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dB1AwUFBR9fUfB8D89zKeQLDA8Peb19A/ump6d/4XnKFxVF/e9YPHaL67nbI5HI1OjoeElR/Fxzc9NwT0/v9qbG5kdOOeXke9Lp9B3r1q17sLm5ecr3Sdq2HfdcTzMMA13XMUwDXdNQAMe2mZqeZGBggO3bd/Lkk0/S3d2NYRisWrWC445bQ6ouRaGQZ3pqKjiqqgTHWh3HIRQOYxgG27Ztzei6tmhR16I7U6m6bF26DtM0CYfDMz7/lwBVB14K/B2wBtgpgPV8oQzwemB1hb+BrcCNC+iwQEcDqMfH8qwP5Si5BCeNDvPRdZ1isdhy0003fXn37l1nr1u3jlg8Rj5fAPz9BajBZ+nSZVxxxQtxXZc7776bsZExwuEQ4OM4DqqiousaeAoooBlBrqjtOIyPTzA+Pt5TKlvXqqr2Bd/zf6Tr+kZFUaYN0/Bc1yEcDjM6Oobvu6RSKXp6egmFIn5LS1M5n8+NmKa52TDMe9asOe6exYsX96Aosenp6QbbtnRV1dA0Dd3Q0TUd3TDQjSD4lcvn6e8bYPuunfT19xOLxFi7dg0rVyxHURRGR8fI5fJAcATWcR3i8Ti+77N586alLS0tzmmnn36XaRp+RQhVf/6vAKoCvAb4FnAWcBEQA+4Fys8XSwt4kYA9BMV1Hgb+ZwEdFmjepLlsLDbg5YdZXexmJFcmn8/P+SkUihRLRWPTExv/ccOGx96ydMlSWltayeXzOI6Nqirouo7nBQn+l1xyMUuXLuX+Bx5g69PPBAVLlCCYpWkaqqYF4KsqmKaB67rkcnmmp6bKE+OTv29v7/yXurq6b5bL5Z2e55VUNdAoDcOgFlDr6uoEUEM0NzeSzQYR91KpXIpEwr319Q33L1rU+YBpmlOhUKhlbHy8IZ/LSRWsCLquoSoqmqZhhkx0zcCxbUZGR9nX3UOhkKdz0SLWr19PXSrJwMAgIyNjKPgoqoIC1KVSDA4NK3t27115xumnPd3S2rI9n89LYO7A5/+KD1UDLgDSVb+7EFgGPLGw+xboL5GCliR6UKPUm7sNiqIEQLZvX8/F995339tbWlpYsWIF09lpUBRCpomv+Hiej1q2WL16FevWnciuXXvYuHEThUKRSBT8koeiQDgckopPLpquMz4+CXhYtrMjmUh+Ox6Lf1PT1Oyxekff9z3P856KxWL/7+JLLr41dO99b923r+c13d17o+l0oOEa4VBQC0BR0E2DSCiEYRjkCzke27CBkZERzj/vfC688AJaWlv50Q+v5YknniASjaCYCoZhsGTJYrZs2dL0y1/96oO+ojxaKpaGHMcRfe2AGfx/grdm0UR9+SzQAv1lkuPSVhdjWX0LmhVCmYPdDUOnWCxldu3c/j7D1BtWrVqNogZuAEPXUXQNVJXp6WniiThnn302qqLx0IMP0j/Qj2maqCXwdAPDNCmXbFTdQ9NVJgcmCJlhVqxYdbuiKB+3rPIjQf7pcyNAXNe5b8mSxfdfdNFFD//+f37//vvuu3/tdG6a5cuWEY7FKFtlNFVB1VRC4RCGroOi0N8/wM233Ewun+Wyyy6mo72NL33pP7nrrrtJJROoqkY8Fqerq4v/