyXc9ACE0IAcUmpKCgoKCgoKCgEL8PQ/t4mx06b0m9G7Kj1SquviDTVxHuYjO3U71OWuxl7cWiP17VFJJ7Z9/qpa3qHJRpbrKO6JmRigilEsTcd2YgkZ7HRjeASO1pbZ57O7KDWrXOyrOX1sC9itBePDfyked9z34z2dPFM0dTkRSyTkTO+fFkMtvZSeYuDEnOMJHJRiL4wS4eYWYnEpiJRdh7L8RQa5YLqIGYPA7PH30STIiZ+c+ff/7q9etvLi/ny8XueDQbVZPRaDoeTSZjEXFOKufgxIlr9b9c/ckwYiGNKiMnsid5gA1kAJgAsrY416yV/ACYqpoynBGM2WIARv6HjAwwVVJSYKl2uayXZm40Ojk5ffzR00dPn+4en/Jk1rBrQA1MAUTnHeN8ORqlhHjuEz+RXAI9uNK2woAQgpkarFXk8mUEwET8Bwl14PXuU/SskTaskIDvHVewrrVtvt1564rJ8GLl+37ntqrOfnjMYJNonZ/uXgsDb15+WXkSFYOXgoKCgoKCQvx+KcRvGzfr1U7murXBLC3TG+CDSnPrhaODAAdapX/gjcyTh6x1EKJHvR4zdNN0gCDUkitkH/4YHd5FL6S8t34f4XDbXUxgb/T6Lqkxak8I/SDEfr9R+1fEnrK0hxYlLmMi59xoPJpMJuKEJbG8HCbQi0/7EN1hbVJBbJgjM6gSsfMjP5kqiBpnpm66e3z+cOw9YM7Jp6YvX795dXNzvVzujsezcbMbwi7Mi1SVh/fkPTuwSCzwU8CIxAkDBlJ0XCV6uqBns4NhY1/7FzIgqX9mYCMCG7EBZJwqD2GkZiFoaLDQMA96Y+bH48ODg2fPnj1+9uzwwUNMJg1xraiBEL1iUvukk0TNjRTMjphXmvt6xP4elA2kamZG3UIBfpB0OO77GbUF0YN+2fy+jvYwg+5VKZzLsrdmb/J9nw98z0t2wKtXFzk2FCJg5WbFbREUPPzI4AfuPW0KCgoKCgoKCvH7mVK/W3+1LrVJb8LIuW8OaxM7fNBOpB8PSbhLByjZaQUaatXaUY7njgoUEUu+hOwHPRcbafgqRJz31Wg8Eic0SIznH2JSClPV2jOBgHq5VIjzzDKe7qjzqBur6/nNNYmfHZ/89vd/571zzH/49I+v317M6xCvHmFyjisRMyVVVuPKk3NEbJn4VezjsBN14SGcRb/BfD4ZsoL6fwAykBJpDPxjMpBaZI0gtqgZGmB0uVy+mS8uQzPd2Xl8cvLxJ588/tWvxgdHNJnCj4JqQ6E2NE0wM2aejKqR8+K9NnUIQUG+ch9gcA1J9y1soqCgoKCgoKCgEL8PwfvaPPF+FWJXK7lGTTqvzs6MAW0U2Fpkwmr63DqN6TsU9t1iuFdNum4Gwa2pZyzsu8dhYqWqDN1X59S+nBbIeed7hvyS6uvMWGKWeDTbTBWe7BjWS12DUcz+Jk7bj0w4u30wSyvb5cPiXIkmieD0jr0Lc08CVmOmZgrTuAMEc945J4DlsHD0UsMZyFQJtF7N93481aVrRZJKZADF/XHkIBWJHzWybJrA48npg4e/a4J37t+//PLbly+Xy+W8UaYlEabek5k3BBCphdyFZ8yWDDyJmcFCQrFwNLqsSlajYkGnqpoqYNGpRUBmsKAhKBugmDfNUsK0MjcZe3EwalRrVTNqTG8avVrWNfNsd/fxo4dPn/3q0dNns6MTjCdBvIpTA8iJQ1VxFIE5VeFCmCvviViqCiR9N9p4krmrLOQ2xdExC/NisYg00vvK7GaxWNzMb4KGKEAxS+dlxMwsH6z3r+ejunKLp5+zqVDm1ZtS41t7XR66wnQupPkSjbeMtAn27dt4gydnZ5B7z0u1Z+K51USnb4qENRGPiCRXhGPF3hOD5yWtBrivbLigoKCgoKCgEL+fJZCLM3ulnP3guGEseeZj6xWga/RsUEi6hUnmKrhElnrvjNSoTSofGDjer1eqtyne1EGU/ttO69ryS+4Xu8XkN3FgiSyLiFgcR3qWPOsdCxtCisyDxnLN9UZEzukKLMIk0eqxNUEFUY8hRFvRrjlQurQJhSksVp9aW3PrnBNJWRTMXbNlr1LuQ+pH0k39o1kox167dMGIkHPsR6hGpsrjyd7JaeVc5WQ8qkZV9e3Ll01d16oXNwsbVQKMiAWkHLpTJGzMjjkSJBOBSert45YOJ+plQVWDBQWUAJgiqAZtmtA02mgIwRozYfYsTVBhUaNl0EUIarRUvWwUTmaz2fHx8bNnz86ffLR7esqTWSMukARQAIPFOS8sZEamFD1EyVxs5mPH3qNTIm9Zi0jNf5COBTnnYKjruq5rM2uveHDXByrikE4x09b7i2+5227ft/7Nkoxkse19A+LHWzhlf0EnWobyClHrrf3cuUvb7vG7Yhi6ncTKGGBlHYyHtA8bbJXWR3R1i4X8FRQUFBQUFOJX8EOApZuZ/UDr7XHqKSldgDIpTV8qEuUb2tYmlLW+TU2VG4XQ9zmKZCyyuqmhNPGhIYOJL1NWKtPXi7jxdDKekM7CZCxezsnEye508vnO9LtXr1+9fvPm8hJqHjwiIUOWYJN1CgmPxFXCxmTC0dWTGZZHU5g5ZjeYWtCmadQ0erqEEJoQ6qZpgl4vawDjyo+dF5JlY4tmqUYBCGa12cJsAZzsHz46P//oo4+Ozs9nh8dUjYNIQ9IQ1RoCBiW9vXLa1qSH73uutqzBZJ+ggoKCgoKCgoKCQvw+IOIcswstiGoNcmngtk/d09dv0ObHq0vpKxtEEqYG1WK2ba7csRnmoW0feuHy706d1ufknRiYaA6n/bT2i2BEQk5c/ks/qayNIHc9n4/4CyNLEmN8sZVekc6I9Y8Da8oD5zQ9JuKoRIkQW/rTdomB7sqKeG827PLoC7oQjNg4x2B2lScYTGFCrnKT2eTw6IjIjUezvf2PLi6+/uqrTz/7V2uaq2VdB52Nq5EIETVNAJEXGY18U1WVEJmxgbyZVycuRlWkA4OZaR2aum6WddNoE51cQgghhCZoo7poggG1Wj2icUUerERNsOTPKVJNpkcHBw8fPTp/9PDs/NF4/4AmE/MjqsZkZCEEM6STn4uBY2QGIIQUkyhCUaC7bZmCGVvuRlNVDTmCgjYrh7cGi/9ASytx68y3MlfeZHdJ1MuiZLKsREtvSWX1nv7el+UtwX/tb1dk8HVJfODzOTBX5fsy+YKCgoKCgoJC/H42vG8thH2N1/EmwvUO39DbTq5k3J7HzMTYOvMEdRRpdS630TeQcf+p5Lbw5ba5iXuNToiyU/cJGIGJfY4QT5kQvbT51M/Vq0xD4n40mPgCG2MDsWEw+q4tzEzsvXPO9ULvfuB6M2Yml04bMyUNFN11wzwaj1VEQ2MEHpmDjZhmzFJV48kMi/nR/t60qr5+8eL1m4vrxaI2rUQE1GggokpkZtXEe8cIIaiq98F7L+JTlWzk+jDVZlk3i7pe1E2tQVXVTFVD0CaSQFMDL82WRmOF96agSPkm4/FsZ/fw+OjBo4fHDx4cnJzuHB7ReBKcVxZ4DwWZsThCf00hBiW2vZRdA9vtZrmSmvQ6G1nKPWka9zhyTOLONhabLoVNfrsfiOKt3ZTYeN/d40t58DyJSxucLs6BC+6moASmXqPtxl1EP5thJZKBaUuV5kp73qCavWs6bP1OeRjafq+BLjywoKCgoKCgEL+fH/Xb/iJvZH7vwSuTzsWSXkrTLWyczQ7aC3svoGvN6RXUcXbx732+M6dJH7y7cu7uWIvozkLr8kDHGA3W1epxW/jXqgSxry8Jei3lBsC5XQ7EBL3P7BzUFrgykTGxiPjKO+/Qhpn3+5S6Hz7UlJRBgl4eIRNJGiMlRqTdbjzRahSapXpRxywsToKhApH4ysLJ0eFvnjz+x3/8//75sz//5auvL5e1mQlABMc0ElHVkXcgc85VTeNj5rvzsVUyHpOa1nW9bJp5Xc/rptZgGlUzC2qhTYJnJpOFwjXqnDNm76ud2eTk+OTxw0cPnzw+/egjN9uRyZTH4yAOLMakQCCQkxGPmqYxU+HWuigqwCTMxIzIBFsv2K23XOpJtEwjo8kPANOkUiZxUSSfvR8zy523romsUk3e/FHQ5p49RBE7CdVMGDrJtPEwuMeSzKZOPV6Jc2jJ5IZGPO6WclaWmzrCFzeJLgaU+TbyXUhfQUFBQUFBIX4FPyp95d50sZ3Dfe9Z8+baUSFJGelgggaQ5Wh3yi44vGn3PvQsnklEKl9lxe9HYghGnGhPbyIuucAURKGpzRQwYpaqigTYBVATmpvlxfViwnx2ePbxb3+vfhLEf/b5528uL5d1PWKeVH7qZGmhWohCRcQ7553z3nvnW69LgILqvF7WTViGZlE3ITb5AUSkgBmMSIRZhMwWBlYT7/d2dh6cPXj2+KNff/Lx8YOHs8NDHo8xGlFVYTQWJjIzDU1QBYjJVd40tDSh17DJue2TSejO88siBEBtnYiraROaEEJerYibs7/eu7WgoKCgoKCgoBC/nwC8Yui3TesblPPdhyz1LNmZud9OuEKquO1+SpIY2l1aFVGiiBib4YBV2he1IO7Rv3ekdVhzCxzatWfzSnAs14QBFgZULOU99P1R0ZPpaM22ntaC7zmHZQ+MQbknSLSvOed8NXLe5/5AbC2b/TCT99jZF7XHRMKyQ2tXoShMlqQsAwjsyI/8BGMQ4MiNrK7fBtt9+NEn4xnGk2sN15+Hq+WyUQUTsxuzXDe1wkTEO/HivHNVJn7IxG9R13XQOoQ6NMEAEBgp6SEyJwWDnHN+VE2n0729/Ufn508/evr06a/OHz+e7R/yeLIE4Lw5gRMFFBaMNJddMpEwgUGMnkbMRAxxxI4kikx2xwUnzCCsvosBUtWk+KFX6pnWEvhHIk0YCOr5O3nLCkvPhrb3XCAMnh69uM8ocqJ/8a4sYfRuGd4e8s63Xpvcu0ajlo7VD7ah9Btl8K5wdKXiYO3LV5Iuks1vUf0KCgoKCgoK8fv5cj4ZcKTW/mBVOqOedcp9ikDRJye92WHnNtkLAOzizvpzxOyfyT0auWIIYcNpKmcniftME/M2N5ZvoT/vjQqeAa3xomUGFpP6LDfytdWPTCItE2uNVjZPYbFWzteS3tWURPRHAkg9hN575xxhpcHvB2n2A/VTAsniYVvck3y6GCNXcWCrzQAzEBG7yk+cuNFoNJvuHb5++eqL519+/Ozp2dHp9ODwcn6zDKFumuubGyU0QEU0D6pmwuyceHGVc5UEESESIzKDqi2bJqg2ITRmit5lki+VAAjxZDQ6OTp6cPbg0aPHv/rVx+dPnhycPvCzXarGKgKLVBZq1mjTqKnB0uoDwZRgDGsbLAEGCYmQCItLxi9xPG651kQIUObk5ZOvZ0RnUlVVNVhL/Gxw1eBW55J3vu/v7tCLFGmT4r1KbzY26uXbOp3+6O9CjFgPu4FwMdYXLO7hhcvoL0nkKwDrS1SDNZT2g+v3Xu/5xKtPMx5w3G27VFBQUFBQUFCI38+X/W0Ot/pF4sPH1vW2bbAQp+yWMyQAE3FETPHfhOH0mDfbZtw1nd1iM7iZunvvncgmpveDEL9+E6Emw9M0K04tb6DpbAbm+Xzp63kICgWR1MtlqHXZhGUTLurw7aIZXS9PD/enp+e//+//UzWu9qbjvzz/8vr6WptmCRMjJhFm40zomcTAZBoj2i3mt6fdcUREJDHjXRjMRuSId2Y7D89Of/e3f/OrX//m0dNf7Rw0E5a0AAAgAElEQVSf8mQGPwquMleR85XzahpCE3TZBAQQMSURFYAGsrCmiDERg5yRF2YXrwhsZPg9brOF+puZmgZTsr9KFvFD3pUFBQUFBQUFBYX43UX2Em/oB5cPFvi59577xSS0i++cpZ9eJSClFIZVFaudFXNvF7A6T+R3qPt6t0A03uijmf5jFkPkhXsdg5zsN5gIbJysS8QRMaJHC/ez3ZiGifK3nRHOlp09O4m1c9OLkSMWYSfOiXCvJaz3LW3P2IdRApPYx7mmNVFBCCEqYWAC8c18ASI1gEdga0g12MXF4tuvv/78L//24tuvX3z74puXLw+Pjs+Oj86PDk6mk/Nnvzk6ffDb7779+qsvX377zdXl25vrmxAaR0zEbkihW9Ex/cAsLHHnRBw7JpEYQvDowfmTRw8fP3z88a9/ffLo0fTgyKqxsQM7qcYymoirmMhCwwCrOg8CK7hpAlRhSqZkXSxGPMAo6pJEr5m4L+CBxIR1it6ez6ShMxuzEquRGpm1GSJtyyB6wecfkFLh9juoy3GIezvQ0DdoaD1vl4HPSv/b0H2YB3dCLivg4UPpXUo9W1eZ2ztpN5waHpa3ohX6eEv1Jg9saHC/J1JBQUFBQUFBIX4/OfvrR+dt9OJ7LzqJPlUZWroTCIbc+rNeSNZ+BMi9akDrIdKbrm60A+3NxtosQQw41xrp7KaLGDjt92gSjPrZX8zMTsSzOCKCGQEs0nXxZeaamFG/svW26SH3uRX63z/4sR9XmCw0hUlij5mlcrlIRlKyBKcqQe6mtrg1b66j4BjM7JOdJUd215Y+igBmCGYhlluauPl8GdRYvJK/mYeLi6vLtxdfP//i3z779J//8F8+/+Lfv3v97XyxGI8nhwcHj84e/PaTX//m2dPHD54enzw8Oj57/e2Li7evv3j+/O3bN2G5sBAUSQwTjvl9xAQhOCZjxCTBnKwgcOyrUTWeTKY7f/93f//rTz4+ODrZPzsb7e5ZNQrkLL5PvB9NnHNNvYxjysLOOzaQorEGamZKZpIOPpYIxthCSbuSvt9yqW2fvQz4QfT0jGcGgBEFIAAKVnZKEtLV31rW9mt8GfnS+qA+QSul18NViDs++Z6Oo/ke523LIDxgtLj/c2f1yQas7C+tKPLoB0HwGk/tb2PoWIrbvh0/gqtTQUFBQUFBQSF+7zELiyRpEwO5hZxsJJB5YppzzwCNDou5TQ4gkFl8D/fJDNoMcBoyLhqs0w+j4XvT1mSpkmavPcUPsDzLdIOJ3UCR67mtwDbHf7FEeS0GKDg3YnHEDJiFhogApUH+GFZ3vj8TZRl0EzETC6c9aZlnJMnpFQMMRgRTBaxnyAPSmmzpSEmVlJx3znnHbQsiiOEci2OYWbhDDhURYQYQ1MiU2kQEEaHYYacgq5s5DCbkJlNiC9QslgsjYj9y1ZSnFRqbL/X6evnl519+9ukf//jHP3z22b98+e9/+vabz1UDwCIyv768unj97TdfffaXPx8fnp4dP3h4+uijRw+ffPI//O7k4KM/f/rFv332/Iu/vPj2xeJmocHGIjHpQIPGwXNMDZHFLkPHxNwwBaKj2c7TJ8/+/u/+4ff/8T/tHR9fXF8vHaEa7x2e7O7MNFizbAzkDES6XNwEVYUSlEwRlEJwiWRJa/Avkgl1jGsHwUjjsBNEIium+NvICeOuxVOqdQNiX43NYKgDwrJZLppmCYKf1OSXSpovS6Ti0vuTnw9IAr/velLHe2GdCyo7Zrc5NIJiCmJLC3+gw8OGRZZ3GdtbmS6vv5OLAFhQUFBQUFCI388EvOml7ZOVfnVW1D3u2DKwMhlanWaux8xhw66hR/c6PW24Is+D9LwkLW460BURIFaxZv1xLSQsynuOSShqXGYxZi1NZpOG05V0bhIxtlSpZjEQA4ljyA83dvqlLOz0a4lJ4gCbMUxS1kQME7fs80mcTxjfXuoJsmAWu85CiJWuzOKcc+JFnPMCaAjBi5AT50XEgYRZ3EQsaK0UrhevXr766vmLf//3z58//+rLLz9//sXn33739ds3r66vLpZBRSqWmGZOqjafLxbL5cXbN199/fzPO/96fHx6enR8crB/PJuNx/unjz7e3T26fP3y6vJ1o0sDMdCAhBmGZTBjVpHYfDmuRgd7e6dnD54++83Hn/z2o09+y+PZDY2roz0/9m7kgnNWL5340WQEI2sWtalpY5bNeyzVXEb/For1jkgnLHv35KuVIQYiY4JE7sJ5CaPt8GSCtIoRZy2WCaQU/3AgUWONX5sdbtFdJZtMNfn+9Iben9G1Uu/93j1U0TC4HwZD173UPVI2lone/ymGXEY+SPvc9vjJh4VV8e4dPVuGlaLrVfFF8CsoKCgoKCjE72fD+d5rRog7qWGmhyv0B/3WQbq7miy/FV3F5tovke390VI+tJ6ca+2Lvdo2EMhWKz950A4n4th5JiECwMjsrn+g3E30ac3fhTdVnW0/XgxKK8HDziUMSNuwhxKI6lxnRs+DdjL0me3WcQch8b0oMGbz0hhAZ6REZhrqpqmqkfNexJkimAW1usHFxc3F5dXF5c2fPv2vn3766Wd//PT58y9evXl1fX0VNMRvd9XU+TEzWWgiawVMm2a5XFxeXbx89c3zF1+Mx9PJaPw3Tz95eHS0W/mxH2M0XhAvG3UMAanCCQO8NJpNJtPxiCvPzu3vHZw/fPjJJ3/79OPfnj36eHp0dnlzE5gms73RbORHxKzQpNCahbqpm6BIbNpghugWg9SwJywY3DY8JDMkbSh5O+TM1HlUdkspzEwQjrl/qT0xdUaqUTCoGXC73o573NlMtHnR467FH37nR8gm183Bygzz7V+JYXbCcKmE322vGDktohXwV+o3sYkz31nggHf7LfOQehbmV1BQUFBQUIjffyv88na/yg+IXoVkjxH2dgMbJqmmedaZjFJyQGD//UIsSUzglTJR4p4p/5YRkB8niTv7W650Om005rntFGhQxPQ8PxIRYgYAsxDUlrVptKAE7U6JvSktFmGxnM/nN9fX119+8eVXz58///rr/+P/+t//9Md/ef36mxDU+VE1nvnRTuxtA5Hz40SrE00xEc/amAYzrZc39fLmiuji7cvxaDwbTw+mM9J6vriGNhPvRs6pWuW8c47YHewfPTw7Oz05mk53Tx48fPT04ye/+u1k/4T8LBj2zw7BtFgsQVSNJ/tHO0R6+fq7ty+/qa+u2Hl2IyMHMDJWFjKYxbLvyj0YVJL14mIEQTcZibSnJw2AGUWH0l/4ShJWlzC+b64d/2IpUynyLCgoKCgoKMTv5zIr4R/+G2I012rhEwYpW1tmSMxbbPG30Cu0slZc2Ld2/snsmBmwyPGImIUpa1jQ2FTlWJjFscRg8hgUEGBmZMIhmkq2VZ3MEjdLbUR1Vjn6hqKxNJBYvlffUh4KxppSwkmSYhaYhSaYGoZyIxHnCrh2UO449b6qQCQiLjnWAESm2htQGbvK+UqVmhDm1/P5/OZ6fn15eXF9dXUzn9d1PZ3sHB2dicj1zbUZWIRTMB4zi2NHzOSJoAwFiNk5J86NARgUUIIGQJeLxXJ+s7hhqGkzEmbnVHE1n5sZi/O+CtXF3I0veXJ0OJ2/XV7wd//63ZxkxOLFVx//zW8fPnm0e7jjR2LWfPfiZdNcQ2vx1ezoIDQhBDNVM1aDtRkRZn1WL0l53aRfOYkKT6yvJRYSl4eZiV3bx+pcVPy4ZYcRBgTVpmlCCB+S52yo0rxD3+N3KQQAYrRHLl7tbsQ20hzbe4J5u8FtP/+T71/2uabv0UpGJ69VmWLVSKYf755TNNtShYFzz6qtZ/xC4aHcSlvS6gsKCgoKCgoK8ftRqd97zUbW7Q24l2rcJytEq1MjXi3yWn2B+vVjeL99w8ZJ5kCRQG+y1pabdg4eRBBiMAnYIpfjgbl8JC/CFN1obHCUxNQz9UymNrelu22aeieiiO4HSn73nQsNd1WnUUlTDa1mlV/u+F8u9dzkSjiEq6oYXR7ZcluM57x35ImZ2BG75WIxny9ubuaL+byul8t6WS8XrnL7BwdSeYM9evTR1fXVy5ffXV1dLebzm+VysVg0zdIMsIbZicSexOhYCUYMAgTDMRQwIjUNjQarlwIjmIwqE6/iluBlE4yCV6vfvrkI+s31fP/1m9mLb0fjiRoMJOKr8eTj53/55JNfP/34yaPHTyaTkTYhBK0qP56MxSFcXWm9AFzSeTP3a6W/bEwySGoAVuI5RFKqhER30Xxz5aOL1F2EwG2+IydhkAmkGR/K2YR5E83jW1eC+F2fCFkd5f5oRA/e+ExYqXNGdz/yfXa+b5V0vycasJEB0oZIGm79Z1YHao09YkMOBK/WsqZ3pQcYVtekCvErKCgoKCgoxO8n5X0fBKB1m5eWUTG4y0nozZi4nVVvYiJbo7o2ThL5vo2C8S/WW9/nGMkQ+RvAZMmyP/Z2CVzeQlc1yiIs0VxSus1zplUY6I0YHvutkM4Yg3tzZXTmM725JKJaIUwiwsJmphqShydaekpEwikHAbA1AXbTYHnnCaSmqqohRgyQ85WvKued8xIM85v61evXb16/urp8G1RjGCQY+4f7x6enrhr99re/r2utG/vq+fNvv3nx3bfffvXiq69ffPn69TeLm8tGl8YibsTCDAcWQmRcUTAVFmEi5kAszFJ5T6ZQZVeRG4vz7JcWd9Ewv7r87uqCXnwp7OK5iSzL+8pX4//nv/yfDx88+d3v/u5/+p//l09+85vDo8PR9GA8cd6T6kJx3Rgk5xwC1op+g6sseom2QSPDFQ5mjsRPIvGTaAnTnsJ8UsCR+LWUXcQxCYw0aFQeP5zix6urCcPXeVWJ4s331m20L7MdDKtZWRBvJKbV2Lv2woyutt1XdM2qnJ4N6NG/d1/O2sgAefiuyFBpzYCqW7hJL3EyU1rxiBqwwY1Niu8WKFpQUFBQUFBQiN8vE9/bGn7V4m+jR4K8SxcQ5zmdUU4hF6miypPasQAiSTVmbQEbcyzs5E7Ik/sfHX7YJqVuZqxBsd4kxhvEjtsRmiZOzn01cs7DTDU09eLm6m29WNYh3CyWF1fX11dXi/lSNbiRd945ESIajSfOu9nOrPIjFu+q2enDx+IA029fXPzhH//zv/zh//3LXz795rtvbxZzJmPy4isRH5m3GYwMWfsFau/UE3YmUzKt62XQ5nI+B2he10aOnKf4xaaRscV2RGIm1aCB6/licXV1/farF3/502f//B9+9/f/3X/8H3//D/9weLzvPYOWbrQz5XF9s6BUCRyvuCFXjxdEGxayce2h9W+R/BdubVY4RoTEul9wnwAJkQCkiWfrX9fCEu53e8oHXosqKCgoKCgoKCjEbziVpS0T2e/N+fJmU3taG5aQJoO8tiPDPeF72H121pW9tqSNppV9P1DkLEFKBC8bcvYi0dejpVl6XUzgwbeumqmAuccw42aN7zXGeEcDQPQ7xYhIVfsFipmNpF6mVd+X7RsNITCL916cELGaLZbLy7dvLl6/evv2zfXNfFGHZaMGEnFVVTl2gKiBgBCCCyHUDYuMxqPJdDYajSf/P3tvF2tJdqUJrZ+9I865NzOrsqpcP+lylcsu2233z0w33aOmUWtAMyMkNGiQGA3zQEvAQ0sIhNQjMYgHHpAYHug33pGQEBIS8DRPSIgnXtAw0yOGcbfb3W3jbrvsqsyqzPtzzonYe63Fw947/k6cmzeryq5Kz/6Udt28eU+ciDgRcde317e+b9M2TfPC3d4Tn28259tt+H//cf9BP+bbo6UuH9HAEwwBLAKhNIjb5pzQPLfX3XUXQlSBFKWIJBoIiTmZo0QwRQPA0kAEFQl9f7i6uri4ePz+B+/9+Q++990//aN3vvLum19669U3Xj3bbggISRANQUbalyh0uTpTgAeszZhOQwomYQ+DOliHqBGc6EVxAjNQNRH59Mxdntbue0og563fZf7zRZhsqZVWjhnHS48m8ZOT8zd/6/LIMEBUyJ3D2z95xgNdJn7O/hUncoPpIRVTmvI0OTHjd2KNx5bdv59eLGFFRUVFRUVFJX7PVBrarDK6oaaZFjcr0qbFVm3mnp60jnZEynKama1uBpdJ6DYt7EqDhY76gse5yVaaLWiGBrmmT4rNgTuVAR1KTRiYeFcAmI02EEW7mY9xKePM8rZxFE/Bbo48nJaIdlzATliwwgrrgKQ8tSJSNJtoPSkX4OP5Q8xHd/K6MFFD1GQ5EiV2+/3F48cPf/LjD37y40ePPri4vI4KrjnbnJ2f37nLvk1dUxU1UAiC1CPsvffONSoifdcboCIjvPnFL521m227+cn77z158riPAmBg0VQB2ZCAmBIVzwU0ERgSIxITO0ccIxuqCDKSb8zAemViTGdA2FTAxEwVjZAM0DQiGBJd764u/+zx9773nT/4p//Xt771L/3ar/8rf/nXf+OVl1863zat90iCJGlacjTYnHD8QvyWLayB6+XBz0z8qHzkZR2BoLRfkSasLx2riuaepeGnc3PPpJxPTSz4GKyvGBdNbjebzvItxdtzs1mk0eGJaPozZghFIWlp2DS3BJ9+B+HgrbLC6AZLXpj6xxwN400WxXKmitnqYtRRYobl2EycbdLsU5A/VFRUVFRUVFTi9y8kX7VP8NqxFi9fSin4CGn06gRLGeYxjWIZGOSpJMMc9HfcoLthNBE/2SHfruw9mSfxbG/nfaumMYTDfre7vrp68uTx40cfPXr0+KOPLi4v94cuKkCv6NomSAyxO3QiEUB94/m8IXQIEPpAeHDkQ9+BqKn2XWg3mzfeeO38/Px73/vjh48e/sWP/zxPTIKNaYQgomaqYAYa1CAaXO53aCYSgymAc74JYCF0YMLswESCmFnpL5tINNDUtwSjFHThmJUQDC4vL/7ZP/tHP3rvB9/+9h/8+m/85i//0q+8/daDpNFcrG/cwpFx9d8Ixr4vjh4ip1naMA76fN2MuNKjtk/vIq98qaKioqKioqISv0+tcFtaO5jpiXpr0jmwQYg1qZJnNAfnycU4W1nPS/K5Fbb6RjZzGLRjIeho/4nzuGbLvhrlWACRiDhJOlURBLRsrMj5oFjEIJgOVvSQcgdmxzLU8Wnjx7q1wZiUhp/O+2w2r4zNTMfTZTDP+svqQEsiTdVkzaKmMDHqBDNE2rZnRGwpBl1ERVQ1xmgmhJqcRRAZmcFycsBAMiiFNmDy8ARNjAup210/+ejDxx8+2l1fdft9H7rQB8vGNowAiBRjPBwOKeQdEbz37LxjT0Rg6L0jwtB3GmNUg+SMqoKMZ2ebX/2139x13aP/41GIwVQQ7O6du5t2A4CXu8uDBFFFQEMyAEOMlogRKqCBqUqZAgSTaBpFxEwJGTAlzUv24AF0zVbNQn8QiYMY7+r6su+77rBvG996d+fMN5ydYZq2dd7HGDXGxBhVNYSehBGRmJl9TgRRSOdcTAnNOQepY0yGQKWvR9lxh0CDqioSlZ45maGISVQRE5EogkRojGZggkgGaivhALa8747Vm6Vjlb1Vjrp5uLZysMLsZu4vs2t4uPiLpHlu4zLcJqrl2h54tGFuPgMgqEox2Bxeh2urJycXPCY3ZrHttVmCvNlokjT6t+DirWz92HPnf7lHNo+Dn47XLgZEAfCFB2/XXzcVFRUVFRWV+H1GmNdn05JyUb6dKBPxaXySZuUn0DBHN5Fs2mw3Jozu9O5OHflm/5Indpb8NMXOOSJOcQh5Xiczn5yPN4SQDZaYmV2hw6UULlvwGywKXJuwPhz53kwGdqwVu2HUatxTM7PSmcQ8m5QLbiLabLZMnHMJQxCJpqIiYKCoAJK4HSCp2BBVAMO2koOmQYwxhCh92Hf7x48ePvzxjz788FHo+8SFiF272USNYoTRABnMQggp6t17h4hULHAQ0TcNEanElDRhGrxvEETFEPTr3/jmxeXVP/2D//vRRx8cDlcGuPH+zmYLZofdRTBTMELSRMYBJHFdRlBUUzUxM0oUS4JnFrQQUgLEoMKFRBERiTALdFUVwIgdEzvnzfTy8snDD37y4Qc/Odu22+32bHvmGo+AzknouxCCiKBhCAEgMDufVKfsEEDRRAAsqoihMRf3F7PiHYSY4w0MADXK4joBA1MTMVUTUVUjZKD0iTOYghKgpoYowkr8yfGtd+uO2zO5ZU7uzSMf3mHH5j3n4YcnF9vkTQtvHKIvpw45CB+zdTgQ44XA0hasFca1Kzz9EEMAMFRYGv3cMLmHqxt58M5X6i/dioqKioqKSvw+K95X1qfVbqpdxmGbJVN7bpkufDK96E8HOfPtuAbVJDqFG3zhB9qq2vdd33dt2yKR847IIBuWgIQQgqhBonpExI6cQ0RUtb6X3dXVbne1v7z67h//0cP3f7LfX8cY23Zz997d7dm5a5i9NzM1wi5GASb27Lz3yfdEJB72eyb0jt1my6mZOBikEjMjMSACGyK7+/dffvcrv3j49j86HK5Edb/fawxmlpwtCYnYQxp8K9wgcUomJiMxMRUC3LSb+3fuq8rF1ZPL/aUaILJzICoS+mgWYkjNUEjOMaZgeu/uy68/ePudr3ztrbfefOPVVw/7PYESgmMGIuaUwE7ESeWLIYQokVlExEXnXOQyI+q8R88Aa32hGelYXnJT8qCiz6cLyAkl8+BwY/Kx7weAaotSUVFRUVFRUYnfp0A0jtfUhxpulRct1/IRT1OQuSvLcT03jet6VkuJU2X1qWNM3ClrJAGSGC8Zt5QdKLJMO9bOzZK6rQxjLdijTTjxqZG+GyrZydmcz5itkYXFF4iJxFFq9WhBMiPM7i4Ippk1ESE7l7orhhAFRGJ3OOyvdpcXT64vL64vL3703g8fffBBCD0R3bmj7XZjgOSbxjkRFSPAro/mnHPOeefYkZmqSDgcesdx0xIlKZ8ldoSQw/UQDckQ0YN7/cGD3/itf+3hk/ev9lf7w9WhPwRxAChmlvIVyYEFxEHLO3VbQcyx6KYq7JiAiCkFsBN7BETVdBJFJEXmmQoStZvzl19+7Ytvfvmtt778xTfffPnl++dnmxj7vjMmRMQokdmnLighkWdC6kOvQXPMn8RE/th57xwxM3EaLEwNVBgsQLXIINNXmoW7iRNp7lCTKsQYJeYdzo4g459npUB4w9+e7bUnXzxv8OFU9FhS15e+wVND0ZXIu+GTTfGfcIP1KNxuH4/y6/GmU4lrD7pbLhXhU3fvxZdeqr90KyoqKioqKvH7jIgf0okqB6dTczbL44KheDqqLReG7HhUMY3EZzLM87EFXbOy84aDzBQq94uS+yIikqGCThSnAx+dbHNuXmo5qnqsSm0ccILJzM80fNoWZ+LECYchIO42zqqj3K44SbphiHFwKEmyRgQENERCQnbgDJHReR/FYhTpY4yhO3T73fXu6vLy4mJ/fbW7vur7XlSjCKr2IfZ9jDE2Bs75zfYMyJFruIuI5DizH1UJaiH2MUSJAoYqSojgkgSUEFFVUQ2NiZkYXnz5/rd++Zf+8I/+yUcfPXzvx10fI6oBMSTD1WTIaYAInhjQTEFU1RSMhkvJzILGQ78HgCixjHaNVxyWjI9E/LzzL7zw0rtf+9Zbb3/5tddePTtrz7beO9ReEwFW1b7r2Dlm571vmsZ7731zOOxC3wOk+cLknWoAyETsHBGlCPps1EmJl+JUqgtabGDTBCuiaZYamkEIaUzR1tYy7Fbs4yQfWWdZx2JpeNpij93mLYcUhyGnZVxQGt90DFfAUUJdZnbx6N3xds+0ou4eMhjGv+HA+VanHXGwvz0aOx7Gaec7MzwlcX3ta34Kf+uv/Hr9pVtRUVFRUVGJ32fG/EpZcoL7TYqgmcDz+fMeLMEMyNNCc0FoT9S9P0NTwamYEwfZZ/KHzM2tVQLvnMvcAzF14TILiWKpw9Z4ImLH5IAYiVH2Evuwu7raXV8ddrv9fnfY7w6Hfd91McZ7914gxKurq77vACCEeDgcmrZ1zm2226Y9a9twvetCiAjgkBvXqCoqSIhgYAKgoKZixc2SAMBEBAEIlbwxarNpXv3iC1//xi8+/OD9x08e7nbXZorA6ZiT0Y4CMGHrvWMQiX0IXRRVtdEhB/oYHz5+CABD+rlpzCU5EQKI5OlKBNi0my984fVf/ku/9vrrrxHJ1ZOHoYOWz4gAwGIMMUYAICLn/Xa7JaKm3fjGN+1Goojk1IUS+ZC/Lh8a4rpnSorY0CHDMpNz1cxzDEIIovIvqrhxaHfjT/ldPrPT+/L9+/WXbkVFRUVFRSV+nxEXUh0Z0UzRSIM9xMRMYpRw2tG82RC4h0fpxjj6dtoyXT2HIsyMWArdmm/lxuN4OunL5qGUJIQ4zdvOPjM60MFpF3GZ1YBT6gs2ukfg6HM6vOJYqjbvmM42eroiLVYpifyVjsbIvZGZvW+8b7z3zEzJypI56T8BFYo2VdVUoe9Df+h3+253fb27ujzs96HvJQYVZXJNg875pt1sN1vn/MXFEzMIIez3h3azaTdnm+15257HaO3lbn+16/seARxtkMnzhrFh75haCWCmwuCUlAHJ8pQdAKJiBBcPFEUJv/yVdx4+ev/ho/d+8Bff2/cHk0jsUuQ5qiIYI3nm1pMSkqmKBVCZGDkaYJCYjTqISFUllkvOAIwQk0CTic7P77x0/6VtyyBdDIEBOBl0AqokqWz+WEUiABAzMSXPUrpzN8QoMUiMoinxD0QkhGCqzIAEEw/Y0Z5n/nGaqhEhCohoyo1U0b7vYgjZvnZoEh4vstx+9m1uWIk35Pnhrb61+sIhnXC5hpT73qVtPnsoLG7eISkRF8IBtKNb7ybeOD/Ps4DS/CQzoOWY8uyldFo3PpHGDyzVcP5vuHaf57/+9q//Sv2lW1FRUVFRUYnfZ0b9yv+vxQwMBSYuqpkFM8NSzg5fDNsaRFdzlee4VZx7nqcr7TsAACAASURBVB95Bd7qIFYN6IdaVJfqrqFPNFPS2VqM/Sgbg5nWy2bGoTMa9vRdRzhddq43i3T4Mx33ynV1smhxTdM0vvGOXd5RRCImJkA0VZEoUSRajHJ9vb96cnkIfX/o+u4gEs2AkJrGJV5pZmZKxCHEvu/7PphZ3/fdoQtnvQE475vGO9o44z3tRaLnhp1DNO8aJPK+QWRVUzFBNS3ETyV/QmpqhtIrwSuvvvTld975ix989cMnj/qP+iBi+d4sjihJV6kGagjAgFLWKrJ/Z/Y4HYbqsgh2WMpgQjUTidw0Z9uzF+7eQZN+fx1jIDAVi0HTxmF8pYlA6PvDbmdmoe/Pzs+d93lIkjk1BtNeioipmKLzzmgWAl4+VhyvJMOsCAU0TZmQSerZj1LPkfJ9HDMlXLmc8EhyjDdP0NkKg8QyI4cLzjaZdp2v38ziy4fAerwFfbtNQuZyf2012yLft+N3bPVty0Ns3JBNTtWEhY7MD+ezizj9j41qCQAAeOnevfpLt6KioqKiohK/zwhjhBUVRjJ1OZ8XgJNAvaOIqknHb6zqUpBeLn/mBCpNZo3FsR15pTwL77N5cYvzYtAGGjBhcyPtG+q7cWzObK2Cxtm5yKzLJuWgLQYOEXHxN7MbCtx05ni58zA3+ZiVuSWqgtj7pm3axrfOeSgfEDGxYwAMGmLfh64/7PvDvrt48uSjRx8qoJkhJtbYNm3rvSeilHkQQxCR/X633+8A9qoiEruuO+x3h8228ZuzM3/37l0QYcQQevbOecfMm+0GEJnZeYcImhxNTEEt2a7kYxYBFI0qEF64//qDB6+/+9Wv//kPv7ffXcruisgAFCzb6US1PgSTNF2nKV2RwMRi5sOARB7zVGMAMEojgiYpPJCZBUBi7507327Pt1vpu33oYoxN0/adIARQYSJmds4j595vjHG/3/d9d80OEM/P7wAYMxMiM6vlozIVATVD4jRmWThb6mkTkqEZpdZyOg7ITjwp4pLMLMQoqW85+ejNzFZ4yu1vE1xyt4/xSpyznXSAhvPVEbypEzn0xeE49HKWD3FksGK3Y33HRPE4dGFI+TMEhaOH2GlTKxiMnUqeyrCPcysrW2PaZaXmq196o/7SraioqKioqMTvM2N+k6IHhjXt59NT/iZu+DOd0/uZf4RE3DRN07RN07jGu6Zx3qc0AhGR0B32V4fD9f56v7va7Xfd9W632x8gxZA7ct632+1ms/VtQ0hmoCraioGFEEKI7Hzou5SysN/vnb8iYufc2Qtn53cb5zX0LCpEwAzEzN6z8+QoBBKJZqolwDAJbHOgHkSLQUIX9xfnDbz9xVe/8fZbEK7ee1+6KGKmxojOABWsFw1iCJoceeYfbr54U0sxMRIiprR8Qdz4ViSkILzG++2mPd+2Dil1nU2dRAxooGJuCPTOBEBEkuATEb33EiMTu6ZhTlOVaGYSRSSqJjFtCqJQIMUyUIpAg9WIzrMNVAXQQ24bxtIR/bm5NhEqAADgwTerzrOioqKioqISv8+YEa1QQVw2B+x0ZbdQj+GYvHwzezRYKwo/hqrNZj0Bm/QtJzntiPPppkFHNyEiMP+JyWGNXUBcziZNuhJmqy+cfD3poJzQetpscnIhFDxuR+QhQiJ0jr333nvnXLvZNO2GnDOD0Hfd/vr68sl+d7W/3u2ud/t9F0WZGZAT83PplU3TNC0iqaopI6EZxBBCjES031+HEJItp8QgsTcNSHGzdc5vY+CuO6gqojrvmq3zTcPOpVeLxKhZFYlMmGSeoiKiUUE0HnYe8bWXX/zm178mspfY/eThB11UM0QzJAIDNQUwBKLxkzIajp9ZQq8SwQyRCDAN9YEZEbVt2x0kAjDz+fb8zvmdTduEviN2zvlNuwVAiUJYrDc16ZxNVSc2m3B9dZU6hBvRzfYMfeOcBzAigYAQAUGLNtPQhlbzwCTz3VHkmzg0bQ1QDSSbxKy6ej57L3xq2rm64nPyryuPhHGb42hlWSSyxTrS5LpFXPJAXAz4YTlf03tm9N80uH2oA56ScKbmacmOtzwriydOmq10LnE2v2cw+/rU+Zxt4a2vfLX+xq2oqKioqKjE7zPkfXpUteRQO5wrIxdMIzVX5lLGnHQwK+qWsqglGSq1HS7yIpZ6y+MdN1t8cVyB2SKnwca4BZvJv2Da5Vwc0piVtyjl0KanJm14OCFHpNdW7eNPfyLpR6jwcLQxCxtgTBFM4QHGBM5R03DydnG+AaQQYwh9v7/eXV3sri4O+113OHT7ru8Dsd9ut4BM7Fzjm6Zx3jt2zCl3AY2InUMAlSgSCYAJ9/u9qjJxfmONEg6+aVvnfUOI2ofeTJmNHXrPrvHOcxSOIUYJZoYISIwISRoZo6CCBbUozP7evTtf//rX+nC4vLp8/PhxHzu0zNyQULQ46JjluABVIkRLLcbNfvckaBDVHGiIIKZgxgCElFgUMd+9c/fu3Xtt28bYezTf+E3rQowqERnNQNVERNUS21SRYTKt76PqQYKYJH0mIzp2xExmiECgkhWiZpD6nIOLEI3Xn4FpDpEENUBCMQsxRAkp1m/Mf5ipklduyBtXdAzWRdBTdeKNM34Lv1+cmBKZTYnZfDGkBGMmg1NLH9l4w1nJQEFbo6bDu6Kd4Lx4ks/aaZJrA4EtzM2m58nGI1y46QzRLBOjnaJTh9G3ypYPsPnCEP7LNcuhoqKioqKiEr/PIVTjLKJqMEbAo4XtTE60kBacxySslmF5c6OJKMxC3eG2YdXHY28LDpUcQHCMKzS9yYBlbOrh5KCGb9rkGKloCzWzSAMgQmBABkguLIr5x9JreTxWJBu3Nj+TuDIlOHf7gFmfIUZqvPO4bWm7dW3DAHp1dXF9eRW77tBdh24f+l5V0RAB2DVb9t5vNmfn5DyzS0F1zjXOOQIgRHAeMacg3Dm/i2qMyIQEEGNEJEcMZv1hf3FB7aZt200Si7JzUQTATFRiYCLftk3TaquqsWTKZ0UxIgFQ6GTv9yqipgr20mvnb+7C+4+vv/eDH10ePogSPQGYJuNSkQAguXXDhORAzVS32+1rrzy4ujp/8uTRkycfKlgizYl+BJGPLj5UkWTCuT27d/fe/fO792Lcg0aA/X4vjI6IzUAFJLnpKKSQhqTwdN43vmnaDSB2h8Puw4/go8eNb+/ee+Hu3XvbO3ebZtu4FkzAJIQQo4j0QJEbx56dJ0BNAfdptixEiyqHLoagiLDb7z98/OFud6Gm5LzEflg7+YRLO88otlwb05vSGbS5n+3qmowYACEkE11VAZPkdlo+lnQOGG4icIs917KIhCdoHwIxmIIqLLTASDiZxTs63ulR6MnznW/Vo44i4nK95gT+rb/xV+tvloqKioqKikr8PkPcnF/39JcPJuxwbIppa282L9psaAkuirkV6pfMUewW1dtia2NzbK6q1PSnNFVK89OSGM9m7Q7To2D6JMqz0n8zNITSolueV0txEZQpKC7q65JYfaTNK8TvuCYGREQiQyAiRgSIodvvri4Q9OKjCwACU0QlAnLOs3fkmJAAwYyI2Xliz8zOOceOmTm3pgZnQyMk51zTNG3Tdr7xzicTHMKcOzdE2CEiMpMZQ0kwBwAAQiJmQlQERU22JkM+BZFDZWkMkKLFKL0h33vx5ddee+vllx9c7vYhXqhEUyVWZnOIgAzAiGgqmt6IGAD6fh9Dr6qIhOWjRGSFqKIAZmn0jti3G+cbxETs07xgMEztNzJFVUVJgRjE7DiFuDtP5AAILA3skYoGCLvdHpENSLfWOCZCMCBiIkwRIiKiEEWBaFAXcr4SMLXFWAH6GA/doY9BVI4v8sEycv5PYzj90ZX/NGkkLje98kC45fLLGj2cr87o5GlxLInE5eIL3trHZfpAGMxCJ21Mm8ww4+KVMPWUsdVnW9n/m55/41ZnWnA7foj+ytfeqb9xKyoqKioqKvF7fmEnWgrPEGywZGefz/TqwYKUMjkqXbjcFcSizSMaCdus+ZlHClcnguz2Po2FphoiIhIQIREiiIb97urxY97vd6bknW/a9ux82262m+228WdMzAhp8EzF1IyYmZmI0yZGl/3CeRGAmBLt8c6zc4nmUeJ+WF6Ek9IbEZBxwKBVzZQSp+sFmSMzuc2WIUIHIer5nXuvv/7mW2++e3Fxsd/t+9AhEqGxc47ZECVFO4BantTiGOXi8nF32PUxQNJrprhGIospmATUjIiapm3aDTunpiIRTBIVV1VI5qNoiJR+Mpmdet8wM2FqXikAEnPTtCJqpqEPO9iZmorBduM9AygisnNEJCZRQ+g7A2FGcuScRwMDQiQiJPbkVACjSNd3UaJo1Fu0j269fPPJ14Vw+T4l2OBpKz04iL3nSxsrqxjDq0f5OCIcCU2Xk7owi+wY0y8WTpsnKNvM7NNuXkmC03eorf3MUrr+4Ju/0ja+/sKoqKioqKioxK/ip41V64WbB5xwXulZEhxOI7lTVACMHUs9yhz7KVXkg0QWCZmJEVBErnfXAOqdb5qzs+1507a+abZnZ9uz88ZvCQhMQQUMRFRViVzmfkwrJTVYioZv2jZst23XNfudipgZMRMz8byBg5BS4wGAmZEZiYCKd87QTByY4MAOHNAGENmTl+vu3r17b73V/NI3nzz+8OFHHz3sDpfkfMPt+WbrnA8Sd4d9jMEMDRgARKNIlBBC6EUVyZlK+bwSjU0+mcrstmdnZ+db37CohF4IgRkNWNVMDSgpYjUZojrnt9tt024QUUVjiKaGCI4dMIhoDCHEICKqgsiOkagBUOccM6PzEEPULPtkh948k5ucZCJ23plEiCF0h71INBX4uTL2/BmvQ31O8df+xl+vH09FRUVFRUUlfs8tlRoW71fisG7lPzGlRmNg3fGmPvGuYmrD5ZYU5QpRAciyGkwHUxqEZAmZggaHBp1GM0tODgiWVI5pkA+A8o+rGophdprMUXOw1sW0WVRbiYzGWxauCkmnmjuNqecmIn3fOyYwuHOnPTs/Pzu/c3Z2p91sHDtVNVUAZQQiRiQ1I3TERKnpR0SUprBGn0ZkJGLnsWk37WbTthtVVRFml1LykosKAFiyYEEkokRoqDQRERGIcpoBzpSFBoieHRMyAyh5Zk8EfPfe3Xe/9o0f/vD/e//9v7i4eOgQHVGaR4wiGkOMAdEhucTrTCWCgeV3UkQVAVAkKlYcCgC+ae7ee+HOnTPvncQYQmQkModMUdTU2CfJKjvnnHPee2bHRJaFtZi8Wohy3joREXH5hNMMoyFm3yMkZMfOnIcGoxEZAMQoCCARYowKBAZEZGohxK4/JBvSz/HSyUTHOPU1QVg2vobecfZRmoqI57aeoy2uTX4gNeEGGxUrY7owVWkWr82pJtNuXvV5emN9+QQr3cBP5kL823/l1+rvjIqKioqKikr8nl/mNy+A8vdwfdLnGWBr2/8ktG8wd8HJ1wAEoNlL33AiDkNERLPpPmCycCkawkQlxExyQDek6l+HMPE8xJZJpo5UeWn3l/VtgM90xrJpJKgUe0hLIXtpyK1t283mbLM5azcb5xoiEjEVJTRgZucMEEUQM99LKPR4rGfTIB479k3bbDbtdquqMYY85TccYAEWrps2N9F7AhLZmPMBwwAZEjXsokQzy3HzYt7R6w9ee+fLX3nvh9//i/e+LxLVJIbOEEViZkc42O8gAKoq5hh0zTEJqpzm/JhjVCRq2/aFF144Pz9jZhGJUQyB0Bgx9dgQmR37xrdtu9lsnHMIqKpWEkHyMVHKmCBi9khE5HzjnKeyvpBEoYSKhK5p0GEUVo2qIlHMNAYNfTBiBQJklRBC33cHU/083uWLOIfh+h2+Z9M1DJv1jrMseWz2Ht3sRyJLnNws0zD2tUcCTjSntuL9efwsys3mgXBiGZldfb6NjwG0lX+ZLVTNtrfA3/nX/9X6K6OioqKioqISv+ea+s3ncAZ3ktvZQiTNX05uGP5jJ6jlx+aRS+fPvHM2xSQgYQgXB9OZMYwpWDJ7RwA1HXSeufclMSbil2O7x0KTcpk88MmpA3xpIdozHbGpSjSNYDJSZQRmbtvWe++8894754l5QjgRiVzTmEFQK7wsGY3gKQ5ORN437Wa73Z6rKnbDPKMO/82uKoR5WpAyIRyYdN4epYjz1H40AGAi3DSHJ3vTmFLfu77XEO7eu/fOO1/+yXvf+PYf/z+PLx4dun0InW+2CgTpkDD5yAgiAbJZBCQwnXMn9c4BsJki0Wazfen+/e12Q2ihDzGqITKaEpoiEjnnm9a3m812u22ahohFYpRYzhI670rOoQKA9x6JvW+apm3bjfeOOYe0xxhIgbxzznnnzdq+P/TdoY9d6CWE2HcByBl7BQohdF3XdQczRSTDW7lEfgaLPEvyZlP6BdOnQHlVGilN1xgippwYO4rAHO+KmaPSiWfGsLqECGBjQ85OWW5OqCoe5fPhTSEQOM95ObaDMXj6dGAd8KuoqKioqKjEr+JnBMsMbV626uDqWf4/FW4KgKnJo2OiVyaBtow1g0KcgH7Gx1Sc64f8MUwmnG3bTmwgkYgcM4KJRjBV1dj3gM+wtykCw7FrN5sYI6iF0Cc/z8RAVUWFMI300UpjZuiyIo41eHo5GGiIGgKCoicCMI0xqoLe/8Irb7/z1Xfe/tp3/rQ/PD7EGJUikkdIAlNUUNMwfDpmZhpVI0wytpN+Nflzbjabe/fuAUCMMYRgw7oAADtm59q2bTdt07ZN0xJTkm9aSoQnIJcFrlq4JTG37bbdbNt245xnQkIFMBVTlag9oTpyDJwJ8CBsVlNVtQiGRi7E2Hdd6LtRFWnP1x12Sx9O/Glu//OLf+fv/p36EK6oqKioqKjE77nFJHpvkn2cyzu77ejLVIhltx+YeXaONPxnPqqUBJM2zQMsw3epdzRp+iWTkhJbn1MEEBCJR3/LhdJ10YIorQMb+WTJhr59bYuIhjb6JWZ2l7pqhJRzGUpXIuUSGIOxpmm43oyQIcs1Szq80XE8WpIspi4usWvaNsaoEmMMqiISk8+liCBmc1EDpEH/qZrmtibOMdkQEtAQkSxZpPSkSERkBmjMYA4BcXN+9oUHX/yFb/3q+x998PjqSey7NBVHZbYMwRCUEIFIgSVGETHVofOcWrfpvYm4adqzs3NT67s+9HHQ8REBO980zWa78Y13zmHO8Z5FBeDEyDR9nYIemqZt2pbZUcq4AAUzUVWJYiIaKBIQqogZJBrOrEhkaiaqJn3X913X933e+aXH5Gd7l6cAyOFEgM21nJhvLVy/tdOdlUP8jgb8Ji+gWTtx4rg5GORm4rxYWZimhtrx42n5mJnt9/BUmFh8jkrQWbQoLB4Ew4uP5KW2PDL4D/7tv1l/Y1RUVFRUVFTi99xjqXN6JkeWMjtzIugdV7jTJ9rNRQl3IoF6mJmzNMU3eDwQARoSERZDlzJAiGQIiMklhYe3GAleri4HIeyJ7LKPc6xExExMREl0acVRY1RjFnKoIiKiUYiYnC8VNaZovmNlJoCpCJIiIjH5xPxCn/wnMWIOZBcRzFN9QGSWDE5KTy/ZokydPM2SzpQMYpCw77137IBAAKxtnfdMTMB296X7v/Rrv/mHf/bt997/URBRSLQj7acBgCP03jO5EGUXL82kiIbVTNVS4rypKhF512zarUSNIjFG71IgH5DDpvXbs0272RAjAIgIlKREQhzMbyxz6SRpJed8CsNAJGJ2KcUPFFRFJUYLfR8PYmDkkJKDqvNEHgBDFOmjmEmU0PVd14XQpQajfc78XSbBd6M6ezXFwE49BwZSd+wdm+k3pS40DsOudqwshXHhBnFl+WjB+3CYKbUbHz/pqjra4QUVzG5P86feLT6oew/e+uqX3qi/KSoqKioqKirxq/gZ1q5LR8HJXxFPuTKUAs/A1LKek4BK2vm0xUcEyCt8daB/z9LYu+2BITKX9HUAEYkhikiMse+6rjsQo6kiegQgYnRN2iNTTSStuNWsJzKaqQkMIQ0p0BwAVExJxhlJ0OPq2m4YVCvDoBKl212f3TtndASkpm3bktt0vYTYNy29+623Xn3t9c32zpPLx6YdUMOOEtUgAOebV156xfn28ZOLrrsOYSTvpmoAqjHH/gEwMaPr+y71Kj14THETDE3Lbds0bSOSzl4gomLt6Yk4kWkVBQQiYkokHwFAVEQiM6fuKhgQMykDQgzdvuv6ENhhs9lut2ebZptaq4dDhyQgYArp84oSVfV5E3n+VNeU8OfgMP7W3/7b9bOsqKioqKioxO9zUFvd0FuwhdpqpEw2CiAXBn4GKsWlRac9npVF8sl/i+e7zd5zuRs2+YvNdnMmUrTRewERgMCGUGhCIiTOToBpdk0tydcMoDhklm5dHriiicAvNfdm7YZiyoKESWM52EwYgE4UsHC7MacVnWzxp7Ej03wsxM+l0PDkLZm7h8kWMU2pQe7lKZjEaAqYpt/G6bthBg1TjDYSIWBqGw6H6JomRTt03cFMusOe2TnvEZFZs09OaTgmCxqwwTTRirdNfnNRQUTnPBqqKJggACEgKCO0rXMNNWebL3/lG9///g8effR+6IOZmkHqLhIqgsUYDEAkpFNSEhFswgANwAgZkUVyX5OI2LnGp4E+z56RQTQOZDUNBg5mp2YqImbJwoaICy1smtSgzCRZ83+sjB2qSAjh0MXd7nDprpxzd+7caTfbO3fuke8PnVxdh8vLi6urixi6crOhgRxdE6tB4TdfQ3jicrPRenO4ofCUGS/a5A7HdE/BcHnn5iqY5qeEaTFRweJzazjexCdEAeUjm9tkTlt46W5Mlq1T+eXUk2lx09iiEQlZ+mtr6xDzrd10qoc316OHJBx7Gv/93/2d+ou2oqKioqKiEr/PBfU7xfrm/1p8+UdKNHSIimUFJuI06hsJcGoi8rSQh+mg3aI5ZuMPTJjQvBSbJyVkO0oGgMFAshigECIhmCmZKehQ12Z7yln9h0TESG4YoitehQPdG/MYiDhtZHmcxeUSYYxMyGdpOD9lRHDBbGcpZ8MZQAQkIMKSJ+6cQyLnXNN4513OZ2AmZkTKLCbFDAQJfQ8G7D0iGen46c72LWfxAYBK8nExRPTe62bTbrbtYd91+8Ph4JwzMCJy3qspmmGmf8XAMwUhYDLQSawLiRANNCozN5utgUkUo4iMGgWkJ2w221aMVO2r737jRz/80fe+94dPnnyYshUgpSkgiMjl9QUidX3QlLSYSIgBIVnKZ0QyU2ZHyCKSqDIheJdTKprGsyMDjTEkxsIFWUCrKiISIyYFKhkhOXa+adt2w86nLqhZOlxN04aqasXGpjt0XdfHGCXGl7/wyhdefe2Fl76AfoPU7w+XV1eXV1eXEgOgy1Q8e2AWNm6ziynzW7AlE1nhM3jrttlUDr3IyltsNDfJTQv5KZcHAajljBQkgqSUngzElTA/Gu/iIThlnqCSBJgnnh1qq93zJaW0ySaXk3oIg3J1fJVqMXmaWtHO7kUEIMA0yXl03pAACVGLJBTvvfGlqvOsqKioqKioxO/niTfiCoWDTzOBfSzsxjLx2dMCUyemuLqbWc7xG0GAMK8Fc5fvZ6g6o9NTjz/VD3Fg8rfI4RidbCbDhDrY4dDAT54OTneh5SyPqJbMRDACISAD0IMHr7377rvfefvdP/mTb19fXwOAmoglbxSwEBFRnzYYhwBEwLlhZSlfnZCBCDLJWvq+Zm+bspxhAATARMycyCvzLKsQALPk1QBUk8Vosj+d7txut3v80UdAzvkNkdue3WmajXNuWAV43hw9CQlNZf0eybOxyfb2Z3MT4RFlxaesc30qi2Vr//r3//P/tP6SqKioqKioqMTveWB0Oa4g9/SmJoc3pu3d1GQYA5dXizFcIxnlq4nECyecc805c8I5h9wwMwVLq/EIiGloy5ZdTZpbRyQXD4JT+1h8Oud