+cPNF61cuepVJ5988jXFYnEGjKj/hwCVBUBdoP9TpHo8VYiwq6iiutZB5qnjBFqkbTsMDQ1dMTQyfMWy5ctI19VhWU5gIpsG0VgMXdWwLYvVx61m7do1bHn6KbZs2YJVtPBdD9tx8XywLYd8Ic/05Bj9fX24Ps7KVSu/sXbtmpdHIpFHAo3uuaVCoejX12e+9dKXvPi1Z55x5g2Kr/DoI4/iux6ZugwhM4Smani+h6EbJOJxkskkju1w33338z9/uJkVK1bx2c99hksuu5jB4SHGJ8ZwXYf21nYmJie59977/to09c729lYaGxv2f9T/Q+zlLwDqAv2fIsPm56Pt3DAawSxPUSgUDvqUy2WmpqYaNz/55F9n0hlt6ZIlFEoFNF3D0A3C4TCmaVK2ysTjMc464wxcx+PBhx5keHREouGebCifUqnIxMQYQ0PDpJKp0kUXXPzJ1pbW92az2eyRJMYfC1IUBdu2KZVKW0499ZRXv//97/9yPJ6w77r7bsCnobExqL+KiqcEPt9YLEK6Pk0kEmXDY49z/XXXU5+p5/P/9jmuuOJyBvoHGBwcRjd0Wpoa2bDh8dO2b995ZaFQYGpqiqmpaaampucNqIq4CfQZjoPnP3nAcM3vJoHeY6kPEPhqtYWdPG/SgRBB6tif8x7z2QPPf2XEVwCLpkSEunQD6XS65pMhlUpRKpVeMD4xcVFHZwe6puN5HrFYlEg0TCIWQ1NVypbDkqVLWbP2OLZu3cpTm5/CKts4nodt29i2TblcZnJyguHhEboWL8lfdtllH0inU5/P5fMcyzYj86GBgQFnzZo1H/7Rj37wkcaG+uJtt95CSDeozzQQMsOYhoGqquiGgRkKkWmopz6TYfPmJ/n1r39Fui7Nv//7F3jh5S9kX08PfX0DNDc3UyzmufPOO166a9fu9ODgEH19ffT19R2RD7UNOBFYBzQJ0wIUgQHgceBJYHwe79lEENGeAH7P0eeEtgAXC1jeNsszMsAo4MjP1RQFVhCcSIpUbZB+wD7C5y+TuVkL1AuYekAO2A1sAJ6ex/2OFV0i63SLvHuF4sBfEWQ4/Fjm5mgoCfy1zNmPRDjNBnAXyzPvlLWupVOA82QdDLEYJoD7gT8CR3KA+mTgfGCl3MOT93pE7nMk79gMvFXW/sdyj1pheSpwOsFJtrDM6ySwRdZ5zxHOXUjmJQLcDhxts7gEcIWM9SYgP7sf1aE+Xc+izjShmnx0VVGxbCu6ZcuWF0WjEb25uYmJ8QmikUjQjkTVcB0Xv2wRiZiceOKJ6EYoCOIMj6DpWhAJV3xK5UoWQYFVK1eWL7300g+kUqnvTU1P/9nAFIK82d7eXl72spd89evf/EbuNa9+zVd/9/vfxV756tfQEAvjOBbhSATTDGHoBqamkWlqJJlKsH3HNm699WYuu+xyvvCFzzM+Ps4D9z3IcWtWE4/H2bp1+1lnn33uqW1tLbfZtrOf6eeipcArgZcQpPLUzSUECCLlPwV+yeHTkJYA/wVcLkzwKeC/52SIuWm53OciYcp/IUiLcoVhPy4gOiCAdkrN9cfJc0cFXCua5cPAv8nmmovOIEjDulDAIDbLd1zZZPfLuB78E/HQxwhybU3gq8C/yuZPylx/UL53JvABYGie96+Te