+oXAUFrZ43Sz6en64BGClkTgaks55tU5fsFCQ4q0+3SG/cFnF5mZdsWY5tvrM4QjsiDhGMUztMIkxEjORYIqDLxaYwxihrZFcIzBnZoZqZgqiyT0EEYGViAHo/oubr777pb/8l3710cMfHvY7USEiAAZERCeqWc866eWMSkfMHrOpzchMuR2dwtrzqF7xZZ3rmVVk8LFMR0HM7Byzc86xc6mnmtqr5dyhqqqKpD8iifipDvJP7A/dFV4Qu+35C+zvMDeEjJP2OE7aSctL5pmYy1JZjDcsqjzlx+YXT7nRBjcgSv6tuaU7uZIQCQiROHXaEwPMnivP5uI7sGsbLDdt7vKCk/758rXjvuPTTlm59cZhXStPD5t/Eji7PbDcWOPHZP/R3/1b9XdJRUVFRUVFJX6fb9qXpJKD2AxmhiVDt6dQuZIKkKvtpb9eKZJyRYWT0nxWouJMWzr5wk6wpPlbTCouNBulYjO3lWJymd9Mhyx3zGNOCDhVqGIuWEeDlpUM61TzJt1rDqSfDfzgqpth2o1pITqZpVxEXM/J5uDIsuZxaLf9iFcwYYVgqoYwzScs/qDIzM45ZorRshIyxsiJ+DExm1m6diZbHhkgwSTggREQQUEjgAAokBqoAkbUJHik9sy9/vrL3/rFX/wn//j/fP/9H4cuALUACMhEINKLqhybYU6yCNJHTojkcm8vaTWZHSV1ZSGbwxlMx2UQJ1NtwMzO5VB25xyn401XCACA5rlGEZE4/ClNv7yHEuOhO9DlJVDTWqvokjIUkxaSECZuOyu3hj11seQUpbn5JTd8ExdzchNGZHkINp0iw8nlbsUnloY/Q4jIM+/+7Nq2qcq1iGNhLUByOmSMoLd+h+UTYxj6nZ2Vo+CNcUQYAP6Nf/ffq7ntFRUVFRUVlfg9R8jSuOOSqlTWA+0YIqzsaETwuTtk/PR0qp/WLsFKCf6JCf7p7yT1JqQkhkUxTczsPTFBto9RVY0xpMACVjZjjRybtQAAIABJREFUAB7LZZvEpi2aUATIbGKgCkIAAJoJFJgCGZCFnXmmL771xosvvui92+13AC0CETIwikQrw4RP+VARU28uGXMyeyJHwJDe5mjn1BRTKCBldkHE3nt2jtkTO2JHxEg0bcels6EiIkEkFO432UEkA+hD13WdwUFU97vr0PflvqLn3MwS11qNlKP8luO4n/DSxU/jmv8YW8CVhacj/Gf/4b9ff39UVFRUVFRU4ve8lHAZR0q90flgSvxOV0qT8LpR6Tl0CFPdNBgtLJKUddLKmyy6z/cJ5y3E7GiZOj1jiZj+R2XvdYzlspE2zIPs8rsiwk1pDFlBNuw9zg0JEebJ04OxRG4Vlh+zlRT7IWM9dUtGE8Wis0vNlmergC0dMU3j/si0GIHm7yWpJy1ZH1FKOchB56nHFSMiRuqZktKTEZmYcqyCKSYeOGXWycHEiNLZdgjCQIqopWmsYAoqfS/g2rsv3PnC62/cvffC44vH2a/UlHJwQ+FVNktoRBhDOpI9Kw8+NkhIBERAZIiWjYl0iAkv3SpgYix9Tu+9855dBtNE5wkAiGIqksLtYwwhxvQncb+8ydQVTYw5xnDo4m5/HfoesgsOQvZOmiaOj3wpXyQ4u9afbQUBFyTteIkBJyRpfv9Y2YHpnTha2yIRj+sm6aOndNZp1FHbsxOwddPRIYokXTIKMNMIjOalaag3aW0/Di20mRnxVB4+NZya/Nsv/OZv/8Yvfr3+DqmoqKioqKjE77lBUWcimI20BWdxCkNROLrfFdPLouhLgQKDNNSOqywck5uPONX4lU1qrBkRtUXlhqUWHEvDnMKQVWeQvmFgaCtvaQut6pTrjkR3uvRvOCGGNgm8ntK94SWDEyra8nSbren4MOtCEXQyXjVQc3y2Gb91oWc5VcP4nwHYIr0CAJFShAM7PwxrpRYXxRCIiB07IRZVmm3cpvneJWACiAkQEJnRJUKrCGqmCmoQDSzGAMSuOXvtjTfvv/SFH/7oz81UNRIY5sz0wW12GnqRgzVwcgYJs3aXivLQshtn/iGaNNyGT46I2Hnn2OV2XxJ5JkzGXy3nN0gZeowhZtYnqmVGLMVEJBKtal3fHw67GHszA0oDlgorprXHvASf9nnjsjd1S5UlnvhGUk8v775xVjYLL3N2R8lySOTUJlTMpgscT1s2GnSj+FS2tmRlea9s9aFx64O/eQVl5YlkAPB7//Hv1l8fFRUVFRUVlfg9Bxhr/SGEDWkevZdrUxsagkOEXWZohsiT7dnYXgOEBW/MpA9xtG14dopq6+WgmUx2g5CIUufB0k5ZEaHZejU5Elu8mSDjskAeSu+FcBQBh2PGGwvZSaNzityLG0v/gfvd/rwVL/3S8EvREDYadeYkBiJmN9mbnIDnm9b7BikzFVGxmCe+2HkOAYlSl2xC/BK1Gj1BkYhTjCIzAhIYoCCqkaiImAYQRZNoEsUsvvHgy6++9qb/zj8XiWhG4LxrjVGVRGMxptG5DX+5gEtcCBbKnEZBNXm4mBqhAVlpCkIKtCgdzqZtvffe+yHmIfnBjIxTFVR1aPclhBBDEBERU5moHJGI2DuvyDHs+74LMUk9QU1KVIPNuNvUxtZux/tuojM4vxVnk6aTqwSXzG+ajzf8uNkygQ+hJECWVralkdriggNHG7ntDb6kr2V/8FNRZx91+9fuyvVFmvFf7j1463f+5l+vv0cqKioqKioq8XtuyB8sasyPYyz4Ke/TkW3MLfdnpgCcbzAFc9HneyCx+NAkkeenvG1b5Zymuq7ISxNyaZ6PWE1NBcbZtigxqHcqTolGl8e105sGv5JQksjY5ZabMoiQiJqqGChpMOw7vf/qF1957UtnZy9cXnxIpuzd+bZtG+YD9Vf92ud7dBYnk3zZ1tVQVTFbqXI2qRxjG3O7z3vfbrbs3DrVylaoiS6rZvHpaOmpatM8g0QmnXO9QOj7EDpReYbL+fN6lRZ9LIJNU/ho7U785I+CW35z+n26xY1mJ1dhbo3f/2/+6/oLpKKioqKiohK/54X0jU2qwfGyBLiDgd6iHlpwxdHvcvW1uQM2EYxOdiV9Aw2P4xxW8ggAprM9MJkMtCJLG5wAi04SGRAhu/6tBlTcJggbJxOLg6DzRIU6OOKc6huUXYex46dFUzfOsC0nEvM/PjVqbDItNvszvK2aiRnYSDUnM5AlHZ6YTQwRk1ZSRYQoCR1ZRJlP6esGqSdlk1VwBExIDEaojCFaiAyRTdS1Z6JgYi++8tJLr3zh/Pze5ZOHZsZEZ5szQwDEJ9cXiyrdYDomhzays8k1ls8rCAClDbEQ8NjnJUQi59h73zSNwRCrjsUsVssHpDmi3pJOVdRETNPU36iQLMYy7Byy02hdH/oQokSb2igt+2E4dNTHG+qpCzEnsxxu3xo7Xvc5okNWpJhD0IilbqqBpewGms0ELjfxVKkn2MxPGKa66/FTnjyyjrS6k+b4Uw5ebe25NJkoXkw/2vFK1L0Hb//Ov1nbfRUVFRUVFZX4fW6x8ErBGSGxokkcB/UG9SNOFY5z83ecDujZSsk4EJvZtN/xTy04IcxqYHwqz5keo01lZlgMRpBS/Q5DPNfoP5GjH+y4V2jDiN4NuWSYfSXgyJIfJpRuev6SLvboLEz2vASKD/1KzhYl2WoiyRCzys4IjBbnPPGxYQrLsq/L4OBqWaAHZqDTcDYkGybzUpwdgKYwheSBk61WREQiC5d+l+LMx98GQpvbfQiM6Chlq5MxKqgDdsaC1mw2GKXr93fvbO/fv3fn/F4SEiKR9y0SHfp+TYtbRInLj46KF0gyiAFVxDSiiYqoSFjoLTKn6D7nvHfei+hI8HG8qApPVgUBUAVVU1EVANFkcQJpWSHxxiT0BHJRw77rur6XlBlYkhtsWKYwW17sR8TpZrkwLu/yvDBRrJaOftxsqSLF8TGwflsNiSnDrOPQ/UvhHYWsri0BzPfAbiH7tOEpNMbuIRitG9XAqB7H+U01zNlOzsuajcuQ76Kwsto06NvzCPHv//4/qL9PKioqKioqKvH7vJO/idsezwtGBTEb183xFqKpFZp3omy025V5sFL0rpSQeDSng4XmEbFj9nnEzgAR1QBBDKmEsGOZmStNjBnvGt4I145k4YOy6JAMJBcNbcZFx4TAG85qoqPTQS8BBAJu27ZtW1AATcF4tN1sNptNM+oSCYGZMKVsq5moIBkqiCIpkaVEAkZGQgJCMIiUimAVCclQFABU8zEy8/bszOzliycfhRBEZKCaIrHvuswoAVTFRJrtmfOeiQFBxTQKlEZw2kU1EBkHKpuGyDft1kXT3iR0O9lduO3de9vtKy++/H3mILHr4o8//FA1HvpDGi40i6oBgAAkuY0O45QAAEzomYDREMRMggKhEZKDdGrJEIUQAIiZ2rZtN5vNZtNuWt86ZGicT3wQCAnLPaKTCxUNWA1ETKLlQVg1iyIIyEjMTiQK2Pn2HF176A8PP/rwancZVch5HQYUE1RBde1yeqZptrUsvk+AFGw46eUamAExGgJw7uyrmEYggjRIm8Zo0xWOtxZpj4n2ePRIGPLTybIQ+oYnxzyIb/AVWulh2pL0zR4vXNq2I9PN3rOF2d5740t1uq+ioqKioqISv88jStNibbJlaTwyNrRGc5K1xfnJ9z9OoTkXgK32DI/fDhYNH5wkTAx2pIgzYSRiCZNPNSDi+IN48wTR9IuJUM3MwGZqs2xvaEcbnDLYp8oyAUsPbuSckyahI3bkMM/LESENBiQABEBgyUw/iVoxzaKBDb6LSaOYdt4AiRANgQhzY3AmnNXi3YjsXNO2znkixslpLy2/SJGFQwwc2TkfzXEq5YfsjHTec/stdRchHSoigkv+m0Aahc0cQsNw1rZ3zu81fhvjQcx2+71YjBJsJMc4dG6m3WggQiJI2tLUm0pJIQamgDhpi5a+axK0Oje4uWD28UwJ8IOQGA0wfz6GZpgS6DXlEWo+MKN8YPkzZXYG3EfdHw4hRjNApNQZxGHlYUL6E6+YtYZXrs0TKmUoxkkLs1C83QNi9g2b7NGYszIKKZEGK90xwgEGdexwc9nTRvIWJrrr8u58ydkzPV2WYS3jA9BOPmJwZVM4PjrLnv3D/+V/qL9WKyoqKioqKvH7XNO/pU3gIs9gvkhvpmCIRPj0Dc/JG8y2vTLbdmwnYovZswVxmsz/TLRvQwjbEc0yM/uYJ2k+XzSrYseRI7XjGnysWI9ahbdtwywm8XLiX4knyCN3RFy+yJSJ1lP+bHCinPzJTidmmAL+nrpnSfDp2Dl2zK7QLTODYm+S3E1iSrWjyISUWo6lVKfEmxKlNBDLJCIrTdNIKBk6cptmQ5asQB27FimIqmqX9JqqOTDQAMAUc+xEpnhqRkxIrGoqERUcDfQlt6SoyDspRxGObSo8ZvqzK2txiZpa2Zvk9JJOSnIKRSACQgQkUQtR+j6oaWLd5a0MbXChwac0up9yTx99ZiNvw5Mk75YNxYHC5RHHgQMamGEx0U2ndqW9NrL/FWnpqMocM/nwpj250dSzSENpsts4u7mOPZNGM9VBWDowXZsO3w4XwC/81l+t2X0VFRUVFRWV+D13sHF0Z6UMtHqCnlpk3tjT+PRIexKwOpcYHxMTu1xqE95cyK+H7N2eGyMSO9d43/gQnE5K5zTpF2NMBjDMgWOgwAgpRu94f3Sq1pusOqQ2nHNu0zR4+SR8+PDJkycf9X0XYpe7dkhA+T3HQS4AQiJ2oioxQspmIFJQjRHVgKnNM41a2picY91TxDplQo1EH+NjTEER81j5IdcxM0sTDaE7HHYqcfwBs+f/+h8OgQB57ur5SW6oT2uZ66eF//1/+u/q46+ioqKioqISv89tkbbu2J+WsTFbhxz/fNIu8q1LLbR1n/SjwLoySmezt5wu/J90ixnJgg0ay2ED0xB4/RgVYGpyltK8fFH6GJilfpMOhqUGRcqPxqKEM5ip3QbTl3yWFsXpSqPH5rNICETk2HvvfZIkMrsxW5yGuLls02pDfB+YaXKRyXYsqqqad37Z9F1Hcqf03vum8SHEGKYx5qoIIQg7YYkUiPu8N86XsAScH0+xijUqbhyYU/eAiRvn7Lt/9N3v/vEfvvfj73fdNSEw+xg7wGJzY4UrDjnp7AyiIJpKOgOqGiWQAiGrcvKbJFMAIgLOHdMJiDNTveXVkrud4ynNJ9ZGC9nhc1HVEPrDYSciSZGMifiNoYcrrbuSAHk7W108vg1hTeR5fPWd2KStvv94wdogox2PeNnrm15ag/D6eJ8WV+AwvDu9mUt38Taeu7dMrx+WbYr9jeHs2yAT49zxIfb3/sv/6uUX79XfqRUVFRUVFZX4fd75309ty0O8weiwcOLt1m0VbDVlzqZMbvmGwzBiMRM8Hl8ceggDl7NbnKKiZJvp1nCVS5+yJsT5/NKsJh5C2MczMamnMwEuXNaKMhBTIpx3zjl27Ni5NBw3w/L4U5OP7Cga3gwM6FZRgaXZ6H3Tuj6oqYqmgcbU7zIAlSiRIxGFnpmJ2BNBIX6YQhbQJnK7eZM5fXhIgCACf/on3/nud//5+w9/KBLPtvfadns4XAUJkt6szJLZsHfEKAKDqjW5jUo0A1Ywk9KOUwTD7OGZeV8+n8yEhEi3DPSwIvXUQv5MZRAEpv0bNmhqMfSHw05ziN+KNHqypmBmdvs7dRJ8Mk03WPTwp3a8ePQsOL5KZ7a+p2nkaFY714/eMNSHy1vG7Kbnycda5LLFhvAotv6IkdqKswwepxG+8ODtf/B7v1t/kVRUVFRUVFTiV/F5Zbv4XO89AAAhcSZ+PjNA74dG34kjTL4mYEY50qCwFUtjTEp4uzODRKnl572PsVfRRe2fM91DTP03do7VcSq08w4mBqu4HkCQIVGvLg9/8mff/f6f/+nl9WPP2/v3X7t7/tKTi59c7S4P3T5ABCIwKuxxyfZVJIYYQ1TV5PyipqiGqdmYRu+GKUnHaXRxkHwi3vZaGWYnp30/sBxplyhkYuyqGkLoup3q8y7vxOfqrsFPmVIC/MP/9X+sD9SKioqKiopK/D7ndZCt12+lf3K6zrtNqXdjxPRqEt8oyxy6GzbbW5vXcEfZeZj2HA1O9AxKlPbULPB2xzI7dpz4fsxz/1ZOQmkW4cSENDcYcGm0CGVj0wOYRazbwFoRIffcfOMmoDmOW1Zmplqm0IoDySD1JIIULPFUspMbjt4776ljJDEZD2ekPRBjJI7RR4HWEIEcDd5AhJqd/g0QCDEHD+rk1IQYnjy+ePjo/avrJ2DgXINIqlFU1dQQE2VTFUA0JABVtRijaoq8hxD6vjuE0JMqEKawhyFdMLE+IiLnmF3mqM4Ruwnxs1vdUeN5nUs9SxcSSwh8GoPs+84SWUXAFA6gOh0LRDuSRN+WjuG0dzpJL5/YDeFp0SfCSmcb50OsU2OjaQbguKvFpWZy7R2nDD6TNefQorchc/KWd/EkzmF2EY97XHyhZvu30IhSSe3Lz5rf+U/+XvV0qaioqKioqMTv88/81lOgc7MIV0vJtWLoJFc6TsqaqzlXZJazKSBb7uqxoztMF/IHOebs1Wupe2N+c3bre2oNPfx4luwlG8hhZs9MjshxySuY+0Li1KEeF/UnnpbC2iSYLEUvIFFiXt45z0WkyMS4BhhrdJiZeua/TLxeQE83DKcVPFDylnGOmDESoqX3Gj9BVQVQEVVJBjBIyJxMYdMlYghKCGQIRgg0iYwEBCCEGMPjx08uLp90fZdCKw7dQVW6/hAlJltOxBwiN3h1isSkokSkEELXdSHEljPZE1FAYCLMA4E0m+4bp/z4WC57mvdh9hFVE1EREx3NchARkREwu6cqxBhD6JM+FoegjjKGmsfp0lipTRxu8xzjLcb8cOqUOx0uxdNLGzeEQ6y8pKQV5iR3RFzdOJ586qSIkePvTiiljVuH7Gn76fVIJw6ja8+B4+lHnIZqPvjmL/+3/8Xv1V+lFRUVFRUVlfg9bwxwKM+QbsiyeyolWHnRCk9b5za3+LFpfWZHHigIJ+bscGmWYVCML28RM2+rOzF0+nDBiuf9QByiqMs/F7v6YvwyvAoGLjgLa185VwaFseRGX/5vNndJRiLZ22XtgJLIU2cTfopWHF9uo280VcIsjixvCUlomvje8GaprwiW/GiSa2YayCMEl6bsyAiAJvH22W3TEUQLTy4e7w47NSDXRJOLqw/TmFl+H0QiUiIQQyIwUxHVWP4FYwhdd4ghtq5JzUZVRUGkzJ8HJ88p5aPxVN76ms/Eb+z72TC7iEhEJawBVUFEY4w2DCiWs7XOx54VyzhNPGrHreWLPOUd8WhBxizlZ8A0sS9FHaYkSZxN8ZmeOm3zxZuhT46Tudz5MyXHPuIznpBlnMPEeXU6X7tY4Jo++mjY0f/tf/7v28bXXyAVFRUVFRWV+P28Ap+h2Pr5Ica5VrbU7svk8rOfzkq5c5nkEdEYm4a3FrJ+kmsh+5U8E1cZeHGa8kvREyUUcen2Sp4M7HDYxxAAgMgBgKgioms2DkBVQvz/2bu/WNuy7L7rY4y59j7n3rpV1U1jpRu3pZgWjSW/BEeOSRAhjghtYwgBHtx2m38PKJElIxOkIEGAJPAQYQkwEsSRA0gQJITFAxIRjzwgJN5A4gVQGneXq7q7+lbVrbr3nLP/rDXH4GHOudZce+9z/1RXJ67u70ft7utzz5/999z5W3PMMUbph7+V3OhuZnNdZc5TS6O6flZVZN3+tP3pY75YXLrB3vH8Cwoe8QPx7niZ0Pj74BfXva/Pj/Ms/Ae/+Ztf+rEv8O8BAAAEv0/Dgu3iAq78zVwvuRQ3dmumCOnK+e5dDvZtKdv3qufH5s/SuQd8OY7l/dV3jZObetKNT1dN5OefYdatR+s+Q7h7jBERpfzPzNJG1KIWkZmISnjUnpntu9cDgXML0NY0pfxhKfVcReGuODBqFKh/YaKptP4QiVIvGnX+tcw3O1qf+lidhGwtKyNMTcRFdbO5ytOUPT969Oj1Nx4+uH6Qs6d674aUBlWLiGmcVDzyJCIpbSxNOR/b0IvahdLqpp94hJqVP7Z74bU3idTdS1UtR+A8Z3G/vn4Qr+chpcN+Px6P5f5vrq7maejlTF2Ep2EI18Pd5J6vH2yur4fNEM+ePIscNqTpOFlKV1fbq9evd/tpf8hZLSa52/uxJKQynW+aUtqmtInsY548svsk4SYqtvGYvOwMbtM8Xzsi7m7vHj/+7oPt3zeoHo/H1x482GyGq+3D66uHyQZTu7q63m432+3V1dX1MGzMrD0FapbSsOn2/bSNXYhlYy8k59jd7e/u7u5u73a7/ZQnEbFkKjqktN1sr6+uh+3V5vqhu37wwfsfvPfdw/7WNImG+2Q2lNdVzmO4R+TwHJ7LXVCzCJXw9aZZP/8klhpJFYncVRJLKxVW6d5CdZ+t7UhHX2iqenK2UOsbYi7GLq9htWHTDU/JGm6aZLNRG1QtVMvD2KaaqHWXCdr0ReneIKty6DqtIW1EJNxFPNq5zfY+K2PZLbqyaVlXpOvFULp6b9VfSvNo+1IG3e5Wa3cUMRdv/8zP/zP/+r/4z/OPKAAABL9PP31+YNQXftJ525J+WdblzO/zjse8eivLYbN68kntU93W8/wJKzt++vIn0s6frlg3O101Pv2YXVD77Kq1/K/9RRl2oGGSNMkwpKSpRNZp8nE6hsTm6uHt7fTkg4++/a23SlsXr8exPPsk2bWs2i0NaprUs+73o7iLSDlSGJ6naUxp8DyN43GaptgMUl4KklRTKZhVS5/Ei01qaef5m2nJjOUSg0zjNE0Tv2k+8V9PL/qN9JzzjS/7u+gLP/GTf+u//I95GgAAIPj9IISIvp3JvF+w2gOQF5wBi4uh76S/X9fXsp1206g7C+VCftt/eGE/hwvtI0LKLkHZK0omZla3FELEzg5Bxfk4+JO82rV3eE7KnYPSJxgs2wbg5Vtm8/m00tVTzWrCvfzcXpy85hFaz/753Mfm/iAZ7TSatsxZZ50vn+zuZfsmpVRnlycz07pJlt0nzxFJh5Rksxl8iBALiePhcDjsXfXB9tG737n99re/9c1vfn2ackrDdDwur8/IoslUQ2S7ud5uBhVxn47HvbvnPKaULA0eLhpTnvb73TiOfrWpG5HzWb6UurHyS05dqk/1Qs5evXTmrb+8HO5rb5+yy9V2Py2ZWYQeD/vDYR/hZQ+8vMbb+LtaplsLUaMfYRn3H2xTPelEoro6zjcfirunq9OlN9UqLMXZX6w+HNFeFV0X1HjF1/lz0l1pqaKmFw4uvlRXz7mKQLsxnt3FDT35vRWXfstsHr35P/93f4OjfQAAEPw+VZ5Xq6n3rb5e+ntHH/b6tpjdssrPBkbX/vXdwIP2heetPu9dJl7oFNrarNhcdrrczL6g9EJnmJCz1n79F6w/qmdf8fJtEu8PfCXztZLW9iNXTTvrPII6x2/p5RnLYbM4jwixzNtefo6ER6l9cxWziGVwvESs4sUcDVvq65ox1qLZMih+jodqKi4e4R6e3SOS2ZBsGFKIeOiYx+NxNx73utkk0yfvf/D2W2+99fY3xmks/UJbyxqNetw0JCKldLV9mFK6vXkyTWOr0TUzS5Hd8zSNu91uHI/u18Nm0Jb8WlsXXd0d1T7+Lcf/ug6dqwQY3eRCj1L5Ke2hOnmSVE1CDjX4RUlk83cpl1jmVNLP/IgXX/pYVTh2N/hFaUtf6qV4domkT6Vab/z6FfLc6XmXbkh7E+rZu0YvJNUunH8vV7pqA9WQOJlgofPTN/9C+2//5m9/6Yuf559PAAAIfj8MXrYX5npdqR/3Z8UndIP1B6u283T9O09W0DSkNJildaFmvPiJKjnYy55Q+2jZujLrouL58LcSq882GetQ+JjTz/KD3D3nrKEWm7SpB7VKjssxHg55HC2lHPLtb739zW98/fH7306acp4iPKWregBv2EqJkJ7L7llSHcdDOQ2oNohIePY8RcQ0TfvD7nA4ZJ9EBxVJyYZhSKrJkp2XeupJE6MXFTZH+OR5yp5XHVta5Cu7sJbUTE1E9ofd4bALD0k/SK/E+Dv4K0j+zr+j//P/6q//3D/yh/k3AAAAgt8PzOItIrxr7mJtY6M29mj9CJ8/58277NbNKlhaxcSqg0T7hFbqOXdVKd9t1YC9G+gXl259t0Kct/hKtvBWLFcOeXV3eLWhGP3P6qZ53dPWfz1hoi8f+7itNWMe2N4269pm3CqYrDeTyiA/mecQmInryUbfaelmt1e12t9afbKaRKgvW1HdnZo3G2e1eebJbMBYZqa1ylIvoU2HJGLhLqbuMU65jPybjvnDJ7ff/OZb3/rW7+13t8NwHe7l55VxFskG9ykii+iUJ99PGiV1aWlw4+4SU5Qjf54Ph91xPLhns1AVM03J1KQ/HXnG5v8tu3PaWoDWB639oVZ6TrnOLOzqYK1/hFIySy5y2O8P+527m7poivKOCI+X7PPZTf24vKN8Oo3zvma8931w2UqL5U3R7TcvBZ7eHd3s+hh9L9GxKxcoL9KlUuC0dFzl8tTR8/tkeh5Nl1nwJ2/wKCMU+6//5V/9c7/yCz/Lvw8AABD8PpUJ7zkrr/nQ3bq9Z514HuKvdHW/Bbm58nDpK1j+I31BY5zWcHZf+PyFsLSANLfSsO54Xm3EWE/gzacKpb8t/Tebv9V9i+a4eDPOitsuFald+EqV9XmuZbB06/MpIV3vQp2P4S0BLCVJc44x0aXkcvUs9ndviX/eHQYrhwdbqabESXiUvhjSTpPTyYPTDwsUnZ/fcghzCtlElMOYMU55HMcQEbH9fnzvybvffOub3338rk9jto2EqVqUsCFiySJMxMyGiDxNU/hYzoCpuIiWhqXl8Xf342E/TsfsWTVCQ03MNCTUQu8Nfqs7VWtWazPJKK+hZQ51ag4aAAAgAElEQVRiztOUc87u3m1z1r2+esYxDWoWXko9d2WUoi51x917IWLVrrZdQpH+WoSu3yktBYV+Entird66e7WfVgsv27nR7kF7NXZnaPXVfk3I3A+ndgJtH4/7Amvfhvi++3L2ouyuscQcDef3ry4/X0REfu6rv/Rbf4lZ7QAAEPzwcTKnfj+/uazrwbqp4CX4qX2fb8PfHaoy78C9TE+cC6vuiNL6RszERZO8TMKfe8Hc94S0TbEw9Xk7V+szkkVSRMruh8PheNyXWHV7c/P1r7/99ttvffT0w/ZjTNRcXJf58KJqKW3dpxwh4iYqIWV6e92AtVRC1DiO0zS6Z5F25ULrWIJP4DUXpbdLLsMdltEJLRvPnV3UTDyOx/3xeLhnoHncf3VDf1++ZvXswO0nW1n9d3na4Vd+8Zf++9/8S/zWBgCA4Pcpzl4fO16ovKiUS/vOe/fHjGXPr/4nasMRL2v6trGwbjF4Vg7XbU7UTZJYRm+1lb3fu2a/3A/mdGk7/+9q8R33BtoLlZUfJ1C0Fi/L/e9KMeeuINLvL6VUtjrjwoj59W3qN5e6O+Dh6lKqJVUklhYv3e2Kdiu6Ssa+E0bt+CJSqyCnaZqmQVK4l1JM0ywxSYzi5mruMR2n6Timq2tRub25+9v/7//zwfuPx3G0tBVJ5TuG55KlPHLZ3ApvtaOes+d6LrE9W9mzmYnIlKc2xt3Ds9cvmTyyqM+Fs6unTi8E2lL5KTG3oi0nDWu7mlyin4TU6Yd2UgtbmrtM0zhNx7b/LCrq8xZfeDdHLuaNr1BRsbOxGxcy+KXXZpfEVF/hF8BJpluKMOdNuLmQW2pjpjLiUlcNSV/5Va/r0SJx+vskVLXbrHvRGcyYb+y9b+3l7V1vQbmPX/nqL5P6AAAg+P2AJj/tihv14uJJVdMLm11c/GF6/lmxFLnFydyCZRRzLLtXcfItY6lOPAtg/VS1+ys2T2+2nh5f1Of1k1i38rhn7fxxg/b5mluX/ZQWSbrkXBOVlU4runRKFAm5NMqhfuPT8to6pjv0hUfO5qNwZrrMEZyHidcLBF5CmWd3jZad1ErGn1yH8gR7znmctg8Gjby73b3z1lvPnj7NOZsNcxMZkRjSkFLKpTw03D1LhOlggxwPtxKhYiE6pE0km6aj1mrPyb1kKvGYZ5F760XZXdY4+UOtcI4+EZ483XWUgec6zT1iHqmwfImpWhI1jygxuM1vWF4kIScXQZbX1SrP3TdypH/JXep627ddfcWLQLGqxOxvTnnKdcmBcxPU+Ngv9+hO251ENl1O/t2X5s4vO/UV5N3tvzzdff7QV776y79D6gMAgOD3qc998dzkt5yqubBrZKb6kgPc2zGg9foqLmyVxXzA77R3y/rsX9zX7fPCR1cbZcvoeVV9taNH7Yzi5ex3mo1jnXWjNY2Il386QmI1vmEZ7VC/Z1laq4SG1y2nepxP6+m89eq33QiT2q2ndCjR6L9vywUtFNWxcRLLf8oxN5nna0RpdrL8pxy5Com2u6XzUcNaBlnym6rUGxCeI6x+hkQkS+Gyv9u9//jxfrcLD7FB2kOr6ldXm6vN9vbubiqz3PMxpc0wXKVkPo0uo0q4y2azTSmN036axmkaSzlmKWUtPzeinWXtDk/GMrsyzmJ//2S1UXvLtmn28BAvm8wmYhqqYWX4nFqIipmrTT6WLjCXLx+88HUd97xo7ksxsrpEEq/WaLc8Pr6+wCEnXV7Wu+a6XESJk7unF39FnFwt0pe/UDJ3QDp5APUkBs/NktZ14HraLmYZ9xfyla9+jdQHAADB7wcqAJ79QUWszVWPug6O1jEiRNVdTE/XjusWJvq8UrQyhS2iVMT5hZuw3LrWIvLCOOXS2NJ0OZ9WRo/bar+gr720FNnbF5taEtU8eriIeKldXNaF2tr6RYjntr+m53enFEfKnPfC60abWdukKl9lc3A+6ZNxcdkfcqkGNdx9MtNk9tr19WAiPqp4Hsfj/jhejZurB2XTb0hDmETpbRnieXTNIqNqSmkzR1/PLiGSxCyplXN0Gu5Rd+YkVFaFvReeLEtps91el7rF4/4w+tFzNq2TClLabDbXw7D1yUcfyxcfw2XwQSVdX+fJbp7eTtM0HvY2yPX1MH7n9sN3v/vk8Xemw37JZZHVI6l//kd+5HOf/ZF3v/vue0/eu5kO5bZkH3N2KQcUxc3s0cPXNpvts5ucp6OEi+rTp89ubw/y925UN+Mx9rvjm2++kcRUpGxOuuc8jqaqOswh2N1lmiyllAYzixDPPo2jS2keIzlPd7e3z26ejdNRxE1lMBEJEzeRTbLNMJilHCK28dD3nzy5ubt1ke31G6JJQiKync9blPNLAc8vS7704lwlx+704fIlukqGL/gtcfoRNZO2cWo2iA1qFuFnjT3L5/vSMUX1ud+/v4l26WrRuhphbqMaJ3uftsyTL29M8Vi2+3TuHaPrEtmvfPVrv/Ob/x7/PAAAQPD7YQuGsZysKzVvfj7bYFUMOafAuBDW2uG0ErdEQ2uPzbiwqHtOo4t52boqAtV+OdsV8EWdAz/Xhp2uQE87A+p5E0C9ED5r33yX/uDisk7t6wb7m1QblZ5s0rRJF3HawnA5l1X2rNTMNkMyDRFX8ToZL9fWKWaaVMMkImlNxK5ldoFaP7YuItxL6/qIugGi9WShSGjbiyt5th657Mc5lIaiQ0qbIeWUNmZT2VKrC2spkyYGs1QO45UvzOpZ3EwiUg6ZIkYPSZaSSdYnj99/951v3dzeZA8VLeFV25h1L0Pex33Oo4ho2oiou3sey6k5rZtA4XkajwfPU3ns9vvDbnc4HGOzHdxtyiWNq/R7nWftNGvVazvM6F6rOmsyD3H3aRrH8Th5DnHTKKcrVSSptOkaKUTD0jTJ7W53nMYQSTaEaLnN805ozC+qsv14eTPweQ1g6oZ9V5J6fhFhmcwxb2THSY2ztnf9utfmHCGlf0m6hJdHqGwpi5jWqej3hNl4TmSVrpy5/c45eZdrm3Ii/W58dxC4HcdVneujrbWuPc+9q1v4l3/jr/76r/wZfvcDAEDw+2FIei3w6TJmQJeuB20ddtKAYZWWbF4yd6ssq31JxKQuCts6VbVs1Wgt+uzXptJ2BeNsvVg3A+cdv6VarM1zWJbupR6yVnz5vEMgraFMN86hH1x2b3ua9ciGVtHZf0TmLhdLQL14QOuVG8CommmqR/lKJqtZx1trkKj9V8SkTGVXEzMxbVGnX4G7h0ioSfiSNWom9PrfqiEaZlo+R5ct0FCNpdrTklkyc11qSmsYiO7pK3WdHjKNkUV1M5ilpMOgsttN77zz7d97++394ehiYiZTLjHKkoXEhx99eHd3+9HTp4dxFDEbtp6nyB7hOVzDNTw87w971djtb6MF73Ec73b7m7v9g9feDBtc0phjCAmx+WBdO6F3Ps9BlxTe9bBpYbFOJmxlwSXylpOP5WEpO8yWIx+n0UtpbhvS2F1HeNXToPrqLyG9/DJWPe2hcvZenDdBl/tefjt4lmjPeNmHt1Sus0TkF2XXsku/DmRL9JX28m5v7b7OthYj23MiZJkxoWoSsdpqbwXPEss1ms1rr/8n/+l/+LV/8k/w7wAAAAQ/zKupkDhtFtIt8FzPC89esBi12g9imTvXl2vet3bsJ5tf7Maplxt6hkeO+H51x9euyFM/8bkRKmJqlpKdrvdbvo3z3o+6HK47fzZLdsm5tOooFb7zfDrPZVqfi/m996Xdpr59pZ4N8m6baZojNETFduMoKenGhq1thmvP/t7jZ19/6+3fffvt28NhDHERMRXdqA3lksFu9MM0HiYJ3YiWeX1TSNaWB8oxu+M0qkp0t2E/Hj+6uX3y9OaNz/6BaxlC05hj8+KplHo6l1HlZLd5uUIhZ4fNTLu2N+JT3u93eZpe1J/zU3OJ6J4C1VZ0Hd5FynvexWdjLaL2i7nvvfOc6vDnPo/1Ukl/enOZPLl57fX//X/5H7/0xc/z+x0AAILfD02qWy6u15EAyx9EY25KoVoymp51kI+Yqxb7JXAtQPP5k2s5ls47b3refq8MXWsf73eNpNtyOV0Famo37OQEnZ7G1/Pl44W6zosRru3VdA0C259Ure93on0Li+57nq/744Vr7XIgzVIahsEslZw297/xmXppJ1JuS4iZL0MXpOvSKu0gW7v1VisYT1bM3RyIOpa8TetuZZDJUrKUUkoRPo9zKOt+n3urRIio53BNnlJMriq6lTQMw3Zz2B+/+94Hb7/77rtPPjhO06QqmiwNohtTE42QNGbRyLGs472099chqY+hVkqIs2eJeWajqOo4Hm93t0+fPT0cD+6vieiUpzo83j2sL2ztd+FUbQ7MZafT1FRdJXTeaG1KajZVsWV+XypENee8u7vL0yQekvpayvJaMpH8ctm/1i6fp9N4qfd49420ezvW77sUQOrJJ3UZXuc9/HpOVefXk9bTuacXh9ZzQ85S3PJHbxUFHyMbRz/ORVVqzyM9z4Ey//r6B376H/5ff+e3rjYbfv8DAEDw+yHMfRJze0+VdgyvdZyvSyZbr+ribIW3WkrGqoFKm0Cgul68xmn2qvnt4r6fdwGm+6p+4b4UldbVn8orVdRdngNRil7XGbELsn2RYHkUly6OF4fLv+yTUx72ZCX41d42c5niifLU9dP2uo24iLOTbO5utjy0HllEVLNmdVN3kzaZYE5H7V7OW33JUjL3093FqLWQdV3vKp50GCKyeDaRlCIlnfL0nXffffe9xx/dPM0REa6mKW1qeHYPFakRUk20HmALVwkz9RIU1FQtWvOVElFENedpv7+9uXl62N3l19+QKG04s0aWcAk7bw15oeSzm+oQq4OB0eo3ox4uU6uboKlE4kFL8NvdTtMYcvJmuecc6Qtem2eDGl6dzm06lxOpq7rc5eTs6r1WHukkIhom6rLMivBymLM7UnvvrYx4yZuoF+750qVFn/fbbJ4p2F/t6H7R/dKf+7N/7d/91/jVDwAAwQ/yKjVpc9v0bhhE6Q6prZ+JxT3TIGr3jqXY83uYM3/pm9cuoGKpLnQjIvz784jp96+Kz1STpSFtLKWTNXRkD8/hLul0o7PEoWSWUopleoKfPMvLFI3I3RNQU4yaLS+FaOcau0nlKSVPaU5cZ6v8KDvGKkkGGWzrfhR3GY86bCTn/d3+nd9758MnHxyOBxERzyphMniuY9HVkoSL57b4D4lJYhIJyeJ5LLWFZincI3IZ+F6TbM7Hw2F39/Tu5qPxzTfUt+oichTZvvIrrR/i1zb8uqnr7bqItc2+suMnlrPvd3c5Tz8ovxnaxYtlbnt/Gei+NKv9+335Cj2JdX2iu28w/StcMula79aPbh49+pv/9V//uT/2U/yKBwCA4PdDHvfqUqwr9TxfIevFUWNxMo65BkItc5d1WfPp2fyx0+8WdapANya6/+TTvp79zW9dYerejama1rOJ9Y5Fjq6MM7o1/T2TG1Y5a95dnDt6lANpq0Hf7XNO1qD96IiX3Pioc/VKnNgMm9RKPeuG2lrZdCqD/ay1l7SU0jCUAKaq7no6QjDiUmZTM3Mzt6TuKiptZ7DufbXvPQe/aPWjWkf2zaWoud7jHKZiljxGGSfdjMdsH35w8847bz99+tTdzVJSvdpsHz18tNsfD+OUPYvXzjaloYhEmISlYbCU0pDHvXubdVgDaWrNakRE3fP+sHv27MP97rORH1okc6+PQrdPWl8F3WbmfGfbXTbV0NLRslSxtuxXpiyWn22aTEvWHlLaiFrOvtvd5ZyXhLOMkvfL51GfF7qWqk/R7/1aw9Ist4xcKf/VhaU4D/ISOTzqBmcrbH5+YNbT91e0t9NZmXd7iT33rp2PkVm+T20Pc3qrQ0S+/DN/9H/7H/4G5Z0AABD8fmjDXktKXWLpaz5X9VXaWoZEv4iV9SS9VR5UuXTere+xECfNA2OZfNBOHPaZs/uZZ1MgIrT026h9GVXORvupel2n1+Hd6w6Gqx90NrY+4jTaar94XQe2C4taFb2UdF+0Nlc1S8MwDJasnvErNbg1btUcEmrlQVGrrVe0VGLGUFNZziLi7ud5f05+NbyJeLLwFO07xzzKvWWhkvxKTaO5e87zX3Xrba+zGUIih3gkSxIyjVNMvjuOT96/+da3v3Vze1vu63bYvP7wtc+9+bkP4iP323APcbNB1Tw8PKvkIel28+B6e5XS9ni4OxxzuEt43eS0UmQbImFmEnE87G9uPtrvbnz6rIVZ6QK6Cn3t1T2/yusRRzkp9ZzvVav0dAlvdZ71QkN90C2ZpVDL2ff7vWdf2v9oPah4Nkbi/jfo/DLS/uWqr/o+Px8lslzjKO+ImOeLREvTc7PbWmTbHt5yENRWUe3COBc5ubVtm1TWUwrjUmCU7sjuco2m77l64V7qhYd08+j1f+cv/8Vf/5V/lt/3AAAQ/PCq1jFvXtjdW0gZXTzUj/WzTn7mpeafEXJ6DK8mJJF52MMnUpMZp7ft+/tgt5Rldpov49IY8Lkes+5fpTYAI+Ty/l6X+cvsM9U2rKA/4nUS3JeCTzMLj9p3ZpUoa/oz0dKMc3OlLuLT5JPsbqcnH9x89/Hj3WFfJoJcba4+8+gzn//c54+HfBzHnPMUuWVlD59UY7Dt66+9/ujh62nY3tw+Gcd9Dg+f5mNr8y0oD1cej7e3N4f9LqZsJZy4Pydln50f04tDA86ag7bS4jrHr1TJWriMx7GFbf20v+3bRmW5M9auAenF0Pait0+fe325NKLpnispH/MB/CP/xM//T//Fb7DRBwAAwQ/Lov/yim2p1dKlJ2f9oroJUo/SSRu+fLb+i7q2U10tE/XkKy4HmJMpBdpGsJ2XyYXX+1EDUkg5jlXab5iItG4lYqenGF+lWUZ0e5J186/NOpyrQS88ono5wj5vedz6qZhaSslW5aRzZ8+Yf/j8Y+Y9qHIs0N21K9w92fTre8NIG+wQnt1zHRIoSS7EPutKI5Orn3Z0XPbVInuMOR/GcXN95SJT1pSHw+Fwc7u72d2OUw5NWWRyORyn27vb3f5mmo6iSTSyuLjnPCUbJPJud7NJSURTGvb7u3E6RnZRMTUVdy/1ihEhKSURzTkfDofDcRxzqCQJ81ymkK82/VZbezrvbmr/0aWdicwzAMujqiqpDrfQpKXgU1OIucc0TR7ebZiLSp6/wSteZdBVzfAndAWn+7++VLLvgqtn4c5aT51o74LSgSd1LaC6se+rrrFljt8yrG9V/l3exda64/aXNqK96/T+x6qbDvPG53/0t/+z3+BEHwAABL8fumz3vS0PdWmRPp/EWfq5rzJB96d+lJzpao5WtzfT9prOT5qd3P7Wm6TGoW7ig8tZ74g2UX0ez23zon21haWXFthLvju7X3LhWOAyXbq7hffdly5lrX9erbp0WcKciEhSS5ZK2vX10b75G3q4tVzeEmGYmbmFhdUBCKJq7ua5xLnWOLOcyqtRrXTKFDOznC3nunkVaX7YywnASDXqzOkvIkS8bjIOQ6lK9XIITyVMIqmbZklZNscs33n83u9+4xs3d7dTiFgKz1P2m92dvv94d9hP7h4SpnVMvdYTn5P77niY3FXkMI5eLjuEiJqoxDSfxAyvpzL1bn/39Nmzj25uP/PGG8MUaYo05dJ9ZRm4555zNsuqWURTSl1Vrc8VyeGRcx7HcRpHd7dSWatpHmk4b4KmNByPeb/f3e1u3KNNRtFSnNs9b/XpvvSum68iiJqltBHV0ssnIua6axVrjXni3jf68kZdjWhfLuvU5kflRa/zi79286lj08ulg1yeYe2vcCy3WLsbstri76bAd3XjZX7LenD8/I4S6QZgqDznPXXy8eG1137113/t3/+1f4l/+QAAIPgR/C59tI3h0vO/Np2nGcxX33VZmHq3Euui3fwJqqpD3TVZ5aqumHC9gpxPEta9glY12GUwnTtl1NWhJS0bBaXHvppqEqs7X6o1QrTV6gubEMppLZ/WAXf92cdYzZNwcT0Jin3QjTg/1DTvnnk/pGEZfaGth4rnEvbyNNURcp5L0pAWTsrOq9cWJLFsXVk5HFh3/zzn+t1y6S+iriruk3uER5bla9VK05Rh2EREO9unEaaqnrNNydRU1VIKCc9iljab7dX1g3LHS0NLNbPNkB5sJ7Nsg6er/RRf/8Y3/s//6/+4ubtx0dAhIk8eT29vnt482wwPPCz7GGlwzxFZLZV4pJurQ8674yFPY0RY2qhKnsZQDTEX1zARcYkxj8kGtXRz++zxk/c/+/6Tz332R3QTMoQe81XKm01YfWQi51xfp2pqpjpYMglxz55ztMkkETEdj8fD/ng8RLiomdkwDMMwpDQsMy6GYbPdPr25ffb0o6dPn5TWNeG59hfyeXafS+RuFEkZQujzkTqpHZcipc1m+1DVxuNu8oOU8YESZoPakPNps9Yl2K3HnaxCmuql3wShmkJEymyPtn+qpqqpbnKmwdJGRErLVmtF1LUUeXV4cv4fnTsAR2TRVB7n8k1KcG2PgK4nhXa/g8zq5+hyMWp991RUv/KLX/1vfuPforYTAACCH06SX3TNXS4vBMv5q+85dj7/lM7HK12bV7dxduOjraH91W+/dqtVuXCirx4a7P82Pom7c99jFx7uOeecvS3xVTWlpCmdLN9DPELL5/sqJ3etSsw0QjXUVEXL5t/9PzxqIxlLL37cnvP0JtEhuYjYYNsHh73f3t49ffrksN9lV9UkaqJJREPy5DnUNG0kpfY8JIuSEnL4JGJazy7WvaHsueWHOB9Vvzscbne3xxxZLMRq+5daNNxfC3i5l8bLfXSa8ng81sEU3xvPOU9HVXPP/bMdOX+SM1BWsdBOB7iLS1y81686oFLXJyd1/Y5b/5W+wi+Kr/ziL/21v/LnP/fm6/xeBwCA4PfDnO/u2fELn6PdurXnnKDm2euh52Gu7VK9KPWVFZv168ruj60bZG0lOlesdVuC5QactiKcl4HWrz/braoHudppIn2pxel8jm7dPHAe7/1yoW6ulGttCbtG+efzu9djEFsOmQdqRLj7lKfs8z2Sud1L3fQrOzPliJuLh7tnj7kmULpx3fNohrajOu/06ur4VLRBfKW2sP6hNvnsWu+fDz1XnZ+F+XPK8bfwKOMp7m73Hz758KOPPsjHfeigg5Ux4mXrth7LVPPIEllLxxlJqlYHw/ezwusP8nn/t4vsUfbGDof97e3NMY/lK5dWqGWTczXcofvzeZyvrWLn430troRqlBfM/GjbeBwPh4N7Pn2H6MWZJCH9sbe+caxIRM7TWHatReoxuZCQyKeNeUVfIpmuB7avs3t7kVvbbG+1s+JRBrfo+t2xjEu5dA1keWOqtKEb3btJusOTS+PTrhOurH9R6HwseP6r4bVHf/Kf+qd/66/8G0Q+AABA8JOTSBcnwS/OupvEqq+D1q4ful69qizBr9sWi9YMpnSHL+VibbFnq2ViWQKX/9dUXURKtWSsDgFeOASlffzTVO7L0o4i6rJewsNKV/iX23iJ9nAs6aGtSqM9GtofkDrfvliiXMQ8QbBfa8fldNxtPfW31SNyztM05ZzrkrcMDUhDmg/atRNj5Zhhjpy97villNZJu9beLgv/EiZPZxHWwKnqpS5UNbsndy85U7rWnm0LUc7GGZZba3NAzdlNRVU+/OCjD95/79mzDyKPOqT6MvAcrfVO/Q551LKPF603UD2+593tL7McSqlnfdmYWRehdBz3t3fPxvHgkSPCvd6X5bSkzsMH54ck2qnU+srUVZwMbSWVKqpicvaf4/G43+1ynsoTEfNwDi1z7edeuOvNxpOQaFZ67eQ8tjJUU1UvhzLL832S7Vf/dZrG2oWIuJQQo8Uq7eZoaiufnt+GKqJi1q5qnHRzWVKozp9c3+Ut7Ek/56Ur3l5l47ngtfuh6+skw6PXf/XXf+0v/tmvXW0p7AQAAAS/+/LNEnRC1CWsW3pdGhJwT1g5+8yzP0eJjd6Woel7vs0qfb/Bbsl7+QZ8zJ+l93/cumanNneOKUfyShQ5m1GmH//GRLhPOU+lxNTMSrvOYRjMrN+oLXEo58ies08ebsnmB7ycADSxCI0IGUSzqpb2K94ynPRNd8p0Ps85T5OIlHN2Eff1QK1be333y6JOVshTuIjpNI3fevub3333W7vdrQyb7XCV0uaYpxrvbL4RWWPaDhuzNB5HlxqWzAYPEZ/UopQ+mul2+0BVbm8mj6yig6XciixNdJqm3e72sNtN4xiRc5acU+6Cn6pKSusHPeb+lPripq96PvjhcNjvdrdTHj+592ztWnv/i/8T/OXQtzYqR2ezRD67xtHiZXyMt1t87F8Cf+TnfuFf+cU/87Vf+Fl+lQMAAILfSXZYt8hbWu/NW2EeolIPr2m/iadz7aVemF930vFl/ZFut0FVwkUslnLCvlRs2SGsu4BxfhekNYUv2wU6t/FsbWZ8+VQ9/+KXnJft9Wb4ehc0dC5pq0O45588l51q1++mH/mw5L5+jN5qa0zmuRDtUN286zlXH6pqGtIwDEMaUhpS2pTeJCLa9qwkXD235p/hJZZK175SWgOR0omzpKYwFbFW6FhvUx3mnnO27J41q+fs7uYuauKtmLXO8fOSe4uanFqtadnvi8nF1UMOx+M77/zuB+9/J/L42tXD6+2jEJ3uDtK2s0RExMPzJtmbj16/2l4//fDD3XE8Tkf3HCJaHx81NbHYpAef+cznNkP6rvtufxue690NUQ3VyHk8HO6e3Xx4OLw5TVeWNjkPuRybLMHPLObZheWGa6nnVDHVWLUtiv712819X7Pj8bDb3eVpCjHVtOxtz++oWG/3xXpnLrpLM0u2NlGtM+v14uBBuTB9YRXS5hdiV/7b7f7KyfBGVS1nL3MOd01D63Jk7XO0tlStv2RUz9+99T5HK3SOZfALfwcAABxlSURBVD78cpVk3l3U5XdCX50Q8voXfvQv/Jt//l/403+Kqk4AAEDwuzf5tcXTeWPJPh5+cp0iVjsAuqxidV1vOh+lmlfA8aKazKUv/Lz6NlnG612sYIuX+L5zQp5PENn8E6KdHVOROOsWE+ej5F/GfBZO5lmA/QG/03n3ltJm2Gy22xL9LKX5EGDUSjyJLO41dM3H1bpnZD7BWAYBmJ6d0+vuQTnZ56Wzpaq1bqJRijEvnO4TsTLhrY3Kq/1VLZloTBGirrHbH7/97tsfPX1Pw19/8NrV9rVxmm7CRQdRcwlTC88R06DDw6vrBw8e7W9u94dD5NE9i5XS0HIaNFR0SMPD69euttsPN48Ph7upa5BaLwnEdDjuPnr2we3d3/PGG68NG3XPrU/qcsxvXQtdo/tyCE3nEQYlh0s70Tif7usioOhc6mm26YbllQa5Jy+ZOQ5F95Jaqk7n1jzL5JN5osPzdvzW11bOXpzR6pD7TrYxX0CZXzGWRES9pF9b7vSSIMtDo7Gu0Z5fwXHxnTb3wm2fvAyTLO0921984R/8yZ/9U3/yL/yrX/vSF7/AP2YAAIDg9+Icdk9U0fMFqC7ZRn9f36O5dUr3/3SL3VcvsKxtTu3+xzBEctSh1XWdX+tkRSP0+/GQaR2IsNlur66uroftJqVkpSSynOsL8ZKpw+bJ7+0OeV1/x3n70/ZALZPKrduBES8j48xyzmoWkcu5slVDxrr5I0sqkBq2pPULVUuiKYeIypRltz9+8OS9u92NmT64erAdNqVis03bEFGLCM9TNj0ej6b7cRpzLvMbtmIpIseUI9w9i0+HQ765+XCfhrvbp9N4DInsOTxLiJiV457H4/HJR0+e3T777PEz2+uN51wapYbXH/u8qx56MiTypVqATuPxeNiFZ7HN5Tz2EjzK5l5axbaWqL/nd9Cl71DqOesp0LP3gton0eb3xY/h5tEbf/iP/2P/8lf/uZ//R3+a/T0AAEDwe2m2kW47S1qjFl0NTY4uCbR54LV1hYnZeplY2j+Ehof45bSyugGpBowyFWAZ31yGLpRGEipSZnaLlO4dbUigts6N0ZfAzSvXujZdGh6KbjRtVUp9afmhKuKi84yH1h1E+94tIrUkr1Sv2WnVnOq8o1E3OcRkPtrXDvvF/GV9J5u5T+PcIaPNPWuPp6pY1B9ahq6LSOhwJcOVDFeRtpK2bpvR7TBFGvNBDmqqISnKMD6TMC8dXjSHhCVPo7chDqZtwnYLdR4R4zR5LkEplxrRk249Q/aj6zD5Nssmy7DxZIOKZJ+mcZqmKU/TNE45Z1HNmkYbj6HTOB4O4zSOaRjkmI/mLj6FHLO/d7v/8Hg4iurmehJ194NHDNtQC1NR87QRTao6qX6029/ux30OtysdNpHK8DeVFKGTmkVsJs9P9ztTGcV080BLo1rL9akJVxFP25vDeDP6LuswSYwug8cxe5o2bpvQwWWSaYxj2kiavExPFLWyHSgi45h3o+8nP2Q5hoxhLupiEakMmNeslsWmkDH7ZtpN0zFC0qCbK7VB5k3CMhqhtL1JOgfOOoCybbi18J0lwuosDa2z7+pU9yStbWnXT2XVjLb7w9zx9uQ9vHxNjb8+zMEvIquapqG8li2lYfvQ0sbSxmxTB9BLmG1FJCLXDcPVHD/V+q3arubS3vb0pO4Xf+In/9BP/aE/9tP/0C/88Z/5+7/4ef7dAgAABL9XV3YMdDnA0w13067YchX8agtLNTHrL/z3LS9FS45a96U/D4E2yFIhput+gyfneerZrLJzpW2Au84D35d5CPOKeQl+pUOJ2qC2UakH/+qGSQ2X5TChLYcPV/m0zrdom1cnpaPLIa/2F7ZMSJgT4PyZ2ncsjHWN6lIsp+FqoUv1ap2iUQsM00ZsIzZo2kTahKUsOrmMOVS9BAkL0VAtpyhdQ8KtBOac6k0ztdq6sy7BS/CTmKZyus2zL7Mb+rNVLllTdk2iOWxySZZERepkwdJJJkfOISqWXbKH+jTl45SnyQf10cOzu8gh+yH7bsoHd9ekaXBVLxPN0yZExFQsiQ2SVFRc/DBORxldLFJSS2IW4fMzWw4sxqSH7BIeaZijtrqVI4jlyJ+kzdFjDBlDJ5cpZPQYcow5xEJyuIZmlxyDuotnkRTWjlmGiIxTjO6jy+SSozz0qqEumsVyaBbNIVPIFJFyTB4uqmnQNKhtavArL8Q0qIS4au6P8LW5FP0L0k1CLA3lWavnJ8tLyoYIl3K8U0/SnK6i3XKm99K1ma5NbUSE1ys+ER6Ryrupvgfd0uZKbWNpUBuk/PQITRsVcU/tqsrqMPB88lX7k8ARP/kzf1REvvKP/4kv//iPffkPfvGnfuJL/EMFAAA+gdzzSZ5e+xT6t//qb9+Xye6ph1xWbLpeSq7CUpu29xI3wboUJJf7cNbpB3Fp8sHpExiruYKrLjJ13Z+GUgYpy+5cVybXff76VsSyYF66udzzsC3/szSaOb175/V4tffMPO9unlfh/QTC+UuHlK62V689fPjaw4cPHzy4vr62lFIahmEQ635c1Bu9arejS/BswwnmPV9vWcNbEnTpzhwu98DUUjJT02Rmaqk23iw31etJwKWPS0paGm7mHOGqNmw2aqncwxyx3+//v7/9fz979jSybzdXIprdxzzVs2ZqKiblwGLrLRRlP6y9WkNcPLqxGV62Mj3yqh6ze+zN0vbq6s0333z02qNhGFKyIQ0ppWTJUhmToMmSlvEY/UzCOtVA3H2axv1udzgcxvGYI6uIaVJNpXuNJUtDSsMmDZuUto8fP37v/cfPnj1RG1StvzklZbd5DHHPCLxYIlsbpz5vKcuqCZP2g/TO3l/P+b14Ehf7d0f3LlMV0ShFp2lo10SsK362dUemC12gvvzjP/blP/ijIvLZ1x/9+I/+Af5NAgAABD8AAAAAwMdhPAQAAAAAQPADAAAAABD8AAAAAAAEPwAAAAAAwQ8AAAAAQPADAAAAABD8AAAAAAAEPwAAAAAg+AEAAAAACH4AAAAAAIIfAAAAAIDgBwAAAAAg+AEAAAAACH4AAAAAAIIfAAAAABD8AAAAAAAEPwAAAAAAwQ8AAAAAQPADAAAAABD8AAAAAAAEPwAAAAAAwQ8AAAAAQPADAAAAAIIfAAAAAIDgBwAAAAAg+AEAAAAACH4AAAAAAIIfAAAAAIDgBwAAAAAg+AEAAAAAwQ8AAAAAQPADAAAAABD8AAAAAAAEPwAAAAAAwQ8AAAAAQPADAAAAABD8AAAAAIDgBwAAAAAg+AEAAAAACH4AAAAAAIIfAAAAAIDgBwAAAAAg+AEAAAAACH4AAAAAAIIfAAAAABD8AAAAAAAEPwAAAAAAwQ8AAAAAQPADAAAAABD8AAAAAAAEPwAAAAAAwQ8AAAAACH4AAHwqjd/5kAcBAACCHwDgB9nv/vJ/xIMAAADBDwAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAABA8AMAAAAAEPwAAAAAgOAHAAAAACD4AQAAAAAIfgAAAAAAgh8AAAAAgOAHAAAAACD4AQAAAAAIfgAAAABA8AMAAAAAEPwAAAAAAAQ/AAAAAADBDwAAAA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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

72

Dear Shareholder

As Chair of the Nominations Committee (the Committee), I am

pleased to present our report for the year ended 31 December 2024.

The Committee has been established by the Board to lead the

process for appointments to the Board and to ensure plans are

in place for orderly succession for both the Board and Senior

Management positions. We also oversee the development of a

diverse pipeline for succession. This report sets out how we, as the

Committee, have discharged our responsibilities in 2024 and our

priorities as we move through 2025.

Committee composition and meetings

The Committee operates within written terms of reference which

are available on the website at lslps.co.uk. A majority of members

of the Committee (as listed above) are independent Non-Executive

Directors, and as such the Committee is considered to be

independent of management.

The Committee met three times during 2024. Committee member

attendance at these meetings is included in the Corporate

Governance Report on page 69. The CEO and CPO regularly join

meetings by invitation.

Board appointments

The Committee considers Board appointments and makes

recommendations to the Board on the appropriate candidate for

any position. We consider the appropriate process for appointing a

Director, including whether an external search agency will be used,

the key attributes for the role and role specification (taking into

account the balance of skills, experience and diversity of the Board).

In 2024 the Committee considered the process for the appointment

of Adrian Collins as Non-Executive Chair and Michael Stoop as Non-

Executive Director. Both Directors bring considerable experience to

the Board, as evidenced by their biographies on pages 60 and 61.

Miles Advisory, which has no connection to the Group other than the

provision of these services, assisted us with these searches.

Since the year end, David Stewart advised the Board that he wished

to retire from the Board and as Group CEO. The Nominations

Committee instructed Odgers Berndtson (Odgers) to undertake an

external executive search process to identify a successor to this

role. Having considered a report from Odgers, the Nominations

Committee recommended to the Board that Adam Castleton, our

Group CFO, be appointed as Group CEO Designate with effect from

30 January 2025. He will take over as Group CEO from 1 May 2025.

Odgers has no connection to the Group other than the provision of

these services.

Nominations Committee Report

Committee Membership

Adrian Collins – Chair

1

Gaby Appleton

Darrell Evans

2

James Mack

3

Notes:

1  Adrian Collins joined the Committee on 30 April 2024

2   Darrell Evans was interim Chair of the Committee from 5 March to 29 April 2024

3  James Mack joined the Committee on 5 March 2024

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

73

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Activities undertaken during the year

The Committee has an annual cycle of matters for consideration. The activities undertaken in 2024 in order to fulfil the Committee’s

responsibilities included:

March

•  Considered the appointment of an

external search agency to undertake

the search for a new Board Chair and

an additional independent Non-

Executive Director and discussed the

key attributes required for the roles.

April

•  Considered and agreed to recommend

to the Board the appointment of

Adrian Collins as Board Chair.

September

•  Considered Board and workforce

diversity.

•  Considered talent and succession

planning for the Executive

Committee.

•  Noted the measures in place to

assess senior talent.

•  Received an update on key senior

hires and colleague recruitment.

•  Undertook the annual review of the

Committee’s terms of reference.

•  Undertook the annual review of the

Diversity Policy.

•  Recommended to the Board

that James Mack’s initial term be

extended for a further three years.

Miles Advisory and Odgers are both signatories to the Government

Standard Voluntary Code of Conduct for Executive Search Firms (the

Voluntary Code) which evidences that they are actively committed

to helping their clients increase the effectiveness of their boards and

senior executive teams and acknowledge the value that diversity

brings.

When making appointments, we seek to ensure that we are

presented with a diverse list of candidates as we recognise the

imbalance that exists and the role we can play in improving diversity

and inclusion. Whilst we believe that all appointments should be

made on merit, we recognise the benefits that diversity has on

decision making and performance, as supported by our Diversity

Policy (as set out on page 74). The Committee is focused on ensuring

the inclusion of women and individuals from minority ethnic

backgrounds in searches for the Board and Senior Management and

will continue to use recruitment partners who have signed up for the

Voluntary Code when making senior appointments.

Each Director stands for election or re-election at each AGM. The

Committee considers whether to recommend to the Board whether

each Director should be elected or re-elected, and has done so

in relation to those Directors standing at the 2025 AGM. More

information is included in the Notice of Annual General Meeting.

Diversity and inclusion

We have a number of initiatives in place to promote diversity and

inclusion across our business, as detailed in the Sustainability

Report on pages 41 to 47. Our CPO provides regular updates to the

Committee and Board on these initiatives.

The Board has adopted a Diversity Policy, which is annually reviewed

by the Committee, in relation to the Board, its Committees, the

Executive Committee and our Senior Management Team. A summary

is shown on page 74, with the full policy available on our website

lslps.co.uk. This policy sits alongside our other Group employment

policies which also seek to promote diversity and inclusion across the

Group.

During 2024, a number of Nominations Committee matters were

considered directly via the Board. These included the annual

assessment of the independence of the Non-Executive Directors,

the election and re-election of the Directors at the AGM and the

consideration of Michael Stoop's appointment. All members of the

Committee were involved in these considerations.

In accordance with our terms of reference, the Committee is required

to evaluate our own performance. For the year under review this

was done as part of the wider Board and Committee evaluation, as

described on page 71.

Since the year end, the Committee has considered Board succession,

Director’s time commitments and the structure, size and composition

of the Board. This included the balance of skills, knowledge,

experience and diversity of the Board.

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

74

Nominations Committee Report continued

Topic Policy summary

Importance of diversity The Board recognises the benefits of diversity. Through our recruitment, appointment and

succession planning arrangements, we seek to promote diversity including professional

skills, experience, social backgrounds, gender and ethnicity, in addition to individual

cognitive and personal strengths.

In relation to the Board, we believe that diversity has a positive effect on decision making

and benefits Shareholders and other stakeholders. The Directors recognise that the Board

and Committees set the tone for diversity and inclusion throughout the Group and that by

actively reviewing, monitoring and engaging with discussions of diversity and inclusion, the

Board is best able to drive a positive impact to the advantage of all stakeholders.

While the Diversity Policy includes targets in relation to gender and ethnicity, we recognise

that other types of diversity exist, including sexual orientation, disability, neurodiversity and

socio-economic background.

Role of the Nominations Committee The Committee leads the process for appointments to the Board and its Committees

and ensures that plans are in place for orderly succession to both the Board and Senior

Management positions. In discharging its duties, the Committee oversees the development

of a diverse pipeline for succession.

Role of the Remuneration

Committee

The Committee is responsible for the Remuneration Policy relating to the Chair, the

Executive Directors and Senior Management (including the Group Company Secretary). The

Remuneration Committee also reviews workforce remuneration and related policies and

the alignment of incentives and rewards with culture and the promotion of diversity and

inclusion in the Group.

Annual evaluation As part of the annual evaluation exercise, the Directors consider the Board and each

Committee’s composition, diversity and how effectively the members work together to

achieve our objectives.

Diversity targets The Board has adopted diversity targets, as explained further below.

Board diversity targets

The Board has adopted targets for diversity of the Board and Senior

Management which align with UK Listing Rule 6.6.6R(9), as set out

below:

•  at least 40% of the Board to be women;

•  at least one of the Senior Board positions (Chair, CEO, SID or CFO)

to be a woman;

•  at least one member of the Board to be from a minority ethnic

background

1

;

•  at least 33% of Senior Management

2

to be women and at least

33% to be men; and

•  at least 11% of Senior Management

2

to be from a minority ethnic

backgroud

1

.

The data tables on page 75 show how we are performing against

these targets in relation to the Board and Senior Board positions. We

are currently only meeting target 3, with two members of the Board

being from a minority ethnic background. In terms of our Senior

Management, 32% are female and 4% are from an ethnic minority

(the data for which is included in our Sustainability Report on page

45). We are therefore broadly in line with the target for our Senior

Management gender target, but still some way behind our goal for

ethnic minority representation.

We have considered our position against the targets when making

Board and Senior Management appointments in 2024. We are

cognisant that we have fallen behind our prior year metrics in

some areas, which is disappointing. We are confident in our

approach to ensure we are considering a diverse pool when making

appointments, but it is important that we continue to ensure that

the right person is in each role and we feel our appointments in 2024

reflect the experience and expertise required. We will continue to

promote diversity and develop our approach when engaging with

recruitment/search partners to ensure our diversity and inclusion

priorities are considered when we look for prospective applicants to

join our business as explained earlier.

Notes:

1   Defined by reference to the categories recommended by the Office of National Statistics (“ONS”) as coming from a non-white ethnic background (see table on page 75

for the specific categories)

2   Our Executive Committee and Divisional Managing Directors and their direct reports who are designated A1 and A2 grades (excluding Executive Directors)

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

75

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Diversity data

Our disclosures and statement on the diversity of our Board, Senior Board positions and Executive Management in compliance with UK Listing Rule

6.6.6R(9) and (10) are set out below:

Diversity data based on gender identity or sex

Number of

Board members

Percentage

of Board

Number of senior

positions on the

Board (CEO, CFO, SID

and Chair)

Number in

Executive

Management

2

Percentage

of Executive

Management

Men 6 75 4 5 72

Women 2 25 – 2 28

Not specified/prefer not to say – – – – –

Diversity data based on ethnic background

Number of

Board members

Percentage

of Board

Number of senior

positions on the

Board (CEO, CFO, SID

and Chair)

Number in

Executive

Management

2

Percentage

of Executive

Management

White British or other white (including

minority-white groups) 6 75 3 6 86

Mixed/multiple ethnic groups 1 12.5 – – –

Asian/Asian British – – – 1 14

Black/African/Caribbean/Black British – – – – –

Other ethnic group 1 12.5 1 – –

Not specified/prefer not to say – – – – –

Information on the diversity of our colleagues is included in the Sustainability Report (page 45), including our reporting on gender and ethnic

diversity of our Senior Management Team and the wider workforce. Our separate Living Responsibly Report for 2024 includes further information

on our diversity and inclusion initiatives.

Notes:

1  All data is as at 31 December 2024

2   Executive Management is made up of all members of the Group Executive Committee and our Divisional Managing Directors as listed on pages 62 and 63, excluding the

Executive Directors

3   Data is collected via self-reporting by colleagues completing a questionnaire asking them to identify against the gender and ethnicity categories set out above

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

76

Adrian Collins

Chair of the Nominations Committee

25 March 2025

Nominations Committee Report continued

Committee commitments

We made a number of commitments in the 2023 Annual Report and Accounts:

What we said we would do in 2024

Commence the search for a new Non-Executive Chair,

an experienced Senior Independent Director and an

additional independent Non-Executive Director to

strengthen the Board.

→

What we did

We appointed Adrian Collins as our Non-Executive Chair

and Michael Stoop as an Independent Non-Executive

Director. We decided that James Mack had the relevant

experience to become our SID and a further appointment

was therefore not made.

Review our Board and Senior Management diversity

targets.

→

We did not make any change to our targets but will keep

this, and our performance against our targets, under review.

Develop the Board’s succession planning arrangements

with a focus on diversity and ensuring the Board is

equipped with the right mix of skills to support the

Group’s strategy and prioritise the development of

succession planning arrangements for the Executive

Committee, especially in relation to the key roles of

Group CEO and Group CFO.

Focus on improving Executive and Senior Management

succession planning to ensure skills and experience

gaps are filled, and that this takes into account the skills

required to deliver the future strategy.

→

The Committee considered diversity and succession during

2024 and management are continuing to evolve this in

order to support the Committee. Talent development plans

have been written and calibrated for senior colleagues in

order to develop them for succession purposes.

2025 Commitments

•  Board and Senior Management succession to be considered in more detail, particularly in relation to emergency succession and

updating our skills matrix.

•  Continue to monitor performance against our diversity and inclusion targets.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

77

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Audit & Risk Committee Report

Dear Shareholder

As Chair of the Audit & Risk Committee (the Committee), I am

pleased to present our report for the year ended 31 December 2024.

The Committee considers all audit, risk and internal control matters

on behalf of the Board and routinely reports to the Board on its

considerations. This report sets out how we, as the Committee, have

discharged our responsibilities in 2024 and our priorities as we move

through 2025.

Committee composition and meetings

The Committee operates within written terms of reference which are

available on the website at lslps.co.uk. All members of the Committee

(as listed above) are independent Non-Executive Directors,

and as such the Committee is considered to be independent of

management. The Board has determined that both James Mack and

Darrell Evans have recent relevant financial experience necessary for

the Committee’s constitution as required by the Code.

The Committee met five times during 2024. Committee member

attendance at these meetings is included in the Corporate

Governance Report on page 69. The Group Chair, CEO, CFO, CRO,

Group Internal Audit Director and representatives of the external

auditor regularly join meetings by invitation. The Committee has

the opportunity to meet with the Group CRO, Group Internal Audit

Director and external audit partner without the Executive Directors

or members of management present.

Internal audit

The Group Internal Audit Director has a direct reporting line to the

Chair of the Committee and has access to each Committee member.

The Committee receives summary reporting of all internal audit

reports with commentary from the Group Internal Audit Director

on key findings, audit themes and the progress of closing related

actions agreed by management. In 2024 we introduced steps to

improve the transparency of our Internal Audit Team objectives and

quality assurance plans for 2025. We also implemented measures

to articulate levels of engagement and control awareness across

Divisional Management Teams.

We annually review and approve the internal audit plan, the wider

audit cycle, the internal audit charter and consider the effectiveness

of the internal audit function. Benchmarking of the function includes

consideration of relevant standards, such as the Global Internal Audit

Standards which became effective from January 2025. Performance

of the function is also monitored on an ongoing basis by way of the

presentations and discussions at meetings.

External audit

The Committee is responsible for considering the appointment of

the external auditor, monitoring its effectiveness and ensuring that it

continues to be independent.

Ernst & Young LLP’s (EY) audit tenure began in 2004 and, as reported

last year, it was concluded that its tenure should cease following

the 2024 audit, with it coming up to having served the 20 year

limit following our listing on the London Stock Exchange in 2006.

The tender process was completed in 2024 and, in line with the

recommendation of the Committee, the Board has recommended

that Grant Thornton UK LLP be appointed as the Group’s external

auditor. A resolution to seek approval from Shareholders for Grant

Thornton’s appointment will be put to the 2025 AGM.

Our Auditor Independence Policy sets out the procedures and

guidance under which the relationship with the external auditor

is governed. The policy was prepared pursuant to relevant ethical

guidance regarding the provision of non-audit services, including the

Notes:

1   Darrell Evans stood down from the Committee from 5 March to 29 April 2024 during his tenure as Interim Chair of the Board

Committee Membership

James Mack – Chair

Gaby Appleton

Darrell Evans

1

Sonya Ghobrial

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

78

Ethical Standards for Auditors, and the threats to auditor objectivity

identified therein. The only fees incurred for non-audit services in

2024 were in relation to a review at the half-year, as disclosed in note

11 to the financial statements.

Having considered the 2024 audit fees, the value of the non-

audit services provided by EY and the procedures EY has in place

to maintain independence, the Committee considers that EY is

independent of the Group. Based on the information provided as

part of the audit tender on fees and processes, the Committee also

considers that Grant Thornton is independent.

Risk management and internal controls

Considerable progress has been made in 2024 to enhance our risk

management processes following the appointment of a Group CRO,

who is now the key contact point for the Committee in place of the

divisional CROs. Our risk management arrangements and how the

Group evaluates and manages our principal risks and uncertainties

(including emerging risks) are described on pages 35 to 38. The

Group CRO attends each meeting of the Committee to discuss the

Group risk profile and ongoing development of the Group’s risk

framework. The Committee also invites other senior managers from

across the business to meetings to discuss any particular areas of

concern, as appropriate.

The Committee is responsible for reviewing and recommending

to the Board whether the Group’s risk management systems and

internal controls are effective, having discussed such processes

with management. A number of improvements have been made

throughout 2024 with further focus required in 2025 on enhancing

the internal control framework. This will be a key priority for

the newly appointed Group CRO. The Committee has noted

the additional requirements of the 2024 Code in relation to the

monitoring and reporting on internal controls and the work being

done by the business in response to these changes.

Audit & Risk Committee Report continued

Activities undertaken during the year

The Committee has an annual cycle of matters for consideration. The activities undertaken in 2024 in order to fulfil the Committee’s

responsibilities included:

At each scheduled meeting

•  Received a report from the Group CFO on the financial

performance of the Group and related Group finance

matters, including FRC publications, accounting policies, audit

planning, financial systems and controls.

•  Received updates on current and planned internal audits,

including progress on completion of actions arising from

audits, and discussed any issues.

•  Received updates on any significant accounting judgements.

•  Received updates on the external audit tender process and

transition.

•  Discussed the requirements of the 2018 Code and

enhanced reporting requirements in relation to internal

controls and received updates from management on its

preparations in this regard.

•  From July 2024, received a report from the Group CRO

on the Group risk profile, top risk issues of Group level

significance, the regulatory horizon, key risk indicators and

progress against the risk delivery plan.

•  From September 2024, received an update on the progress

of the subsidiary company statutory accounts.

March

•  Received an update on the development of risk management

and governance frameworks for the PRIMIS network,

including an update from the PRIMIS risk and customer

outcomes committee and a paper setting out the

development of second-line routines.

•  Received an update on the Surveying & Valuation Division’s

supplier risk management.

•  Considered the draft year-end external auditor report which

was discussed with the audit partner, including consideration

of any significant audit and accounting matters. In accordance

with the Committee’s terms of reference, the Committee met

with representatives of the external and internal auditors

without management or the Executive Directors present.

•  Received an update on the Annual Report and Accounts’

production process and discussed key elements of

disclosure.

•  Considered the effectiveness of the internal control

framework.

•  Considered management information on the monitoring

of fraud.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

79

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

April

•  Considered the 2023 Annual Report and Accounts including:

the Group’s ongoing viability and going concern status; TCFD

disclosures; risk management and internal controls reporting;

and the fair, balanced and understandable assessment for

recommendation to the Board.

•  Approved the principal risks and uncertainties and description

of the risk and control framework for disclosure in the 2023

Annual Report and Accounts.

•  Received the final year-end report of the external

auditors.

•  Considered 2023 audit fees.

•  Considered the effectiveness and independence of the

external auditor and recommended their reappointment

at the AGM.

July

•  Considered a Group insurance assurance review from the

external insurance broker.

•  Discussed the enhanced internal control reporting

requirements arising from the 2018 Code.

•  Considered risk management arrangements and key risks

within the Estate Agency Franchising Division, including the

impact of the Renters Reform Bill and Employers Reform Bill.

•  Received an update on environmental risk and TCFD

disclosures.

•  Received an update on the process of the appointment

of a new external auditor.

•  Received an update from the risk and audit committees

of the PRIMIS Network.

•  Received the internal audit report, including coverage of

emergent Global Internal Audit Standards.

September

•  Received the half-year results review report from the

auditor.

•  Considered the half-year results and key accounting

judgement areas and recommended the results, the

principal risks and going concern assessment to the Board.

•  Received an update on an FCA product oversight and

governance thematic review impacting the Financial

Services Division.

November

•  Received an update on 2024 external audit planning and key

judgement areas and had discussions on the audit fee.

•  Received an update on the finance team and financial

controls.

•  Received reports from management in relation to fraud and

confirmed that it was not aware of any material incidences.

•  Received the internal audit report, the 2025 internal audit

planning cycle, benchmarking of the effectiveness of the

internal audit function and approved the Internal Audit

Charter.

•  Approved the Group risk management framework

underpinning the risk framework delivery plan.

•  Received an update from the risk and audit committees

of the PRIMIS Network.

•  Undertook the annual review of the Committee’s terms

of reference.

•  Undertook the annual review of the auditor

independence policy, including the policy for non-audit

services.

•  Received an update on the progress of the commitments

made by the Committee in the 2023 Annual Report and

Accounts, as part of the annual performance evaluation

exercise and in order to comply with the 2018 Code.

In accordance with our terms of reference, the Committee is required to evaluate its own performance. For the year under review this was done as

part of the wider Board and Committee evaluation, as described on page 71.

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

80

Audit & Risk Committee Report continued

Since the year end the Committee has met and considered similar matters as those considered in April 2024 in relation to the 2024 Annual Report

and the Financial Statements. The table below describes how the Committee has discharged some of its key duties in 2024 and so far in 2025.

Requirement Responsibilities discharged Conclusion or action taken

Going Concern and Viability

The Group is required to

disclose its position as a going

concern, and make statements

about its longer-term viability in

its Annual Report and Accounts.

At both the full and half-year stage, the

Committee considered the assessment of the

Group as a going concern and its longer-term

viability. This included noting the measures in

place to ensure the Group maintains sufficient

liquidity, comprising of various stress tests and

financial modelling assumptions performed

by management. Management advised that

the likelihood of extreme scenarios that would

lead to a breach of lending covenants were

remote, and that the Financial Statements

should be prepared on a going concern basis.

The Committee recommended to the Board that the Group

could continue to operate and meets its liabilities, as they

fall due for at least the next 12 months.

Internal Control Improvements

The Group will be required to

make enhanced disclosure in

its 2026 Annual Report and

Accounts in relation to its

internal controls in accordance

with the 2024 Code.

The Committee has received updates at

each meeting, from both the Group CFO and

the Group CRO, on the work being done to

enhance both financial and non-financial

controls.

Work had already begun in 2023 to enhance our internal

controls which continued throughout 2024. We will

continue to embed our enhanced control framework over

the year ahead and start to prepare for our disclosure

requirements in accordance with the 2024 Code. The

Committee will continue to monitor progress.

Risk Management Framework

The Committee oversees the

management of risk across the

Group and the effectiveness of

risk mitigation and monitoring

processes.

The appointment of the Group CRO has

provided a holistic view of risk across the

Group, which assists the Committee in

discharging its oversight responsibilities.

A new risk management framework has been put in place

and the Board has defined its Group risk appetite.

Appointment of External Auditor

The Group decided to appoint

a new external auditor because

of the length of tenure of EY.

A tender process for the external audit was

conducted, with members of the Committee

joining presentations from those audit firms

that were short-listed as part of the selection

committee. The Committee received regular

progress updates on the process.

The Committee recommended to the Board that Grant

Thornton be appointed as external auditor. The transition to

the new auditor will be monitored by the Committee.

Interim and Annual Results

The Committee is responsible

for considering the Annual

Report and Accounts and

the accounting judgements

contained therein, challenging

management and the auditor

where appropriate.

The Committee considered the disclosures

made in the 2024 Annual Report and Accounts

and discussed significant matters with

management and the external auditor.

The Committee considered, and discussed with

management and the external auditor, various matters

in relation to the 2024 Annual Report and the Financial

Statements. Details of those considerations is included on

page 52. The accounting treatment applied as a result of

these considerations is included in note 2 to the Financial

Statements.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

81

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Committee Commitments

We made a number of commitments in the 2023 Annual Report and Accounts:

What we said we would do in 2024 What we did

Complete an audit tender process.

→

The audit tender has been completed, and Shareholders will

be asked to approve the appointment of Grant Thornton at

the 2025 AGM.

Focus on second-line effectiveness and coordination of the

assurance plans across all lines of defence.

→

The internal audit cycle ensures the effectiveness of key

second-line functions is regularly assessed and reported on.

The appointment of a Group CRO has reinforced the focus

on second-line effectiveness. The Group CRO works closely

with the Group Internal Audit Director and the Divisional

CRO’s to coordinate assurance plans and ensure actions are

completed.

Review Divisional risks post-simplification of the Group in

2023, taking into account development of new strategic

initiatives.

→

As part of the refresh of the Group risk framework, a risk

universe has been developed which identifies the key risks

that each division and the Group is exposed to. This risk

universe forms a core component of all risk management

activities.

Continue to oversee the development of processes to

support management representations to the external

auditor.

→

The Internal Audit Team have implemented a process

whereby relevant business functions provide an attestation

to support the management representations being

made to the Committee and Board (which in turn makes

representations to the external auditor) on any disclosable

events arising after the end of the reporting period. This

process was undertaken for the 2023 and 2024 year-end and

the 2024 half-year.

Enhance internal controls and risk management

arrangements, taking into account the new Group

structure and operating model.

→

The Group CRO was appointed in July 2024 and has

developed a risk delivery plan to enhance and align risk

management processes across the Group. Progress updates

are provided to the Committee via the CRO report. A

new risk management framework was approved by the

Committee in November 2024. Assurance from Internal

Audit on levels of progress is scheduled throughout 2025.

Review and update Group governance arrangements

ahead of the new Code requirements; including a

review/enhancement of internal controls and associated

reporting, and consideration of the new Audit Committee

Minimum Standard.

→

The Committee has received updates on the new Code

requirements through 2024. The risk framework delivery

plan being led by the Group CRO includes a detailed internal

control plan and assessment of the Group’s position against

the new reporting requirements.

The Committee agreed to not voluntarily comply with the

new Audit Committee Minimum Standard as it was felt that

the Group has sufficiently strong governance practices in

place for a business of its nature.

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

82

Audit & Risk Committee Report continued

2025 Commitments

•  We will continue to evolve our internal control framework and assess how we can monitor its effectiveness in order to be able to

meet the new Code disclosure requirements for our 2025 year-end reporting.

•  We will continue to enhance and integrate a consistent risk management framework in line with the risk delivery plan. This includes

the continued development of our Group-wide risk appetite statement and roll-out of a Group-wide risk system.

•  We will monitor the transition of external audit services from EY to Grant Thornton.

•  We will continue to promote the independence and effectiveness of the Internal Audit function through its reporting line

arrangements, its regular benchmarking routines and its ongoing implementation of new professional working standards.

Key considerations in relation to the 2024 Annual Report and the Financial Statements

•  The Committee considered, and agreed to recommend to the Board, that the Report taken as a whole, is fair, balanced and

understandable and provides the information necessary for shareholders to assess the Company’s position, performance, business

model and strategy.

•   The Committee examined the integrity of the full year Financial Statements and recommended their approval to the Board.

•   The appropriateness of key accounting policies and practices, judgements, estimates and compliance with accounting standards and

tax requirements, including recent developments, was assessed. In particular, the Committee considered the appropriateness of

revenue recognition, including commission refund liabilities provisions, and following discussion with management and the external

auditor agreed that the Financial Statements reflected the appropriate accounting treatment.

•   Management’s calculations and assumptions applied in the assessment of the recoverability of Parent Company investments, were

reviewed. This included an assessment of the position in relation to the investment in the Group's joint venture, Pivotal Growth (see

notes 20 to the Group Financial Statements and 3 to the Parent Company Financial Statements). After consideration, it was agreed

that the position was correctly applied in the Financial Statements.

•   Management’s application of revenue recognition policies and the continued monitoring of compliance with financial reporting and

accounting controls linked to revenue recognition was considered and approved.

•   Management’s estimates of commission refund liabilities provisions an including consideration of the risk that revenue is recognised

in the incorrect period, either due to cut-off errors, management bias and/or estimation uncertainty.

•   The Viability Statement and Going Concern Statement and assessments were considered, with detailed supporting material and

scenario testing. After due consideration, the Committee agreed to recommend to the Board that the Group is able to continue in

operation and meet its liabilities as they fall due and that it is a going concern. More information on the Group’s position is included

in the Viability Statement on pages 39 and 40 and the Notes to the Financial Statements on pages 118 and 119.

•   Management’s treatment of exceptional items including a specific provision relating to a protection only appointed representative

firm and costs incurred in relation to the administration of the previous owner of TenetLime Limited and concluded this was

appropriate.

•   The Group’s Non-Financial and Sustainability Information disclosures including TCFD and the CFD (see pages 49 to 59 of Strategic

Report) were discussed and recommended to the Board for approval.

•   The principal risks and uncertainties, as set out on pages 35 to 38, were considered and recommended to the Board.

James Mack

Chair of the Audit & Risk Committee

25 March 2025

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

83

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Directors’ Remuneration Report

Dear Shareholder

As Chair of the Remuneration Committee (the Committee), I am

pleased to present the Directors’ Remuneration Report for 2024.

During the year, I temporarily stepped down from the role of

Committee Chair on 5 March 2024 to assume the role of Interim

Non-Executive Chair of the Board. Gaby Appleton, a member of the

Remuneration Committee, was appointed Remuneration Committee

Chair for this interim period. Following the appointment of our new

Non-Executive Chair on 1 May 2024, I resumed my role as Chair of

the Remuneration Committee.

The Committee has delegated responsibility from the Board for

determining the policy for Executive Director remuneration and

certain other Board and Executive Management roles and reviewing

workforce remuneration policies. It operates within written terms

of reference which are available on the website at lslps.co.uk. All

members of the Committee (as listed above) are independent

Non-Executive Directors except for the Chair of the Board who

was independent on appointment, and as such the Committee is

considered to be independent of management.

Remuneration advisers

The Committee received independent professional advice during the

year from Korn Ferry on matters relating to Executive Director and

Senior Management remuneration. Korn Ferry does not provide any

other services to the Group.

The Committee appointed Korn Ferry in 2017. Korn Ferry’s fees for

2024, which are primarily based on an hourly rate, were £87,660

(excluding VAT) (2023: £65,000).

Korn Ferry is a signatory to the Remuneration Consultants’ Code

of Conduct and has confirmed that it adheres in all respects to the

terms of that code. The Committee is comfortable that its advice

continues to be independent and objective.

This Directors’ Remuneration Report is divided into the following

sections:

•  Annual Statement: summarising remuneration outcomes for

2024, explaining decisions made during the year and the operation

of the Directors’ Remuneration Policy for 2025.

•  Directors' Remuneration Policy (Policy): a summary of the

main elements of the Policy that was approved by Shareholders

at the 2023 AGM. The full Policy is included in the Directors’

Remuneration Report in the Annual Report and Accounts 2022.

•  Annual Report on Remuneration: setting out details of the

remuneration earned by Directors in 2024 and how the Policy will

be implemented during 2025.

Notes:

1  Darrell Evans stood down from the Committee from 5 March to 29 April 2024 during his tenure as Interim Chair of the Board

2  Gaby Appleton stepped into the role of Committee Chair from 5 March to 29 April 2024

3  Adrian Collins joined the Committee on 30 April 2024

4  Sonya Ghobrial joined the Committee on 5 March 2024

Committee Membership

Darrell Evans

1

– Chair

Gaby Appleton

2

Adrian Collins

3

Sonya Ghobrial

4

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

84

Directors’ Remuneration Report continued

The Committee met three times during 2024. Committee member attendance at these meetings is included in the Corporate Governance Report

on page 69. The Group CEO, CPO, Head of Reward and external remuneration advisers regularly join meetings by invitation.

Activities undertaken during the year

The Committee has an annual cycle of matters for consideration. The key activities undertaken in 2024 in order to fulfil the Committee’s

responsibilities included:

At each scheduled meeting

•   Considered updates from the remuneration advisers on market trends, investor views and the implications of changes to the UK

Corporate Governance Code on remuneration practices.

•  Approved any changes to senior management remuneration in line with the provisions of the Committee's terms of reference.

March

•  Approved the 2021 LTIP vesting outcome.

•  Approved the 2023 annual bonus outcome.

•  Approved the 2024 annual pay review.

•  Approved the 2024 incentive design, including performance measures and targets for bonus and LTIP.

•  Approved the 2023 Directors’ Remuneration Report.

September

•  Received an update on the forecast 2024 annual bonus and inflight LTIP awards outcome.

•  Approved the launch of the 2024 Sharesave (SAYE) scheme.

•  Reviewed the 2024 workforce remuneration arrangements.

November

•  Considered workforce remuneration matters, including the

impact of increased national insurance costs imposed by the

government.

•  Received an update on the forecast 2024 annual bonus

outcome.

•  Considered the parameters for the 2025 annual pay review

and bonus.

•  Considered an update on variable pay.

•  Received an update on the progress of the commitments

made by the Committee in the 2023 Annual Report, as part

of the annual performance evaluation exercise and in order

to comply with the Code.

•  Undertook the annual review of the Committee’s terms of

reference.

Annual Statement

Subsequent to the year end, the Committee has met to consider similar items to those considered in March 2024, the outcomes of which are

disclosed in this Annual Statement.

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

85

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Our performance in 2024

Following the successful completion of our strategic transformation

last year, the Group delivered robust financial performance for 2024,

with each of our Divisions achieving strong market share, increasing

underlying operating profit and improved operating margin. As a

result, Group revenue has increased by 20% on prior year and Group

Underlying Operating Profit is £27.7m. It is within this context that

we have reviewed remuneration for the year.

Board changes

We had a number of changes in Board membership and

responsibilities during 2024 impacting the level of remuneration

paid to each Director. More details on the changes are included

in the Corporate Governance Report on page 69 and details on

remuneration for each Director is on page 91.

In particular, in April 2024 we announced the appointment of Adrian

Collins as Chair of the Board, following David Barral stepping down in

February. Adrian Collins’ fee on appointment was £150,000.

Since the year end, we have announced our Group CEO David

Stewart’s intention to retire from the Board on 30 April 2025

following a transition and handover period with Adam Castleton who

is appointed Group CEO Designate. A search is currently underway

for a new Group CFO and the Remuneration Committee will set their

remuneration in line with Policy.

David Stewart is a good leaver. His remuneration on retirement is set

out later in this report.

Incentive outcomes

Annual bonus

The Executive Directors’ bonus is based 70% on Group Underlying

Operating Profit targets and 30% on the successful delivery of

strategic objectives, with the maximum bonus opportunity set

at 100% of basic salary. As a result of robust profit performance

during the year, the Group Underlying Operating Profit outcome

was between target and maximum, with an overall payout of 81%

of maximum for this measure. There was good progress made

against the strategic objectives, with 70% for the Group CEO and

71% for the Group CFO achieved, demonstrating strong delivery

against objectives focused on Shareholder value, ESG and Leadership

amongst others. As a result, bonus payouts for 2024 are 78% of

maximum for the Group CEO and 79% of maximum for the Group

CFO. As stated in last year’s report, the Group CEO will invest all of

his bonus, net of tax, into LSL shares which must be held for a period

of two years. The Group CFO will invest 25% of his bonus, net of tax,

into LSL shares in line with Policy.

LTIP

The 2022 LTIP was based 50% on adjusted EPS targets and 50%

on relative TSR performance measures. Performance against the

stretching EPS targets was below threshold and as a result there is no

payout under this element. Performance against the FTSE SmallCap

(excluding investment trusts) Index under the TSR element was also

below threshold and resulted in no payout. The award will therefore

lapse in full.

Further details of performance against the targets for the annual

bonus and LTIP awards are set out in the Annual Report on

Remuneration on page 93.

We considered the underlying performance of the Group’s Divisions,

workforce remuneration and incentive outcomes in determining

that the incentive outcomes for 2024 were appropriate and that the

Policy had operated as intended. We also considered whether there

were any relevant ESG matters that needed to be taken account of

and concluded that there were none.

Implementation of the Policy for 2025

On appointment to the Group CEO role, Adam Castleton’s salary

will be £500,000. This is broadly in line with David Stewart’s salary

as Group CEO. Adam’s salary remains unchanged for the period 1

January 2025 to his appointment as Group CEO on 1 May 2025.

The salary of David Stewart is unchanged at £493,000 and will be

paid for the duration of his notice period. The salary for our new

Group CFO will be set on appointment.

The fee for the Chair of the Board and most of the fees for the Non-

Executive Directors will be increased by 2%, aligned to the approach

for the workforce, rounded to the nearest £250.

With the appointment of our new Group CEO and changes

announced in January 2025 to our organisation structure the

Committee is reviewing the Policy for Executive Directors and

the remuneration approach throughout the Group to ensure it is

effective for our newly structured organisation. At the date of this

report, we are consulting with our Shareholders in respect of some

potential changes to the Policy and approach for 2025. The purpose

of this consultation is to ensure we have the right remuneration

structures in place to maximise the performance of our more

streamlined Group, and each of the three Divisions, to deliver value

to our Shareholders.

Depending on feedback received from our consultation a new Policy

may be brought for Shareholder approval this year. If there are no

Policy changes, details of the LTIP awards granted for 2025 under

our current Policy, including performance conditions and targets,

will be disclosed in the relevant market announcement made at

the time of grant. No changes are expected to the current annual

bonus opportunity of 100% of salary for 2025 and the measures and

weightings for the annual bonus are set out later in this report.

Colleague pay

We continue to ensure we understand the workforce’s views on

remuneration. Gaby Appleton assumed the role of our designated

Non-Executive Director for workforce engagement for part of 2024

when I became Interim Non-Executive Chair. I resumed this role on

resuming my Remuneration Committee Chair role. Topics discussed

with the Colleague Engagement Forum during the year included the

Group annual bonus scheme, a review of HR policies, enhancing

the holiday policy and the introduction of a new employee discount

portal.

During 2024 we built on the progress made in 2023 and brought

salaries to the real living wage. We will continue to pay real living

wage in 2025 by embedding this in our 2025 Colleague Pay Review

Principles.

In October, we invited colleagues to take part in the 2024 Sharesave

scheme, offering a 20% discount on the option price. Participation in

the scheme remained high with 14% of the workforce applying to the

scheme.

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

86

Directors’ Remuneration Report continued

Conclusion

We believe that the remuneration outcomes for the Executive

Directors are aligned to performance, Shareholder value delivered

and consistent with the approach taken to colleagues more generally.

As mentioned, we are currently reviewing the Remuneration Policy

and should any changes be proposed they will be brought for

Shareholder approval this year by extraordinary general meeting.

In addition, several of our share plan rules expire in 2026 and

therefore the Committee is taking the opportunity to renew the

plans at the 2025 Annual General Meeting. The new rules align

with standard market practice and a full summary of the principal

terms of the plans are set out in our 2025 Annual General Meeting

Notice. We continue to welcome Shareholder feedback and are

proactively engaging in relation to potential changes to the Policy

and the application of the Policy. I will be pleased to hear from you

if you have any specific feedback or questions on our approach

to remuneration. I look forward to your support for the advisory

resolution on the Directors’ Remuneration Report and the separate

resolutions for our new share plan rules at our forthcoming Annual

General Meeting.

Remuneration at a glance

Remuneration outcomes for 2024

Fixed pay

•  Base salary: 3% salary

increase on prior year

•  Pension: 3% of banded

earnings

•  Benefits: private medical

cover and car / car

allowance

+

Annual bonus

Payout of 78%

(CEO) and

79% (CFO) of

maximum

100% of salary

opportunity

+

LTIP

Payout of 0% of

maximum

125% of salary grant

=

Total remuneration

£893,953 for CEO

£611,480 for CFO

Variable pay performance outcomes

Annual bonus LTIP

70% Group Underlying

Operating Profit

Threshold: £22.0m

Target: £24.9m

Max: £29.5m

Actual

£27.7m

30% Strategic

objectives

Targets based on a

range of objectives

linked to shareholder

value, governance, risk

management, ESG and

leadership

50% Earnings

per share (EPS)

Threshold: 46.9 pence

Max: 52.8 pence

Actual

21.1 pence

50% Total Shareholder

return (TSR)

Threshold: Median

Max: Upper quartile

Actual

34

th

percentile

Annual Statement continued

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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

87

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Introduction

This part of the Directors’ Remuneration Report summarises the Policy for the Directors and has been prepared in accordance with The Large and

Medium-sized Companies and Groups (Accounts and Reports) (Amendment) Regulations 2013 and subsequent amendments.

The Policy was approved by Shareholders at our AGM on 25 May 2023 and is intended to apply until the 2026 AGM unless any changes to Policy are

necessitated before this date. Full details of the Policy can be found in the Directors’ Remuneration Report in the Annual Report and Accounts 2022.

Consideration of Provision 40 of the UK Corporate Governance Code (the Code)

In determining the Policy and its operation, the Committee assessed the following six Code factors:

•  Clarity – the Policy is well understood by our Senior

Management Team and has been clearly explained

to our Shareholders through direct engagement and

our annual remuneration reporting. Engaging on all

people-related matters, including remuneration, is a

key responsibility for Darrell Evans, the Remuneration

Committee Chair and designated Non-Executive

Director for workforce engagement, and for our Group

Chief People Officer. This engagement is conducted via

meetings with our Colleague Engagement Forum and

our colleague surveys, the results of which are presented

to the Board.

•  Risk – the Policy is designed to ensure that reputational,

behavioural and other risks are managed and mitigated

via (i) a balanced use of fixed and variable pay, with both

short and long-term incentive plans, which employ a

blend of financial, non-financial and Shareholder return

targets, (ii) the significant role played by equity in the

incentive plans (together with executive shareholding

guidelines in service and the post-service policy) and (iii)

the inclusion of malus/clawback provisions.

•  Proportionality – there is a clear link between individual

awards, delivery of strategy and our long-term

performance. In addition, the significant role played by

incentive or ‘at-risk’ pay, together with the structure of

the Executive Directors’ service contracts, ensures that

poor performance is not rewarded.

•  Simplicity – our focus is to ensure that our Policy and

practices are simple and straightforward and that the

objectives and deliverables are clear. We only operate

two incentive plans, an annual bonus and a long-term

incentive scheme (LTIP). Targets are based on business

KPIs and measure performance against them, tracking

and rewarding progress toward achieving our strategies

and longer-term sustainable growth.

•  Predictability – our incentive plans are subject to

individual caps, with share plans also subject to market

standard dilution limits. The scenario charts illustrate

how the rewards potentially receivable by the Executive

Directors vary based on performance delivered and

share price growth. The Committee also has the

discretion to adjust any vesting outcomes if they are not

considered appropriate.

•  Alignment to culture – the incentive schemes drive

behaviours consistent with our purpose, values and

strategy (including the Group’s ESG and corporate

sustainability strategies), by using metrics in both the

annual bonus and the LTIP that underpin the delivery

of our strategies. Colleague personal success is directly

linked to the success of our clients and businesses,

through the short and long-term incentive plans and

targets which we operate.

Directors’ Remuneration Policy

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Element Purpose and link to strategy Maximum Operation

Basic salary •  Core element of fixed income, reflects

the value of the individual, their role,

skills and experience over time.

•  There is no prescribed

maximum annual basic salary

increase.

•  Reviewed annually, normally effective 1 April.

•  Guided by general increase for employees but lower

or higher increases may be awarded.

Benefits •  Support Executive Directors and their

families during ill health or in event of

accident or death.

•  Car allowance to facilitate travel.

•  At cost. •  Includes car allowance, life assurance and private

medical insurance.

•  Other benefits may be provided.

Pension •  Contribution towards retirement income. •  Aligned to rate applying to the

majority of the workforce.

•  Existing Directors pension

in accordance with auto

enrolment minimums.

•  Defined contribution.

•  HMRC approved arrangement.

Annual bonus •  Incentivises annual delivery of financial

and strategic goals.

•  Maximum opportunity of

100% of basic salary, with the

ability to increase to 125% of

basic salary.

•  Maximum opportunity will not

be increased above 100% of

basic salary without significant

shareholder consultation.

•  Targets reviewed annually, maximum 30% non-

financial and minimum 70% financial measures.

•  No more than 20% bonus payout at threshold.

•  Paid in cash with one third of bonus paid for Group

CEO and 25% of bonus paid for Group CFO, net of tax,

invested in shares and held for two years.

•  Committee discretion to adjust or override formulaic

outcome and malus and clawback provision apply.

LTIP  awards  •  Aligned to Group key performance

indicators that drive the strategies and

performance of the businesses over the

longer-term.

•  Normal maximum is 125% of

salary.

•  Exceptional maximum is 200%

of salary.

•  Up to 30% can be determined by non-financial

measures with the remainder financial measures.

•  25% vests for threshold performance.

•  Three-year performance period with two-year

holding period.

•  Committee discretion to adjust or override formulaic

outcome and malus and clawback provision apply.

All-employee

share schemes:

SAYE, SIP/BAYE

and CSOP

•  Encourages long-term shareholding in

LSL.

•  As per HMRC limits. •  Invitations from the Remuneration Committee under

the approved SAYE, SIP/BAYE and CSOP.

Executive share

ownership

guidelines

•  Aligns long term interests of Executive

Directors and Shareholders.

•  Minimum of 200% of basic

salary for Group CEO and

150% of basic salary for the

other Executive Director(s) - no

maximum.

•  Group CEO required to build and retain 200% of base

salary over a period of five years.

•  Other Executive Directors 150% of base salary.

•  Requirement (or actual shares if lower) continues

post-employment for two years.

•  Executive Directors expected to retain all vested

LTIP awards (subject to tax liabilities) and shares

purchased from the annual bonus until the guideline

is met.

•  Bonus and LTIP holding periods continue post-

cessation of employment.

Chair and

Non-Executive

Directors

•  Provides fees reflecting time commitment

and responsibilities of each role.

•  No prescribed maximum

annual fee increase, although

there is a total fee cap of

£750,000 in our articles of

association.

•  Fees are determined and

reviewed taking into account

experience, time commitment,

responsibility and scope of

role, as well as the general

increase for employees and

market data for similar roles in

other companies of a similar

size and complexity. Current

fees are set out in the Annual

Report on Remuneration.

•  Cash fee paid monthly.

•  Fees are normally reviewed annually.

•  Any reasonable business-related expenses can be

reimbursed.

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

88

Directors’ Remuneration Report continued

Policy

Below is a summarised version of the Policy, you can read the full Policy in our Annual Report and Accounts 2022 available on our website lslps.co.uk.

Directors Remuneration Policy continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

89

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Director

Commencement of service

contract

Notice period

(from Executive Director and the Company)

David Stewart

1 May 2020 Nine months

Adam Castleton

2 November 2015 Nine months

Director

Date original term

commenced

Date current term

commenced

Expiry date of

current term

Adrian Collins

30 April 2024

30 April 2024 29 April 2027

Gaby Appleton 1 September 2019 1 September 2022 31 August 2025

Darrell Evans 28 February 2019 28 February 2025 27 February 2028

Sonya Ghobrial 4 March 2022 4 March 2025 3 March 2028

James Mack 27 September 2021 27 September 2024 26 September 2027

Michael Stoop 24 June 2024 24 June 2024 23 June 2027

Service contracts for Executive Directors

The service contracts for the two Executive Directors are not fixed term and are terminable by either the Company or the Executive Director as

detailed below:

Copies of Directors’ service agreements are available for inspection via the Group Company Secretary (see page 174 for details).

At the Committee’s recommendation and at the Board’s discretion, an Executive Director’s service contract can be terminated early by payment of

basic salary and benefits in lieu of the required notice period.

Non-Executive Directors

Non-Executive Directors, including the Chair, have letters of appointment which set out their roles and responsibilities. The Non-Executive Directors,

including the Chair, are not eligible to participate in incentive arrangements or receive pension provision. The following table shows details of the

terms of appointment of our Non-Executive Directors who are on the Board at the date of this Report.

Copies of Non-Executive Director letters of appointment are available for inspection via the Group Company Secretary.

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Remuneration

element David Stewart Adam Castleton

Salary

£493,000

1

£500,000

2

Pension and

benefits

Cash in lieu of 3% of banded earnings.

Benefits in line with Policy.

Pension contribution of 3% of banded earnings.

Benefits in line with Policy.

Annual bonus

opportunity

Not entitled to participate in annual bonus. 100% of salary

33% of any bonus earned, net of tax, will be used to

purchase shares which must be held for two years.

3

Annual bonus

performance

measures

70% Group Underlying Operating Profit.

30% strategic objectives.

LTIP

Not entitled to participate in the LTIP. Approach subject to consultation.

Shareholding

guidelines

200% of salary. 200% of salary

4

.

Post-cessation Executive Directors must hold the lower of shares with a value equivalent to the in-service

shareholding requirement and actual shares held on cessation for two years.

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

90

Directors’ Remuneration Report continued

Implementation of the Policy for the year ending 31 December 2025

Executive Directors

Non-Executive Directors

The fees for the Chair of the Board and most of the fees for the Non-Executive Directors increased by 2% effective from 1 April 2025, aligned to the

increase for Executive Directors. The fees for 2025 are set out below.

Role  2025 (£) 2024 (£)

Chair of the Board 153,000 150,000

5

Independent Non-Executive Director 53,000 50,000-52,000

Senior Independent Director 9,000 8,750

Chair of the Remuneration Committee 9,500 9,250

Chair of the Audit & Risk Committee 9,500 9,250

Designated Non-Executive Director for workforce engagement 2,000 2,000

Notes:

1   David Stewart will retire from the Board and as an Executive Director on 30 April 2025. David's salary will remain unchanged at £493,000 until end of his notice period

on 30 October 2025

2  On appointment to the Group CEO role, Adam Castleton’s salary will be £500,000

3  On appointment to the Group CEO role, Adam Castleton’s requirement to purchase shares will increase from 25% to 33% of any bonus earned, net of tax

4  On appointment to the Group CEO role, Adam Castleton’s shareholding guideline will increase from 150% to 200% of salary

5  Adrian Collins' fee on appointment which is all inclusive of his responsibilities was set at £150,000. David Barral's fee on an annualised basis was £159,750

Annual Report on Remuneration

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

91

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Directors’ remuneration payable in 2024 (audited information)

Directors’ remuneration

The remuneration of the Directors for 2024 was as follows:

Year

Basic salary

or fees (£)

Benefits

8

(£)

Pension

contributions

9

(£)

Sub  total -

fixed pay (£)

Annual

bonus (£)

Share

awards

10

(£)

Other

11

(£)

Sub total

- variable

pay (£) Total (£)

Chair

Adrian Collins

1

2024 100,000 - - 100,000 - - - - 100,000

2023 - - - - - - - - -

David Barral

2

2024 64,583 - - 64,583 - - - - 64,583

2023 100,800 - - 100,800 - - - - 100,800

Executive Directors

Adam Castleton 2024 330,563 16,501 1,321 348,385 261,872 - 1,223 263,095 611,480

2023 323,250 16,501 1,321 341,072 - 63,231 1,474  64,705 405,777

David Stewart 2024 489,437 16,501 1,161 507,099 386,217 - 637 386,854 893,953

2023 478,750 16,501 1,161 496,412 - 93,714 531 94,245 590,657

Non Executive Directors

Gaby Appleton

3

2024 54,877 - - 54,877 - - - - 54,877

2023 59,000 - - 59,000 - - - - 59,000

Simon Embley

4

2024 16,958 - - 16,958 - - - - 16,958

2023 50,500 - - 50,500 - - - - 50,500

Sonya Ghobrial 2024 51,625 - - 51,625 - - - - 51,625

2023 50,500 - - 50,500 - - - - 50,500

James Mack

5

2024 68,018 - - 68,018 - - - - 68,018

2023 59,500 - - 59,500 - - - - 59,500

Darrell Evans

6

2024 80,325 - - 80,325 - - - - 80,325

2023 61,500 - - 61,500 - - - - 61,500

Michael Stoop

7

2024 25,000 - - 25,000 - - - - 25,000

2023 - - - - - - - - -

Total 2024 1,281,386 33,002 2,482 1,316,870 648,089 - 1,860 649,949 1,966,819

2023 1,183,800 33,002 2,482 1,219,284 - 156,945 2,005 158,950 1,378,234

Notes:

1   Adrian Collins was appointed on 30 April 2024. A payment of £32,400 for other services provided to the Company was paid to Fincorp Limited, a consultancy company

closely associated with Adrian Collins

2  David Barral stood down on 26 February 2024

3   Gaby Appleton was appointed as Interim Chair of the Remuneration Committee and our designated Non-Executive Director for workforce engagement from 5 March to

29 April 2024. She was appointed as Senior Independent Director until 4 March 2024

4 Simon Embley stood down on 1 May 2024

5  James Mack was appointed as Senior Independent Director on 5 March 2024

6 Darrell Evans was appointed as Interim Non-Executive Chair from 5 March to 29 April 2024. Stepped down as Chair of the Remuneration Committee and as designated

Non-Executive Director for workforce engagement during that period

7  Appointed on 24 June 2024

8  Benefits comprise private medical cover and company car or car allowance

9   David Stewart receives 3% of banded earnings as cash in lieu of pension. Adam Castleton is part of the auto enrolment pension scheme and receives 3% of banded

earnings as an employer contribution

10   The share awards for 2023 reflect the vesting level under the 2021 LTIP award of 22.4% of maximum. The value of these awards has been restated based on the closing

share price on the date of vesting (300 pence)

11  The ‘other’ column includes the value of matching shares and dividend shares under the SIP at the date the shares were awarded

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

92

Directors’ Remuneration Report continued

Annual bonus payments 2024 (audited information)

The maximum bonus potential for the Group CEO and Group CFO was 100% of salary.

Set out below is a summary of performance targets.

Measure

Threshold

(25% of max)

Target

(50% of max)

Maximum

(100% of max) Actual

Outcome

(of element)

Group Underlying Operating Profit 70% £22.0m £24.9m £29.5m £27.7m 81%

The table below sets out the Executive Directors’ objectives under the 30% non-financial measures and the outcome against each objective.

Group CEO - David Stewart

Focus Area Weighting Combined objective and performance achieved

Performance

assessment

Shareholder value 40%

Good progress made with increasing effective shareholder

communication and broadening investor base. 25%

Develop new long-term revenue schemes 20%

Progress made with further work to do, developing plans

to build new revenue streams to reflect changing market

needs. 8%

ESG 10%

Significant, specific positive interventions made

to accelerate progress to limit our impact on the

environment, make a positive contribution to the

communities in which we operate and become a better

place to work.  8%

Governance 15%

Significant enhancement of structures and processes

which allow the Company to execute strategy more

effectively.  14%

Risk management, regulatory and

compliance 15%

Successful development and implementation of enhanced

Group wide risk framework.   15%

Group CFO - Adam Castleton

Focus Area Weighting Combined objective and performance achieved

Performance

assessment

Shareholder value 35%

Good progress made with increasing and effective

shareholder engagement and broadening investor base. 23%

Governance 10%

Enhancement of structures and processes made which

allow the Company to execute strategy more effectively.  7%

Risk management, regulatory and

compliance 10%

Facilitated and achieved significantly increased

engagement of the businesses with Internal Audit as part

of their overall risk framework, combined with a step

change in collaboration and completion of key audit

actions. 10%

ESG  15%

Demonstrated personal leadership and sponsorship of

initiatives to support the acceleration and success of the

Living Responsibly work across the Group. 11%

Leadership 30%

Good development of Finance team across the Group

driving more insightful management information to

support strategic and operating decision making.  20%

The table below sets out the total bonuses payable to the Executive Directors for 2024 performance. As explained in the letter, the Group CEO

committed to investing his total 2024 bonus payout, net of tax, into LSL shares. The Group CFO will use 25% of his bonus payout, net of tax, to

purchase shares which must be held for two years in line with the Policy.

Measure

Outcome of Group

Underlying Profit

element

(max 70%)

Outcome of

strategic objectives

(max 30%)

Total outcome

(% of max)

Bonus payable

for 2024

performance

Adam Castleton 81% 71% 79% £261,872

David Stewart 81% 70% 78% £386,217

Annual Report on Remuneration continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

93

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

2022 LTIP award vesting (audited information)

The performance period for the 2022 LTIP award ended on 31 December 2024. The table below sets out the performance targets and final level of

vesting for the 2022 LTIP award.

Performance measure

Percentage of

award subject

to condition

Performance

period

Threshold

performance level

(25% vesting)

Maximum

performance level

(100% vesting)

Actual

performance

Percentage

vesting

Adjusted basic EPS in 2024  50%

3 years

ending

31 December

2024

46.9 pence

52.8 pence or

more 21.1 pence 0%

TSR (versus FTSE Small Cap ex

investment trusts) 50%

Median

(50th percentile)

Upper quartile

(75th percentile)

34th

percentile 0%

Total 0%

The table below sets out details of the LTIP awards granted in 2022, as performance was below threshold for both measures, the award will lapse in

full.

Executive Director

Date of

grant

Date of

vesting

Number of

shares under

award Vesting

Number of

shares vesting

Number of

shares lapsing Total vesting

Adam Castleton

29 March

2022

29 March

2025

106,283 0% 0 106,283 £0

David Stewart 157,435 0% 0 157,435 £0

Share awards granted during 2024 (audited information)

Details of LTIP (nil cost option) awards granted in 2024 are as follows:

Executive Director

Date of

grant

Date of

vesting

Share price at

grant date

1

Number of

shares under

award

Face value of

award as % of

salary

Face value of

award at grant

date

Adam Castleton

30 April

2024

30 April

2027

293.7

pence

141,726 125% £416,202

David Stewart 209,822 125% £616,177

The LTIP awards are subject to a two-year post-vesting holding period that continues post-cessation of employment.

The performance measures applicable to the 2024 LTIP grant are as follows:

Performance measure

Percentage of

award subject

to condition

Performance

period

Threshold

performance

level (25%

vesting)

Maximum

performance

level (100%

vesting)

Adjusted basic EPS  50%

3 years

ending

31 December

2026

26.5 pence 32.5 pence

TSR (performance against FTSE Small Cap excluding

investment trusts)

50%

Median

(50th

percentile)

Upper

quartile

(75th

percentile)

Payments to past Directors (audited information)

No payments have been made to past Directors during the year.

Payments for loss of office (audited information)

No payments for loss of office were made to past Directors during the year.

Our Group CEO, David Stewart, will be a good leaver on his retirement from the Board. He will be entitled to retain his 2023 and 2024 LTIP awards,

which will vest at the normal time subject to performance and with pro-rating to the date he leaves the business and be subject to post vesting

holding requirements. The post-cessation shareholding policy will apply to shares held on the date of cessation for a two year period. He will not be

eligible to receive an LTIP or annual bonus for 2025.

Note:

1.  The share price at grant was an average of the closing price three days prior to grant date

![Graphics](data:image/png;base64,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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

94

Directors’ Remuneration Report continued

Outstanding share awards

Options granted to Executive Directors to acquire shares as follows:

Number of shares

Director

Award

type Date of grant

Share price

on grant

Exercise

price

As at

1 January

2024

Awards

granted

during

year

Awards

lapsed

during

year

Awards

exercised

during

year

As at

31 December

2024

Exercise

period

Adam

Castleton

Group

Chief

Financial

Officer

LTIP

5 May

2021 408.50p Nil 94,094 – 73,017 21,077 –

5 May 2024

to 5 May

2031

LTIP

29 March

2022 369.00p Nil 106,283 – – – 106,283

29 March

2025 to 28

March 2032

LTIP

7

November

2023 246.00p Nil 131,402 – – – 131,402

7 November

2026 to

6 November

2033

SAYE

10

November

2023 248.00p 199.00p 9,321 – – – 9,321

1 December

2026 to 31

May 2026

LTIP

30 April

2024 293.70p Nil – 141,726 – – 141,726

30 April

2027 to 29

April 2034

David

Stewart

Group

Chief

Executive

Officer

LTIP

5 May

2021 408.50p Nil 139,458 – 108,220 31,238 –

5 May 2024

to 5 May

2031

SAYE

28 May

2021 468.00p 327.00p 3,302 – 3,302 – –

1 July

2024 to 31

December

2024

LTIP

29 March

2022 369.00p Nil 157,435 – – – 157,435

29 March

2025 to 28

March 2032

LTIP

7

November

2023 246.00p Nil 194,613 – – – 194,613

7 November

2026 to

6 November

2033

SAYE

10

November

2023 248.00p 199.00p 3,728 – – – 3,728

1 December

2026 to 31

May 2026

LTIP

30 April

2024 293.7p Nil – 209,822 – – 209,822

30 April

2027 to 29

April 2034

Notes to outstanding share awards:

1.   All of the above are scheme interests. Details of LTIP awards granted in 2024 are set out elsewhere in this section of the Report, while details of previous outstanding

awards are presented in the previous year’s Directors’ Remuneration Report and are included in note 15 to the Financial Statements.

2.  The aggregate gains made by Adam Castleton and David Stewart on the exercise of awards during the year was £62,599 and £92,777 respectively.

Annual Report on Remuneration continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

95

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Directors’ interests in shares (audited information)

The interests of the Directors who served on the Board during the year, including their connected persons, are set out in the table below.

The Group CEO and Group CFO are required under the Policy to purchase and hold shares equivalent to 33% and 25% respectively of any bonus

earned, net of tax for a period of two years, and to retain all LTIP vested shares (net of tax) until the shareholding requirement is met. The Executive

Directors’ shareholdings reflect the limited vesting of LTIP awards and annual bonus payments prior to 2024. It is however recognised that the 2024

bonus paid out at 78% and 79% respectively, and the Group CEO committed to invest all of his FY2024 bonus, net of tax, into shares whilst the

Group CFO will invest 25% of his bonus, net of tax, into shares in line with Policy.

The Committee will keep shareholding levels under review. The Policy supports the continued building of shareholdings through the requirement to

purchase shares with a proportion of bonus and through the retention of all vested LTIP awards.

Shareholdings

1

(number of shares)

Share Awards

(number of shares)

Total

(number of

shares)

Shareholding

guideline

Executive

Director

shareholding

2

Director

31 December

2024

31 December

2023

Unvested and

subject to

performance

targets

Vested but

unexercised

31 December

2024

31 December

2024

(% of basic

salary)

(% of basic

salary)

Adrian Collins

3

– – – – – – N/A

David Barral

4

219,259 219,259 – – 219,259 – N/A

Adam Castleton 142,266 130,111 388,732 – 142,266 150% 129.9%

David Stewart 95,666 78,329 565,598 – 95,666 200% 59.0%

Gaby Appleton – – – – – – N/A

Simon Embley

5

6,835,624 6,835,624 – – 6,835,624 – N/A

Darrell Evans  – – – – – – N/A

Sonya Ghobrial – –  – – – – N/A

James Mack – –  – – – – N/A

Michael Stoop

6

– –  – – – – N/A

All of the share interests detailed above are beneficial to the Directors. Apart from the interests disclosed above, no Directors held interests at any

time in the year in the share capital of any other Group company.

Between 31 December 2024 and the date of this report, Adam Castleton purchased 190 shares and David Stewart purchased 191 shares as

participants of our SIP/BAYE scheme in January, February and March 2025 which are not reflected in the table above. These shares were purchased

by the Trust at the prevailing market rate.

In addition, Adam Castleton also purchased 8,725 shares in January 2025, which are not reflected in the table above. Taking both purchases into

account, Adam’s shareholding is currently 138%.

Other services were provided to the Company through Fincorp Limited, a consultancy company closely associated with Adrian Collins. No other

Director has, or has had, any direct or indirect interest in any transaction, contract or arrangement (excluding service agreements), which is or was

unusual in its nature or conditions, or significant to the Group’s business, during the current or immediately preceding financial year.

Notes:

1   The shareholdings of Adam Castleton and David Stewart include matching shares, dividend shares and free share awards received under the SIP subject to a retention

period. The total shares held by Adam Castleton and David Stewart from awards under the SIP is 8,122 and 2,831 respectively

2   Based on shares owned and vested but unexercised awards, net of tax, as at 31 December 2024. Shareholding guideline calculations are based on the share price at year

end of 304 pence and the Executive Director’s basic salary at 31 December 2024

3  Adrian Collins was appointed on 30 April 2024

4  David Barral stood down on 26 February 2024. The shareholding in the table is shown at the date of stepping down

5  Simon Embley stood down on 1 May 2024. The shareholding in the table is shown at the date of stepping down

6  Michael Stoop was appointed on 24 June 2024

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

96

Directors’ Remuneration Report continued

Performance graph and table

The following graph shows the value, up to 31 December 2024, of £100 invested in the Company compared with the value of £100 invested in the

FTSE Small Cap (excluding investment trusts) Index on 31 December 2014. The FTSE Small Cap Index has been chosen because the Company is a

constituent of the Index.

Total Shareholder return

225

200

175

150

125

100

75

50

25

0

31 Dec 2014

31 Dec 2015

31 Dec 2016

31 Dec 2017

31 Dec 2018

31 Dec 2019

31 Dec 2020

31 Dec 2021

31 Dec 2022

31 Dec 2023

31 Dec 2024

Source: Reﬁnitiv

Value (£)

LSL Property Services plc FTSE Small Cap Index (excluding investment trusts)

Group CEO’s total remuneration

The total remuneration figures for the Group CEO during each of the last ten financial years are shown in the table below. The total remuneration

figure includes the annual bonus based on that year’s performance and share awards based on three-year performance periods ending in or just

after the relevant year.

Ian Crabb to 30 April 2020 David Stewart from 1 May 2020

2015 2016 2017 2018 2019 2020 2020 2021 2022 2023 2024

Total

remun-

eration £852,869 £499,000 £835,120 £774,629 £760,679 £161,214 £310,932 £859,207 £717,063 £571,685 £893,953

Annual

bonus 93.3% 16% 97% 79.8% 61.7% 0% 0% 84.7% 0% 0% 78.0%

LTIP

vesting 66.8% 0% 0% 0% 0% N/A N/A N/A 44.1% 22.4% 0%

Annual Report on Remuneration continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

97

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Percentage change in Directors’ remuneration

The table below shows the annual percentage change in salary/fees, benefits and bonus for each of the Directors in 2024, compared to the average

for our wider workforce over the last five financial years.

2024 vs 2023 2023 vs 2022 2022 vs 2021 2021 vs 2020

%

change

in

salary /

fees

% change

in taxable

benefits

(excluding

pension)

% change

in bonus

(includes

commission)

%

change

in

salary /

fees

% change

in taxable

benefits

(excluding

pension)

% change

in bonus

(includes

commission)

%

change

in

salary /

fees

% change

in taxable

benefits

(excluding

pension)

% change

in bonus

(includes

commission)

%

change

in

salary /

fees

% change

in taxable

benefits

(excluding

pension)

% change

in bonus

(includes

commission)

Chair

Adrian

Collins

1

N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A

David

Barral

2

(35.9) N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A

Executive

Directors

Adam

Castleton 2.3 0.0 100.0 3.0 0.5 N/A 2.0 0.8 (100.0) 1.5 (0.8) N/A

David

Stewart 2.2 0.0 100.0 3.0 0.5 N/A 2.0 0.8 (100.0) N/A N/A N/A

Non

Executive

Directors

Gaby

Appleton

3

(7.0) N/A N/A 3.1 N/A N/A 13.6 N/A N/A 14.5 N/A N/A

Darrell

Evans

4

30.6 N/A N/A 2.9 N/A N/A 11.3 N/A N/A 16.7 N/A N/A

Sonya

Ghobrial 2.2 N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A

James

Mack

5

14.3 N/A N/A 3.0 N/A N/A N/A N/A N/A N/A N/A N/A

Michael

Stoop

1

N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A N/A

All

employees 3.0 (21.5) 0.0

Median

of our

workforce

6

55.0 447.0 (92.0) 5.0 186.2 19.0 1.9 (71.8) (7.0)

For notes of changes in previous years, please refer to previous Annual Reports and Accounts.

Notes:

1  Adrian Collins and Michael Stoop were appointed to the Board during 2024 and therefore a change from the prior year has not been provided

2  The decrease in fees reflects David Barral leaving the Board on 26 February 2024

3  The decrease in fees reflects Gaby Appleton stepping down as SID on 4 March 2024

4 The increase in fees reflects Darrell Evans' role as Interim Chair during the year for which he received an increased fee

5  The increase in fees reflects James Mack's taking on the role of SID in on 5 March 2024 for which he received an increased fee

6   The  median full-time equivalent pay of all employees in the LSL Group and still in employment as at 31 December has been provided as an appropriate comparator. This

excludes employees who joined the business during December but received their first pay in January 2025

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

98

Group CEO to employee pay ratio

The table below discloses the ratio between the Group CEO’s

remuneration and our wider workforce since 2018.

Financial year Method

25th

percentile

pay ratio

Median

pay ratio

75th

percentile

pay ratio

2018 Option A 40.5 : 1 27.9 : 1 16.2 : 1

2019 Option A 38.1 : 1 26.1 : 1 14.9 : 1

2020 Option A 23.4 : 1 15.8 : 1 9.1 : 1

2021 Option A 40.3 : 1 26.5 : 1 15.4 : 1

2022 Option A 29.3 : 1 20.0 : 1 11.6 : 1

2023 Option A 22.5 : 1 13.4 : 1 9.1 : 1

2024 Option A 33.2 : 1 20.8 : 1 13.9 : 1

The 2024 employee data used to calculate the ratios is set out in the

table below:

25th

percentile Median

75th

percentile

Total pay and benefits of

employees £26,955 £42,922 £64,085

Basic salary of

employees £23,935 £38,334 £53,700

Notes on percentage change in Group CEO to

employee pay ratio

We have chosen option A (which compares our full-time equivalent

total remuneration for all UK employees against the Group CEO)

as the most appropriate methodology to report the ratios, in line

with the recommendation from the Government’s Department for

Business and Trade, and a number of Shareholder representative and

proxy voting bodies.

The ratio above includes all UK-based employees who were

employed in any part of the Group as at 31 December 2024. The

employee remuneration data includes the full-time equivalent

data in respect of basic pay, bonus, commission, taxable benefits,

share-based remuneration and pension benefits, so as to provide a

comparable figure to the Group CEO single figure total remuneration.

This year we have amended our methodology to include bonuses

paid in 2025 in relation to 2024 performance which aligns with the

Group CEO single figure methodology. Commission payments paid to

employees in 2024 are included and continue to be calculated in the

same way as previous years. The full-time equivalent data for each

employee was grossed up based on the full-time equivalent hours for

each role.

The Committee notes the increase in the ratio from 2023 as a result

of a bonus pay out this year, which has increased the CEO's total

compensation for the year.

As at 31 December 2024, we employed around 1,800 people

in a wide variety of roles. The reward policies and practices for

employees follow those set for the Executive Directors. The

Committee also has responsibility for setting the remuneration of the

Executive Committee and reviews and monitors the Group’s wider

remuneration policies and practices. On this basis, the Committee is

satisfied the median pay ratio is consistent with the pay, reward and

progression polices of the companies UK-based employees.

Relative importance of spend on pay

The following table shows our actual spend on pay for all employees,

relative to dividends paid and profit earned:

2024 (£m) 2023 (£m) Change (%)

Staff costs

1

105.2 99.1 6.2

Dividends  11.8 11.7 0.6

Profit after tax

2

17.4 8.0 117.1

Adjusted profit after tax

2

21.7 7.8 177.7

Statement of Shareholders’ voting

The Annual Statement and Report on Remuneration for 2023

(included in the Annual Report and Accounts 2023) were presented

to Shareholders at the 2024 AGM on 20 June 2024. The Directors’

Remuneration Policy was presented to Shareholders at the 2023

AGM on 25 May 2023. The voting outcomes were as follows:

Annual Statement

and Annual Report

on Remuneration

Directors’

Remuneration Policy

Votes cast in favour 99.96% 99.99%

Votes cast against 0.04% 0.01%

Total votes withheld 11,299 1,286

Darrell Evans

Chair of the Remuneration Committee

25 March 2025

Directors’ Remuneration Report continued

Annual Report on Remuneration continued

Notes:

1  See note 15 to the Financial Statements for calculation of staff costs.

2   The percentage change in profit after tax and adjusted profit after tax has been shown as this is considered an important financial KPI used to monitor our performance.

See note 12 to the Financial Statements for the calculation.

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)

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

99

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Information Page(s)

Principal activities during the year

10 to 25

Review of business performance

10 to 25

Likely future developments affecting

the Company

13

Statement of directors’ responsibilities

regarding financial statements

103

Employee engagement initiatives

28

Section 172 statement and engagement

with Shareholders, suppliers, customers

and other stakeholders

26 to 33

Greenhouse gas (GHG) emissions &

energy efficiency (SECR framework)

58

Post-balance sheet events

157

Financial instruments

122 and

154 to 157

Employment of disabled persons

46

Report of the Directors

LSL Property Services plc is a public limited company incorporated in

England and Wales under the Companies Act 2006 with registered

number 5114014.

The Directors present their report, together with the consolidated

Financial Statements for the year ended 31 December 2024. For

the purpose of the FRC’s Disclosure Guidance and Transparency

Rule (DTR) 4.1.8R, the Strategic Report on pages 4 to 59 is also the

Management Report for the year ended 31 December 2024.

The Report of the Directors comprises the Corporate Governance

Report (on pages 64 to 71), the Report of the Directors (on pages

99 to 103) and the Shareholder Information section (on pages 174

and 175). Related information can also be found in the Audit &

Risk Committee Report, the Nominations Committee Report, the

Directors’ Remuneration Report and our Sustainability Report.

The Companies Act 2006 requires us to prepare a Strategic Report

– this appears on pages 4 to 59 of this Annual Report and Accounts.

As permitted by Section 414C(11) of the Companies Act 2006, some

matters required to be included in the Report of the Directors have

instead been included in the Strategic Report and are incorporated

by reference in this Report of the Directors. The Strategic Report

provides information on the Group’s operations and business model.

The following information required to be included in a directors’

report is provided in other appropriate sections of the Annual Report

and Accounts and is incorporated in this Report of the Directors by

reference in this table.

Articles of Association

The Company’s Articles of Association (the Articles) set out the

internal regulations of the Company and cover such matters as the

rights of Shareholders, the appointment and removal of Directors,

and the conduct of the Board and general meetings.

The Articles can only be amended by special resolution, with a

majority of 75% or greater of votes in favour from those voting in

person or by proxy at a general meeting of the Shareholders.

Directors

The Directors of the Company who were in office at the date of

signing the Financial Statements are listed on pages 60 and 61,

together with details of their date of appointment, skills, experience

and current external appointments.

David Barral stood down from the Board on 26 February 2024. Simon

Embley stood down on 1 May 2024.

Appointment and replacement of Directors

The Articles give the Directors the power to appoint and replace

Directors. Appointments must be recommended by the Nominations

Committee for approval by the Board.

The Articles require Directors to retire at the AGM following their

appointment and also at the AGM held in the third calendar year

after election or last re-election. However, to comply with the 2018

UK Corporate Governance Code, all the Directors submit themselves

for election or re-election at each AGM. In 2025 the only Director

who will not do so is David Stewart who will retire with effect from 30

April 2025.

Directors’ interests and conflicts

The Directors have a statutory duty to avoid conflicts of interest.

The Board has established a procedure to deal with any potential or

actual conflicts of interest and to ensure that all such interests are

disclosed and, where appropriate, authorised by the Board (with any

limits or conditions imposed as applicable) in accordance with the

Articles and the Companies Act 2006. Directors are advised of the

procedure for managing conflicts as part of their induction.

A register of conflicts of interest, which is maintained by the Group

Company Secretary, records all disclosed conflicts or potential

conflicts, with all approvals recorded in the minutes of the meeting at

which the conflict was approved.

The management of potential conflicts has been operating in

accordance with the procedure throughout the year in review and

subsequently. During the year, the only Director who was materially

interested in any contract that is or was significant to the Group was

Simon Embley who had a direct interest in Pivotal Growth (our joint

venture with Pollen Street Capital) and an indirect shareholding in

Southern Home Move Ltd, a Group subsidiary. As disclosed on page

70, a consultancy contract is in place between the Company and

Fincorp Limited, with which Adrian Collins is closely associated. This

contract is not deemed to be significant.

Details of the Directors other directorships are included in their

biographies on pages 60 and 61. Information on the Directors’

interests in the shares of the Company are shown on page 95.

Options granted to Directors under the Company's Long Term

Incentive Plan are shown on page 94. More information regarding

employee share option schemes is provided in note 15 to the

Financial Statements on pages 136 to 138.

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AIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPCzAgAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAgHd0rTVbAAAA+DE/fgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8LMCAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACN719+cAAACPSURBVD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAAAAAMAX9UONiIh2sHTn8xVjzc2uJXdvTtzbHrx3KvdnM3bjLGahFOq7YgAAAABJRU5ErkJggg==)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

100

Compensation for loss of office

There are no agreements in place between the Company and any

Director or employee for loss of office in the event of a takeover.

Directors’ indemnity and insurance

The Directors have the benefit of an indemnity in relation to certain

losses and liabilities which they may incur in connection with their

position in the Company or any associated company, which is a

qualifying third-party indemnity provision as defined by section 234

of the Companies Act 2006. This provision was in force during the

financial year and when the Report of the Directors was approved.

The Company maintains appropriate liability insurance for its

Directors and Officers, which provides cover for any legal action

brought against them.

Share capital

As at 31 December 2024, the Company’s issued share capital

comprised 105,158,950 ordinary shares (2023: 105,158,950) with a

nominal value of 0.2 pence each. 1,458,933 ordinary shares (2023:

1,179,439) were held in Treasury which, if deemed fit, the Company

can cancel, sell for cash or transfer for use in an employee share

scheme.

Treasury shares do not receive dividends and are not included when

calculating the total voting rights in the Company. Therefore, the

total number of voting rights in the Company was 103,700,017 at 31

December 2024.

Each issued ordinary share (therefore excluding those held in

Treasury) has the same rights attached to it. This includes the right to

vote at general meetings (one vote per ordinary share), to appoint a

proxy or proxies, to receive dividends and receive communications.

Throughout the year and to the date of this report, the ordinary

shares were publicly listed on the London Stock Exchange. There are

no specific restrictions on the size of shareholding nor on the transfer

of shares which are both governed by the Articles and prevailing

law. The Directors are not aware of any agreements between the

holders of the Company’s shares that may result in restrictions on the

transfer of shares or on voting rights. No person has special rights of

control over the Company’s share capital and all shares are fully paid.

As at 31 December 2024, the LSL Property Services plc Employee

Share Ownership Trust (ESOT) held 174,248 shares and the Share

Incentive Plan (SIP) held 951,904 shares to satisfy options or awards

under the Group’s discretionary share option schemes. The ESOT

Trustees have waived their entitlement to dividends on shares held

under the trust, including future payments. Details of shares held by

the ESOT and SIP are provided in note 28 to the Financial Statements.

As at 31 December 2024, the LSL Property Services plc Employee

Share Incentive Plan held 0.91% (2023: 0.94%) of the Group’s

issued share capital in trust. Shares held in the trust have dividend

and voting rights in accordance with the rules of the scheme. The

Trustees exercise the voting rights for shares held in the trust on

behalf of the participants.

Allotment and repurchase of shares

The powers of the Directors, including in relation to the issue or

buyback of the Company’s shares, are set out in the Companies Act

2006 and the Articles.

At the Company’s AGM on 20 June 2024, Shareholders approved an

authority for the Company to allot ordinary shares up to a maximum

nominal amount of £69,247. It has not used this authority. The

Company intends to renew this authority at its 2025 AGM.

At the Company’s AGM on 20 June 2024, Shareholders approved

that the Company could make market purchases of its own shares

up to a maximum of 10,387,051 shares (being 10% of the issued

share capital less Treasury shares at that time). Purchases must be

at a price not less than the nominal value of each share (being 0.2

pence each) and more than 5% of the average mid-market price for

the preceding five business days. The Company intends to renew this

authority at its 2025 AGM.

On 30 April 2024 the Company launched a share buyback programme

in order to return capital to Shareholders. Under this programme

our broker, Numis Securities Limited, was appointed to manage a

non-discretionary share buyback programme to repurchase ordinary

shares on the Company’s behalf, up to a maximum consideration

of £7 million for a period ending no later than 30 April 2025. The

Company has subsequently extended this programme until the date

of the 2025 AGM.

During the year ended 31 December 2024 the Company purchased

282,494 ordinary shares to hold in Treasury, with a nominal value

of £564.98 at an average price of £3.00 (and £847,665.32 in

aggregate). Since 31 December 2024 a further 144,828 shares have

been purchased and placed into Treasury, with a nominal value of

£289.66 at an average price of £2.80 (and £405,588.37 in aggregate).

Therefore, as at the latest practicable date (20 March 2025), the

Company held 1,603,761 shares in Treasury, representing 1.55% of

the issued share capital of the Company and our total voting rights

were 103,555,189.

Change of control provisions

Certain subsidiaries within the Group are party to agreements

that may take effect, alter, or terminate upon a change of control

following a takeover bid. A significant proportion of the Group’s

income from surveying, valuation, and asset management services

is derived from specific contracts, the termination of which, in

the event of a change of control of the relevant subsidiary, could

materially impact those income streams.

The Group is also party to various banking agreements that include

provisions for termination upon a change of control of the Group.

Under these agreements, all outstanding amounts would become

immediately due and payable in such circumstances.

AGM

The AGM provides an opportunity for Directors to engage with

Shareholders, answer their questions and meet them informally.

Details of the date of, and arrangements for, our 2025 AGM will be

posted on our website (lslps.co.uk) and will be contained within

the Notice of Meeting. We will make an announcement to the

market when the Notice of Meeting (which will include a detailed

explanation of each item to be considered), is available. This will be

at least 20 working days prior to the meeting date.

Report of the Directors continued

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

101

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Substantial shareholdings

The Company has been notified, in accordance with Chapter 5 of the Disclosure and Transparency Rules of the following direct or indirect holdings

of voting rights, including shares and other financial instruments, in the Company’s shares:

Name

As at

31 December

2024

Number of

voting rights

As at

31 December

2024

% of total

voting rights

As at

20 March 2025

Number of

voting rights

As at

20 March 2025

% of total

voting rights

FMR LLC 10,369,990 9.99 10,369,990 10.00

Kinney Asset Management LLC 9,298,489 8.94 9,298,489 8.94

Liontrust Asset Management plc 5,485,475 5.28 5,485,475 5.28

FIL Limited 5,359,534 5.16 5,359,534 5.16

Harris L.P 5,220,081 5.02 5,220,081 5.02

Brandes Investment Partners L.P 5,218,057 5.02 5,218,057 5.02

SFM UK Management LLP 5,082,389 4.89 5,082,389 4.89

Setanta Asset Management Limited 4,093,595 3.94 3,104,228 2.99

Utah State Retirement Systems 3,356,555 3.23 3,356,555 3.23

Franklin Templeton Institutional LLC 3,211,900 3.09 3,211,900 3.09

Individual Shareholders

Simon Embley 6,835,624 6.59 6,835,624 6.59

David Newnes 3,479,910 3.35 3,479,910 3.35

Dividends

The Board proposes a final dividend for 2024 of 7.4 pence per share

(2023: 7.4 pence per share) which, subject to shareholder approval,

will be payable on 27 June 2025 to Shareholders on the register

on 9 May 2025. The shares will go ex-dividend on 8 May 2025.

The proposed final dividend, together with the interim dividend of

4.0 pence per share (2023: 4.0 pence per share), results in a total

dividend for 2024 of 11.4 pence per share (2023: 11.4 pence per

share). Further information on dividends is shown in note 13 of

the Financial Statements and is incorporated into this report by

reference.

Going concern

The Group’s business activities, together with the factors likely to

affect its future development, performance and position are set out

in the Financial and Divisional Reviews section on pages 14 to 25 of

the Strategic Report. The financial position of the Group, its cash

flows, liquidity position and policy for treasury and risk management,

are set out in the Financial Review section of the Strategic Report

on pages 14 to 16. Details of the Group’s borrowing facilities are

set out in note 31. The Group’s objectives, policies and processes

for managing its capital, its financial risk management objectives,

details of its financial instruments and its exposures to credit risk and

liquidity risk are also set out in note 31. A description of the Group’s

principal risks and uncertainties and arrangements to manage these

risks can be found in the Risk Management section of the Strategic

Report on pages 34 to 38.

Having considered this information, made enquiries of management

and reviewed a variety of other data, the Directors have a reasonable

expectation that the Group and the Company have adequate

resources to remain in operation to 30 June 2026. The Board has

therefore continued to adopt the going concern basis in preparing

this Report and the Financial Statements. In making this assessment,

the following were noted by the Board:

•  Working capital requirements are met through cashflows and cash

resources (£32.4m).

•  £60 million undrawn revolving credit facility committed to 2030.

•  Positive position against financial covenants, stress tested under a

number of scenarios.

•  Group revenue would need to reduce by c.25% to utilise all

available cash balances and make us unable to meet our financial

covenants. This scenario is deemed to be remote.

•  Cost mitigations and cash conservation actions, such as pausing

dividends and planned investments, can be applied as mitigants.

In reaching its conclusion on the going concern assessment, the

Board considered the findings of the work performed to support

the Group’s long-term viability statement (pages 39 and 40). This

included assessing forecasts of severe but plausible downside

scenarios related to our principal risks, notably the extent to which

a severe downturn in the UK lending and housing markets, close

to levels seen during the financial crisis in 2008, would affect the

Group’s base forecasts.

More information on the scenarios and testing are included in note 2

to the Financial Statements.

Branch Offices

We do not have any overseas branches.

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

102

Political donations

At the Company’s AGM held on 20 June 2024, the Company and

its subsidiaries received authority from Shareholders under the

Companies Act 2006 to make donations to political parties of up to

£100,000 in total each year. No political donations were made during

2024 (2023: nil).

Independent auditor

As disclosed in the Audit & Risk Committee Report, an audit tender

exercise was undertaken and the Board is recommending that Grant

Thornton UK LLP be appointed as the Group’s auditor for the year

ending 31 December 2025. Therefore, in accordance with section

489 of the Companies Act 2006, resolutions seeking authority for the

appointment of Grant Thornton UK LLP as auditor of the Company

and for the Audit & Risk Committee to be authorised to determine

the auditor’s remuneration will be proposed at the 2025 AGM.

EY will continue as the Group auditor until the AGM and will

therefore complete the Group audit for the year ended 31 December

2024. It is our expectation that, after the completion of the audit of

the Group’s 2024 financial statements, EY will resign as auditor of

the Group and will not stand for reappointment at our 2025 AGM,

creating a casual vacancy. In accordance with the Companies Act

2006, Grant Thornton UK LLP will be appointed by the Directors

to fill the casual vacancy to audit the financial statements of the

Group for the period ending 31 December 2025 and subsequent

financial periods. We expect Grant Thornton’s appointment to be

subsequently ratified at the 2025 AGM.

The Report of the Directors was approved by and signed on behalf of

the Board of Directors.

Debbie Fish

Group Company Secretary

25 March 2025

Listing Rule Information to be included Disclosure

6.6.1(1) Interest capitalised by the Group None

6.6.1(2) Unaudited financial information (LR

9.2.18R)

On 30 January 2025, the Group issued a Full Year Trading Update,

which contained the following unaudited financial information in

relation to profit for 2024 "Group Underlying Operating Profit is

significantly ahead of prior year and slightly ahead of the Board's prior

expectations, with each of our three Divisions reporting an increase in

Underlying Operating Profit."

6.6.1(3) Long-term incentive scheme information

involving Board Directors (LR9.4.3R)

Directors’ Remuneration Report - page 94

6.6.1(4) Waiver of emoluments by a Director None

6.6.1(5) Waiver of future emoluments by a

Director

None

6.6.1(6) Non pre-emptive issues of equity for cash None

6.6.1(7) Non pre-emptive issues of equity for

cash in relation to major subsidiary

undertakings

None

6.6.1(8) Listed company is a subsidiary of another

company

Not applicable

6.6.1(9) Contracts of significance involving a

Director of a controlling shareholder

None

6.6.1(10) Contracts for the provision of services by a

controlling shareholder

None

6.6.1(11) Shareholder waiver of dividends Report of the Directors - page 100

6.6.1(12) Shareholder waiver of future dividends Report of the Directors - page 100

6.6.1(13) Agreement with controlling shareholder None

Disclosure table pursuant to UK Listing Rule 6.6.1R

Report of the Directors continued

All data is as at 31 December 2024 unless specified otherwise

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DhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEnyEAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8DAEAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOFnCAAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPgH+3Z8cmAMJAAEVPkwEcyxkc0lWcw94+tlp5aiPyXhfIQbjuEwBA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

103

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Statement of Directors’ Responsibilities in Respect of

the Annual Report and the Financial Statements

The Directors are responsible for preparing the Annual Report

and Financial Statements in accordance with applicable law and

regulations.

Company law requires the Directors to prepare Financial Statements

for each financial year. Under that law, the Directors have prepared

the Group Financial Statements in accordance with UK-adopted

International Accounting Standards (IAS) in conformity with the

requirements of the Companies Act 2006.

The Directors have chosen to prepare the Parent Company Financial

Statements in accordance with United Kingdom Generally Accepted

Accounting Practice (United Kingdom Accounting Standards and

applicable law), including FRS 101 ‘Reduced Disclosure Framework’.

Under Company law, Directors must not approve the Financial

Statements unless they are satisfied that they give a true and fair

view of the state of affairs of the Group and of the profit or loss of

the Group for that period.

In preparing the Parent Company Financial Statements, the Directors

are required to:

•  Select suitable accounting policies and then apply them

consistently.

•   Make judgements and accounting estimates that are reasonable

and prudent.

•  State whether applicable UK Accounting Standards have been

followed, subject to any material departures disclosed and

explained in the Financial Statements.

•  Prepare the Financial Statements on the going concern basis

unless it is inappropriate to presume that the Company and/or

Group will not continue in business.

In preparing the Group Financial Statements, International

Accounting Standard 1 requires that the Directors:

•  Properly select and apply accounting policies.

•  Present information, including accounting policies, in a manner

that provides relevant, reliable, comparable and understandable

information.

•  Provide additional disclosures when compliance with the

specific requirements of the financial reporting framework are

insufficient to enable users to understand the impact of particular

transactions, other events and conditions on the entity's financial

position and financial performance.

•  Make an assessment of the Group's ability to continue as a going

concern.

The Directors are responsible for keeping adequate accounting

records that are sufficient to show and explain the Company's and

Group's transactions and disclose with reasonable accuracy at any

time the financial position of the Company and the Group and

enable them to ensure that the Company and the Group Financial

Statements comply with the Companies Act 2006. They are also

responsible for safeguarding the assets of the Parent Company and

Group and hence for taking reasonable steps for the prevention and

detection of fraud and other irregularities.

The Directors are responsible for the maintenance and integrity of

the corporate and financial information included on the Company's

website. Legislation in the United Kingdom governing the preparation

and dissemination of Financial Statements may differ from legislation

in other jurisdictions.

Directors’ declaration in relation to relevant

audit information

Each of the Directors whose names and functions are set out on

pages 60 and 61 confirm that to the best of their knowledge:

•  There is no relevant audit information of which the Company's

auditor is unaware.

•  Each Director has taken all the steps a director might reasonably

be expected to have taken to be aware of relevant audit

information and to establish that the Company's auditor is aware

of that information.

This confirmation is given and should be interpreted in accordance

with the provisions of Section 418 of the Companies Act 2006.

Directors’ responsibility statement

Each of the Directors whose names and functions are set out on

pages 60 and 61 confirm that to the best of their knowledge:

•  The Financial Statements, prepared in accordance with the

relevant financial reporting framework, give a true and fair view of

the assets, liabilities, financial position and profit of the Company

and undertakings included in the consolidation taken as a whole.

•  The Management Report, comprising the Strategic Report and the

relevant parts of the Directors’ Report, includes a fair review of the

development and performance of the business and the position of

the Company and undertakings included in the consolidation taken

as a whole, together with a description of the principal risks and

uncertainties that they face.

•  The Annual Report and Accounts, taken as a whole, is fair, balanced

and understandable and provides the information necessary for

Shareholders to assess the Company's position, performance,

business model and strategy.

This statement was approved by and signed on behalf of the Board of

Directors.

Debbie Fish

Group Company Secretary

25 March 2025

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

104

Independent Auditor's Report

to the Members of LSL Property Services Plc

Opinion

In our opinion:

•  LSL Property Services plc’s group financial statements and parent company financial statements (the “financial statements”) give a true and fair

view of the state of the group’s and of the parent company’s affairs as at 31 December 2024 and of the group’s profit for the year then ended;

•  the group financial statements have been properly prepared in accordance with UK adopted international accounting standards;

•  the parent company financial statements have been properly prepared in accordance with United Kingdom Generally Accepted Accounting

Practice; and

•  the financial statements have been prepared in accordance with the requirements of the Companies Act 2006.

We have audited the financial statements of LSL Property Services plc (the ‘parent company’) and its subsidiaries (the ‘group’) for the year ended

31 December 2024 which comprise:

Group Parent company

Group Income Statement for the year ended 31 December 2024 Balance Sheet as at 31 December 2024

Group Statement of Comprehensive Income for the year ended

31 December 2024

Statement of Changes in Equity for the year ended 31 December 2024

Group Balance Sheet as at 31 December 2024 Related notes 1 to 16 to the financial statements including material

accounting policy information.

Group Statement of Cash Flows for the year ended 31 December

2024

Group Statement of Changes in Equity for the year ended

31 December 2024

Related notes 1 to 35 to the financial statements, including material

accounting policy information

The financial reporting framework that has been applied in the preparation of the group financial statements is applicable law and UK adopted

international accounting standards. The financial reporting framework that has been applied in the preparation of the parent company financial

statements is applicable law and United Kingdom Accounting Standards, including FRS 101 “Reduced Disclosure Framework”(United Kingdom

Generally Accepted Accounting Practice).

Basis for opinion

We conducted our audit in accordance with International Standards on Auditing (UK) (ISAs (UK)) and applicable law. Our responsibilities under

those standards are further described in the Auditor’s responsibilities for the audit of the financial statements section of our report. We believe

that the audit evidence we have obtained is sufficient and appropriate to provide a basis for our opinion.

Independence

We are independent of the group and parent in accordance with the ethical requirements that are relevant to our audit of the financial statements

in the UK, including the FRC’s Ethical Standard as applied to listed public interest entities, and we have fulfilled our other ethical responsibilities in

accordance with these requirements.

The non-audit services prohibited by the FRC’s Ethical Standard were not provided to the group or the parent company and we remain independent

of the group and the parent company in conducting the audit.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

105

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Conclusions relating to going concern

In auditing the financial statements, we have concluded that the directors’ use of the going concern basis of accounting in the preparation of the

financial statements is appropriate. Our evaluation of the directors’ assessment of the group and parent company’s ability to continue to adopt the

going concern basis of accounting included:

•   Evaluating the directors’ going concern assessment process to determine whether it was appropriate in the context of our own risk assessment

on going concern;

•  Assessing the appropriateness of the duration of the going concern assessment period to 30 June 2026 and considered the existence of any

significant events or conditions beyond this period based on our procedures over the group’s cash flow forecasts and from knowledge arising

from other areas of the audit;

•  Understanding the basis on which the directors’ going concern assessment was prepared, which included understanding the terms of the group’s

undrawn revolving credit facility; the nature of the facility, facility amount, repayment terms, covenants and attached conditions. We verified via

an independent confirmation that the facility is committed for the entire going concern period and understood the conditions (including financial

conditions) which must exist in order for the facility to be drawn down upon;

•  Verifying the mathematical accuracy of the directors’ going concern model and covenant calculations for the period to 30 June 2026;

•  Challenging the appropriateness of the key assumptions in the directors’ forecasts with reference to industry and economic forecasts and

through consideration of historical forecasting accuracy;

•  Assessing the plausibility of both the directors’ downside scenario analysis and reverse stress testing by considering key market and macro-

economic forecast data across multiple sources and searching for contradictory evidence in relation to the appropriateness of key assumptions.

In addition, we considered whether there could be any material impact of climate change in the going concern period;

•  Performing our independent assessment. This included independent reverse stress testing in order to identify and understand the likelihood of

factors which would lead to the group utilising all available liquidity or breaching the financial covenants attached to the group’s revolving credit

facility during the going concern period;

•  Considering the quantum and timing of mitigating factors available to the directors, the extent to which these are included in the directors’

forecasts and challenged the extent to which these are within the directors’ control; and

•  Reviewing the disclosures made relating to going concern included in the Annual Report & Accounts in order to assess the appropriateness of the

disclosures and conformity with reporting standards.

Based on the work we have performed, we have not identified any material uncertainties relating to events or conditions that, individually or

collectively, may cast significant doubt on the group and parent company’s ability to continue as a going concern for a period to 30 June 2026.

In relation to the group and parent company’s reporting on how they have applied the UK Corporate Governance Code, we have nothing material

to add or draw attention to in relation to the directors’ statement in the financial statements about whether the directors considered it appropriate

to adopt the going concern basis of accounting.

Our responsibilities and the responsibilities of the directors with respect to going concern are described in the relevant sections of this report.

However, because not all future events or conditions can be predicted, this statement is not a guarantee as to the group’s ability to continue as a

going concern.

Overview of our audit approach

Audit scope •  We performed an audit of the complete financial information of eight components and audit procedures on specific

balances for a further three components. We also performed specified audit procedures over certain accounts on

one component. We performed central procedures on financial statement line items as detailed in the “Tailoring the

scope” section below.

Key audit matters •  Inappropriate recognition of revenue around the year end date (including valuation of the commission refund

liability); and

•  The recoverable amount of investments held by the parent company .

Materiality •  Overall Group materiality of £1.3m which represents 5% of profit before tax and certain non-recurring items.

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

106

to the Members of LSL Property Services Plc

Independent Auditor's Report continued

An overview of the scope of the parent company and group audits

Tailoring the scope

In the current year our audit scoping has been updated to reflect the new requirements of ISA (UK) 600 (Revised). We have followed a risk-based

approach when developing our audit approach to obtain sufficient appropriate audit evidence on which to base our audit opinion. We performed

risk assessment procedures, with input from our component auditors, to identify and assess risks of material misstatement of the Group financial

statements and identified significant accounts and disclosures. When identifying components at which audit work needed to be performed to

respond to the identified risks of material misstatement of the Group financial statements, we considered our understanding of the Group and its

business environment, the potential impact of climate change, the applicable financial framework, the group’s system of internal control at the

entity level, the existence of centralised processes, and any relevant internal audit results.

We determined that centralised audit procedures would be performed on cash, goodwill, UK corporation tax and equity balances.

We then identified two components of the group as individually relevant due to materiality or financial size of the component relative to the Group.

These components were the parent company and the Surveying & Valuation component.

We then identified nine additional components as individually relevant to the Group. These components were selected due to their level of

contribution to certain accounts in the Group financial statements over which we have identified risks of material misstatement. These components

were within the Estate Agency Franchise and the Financial Services segments.

For individually relevant components, we identified the significant accounts where audit work needed to be performed at these components by

applying professional judgement, having considered the group significant accounts on which centralised procedures will be performed, the reasons

for identifying the financial reporting component as an individually relevant component and the size of the component’s account balance relative to

the group significant financial statement account balance.

We then considered whether the remaining group significant account balances not yet subject to audit procedures, in aggregate, could give rise

to a risk of material misstatement of the group financial statements. We selected one component of the group to include in our audit scope to

address these risks.

Having identified the components for which work will be performed, we determined the scope to assign to each component.

Of the 12 components selected, we designed and performed audit procedures on the entire financial information of eight components (“full scope

components”). For three components, we designed and performed audit procedures on specific significant financial statement account balances or

disclosures of the financial information of the component (“specific scope components”). For the remaining component, we performed specified

audit procedures to obtain evidence for one or more relevant assertions.

Our scoping to address the risk of material misstatement for each key audit matter is set out in the Key audit matters section of our report.

Involvement with component teams

In establishing our overall approach to the Group audit, we determined the type of work that needed to be undertaken at each of the components

by us, as the Group audit engagement team, or by component auditors operating under our instruction. The Group audit team, led by Mark

Woodward, carried out procedures at six components including components within the Surveying & Valuation segment, Estate Agency Franchise

segment and parent company. The component team carried out procedures over five components within the Financial Services segment.

The Group audit team continued to follow a programme of planned interactions that has been designed to ensure that the Senior Statutory

Auditor meets with the component audit team regularly. These interactions involved meetings with local management and discussions with the

component team on the audit approach and any issues arising from their work. The Group audit team interacted regularly with the component

teams during various stages of the audit, reviewed relevant working papers and were responsible for the scope and direction of the audit process.

Where relevant, the section on key audit matters details the level of involvement we had with component auditors to enable us to determine that

sufficient audit evidence had been obtained as a basis for our opinion on the Group as a whole.

This, together with the additional procedures performed at Group level, gave us appropriate evidence for our opinion on the Group financial

statements.

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

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OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Climate change

Stakeholders are increasingly interested in how climate change will impact LSL Property Services plc. Given the business is in a non-carbon intensive

industry, management does not consider there to be a material impact from climate change. The group has determined that the most significant

future impacts from climate change on its operations will be from physical risks, such as severe weather events impacting office-based locations,

as well as transition risks such as policy and regulation changes. However, with a predominantly leased property footprint, group management

concludes there is little risk of significant business disruption and no significant financial impact from climate change in the medium term. These

are explained on pages 49 to 59 in the required Task Force on Climate Related Financial Disclosures and on pages 35 to 38 in the principal risks and

uncertainties. They have also explained their climate commitments on pages 49 to 59. All of these disclosures form part of the “Other information,”

rather than the audited financial statements. Our procedures on these unaudited disclosures therefore consisted solely of considering whether

they are materially inconsistent with the financial statements or our knowledge obtained in the course of the audit or otherwise appear to be

materially misstated, in line with our responsibilities on “Other information”.

In planning and performing our audit we assessed the potential impacts of climate change on the group’s business and any consequential material

impact on its financial statements.

The group has explained in Note 2 to the group financial statements its articulation of how climate change has been reflected in the financial

statements. The group did not identify any climate risk that would materially impact the carrying values of the group’s assets or have any

other material impact on other areas of the financial statements. The group has explained how the impact of climate change aligns with their

commitment to the aspirations of the Paris Agreement to achieve net zero emissions by 2050. These disclosures also explain where governmental

and societal responses to climate change risks are still developing, and where the degree of certainty of these changes means that they cannot

be taken into account when determining asset and liability valuations under the requirements of UK adopted international accounting standards.

There are no significant judgements or estimates relating to climate change in the notes to the financial statements due to the group’s assessment

that there is no significant financial impact from climate change on the group given the nature of its operations.

Our audit effort in considering the impact of climate change on the financial statements was focused on evaluating management’s assessment

of the impact of climate risk, physical and transition, their climate commitments. As part of this evaluation, and in conjunction with our Climate

specialists, we performed our own risk assessment to determine the risks of material misstatement in the financial statements from climate change

which needed to be considered in our audit.

We also challenged the directors’ considerations of climate change risks in their assessment of going concern and viability and associated

disclosures. Where considerations of climate change were relevant to our assessment of going concern, these are described above.

Based on our work we have not identified the impact of climate change on the financial statements to be a key audit matter or to impact a key

audit matter.

Key audit matters

Key audit matters are those matters that, in our professional judgement, were of most significance in our audit of the financial statements of the

current period and include the most significant assessed risks of material misstatement (whether or not due to fraud) that we identified. These

matters included those which had the greatest effect on: the overall audit strategy, the allocation of resources in the audit; and directing the efforts

of the engagement team. These matters were addressed in the context of our audit of the financial statements as a whole, and in our opinion

thereon, and we do not provide a separate opinion on these matters.

In the current year, we have added one key audit matter that was not reported as key audit matters in our 2023 report. This relates to the

recoverable amount of investments held by the Parent Company (this key audit matter relates to the Parent Company only).

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

108

to the Members of LSL Property Services Plc

Independent Auditor's Report continued

Risk  Our response to the risk

Inappropriate recognition of revenue around the year end

(including valuation of the commission refund liabilities) (Group

only)

Refer to the Audit & Risk Committee Report (page 77); Accounting

policies (page 118); Note 3 (page 126) and note 23 (page 149) of the

Consolidated Financial Statements.

The group has reported revenue from continuing operations of

£173.2m (2023: £144.4m).

The group has recognised a commission refund liability of £3.4m

(2023: £2.9m).

The risk was one of the most significant assessed risks of material

misstatement due to the potential for bias or error in the timing of

transactions.

There is also judgement in the value of commission income that will

be clawed back.

We identified the following specific risks of fraud and error in respect

of improper revenue recognition and management override given the

nature of the group’s services:

•  Inappropriate cut-off of revenue around the year end date; and

•  Inappropriate measurement of the reduction to revenue recorded

for expected clawback of commissions on lapsed insurance policies.

At each full and specific scope audit component with material revenue

streams, we:

•  Performed walkthroughs of each significant stream of revenue and

confirmed the existence of key controls around the recognition of

revenue and measurement of the commission refund liability;

•  Performed cut-off testing for a period before and after the year end

date. These procedures have been performed with reference to

underlying contracts and evidence of management’s assessment of

the point of revenue recognition. This included assessment of the

appropriateness of the cut-off model applied by management in

the Financial Services segment;

•  Performed transactional testing through to underlying contracts

and data analysis procedures to assess the recognition of revenue

around the year end, as relevant to the respective component.

Where items did not follow the expected transaction flow, we

investigated outliers and corroborated to third party evidence

where appropriate;

•  Performed targeted journal entry testing with a focus on entries

posted to revenue accounts.

For the commission refund liability, we:

•  Considered the appropriateness of the model and its compliance

with relevant accounting standards;

•  Verified the appropriateness of the insurance policy lapse rate

applied in the commission refund liability model, and where

relevant, tested a sample of historical lapses to third-party

evidence; and

•  Tested the underlying calculations for arithmetical accuracy and

consistency across the group.

Key observations communicated to the Audit Committee

We have not identified any material misstatements in the revenue recognised in the year.

We performed full scope audit procedures over this risk in ten components which covered 94% of Group revenue and 97% of the commission

refund liability. The primary audit team issued Group audit instructions to the component teams which included specific substantive procedures

to address the risk of material misstatement in relation to revenue recognition and the valuation of commission refund liabilities.

The primary audit team reviewed the component team’s key revenue, commission refund liability and journal entry audit workpapers which

were executed in line with the Group audit instructions.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

109

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Risk  Our response to the risk

The recoverable amount of investments held by the parent

company (Parent only)

Refer to the Audit & Risk Committee Report (page 77); Accounting

policies (page 118); and Note 3 of the Parent Company Financial

Statements (page 167).

The carrying value of the parent company’s investments in

subsidiaries at 31 December 2024 is £122.4m (2023: £113.5m).

We do not consider the recoverability of investments in subsidiaries

to be at a high risk of significant misstatement, or to be subject to a

significant level of judgement. However, due to their materiality in

the context of the parent company accounts, this is considered to be

an area which had significant effect on our overall audit strategy and

allocation of resources in planning and completing our audit of LSL

Property Services plc.

For certain investments, indicators of impairment exist. The indicators

arise due to the performance of the underlying business, or their

financial position, of the investee.

Accounting standards require the recoverable amount to be

determined at the higher of fair value less cost of disposal and value

in use (VIU). The most significant judgements applied in determining

the VIU of investments in which there are indicators of impairment is

the projection of cashflows from the group’s budgets, which is based

on assumptions around future financial performance and is inherently

uncertain.

Significant assumptions in the forecast future financial performance

include sales growth rates, operating margins and the discount rate

applied to future cashflows.

In respect of each individually material investment with impairment

indicators, we:

•  Performed walkthrough procedures in respect of management’s

process and understood the key inputs and significant assumptions

in the assessment. Our walkthrough included the identification

of key risk-responsive controls and evaluating their design

effectiveness;

•  Assessed the appropriateness of the methodology used and tested

the arithmetical accuracy of the assessment and tied back key

inputs in the model to source data;

•  Independently assessed which investments exhibited indicators of

impairment;

•  Compared the carrying amount of the investments with

management’s value in use calculation, being an estimate of the

minimum recoverable amount;

•  Challenged and evaluated the appropriateness of the assumptions

used in the forecasts and comparing the forecasts to other areas of

our audit for consistency;

•  Considered the reasonableness of the forecasts by considering the

historical accuracy of the previous forecasts as well as third-party

industry forecasts;

•  Assessed the appropriateness of other inputs, such as discount

rate, through engaging specialists to provide views on an

appropriate discount rate range; and

•  Evaluated the appropriateness of the parent company’s disclosures

in respect of the investment in subsidiaries in the context of

management’s assessment.

Key observations communicated to the Audit & Risk Committee

Whilst this is an area of estimation uncertainty, we have concluded that the carrying value of the parent company’s investments in subsidiaries

is reasonably stated and disclosed appropriately.

The primary team performed audit procedures over 100% of the parent company’s investments in subsidiaries balance.

Our application of materiality

We apply the concept of materiality in planning and performing the audit, in evaluating the effect of identified misstatements on the audit and in

forming our audit opinion.

Materiality

The magnitude of an omission or misstatement that, individually or in the aggregate, could reasonably be expected to influence the economic

decisions of the users of the financial statements. Materiality provides a basis for determining the nature and extent of our audit procedures.

We determined materiality for the Group to be £1.3 million (2023: £0.7 million), which is 5% of adjusted profit before tax from continuing activities

(2023: 0.5% of group revenue from continuing activities). We have adjusted profit before tax to account for certain non-recurring items which

include movements in the contingent consideration assets, financial services acquisition costs, financial services appointed representative costs and

financial services post-acquisition support costs.

We believe that adjusted profit before tax from continuing activities provides us with the most relevant performance measure to the stakeholders

of the group because it excludes the distorting effect of large, unusual adjustments. The increase in basis for materiality is driven by the

improvement in the financial performance of the Group.

We determined materiality for the Parent Company to be £0.7 million (2023: £0.8 million), which is 1% (2023: 1%) of equity. For our testing of

parent company balances that are consolidated in the group financial statements, an allocation of group performance materiality was used.

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

110

to the Members of LSL Property Services Plc

Independent Auditor's Report continued

Performance materiality

The application of materiality at the individual account or balance level. It is set at an amount to reduce to an appropriately low level the probability

that the aggregate of uncorrected and undetected misstatements exceeds materiality.

On the basis of our risk assessments, together with our assessment of the Group’s overall control environment, our judgement was that

performance materiality was 50% (2023: 50%) of our planning materiality, namely £0.6m (2023: £0.3m). We have set performance materiality at

this percentage to reflect our prior audit experience of the Group.

Audit work was undertaken at component locations for the purpose of responding to the assessed risks of material misstatement of the group

financial statements. The performance materiality set for each component is based on the relative scale and risk of the component to the Group as

a whole and our assessment of the risk of misstatement at that component. In the current year, the range of performance materiality allocated to

components was £0.1m to £0.5m (2023: £0.1m to £0.2m).

Reporting threshold

An amount below which identified misstatements are considered as being clearly trivial.

We agreed with the Audit Committee that we would report to them all uncorrected audit differences in excess of £0.06m (2023: £0.03m), which is

set at 5% of planning materiality, as well as differences below that threshold that, in our view, warranted reporting on qualitative grounds.

We evaluate any uncorrected misstatements against both the quantitative measures of materiality discussed above and in light of other relevant

qualitative considerations in forming our opinion.

Other information

The other information comprises the information included in the annual report set out on pages 1 to 103 and pages 172 to 175, other than the

financial statements and our auditor’s report thereon. The directors are responsible for the other information contained within the annual report.

Our opinion on the financial statements does not cover the other information and, except to the extent otherwise explicitly stated in this report, we

do not express any form of assurance conclusion thereon.

Our responsibility is to read the other information and, in doing so, consider whether the other information is materially inconsistent with the

financial statements or our knowledge obtained in the course of the audit or otherwise appears to be materially misstated. If we identify such

material inconsistencies or apparent material misstatements, we are required to determine whether this gives rise to a material misstatement in

the financial statements themselves. If, based on the work we have performed, we conclude that there is a material misstatement of the other

information, we are required to report that fact.

We have nothing to report in this regard.

Opinions on other matters prescribed by the Companies Act 2006

In our opinion, the part of the directors’ remuneration report to be audited has been properly prepared in accordance with the Companies Act

2006.

In our opinion, based on the work undertaken in the course of the audit:

•  the information given in the strategic report and the directors’ report for the financial year for which the financial statements are prepared is

consistent with the financial statements; and

•  the strategic report and the directors’ report have been prepared in accordance with applicable legal requirements.

Matters on which we are required to report by exception

In the light of the knowledge and understanding of the group and the parent company and its environment obtained in the course of the audit, we

have not identified material misstatements in the strategic report or the directors’ report.

We have nothing to report in respect of the following matters in relation to which the Companies Act 2006 requires us to report to you if, in our

opinion:

•  adequate accounting records have not been kept by the parent company, or returns adequate for our audit have not been received from

branches not visited by us; or

•  the parent company financial statements and the part of the Directors’ Remuneration Report to be audited are not in agreement with the

accounting records and returns; or

•  certain disclosures of directors’ remuneration specified by law are not made; or

•  we have not received all the information and explanations we require for our audit.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

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OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Corporate Governance Statement

We have reviewed the directors’ statement in relation to going concern, longer-term viability and that part of the Corporate Governance Statement

relating to the group and company’s compliance with the provisions of the UK Corporate Governance Code specified for our review by the UK

Listing Rules.

Based on the work undertaken as part of our audit, we have concluded that each of the following elements of the Corporate Governance

Statement is materially consistent with the financial statements or our knowledge obtained during the audit:

•  Directors’ statement with regards to the appropriateness of adopting the going concern basis of accounting and any material uncertainties

identified set out on page 101;

•  Directors’ explanation as to its assessment of the company’s prospects, the period this assessment covers and why the period is appropriate set

out on page 39;

•  Directors’ statement on whether it has a reasonable expectation that the group will be able to continue in operation and meets its liabilities set

out on page 101;

•  Directors’ statement on fair, balanced and understandable set out on page 103;

•  Board’s confirmation that it has carried out a robust assessment of the emerging and principal risks set out on page 103;

•  The section of the annual report that describes the review of effectiveness of risk management and internal control systems set out on page 80;

and

•  The section describing the work of the audit committee set out on page 79.

Responsibilities of directors

As explained more fully in the directors’ responsibilities statement set out on page 103, the directors are responsible for the preparation of the

financial statements and for being satisfied that they give a true and fair view, and for such internal control as the directors determine is necessary

to enable the preparation of financial statements that are free from material misstatement, whether due to fraud or error.

In preparing the financial statements, the directors are responsible for assessing the group and parent company’s ability to continue as a going

concern, disclosing, as applicable, matters related to going concern and using the going concern basis of accounting unless the directors either

intend to liquidate the group or the parent company or to cease operations, or have no realistic alternative but to do so.

Auditor’s responsibilities for the audit of the financial statements

Our objectives are to obtain reasonable assurance about whether the financial statements as a whole are free from material misstatement,

whether due to fraud or error, and to issue an auditor’s report that includes our opinion. Reasonable assurance is a high level of assurance, but is

not a guarantee that an audit conducted in accordance with ISAs (UK) will always detect a material misstatement when it exists. Misstatements

can arise from fraud or error and are considered material if, individually or in the aggregate, they could reasonably be expected to influence the

economic decisions of users taken on the basis of these financial statements.

Explanation as to what extent the audit was considered capable of detecting irregularities, including fraud

Irregularities, including fraud, are instances of non-compliance with laws and regulations. We design procedures in line with our responsibilities,

outlined above, to detect irregularities, including fraud. The risk of not detecting a material misstatement due to fraud is higher than the risk of

not detecting one resulting from error, as fraud may involve deliberate concealment by, for example, forgery or intentional misrepresentations, or

through collusion. The extent to which our procedures are capable of detecting irregularities, including fraud is detailed below.

However, the primary responsibility for the prevention and detection of fraud rests with both those charged with governance of the company and

management.

•  We obtained an understanding of the legal and regulatory frameworks that are applicable to the group and determined that the most significant

are those that relate to the reporting frameworks (UK adopted international accounting standards, FRS 101, Companies Act, 2006 and the UK

Corporate Governance Code, 2018) and the relevant tax compliance regulations.

•  We understood how LSL Property Services plc is complying with those frameworks by making enquiries of management, internal audit, those

responsible for legal and compliance procedures and the Company Secretary. We corroborated our enquiries through our review of board

minutes and papers provided to the Audit & Risk Committee, also, where necessary, reports provided to other Committees of the Board, and

attendance at all meetings of the Audit & Risk Committee.

•  We assessed the susceptibility of the group’s financial statements to material misstatement, including how fraud might occur by meeting with

management from various components of the group to understand where it considered there was a susceptibility to fraud. We also considered

performance targets and their propensity to influence efforts made by management to manage earnings. We considered the programmes

and controls that the group has established to address risks identified, or that otherwise prevent, deter and detect fraud; and how senior

management monitors those programmes and controls. Where the risk was considered to be higher, we performed audit procedures to address

each identified fraud risk or other risk of material misstatement. These procedures included those on revenue recognition detailed above and

the testing of manual journals and were designed to provide reasonable assurance that the financial statements were free from material fraud

and error.

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LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

112

to the Members of LSL Property Services Plc

Independent Auditor's Report continued

•  Based on this understanding we designed our audit procedures to identify non-compliance with such laws and regulations. Our procedures

involved journal entry testing, with a focus on manual consolidation journals and journals indicating large or unusual transactions based on

our understanding of the group; enquiries of legal counsel, management and internal audit; and testing as described above. In addition, we

completed procedures to conclude on the compliance of the disclosures in the Annual Report and Accounts with the requirements of the

relevant accounting standards, UK legislation and the UK Corporate Governance Code 2018.

•  The Group is authorised to provide certain financial services by the Financial Conduct Authority. As such, the Senior Statutory Auditor considered

the experience and expertise of the Group audit engagement team and the component audit teams to ensure that the team had the appropriate

competence and capabilities, which included the use of specialists where appropriate.

A further description of our responsibilities for the audit of the financial statements is located on the Financial Reporting Council’s website at

https://www.frc.org.uk/auditorsresponsibilities. This description forms part of our auditor’s report.

Other matters we are required to address

•  Following the recommendation from the audit committee we were appointed by the company on 7 July 2004 to audit the financial statements

for the year ending 31 December 2004 and subsequent financial periods.

•  The period of total uninterrupted engagement including previous renewals and reappointments is 21 years, covering the years ending

31 December 2004 to 31 December 2024. LSL Property Services plc listed on the London Stock Exchange in 2006.

•  The audit opinion is consistent with the additional report to the Audit & Risk Committee.

Use of our report

This report is made solely to the company’s members, as a body, in accordance with Chapter 3 of Part 16 of the Companies Act 2006. Our audit

work has been undertaken so that we might state to the company’s members those matters we are required to state to them in an auditor’s report

and for no other purpose. To the fullest extent permitted by law, we do not accept or assume responsibility to anyone other than the company and

the company’s members as a body, for our audit work, for this report, or for the opinions we have formed.

Mark Woodward (Senior statutory auditor)

for and on behalf of Ernst & Young LLP, Statutory Auditor

London

25 March 2025

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113

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Group Income Statement

for the year ended 31 December 2024

Note

2024

£’000

2023

£’000

Continuing operations:

Revenue 3 173,175 144,418

Operating expenses:

Employee costs 15 (105,200)  (99,090)

Depreciation on property, plant and equipment and right-of-use assets 18 (3,160)  (3,362)

Other operating costs   (37,609)  (31,046)

Other gains/(losses) 3 532 (211)

Share of post-tax loss from joint venture 20 (6)  (390)

Share-based payments (charge)/credit 15 (920)  164

Amortisation of intangible assets 17 (2,988)  (2,258)

Exceptional gains 9 1,745 9,320

Exceptional costs 9 (4,109)  (13,767)

Contingent consideration payable 24 426 (31)

Group operating profit 4 21,886 3,747

Finance income 7 2,868 2,817

Finance cost 8 (1,741)  (1,701)

Net finance income   1,127 1,116

Profit before tax   23,013 4,863

Taxation (charge)/credit 16 (5,247)  3,170

Profit for the period from continuing operations   17,766 8,033

Discontinued operations:

Loss for period from discontinued operations 6 (377) (46,093)

Profit/(Loss) for the period   17,389 (38,060)

Attributable to:

Owners of the parent   17,363 (38,001)

Non-controlling interest   26 (59)

17,389 (38,060)

Earnings per share from continuing operations (expressed as pence per share):

Basic 12 17.3 7.9

Diluted 12 17.1 7.8

Earnings/(Loss) per share from total operations (expressed in pence per share):

Basic 12 16.9 (36.9)

Diluted 12 16.8 (36.6)

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114

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Group Statement of Comprehensive Income

for the year ended 31 December 2024

Note

2024

£’000

2023

£’000

Profit/(Loss) for the year   17,389 (38,060)

Items that will not to be reclassified to profit and loss in subsequent periods:

Revaluation of financial assets not recycled through the income statement   – (116)

Tax on revaluation   – (1)

Total other comprehensive loss for the year, net of tax   – (117)

Total comprehensive profit/(loss) for the year, net of tax   17,389 (38,177)

Attributable to:

Owners of the parent   17,363 (38,118)

Non-controlling interest   26 (59)

The notes on pages 118 to 162 form part of these Financial Statements.

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)

115

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Group Balance Sheet

as at 31 December 2024

Note

2024

£’000

2023

£’000

Non-current assets

Goodwill 17 16,855 16,855

Other intangible assets 17 29,861 21,461

Property, plant and equipment and right-of-use assets 18 6,401 6,917

Financial assets 19 762 5,407

Deferred tax asset 16 – 166

Investment in sublease 19 447 1,756

Investment in joint venture 20 11,585 9,359

Contract assets   – 329

Loans to franchisees and appointed representatives 19 979 1,655

Total non-current assets   66,890 63,905

Current assets

Trade and other receivables 21 24,811 23,206

Financial assets 19 5,772 54

Loans to joint venture 19 7,607 –

Contract assets   – 40

Investment in sublease 19 385 1,582

Current tax assets 16 846 2,183

Loans to franchisees and appointed representatives 19 867 444

Cash and cash equivalents 22 60,663 58,110

Total current assets   100,951 85,619

Total assets   167,841 149,524

Current liabilities

Financial liabilities 24 (5,597)  (3,320)

Trade and other payables 23 (36,778)  (30,485)

Provisions for liabilities 25 (6,316)  (5,903)

Bank overdrafts 22 (28,264)  (23,139)

Total current liabilities   (76,955)  (62,847)

Non-current liabilities

Financial liabilities 24 (3,491)  (5,085)

Deferred tax liability 16 (1,642)  –

Provisions for liabilities 25 (3,869)  (5,647)

Total non-current liabilities   (9,002)  (10,732)

Total liabilities   (85,957)  (73,579)

Net assets   81,884 75,945

Equity

Share capital 27 210 210

Share premium account 28 5,629 5,629

Share-based payment reserve 28 2,634 3,564

Shares held by employee benefit trust and share incentive plan 2,28 (1,510)  (2,871)

Treasury shares 28 (4,831)  (3,983)

Fair value reserve 28 (385)  (385)

Retained earnings   80,417 74,087

Total equity attributable to owners of the parent   82,164 76,251

Non-controlling interest   (280)  (306)

Total equity   81,884 75,945

The notes on pages 118 to 162 form part of these Financial Statements.

The Financial Statements were approved by and signed on behalf of the Board by:

David Stewart

Group Chief Executive Officer

Adam Castleton

Group Chief Financial Officer and Chief Executive Officer Designate

25 March 2025 25 March 2025

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116

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Group Statement of Cash Flows

for the year ended 31 December 2024

Note

2024

£’000

2023

£’000

Profit before tax from continuing operations   23,013 4,863

Loss before tax from discontinued operations   (518) (45,425)

Profit/(loss) before tax   22,495 (40,562)

Adjustments for:

Exceptional costs 9 4,187 57,650

Exceptional gains 9 (1,745)  (9,320)

Contingent consideration payable 24 (426)  31

Depreciation of tangible assets 18 3,160 4,512

Amortisation of intangible assets 17 2,988 2,660

Share-based payments 15 920 (109)

Loss on disposal of property, plant and equipment and right-of-use assets   (31)  (2)

Loss from joint venture 20 6 390

Recognition of investments at fair value through the income statement 19 (482)  279

Decrease in contract assets   369 410

Finance income 7 (2,868)  (2,817)

Finance costs 8 1,741 1,811

Operating cash flows before movements in working capital   30,314 14,933

Movements in working capital

(Increase)/decrease in trade and other receivables   (1,356)  909

Increase/(decrease) in trade and other payables   5,552 (13,130)

(Decrease)/increase in provisions   (1,493)  1,203

2,703 (11,018)

Cash generated from operations   33,017 3,915

Interest paid (leases) 26 (455)  (580)

Interest received (leases) 26 96 140

Income taxes paid   (1,799)  –

Exceptional costs paid   (3,066)  (10,391)

Net cash generated/(expended) from operating activities   27,793 (6,916)

Cash flows used in investing activities

Interest received 7 1,752 1,599

Disposal of businesses, net of cash disposed   – 26,538

Payment of contingent consideration 24 (65)  (2,280)

Receipt of contingent consideration   155 –

Investment in joint venture 20 (2,232)  (4,681)

Proceeds from sale of financial assets 19 119 206

Franchisees and appointed representatives loans granted 19 (1,659)  (2,914)

Franchisees and appointed representatives loan repayments 19 1,702 1,275

Receipt of lease income 26 1,046 1,134

Purchase of property, plant and equipment and intangible assets 17,18 (3,031)  (2,856)

Loans to joint venture 19 (7,607)  –

Purchase of relationship asset 17 (5,695)  –

Cash acquired on purchase of relationship asset   503 –

Net cash (expended)/generated on investing activities   (15,012)  18,021

Cash flows used in financing activities

Repurchase of treasury shares   (848)  –

Proceeds from exercise of share options   173 –

Payment of lease liabilities 14 (2,895)  (4,529)

Dividends paid 13 (11,783)  (11,714)

Net cash expended in financing activities   (15,353)  (16,243)

Net decrease in cash and cash equivalents   (2,572)  (5,138)

Cash and cash equivalents at the beginning of the year 22 34,971 40,109

Cash and cash equivalents at the end of the year 22 32,399 34,971

The notes on pages 118 to 162 form part of these Financial Statements.

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)

117

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Group Statement of Changes in Equity

for the year ended 31 December 2024

Share

capital

£’000

Share

premium

account

£’000

Share-

based

payment

reserve

£’000

Shares

held by

EBT and

SIP

£’000

Treasury

shares

£’000

Fair value

reserve

£’000

Retained

earnings

£’000

Equity

attributable

to owners

of the

parent

£’000

Non-

controlling

interest

£’000

Total equity

£’000

At 1 January 2024 210 5,629 3,564 (2,871)  (3,983)  (385)  74,087 76,251 (306)  75,945

Profit for the year – – – – – – 17,363 17,363 26 17,389

Total comprehensive income

for the year – – – – – – 17,363 17,363 26 17,389

Shares repurchased into

treasury – – – – (848)  – – (848)  – (848)

Exercise of options – – (943)  1,361 – – (245)  173 – 173

Vested share options lapsed

during the year – – (995)  – – – 995 – – –

Dividend paid – – – – – – (11,783)  (11,783)  – (11,783)

Share-based payments – – 920 – – – – 920 – 920

Tax on share-based payments – – 88 – – – – 88 – 88

At 31 December 2024 210 5,629 2,634 (1,510)  (4,831)  (385)  80,417 82,164 (280)  81,884

During the period, 383,216 share options were exercised relating to LSL’s various share option schemes resulting in the shares being sold by the

Employee Benefit Trust. LSL received £0.2m on exercise of these options.

for the year ended 31 December 2023

Share

capital

£’000

Share

premium

account

£’000

Share-

based

payment

reserve

£’000

Shares

held by

EBT and

SIP

£’000

Treasury

shares

£’000

Fair value

reserve

£’000

Retained

earnings

£’000

Equity

attributable

to owners of

the parent

£’000

Non-

controlling

interest

£’000

Total equity

£’000

At 1 January 2023 210 5,629 5,331 (5,457)  (3,983)  (20,239)  144,133 125,624 428 126,052

Loss for the year – – – – – – (38,001)  (38,001)  (59)  (38,060)

Revaluation of financial assets – – – – – (116)  – (116)  – (116)

Tax on revaluations – – – – – (1)  – (1)  – (1)

Total comprehensive loss for

the year – – – – – (117)  (38,001)  (38,118)  (59)  (38,177)

Acquisition of non-controlling

interests – – – – – – 675 675 (675)  –

Exercise of options – – (1,106)  2,586 – – (1,480)  – – –

Vested share options lapsed

during the year – – (445)  – – – 445 – – –

Dividend paid – – – – – – (11,714)  (11,714)  – (11,714)

Fair value reclassification

following disposals – – – – – 19,971 (19,971)  – – –

Share-based payments – – (109)  – – – – (109)  – (109)

Tax on share-based payments – – (107)  – – – – (107)  – (107)

At 31 December 2023 210 5,629 3,564 (2,871)  (3,983)  (385)  74,087 76,251 (306)  75,945

During the period, 567,665 share options were exercised relating to LSL’s various share option schemes resulting in the shares being sold by the

Employee Benefit Trust. LSL received £nil on exercise of these options.

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118

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements

for the year ended 31 December 2024

1.  General information

The Group Financial Statements of LSL and its subsidiaries for the year ended 31 December 2024 were authorised for issue by the Board of

Directors on 25 March 2025. LSL is a company which is listed on the London Stock Exchange, incorporated and domiciled in England and Wales and

the Group operates Financial Services, Surveying & Valuation and Estate Agency Franchising businesses.

2.  Accounting policies, judgements and estimates

2.1  Basis of preparation

The accounting policies which follow set out material information about the accounting policies which apply in preparing the Financial Statements

for the year ended 31 December 2024. The policies have been applied consistently to all years presented.

The Group’s Financial Statements are

presented in pound sterling and all values are rounded to the nearest thousand pounds (£’000) except when otherwise indicated.

These Financial Statements have been prepared in accordance with UK-adopted International Accounting Standards. The Group Financial

Statements have been prepared on a going concern basis under the historical cost convention and on a historical cost basis, except for certain debt

and equity financial assets that have been measured at fair value.

In preparing the Financial Statements management has considered the impact of climate change, which is described in detail in our TCFD and CFD

Statement. The Group has assessed climate-related risks, covering both physical risks and transition risks. In the short (0-3 years) to medium term

(4-9 years). Climate-related matters have a relatively low impact on LSL’s strategy and business model, and therefore there is a high degree of

resilience. However, there are number of risks that may result in increased costs and have an impact on operations that, whilst unlikely to have a

significant impact, are factored into our business and financial planning. Over the long term (beyond 10 years), there could be physical risks, such

as severe weather, flooding events, increase in temperature and rising sea levels, as well as transition risks such as policy and regulation changes.

The risk to the Group’s own premises as a result of climate change is considered low, the majority of our property portfolio is leased, and we would

not expect significant climate-related costs during the remainder of our current lease terms. The impact of climate change in the medium to long

term is likely to be localised and have varying degrees of impact on the areas where we work and our revenue profile. This could have an impact on

the carrying value of goodwill and investments.

2.2  Basis of consolidation

The consolidated Financial Statements comprise the Financial Statements of the Company and its subsidiaries as at 31 December 2024. The

financial year represents the year from 1 January 2024 to 31 December 2024.

Subsidiaries

Subsidiaries are consolidated from the date that control commences until the date control ceases. A change in the ownership interest of a

subsidiary, without a loss of control, is accounted for as an equity transaction.

Interest in joint venture

The Group’s share of the results of joint venture is included in the Group Income Statement using the equity method of accounting. Investment

in joint ventures are carried in the Group Balance Sheet at cost plus post-acquisition changes in the Group’s share of the net assets of the entity,

less any impairment in value. Goodwill relating to the joint venture is included in the carrying amount of the investment and is not tested for

impairment individually. Unrealised gains and losses resulting from transactions between the Group and the joint venture are eliminated to the

extent of the interest in the joint venture.

In addition, when there has been a change recognised directly in the equity of the joint venture, the Group recognises its share of any changes,

when applicable, in the statement of changes in equity.

The Financial Statements of the joint venture are prepared for the same reporting period as the Group. When necessary, adjustments are made to

bring the accounting policies in line with those of the Group.

2.3  Going concern

The Group’s business activities, together with the factors likely to affect its future development, performance and position, are set out in the

Financial and Divisional Reviews section (page 14) of the Strategic Report. The financial position of the Group, its cash flows, liquidity position and

policy for treasury and risk management are described in the Financial Review section of the Strategic Report (page 14). Details of the Group’s

borrowing facilities are set out in note 31. The Group’s objectives, policies and processes for managing its capital, its financial risk management

objectives, details of its financial instruments, and its exposures to credit risk and liquidity risk are also set out in note 31. A description of the

Group’s principal risks and uncertainties and arrangements to manage these risks can be found in the Risk Management section of the Strategic

Report on page 34.

The UK Corporate Governance Code requires the Board to assess and report on the prospects of the Group and whether the business is a going

concern. In considering this requirement, the Directors have taken into account the Group’s forecast cash flows, liquidity, borrowing facilities and

related covenant requirements and the expected operational activities of the Group.

The Group expects to continue to meet its day-to-day working capital requirements through cashflows generated by its trading activities and

available cash resources (31 December 2024: £32.4m). The Group’s banking facility, a £60.0m committed revolving credit facility has a maturity

date of January 2030. The Group has not currently utilised the facility leaving £60.0m of available undrawn committed borrowing facilities in

![Graphics](data:image/png;base64,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)

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

respect of which all conditions precedent had been met. The facility agreement contains financial covenants, including minimum net debt to

EBITDA ratio, which mean that, under downside scenarios, the full facility would not be available in the going concern period. In January 2025, LSL

amended and restated the previous RCF facility that had a maturity date of May 2026. The renewed facility now matures in January 2030 with the

same limit of £60.0m on materially the same basis, including covenants.

The Directors have continued to run a variety of scenario models throughout the year to help the ongoing assessment of risks and opportunities

covering the period to 30 June 2026 (“the going concern period”). In the scenarios, the Directors considered both current trading and external

industry data. In developing a base case forecast the Directors have assumed inflation and interest rates of 2.4% and 4.25%, respectively, by the

end of 2025 and 2.0% and 3.5%, respectively, for 2026.

The Directors have performed a reverse stress test to determine the events and circumstances which would need to arise in order to threaten the

Group’s ability to continue as a going concern. Such scenarios would require a significant reduction in market transaction volumes below the low

point experienced during the Global Financial Crisis and in turn reduce Group revenue by c.25% compared to current performance. Under such a

scenario, all available cash balances would be utilised and the facility would be unavailable due to financial covenants. If severe downside scenarios

arose, there are cost mitigations that could be applied, as well as cash conservation action such as pausing dividend payments and planned

investments. The Directors have concluded that the likelihood of such a severe scenario arising is remote and have concluded that there are no

plausible threats to the Group’s ability to continue through the going concern period. Therefore, the financial information has been prepared

under the going concern basis of preparation.

In reaching its conclusion on the going concern assessment, the Board considered the findings of the work performed to support the Group’s

long-term viability statement. As noted in the Viability Statement, on page 39, this included assessing forecasts of severe but plausible downside

scenarios related to our principal risks, notably the extent to which a severe downturn in the UK lending and housing markets, close to levels seen

during the financial crisis in 2008, would affect the Group’s base forecasts.

Having due regard to the scenarios above and after making appropriate enquiries, the Directors have a reasonable expectation that the Group and

the Company have adequate resources to remain in operation to 30 June 2026. The Board have therefore continued to adopt the going concern

basis in preparing this Report.

2.4  Revenue recognition

Revenue is recognised under IFRS 15. The standard is based on a single model that distinguishes between promises to a customer that are satisfied

at a point in time and those that are satisfied over time. Revenue is recognised when performance obligations are fulfilled.

Financial Services Division

Revenue is earned on mortgage procuration fees and insurance commissions from brokering of protection and general insurance policies. Revenue

from mortgage procuration fees is recognised by reference to the completion date of the mortgage/remortgage on the housing transaction and

revenue from insurance commissions is recognised by reference to the date that the policy goes on risk. The commission refund liability associated

with insurance commissions is recognised as a reduction in revenue which is calculated with reference to historical refunds which have occurred,

commission refund liabilities are recorded within trade and other payables.

The Group acts as both a principal and agent depending on its arrangements with the lenders and broker firms. In scenarios where the Group

determines that it has control of the service before it is provided to a client, the Group recognises revenue as the gross amount of consideration

expected to be received following satisfaction of the performance obligation. In scenarios where the Group concludes that it does not control the

service before it is provided to a client, the Group recognises revenue on a net basis, being gross consideration less any fee or commission due to a

counterparty.

Estate Agency Franchising Division

In 2023, the Group transitioned to a fully franchised business model for its principal estate agent businesses and the revenue from the formerly

owned operations has been presented as discontinued, see note 2.7 for further details. The accounting policies for both franchise and residential

services which includes lettings, new build residential sales and conveyancing services, are set out below.

Franchise services:

Revenue represents the value of commissions, charges for services and fixed fees due to the Group under franchise agreements. The Group earns

a percentage of all sales and lettings income generated by the franchisees. Revenue in respect of commissions due on house sales is recognised

at the point of the relevant property sale where the contracts are exchanged, in which the franchisee acts as estate agent. Revenue in respect

of commissions due on lettings, property management and ancillary products is recognised at the point at which the underlying performance

obligation has been delivered by the franchisee. Revenue for services provided by the Group to franchisees is recognised at a point in time when

the service has been performed, reflecting the completion of the Group’s performance obligation. The franchise agreements include fixed fees

which are charged per branch on a monthly basis for the term of the franchise agreement and are recognised over time.

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)

120

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Residential services:

New build residential sales:

Revenue earned by the Group’s new build residential sales business is recognised by reference to the legal exchange date of the housing

transaction.

Conveyancing services:

Where the Group provides conveyancing packaging services, the revenue is recognised by reference to the legal exchange date of the housing

transaction.

Surveying & Valuation Division

Surveying & Valuation:

Revenue from the supply of surveying and valuation services is recognised upon the completion of the professional survey or valuation by the

surveyor, and therefore at a point in time.

Asset management:

Revenue earned from the repossessions asset management business is recognised by reference to the legal exchange date of the housing

transaction.

Interest income from client monies balances

Revenue is recognised at a point in time as interest accrues (using the effective interest method – that is the rate that discounts estimated future

cash receipts through the expected life of the financial instrument to the net carrying amount of the financial asset).

2.5  Segment reporting

An operating segment is a distinguishable segment of an entity that engages in business activities from which it may earn revenues and incur

expenses and whose operating results are reviewed regularly by the Board. The Board reviews the Group’s operations and financial position as

Financial Services, Surveying & Valuation and Estate Agency Franchising, and therefore considers that it has three operating segments. During

2023, the Group made the strategic decision to convert the entire owned estate agency branch network into franchises, in doing so the Estate

Agency Franchising operating segment became mainly a provider of franchise services.

Within the Estate Agency Franchising operating segment, the only remaining owned operations relate to the Group’s new build residential sales

and conveyancing packaging businesses which are LSL Land & New Homes Ltd and Homefast Property Services Limited, representing less than 10%

of the Group’s total revenue.

The Group’s asset management business was transferred from Estate Agency Franchising to Surveying & Valuation following changes in

management responsibilities from 1 January 2024. Management deemed the Group’s asset management operations, including the class of

customer for its services, are more closely aligned to the Surveying & Valuation Division after the Estate Agency Division’s transformation into

a franchise model. Internally, the Chief Operating Decision Maker (“CODM”) has began monitoring the performance of the asset management

businesses as part of the Surveying & Valuation segment from 1 January 2024. As a result, the Group’s operating segment disclosure in note 4 for

the year ended 31 December 2023 has been restated to reflect this change.

The information presented to the Directors directly reflects the Group Underlying Operating Profit as defined in the alternate performance

measures (APM) in note 5 to these Financial Statements and they review the performance of the Group by reference to the results of the

operating segments against budget.

2.6  Alternative Performance Measures (APMs)

In reporting financial information, the Group presents a number of APMs that are designed to assist with the understanding of underlying Group

performance. The Group believes that the presentation of APMs provides stakeholders with additional helpful information on the performance of

the business. APMs are also used to help enhance comparability of information between reporting periods. The Group does not consider APMs to

be a substitute for or superior to IFRS measures and the Group’s APMs are defined, explained and reconciled to the nearest statutory measure in

notes 5, 12 and 34.

2.7  Discontinued operations

The Group has classified its previously owned network of estate agency branches as a discontinued operation for the reporting periods ending

31 December 2023 and 31 December 2024. The Group operated a network of both owned and franchised branches prior to disposing of its entire

owned network in 2023. The owned network was determined to be a separate major line of business because it made up the majority of the

branch network. Its revenue, costs and risk profile was significantly different to that of franchise and its cash flows could be clearly distinguished.

Discontinued operations are presented in the Group Income Statement as a single line, which comprises the post-tax profit or loss of the

discontinued operation along with the post-tax gain or loss recognised on the re-measurement to fair value less costs to sell on disposal of the

assets or disposal groups constituting discontinued operations.

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121

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

2.8  Exceptional items

Exceptional items are those which are material by size and are both non-recurring and unusual in nature. These items are presented within their

relevant income statement category but highlighted separately on the face of the income statement. Items that management considers fall into

this category are also disclosed within the notes to the Financial Statements. See notes 6 and 9.

Due to the nature and expected infrequency of these items, separate presentation helps provide a better indication of the Group’s underlying

business performance. This allows shareholders to better understand the elements of financial performance in the year, so as to facilitate

comparison with prior periods and to better assess trends in financial performance.

2.9  Income taxes

Current tax assets and liabilities are measured at the amount expected to be recovered from or paid to the taxation authorities, based on tax

rates and laws that are enacted or substantively enacted by the balance sheet date. Management periodically evaluates positions taken in the

tax returns with respect to the situations in which applicable tax regulations are subject to interpretation and establishes provisions where

appropriate.

Deferred income tax is recognised on all temporary differences arising between the tax bases of assets and liabilities and their carrying amounts in

the Financial Statements, with the following exceptions:

•  where the temporary difference arises from the initial recognition of goodwill or of an asset or liability in a transaction that is not a business

combination that at the time of the transaction affects either accounting nor taxable profit or loss;

•  in respect of taxable temporary differences associated with investments in subsidiaries, where the timing of the reversal of the temporary

differences can be controlled and it is probable that the temporary differences will not reverse in the foreseeable future; and

•  deferred income tax assets are recognised only to the extent that it is probable that taxable profit will be available, against which the deductible

temporary differences, carried forward tax credits or tax losses can be utilised.

Deferred income tax assets and liabilities are measured on an undiscounted basis at the tax rates that are expected to apply when the related asset

is realised or liability is settled, based on tax rates and laws enacted or substantively enacted at the balance sheet date.

The carrying amount of deferred income tax assets is reviewed at each balance sheet date and reduced to the extent that it is no longer probable

that sufficient taxable profit will be available to allow all or part of the deferred tax asset to be utilised. Unrecognised deferred tax assets are

reassessed at each reporting period and are recognised to the extent that it has become probable that future taxable profits will allow the deferred

tax asset to be recovered.

Deferred income tax assets and liabilities are offset, only if a legally enforceable right exists to offset current tax assets against current tax liabilities,

the deferred income taxes relate to the same taxation authority and that authority permits the Group to make a single net payment. Income tax

is charged or credited directly to other comprehensive income (OCI) or equity, if it relates to items that are charged or credited in the current or

prior periods to OCI or equity respectively. Otherwise, income tax is recognised in the income statement.

2.10  Share-based payment transactions

The equity share option programme allows Group employees to acquire LSL shares. The fair value of the options granted is recognised as an

employee expense with a corresponding increase in equity in the case of equity-settled schemes. The fair value is measured at grant date and

spread over the period during which the employees become unconditionally entitled to the options. The fair value of employee share option

plans, which are all equity-settled, is calculated at the grant date using the Black Scholes model. The resulting cost is charged to the Group Income

Statement over the vesting period. The value of the charge is adjusted to reflect expected and actual levels of vesting.

No expense is recognised for awards that do not ultimately vest, except for equity-settled transactions where vesting is conditional upon a market

or non-vesting condition, which are treated as vesting irrespective of whether or not the market or non-market vested condition is satisfied,

provided that all other performance and/or service conditions are satisfied.

The dilutive effect of outstanding options is reflected as additional share dilution in the computation of diluted earnings per share. Further details

are given in note 12.

2.11  Business combinations and goodwill

The Group accounts for business combinations using the acquisition method of accounting when control is transferred to the Group. On

acquisition, the assets, liabilities, and contingent liabilities of a subsidiary are measured at their fair values at the date of acquisition. Any excess of

the cost of acquisition over the fair values of the net assets acquired is recognised as goodwill.

Deferred and contingent consideration payable, resulting from business combinations is valued at fair value at the acquisition date, and is

subsequently reassessed at each reporting date. The determination of the fair value for deferred and contingent consideration payable is based on

discounted cash flows and is included within financial liabilities on the balance sheet.

After the initial recognition, goodwill is measured at cost less accumulated impairment losses, for the purposes of impairment testing, goodwill

acquired in a business combination is allocated to each of the Group’s cash generating units (CGU) that are expected to benefit from the

combination. Where goodwill has been allocated to a CGU and part of the operations within that unit are disposed of, the goodwill associated with

the disposed operation is included in the carrying amount when determining the gain or loss on disposal. Goodwill disposed in these circumstances

is measured based on the relative values of the disposed operation and the portion of the CGU retained.

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)

122

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

2.12  Intangible assets

Intangible assets such as brand names, franchise agreements, customer relationships, appointed representative relationships, and in-house

software are measured at cost less accumulated amortisation and impairment losses. Internally generated intangibles, excluding capitalised

development costs, are not capitalised and the related expenditure is reflected in the profit or loss in the period in which the expenditure is

incurred.

Intangible assets acquired in a business combination are deemed to have a cost to the Group of the asset’s fair value at the acquisition date. The

fair value of an intangible asset reflects market expectations about the profitability that the future economic benefits embodied in the asset will

flow up to the Group.

Gains or losses arising from derecognition of an intangible asset are measured as the difference between the net disposal proceeds and the

carrying amount of the asset and are recognised in the income statement when the asset is derecognised.

The useful lives of intangible assets are assessed as either finite or indefinite.

Brand names are not amortised as the Directors are of the opinion that they each have an indefinite useful life based on the expectation that there

is no foreseeable limit to the period over which each of the assets are expected to generate net cash inflows to the businesses. The Directors are

confident that trademark registration renewals will be filed at the appropriate time and sufficient investment will be made in terms of marketing

and communication to maintain the value inherent in the brands, without incurring significant cost. All brands recognised have been in existence

for a number of years and are not considered to be at risk of obsolescence from technical, technological nor commercial change. Whilst operating

in competitive markets they have demonstrated that they can continue to operate in the face of such competition and that there is expected to

remain an underlying market demand for the services offered. The lives of these brands are not dependent on the useful lives of other assets of

the entity.

Franchise agreements entered into by the Group (as franchisor) as part of contractual arrangements concerning the disposal of previously owned

branches are recognised as intangible assets. Franchise intangible assets are initially recognised at fair value and subsequently amortised on a

straight-line basis over their useful economic lives, being the term of the agreement. The franchise intangible assets are being written off over a

remaining life of 15 years as based on the agreements, this is the most likely minimum term. The life of the relationship is assessed annually.

All other intangible assets are amortised on a straight-line basis over their useful economic lives of two years for customer contacts, twelve years

for appointed representative relationships and between three and five years for in-house software.

2.13  Property, plant and equipment

Property, plant and equipment is stated at cost less accumulated depreciation and impairment losses.

Property, plant and equipment is

depreciated on a straight-line basis to its residual value over its anticipated useful economic life:

Office equipment, fixtures and fittings – over three to seven years

Computer equipment – over three to four years

Motor vehicles – over three to four years

Leasehold improvements – over the shorter of the lease term or ten years

Freehold and long leasehold property – over fifty years or the lease term whichever is shorter

An item of property, plant and equipment is derecognised upon disposal. Any gain or loss arising on derecognition of the asset (calculated as

the difference between the net disposal proceeds and the carrying amount of the asset) is included in the income statement when the asset

is derecognised. These assets’ residual values, useful lives and methods of depreciation are reviewed at each financial year end, and adjusted

prospectively, if appropriate.

2.14  Financial instruments

Financial assets and financial liabilities are recognised in the Group’s Balance Sheet when the Group becomes a party to the contractual provisions

of the instrument. When financial assets are recognised initially, they are measured at fair value, being the transaction price plus, in the case of

financial assets not at fair value through the income statement, directly attributable transaction costs.

Financial assets are derecognised when

the Group no longer has the rights to cash flows, the risks and rewards of ownership or control of the asset. Financial liabilities are derecognised

when the obligation under the liability is discharged, cancelled or expired.

The subsequent measurement of financial assets depends on their

classification.

The Group’s accounting policy for each category of financial instruments is as follows:

Financial assets designated at fair value through OCI (equity instruments)

Upon initial recognition, the Group can elect to classify irrevocably its equity investments as equity instruments designated at fair value through

OCI when they meet the definition of equity under IFRS 9 Financial Instruments and are not held for trading. The classification is determined on an

instrument-by-instrument basis. Gains and losses on these financial assets are never recycled to profit or loss. Dividends are recognised as other

income in the Group income statement when the right of payment has been established, except when the Group benefits from such proceeds as a

recovery of part of the cost of the financial asset, in which case such gains are recorded in OCI. Equity instruments designated at fair value through

OCI are not subject to impairment assessment.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Financial assets designated at fair value through the income statement

Gains and losses arising from the changes in the fair value of equity investments are recorded in the income statement.

Cash and cash equivalents

Cash and cash equivalents include cash in hand and on demand deposits and fixed-term deposits with original maturities of three months or less

with the Group’s relationship banks. Bank overdrafts which are repayable on demand are included in cash and cash equivalents only when there

is a legal right to offset and an intention to settle net, otherwise these amounts are classified separately as liabilities on the balance sheet. For the

purposes of the statement of cash flow, bank overdrafts are a component of cash and cash equivalents as they are repayable on demand and form

an integral part of the Group’s cash management.

Trade receivables

Trade receivables do not carry any interest and are stated at their original invoiced value as reduced by appropriate allowances for estimated

irrecoverable amounts. The expected credit loss model under IFRS 9 is applied to trade and other receivables. The chosen method of recognising

the expected credit loss across the Group is the simplified approach allowing a provision matrix to be used, which is based on the expected life of

trade receivables and historic default rates, default being defined as when impaired debts are assessed as uncollectable. The carrying amount of

the receivables is reduced through use of an allowance account and impaired debts are derecognised when they are assessed as uncollectable.

Trade payables

Trade payables are stated on the balance sheet at their original invoice value.

2.15  Impairment of non-financial assets

The Group assesses at each reporting date whether there is an indication that an asset may be impaired. If any such indication exists, or when

annual impairment testing for an asset is required, the Group makes an estimate of the asset’s recoverable amount. For the purposes of

impairment testing, assets are grouped together into the smallest group of assets that generates cash inflows from continuing use that are

largely independent of the cash inflows of other assets or cash generating units (CGUs). An assets or CGU’s recoverable amount is the higher of

its fair value less costs to sell (FVLCTS) and value-in-use (VIU). Where the carrying amount of an asset exceeds its recoverable amount, the asset

is considered impaired and is written down to its recoverable amount. In assessing an asset’s VIU, the estimated future cash flows are discounted

to their present value using a pre-tax discount rate that reflects current market assessments of the time value of money and the risks specific to

the asset. Impairment losses of continuing operations are recognised in the income statement in those expense categories consistent with the

function of the impaired asset.

For assets excluding goodwill and brand, an assessment is made at each reporting date as to whether there is any indication that previously

recognised impairment losses may no longer exist or may have decreased. If such indication exists, the Group estimates the assets or CGU’s

recoverable amount.

2.16  Loans to franchisees and appointed representatives

The Group issues loans to its franchisees and appointed representatives, the Group’s objective is to hold these loans to collect contractual cash

flows and the contractual cash flows are solely payments of principal and interest. They are initially recognised at fair value plus transaction costs

that are directly attributable to their issue and are subsequently carried at amortised cost, less provision for impairment.

Loans to appointed representatives are made in the normal course of business and on standard terms, the duration is typically three years and the

loans are offered on an interest-free basis. The Group calculates the difference between the par value and fair value on recognition using a market

rate of interest and charges this amount to finance costs in the Group Income Statement, the residual loan amount is recorded as a financial asset

at amortised cost.

Impairment provisions against loans to franchisees and appointed representatives are recognised based on an expected credit loss model.

The methodology used to determine the amount of provision is based on whether there has been a significant increase in credit risk since

initial recognition of these financial assets and is calculated by considering the cash shortfalls that would be incurred and probability of these

cash shortfalls using the Group’s model. Where a significant increase in credit risk is identified, lifetime expected credit losses are recognised;

alternatively, if there has not been a significant increase in credit risk, a 12-month expected credit loss is recognised. Such provisions are recorded

in a separate allowance account with the loss being recognised within operating expenses in the Group Income Statement. On confirmation that a

loan will not be collectable, the gross carrying value of the asset is written off against the associated provision.

2.17  Loans to joint venture

The Group issued loan notes to its joint venture in 2024. The Group’s objective is to hold these loans to collect contractual cash flows and the

contractual cash flows are solely payments of principal and interest. They are initially recognised at fair value plus transaction costs that are

directly attributable to their issue and are subsequently carried at amortised cost, less provision for impairment. The loan notes are redeemable in

June 2025.

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)

124

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

2.18 Provisions

A provision is recognised in the balance sheet when the Group has a present legal or constructive obligation as a result of a past event and it is

probable that an outflow of economic benefits will be required to settle the obligation. If the effect is material, provisions are determined by

discounting the expected future cash flows at a pre-tax rate that reflects current market assessments of the time value of money and, where

appropriate, the risks specific to the liability.

2.19 Leases

Leases are defined as a contract which gives the right to use an asset for a period of time in exchange for consideration. As a lessee, the Group

recognises three classes of leases on this basis:

•  Property leases

•  Motor vehicle leases

•  Other leases

Property leases and motor vehicle leases have been recognised on the Group Balance Sheet, in financial liabilities, by recognising the future cash

flows of the lease obligation, discounted using the incremental borrowing rate of the Group, adjusted for factors such as swap rates available and

the credit risk of the entity entering into the lease.

Corresponding right-of-use assets have been recognised on the Group Balance Sheet under property, plant and equipment and have been

measured as being equal to the discounted lease liability plus any lease payments made at or before the inception of the lease and initial direct

costs, less any lease incentives received. Cash flows from these leases have been recognised by including the principal portion of the lease

payments in cash flows from financing activities and the interest portion of the lease payment recognised through operating activities.

Other leases are leases for low value items or leases whose contract term is less than 12 months. The practical expedient not to recognise right-of-

use assets and lease liabilities for these leases has been utilised by the Group. A charge for these leases has been recognised through the income

statement as an operating expense. The cash flows relating to low value and short-term leases have been recognised in net cash flows from

operating activities. No leases where the Group is a lessee, or a lessor contain variable lease payments.

In scenarios where the Group is an intermediate lessor, the sublease is classified as a finance lease if substantially all of the risk and rewards

incidental to the ownership of the leased asset have transferred to the sublessee, otherwise the sublease is classified as an operating lease. The

Group accounts for finance subleases by derecognising the existing right-of-use asset at the effective date of the sublease and recognising a

receivable for the Group’s net investment in the sublease, with any resultant gain/(loss) recognised in the income statement. The net investment

in the leases equals remaining fixed payments, discounted at the interest rate implicit in the lease. After initial recognition, the Group recognises

finance income over the remaining lease using the amortised cost method. The net investment in sublease is subsequently reviewed for

impairment under IFRS 9 (further details are given in note 26 to these Financial Statements).

Rental income including the effect of lease incentives from sublet properties and vehicles are recognised over time on a straight-line basis,

throughout the lease term for operating leases or by recognising in the balance sheet a lease receivable equal to the investment in the lease for

finance leases. Subleases are assessed as finance leases or operating leases in reference to the right-of-use asset the lease generates.

2.20  Shares held by employee benefit trust (EBT) and share incentive plan (SIP)

The Group has an employee share scheme (ESOT) for the granting of LSL shares to Executive Directors and selected senior employees; and an

employee share incentive plan. Shares in LSL held by the ESOT and the trusts are treated as treasury shares and presented in the balance sheet

as a deduction from equity. No gain or loss is recognised in the income statement on the purchase, sale, issue or cancellation of the Group’s own

equity instruments. The finance costs and administration costs relating to the ESOT and the trusts are charged to the income statement. Dividends

earned on shares held in the ESOT and the trusts have been waived. The ESOT and trust shares are ignored for the purposes of calculating the

Group’s earnings per share (EPS).

2.21  Treasury shares

Where the Group repurchases shares from existing shareholders, they are held as treasury shares and are presented as a deduction from equity.

No gain or loss is recognised in the income statement on the purchase, sale, issue or cancellation of the Group’s own equity instruments. Treasury

shares are ignored for the purposes of calculating the Group’s EPS and adjusted EPS.

2.22 Dividends

Equity dividends are recognised when they become legally payable. In the case of interim dividends to shareholders, this is when paid. In the case

of final dividends, this is when approved by shareholders at each AGM.

2.23 Pensions

The Group operates a defined contribution pension scheme for employees of all Group companies. The assets of the scheme are invested and

managed independently of the finances of the Group. The pension cost charge represents contributions payable in the year.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

2.24  Critical accounting judgements and estimates

The preparation of the Group’s Financial Statements requires the use of estimates and assumptions that affect the reported amounts of assets

and liabilities at the date of the Financial Statements and the reported amounts of revenue and expenses during the year. These estimates and

judgements are based on Management’s best knowledge of the amount, event or actions and actual results ultimately may differ from those

estimates. Group Management believe that the estimates and assumptions listed below have a significant risk of resulting in a material adjustment

to the carrying amounts of assets and liabilities.

Carrying value of goodwill and intangible assets (estimate)

The Group carries out impairment reviews of intangible assets when there is an indication that the carrying value may not be recoverable and tests

the carrying value of goodwill and indefinite life intangibles at least annually, each of the Group’s three segments hold goodwill or indefinite life

intangible assets and therefore an annual impairment review is required.

The Group’s goodwill of £16.9m includes Surveying & Valuation (£9.6m), Estate Agency Franchising (£0.3m) and Financial Services (£7.0m). At

31 December 2024, the Group held £29.9m of intangible assets on the balance sheet (2023: £21.4m), of which £6.9m are indefinite life intangible

assets relating to brand (2023: £6.9m), the remaining balance of £23.0m is split between relationship asset £8.5m (2023: £nil), franchise

intangibles £10.9m (2023: £11.7m) and software £3.6m (2023: £2.8m).

In 2023, the Estate Agency segment disposed of £38.1m of goodwill associated with the owned network, and a franchise asset of £11.7m was

recognised in the new franchise operation (Estate Agency Franchising), the value of brand was transferred from Estate Agency to Estate Agency

Franchising. Surveying & Valuation and Financial Services have always previously had high levels of headroom and have therefore typically not

been sensitive.

The impairment tests are carried out by CGU and reflect the latest Group budgets and forecasts approved by the Board. The budgets and forecasts

are based on various assumptions relating to the Group’s business including assumptions relating to market outlook, observable trends, and

profitability. A pre-tax discount rate has been used to discount the CGU cash flows:

•  Financial Services Division – 16.3%

•  Surveying & Valuation Division – 17.3%

•  Estate Agency Franchising Division – 15.9%

A terminal value is also applied using a long-term growth rate of 2.0%. A sensitivity analysis has been performed allowing for possible changes to

the assumptions in the impairment model, see note 17 for details.

Commission refund liability (estimate)

Certain subsidiaries sell life assurance products which are cancellable without a notice period, and if cancelled within a set period require that a

portion of the commission earned must be repaid. This also includes commission refund liabilities for sales by leaver firms which would ordinarily

have been recoverable from them when they had previously been part of the Network. The commission refund liability is recognised as a reduction

in revenue which is calculated with reference to historic refunds which have occurred. Details of the assumptions applied to commission refund

liability and the impact of changes in average lapse rates are shown in note 23.

Professional Indemnity (PI) claims (estimate)

A provision is made for PI claims and potential claims that arise during the normal course of business in the Financial Services Division and in

relation to valuations performed by the Surveying & Valuation Division. This includes an estimate for the settlement of claims already received as

well as claims incurred but not yet reported (IBNR). Details of the assumptions applied to PI claims areas are disclosed in note 25 to these Financial

Statements. A sensitivity analysis which illustrates the impact of different assumptions on the required PI costs provision is also included in note 25.

2.25  New standards and interpretations not applied

IFRS 18 “‘Presentation and Disclosure in Financial Statements” was issued by the International Accounting Standards Board (IASB) on 09 April 2024.

Subjected to UK endorsement, the new standard is effective for the Group’s accounting periods beginning on or after 1 January 2027.

New requirements under IFRS 18 are expected to have an impact on the Group Financial Statements, key changes include:

•  Mandatory subtotals and categories of income and expense in the income statement, as well as new requirements for the disclosure of

operating expenses.

•  Disclosures about management-defined performance measures in the financial statements.

•  Enhanced requirements for the aggregation and location of information presented in the primary financial statements and disclosed in the

notes as well as guidance on providing informative labels.

Management are continuing to assess the impact of the accounting changes that will arise under IFRS 18.

There have been no other new relevant standards that have been published and are mandatory for the Group’s accounting periods beginning on

or after 1 January 2024. Amendments to existing standards do not have a material impact on the Financial Statements.

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)

126

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

3.  Disaggregation of revenue

Set out below is the disaggregation of the Group’s revenue from contracts with customers:

Year ended 31 December 2024

Financial

Services

£’000

Surveying &

Valuation

£’000

Residential

sales

exchange

£’000

Lettings

£’000

Estate

Agency

Franchising

income

£,000

Asset

management

£’000

Other

£’000

Total

£’000

Timing of revenue recognition

Services transferred at a point in time 48,395 92,547 4,027 367 20,081 5,275 997 171,689

Services transferred over time – – – – 1,486 – – 1,486

Total revenue from contracts with

customers 48,395 92,547 4,027 367 21,567 5,275 997 173,175

During the year 19% (2023: 14%) of the Group’s revenue was generated from a single large customer within the Surveying & Valuation Division.

The revenue recorded within continuing operations in relation to this customer during the year was £33.1m (2023: £19.9m).

Year ended 31 December 2023

Financial

Services

£’000

Surveying &

Valuation

£’000

Residential

sales

exchange

£’000

Lettings

£’000

Estate

Agency

Franchising

income

£,000

Asset

management

£’000

Other

£’000

Total

£’000

Timing of revenue recognition

Services transferred at a point in time 51,692 67,834 4,115 950 13,529 3,907 1,156 143,183

Services transferred over time – – – 170 952 113 – 1,235

Total revenue from contracts with

customers 51,692 67,834 4,115 1,120 14,481 4,020 1,156 144,418

2024

£’000

2023

£’000

Revenue from services 173,175 144,418

Operating revenue 173,175 144,418

Gain/(loss) on fair value (Note 19) 482 (279)

Other gains 50 68

Other operating income/(loss) 532 (211)

Total revenue and operating income 173,707 144,207

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127

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

4.  Segment analysis

For the year ended 31 December 2024 LSL has reported three operating segments: Financial Services, Surveying & Valuation, and Estate Agency

Franchising.

The Estate Agency segment previously included the Group’s owned network, pre-existing franchise network, residential sales exchange,

conveyancing services, lettings and asset management businesses. The Estate Agency segment was replaced by Estate Agency Franchising on

4 May 2023 which includes the Group’s franchise operations, residential sales exchange, and conveyancing services.

From 1 January 2024, the Group’s asset management business was transferred from Estate Agency Franchising to Surveying & Valuation following

changes in management responsibilities, see note 2.5 for further detail.

Operating segments

The Chief Operating Decision Maker (“CODM”) monitors the operating results of its segments separately for the purpose of making decisions about

resource allocation and performance assessment. Segment performance is evaluated based on operating profit or loss which in certain respects,

as explained in the table on the next page, is measured differently from operating profit or loss in the Group Financial Statements. Registered

office costs, Group financing (including finance costs and finance income) and income taxes are managed on a Group basis and are not allocated to

operating segments.

Reportable segments

The following table presents revenue and profit information regarding the Group’s reportable segments for the financial year ended 31 December

2024 and financial year ended 31 December 2023 respectively.

![Graphics](data:image/png;base64,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)

128

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Year ended 31 December 2024

Financial

Services

£’000

Surveying

& Valuation

£’000

Estate Agency

Franchising

£’000

Central

1

£’000

Total

£’000

Income statement information

Revenue from external customers 48,395 97,822 26,958 – 173,175

Segmental result:

– Group Underlying Operating profit/(loss) 8,653 22,501 7,626 (11,048)   27,732

– Operating profit/(loss) 4,670 22,083 6,468 (11,335)  21,886

Finance income         2,868

Finance costs         (1,741)

Profit before tax         23,013

Loss before tax from discontinued operations         (518)

Profit before tax         22,495

Taxation         (5,106)

Profit for the year         17,389

Balance sheet information

Segment assets – intangible 17,521 12,771 16,424 – 46,716

Segment assets – other 33,977 15,486 4,699 66,963 121,125

Total segment assets 51,498 28,257 21,123 66,963 167,841

Total segment liabilities (23,697)   (18,450)   (12,749)   (31,061)   (85,957)

Net assets 27,801 9,807 8,374 35,902 81,884

Other segment items

Capital expenditure including intangible assets 1,259 1,439 333 – 3,031

Depreciation (540)   (1,925)   (695)   – (3,160)

Amortisation of intangible assets (1,806)   (230)   (916)   (36)   (2,988)

Exceptional gains 1,705 40 – – 1,745

Exceptional costs (4,109)   – – – (4,109)

Share of results in joint venture (6)   – – – (6)

PI Costs provision (440)   (1,899)   – – (2,339)

Dilapidation provision – – (5,110)   – (5,110)

Restructuring provision – – (918)   – (918)

Appointed representative provision (1,247)   – – – (1,247)

Other provision – – – (571)   (571)

Share-based payment (199)   (228)   (242)   (251)   (920)

Employee Costs (25,919)   (59,346)   (10,479)   (9,456)   (105,200)

1  Formerly named "Unallocated"

Central net assets comprise intangible assets and plant and equipment £0.7m, other assets £5.6m, cash £60.7m, accruals and other payables

£1.2m, deferred tax liabilities £1.6m, overdraft of £28.3m. Central result comprises costs relating to the Parent Company.

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129

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Year ended 31 December 2023 (restated)

Financial

Services

£’000

Surveying

& Valuation

£’000

Estate Agency

Franchising

£’000

Central

1

£’000

Total

£’000

Income statement information

Gross income from external customers from continuing

operations 53,284 71,854 20,872 – 146,010

Introducer’s fee (1,592)   – – – (1,592)

Revenue from continuing operations 51,692 71,854 20,872 – 144,418

Revenue from external customers from discontinued

operations – – 30,750 – 30,750

Introducer’s fee – – 1,592 – 1,592

Total revenue from continuing and discontinued

operations 51,692 71,854 53,214 – 176,760

Segmental result:

–  Group Underlying Operating profit/(loss) from continuing

operations 7,022 6,730 4,305 (7,738)   10,319

– Operating profit/(loss) 5,049 3,396 2,968 (7,666)  3,747

Finance income         2,817

Finance costs         (1,701)

Profit before tax         4,863

Loss before tax from discontinued operations         (45,425)

Loss before tax         (40,562)

Taxation         2,502

Loss for the year         (38,060)

Balance sheet information

Segment assets – intangible 8,893 11,962 17,425 36 38,316

Segment assets – other 23,439 14,175 10,418 63,176 111,208

Total segment assets 32,332 26,137 27,843 63,212 149,524

Total segment liabilities (14,476)   (15,383)   (17,855)   (25,865)   (73,579)

Net assets 17,856 10,754 9,988 37,347 75,945

Other segment items

Capital expenditure including intangible assets (2,065)   (623)   (168)   – (2,856)

Depreciation (590)   (1,796)   (976)   – (3,362)

Amortisation of intangible assets (1,733)   (46)   (443)   (36)   (2,258)

Exceptional gains 8,981 339 – – 9,320

Exceptional costs (9,275)   (3,661)   (831)   – (13,767)

Share of results in joint venture (390)   – – – (390)

PI Costs provision (905)   (2,313)   – – (3,218)

Dilapidation provision – – (5,691)   – (5,691)

Restructuring provision – – (2,069)   – (2,069)

Other provision – – (571)   – (571)

Onerous leases provision – – (1)   – (1)

Share-based payment 54 (37)   8 139 164

Employee Costs (28,132)   (51,910)   (9,971)   (9,077)   (99,090)

1  Formerly named "Unallocated"

Central net assets comprise intangible assets and plant and equipment £1.0m, other assets £4.2m, cash £58.0m, accruals and other payables

£2.8m, overdraft of £23.1m. Central result comprises costs relating to the Parent Company.

![Graphics](data:image/png;base64,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130

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

5.  Group and Divisional Underlying Operating Profit

Group and Divisional Underlying Operating Profit are alternative performance measures (APMs) used by the Directors and Group Management to

monitor performance of operating segments against budget. It is calculated as profit/(loss) before tax adjusted for the items set out below. The

Group’s APMs are defined, explained, and reconciled to their closest statutory measures in note 34.

Year ended 31 December 2024

Financial

Services

£’000

Surveying

& Valuation

£’000

Estate Agency

£’000

Central

1

£’000

IFRS reported

total from

continued

operations

£’000

Profit/(loss) before tax 6,759 22,805 5,990 (12,541)   23,013

Net finance (cost)/income (2,089)   (722)   478 1,206 (1,127)

Operating profit/(loss) per income statement 4,670 22,083 6,468 (11,335)  21,886

Operating margin 9.6% 22.6% 24.0% – 12.6%

Adjustments:

Share-based payments 199 228 242 251 920

Amortisation of intangible assets 1,806 230 916 36 2,988

Exceptional gains (1,705)   (40)   – – (1,745)

Exceptional costs 4,109 – – – 4,109

Contingent consideration (426)   – – – (426)

Underlying operating profit/(loss) 8,653 22,501 7,626 (11,048)  27,732

Underlying operating margin 17.9% 23.0% 28.3% – 16.0%

1  Formerly named “Unallocated”

Year ended 31 December 2023 (restated)

Financial

Services

£’000

Surveying

& Valuation

£’000

Estate Agency

Franchising

£’000

Central

1

£’000

IFRS reported

total from

continuing

operations

£’000

Discontinued

operations

£’000

Total including

discontinued

operations

£’000

Profit/(loss) before tax 5,848 3,960 3,733 (8,678)   4,863 (45,425)   (40,562)

Net finance income/(cost) (799)   (564)   (765)   1,012 (1,116)  110 (1,006)

Operating (loss)/profit per

income statement 5,049 3,396 2,968 (7,666)  3,747 (45,315)  (41,568)

Operating margin 9.8% 4.7% 14.2% – 2.6% (140.1%) (23.5%)

Adjustments:

Share-based payments (54)   (34) 6 3   (139)   (164)  55 (109)

Amortisation of intangible

assets 1,733 46 443 36 2,258 402 2,660

Exceptional gains (8,981)   (339)   – – (9,320)  – (9,320)

Exceptional costs 9,275 3,661 831 – 13,767 43,883 57,650

Contingent consideration

payable – – – 31 31 – 31

Underlying operating profit/

(loss) 7,022 6,730 4,305 (7,738)  10,319 (975)  9,344

Underlying operating margin 13.6% 9.4% 20.6% – 7.1% (3.0%) 5.3%

1  Formerly named "Unallocated"

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)

131

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

6.  Discontinued operations

In 2023, the Group franchised its entire owned Estate Agency Network of 183 branches, with the operations of the previously owned network

disposed to a combination of new and existing franchisees between 3 May and 31 May 2023. The operations of the branches were sold to the

franchisees through either asset or share sales. The operations of the owned branch network were classified as a discontinued operation and

presented as such in the Group Financial Statements for the year ended 31 December 2024 and 31 December 2023.

During 2024 the Group recognised post tax loss from discontinued operations of £0.4m (2023: loss of £46.1m) due to follow on administrative

costs from the restructuring, and increase in dilapidation and restructuring provisions recognised as part of the original asset and share sales, as

per note 25.

Financial performance and cash flow information

2024

£’000

2023

£’000

Revenue – 32,342

Operating Expenses:

Employee and subcontractor costs – (20,660)

Depreciation on property, plant and equipment – (1,150)

Other operating costs (440) (11,509)

Gain on sale of property, plant and equipment – 2

Share-based payments – (55)

Amortisation of intangible assets – (402)

Exceptional gains – –

Exceptional costs (78) (9,049)

Group operating loss (518) (10,481)

Finance costs – (110)

Net finance costs – (110)

Loss before tax (518) (10,591)

Taxation credit/(charge) 141  (668)

Loss for the year (377) (11,259)

Loss on sale of discontinued operation – (34,834)

Loss after tax for the period from discontinued operation (377) (46,093)

The net cash flows incurred by discontinued operations are, as follows:

2024

£’000

2023

£’000

Operating (1,622) (3,524)

Investing – (671)

Financing – (935)

Net cash outflow (1,622) (5,130)

Exceptional costs

2024

£’000

2023

£’000

Estate Agency restructuring costs – (9,049)

Increase in dilapidation and restructuring provisions (78) –

(78) (9,049)

Increase in dilapidation and restructuring provisions

During the year, the Group recognised exceptional costs from discontinued operations of £0.1m (2023: £9.0m exceptional cost) due to increases in

dilapidation and restructuring provisions recognised as part of the original asset and share sales, as per note 25 of the Group Financial Statements.

![Graphics](data:image/png;base64,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)

132

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

7.  Finance income

2024

£’000

2023

£’000

Finance income on subleased assets 96 140

Unwinding of discount on contingent consideration receivable 738 986

Interest from loans to franchisees and appointed representatives 225 148

Bank interest 1,752 1,536

Other interest receivable 57 7

2,868 2,817

8.  Finance costs

2024

£’000

2023

£’000

Commitment and non-utilisation fees on RCF 632 728

Unwinding of discount on lease liabilities 455 499

Unwinding of discount on contingent consideration payable 132 3

Unwinding of discount on dilapidations provision 192 119

Finance cost on loans to franchisees and appointed representatives 321 332

Other interest payable 9 20

1,741 1,701

9.  Exceptional items

Exceptional items are those which are material by size and are both non-recurring and unusual in nature, see note 2.8 for the Group’s accounting

policy for exceptional items.

2024

£’000

2023

£’000

Exceptional costs:

Financial Services appointed representative costs 1,880 –

Financial Services post-acquisition support costs 543 –

Reduction in contingent consideration receivable 1,542 4,093

Financial Services acquisition costs 144 2,164

Surveying & Valuation restructuring costs – 3,661

Loss on sale of disposal groups – 1,697

Intangible assets write down – 2,152

4,109 13,767

Exceptional gains:

Surveying & Valuation restructuring gains 40 –

Increase in contingent consideration receivable 1,705 –

Gain on sale of disposal groups – 8,981

Exceptional gain in relation to historic PI costs – 339

1,745 9,320

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133

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Exceptional costs

Financial Services appointed representative costs

During the year, the Group’s PRIMIS Network served notice to one of its protection only appointed representative (AR) firms, made up of two

trading entities. The Group is responsible for the future reimbursements of commissions received from product providers in the event that policies

are cancelled during an indemnity period, which is a maximum of 4 years. The Group has agreements in place with its AR firms and certain advisers

to recover their contractual liability in respect of these amounts.

Given the trading position of these AR firm following the notice, the PRIMIS Board has determined that not all future commission reimbursements

are likely to be recovered. Consequently, a specific provision of £1.2m has been recognised in the Group’s balance sheet to reflect this potential

exposure. The Group’s exposure will reduce significantly over time as active policies move beyond the indemnity period and due to the substantial

decline in trading activity during the final months of the AR firms’ operations. The remaining exceptional costs in this category relates to bad debt

write off and consultancy costs.

Financial Services post-acquisition support costs

On 2 February 2024, the Group acquired the entire issued share capital of TenetLime Limited (“TenetLime”), a subsidiary of Tenet Group Limited

(“Tenet Group”). As part of the purchase agreement, Tenet Group agreed to provide a number of services to LSL after the transaction. Subsequent

to the purchase, LSL was notified that Tenet Group Limited entered administration on 5 June 2024, see note 24 for further detail. Additional costs

to the Group as a consequence of the administration of £0.5m are recognised as exceptional costs.

Reduction in contingent consideration receivable

The reduction in contingent consideration receivable relates to contingent consideration assets recognised on the disposal of Group First and

EFS. The charge included in exceptionals is the result of a downward revision of future forecasts at the reporting date in comparison to original

recognition. The Group has included movements in the deferred consideration for these disposals in exceptional items, because the original gain/

loss on disposal was taken to exceptional items. The Group recognises finance income on the unwinding of the receivables in finance income in the

income statement.

Financial Services acquisition costs

Financial Services restructuring costs relate to corporate activity, including costs related to the acquisition of TenetLime Limited of £0.1m (refer to

note 24).

Exceptional gains

Increase in contingent consideration receivable

The increase in contingent consideration receivable relates to contingent consideration assets recognised on the disposal of RSC. The gain included

in exceptionals is the result of a upward revision of future forecasts at the reporting date in comparison to original recognition. The Group has

included movements in the deferred consideration for these disposals in exceptional items, because the original gain/loss on disposal was taken to

exceptional items. The Group recognises finance income on the unwinding of the receivables in finance income in the income statement.

10.  Profit before tax

Profit before tax is stated after charging:

2024

£’000

2023

£’000

Auditor’s remuneration (Note 11) 1,525 1,533

Short-term leases 1,796 1,960

Low value leases 196 334

Depreciation – owned assets 1,179 1,482

Depreciation – right-of-use assets 1,981 1,880

![Graphics](data:image/png;base64,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134

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

11.  Auditor’s remuneration

The remuneration of the auditors is further analysed as follows:

2024

£’000

2023

£’000

Audit of the Financial Statements 584 490

Audit of subsidiaries 701 588

Total audit 1,285 1,078

Audit-related assurance services (including interim results review) 240 455

1,525 1,533

12.  Earnings per Share (EPS)

Basic EPS amounts are calculated by dividing net profit for the year attributable to ordinary equity holders of the parent by the weighted average

number of ordinary shares outstanding during the year.

Diluted EPS amounts are calculated by dividing the net profit attributable to ordinary equity holders of the parent by the weighted average number

of ordinary shares outstanding during the year, plus the weighted average number of ordinary shares that would be issued on the conversion of all

the dilutive potential ordinary shares into ordinary shares.

As the Group reported a profit from continuing operations in 2024 (2023: profit from continuing operations), the effect of dilutive share options

has been included in the calculation of diluted earnings per share for continuing operations, discontinued operations and the overall result:

Total EPS:

2024 2023

Profit after

tax

£’000

Weighted

average number

of shares

Per share

amount

pence

Loss after

tax

£’000

Weighted

average number

of shares

Per share

amount

pence

Basic EPS 17,363 102,645,789 16.9 (38,001)   103,066,026 (36.9)

Effect of dilutive share options –  957,578 –  – 817,786 –

Diluted EPS 17,363 103,603,367 16.8 (38,001)   103,883,812 (36.6)

EPS from continuing operations:

2024 2023

Profit after

tax

£’000

Weighted

average number

of shares

Per share

amount

pence

Profit after

tax

£’000

Weighted

average number

of shares

Per share

amount

pence

Basic EPS 17,740 102,645,789 17.3 8,092 103,066,026 7.9

Effect of dilutive share options –  957,578 –  – 817,786 –

Diluted EPS 17,740 103,603,367 17.1 8,092 103,883,812 7.8

EPS from discontinued operations:

2024 2023

Loss after

tax

£’000

Weighted

average number

of shares

Per share

amount

pence

Loss after

tax

£’000

Weighted

average number

of shares

Per share

amount

pence

Basic EPS (377) 102,645,789 (0.4) (46,093)   103,066,026 (44.7)

Effect of dilutive share options –  957,578 –  – 817,786 –

Diluted EPS (377) 103,603,367 (0.4) (46,093)   103,883,812 (44.4)

There have been no other transactions involving ordinary shares or potential ordinary shares between the reporting date and the date of

completion of these Financial Statements.

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135

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Adjusted basic and diluted EPS

The Directors (who were members of the Board at 31 December 2024) consider that the adjusted earnings shown below give a consistent

indication of the Group’s underlying performance:

2024

£’000

2023

£’000

Group Underlying Operating Profit (See note 5 for the reconciliation from Group Operating Profit) 27,732 9,344

(Profit)/loss attributable to non-controlling interest (26)  59

Finance income (excluding exceptional and contingent consideration items, fair value adjustment to loans

receivables and discounting on lease liabilities) 1,169 795

Normalised taxation (tax rate 25.0%, 2023:23.5%)

1

(7,219)  (2,396)

Adjusted profit after tax attributable to owners of the parent 21,656 7,802

1  The headline UK rate of corporation tax for the period is 25.0% (2023: 23.5%).

Adjusted basic and diluted EPS

2024 2023

Profit after

tax

£’000

Weighted

average number

of shares

Per share

amount

pence

Profit after

tax

£’000

Weighted

average number

of shares

per share

amount

pence

Adjusted basic EPS 21,656 102,645,789 21.1 7,802 103,066,026 7.6

Effect of dilutive share options –  957,578 –  – 817,786 –

Adjusted diluted EPS 21,656 103,603,367 20.9 7,802 103,883,812 7.5

This represents adjusted profit after tax attributable to equity holders of the parent. Tax has been adjusted to exclude the prior year tax

adjustments, and the tax impact of exceptional items, amortisation, and share-based payments. The effective tax rate used is 25.0% (31 December

2023: 23.5%).

13.  Dividends paid and proposed

2024

£’000

2023

£’000

Declared and paid during the year:

2024 Interim: 4.0 pence per share (2023 Interim: 4.0 pence) 4,069 4,098

Dividends on shares proposed (not recognised as a liability as at 31 December):

Equity dividends on shares:

Final Dividend: 7.4 pence per share (2023: 7.4 pence) 7,596 7,714

![Graphics](data:image/png;base64,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)

136

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

14.  Cash flow from financing activities

Set out below are the movements in the Group’s lease liabilities and long-term debt during the year.

At 1 January

2024

£’000

Cash flow

£’000

Additions

£’000

Disposals

£’000

At 31 December

2024

£’000

Lease liabilities 8,340 (2,895)   1,855 (1,518)   5,782

8,340 (2,895)   1,855 (1,518)   5,782

At 1 January 2023

£’000

Cash flow

£’000

Additions

£’000

Disposals

£’000

At 31 December

2023

£’000

Lease liabilities 10,915 (4,529)   4,350 (2,396)   8,340

10,915 (4,529)   4,350 (2,396)   8,340

2024

£’000

2023

£’000

Non-current liabilities 3,491 5,085

Current liabilities 2,291 3,255

5,782 8,340

Lease liability movements comprise new leases entered into during the year, cancellation of leases and movements between current and

non-current liabilities, this also includes interest paid during the year of £0.5m (2023: £0.6m). The Group holds no other long-term debt at

31 December 2024.

15.  Directors and employees

Remuneration of Directors

2024

£’000

2023

£’000

Directors’ remuneration (short-term benefits)

1

1,504 1,367

Contributions to money purchase pensions schemes (post-employment benefits) 1  2

Aggregate gains on exercise of share based payment awards 155  479

1,660  1,848

1

Directors’ remuneration (short term benefits) excludes the value of share awards (including the value of matching shares, dividend shares and free share awards) that

vested in the year amounting to £nil (2023: £0.2m). Included within this amount are accrued bonuses of £0.6m (2023: £nil).

The number of Directors who were members of Group money purchase pension schemes during the year totalled 2 (2023: 2).

Remuneration of Key Management Personnel

2024

£’000

2023

£’000

Key management personnel remuneration (short-term benefits)

1

3,618 2,641

Contributions to money purchase pensions schemes (post-employment benefits) 57 63

Termination benefits 178 142

Share-based payments charge on current incentive schemes 59 377

3,912 3,223

1  Included within this amount are accrued bonuses of £1.4m (2023:£0.1m).

Remuneration of Key Management Personnel represents the charge to the income statement in respect of the remuneration of the Group Board

and Group Executive Committee members.

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137

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Employee numbers and costs

The Group employs staff in divisional offices and head office. Aggregate payroll costs of these employees, including Directors were:

2024

£’000

2023

£’000

Wages and salaries 87,914 83,401

Social security costs 12,437 10,862

Pension costs 4,406 4,536

Subcontractor costs 443 291

Total employee costs 105,200 99,090

Share-based payment charge/(credit) (see below) 920 (164)

The average monthly FTE staff numbers (including Directors) during the year were:

2024 2023

Financial Services 413 490

Surveying & Valuation 900 879

Estate Agency Franchising 307 1,006

1,620 2,375

Share-based payments

The Group operates the following equity-settled share-based remuneration schemes:

Long-term incentive plan (LTIP)

The Group operates a LTIP (an equity-settled share-based remuneration scheme) for certain employees. Under the LTIP, the options vest if the

individual remains an employee of the Group after a three-year period, unless the individual has left under certain ‘good leaver’ terms in which

case the options may vest earlier and providing the performance conditions are met.

Vesting conditions:

For all LTIP options granted between 2021 and 2024, 50% of the options vest based on the total shareholder return (TSR) of LSL as compared to a

comparator group of FTSE Small Cap, excluding investment trusts, over the three-year performance period (for LTIP 2024 this is 1 January 2024 to

31 December 2026):

•  if the Group is in the top 25% percentile, all of these options will vest;

•  if the Group is at the median, 25% will vest;

•  straight-line vesting between median and top 25% percentile; and

•  below the median, no options vest.

The remaining 50% of the options are based on LSL’s Adjusted Basic EPS performance in the financial year which they become exercisable:

LTIP 2024

EPS (pence)

LTIP 2023

EPS (pence)

LTIP 2022

EPS (pence)

LTIP 2021

EPS (pence)

100% vest (more than or equal to) 32.5 24.0 52.8 31.5

25% vest (equal to) 26.5 16.0 46.9 25.6

Straight-line vesting (between) 26.5-32.5 16.0 – 24.0 46.9 – 52.8 25.6 – 31.5

No options vest (less than) 26.5 16.0 46.9 25.6

Company stock option plan (CSOP)

The Group operates a CSOP (an equity-settled share-based remuneration scheme) for certain employees. Under the CSOP the options vest if the

individual remains an employee of the Group after a three-year period, unless the individual has left under certain ‘good leaver’ terms in which

case the options may vest earlier.

![Graphics](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzbv67SYBzH4VN5GxqKsLGwSE40kehxcDEu3oCLq/dh4uroRXgHXodxVTRnMakLA4YBsSX+4VCvwAmqr+3z3EG/+Q39hJJMHj0/AwAAoI0eP7r76sXTa4YAAABoN+EHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/EwAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAAPA3JXVdWwEAAKCV3i4+P7h7Q/gBAAC01q/9VRp64cvXyhYAAACtlKUhDT3/8QMAAGg54QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8TAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAP+b0PHn3zx56QgAACAS49fPkp5fp04vWW1KKwAAALRSlobRoC+mAQAAWk74AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCzwQAAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAISfCQAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAADwB6Hjz//w3h1HAAAAkXjz7oMRmpCsNqUVAAAAWilLw2jQ96knAABAywk/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAD8LaHjz99Pe44AgCN931992+/tQOSuh5AFbz7E7sevKyMIv9O7P7/tCAAAIBJv33881LUdhN+JffpcOAIAjrQsq6Kq7EDkZnk+HeZ2IHLr7c4ITfAfPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAgIYkq03Z5ecvLheOAAAAInE+vzjUtR1OKEvDaNDvevhNxrlTAOBIy7IqqsoORG6W59OhNx9it97uhF8T4edTTwAAgJYTfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAA1JVpuyy89fXC4cAQAAROJ8fnGoazucUJaG0aDf9fCbjHOnAMCRlmVVVJUdiNwsz6dDbz7Ebr3dCb8mws+nngAAAC0n/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAABqSrDZll5+/uFw4AgAAiMT5/OJQ13Y4oSwNo0G/6+E3GedOAYAjLcuqqCo7ELlZnk+H3nyI3Xq7E35NhJ9PPQEAAFpO+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAADQkWW3KLj9/cblwBAAAEInz+cWhru1wQlkaRoN+18NvMs6dAgBHWpZVUVV2IHKzPJ8OvfkQu/V2J/yaCD+fegIAALSc8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAADw74SOP//3n3tHAMCRevXZ9Ws9OxD/oXrzIX71WW0E4Xd6d27ddAQAABCJN+8+GKEJyWpTWgEAAKCVsjSMBn3/8QMAAGg54QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8TAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AB+t2/3ropcYQCH79wd0XhEU5nCZsUkhVxc0i7588Mm5e7ODTYLbmtQUREJYZiTLqQalssMdz6ep9PuvLzI+cERAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAACqW9vz87989WQIAAGiI3z8/x2gMwq9qX77uLAEA5bLj6ZLn5kDbLUNYTII50HCH6z0+KL/qeeoJAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAHiJZH++9fn8u21mCQAAoCFW600RozlUaDRIp+Nh38NvPgtWAYBy2fF0yXNzoO2WISwmbj403eF6F351hJ+nngAAAB0n/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAGqS7M+3Pp9/t80sAQAANMRqvSliNIcKjQbpdDzse/jNZ8EqAFAuO54ueW4OtN0yhMXEzYemO1zvwq+O8PPUEwAAoOOEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAQE2S/fnW5/PvtpklAACAhlitN0WM5lCh0SCdjod9D7/5LFgFAMplx9Mlz82BtluGsJi4+dB0h+td+NURfp56AgAAdJzwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAAPB6kv351ufz77aZJQAAgIZYrTdFjOZQodEgnY6HfQ+/+SxYBQDKZcfTJc/NgbZbhrCYuPnQdIfrXfjVEX6eegIAAHSc8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAAKhJsj/f+nz+3TazBAAA0BCr9aaI0RwqNBqk0/Gw7+E3nwWrAEC57Hi65Lk50HbLEBYTNx+a7nC9C786ws9TTwAAgI4TfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAADVJ9udbn8+/22aWAAAAGmK13hQxmkOFRoN0Oh72Pfzms2AVACiXHU+XPDcH2m4ZwmLi5kPTHa534VdH+HnqCQAA0HHCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAMDrSXt+/r//yS0BAOW+e3xTPEZzoO3eRDcfWiA++L0VfjV4+vknSwAAAA3x4dOzIdQh2Z9vpgAAANBJo0E6HQ/9xw8AAKDjhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPyMAAAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAPbaWPAAAAQUSURBVAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAACAMmnPz//+3ZMlAACAhvjj859FjOYg/Cr25evOEgAAffDb/i9DqNyvP8wNoVqH690Q6uCpJwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAADgJdKen//Ht0tLAAAADfHh07Mh1CHZn2+mAAAA0EmjQTodDz31BAAA6DjhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPyMAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAIBvlxgBAADw2h6/T4tz/vAQY/zvu4+PyS/F/z7zcv8CPRCGeiFutZoAAAAASUVORK5CYII=)

138

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

SAYE (save-as-you-earn) scheme

The Group has offered options under the SAYE scheme in each of 2011 to 2014, 2016 to 2019, 2021, 2023 and 2024 years. All these offers were

open to all qualifying employees and provide for an exercise price equal to the daily average market price on the date of grant. The options will

vest if the employee remains in service for the full duration of the option scheme (three years). There are no cash settlement alternatives.

All employee share award

The Group launched its second free share award under its SIP Plan in 2022. The award was £500 worth of shares per full-time employee and a

pro-rated award for all part-time employees. This award offer was made to LSL employees who had joined the Group on or before 28 February

2022 and remain employed and not serving notice at the date the shares are awarded in April 2022. The awards will normally become available for

employees once they have been held in the SIP for three years or more.

The Group’s first free share scheme awarded £500 worth of shares per full-time employee and a pro-rated award for all part-time employees who

had joined the Group on or before 31 March 2020 and were still employed and not serving notice at the time the grant was made on 1 October

2020. The awards will normally become available for employees once they have been held in the SIP plan for three years or more.

Movements during the year

The following table illustrates the number and weighted average exercise prices of, and movements in, share options during the year:

2024 2023

Weighted

average exercise

price Number

Weighted

average exercise

price Number

Outstanding at 1 January 0.87 4,065,279 0.71 4,808,256

Granted during the year 0.77 1,283,552 0.98 1,639,999

Exercised during the year

1

0.37 (383,216)  0.00 (567,665)

Lapsed during the year 1.04 (961,847)  0.81 (1,815,311)

Outstanding at 31 December 0.85 4,003,768 0.87 4,065,279

1  The weighted average share price at the date of exercise of these options was £2.73 in 2024 (2023: £2.35)

•  There were no cancellations or modifications to the awards in 2024 or 2023.

•  The weighted average remaining contractual life for the share options outstanding as at 31 December 2024 was 0.74 years (2023: 1.46 years).

•  The weighted average fair value of options granted during the year was £2.39 (2023: £1.76).

•  The range of exercise prices for options outstanding at the end of the year was £nil to £3.64 (2023: £nil to £3.64).

•  492,891 share options were exercisable as at 31 December 2024.

The following tables list the inputs to the models used for the new plans for the years ended 31 December 2024 and 2023, respectively:

LTIP

2024

SAYE

2024

LTIP

2023

SAYE

2023

Option pricing model used Black Scholes Black Scholes Black Scholes Black Scholes

Weighted average share price at grant date (£) 2.98 2.82 2.44 2.50

Exercise price (£) – 2.46 – 1.99

Expected life of options (years) 3 3 3 3

Expected volatility (%) 100 100 100 100

Expected dividend yield (%) 3.69 1.06 3.96 6.03

Risk free interest rate (%) 4.54 4.36 3.99 3.83

The volatility assumption, measured at the standard deviation of expected share price returns, is based on statistical analysis of historical share

price. The dividend yield assumption is based on the fact that the shares awarded are not eligible to receive dividends until the end of the vesting

period.

The total cost recognised for equity-settled transactions is as follows:

2024

£’000

2023

£’000

Share-based payment charge/(credit) during the year 920 (164)

A charge of £0.9m (2023: credit of £0.2m) relates to employees of the Company.

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139

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

16.  Taxation

(a)  Taxation charge

The major components of income tax charge in the Group Income Statement are:

2024

£’000

2023

£’000

UK corporation tax – current year 3,417 –

– adjustment in respect of prior years (208)  153

3,209 153

Deferred tax:

Origination and reversal of temporary differences 2,446 246

Rate differential – 16

Adjustment in respect of prior year (549)  (416)

Deferred tax balances written back on disposal of subsidiaries – (2,501)

Total deferred tax charge/(credit) 1,897 (2,655)

Total tax charge/(credit) in the income statement 5,106 (2,502)

Continuing and discontinued operations:

2024

£’000

2023

£’000

Total tax charge/(credit) from continuing operations 5,247 (3,170)

Total tax (credit)/charge from discontinued operations (141) 668

5,106 (2,502)

Corporation tax is recognised at the headline UK corporation tax rate of 25.0% (2023: 23.5%).

The opening and closing deferred tax balances in the Financial Statements were measured at 25%. This is in accordance with rates included in the

Finance Act 2021 which was enacted on 10 June 2021 and came into effect from 1 April 2023.

The effective rate of tax for the year was 22.7% (2023: 6.2%). The effective tax rate for 2024 is lower than the headline UK tax rate of 25.0% largely

as a result of the calculated adjustments arising in respect of prior periods.

Income tax credited directly to the share-based payment reserve is £0.1m (2023: debit of £0.1m).

![Graphics](data:image/png;base64,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)

140

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

(b)  Factors affecting tax charge for the year

The tax assessed in the profit and loss account is lower than (2023: higher than) the standard UK corporation tax (CT) rate, because of the following

factors:

2024

£’000

2023

£’000

Profit before tax from continuing operations 23,013 4,863

Loss before tax from discontinued operations (518) (45,425)

Profit/(loss) before tax 22,495 (40,562)

Tax calculated at UK standard CT rate of 25% (2023: 23.5%) 5,624 (9,532)

Non-deductible expenditure from joint venture 1 91

Other disallowable expenses 592 9,934

Net non-taxable gains on disposal of investments – (834)

Impact of movement in contingent consideration credited to the income statement 119 817

Share-based payment relief (60)  (229)

Movement in deferred tax previously not recognised on tax losses (413)  (1)

Impact of rate change on deferred tax – 16

Prior period adjustments – current tax (208)  153

Prior period adjustment – deferred tax (549)  (416)

Deferred tax balances written back on disposal of subsidiary undertakings – (2,501)

Total taxation charge/(credit) 5,106 (2,502)

Total tax charge/(credit) from continuing operations 5,247 (3,170)

Total tax (credit)/charge from discontinued operations (141) 668

Total taxation charge/(credit) 5,106 (2,502)

Other disallowable expenses of £0.6m (2023: £9.9m) includes the tax impact of exceptional costs of £0.1m (2023: £9.7m), which are not taxable/

deductible for tax purposes. This item also includes other permanent items which are not eligible for tax relief.

There is a credit to the income statement of £0.2m in relation to a corporation tax prior year adjustment. This balance refines the estimate

previously reported and its main contributing component is the submission of an overpayment relief claim upon finalising the restatements

reflected in two Group subsidiaries' standalone statutory accounts.

There is a credit to the income statement in relation to a deferred tax prior year adjustment of £0.5m. This predominately relates to the

refinement of the qualifying tax base of the Group’s intangible fixed assets and losses available to carry forward in the Group.

(c)  Factors that may affect future tax charges (unrecognised)

2024

£’000

2023

£’000

Unrecognised deferred tax asset relating to:

Losses 2,108 3,020

2,108 3,020

No deferred tax asset is recognised in respect of trading losses of £6.7m (2023: £9.5m). The losses may be recoverable in the future, and this

is dependent on subsidiary companies generating taxable profits sufficient to allow the utilisation of these amounts. These deferred tax assets

cannot be offset against profits elsewhere in the Group as they relate to losses brought forward which can only be offset against taxable profits

arising from the same trade in which the losses arose. There is no time limit for utilisation of these tax losses.

No deferred tax asset is recognised in respect of capital losses of £1.8m (2023: £2.6m) as there are no capital profits forecast against which these

losses can be utilised. There is no time limit for utilisation of these tax losses.

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141

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

(d)  Deferred tax

An analysis of the balance sheet movements in deferred tax is as follows:

2024

£’000

2023

£’000

Net deferred tax liability at 1 January (166)  2,392

Research and development tax credits – (14)

Deferred tax liability recognised directly in other comprehensive income (88)  108

Deferred tax charge/(credit) in income statement for the year from continuing operations 1,896 (5,898)

Deferred tax charge in income statement for the year from discontinued operations – 3,246

Net deferred tax liability/(asset) at 31 December 1,642 (166)

Net deferred tax (asset)/liability analysed as:

2024

£’000

2023

£’000

Accelerated capital allowances (1,433)  (1,583)

Deferred tax liability on separately identifiable intangible assets on business combinations 4,410 5,200

Deferred tax on financial assets 184 93

Deferred tax on share options (616)  (487)

Other short-term temporary differences (221)  (166)

Total losses recognised (682)  (3,223)

1,642 (166)

At 31 December 2024, the Group has unused trading tax losses of £2.7m available for offset against future profits. See note 16c for commentary

on those balances for which no deferred tax asset is recognised.

At the end of either year there was no unrecognised deferred tax liability for taxes that would be payable on the unremitted earnings of the

Group’s subsidiaries.

Deferred tax (charge)/credit in income statement relates to the following:

2024

£’000

2023

£’000

Intangible assets recognised on business combinations 790 (2)

Accelerated capital allowance (149)  267

Deferred tax on share options 40 (119)

Other temporary differences (30)  (213)

Trading losses recognised (2,548)  2,722

Total deferred tax (charged)/credited in income statement (1,897)  2,655

2024

£’000

2023

£’000

Deferred tax (charge)/credit in income statement for the year from continuing operations (1,897)  5,901

Deferred tax charge in income statement for the year from discontinued operations – (3,246)

Total deferred tax (charged)/credited in income statement (1,897)  2,655

![Graphics](data:image/png;base64,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142

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

17.  Intangible assets

Goodwill and brand

Goodwill

£’000

Brand

£’000

Total

£’000

Cost

At 31 December 2022 54,997 6,911 61,908

Disposed (38,142)   – (38,142)

At 31 December 2023 16,855 6,911 23,766

At 31 December 2024 16,855 6,911 23,766

Net book value

At 31 December 2024 16,855 6,911 23,766

At 31 December 2023 16,855 6,911 23,766

Following the reorganisation of internal reporting structure, including the implementation of a new governance framework within the Financial

Services Division, entities within the PRIMIS Network: First Complete Limited, Advance Mortgage Funding Limited, Personal Touch Financial

Services Limited, and TenetLime Limited; have been aggregated into a single cash-generating unit (CGU) from 2024. This aligns with how

Management monitors the Financial Services Network’s performance and reflects the Group’s internal resource allocation.

The carrying amount of goodwill and brand by CGU is summarised below:

Goodwill

2024

£’000

Brand

2024

£’000

Goodwill

2023

£’000

Brand

2023

£’000

CGUs

PRIMIS Network 6,950 180 6,950 180

Financial Services segment total 6,950 180 6,950 180

e.surv 9,569 1,305 9,569 1,305

Templeton LPA 336 – 336 –

Surveying & Valuation segment total 9,905 1,305 9,905 1,305

Your Move and Reeds Rains – 3,751 – 3,751

LSLi – 1,675 – 1,675

Estate Agency Franchising segment total – 5,426 – 5,426

Total 16,855 6,911 16,855 6,911

Impairment of goodwill and other intangibles with indefinite useful lives

The Group tests goodwill and the indefinite life intangible assets annually for impairment, or more frequently if there are indicators of impairment.

Goodwill and brands acquired through business combinations have been allocated for impairment testing purposes to statutory companies or

groups of statutory companies which are managed as individual CGUs as disclosed in the table above.

Recoverable amount of CGUs

The recoverable amounts of the Financial Services, Surveying & Valuation and Estate Agency Franchising companies have been determined based

on a value-in-use (VIU) calculation using cash flow projections based on financial budgets and forecasts approved by the Board and in the three-

year plan.

The calculation of value-in-use for each of the Financial Services, Surveying & Valuation and Estate Agency companies is most sensitive to the

following assumptions:

•  Discount rates

•  Performance in the market

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143

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Discount rates

The pre-tax discount rate applied to cash flow projections used in the VIU models is as follows:

2024 2023

Financial Services 16.3% 15.6%

Surveying & Valuation 17.3% 15.6%

Estate Agency Franchising 15.9% 15.7%

Cash flows beyond the three-year plan are extrapolated using a 2.0% growth rate (2023: 2.0%).

Performance in the market

Reflects how management believes the CGU will perform over the three-year period and is used to calculate the value-in-use of the CGUs.

CGU specific operating assumptions are applicable to the forecasted cash flows for the years 2025 to 2027 and relate to revenue forecasts and

underlying profit margins in each of the operating CGUs. The value ascribed to each assumption will vary between CGUs as the forecasts are built

up from the underlying business units within each CGU group. These assumptions are based upon a combination of past experience of observable

trends and expectations of future changes in the market.

Sensitivity to changes in assumptions

Sensitivity analysis has been performed to assess whether changes to key assumptions would lead to impairments across the Group. Management

deemed that there are no reasonably possible changes in key assumptions that would cause any of the Group’s CGUs carrying amounts to exceed

its recoverable amounts.

Other intangible assets

Customer

contracts

£’000

Lettings

contracts

£’000

Franchise

agreements

£’000

Software

£’000

Relationship

Asset

£’000

Total

£’000

Cost

At 1 January 2023 625 21,770 2,059 21,200 – 45,654

Additions – – 10,707 2,137 – 12,844

Disposals – (21,770)   – – – (21,770)

Impairment – – – (3,940)   – (3,940)

At 31 December 2023 625 – 12,766 19,397 – 32,788

Additions – – – 2,093 9,295 11,388

At 31 December 2024 625 – 12,766 21,490 9,295 44,176

Amortisation and impairment

At 1 January 2023 599 20,200 526 16,542 – 37,867

Amortisation 26 291 494 1,849 – 2,660

Disposals – (20,491)   – (10)   – (20,501)

Impairment – – – (1,788)   – (1,788)

At 31 December 2023 625 – 1,020 16,593 – 18,238

Amortisation – – 879 1,335 774 2,988

At 31 December 2024 625 – 1,899 17,928 774 21,226

Net book value

At 31 December 2024 – – 10,867 3,562 8,521 22,950

At 31 December 2023 – – 11,746 2,804 – 14,550

![Graphics](data:image/png;base64,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)

144

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Relationship Asset

On 2 February 2024, the Group acquired the entire issued share capital of TenetLime Limited (TenetLime), a subsidiary of Tenet Group Limited

(Tenet Group).

The Group’s purchase of TenetLime expanded its existing Financial Services Network by increasing the number of appointed representatives (ARs)

using LSL’s PRIMIS Network. The Group acquired contracts with 153 AR firms through the acquisition of TenetLime and immediately transferred

those firms onto the PRIMIS Network.

Management performed a concentration test (IFRS 3) to determine whether substantially all the fair value of the gross assets acquired was

concentrated in a single identifiable asset. The test indicated that substantially all the value acquired was attributable to TenetLime’s contractual

relationships with the AR firms. Based on the assessment performed, management concluded that the Group did not acquire a business as part of

the transaction and therefore the acquisition is not a business combination.

However, the Group did acquire an intangible asset, being the acquired contracts with each of the respective AR firms which have been assigned a

value based on the transaction price excluding the cash acquired. The cost paid for the relationship intangible asset represents initial consideration

of £5.7m and contingent consideration of £3.6m.

The contingent consideration is calculated by reference to each AR firm’s turnover in 2022 and AR firm retention at 2 February 2025. The Group

has assumed an AR firm attrition rate of 7.6% which has been calculated using actual attrition rates experienced in the PRIMIS Network over a five-

year period. The contingent consideration has been discounted at a rate of 4.3%, in line with the Group’s cost of debt. The AR relationship asset

has a useful life of 12 years, which is also based on PRIMIS Network attrition and amortisation of £0.8m has been recognised in the year.

18.  Property, plant and equipment and right-of-use assets

Land and

buildings

£’000

Leasehold

improvements

£’000

Motor

vehicles

£’000

Fixtures, fittings

and computer

equipment

£’000

Total

£’000

Cost

At 1 January 2023 21,914 1,446 7,444 15,920 46,724

Additions 1,614 100 2,710 620 5,044

Disposals (4,861)   (580)   (2,190)   (5,758)   (13,389)

Transfer to investment in sublease (9,649)   – (738)   – (10,387)

At 31 December 2023 9,018 966 7,226 10,782 27,992

Additions 424 – 1,431 939 2,794

Disposals (5,935)   – (2,445)   (271)   (8,651)

At 31 December 2024 3,507 966 6,212 11,450 22,135

Depreciation and impairment

At 1 January 2023 14,857 1,094 4,473 10,730 31,154

Charge for the year 1,356 57 1,425 1,674 4,512

Disposals (3,021)   (185)   (1,728)   (3,576)   (8,510)

Transfer to investment in sublease (5,858)   – (223)   – (6,081)

At 31 December 2023 7,334 966 3,947 8,828 21,075

Charge for the year 539 – 1,442 1,179 3,160

Disposals (5,902)   – (2,378)   (221)   (8,501)

At 31 December 2024 1,971 966 3,011 9,786 15,734

Net book value

At 31 December 2024 1,536 – 3,201 1,664 6,401

At 31 December 2023 1,684 – 3,279 1,954 6,917

Property, plant and equipment – – – 1,664 1,664

Right-of-use assets 1,536 – 3,201 – 4,737

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lFTkSuQmCC)

145

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

19.  Financial assets

2024

£’000

2023

£’000

(a) Financial assets at fair value through other comprehensive income (FVOCI)

Unquoted shares at fair value – –

(b) Financial assets at fair value through income statement (FVPL)

Unquoted shares at fair value (Openwork units and Twenty7Tec) 762 399

Contingent consideration receivable 5,772 5,062

(c) Financial assets at amortised cost

Investment in sublease 832 3,338

Loan to joint venture 7,607 –

Loans to franchisees and appointed representatives 1,846 2,099

16,819 10,898

Non-current assets 2,188 8,818

Current assets 14,631 2,080

16,819 10,898

(a)  Financial assets at fair value through other comprehensive income

Financial assets at fair value through other comprehensive income (FVOCI) include unlisted equity instruments which are carried at fair value and

measured using level 3 valuation techniques. During 2023, the Group revalued its investment in Global Property Ventures to £nil and there has

been no further change. The Group also holds an equity instrument in NBC Property Master Limited which is carried at £nil value.

(b)  Financial assets at fair value through income statement

Financial assets through profit or loss (FVPL) include unquoted units in Twenty7Tec Group Limited and Openwork Partnership LLP, and contingent

consideration receivable which are carried at fair value and measured using level 2 valuation technique. During the period, the following gains/

(losses) were recognised in the income statement:

2024

£’000

2023

£’000

Fair value gains/(losses) on equity investments at FVPL recognised in other operating costs 482 (279)

Fair value gains/(losses) on contingent consideration recognised as exceptional 163 (4,093)

Finance income recognised on contingent consideration receivable 738 986

Openwork Units

During the period the fair value of units held in The Openwork Partnership LLP was unchanged (31 December 2023: £0.4m). Our valuation is based

on the actual strike price in the most trading window, adjusted for volume of units traded during the window.

Twenty7Tec

The Group holds an equity instrument in Twenty7Tec Group Limited which was historically valued at £nil. In 2024 the value of the Group’s

shareholding was increased to £0.4m, this is based on a recent external valuation of the business and is therefore indicative of a fair value.

Contingent Consideration Receivable

Contingent consideration of £5.7m relates to EFS, Group First and RSC which were sold in H1 2023. The consideration receivable will be 7x the

combined EBITDA in calendar year 2024 subject to final working capital adjustments, and is due in H1 2025. The fair value of the contingent

consideration receivable as at 31 December 2024 has been calculated for each of the three disposals noted above based on the actual

performance in calendar year 2024, adjusted for working capital using information that was available to the Group at the balance sheet date. The

consideration receivable in H1 2025 is subject to final working capital adjustments under the share purchase agreement which may result in a

change to the final consideration received in H1 2025.

The remaining £0.1m of contingent consideration relates to amounts due from disposed lettings books, amounts are receivable in November 2025.

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146

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

(c)  Financial assets measured at amortised cost

Financial assets measured at amortised cost include investment in subleases and loans to franchisees and appointed representatives.

Investment in subleases

The Group recognises an investment in sublease in scenarios where it is an intermediate lessor, and the sublease is classified as finance lease. On

recognition, the investment in sublease is valued as the remaining fixed payments due from the sublessor, discounted at the discount rate implicit

in the headlease. The Group recognises finance income over the remaining life of the leases. An expected credit loss has been provided against the

investment in sublease of £0.1m (2023: £0.1m), applying a 12-month expected credit loss model.

Loans to franchisees and appointed representatives

The loans to franchisees and appointed representatives balance includes loans to franchisees in the Estate Agency Franchising segment and loans

to appointed representatives in Financial Services.

The franchisee loans reflect drawdowns on agreed facilities which have availability over a range of periods from 31 December 2024 to

31 December 2025, are repayable in full within 24 months from the respective period end and bear fixed rate interest at 8.5%. The Group has

issued franchisee loans of £1.1m during the period, received principal repayments of £0.4m and recognised finance income of £0.1m. An expected

credit loss has been provided against the facility of £0.1m applying a 12-month expected credit loss model.

The Group issues loans to appointed representatives in the normal course of business and on standard terms, the duration is typically three years

and the loans are offered on an interest-free basis. The Group has issued loans to appointed representatives of £0.4m during the year, which

were subsequently written down by £0.1m, and received principal repayments of £1.3m. An expected credit loss has been provided against the

remaining facility of £0.1m, applying a 12-month expected credit loss model.

Loans notes receivables

In December 2024, the Group provided funding of £7.6m to its joint venture Mottram TopCo Limited in the form of 10% unsecured loan notes. The

loan notes are redeemable in H1 2025 and no repayments were made in 2024.

20.  Investment in joint venture

2024

£’000

2023

£’000

Opening balance 9,359 5,068

Equity investment in Pivotal Growth 2,232 4,681

Equity accounted profit/(loss) 107 (549)

Adjustment for non-controlling interests (113)  159

Closing balance 11,585 9,359

Pivotal Growth

The Group is party to one joint venture, Mottram TopCo Limited. As at the 31 December 2024, the Group holds a 46.5% (2023: 47.8%)

shareholding in Mottram TopCo Limited and has joint control by virtue of its holding of 50% of the voting shares in Mottram TopCo Limited and

through rights granted to it under a joint venture agreement.

Mottram TopCo Limited holds a 100% shareholding in Mottram MidCo Limited which in turn holds a 85.1% shareholding in Pivotal Growth Limited

(Pivotal) (2023: 89.6%). Mottram TopCo and Mottram MidCo are both holding companies. Pivotal invests in direct-to-consumer (D2C) financial

services advice (mortgage and protection) brokerages to help them build long-term sustainable value. Pivotal’s principal place of business is the

United Kingdom.

As at 31 December 2024, the Group did not have any commitments or contingent liabilities relating to Pivotal.

A further £2.2m equity investment was made by the Group during the year (2023: £4.7m). In December 2024, the Group also provided £7.6m

funding by means of loan notes, which are repayable in June 2025 (refer to note 19 for further details).

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AACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAKyO3AhqF2OIIZoDALD0JtV0PK3MoV6tRiNGi8k6VaGqVv44FX71+8RzlwwBAAAWx+Uru8KPmu1ev1G0DBYAWH57vbJbluZQr53NjSLLzKFGg9H4sD9c8SF4jR8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAA4L2I+wc9U6hX99pVQwAAgMVxfmt7ZR970cw7623hV7/OWrto5eYAACy9vV7ZLUtzqNfO5kaRZeZQo8FofNgfrnj42eoJAACw5IQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAgPdP3D/omUK9uteuGgIAACyO81vbK/vYi2beWW8Lv/p11tpFKzcHAGDp7fXKblmaQ712NjeKLDOHGg1G48P+cMXDz1ZPAACAJSf8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAHpG4f9AzhXp1r101BAAAWBznt7ZX9rEXzbyz3hZ+9eustYtWbg4AwNLb65XdsjSHeu1sbhRZZg41GozGh/3hioefrZ4AAABLTvgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAA8InH/oGcK9epeu2oIAACwOM5vba/sYy+aeWe9Lfzq11lrF63cHACApbfXK7tlaQ712tncKLLMHGo0GI0P+8MVDz9bPQEAAJac8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAAHhE4v5BzxTq1b121RAAAGBxnN/aXtnHXjTzznpb+NWvs9YuWrk5AABLb69XdsvSHOq1s7lRZJk51GgwGh/2hysefrZ6AgAALDnhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAOD9kxtB7S5dvGAIAACwOC5f2RV+1Gz3+o2iZbAAwPLb65XdsjSHeu1sbhRZZg41GozGh/3hig/BVk8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAwHsR9w96plCv7rWrhgAAAIvj/Nb2yj72opl31tvCr36dtXbRys0BAFh6e72yW5bmUK+dzY0iy8yhRoPR+LA/XPHws9UTAABgyQk/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAACARyQ3gtpdunjBEAAAYHFcvrIr/KjZ7vUbRctgAYDlt9cru2VpDvXa2dwosswcajQYjQ/7wxUfgq2eAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAID3Iu4f9EyhXt1rVw0BAAAWx/mt7ZV97EUz76y3hV/9OmvtopWbAwCw9PZ6ZbcszaFeO5sbRZaZQ40Go/Fhf7ji4WerJwAAwJITfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAADeP7kR1O7SxQuGAAAAi+Pyld0Vn0DcP+g5DgAAAJZS0cw7621bPQEAAJac8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhJ8RAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAIB3lBtB7WIMMURzAACW3qSajqeVOdSr1WjEaDFZpypU1cofp8Kvfp947pIhAADA4rh8ZVf4UbPd6zeKlsECAMtvr1d2y9Ic6rWzuVFkmTnUaDAaH/aHKz4Er/EDAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAALwXcf+gZwr16l67aggAALA4zm9tr+xjL5p5Z70t/OrXWWsXrdwcAIClt9cru2VpDvXa2dwosswcajQYjQ/7wxUPP1s9AQAAlpzwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAAPD+ifsHPVOoV/faVUMAAIDFcX5re2Ufe9HMO+tt4Ve/zlq7aOXmAAAsvb1e2S1Lc6jXzuZGkWXmUKPBaHzYH654+NnqCQAAsOSEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAwCOSG0HtLl28YAgAALA4Ll/ZFX7UbPf6jaJlsADA8tvrld2yNId67WxuFFlmDjUajMaH/eGKD8FWTwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAADAexH3D3qmUK/utauGAAAAi+P81vbKPvaimXfW28Kvfp21dtHKzQEAWHp7vbJbluZQr53NjSLLzKFGg9H4sD9c8fCz1RMAAGDJCT8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDw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)

147

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

The summarised financial information of Pivotal, which is accounted for using the equity method, is presented below:

2024

£’000

2023

£’000

Mottram TopCo balance sheet

1

:

Non-current assets 55,002 28,981

Current assets (excluding cash and cash equivalents) 4,757 2,273

Cash and cash equivalents 7,641 8,896

Current liabilities (26,513)  (7,874)

Non-current liabilities (10,647)  (12,574)

Net assets 30,240 19,702

Less: Net assets attributable to non-controlling interests 8 4  241

Net assets attributable to Pivotal 30,324 19,943

LSL share of Pivotal’s net assets 11,585 9,359

1   Mottram TopCo Limited prepares its financial statements in accordance with FRS102. In accordance with IAS 28, LSL’s share of the joint venture’s assets is adjusted

to reflect LSL’s accounting policies. The adjustments primarily relate to the changes in accounting policy regarding goodwill and share-based payments.

2024

£’000

2023

£’000

Pivotal results:

Revenue 60,290 37,308

Operating expenses (60,024)  (37,886)

Operating profit/(loss) 266 (578)

Finance income 16 34

Profit/(loss) before tax 282 (544)

Taxation (52)  (606)

Profit/(loss) after tax 230 (1,150)

LSL share of total profit/(loss) after tax 107 (549)

Adjustment for non-controlling interests (113)  159

LSL share of post-tax loss from joint venture (6)  (390)

The above Pivotal results for the period ended 31 December 2024 includes the following:

2024

£’000

2023

£’000

Depreciation (297)  (170)

Amortisation (434)  (51)

There was no other comprehensive income recognised in Pivotal during the year.

21.  Trade and other receivables

2024

£’000

2023

£’000

Current

Trade receivables 5,087 5,611

Prepayments 6,413 6,377

Accrued income 11,193 9,656

Other debtors 2,118 1,562

24,811 23,206

The accrued income balance is expected to be settled within three months of the year-end date. The accrued income balance as at 1 January 2023

of £8.0m was settled in 2023.

![Graphics](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzbP24aaRzH4Uz8jkBEwh1uQaFZK3+KNKvIUi6wTdrcI1LalHuI3CDn8NIajNIgQUuELUAs0ioTT+6A3sm+nvd5bvB+9Ws+YigG7z49AQAAoI3+evfyy+cPTw0BAADQbsIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+JgAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAOB3Kuq6tgIAAEArTWarP18OhR8AAEBr/ah+luEsfN/9awsAAIBW6pahDGf+4wcAANBywg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4mAAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAB6bkPn7t+//dgQAAJCI868fizO/TsVXrLcHKwAAALRStwz9XkdMAwAAtJzwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEnwkAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAaLOQ+fvfvn7hCAAAIBGT6fyhru0g/CJbrJaOAADIwezufldVdojr6mJghLg2+6MRmuBTTwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAADAKYr19pDz+5ffZo4AAAAS8fzy1UNd2yGibhn6vU7u4Tc4f+YUAIAczO7ud1Vlh7iuLgZGiGuzPwq/JsLPp54AAAAtJ/wAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAAAaUqy3h5zfv/w2cwQAAJCI55evHuraDhF1y9DvdXIPv8H5M6cAAORgdne/qyo7xHV1MTBCXJv9Ufg1EX4+9QQAAGg54QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAADg/xMyf/94OHIEAACQiMl0bgThF99itXQEAEAOZnf3u6qyQ1xXFwMjxLXZH43QBJ96AgAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAABOETJ//3g4cgQAAJCI65tbIzShWG8PVgAAAGilbhn6vY5PPQEAAFpO+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAws8EAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAwGMRMn9/pzxzBAAAkIj/fvw0gvCL783lH44AAAASMZnOH+raDsIvssVq6QgAACARm/3RCE3wHz8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAICGhMzfPx6OHAEAACRiMp0bQfjFt1gtHQEAACRisz8aoQk+9QQAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAnCJk/v7xcOQIAAAgEdc3t0ZoQrHeHqwAAADQSt0y9Hsdn3oCAAC0nPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAISfCQAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAAPDIhczf//b1C0cAAACJ+Gd6W9dmEH6xLVZLRwAAAInY7I/1E+UXn089AQAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAACnCJm/fzwcOQIAAEjEZDo3gvCLb7FaOgIAAEjEZn80QhN86gkAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAOEXI/P3j4cgRAABAIq5vbo3QhGK9PVgBAACglbpl6Pc6PvUEAABoOeEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/EwAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/+NW+/bskFMVhHPbalczAmnQt+jGEFK3h31+NpUaLoKugoiIScfG0RbOcS+J5nk23+/Id/MAVAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAAHBY8sSf/+mh4wgAAGBPvPQGIZhB+MU2HI8cAQCQgv5sviwKO8TVbbeMENd0tQkV5RefVz0BAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAALvIJot1ys8/+uw7AgAA2BNXd/fbEOwQUb2WNxvHqYdf6+zUKQAAKejP5suisENc3XbLCHFNVxvhV0b4edUTAADgwAk/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAACAkuSJP//1xaUjAACAPfHa+zCC8ItvOB45AgAgBf3ZfFkUdoir224ZIa7pamOEMnjVEwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAoCR54s//9V04AgAgBSfVo2012CGmzI/J+ELFlQq/EnRubxwBAADsief3gRHKkE0WaysAAAAcpHotbzaO/ccPAADgwAk/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4mQAAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAAB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148

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Trade receivables are non-interest-bearing and are generally on 4 to 30 day terms depending on the services to which they relate. As at

31 December 2024, trade receivables with a nominal value of £4.5m (2023: £3.6m) were impaired and provided for. Set out below is the

movement in the allowance for expected credit losses of trade receivables:

2024

£’000

2023

£’000

At 1 January 3,622 2,988

Provision for expected credit losses 2,061 1,588

Amounts written off (1,146)  (954)

At 31 December 4,537 3,622

The chosen method of recognising the expected credit loss across the Group is the simplified approach allowing a provision matrix to be used,

which is based on the expected life of trade receivables, historic default rates and forward-looking information.

As at 31 December, an analysis of gross trade receivables by credit risk rating grades is as follows:

Total

£’000

Neither past due

nor impaired

£’000

<30

days

£’000

30-60

days

£’000

60 – 90

days

£’000

90 – 120

days

£’000

>120

days

£’000

2024 20,817 10,220 3,588 706 414 223 5,666

2023 18,889 7,215 5,568 863 362 515 4,366

The expected credit loss rate applied by ageing bracket has been disclosed below:

Neither past due

nor impaired

<30

days

30-60

days

60 – 90

days

90 – 120

days

>120

days

2024 0.02% 13.11% 17.51% 34.21% 37.14% 69.75%

2023 0.24% 6.29% 14.03% 28.60% 33.81% 64.71%

During 2024 the expected credit loss rate applied to >120 days ageing bracket has increased due to a higher expectation of credit risk. This has

been driven by increased bad debt write offs in the year.

22.  Cash and cash equivalents

Bank overdrafts reflect the aggregate overdrawn balances of Group companies (even if those companies have other positive cash balances). The

overdrafts are held with the Group’s relationship banks.

For the purpose of the statement of cash flows, cash and cash equivalents comprise the following at 31 December:

2024

£’000

2023

£’000

Cash and cash equivalents 60,663 58,110

Bank overdrafts (28,264)  (23,139)

Cash and cash equivalents 32,399 34,971

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149

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

23.  Trade and other payables

2024

£’000

2023

£’000

Current

Trade payables 9,790 6,423

Other taxes and social security payable 6,119 4,755

Other payables 2,950 6,683

Accruals 14,505 9,769

Commission refund liability 3,414 2,855

36,778 30,485

Commission refund liability

Certain subsidiaries earn commissions on the sale of life assurance and general insurance products with terms from one to four years which are

cancellable without a notice period, and if cancelled within a set period, require that a portion of the commission earned must be repaid. The

subsidiaries do not hold insurance risk on the life assurance and general insurance products sold.

The commission refund liability is recognised as a reduction in revenue. The liability represents management’s best estimate of commissions that

will be clawed back for insurance products sold that may be cancelled in future periods and is calculated based on historic cancellation experience.

If average lapse rates across all products sold were to increase by 1.0%, the total liability would increase by £0.3m.

24.  Financial liabilities

2024

£’000

2023

£’000

Current

IFRS 16 lessee financial liabilities 2,291 3,255

Contingent consideration 3,306 65

5,597 3,320

Non-current

IFRS 16 lessee financial liabilities 3,491 5,085

3,491 5,085

Bank loans – RCF and overdraft

In accordance with the terms at 31 December 2024, the utilisation of the RCF may vary each month as long as this does not exceed the maximum

£60.0m facility (2023: £60.0m). The Group’s overdraft is also secured on the same facility, and the combined overdraft and RCF cannot exceed

£60.0m (2023: £60.0m).

In January 2025, LSL amended and restated the RCF facility, the renewed facility now runs to January 2030 with the same limit of £60.0m.

The Group’s revolving credit facility (RCF) was undrawn as at the year end (2023: undrawn). Any amounts drawn under the RCF are secured via

cross guarantees issued from the following businesses: LSL Property Services plc, Your-Move.co.uk Limited, Reeds Rains Limited, e.surv Limited,

Lending Solutions Holdings Limited, First Complete Limited, New Daffodil Limited, St Trinity Limited, LSL Corporate Client Services Limited, Advance

Mortgage Funding Limited, Personal Touch Financial Services Limited, Personal Touch Administration Services Limited, LSLi Limited and Vitalhandy

Enterprises Limited.

Fees payable on the RCF amounted to £0.6m during the year (2023: £0.7m) including amortisation of arrangement fees and non-utilisation fees.

![Graphics](data:image/png;base64,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)

150

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Contingent consideration

2024

£’000

2023

£’000

TenetLime 3,306 –

DLPS – 65

3,306 65

Current contingent consideration 3,306 65

Total contingent consideration 3,306 65

Opening balance 65 2,311

Acquisition 3,600 –

Cash paid (65)  (2,280)

Amounts recorded through income statement (294)  34

Closing balance 3,306 65

TenetLime Limited

On 2 February 2024, the Group acquired the entire issued share capital of TenetLime Limited (“TenetLime”), a subsidiary of Tenet Group Limited

(“Tenet Group”). The value of the company was concentrated in the contracts with the appointed representative firms. Consequently, the

transaction has been accounted for as an asset acquisition. A relationship intangible asset of £9.3m has been recognised, please refer to note 17.

The cost paid for the relationship intangible asset represents initial consideration of £5.7m and contingent consideration of £3.6m. The contingent

consideration is based on the retention rate of firms within LSL’s PRIMIS network 12 months after the transaction completed.

As part of the purchase agreement, Tenet Group agreed to provide a number of services to LSL after the transaction. Subsequent to the purchase,

LSL was notified that Tenet Group Limited entered administration on 5 June 2024. As at the 31 December 2024, there are no additional liabilities

recognised as a result of the administration, though £0.5m of exceptional costs were incurred during the year (see note 9). Management have

assessed the potential future costs that may arise for LSL due to Tenet Group Limited’s administration and is currently in discussions with the

administrators regarding these costs. As at the reporting date, the Group had no legal or constructive obligation for any future costs that may

arise. Additionally, discussions are ongoing with the administrators to offset these amounts against the contingent consideration payable, which

was originally due in H1 2025 but has been delayed due to an extension of the administration process to 4 June 2026.

25.  Provisions for liabilities

2024

PI claim

provisions

£’000

Onerous leases

£’000

Dilapidation

provision

£’000

Restructuring

provision

£’000

Appointed

representative

provision

£’000

Other

£’000

Total

£’000

Balance at 1 January 3,218 1 5,691 2,069 – 571 11,550

Provided in financial year 209 – 460 432 1,247 – 2,348

Amount utilised (950)   – (391)   (917)   – – (2,258)

Amount released (138)   (1)   (842)   (666)  – – (1,647)

Unwinding of discount – – 192 – – – 192

Balance at 31 December 2,339 – 5,110 918 1,247 571 10,185

Current liabilities 1,122 – 2,458 918 1,247 571 6,316

Non-current liabilities 1,217 – 2,652 – – – 3,869

2,339 – 5,110 918 1,247 571 10,185

PI claims provision

PI claim provisions of £2.3m relate to the Surveying & Valuation division (£1.9m) and Financial Services division (£0.4m).

PI claim provision – Surveying & Valuation

The PI claim provision is to cover the costs of claims that arise during the normal course of business. The PI claim provision includes both valuation

and defect claims and provides for claims already received from clients and claims yet to be received. The provision is management’s best estimate

of the likely outcome of such claims, taking account of the incidence of such claims and the size of the loss that may be borne by the claimant,

after taking account of actions that can be taken to mitigate losses.

![Graphics](data:image/png;base64,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151

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

The PI claim provision will be utilised as individual claims are settled, and the settlement amount may vary from the amount provided depending

on the outcome of each claim. The timing of payment for all claims remains uncertain. Based on past experience, a significant proportion of the

provision has historically been settled after more than 12 months. As a result, a substantial portion of the provision has been classified as non-

current. As of 31 December 2024, the total provision for PI claim was £1.9m. The Directors have considered the sensitivity analysis on the key risks

and uncertainties discussed above.

Valuation claims:

•  Cost per claim

A substantial element of the PI claim provision relates to specific claims where disputes are ongoing. These specific claims have been separately

assessed and specific provisions have been made. The average cost per claim has been used to calculate the claims incurred but not yet reported

(IBNR). Should the costs to settle and resolve these specific claims and future claims increase by 10%, an additional £0.1m would be required.

•  Rate of claim

The IBNR assumes that the rate of claim for the high-risk lending period reduces over time. Should the rate of reduction be lower than anticipated

and the duration extended, further costs may arise. An increase of 30% in notifications more than that assumed in the IBNR calculations would

increase the required provision by £0.3m. Claims are settled, on average, 4.1 years after initial notification.

Defect claims:

The Group also provides for defect claims, whereby it is found that a property has a defect which was not identified when the survey was

performed. The value provided for each received claim is the expected value of that claim. To assess the value of future claims incurred but not yet

received (IBNR), analysis is performed on the number of surveys that lead to future claims and the average cost per claim.

PI claim provision – Financial Services

The PI claim provision is to cover the costs of claims that arise during the normal course of business. The PI provision provides for both claims

which have been received from customers and claims yet to be received (IBNR). The Group calculates a provision for claims expected to be

received based on the historical rate of claims, average cost per claim and the time which elapses between the advice being provided and the

claim being raised. In addition, an asset is recognised for the estimated recoveries from professional indemnity insurance. The provision is

presented gross of amounts due from insurers which form part of other debtors included in note 21.

As at 31 December 2024, the total provision for Financial Services PI was £0.4m (2023: £0.9m), including a provision for received claims of £0.2m

(2023: £0.7m) and IBNR of £0.2m (2023: £0.2m). The Group has recognised an asset of £0.3m (2023: £0.6m) against received claims in other

debtors at 31 December 2024.

Dilapidation provision

The Group recognises its obligation to make good its leased properties when it becomes probable that there will be an economic outflow and a

reliable estimate can be made, this is typically where notice has been served to the landlord and there is an agreed exit date.

During 2023, the Group has entered into a number of ‘right to occupy’ agreements with its estate agency franchisees. The right to occupy

agreements relate to leases held by the Group that are due to be novated to the franchisees. They set out the Group’s obligations to the

franchisees, regarding the making good of existing modifications to the leased properties incurred during the Group’s tenancy, which will be

payable to the franchisees at the point of novation. The calculation of the Group’s dilapidation settlement provision is based on an average cost

rate per square foot, for damages already incurred during the Group’s occupancy. The average cost rate per square foot applied in 2024 was

£18.50 (2023: £19.34).

The provision is discounted using a risk-free discount rate based on expected date of novation of the lease. The discount rate applied in 2024 was

4.2% (2023: 3.8%).

If the average rates applied were to increase by 10% this would result in an increase in the overall provision of £0.5m, if they were to decrease

by 10% this would result in a reduction of the same amount. If the discount rate was to increase by 1.0% this would result in a decrease in the

provision of £0.1m, if the discount rate was to decrease by 1.0% this would result in an increase in the provision of the same amount. Management

has concluded the provision to be the best estimate of the expenditure required to settle present obligations at the end of the reporting period.

Appointed representative provision

During the year, the Group’s PRIMIS Network served notice to one of its protection only appointed representative (AR) firms. The Group is

responsible for the future reimbursements of commissions received from product providers in the event that policies are cancelled during an

indemnity period. Consequently, a specific provision of £1.2m has been recognised in the Group’s statement of financial position to reflect this

potential exposure. The Group’s gross maximum exposure will continue to reduce over time as active policies move beyond the indemnity period

and due to the substantial decline in trading activity during the final months of the AR firms’ operations.

Restructuring provision

The restructuring provision recognised relates to costs associated with the disposal of the owned branch network (£0.6m), including committed

branch works (£0.6m) and legal costs for the novation of leases to franchisees (£0.3m).

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152

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Other – Claims indemnity provision and contingency

Included in the sale agreement of LMS was a claims indemnity of £2.0m, for which the Group has provided £0.6m for certain claims, which it

considers to be the most likely outcome, the Group disposed of LMS in 2021. Further cases exist and are considered possible, not probable,

therefore no further provision has been made for these cases in the Financial Statements. Should these claims succeed the estimated further costs

would be £1.4m.

26. Leases

Group as a lessee

At the year ended 31 December 2024, the Group has the following in regards to leases in the Group Balance Sheet.

2024 2023

Right-of-use assets

Property

£’000

Motor vehicles

£’000

Total

£’000

Property

£’000

Motor vehicles

£’000

Total

£’000

1 January 1,684 3,279 4,963 6,813 2,971 9,784

Additions 424 1,431 1,855 1,615 2,710 4,325

Disposals (33)  (67)  (100)  (1,597)   (462)   (2,059)

Depreciation (539)  (1,442)  (1,981)  (1,356)   (1,425)   (2,781)

Transfer to investment in sublease – – – (3,791)   (515)   (4,306)

31 December 1,536 3,201 4,737 1,684 3,279 4,963

These are included in the carrying amounts of property, plant and equipment on the face of the Group Balance Sheet and have been included in

note 18.

Lease liabilities

2024

£’000

2023

£’000

1 January 8,340 10,915

Additions 1,855 4,350

Interest expense 455 580

Disposals (1,518)  (2,396)

Repayment of lease liabilities (3,350)  (5,109)

31 December 5,782 8,340

The Group added £1.9m (2023: £4.4m) of new lease liabilities in the year. The weighted average discount rate applied across the Group for these

additions was 10.6% (2023: 7.40%)

Maturity of these lease liabilities undiscounted is analysed as follows:

£’000

Property

£’000

Vehicles

£’000

Total

Current lease liabilities 1,043 1,646 2,689

Non-current lease liabilities 1,655 2,131 3,786

31 December 2024 2,698 3,777 6,475

These are included in non-current and current financial liabilities on the face of the Group Balance Sheet and have been included in note 24.

Maturity analysis of the future cash flows of lease liabilities has been included in note 31.

Group as a lessor

Following the transition of the Group’s entire owned estate agency network to franchises in 2023, the Group has become an intermediate

lessor on premises it leased whilst owning the Estate Agency Network, that are now operated by franchisees. In such situations, the Group has

maintained the head lease with the original lessor and has entered a sublease with the franchisee until the head lease transfers or expires.

The Group, in its capacity as lessor, has determined that the subleases with franchisees are finance leases and on the commencement date of

the sublease, the Group has derecognised the right-of-use assets previously associated with these leases and recognised a net investment in

the sublease on its balance sheet. The Group in 2024 has received £1.0m (2023: £1.1m) of repayments from the franchisees in relation to the

subleases, with finance income of £0.1m (2023: £0.1m) being recognised.

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AIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPiZAAAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAD8J5kJAACAH+3s5/CxOvz00+fn5z//+/Ms++3jX3/zdX8DEqfbZDfI0kkAAAAASUVORK5CYII=)

153

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

These leases have a term of up to five years. Although the risks associated with rights that the Group retains in underlying assets are not

considered to be significant, the Group employs strategies to further minimise these risks. For example, including clauses to enable periodic

upward revision of the rental charge in line with the head lease.

The maturity analysis of lease receivables, including the undiscounted lease payments to be received are as follows:

2024

£000

2023

£000

Less than 1 year 527 1,540

1-2 years 306 965

2-3 years 82 570

3-4 years 41 239

4-5 years 9 102

More than 5 years – 74

965 3,490

Unearned finance income (133)  (152)

Net investment in sublease 832 3,338

The following shows how lease income and expenses have been included in the income statement and cash flow statement, broken down

between amounts charged to operating profit and amounts charged to finance costs:

2024

£’000

2023

£’000

Depreciation of right-of-use assets

Property (539)  (1,356)

Vehicles (1,442)  (1,425)

Short-term and low value lease expense (Note 10) (1,992)  (2,294)

Sublease income 1,992 2,294

Charge to operating profit (1,981)  (2,781)

Interest expense related to lease liabilities (455)  (580)

Interest income related to investment in sublease 96 140

Charge to profit before taxation (359)  (440)

Cash outflow relating to operating activities (359)  (440)

Cash inflow relating to investing activities 1,046 1,134

Cash outflow relating to financing activities (2,895)  (4,529)

Total net cash outflow relating to leases (2,208)  (3,835)

At 31 December 2024, the Group had not entered into any leases to which it was committed but had not yet commenced.

27.  Share capital

2024 2023

Shares £’000 Shares £’000

Authorised:

Ordinary shares of 0.2 pence each 500,000,000 1,000 500,000,000 1,000

Issued and fully paid:

At 1 January 105,158,950 210 105,158,950 210

At 31 December 105,158,950 210 105,158,950 210

Each issued, called-up and fully paid ordinary share of 0.2p is a voting share in the capital of the Company, is entitled to participate in the profits of

the Company.

![Graphics](data:image/png;base64,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)

154

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

28. Reserves

Share premium

The amount subscribed for share capital in excess of nominal value less any costs attributable to the issue of new shares.

Share-based payment reserve

The share-based payment reserve is used to record the value of equity-settled share-based payment provided to the employees, as part of their

remuneration. Note 15 gives further details of these plans.

Shares held by employee benefit trust (EBT) and share incentive plan (SIP)

Shares held by the EBT represent the cost of LSL shares purchased in the market and held by the EBT and the SIP to satisfy future exercise of

options under the Group’s employee share options schemes.

At 31 December 2024, the Trust held 174,248 (2023: 517,949) LSL shares at an average cost of £3.86 (2023: £3.86), and the SIP held 951,904

(2023: 991,419) LSL shares at an average cost of £0.88 (2023: £0.88). The market value of the LSL shares at 31 December 2024 was £3.4m

(2023: £3.9m). The nominal value of each share is 0.2 pence.

Treasury shares

Treasury shares represent the cost of LSL shares purchased in the market as a result of a share buy-back scheme in 2022 and another announced

in April 2024. The 2024 buyback was extended to the date of 2025 AGM. At 31 December 2024, LSL had repurchased 1,458,933 (2023: 1,179,439)

LSL shares at an average cost of £3.31 (2023: £3.38). The market value of the LSL shares at 31 December 2024 was £4.4m (2023: £3.0m). The

nominal value of each share is 0.2 pence.

Fair value reserve

The fair value reserve is used to record the changes in fair value of equity financial assets that the Group has elected to recognise through OCI.

29.  Pension costs and commitments

The Group operates defined contribution pension schemes for certain Executive Directors and certain employees. The assets of the schemes are

held separately from those of the Group in independently administered funds. The total contributions to the defined contribution schemes in the

year were £4.4m (2023: £4.5m). At 31 December 2024, there were outstanding pension contributions of £0.6m (2023: £0.5m) included in trade

and other payables.

30.  Client monies

As at 31 December 2024, monies held by the Group on behalf of franchisees in separate bank accounts in relation to client monies amounted to

£68.4m (2023: £68.4m). Neither this amount, nor the matching liabilities to the clients concerned are included in the Group Balance Sheet.

Client funds are protected by the Financial Services Compensation Scheme (FSCS) under which the Government guarantees amounts up to

£85,000. This guarantee applies to each individual client, not the total of deposits held by LSL.

31.  Financial instruments – risk management

The Group’s principal financial instruments comprise of cash and cash equivalents with access to a further £60m revolving credit facility which is

undrawn at the balance sheet date, and in January 2025, it was extended to January 2030. The main purpose of these financial instruments is to

raise finance for the Group’s operations and support its capital allocation policy. The Group has various financial assets and liabilities such as trade

receivables, cash and short term deposits and trade payables, which arise directly from its operations.

The Group is exposed through its operations to the following financial risks:

•  interest rate risk;

•  liquidity risk; and

•  credit risk.

Policy for managing these risks is set by the Board following recommendations from the Group Chief Financial Officer. Certain risks are managed

centrally, while others are managed locally following communications from the centre. The policy for each of the above risks is described in more

detail below.

Interest rate risk

The Group’s exposure to the risk of changes in market interest rates relates primarily to the use of the Group’s RCF. The RCF incurs interest on

drawings at a variable rate, based on the Bank of England base rate plus a margin and this policy is managed centrally by the Group treasury

function. The subsidiaries are not permitted to borrow from external sources directly without approval from the Group treasury function. The

Group does not currently have any derivatives in place for interest rate hedging and continues to monitor the market for any opportunities to do

so that would be beneficial to the Group to put in place.

The Group has not drawn down on its RCF during the year to 31 December 2024 and therefore has incurred no interest, the amount shown in

finance costs relates to the amortisation of facility fees and non-utilisation fees.

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155

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Liquidity risk

The Group aims to mitigate liquidity risk by managing cash generation by its operations and capital allocation policy. An Investment Committee is

in place to review investment proposals and the performance of previous investments against the original business cases and Group hurdle rate,

and to identify any learnings for future capital allocation decisions. The work of the Investment Committee allows the Board to assess the Group's

projected near and medium-term capital requirements. This facilitates an appropriate capital structure and capital allocation policy, taking into

account economic conditions, the Group's improved resilience to market cycles and organic and inorganic opportunities. In this way the Group

aims to maintain a good credit rating to facilitate fundraising. The Group has net current assets in the current year. The requirement to pay

creditors is managed through future cash generation and, if required, from the RCF.

The Group manages liquidity risk by maintaining adequate reserves, via ongoing assessment of projected cash flows from operations and actual

cash flows. This includes consideration of the maturity of both its financial investments and financial assets (e.g. accounts receivable, and other

financial assets). The Group’s objective is to maintain a balance between continuity of funding and flexibility for its capital allocation policy.

Cash at bank earns interest at floating rates based on daily bank overnight deposit rates. Short term deposits are made for varying periods of time

depending on the immediate cash requirements of the Group and earn varying interest rates. The fair value of net cash and cash equivalents is

£32.4m (2023: £35.0m). At 31 December 2024, the Group had available £60.0m of undrawn committed borrowing facilities, of which the Group

could have drawn £60.0m under the terms of the facility (2023: the Group had available £60.0m of undrawn committed borrowing facilities, of

which the Group could have drawn £33.0m). Our banking facility contains covenants relating to the ratio of Net Debt: adjusted EBITDA (2.75x with

a ratio of 3.00x allowable for two consecutive periods), and interest cover (4.00x), which are tested at each June and December.

The table below summarises the maturity profile of the Group’s financial liabilities at 31 December 2024 based on contractual undiscounted

payments:

Year ended 31 December 2024

On demand

£’000

Less than

3 months

£’000

3 to 12 months

£’000

1 to 5 years

£’000

> 5 years

£’000

Total

£’000

Trade payables – 9,790 – – – 9,790

Other payables – 23,574 – – – 23,574

Overdraft 28,264 – – – – 28,264

Contingent consideration – 3,306 – – – 3,306

Lease liabilities – 573 1,718 3,406 85 5,782

28,264 37,243 1,718 3,406 85 70,716

Year ended 31 December 2023

On demand

£’000

Less than

3 months

£’000

3 to 12 months

£’000

1 to 5 years

£’000

> 5 years

£’000

Total

£’000

Trade payables – 6,423 – – – 6,423

Other payables – 21,207 – – – 21,207

Overdraft 23,139 – – – – 23,139

Contingent consideration – 65 – – – 65

Lease liabilities – 963 2,890 5,385 79 9,317

23,139 28,658 2,890 5,385 79 60,151

The liquidity risk of each Group entity is managed centrally by the Group Treasury function. The Group’s cash requirement is monitored closely. All

surplus cash is held centrally to achieve higher interest income. The type of cash instrument used and its maturity date will depend on the Group’s

forecast cash requirements. The Group has a RCF with a syndicate of major banking corporations to manage longer term borrowing requirements.

Capital management

The primary objective of the Group’s capital management is to ensure that it maintains appropriate capital structure to support its business

objectives, including any capital adequacy requirements, and maximise shareholder value. The capital structure of the Group consists of cash

and cash equivalents and equity attributable to the shareholders comprising issued capital, reserves and retained earnings as disclosed in the

Statement of Changes in Equity.

The Group does not have a current ratio of Net Bank Debt to EBITDA (2023: nil) due to a net cash position of £32.4m (2023: net cash £35.0m) and

operating profit before exceptional costs, amortisation and share-based payment charge of £27.7m (2023: £9.3m). The business is cash generative

with a low capital expenditure requirement. The Group remains committed to its stated dividend policy of 30% of Group Underlying Operating

Profit after interest and tax. The Board has reviewed the policy in line with the risks and capital management decisions facing the Group.

![Graphics](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzbMUrDYBzGYWu/YHHQzbmC0KEWxwaXXsDF1XsIro4ewht4iW7pVKhrIV0y6FQh36RSryBNkJg8zw2+l//yo2nvbPZwAAAAQBvdzCbPj3eHhgAAAGg34QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8TAAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAA8Jd6u93OCgAAAK2UvW7SyVD4AQAAtNbn13cS+uH9I9oCAACglQZJSELff/wAAABaTvgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMLPBAAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAMB/Ezr+/u3tkyMAAICGOH257/X9OlW/3tu2tAIAAEArDZJwcnwkpgEAAFpO+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAws8EAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEnwkAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAA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)

156

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Credit risk

The Group is exposed to credit risk in respect of revenue transactions. It is Group policy, implemented locally, to obtain appropriate details of new

customers before entering into contracts.

Estate Agency Franchising and Financial Services' highest risk exposure is in relation to loans to franchisees and appointed representatives and

their ability to service their debt. The Directors have established a credit policy under which each new franchisee and appointed representative are

analysed individually for creditworthiness before a loan is offered. The Company’s review includes external ratings, when available, and in some

cases bank references.

Risk of exposure to non-return of cash on deposit is managed by placing funds with lenders who form part of the Group’s agreed banking facility

syndicate, which comprises several leading UK banks.

The majority of the Surveying & Valuation customers and those of the asset management business are large financial institutions and as such, the

credit risk is not expected to be significant. The maximum credit risk exposure relating to financial assets is represented by the carrying value as at

the balance sheet date.

Financial instruments are grouped on a subsidiary basis to apply the expected credit loss model. The chosen method of recognising the expected

credit loss across the Group is the simplified approach allowing a provision matrix to be used, which is based on the expected credit life of trade

receivables, historic default rates and forward-looking information. Trade receivable balances are written off when the probability of recovery is

assessed as being remote.

Fair values of financial assets and financial liabilities

There are no differences between the carrying amounts and fair values of all of the Group’s financial instruments that are carried in the Financial

Statements.

Fair value hierarchy

The Group uses the following hierarchy for determining and disclosing the fair value of the financial instruments by valuation technique:

•  Level 1:  quoted (unadjusted) prices in active markets for identical assets or liabilities;

•  Level 2: other techniques for which all inputs which have a significant effect on the recorded fair value are observable, either directly or

indirectly; and

•  Level 3:  techniques which use inputs which have a significant effect on the recorded fair value that are not based on observable market data.

The following table provides the fair value measurement hierarchy of the Group’s assets and liabilities:

2024

Total

£’000

Level 1

£’000

Level 2

£’000

Level 3

£’000

Assets measured at fair value

Financial assets 6,534 – 762 5,772

Liabilities measured at fair value

Contingent consideration 3,306 – – 3,306

2023

Total

£’000

Level 1

£’000

Level 2

£’000

Level 3

£’000

Assets measured at fair value

Financial assets 5,461 – – 5,461

Liabilities measured at fair value

Contingent consideration 65 – – 65

Contingent consideration receivable of £5.7m relates to EFS, Group First and RSC which were sold in 2023, these are valued using level 3 technique

in accordance with the fair value hierarchy. The consideration payable will be 7x the combined EBITDA in calendar year 2024, subject to working

capital adjustments and is payable in H1 2025. The fair value of the contingent consideration receivable has been calculated for each of the three

disposals noted above based on profitability in calendar year 2024. The remaining £0.1m contingent consideration receivable relates to the

Group’s disposal of lettings books in 2023. Amounts are receivable in November 2025.

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157

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

The reconciliation of the opening and closing balance for financial assets measured using level 3 technique is as follows:

£’000

Opening balance as at 1 January 2024 5,461

Transferred out of level 3

1

(399)

Unrealised gains recognised in the income statement 163

Receipts (155)

Finance income 738

Excepted credit loss recognised (36)

Closing balance as at 31 December 2024 5,772

1

Transfers out of Level 3 relate to the Group’s investment in Twenty7Tec and Openwork units (see Note 19). These investments were transferred from Level 3 to  Level

2 during the year due to transactions occurring with quoted prices for the assets within an inactive market. The transfers out of Level 3 took place on the dates of

these transactions.

The fair value of financial assets that are not traded in the open market is £0.8m (2023: £0.4m), these are valued using the Level 2 technique in

accordance with the fair value hierarchy and management use all relevant and up to date information to arrive at their judgement.

The contingent consideration payable relates to amounts payable in the future on the assets acquired from TenetLime in February 2024. The

consideration calculated is based on the retention rate of firms within LSL’s PRIMIS network 12 months after the transaction completed. Further

details of the contingent consideration payable are disclosed in note 24.

32.  Related party transactions

As disclosed in note 20 LSL have one joint venture partner, Mottram Topco Limited.

Transactions with Mottram Topco Limited (Pivotal Growth) and its subsidiaries

2024

£’000

2023

£’000

Revenue recognised 3,551 3,688

Trade receivables at 31 December 676 682

Loan notes receivable at 31 December 7,607 –

During the year, the Group recognised net recharges of £0.2m (2023: £0.8m) for services provided to Mottram Topco (Pivotal Growth) and its

subsidiaries.

There are no transactions with Key Management Personnel other than those disclosed in note 15.

33.  Events after the reporting period

In January 2025, the Group amended and restated its banking facility which runs to January 2030 with an unchanged limit of £60m; this replaced

the previous RCF which had a maturity date of May 2026.

34.  Alternative performance measures

In reporting financial information, the Group presents APMs which are not defined or specified under the requirements of IFRS. The Group

believes that the presentation of APMs provides stakeholders with additional helpful information on the performance of the business but does not

consider them to be a substitute for or superior to IFRS measures. Definitions and reconciliations of the financial APMs used to IFRS measures, are

included below.

The Group reports the following APMs:

a)  Group and Divisional Underlying Operating Profit

Underlying Operating Profit represents the profit/(loss) before tax for the period before net finance cost, share-based payments, amortisation

of intangible assets, exceptional items and contingent consideration. This is the measure reported to the Directors as it considered to give a

consistent indication of both Group and Divisional underlying performance.

The closest equivalent IFRS measure to Underlying Operating Profit is operating profit/(loss). Refer to note 5 for a reconciliation between profit/

(loss) before tax and Group and Divisional Underlying Operating Profit.

![Graphics](data:image/png;base64,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)

158

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

b)  Group and Divisional Underlying Operating Margin

Underlying Operating Margin is defined as Underlying Operating Profit divided by revenue. Refer to note 5 for the calculation of both Group and

Divisional Underlying Operating Margin. The closest equivalent IFRS measure to Underlying Operating Margin is operating margin, refer to note 5

for a reconciliation between operating margin and Group Underlying Operating Margin.

c)  Adjusted basic earnings per share, adjusted diluted earnings per share and adjusted profit after tax

Adjusted basic earnings per share is defined as Group Underlying Operating Profit adjusted for profit/(loss) attributed to non-controlling interests,

net finance cost (excluding exceptional and contingent consideration items and discounting on leases) less normalised tax (to arrive at adjusted

profit after tax), divided by the weighted average number of shares in issue during the financial period. The effect of potentially dilutive ordinary

shares is incorporated into the diluted measure.

The closest equivalent IFRS measures are basic and diluted earnings per share. Refer to note 12 for a reconciliation between earnings/(loss) per

share and adjusted earnings per share.

d)  Adjusted operating expenditure

Adjusted operating expenditure is defined as the total of employee costs, depreciation on property, plant and equipment and other operating

costs and is considered to give a consistent indication of the Group’s underlying operating expenditure.

2024

£’000

2023

£’000

Total operating expenditure (151,289)  (140,671)

Add back:

Other (losses)/gains (532)  211

Share of post-tax loss from joint venture 6 390

Share-based payments 920 (164)

Amortisation of intangible assets 2,988 2,258

Exceptional gains (1,745)  (9,320)

Exceptional costs 4,109 13,767

Contingent consideration (426)  31

Adjusted operating expenditure (145,969)  (133,498)

e)  Net cash/debt

Net cash/debt is defined as cash and short-term deposits less current and non-current borrowings, add IFRS 16 financial liabilities, deferred and

contingent consideration and where applicable cash held for sale.

2024

£’000

2023

£’000

Cash and short term deposits 60,663 58,110

Less: Interest-bearing loans and borrowings (including loan notes, overdraft, IFRS 16 Leases, contingent and

deferred consideration)

Current (33,861)   (26,459)

Non-current (3,491)   (5,085)

23,311 26,566

Add: IFRS 16 lease financial liabilities 5,782 8,340

Add: deferred and contingent consideration 3,306 65

Net cash 32,399 34,971

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//+ua/+xvD+vJNs48esQAAAABJRU5ErkJggg==)

159

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

f)  Adjusted cash flow from operations

Adjusted cash flow from operations is defined as cash generated from operations, less the repayment of lease liabilities, plus the utilisation of PI

provisions.

2024

£’000

2023

£’000

Cash generated from operations 33,017 3,915

Payment of principal portion of lease liabilities (2,895)  (4,529)

PI provision utilisation 950 406

Adjusted cash flow from operations 31,072 (207)

g)  Cash flow conversion rate

Cash flow conversion rate is defined as cash generated from operations (pre-PI costs and post-lease liabilities, divided by Group Underlying

Operating Profit.

2024

£’000

2023

£’000

Adjusted cash flow from operations 31,072 (207)

Group Underlying Operating Profit 27,292 9,344

Cash flow conversion rate 114% (2.2%)

35.  Subsidiary companies

As at 31 December 2024, the Group controls directly or indirectly the following issued and fully paid ordinary and preference share capital of its

subsidiary undertakings, all of which are incorporated in Great Britain, with the exception of Albany Insurance Company (Guernsey) Limited, which

is incorporated in Guernsey, and whose operations are conducted mainly in the UK. The results for all of the subsidiaries have been consolidated

within these Financial Statements:

Name of subsidiary company

Registered

office

address LSL holding LSL Shareholder

Proportion of

nominal value

of shares held Nature of business

Lending Solutions Holdings Limited 1 Direct LSL Property Services plc 100% Holding Company

Lending Solutions Limited 1 Indirect Lending Solutions Holdings Limited 100% Non Trading

Financial Services

Advance Mortgage Funding Limited 1 Direct LSL Property Services plc 100% Financial Services

Direct Life and Pensions Services

Limited

2  Indirect  Direct Life Quote Holdings Ltd  100%  Financial Services

Direct Life Limited  2  Indirect  Direct Life and Pensions Services

Limited

100%  Non Trading

First Complete Limited

1

Indirect

Lending Solutions Holdings Limited

100%

Financial Services

and Holding

Company

LifeQuote Limited  2  Indirect  Direct Life and Pensions Services

Limited

100%  Non Trading

Linear Wealth Management Limited  2  Indirect  Linear Financial Services Holdings

Limited

100%  Non Trading

Linear Financial Services Holdings

Limited

2  Indirect  First Complete Limited  100%  Holding Company

Linear Mortgage Network Holdings

Limited

2  Indirect  First Complete Limited  100%  Holding Company

Linear Mortgage Network Limited  2  Indirect  Linear Mortgage Network Holdings

Limited

100%  Financial Services

Mortgage Gym Solutions Ltd. 2 Direct LSL Property Services plc 100% Non Trading

![Graphics](data:image/png;base64,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)

160

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Name of subsidiary company

Registered

office

address LSL holding LSL Shareholder

Proportion of

nominal value

of shares held Nature of business

Personal Touch Administration Services

Limited

2  Indirect  Personal Touch Financial Services

Limited

100%  Financial Services

Personal Touch Financial Services

Limited

2

Direct

LSL Property Services plc

100%

Financial Services

and Holding

Company

Qualis Wealth Limited 2 Direct LSL Property Services plc 100% Non Trading

Reeds Rains Financial Services Limited 2 Indirect Reeds Rains Limited 100% Financial Services

TenetLime Limited 2 Direct LSL Property Services plc 100% Financial Services

Surveying & Valuation

Albany Insurance Company

(Guernsey) Limited

6  Direct  LSL Property Services plc  100%  Captive Insurer

e.surv Limited  5  Direct  LSL Property Services plc  100%  Chartered

Surveyors

Surveying & Valuation – asset management

LSL Corporate Client Services Limited  1  Direct  LSL Property Services plc  100%  Asset

Management

St Trinity Limited 1 Direct LSL Property Services plc 100% Non Trading

Templeton LPA Limited  1  Indirect  First Complete Limited  100%  Asset

Management

Estate Agency Franchise – Residential

Sales and Lettings

Airport Lettings Stansted Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

Bawtry Lettings and Sales Limited 2 Indirect your-move.co.uk Limited 100% Non Trading

Brown North East Lettings Ltd 2 Indirect your-move.co.uk Limited 100% Non Trading

Charterhouse Management (UK)

Limited

2  Indirect  your-move.co.uk Limited  100%  Non Trading

David Frost Estate Agents Limited 2 Indirect Vitalhandy Enterprises Limited 100% Non Trading

Davis Tate Ltd 2 Indirect JNP (Surveyors) Limited 100% Non Trading

EA Student Lettings Ltd 2 Indirect your-move.co.uk Limited 100% Non Trading

Eastside Property Developments Ltd 2 Indirect your-move.co.uk Limited 100% Non Trading

Fourlet (York) Limited 2 Indirect Reeds Rains Limited 100% Non Trading

GFEA Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

Guardian Property Lettings Limited 2 Indirect Reeds Rains Limited 100% Non Trading

Hawes & Co Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

Headway Property Management

Limited

2  Indirect  Reeds Rains Limited  100%  Non Trading

Holloways Residential Ltd 2 Indirect your-move.co.uk Limited 100% Non Trading

Home and Student Link Limited 2 Indirect your-move.co.uk Limited 100% Non Trading

Homefast Property Services Limited  2  Indirect  Lending Solutions Holdings Limited  77.5%  Conveyancing

Packaging

Hydegate Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

ICIEA Limited 2 Indirect LSLi Limited 100% Non-Trading

Inter County Lettings Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

IQ Property (Hull) Limited 2 Indirect Reeds Rains Limited 100% Non Trading

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CEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAEAmjQkAAICv9tvv4cd6fPv28+fP/77767fmjx+/fOb/+xct3xoZgvARlwAAAABJRU5ErkJggg==)

161

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Name of subsidiary company

Registered

office

address LSL holding LSL Shareholder

Proportion of

nominal value

of shares held Nature of business

JNP Estate Agents Limited 2 Indirect LSLi Limited 100% Non Trading

JNP Estate Agents (Princes Risborough)

Limited

2  Indirect  JNP (Surveyors) Limited  100%  Non Trading

JNP (Residential Lettings) Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

JNP (Surveyors) Limited  2  Indirect  LSLi Limited  100%  Non Trading and

Holding Company

Kent Property Solutions Limited 2 Indirect your-move.co.uk Limited 100% Non Trading

LSL Land & New Homes Ltd 2 Indirect your-move.co.uk Limited 100% Residential Sales

Lauristons Estate Agents Limited 2 Indirect JNP (Surveyors) Limited 100% Non-Trading

Lawlors Property Services Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

LetCo Group Limited 2 Indirect your-move.co.uk Limited 100% Holding Company

LetCo Limited 2 Indirect LetCo Group Limited 100% Non Trading

Lets Move Property Limited 2 Indirect your-move.co.uk Limited 100% Non Trading

Longshoot Properties Limited 2 Indirect your-move.co.uk Limited 100% Non Trading

LSLi Limited

1

Direct

LSL Property Services plc

100%

Estate Agency

Franchising and

Holding Company

New Daffodil Limited 2 Direct LSL Property Services plc 100% Non Trading

New Let Limited 2 Indirect your-move.co.uk Limited 100% Non Trading

Oakley Lettings Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

Paul Graham Lettings &

Management Ltd

2  Indirect  JNP (Surveyors) Limited  100%  Non Trading

Philip Green Lettings Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

PHP Lettings Scotland Limited 4 Indirect your-move.co.uk Limited 100% Non Trading

Prestons Lettings Ltd 2 Indirect Reeds Rains Limited 100% Non Trading

Pygott & Crone Lincoln Lettings Limited 2 Indirect your-move.co.uk Limited 100% Non Trading

Reeds Rains Limited

2

Direct

LSL Property Services plc

100%

Estate Agency

Franchising and

Holding Company

Reeds Rains Cleckheaton Limited 2 Indirect Reeds Rains Limited 100% Non Trading

Simply Let Ltd. 4 Indirect your-move.co.uk Limited 100% Non Trading

Thomas Morris Limited 1 Indirect LSLi Limited 100% Non Trading

Top-Let Limited 2 Indirect LetCo Group Limited 100% Non Trading

Vitalhandy Enterprises Limited 2 Indirect LSLi Limited 100% Holding Company

Warners Letting Agency Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

Yates Lettings Limited 2 Indirect JNP (Surveyors) Limited 100% Non Trading

your-move.co.uk Limited

1

Indirect

Lending Solutions Holdings Limited

100%

Estate Agency

Franchising and

Holding Company

![Graphics](data:image/png;base64,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162

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Group Financial Statements continued

for the year ended 31 December 2024

Registered office addresses:

1. Newcastle House, Albany Court, Newcastle upon Tyne, NE4 7YB

2. Howard House, 3 St Mary’s Court, Blossom Street, York, YO24 1AH

3. 80 Hammersmith Road, London, W14 8UD

4. 13 Queens Road, Aberdeen, Scotland, AB15 4YL

5. Unit 1, Orion Park, Kettering, Northamptonshire, England, NN15 6PP

6. The Albany, South Esplanade, St Peters Port, Guernsey, GY1 4NF

Audit exemptions under section 479a of the Companies Act

The following sixteen subsidiaries are exempt from audit of individual accounts under section 479a of the Companies Act 2006:

•  David Frost Estate Agents Limited (02685937)

•  Direct Life Quote Holdings Limited (10283300)

•  ICIEA Limited (04842186)

•  JNP Estate Agents Limited (03764697)

•  Lending Solutions Holdings Limited (05095079)

•  Linear Mortgage Network Limited (05198588)

•  LSL Corporate Client Services Limited (07299192)

•  LSL Land & New Homes Ltd (09018581)

•  Mortgage Gym Solutions Ltd. (12460735)

•  New Daffodil Limited (02045933)

•  Personal Touch Administration Services Limited (03456365)

•  Qualis Wealth Limited (11784115)

•  Reeds Rains Financial Services Limited (08130339)

•  St Trinity Limited (07092652)

•  Templeton LPA Limited (06507759)

•  Thomas Morris Limited (04377568)

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)

163

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Parent Company Balance Sheet

as at 31 December 2024

Note

2024

£’000

2023

£’000

Non-current assets

Other intangible assets   – 36

Property, plant and equipment and right-of-use assets 2 735 937

Investment in subsidiaries 3 122,432 113,484

Financial assets 4 – 1,640

Investment in joint venture 5 11,585 9,359

Trade and other receivables 6 – 4,408

Contract assets   – 329

Deferred tax asset 11 1,108 3,659

135,860 133,852

Current assets

Trade and other receivables 6 10,445 10,537

Financial Assets 4 432 –

Cash and cash equivalents 7 32 32

Loans to joint venture 4 7,607 –

Contract assets   – 40

18,516 10,609

Total assets   154,376 144,461

Current liabilities

Trade and other payables 8 (56,813)   (49,157)

Bank overdrafts 7 (26,607)   (16,663)

Financial liabilities 9 (3,380)   (107)

Provision for liabilities 10 (571)   (571)

(87,371)   (66,498)

Non-current liabilities

Financial liabilities 9 -    (65)

Total liabilities   (87,371)   (66,563)

Net assets   67,005 77,898

Equity

Share capital 12 210 210

Share premium account 13 5,629 5,629

Share-based payment reserve 13 2,634 3,564

Shares held by employee benefit trust & share incentive plan 13 (1,510)   (2,871)

Treasury shares 13 (4,831)   (3,983)

Fair value reserve 13 (306)   (306)

Retained earnings   65,179 75,655

Total equity   67,005 77,898

As permitted by Section 408 (3) of the Companies Act 2006, no profit and loss account of the Company is presented. The profit after tax for the

financial year of the Company was £0.6m (2023: £9.8m loss after tax). The notes on pages 166 to 171 form part of these Financial Statements.

The Financial Statements were approved by and signed on behalf of the Board by:

David Stewart

Group Chief Executive Officer

25 March 2025

Adam Castleton

Group Chief Financial Officer and

Group Chief Executive Officer

Designate

25 March 2025

![Graphics](data:image/png;base64,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164

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Parent Company Statement

of Changes in Equity

For the year ended 31 December 2024

Share capital

£’000

Share

premium

£’000

Share-based

payment

reserve

£’000

Shares

held by

EBT & SIP

£’000

Treasury

shares

£’000

Fair value

reserve

£’000

Retained

earnings

£’000

Total

£’000

As at 1 January 2024 210 5,629 3,564 (2,871)  (3,983)  (306)  75,655 77,898

Profit for the year – – – – – – 557 557

Total comprehensive

income for the year – – – – – – 557 557

Shares repurchased into

treasury – – – – (848)   – – (848)

Exercise of options – – (943)   1,361 – – (245)   173

Vested share options lapsed

during the year – – (995)   – – – 995 –

Share-based payment

transactions – – 920 – – – – 920

Tax on share-based

payments – – 88 – – – – 88

Dividends paid – – – – – – (11,783)   (11,783)

As at 31 December 2024 210 5,629 2,634 (1,510)  (4,831)  (306)  65,179 67,005

During the period, 383,216 share options were exercised relating to LSL’s various share option schemes resulting in the shares being sold by the

Employee Benefit Trust. LSL received £0.2m on exercise of these options.

The notes on pages 166 to 171 form part of these Financial Statements.

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165

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Parent Company Statement

of Changes in Equity

For the year ended 31 December 2023

Share capital

£’000

Share

premium

£’000

Share-based

payment

reserve

£’000

Shares held by

EBT & SIP

£’000

Treasury

shares

£’000

Fair value

reserve

£’000

Retained

earnings

£’000

Total

£’000

As at 1 January 2023 210 5,629 5,331 (5,457)  (3,983)  (20,190)  118,229 99,769

Other comprehensive

income for the year

Loss for the year – – – – – – (9,825)   (9,825)

Revaluation of financial

assets – – – – – (116)   – (116)

Total comprehensive

income for the year – – – – – (116)  (9,825)  (9,941)

Exercise of options – – (1,106)   2,586 – – (1,480)   –

Vested share options lapsed

in the year – – (445)   – – – 445 –

Share-based payment

transactions – – (109)   – – – – (109)

Fair value reclassification

following disposals – – – – – 20,000 (20,000)   –

Tax on share-based

payments – – (107)   – – – – (107)

Dividends paid – – – – – – (11,714)   (11,714)

As at 31 December 2023 210 5,629 3,564 (2,871)  (3,983)  (306)  75,655 77,898

During the period, 567,665 share options were exercised relating to LSL’s various share option schemes resulting in the shares being sold by the

Employee Benefit Trust. LSL received £nil on exercise of these options.

The notes on pages 166 to 171 form part of these Financial Statements.

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166

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Parent Company

Financial Statements

For the year ended 31 December 2024

1.  Significant accounting policies

The accounting policies set out below have been applied in preparing the financial statements for the years ended 31 December 2023 and 2024.

The principal accounting policies adopted are the same as those set out in Note 2 to the Group Consolidated Financial Statements except as noted

below.

Basis of preparation

The Company financial statements have been prepared in accordance with Financial Reporting Standard 101 Reduced Disclosure Framework

(FRS 101) as issued by the Financial Reporting Council. This represents a change in the accounting framework from UK-adopted International

Accounting Standards (IFRS), which were applied in the preparation of the financial statements in prior years.

The decision to adopt FRS 101 has been made to take advantage of the reduced disclosure requirements available under this framework while

continuing to apply the recognition and measurement principles of IFRS. The transition from UK-adopted IFRS to FRS 101 has been applied

retrospectively. The Directors have assessed that this change has no material impact on the financial position or performance of the Company.

No differences in the recognition or measurement of assets, liabilities, income, or expenses have been identified within these financial statements.

Consequently, reconciliations of equity and profit and loss are not required and have not been presented.

These financial statements are the Company only financial statements, and the Group continues to prepare consolidated financial statements in

accordance with UK-adopted IFRS.

The Company Financial Statements have been prepared on a going concern basis and on a historical cost basis, except for, certain debt and

financial assets and liabilities that have been measured at fair value. The Company’s Financial Statements are presented in pounds sterling, and all

values are rounded to the nearest thousand pounds (£’000) except when otherwise indicated.

In preparing the Parent Company Financial Statements, management has considered the impact of climate change, taking into account the

relevant disclosures in the Strategic Report. The impact of climate-related risks on the Group Financial Statements have been disclosed in the

Group basis of preparation note. The extent to which the Group climate-related risks effect the Parent Company financial statements is focused on

how medium (4-9 years) to long term risks (beyond 10 years) may impact our future revenue profile, which could further impact the carrying value

of investments. The potential impact of climate-related risks on the Parent Company’s impairment assessment is considered sufficiently remote at

this point in time and therefore no sensitivity analysis has been performed.

Disclosure exemptions adopted

In preparing these Financial Statements the Company has taken advantage of certain disclosure exemptions conferred by FRS 101 and has not

provided:

•   Additional comparative information as per IAS 1 Presentation of Financial Statements paragraph 38 in respect of:

○  Reconciliations of the carrying amounts of property, plant and equipment, and intangibles assets at the start and the end of the prior period.

•  A Statement of Cash Flows.

•  Additional comparative information for narrative disclosures and information, beyond IFRS requirements.

•  Disclosures in relation to the objectives, policies and process for managing capital.

•  Disclosure of the effect of future accounting standards not yet adopted.

•  Related party transactions with wholly owned members of the Group.

In addition, and in accordance with FRS 101, further disclosure exemptions have been applied because equivalent disclosures are included in the

consolidated financial statements of LSL Property Services plc. These financial statements do not include certain disclosures in respect of:

•  Share based payments – details of the number and weighted average exercise prices of share options, and how the fair value of goods or

services received was determined as per paragraphs 45(b) and 46 to 52 of IFRS 2 Share-Based Payment.

•  Financial Instrument disclosures as required by IFRS 7 Financial Instruments: Disclosures.

•  Fair value measurements – details of the valuation techniques and inputs used for fair value measurement of assets and liabilities as per

paragraphs 91 to 99 of IFRS 13 Fair Value Measurement.

Judgements and estimates

Recoverability of investments and receivables from Group companies (estimate)

The Company assesses whether there are any indicators of impairment of investments or receivables from Group companies at each reporting

date. Investments and receivables from Group companies are tested for impairment when there are indicators that the carrying amounts may not

be recoverable. Details of impairments of investments recorded during the year are included in note 3 and details of intercompany impairments

are included in note 6.

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8AAIDWykwAAABcW35ffG9ONzfn8/n33VuevX7/eeZyP0og6nE4mKFCAAAAAElFTkSuQmCC)

167

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

2.  Property, plant, and equipment

Land and

buildings

£’000

Leasehold

improvements

£’000

Fixtures, fittings

and computer

equipment

£’000

Total

£’000

Cost

At 1 January 2024 215 74 1,630 1,919

Additions – – 313 313

At 31 December 2024 215 74 1,943 2,232

Depreciation

At 1 January 2024 122 67 793 982

Charge for the year 31 7 477 515

At 31 December 2024 153 74 1,270 1,497

Net book value

At 31 December 2024 62 – 673 735

At 31 December 2023 93 7 837 937

Owned assets – – 673 673

Right-of-use assets 62 – – 62

62 – 673 735

3.  Investment in subsidiaries

Details of the subsidiaries held directly and indirectly by the Company are shown in note 35 to the Group Financial Statements.

2024

£’000

2023

£’000

At 1 January 113,484 116,666

Additions 9,270 –

Adjustments for share-based payment 41 23

Disposals – (533)

Impairment in cost of investments (363)   (2,672)

At 31 December 122,432 113,484

Investment in subsidiaries for share-based payments represents the financial effects of awards by the Company of options over its equity shares to

employees of subsidiary undertakings. In 2024 there was an increase of £0.04m (2023: increase of £0.02m).

In 2024 the Company acquired TenetLime Limited for £9.3m consideration, details of the acquisition accounting can be found in note 17 to the

Group Financial Statements.

The Company performed an impairment indicator assessment as at 31 December 2024 and identified indicators of impairment in its investment in

Direct Life and Pensions Services Limited (“DLPS”) due to the short-term outlook of the business.

In 2024, the Company recognised an impairment of £0.4m in its investment in DLPS (2023: £2.7m in its investment in Reeds Rains). The charge was

calculated based on the recoverable amount of the investment, the recoverable amount is based on the higher of each investments value-in-use

(VIU) or fair value less cost to sell (FVCLTS). Where the recoverable amount has been assessed based on a VIU calculation, a discount rate 16.3%

(2023: 15.7%) and terminal growth rate of 2.0% (2023: 2.0%) has been applied. The carrying value of Direct Life and Pensions Services Limited at

the period end is £nil (2023: £0.4m).

Sensitivity to change in assumptions

Sensitivity analysis has been performed for investments held by the Company at the reporting date to assess the extent to which reasonably

possible changes in key assumptions would impact the impairment charge. Management deemed that there are no reasonably possible changes in

key assumptions that would cause any of the Company’s investments’ carrying amounts to exceed its recoverable amounts.

![Graphics](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKgAAAaVCAIAAACQxGAoAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzbzY4iVRyH4SlgMiMd0ibEYkunWxN7JrhwMzFE9+7cex+6dudVeAnexYTtUEN6QwJbDBCKIJmPI+XeZXvKlHWe5w7Or/+LfpMiy7/7+QkAAABt9P23L3775ceOIQAAANpN+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAws8EAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAA/JeyqqqsAAAA0Eqz+frVZCz8AAAAWuvdx/D8aa/3R/mnLQAAAFqp28meP+35jR8AAEDLCT8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPiZAAAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAAPi/6SX+/sMPvzoCAABI3Ke//9TuB2abw8mfGQAAoJW6nWw46PvUEwAAoOWEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/EwAAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAIBE9RJ//zdfvXQEAADQELP54lJVdhB+kS3XK0cAAKSg2O3LEOwQ13SUGyGu7fFshDr41BMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAA8Bi9xN9/N75xBAAA0BCz+cIIwi++5XrlCACAFBS7fRmCHeKajnIjxLU9no1QB596AgAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAAAeo5f4++/GN44AAAAaYjZfGEH4xbdcrxwBAJCCYrcvQ7BDXNNRboS4tsezEergU08AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAICa9BJ//934xhEAAEBDzOYLIwi/+JbrlSMAAFJQ7PZlCHaIazrKjRDX9ng2Qh186gkAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAeIxsczil/P7VQ+EIAACgIW7vJ5eqskNE3U42HPRTD7/8+sopAAApKHb7MgQ7xDUd5UaIa3s8C786ws+nngAAAC0n/AAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAAg/AAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAABA+AEAACD8AAAAEH4AAAAIPwAAAGrSS/z9d+MbRwAAAA0xmy+MIPziW65XjgAASEGx25ch2CGu6Sg3Qlzb49kIdfCpJwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAQPgBAAAIPwAAAIQfAAAAwg8AAADhBwAAQE16ib//3YfgCACAFHzS6V46lR1iyvwzGV/1xJUKvxq8/OJzRwAAAA3x+s1bI9Qh2xxOVgAAAGilbicbDvp+4wcAANBywg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAACD8AAAAhB8AAADCDwAAAOEHAACA8AMAAED4AQAAIPwAAAAQfgAAAMIPAAAA4QcAAIDwAwAAQPgBAAAg/AAAABB+AAAACD8AAADhBwAAgPADAABA+AEAACD8AAAAEH4AAAAIPwAAAIQfAAAAwg8AAED4AQAAIPwAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAIDwAwAAEH4mAAAAEH4AAAAIPwAAAIQfAAAAwg8AAADhBwAAgPADAABA+AEAAAg/AAAAhB8AAADCDwAAAO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)

168

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Parent Company

Financial Statements continued

For the year ended 31 December 2024

4.  Financial assets

2024

£’000

2023

£’000

Financial assets at fair value through income statement (FVPL)

Contingent consideration receivable 432 1,640

432 1,640

Financial assets at amortised cost

Loan notes to joint venture 7,607 –

7,607 –

In December 2024, the Company provided funding of £7.6m to its joint venture Mottram TopCo Limited in the form of 10% unsecured loan notes.

The loan notes are redeemable in H1 2025 and no repayments were made in 2024.

5.  Investment in joint venture

At cost

2024

£’000

2023

£’000

At 1 January 9,359 5,068

Equity investment in Pivotal Growth 2,232 4,681

Equity accounted loss 107 (549)

Adjustment for non-controlling interests (113)   159

At 31 December 11,585 9,359

Pivotal Growth

A further £2.2m equity investment in Pivotal was made throughout 2024, please refer to note 20 in the Group Financial Statements for further

information.

During the year, the Company recharged £0.4m (2023: £0.8m) for services provided to Pivotal Growth and its subsidiaries.

6.  Trade and other receivables

2024

£’000

2023

£’000

Non-current

Amounts owed by Group undertakings – 4,408

– 4,408

Current

Group relief receivable 9,154 8,203

Prepayments 663 923

Other taxes and social security 393 264

Amounts owed by Group undertakings 235 1,147

10,445 10,537

The expected credit loss relating to non-current intercompany receivables is £6.4m at 31 December 2024 (31 December 2023: £7.6m) and

intercompany receivables are presented net of this provision. No allowance for expected credit losses is deemed necessary in respect of current

intercompany receivables.

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wAAAAQfgAAAAg/AAAAhB8AAADCDwAAAOEHAAAg/AAAABB+AAAACD8AAACEHwAAAMIPAAAA4QcAAMB/EZkAAAB4b6vfkh/X8cOH19fXX989r6KvP/71mdv9BFaHMXXzlG8wAAAAAElFTkSuQmCC)

169

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

7.  Cash and cash equivalents and bank overdrafts

2024

£’000

2023

£’000

Cash and cash equivalents 32 32

Cash and cash equivalents (excluding bank overdrafts) 32 32

Cash at bank earns interest at floating rates based on daily bank overnight deposit rates.

2024

£’000

2023

£’000

Bank overdrafts 26,607 16,663

Bank loans – RCF and overdraft

The Company’s bank loan totals £nil (2023: £nil) and the Company’s overdraft totals £26.6m (2023: £16.7m).

8.  Trade and other payables

2024

£’000

2023

£’000

Trade payables 919 424

Accruals 1,915 2,431

Amounts owed to Group undertakings 53,979 46,302

56,813 49,157

Amounts owed to Group undertakings are repayable on demand.

9.  Financial liabilities

2024

£’000

2023

£’000

Current

Contingent consideration liabilities 3,306 65

IFRS16 Financial Liabilities 74 42

3,380 107

Non-current

IFRS 16 financial liabilities – 65

– 65

10.  Provision for liabilities

Provision

£’000

Balance at 1 January 571

Balance at 31 December 571

Current liabilities 571

Non-current liabilities –

571

Included in the sale agreement of LMS (a former joint venture of the Company) was a claims indemnity of £2.0m, for which the Company has

provided £0.6m, which it considers to be the most likely outcome. Further cases exist and are considered possible, not probable; therefore, no

further provision has been made for these cases in the Financial Statements. Should these claims succeed, the estimated further costs would be

£1.4m.

![Graphics](data:image/png;base64,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)

170

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

Notes to the Parent Company

Financial Statements continued

For the year ended 31 December 2024

11.  Deferred tax

Deferred tax asset

2024

£,000

2023

£,000

Depreciation charged in advance of capital allowances 229 259

Share options 696 627

Losses 183 2,773

Deferred tax asset at 31 December 1,108 3,659

2024

£,000

2023

£,000

Deferred tax asset at 1 January 3,659 1,019

Deferred tax credit in profit and loss account for the year (2,666)   2,747

Deferred tax credit/(charge) to other comprehensive income 115 (107)

Deferred tax asset at 31 December 1,108 3,659

A deferred tax asset has been recognised on the basis that the Group is anticipated to make sufficient taxable profits in the foreseeable future

against which the Company’s attributable assets can be utilised. The Group’s 3-year plan indicates that the Company’s losses will be able to be

offset within the Group via group relief. Management is therefore satisfied that these can be utilised in a future period.

12.  Called up share capital

2024 2023

Shares £’000 Shares £’000

Authorised:

Ordinary Shares of 0.2 pence each 500,000,000 1,000 500,000,000 1,000

Issued and fully paid:

At 1 January 105,158,950 210 105,158,950 210

Issued in the year – – – –

At 31 December 105,158,950 210 105,158,950 210

13. Reserves

Share premium

The amount subscribed for share capital in excess of nominal value less any costs attributable to the issue of new shares.

Share-based payment reserve

This represents the amount provided in the year in respect of share awards. The Company has operated long term incentive plans (including CSOP)

and a number of SAYE schemes for the employees in the Company and the Group. See note 15 to the Group Financial Statements for details of the

LTIP, CSOP and the SAYE schemes.

Shares held by employee benefit trust (EBT) and share incentive plan (SIP)

Shares held by EBT represent the cost of LSL shares purchased in the market and held by the EBT and the SIP to satisfy future exercise of options

under the Group’s employee share options schemes.

At 31 December 2024, the Trust held 174,248 (2023: 517,949) LSL shares at an average cost of £3.86 (2023: £3.86), and the SIP held 951,904

(2023: 991,419) LSL shares at an average cost of £0.88 (2023: £0.88). The market value of the LSL shares at 31 December 2024 was £3.4m

(2023: £3.9m). The nominal value of each share is 0.2 pence.

Treasury shares

Treasury shares represent the cost of LSL shares purchased in the market as a result of a share buy-back scheme in 2022 and another announced

in April 2024 that ends no later than 30 April 2025. At 31 December 2024, LSL had repurchased 1,458,933 (2023: 1,179,439) LSL shares at an

average cost of £3.31 (2023: £3.38). The market value of the LSL shares at 31 December 2024 was £4.4m (2023: £3.0m). The nominal value of each

share is 0.2 pence.

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171

LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Fair value reserve

The fair value reserve is used to record the changes in fair value of equity financial assets.

14.  Company loss for the financial year after tax

The Company has not presented its own profit and loss account as permitted by section 408 of the Companies Act 2006. The profit after tax for the

year was £0.6m (2023: loss of £9.8m).

Remuneration paid to Directors of the Company is disclosed in note 15 to the Group Financial Statements.

The Company paid £0.4m (2023: £0.5m) to its auditors in respect of the audit of the Financial Statements of the Company.

Fees paid to the external auditors and their associates for non-audit services to the Company itself are not disclosed in the individual accounts

of the Company because Group financial statements are prepared which are required to disclose such fees on a consolidated basis. These are

disclosed in note 11 to the Group Financial Statements.

15.  Pensions costs and commitments

Total contributions to the defined contribution schemes in the year were £0.2m (2023: £0.2m). The amount outstanding in respect of pensions as

at 31 December 2024 was £nil (2023: £nil).

The average monthly number of employees (including directors) during the year was 109 (2023: 117).

16.  Related party transactions

During the year the transactions entered into by the Company with non-wholly owned subsidiaries are as follows:

Sales to related

parties

£’000

Purchases from

related parties

£’000

Amounts owed

by related parties

£’000

Amounts owed

to related parties

£’000

Non-wholly owned subsidiaries

2024 – – 1 –

2023 – – – 515

The expected credit loss relating to related parties receivables with non-wholly owned subsidiaries is £nil at 31 December 2024 (31 December

2023: £nil) and the related parties receivables are presented net of this provision.

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

172

Definitions

“Adjusted Basic Earnings per Share” or “Adjusted Basic EPS” is

defined at note 34 to the Financial Statements.

“Adjusted EBITDA” is Group Underlying Operating Profit (note 5 to

the Financial Statements) plus depreciation on property, plant and

equipment.

“AGM” annual general meeting.

“AI” artificial intelligence.

“AR” appointed representative.

“AR Regime” the FCA’s Appointed Representatives Regime.

“Audit & Risk Committee” LSL’s Audit & Risk Committee.

“Auditor Independence Policy” LSL policy relating to non-audit

services provided by the external auditor.

“Basic Earnings per Share” or “EPS” is defined at note 12 to the

Financial Statements.

“Board”/“Board of Directors” the Board of Directors of LSL.

“BAYE” Buy As You Earn (also referred to as SIP).

“BoE” Bank of England.

“B2B” business to business.

"B2C" business to customer.

“Committee(s)” refers to LSL’s Nominations Committee, the Audit &

Risk Committee, the Remuneration Committee and the Disclosure

Committee.

“Company” or “Parent Company” refers to LSL Property Services plc.

“CBI” Conference of British Industry.

“Code” or “2018 Code” UK Code of Corporate Governance

published by the Financial Reporting Council (FRC) (July 2018

edition). “2024 Code” refers to the update in 2024.

“CEO” or “Group CEO” Chief Executive Officer, David Stewart.

"CEO Designate" Chief Executive Officer Designate, Adam Castleton

“CFD” Climate-related Financial Disclosures Regulations 2022.

“CFO” or “Group CFO” Chief Financial Officer, Adam Castleton.

“Colleague Forums” or “Forums” our LSL Group Colleague

Engagement, Inclusion and Diversity, and Communities forums.

“CPO” or “Group CPO” Chief People Officer, Debra Gardner.

“CRO” or Group CRO" Chief Risk Officer, Saad Hassanuddin.

“CRWG” climate-related working group.

“CSOP” Company Share Ownership Plan.

“D2C” direct to consumer.

“Data and Information Security Committee” or “DISC” LSL’s Data

and Information Security Committee.

“Davis Tate” trading name of Davis Tate Ltd.

“Director” an Executive Director or Non-Executive Director of LSL.

“Division(s)” refers to each of our Financial Services, Surveying &

Valuation and Estate Agency Franchising Divisions.

“DLPS” or “Direct Life and Pension Services” or “Direct Life and

Pensions” Direct Life and Pension Services Limited.

“EBITDA” earnings, before interest, taxes, depreciation and

amortisation.

“Elsevier” Elsevier Limited.

“Embrace Financial Services” Embrace Financial Services Limited.

“EPS” Earnings per Share.

“EPC” energy performance certificate.

“Ernst & Young” Ernst & Young LLP.

“ESG” Environmental, Social and Governance.

“ESOT” LSL’s employee share scheme.

“ESOT Trustees” Apex Financial Services (Trust Company) Limited.

“Estate Agency Division” or “Estate Agency” this refers to LSL’s

residential sales and lettings businesses. Following the change

to a franchise model this Division has become the Estate Agency

Franchising Division. It also included LSL’s asset management

businesses until 31 March 2023.

“Estate Agency Franchising Division” this refers to the provision

of estate agency franchising services such as brand marketing and

commercial and IT support, to a network of territories across the UK.

“e.surv” or “e.surv Chartered Surveyors” trading names of e.surv

Limited.

“EWG” LSL’s Environmental Working Group.

“Executive Committee” Executive Committee of the Group, which

includes the Executive Directors.

“Executive Director(s)” David Stewart and Adam Castleton.

“FCA” Financial Conduct Authority.

“Financial Services Division” or “Financial Services” or “FS” refers to

LSL’s financial services division (including mortgage, non-investment

insurance brokerage services and the operation of LSL’s intermediary

networks).

“Financial Services Networks” or “Networks” refers to the PRIMIS

Network and TMA mortgage club.

“Financial Services Other” refers to Pivotal Growth, New Homes

businesses, D2C and technology businesses (Mortgage Gym and

DLPS).

“First2Protect” First2Protect Limited.

“First Complete” First Complete Limited.

“Financial Services Network” the PRIMIS Mortgage Network.

“Financial Statements” financial statements contained in this Report.

“FRC” Financial Reporting Council.

“FTE” full-time equivalent.

“FY” full year.

“GHG” greenhouse gas.

“Greenhouse Gas Protocol” a global standardised framework to

measure GHG emissions from private and public sector operations.

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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

173

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

“Global Property Ventures” refers to Global Property Ventures

Limited.

“Grant Thornton” Grant Thornton UK LLP.

“Group” LSL Property Services plc and its subsidiaries.

“Group Company Secretary” Debbie Fish

“Group First” Group First Ltd, holding company of Mortgages First

Ltd and Insurance First Brokers Ltd.

“Group Revenue” total revenue for the LSL Group.

“Group Underlying Operating margin” Group Underlying Operating

Profit divided by Group Revenue.

“Goodfellows” trading name of GFEA Limited.

“H1 2024” 1 January 2024 – 30 June 2024.

“H2 2024” 1 July 2024 – 31 December 2024.

“HMRC” His Majesty’s Revenue and Customs.

“Homefast Property Services” Homefast Property Services Limited.

“IAS” International Accounting Standards.

“IBNR” Incurred But Not Reported.

“I&D” Inclusion and Diversity.

“IFRS” International Financial Reporting Standards.

“JNP” trading name of JNP Estate Agents Limited.

“Korn Ferry” trading name of Korn Ferry Hay Group Limited.

“KPI” key performance indicators.

“Land & New Homes” LSL Land & New Homes Ltd.

“Lauristons” trading name of Lauristons Limited.

“Listing Rules” or “UK Listing Rules” FCA Listing Rules.

“LMS” LMS Direct Conveyancing Limited and Cybele Solutions

Holdings Limited.

“Living Responsibly Report 2024” report published on our website

setting out our Living Responsibly ESG programme.

“LSLi” LSLi Limited and its subsidiary companies. During 2023

the estate agency branches owned by the LSLi companies were

franchised as part of the conversion of the entire LSL owned estate

agency network to franchises, these included JNP, Intercounty, David

Frost Estate Agents Limited, Goodfellows, Davis Tate, Lauristons,

Hawes & Co and Thomas Morris).

“LSL” or “Group” or “Parent Company” refers to LSL Property

Services plc and its subsidiaries.

“LSL Corporate Client Department” trading name of LSL Corporate

Client Services Limited.

“LTIP” Long Term Incentive Plan.

“Management” refers to the Group’s management teams.

“MAR” the UK Market Abuse Regulation.

“Marsh & Parsons” trading name of Marsh & Parsons Limited.

“Mortgage Gym” Mortgage Gym Solutions Ltd.

“Net Bank Debt” see note 31 to the Financial Statements.

“Net Cash” see note 31 to the Financial Statements.

“New Build” refers to RSC New Homes Limited and the Group First

companies.

“Non-Executive Director” refers to Gaby Appleton, Darrell Evans,

Sonya Ghobrial, James Mack and Michael Stoop.

“Notice of Meeting” the circular made available to shareholders

setting out details of the AGM.

“Deutsche Numis” Numis Securities Limited.

“P&L” profit and loss statement.

“PDMRs” Persons Discharging Managerial Responsibility as defined

in Article 3(1) (25) of UK MAR.

“Pivotal Growth” Pivotal Growth Limited.

“PI” professional indemnity.

“PI Costs” costs relating to ongoing and expected future PI claims

relating to Surveying & Valuation business.

“Pollen Street Capital” or “PSC” Pollen Street Capital Limited.

“PRIMIS Network” or “PRIMIS” or “PRIMIS Mortgage Network” a

trading name of Advance Mortgage Funding Limited, First Complete

Limited and Personal Touch Financial Services Limited.

“RCF” revolving credit facility.

“Real Living Wage” a UK wage rate based on the cost of living.

“Reeds Rains” trading name of Reeds Rains Limited.

“Registered Office” Newcastle House, Albany Court, Newcastle

Business Park, Newcastle upon Tyne, NE4 7YB.

“RELX” RELX Group plc.

“Report” LSL’s Annual Report and Accounts 2023.

“RICS” Royal Institution of Chartered Surveyors.

“RIDDOR” Reporting of Injuries, Diseases and Dangerous

Occurrences Regulations 2013.

“RSC New Homes” or “RSC” RSC New Homes Limited.

“SAYE” Save As You Earn.

“SECR” Streamlined Energy and Carbon Reporting.

“Senior Management Team” or “Senior Managers” refers to our

Executive Committee and their direct reports who are A1 and A2

grades (excluding the Executive Directors).

“SID” Senior Independent Director, James Mack (with effect from 5

March 2024).

“SIP” Share Incentive Plan (also referred to as BAYE).

“SteerCo” Living Responsibly Steering Committee.

“Surveying & Valuation” refers to e.surv Limited (including where it

trades as Walker Fraser Steele) and asset management businesses

with effect from 1 April 2023.

"TCFD" Task Force on Climate-related Financial Disclosures

“Templeton” trading name of Templeton LPA Limited.

“TMA” The Mortgage Alliance

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)

LSL PROPERTY SERVICES PLC   ANNUAL REPORT AND ACCOUNTS 2024

174

Registered office

Newcastle House, Albany Court, Newcastle Business Park

Newcastle upon Tyne, NE4 7YB, United Kingdom

Telephone: +44 (0) 191 233 4600

Company website: lslps.co.uk

Registered in England and Wales - number 5114014

Email: investorrelations@lslps.co.uk

Please use the above email address to contact the Board via the

Group Company Secretary

Advisers

Corporate brokers

Numis Securities Limited (Deutsche Numis)

45 Gresham Street, London, EC2V 7BF, United Kingdom

Zeus Capital Limited

125 Old Broad Street, London, EC2N 1AR, United Kingdom

Independent auditors

Ernst & Young LLP

1 More London Place, London, SE1 2AF, United Kingdom

Financial public relations

Burson Buchanan

107 Cheapside, London, EC2V 6DN, United Kingdom

Share Registrar

MUFG Corporate Markets

Central Square, 29 Wellington Street, Leeds, LS1 4DL,

United Kingdom

Telephone: +44 (0) 371 664 0300

Website: mpms.mufg.com

shareholderenquiries@cm.mpms.mufg.com

If you have any queries regarding your shareholding, please contact

the Registrar. Calls are charged at the standard geographic rate and

will vary by provider. Calls outside the UK will be charged at the

applicable international rate.

If contacting the registrars, the country code should be used when

calling from outside the UK. Lines are open from 9:00 a.m. to

5:30 p.m. (UK time), Monday to Friday (excluding public holidays in

England and Wales).

Financial calendar 2025

8 May 2025  Ex-dividend date

9 May 2025  Record date

23 May 2025  Last day for dividend reinvestment plan election

27 June 2025  2024 Final dividend payment

Dividends

Shareholders may request that their dividend be used to purchase

further shares in the Company via the Dividend Reinvestment Plan

(DRIP). Requests should be made via the share registrar. Shareholders

who have already made a DRIP re-election do not need to re-apply.

Share price information

The Company’s ordinary shares are listed on the Main Market of the

London Stock Exchange. Share price information can be found on our

website, lslps.co.uk.

ISIN number: GB00B1G5HX72

SEDOL number: B1G5HX7

Legal Entity Identifier: 213800T4VM5VR3C7S706

Shareholders can view current and historical share prices on the

Company’s website and in the Financial Times. For a real-time buying

or selling price, you should contact a stockbroker.

E-communications

We encourage Shareholders to consider receiving Shareholder

information electronically. Electing to receive Shareholder

communications in this way allows Shareholders to access

information quickly and securely. It also reduces Company costs and

the impact on the environment by decreasing the amount of paper it

needs to use.

To register for this service, please visit signalshares.com.

Shareholder Information

(including forward-looking statements information)

![Graphics](data:image/png;base64,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LSL PROPERTY SERVICES PLC    ANNUAL REPORT AND ACCOUNTS 2024

175

OTHER INFORMATIONFINANCIAL STATEMENTSCORPORATE GOVERNANCESTRATEGIC REPORTOVERVIEW

Share dealing and Signal Shares

The Company’s shares can be traded through most banks, building

societies and stockbrokers. Additionally, Shareholders can buy and

sell shares through a telephone and internet service provided by the

Company’s Registrar, MUFG Corporate Markets.

Signal Shares, a website operated by MUFG Corporate Markets,

allows Shareholders to view the details of their Shareholding, register

for e-communications and send voting instructions electronically

if they have received a voting form with an electronic reference or

signed up for Signal Shares.

For more information about both services, log on to signalshares.

com or call +44 (0) 371 664 0445. Please use the country code when

calling from outside the UK. Lines are open Monday to Friday from

8:00 a.m. to 4:30 p.m. (UK time), Monday to Friday (excluding public

holidays in England and Wales).

Scams and fraud

Many companies have become aware that their Shareholders have

received unsolicited phone calls or correspondence concerning

investment matters. These are typically from overseas-based

‘brokers’ who target UK Shareholders, offering to sell them what

often turn out to be worthless or high-risk shares in US or UK

investments. These operations are commonly known as ‘boiler

rooms’. These ‘brokers’ can be very persistent and extremely

persuasive. It is not just the novice investor that has been duped

in this way; many of the victims had been successfully investing

for several years. Shareholders are advised to be very wary of any

unsolicited advice, offers to buy shares at a discount or offers of free

company reports.

How to avoid share fraud

•   Keep in mind that firms authorised by the FCA are unlikely to

contact you out of the blue with an offer to buy or sell shares.

•  Do not get into a conversation, note the name of the person and

firm contacting you and then end the call.

•  Check the Financial Services Register (the Register) from fca.org.

uk, to see if the person and firm contacting you is authorised by

the FCA

•  Beware of fraudsters claiming to be from an authorised firm,

copying its website or giving you false contact details.

•   Use the firm’s contact details listed on the Register if you want to

call it back.

•  Call the FCA on 0800 111 6768 if the firm does not have contact

details on the Register or you are told they are out of date.

•   Search the list of unauthorised firms to avoid at fca.org.uk/scams.

•   Consider that if you buy or sell shares from an unauthorised firm

you will not have access to the Financial Ombudsman Service or

Financial Services Compensation Scheme.

•  Think about getting independent financial and professional advice

before you hand over any money.

•   Remember, if it sounds too good to be true, it probably is!

Report a scam

If you are approached about an investment scam, you should tell the

FCA using the share fraud reporting form at fca.org.uk/scams, where

you can find out more about investment scams. You can also call the

FCA Consumer Helpline on 0800 111 6768.

If you have already paid money to share fraudsters, you should

contact Action Fraud on 0300 123 2040.

Details of any share dealing facilities that the Company endorses will

be included in Company mailings.

Forward-looking statements

This Report may contain certain statements that are forward-looking

statements. They appear in a number of places throughout this

Report and include statements regarding our intentions, beliefs

or current expectations and those of its Officers, Directors and

employees concerning, amongst other things, our results of

operations, financial condition, liquidity, prospects, growth, strategies

and the business it operates. By their nature, these statements

involve risks and uncertainty since future events and circumstances

can cause results and developments to differ materially from those

anticipated. The forward-looking statements reflect knowledge

and information available at the date of preparation of this Report

and, unless otherwise required by applicable law, we undertakes no

obligation to update or revise these forward-looking statements.

Nothing in this Report should be construed as a profit forecast.

The Company and its Directors accept no liability to third parties

in respect of this Report save as would arise under English law.

Information about the management of the Principal Risks and

Uncertainties facing the Group is set out within the Strategic Report

on pages 35 to 38.

Any forward-looking statements in this Report speak only at the date

of this Report and the Company undertakes no obligation to update

publicly or review any forward-looking statement to reflect new

information or events, circumstances or developments after the date

of this Report.

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)

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)

LSL PROPERTY SERVICES PLC

lslps.co.uk

Registered in England

(Company number 5114014)

Registered office:

Newcastle House

Albany Court

Newcastle Business Park

Newcastle upon Tyne

NE4 7YB

Email: investorrelations@lslps.co.uk

LSL Property Services plc Annual Report and Accounts 2024