76vChQ/Ost9PiBjiQK/AD5UBaqLgY+IUF0yyzOmBFD/A7hrjnGsBP5WQGW2e2QFVP9DhPahhPJXgVcJnzQB/wlYVXz2d8CVMu5aKgLPAL8Vfho8xLNM4P8B75b//1LmaL5rkAS+ALxJ+Oxa4J8OElqKD67JYG6a6ek8U9ZMpVpTNYql0rr+/v6r2traCJthDN1AlzP3juviKyq+59HS1Mzxa9cyMDDApk2bKVtlEqEEuh4k+lu2RT4/zbLFS70XXXHFR2Px+Pfy+dyfFUyrQbWnp4cVy1d+7+Mf/6T99W9+7ZtPbno8+oLzz8NxQmiaLm1YDFRNQ1FVWlraSCQSPL31aeobGzll/Sl89l8/y1vf+g76+wdIJBKMjU0k+/sHrujq6rozZIZdz/fmNFv+Shb7C8DZhwBTgFbZGP8NfANoP8z7vVmYUxPG+LhoePOldwoom0Aj8GEgJRr15wjSpNYIuF4u36nVFE4UQD4TOE0+fyNjmsus/BTwcwGmk+YAU+T9lgvTXy+b8rmmDwCfFo0rLT9XhOZZwHuqvvtqEZjzpUurwBTRVK+q+c4K4P0y5zFZ8/Pkb+uEt943BxAi6/hiEdIvmeXvLxCQfu8h7pGQtf+RaJ9z0RUCpoiG+08cyAU+X9b6fXOAKaJpniwC/ZfA+kM86zThg4xo7m+W58+XzhRQjsh93iXCfSbZOhe2TnF6aJy+qRzZfHbmJ5dVB/oGz3Bsp7GzsxPXc4jGYsRicVRdRTM1IuEwum7QtXgJzc1NbN36ND37elAUVRL9fUqlMrnsNM1NLbzoihf9eyKZ/Gp2OsiKCiLvQfm8Pzeo9vX1sWr1qh9/6f/74ofrM/X23n37iIQjhEJmEHyLRojH4yhaoFu1trayaNEitm17hoGBfk455WQ+/JEPEYlEsW2L6elxtm/fdmq+kG9zPBfbcWYF1H8EvjMHY4wB3aK9ObOY0G8RabnkMCaPXwNS0aOYo/qan0tyL49nn6xvz/G87wH/TFC8pJZGCYqZzGbadgJflo/xHPHMy0Wzrr7/f1dpWolZ1qzpKJ4z2zXRWUzoarO5T3inE/jZLNbC9Bzz1gJ8UwRXNShdK8Jwv7dQtNrZzOe0aKmXHEJrrKZBGe8S4Nuz7IPSIVw45wionj3H3zvk+grlxX1wNLxfrPo5N+seclSubspzbp2HrUYIG+EZHwWlbmiwf319fYZoJIqiakRiUUxNx9Q0YuEwIcMgHA2zeOliXM/hma3byOZy4mv1KZVLWI5NJpPhkksuuWnlcav+xccnHAkHfknTJJVKVdpM/0lBVFEUyWKw0XUdXdfp6elhzepV33z1q1/7FUU18RSfVCpFJBIhFImSiMepi8fRNAVF1WhubKY+nWHLM09hWRave+2redGVV6CpGlapzL7uvesH+gdO6e3tY1/3vhkmvyLS83OzjO1+0QieElMqJP7Di0XbrNZgLxAT9/XAbF0EB4UhzSqXQe4o5mtINq1a9bMq/35UNNgUsFf+frVojNUm4e1Aj3xPF63yKdlItSbWNcBrZxnHjWJS7pHNkpDN/lLRJKrn94My5o/O4qd7NnSBWAfVm+pHoq16VaA1zYFaBv4c63M4mgQKVc8qC1jWAuSouI0Atsm6fEhcLRWz/npxsYwI8J8kFkJHDah+EniFWEPfqvr7iGiQDwsg2+LrfK9YKtXa6mfF118bnJyQd6jEBm6W+35O3AqVd7wduEf4SRct/MWinda6yr4rVtueWdwQ46KhVtwF40exBllZh0gVMB/sK/ZdyloCMxGm3lQOAptsdrojW8id1dhQj67rRKNR8MD1PCJKBHzI5gskknHaW5sZH51k7559eLiYuiHFoT10TeeUU07Zfu655/5NoVQoRWPR/RqppgWtpg3d+JNrqY7jkE6n6ezsZGRkFMuy6ehoZ2BwiNa21s8sW7rsxFIxf3kkGsEImZiGiWnohAwD1TAwzOC4al0yQ9EusXv3DlavXstb3vIm9uzezYMPjDM4OBwfGhpad/LJ63+nqqpbDahXAZ+pXRLg/xMfU20puXtEGl8l5s6KGrPwE+LjOkhwMDND4GjTl5ya69SqoNCDwEbZJNmq53yo6vu7xLTfIeCuVjGnXzPej8wCpiPyjr+YRbu6CbhOzN4PMjMi/EHxuX33GPHNqWJRVGuOvycotFKo+p03y9p6Rznvh7vOnUVL/KCYuIhv86MChNUa2y3AHeLDrNbyLhS30EVVGuNtMv8bq7Twyj3uFp6tBrvTRfh//zBj7yKo8vU6+flJcX3dMovg+JG8x7trfr9aeOtvat7vWAUnXQ7OsjnYWRkOs2v3U9y1dxdjNYqwqqo0NTWtNAxzeTqdRtNUopEwrutjWWVUNYRq6JQdm2gsQjqdYcf2XQwODKIqBOVO/AAsl3Qtnrrgggs+HQqFdk9lp9DUmYkulVoBf2pyXZdoNEo6nWZ8fAxVValLJrEdh3w+nzvl5PXvf+qpLb/N5nJr2pOtRMKBDxlVRTd0YtEohqbjej7JcJxcLsv05CTrTlzHVVdfRXd3Dz09PUxNTS1ra2tJmKHQpF7leP9kjT/QEQ3nCzUMWyspfyb/XiPMWKG3CdP//jALr3J0KVjqLPf1a4IF1WZRYRamzMt7Hirb+MUCqLVa2gcENOeibglAeAJu1eP+B+Ah0YafDa0RbXpZjaD74CyaWK0gU45y3pUj2My131kNHC/uiDuEN7rnuP9j4qf+XpUmGhWzvWJh/I/cY65gzv0SOPtWje/8CoIovjPH2H3xt1c0v4cEFDfM8Zw9whtFDgT7KvQGUThurll79bBAOP81UJgtjUvXGR8fZ29uD5NavFZDNbPZ7PGpZEJJJpOBWWzoBEVQfGzHIxQyscIhMnVpopEIAwN9TExO4nkKiqpgGDr1mQynnnba7xKJxHXlchnf92c17X0/KJpiWRZaOPScAqnv+/tTuYrFIpYVyDHPCzqkVsA2lUruPOH4tV/YvnPHf7i2mzaSJtFoNKio5XmoqIQjUVA9HNsGz2BkbJBkXR2XXHIxjz76ON3de+np6Vn51JZnOk3TmNSFya8W31Q1XX8YMKVGIzpOfHgV8RQTZ/4DR2nWHEtSxWyvDSakgX2H8Re+s2qDVTS9fz8MmFaD+L+L9v7SmqDNWwVoj9b0XyE+0mr/4qOysXfy/KLK/G0X07v7MN+/nQOBPE0siEuqNMZPc/jI+I1iPb2lCnxWifDZdgigqoz1abGwNhzmOXng88AJNX7akGi59x2lS+tYqGgkk0laE22YM1gYfN9PuK6zJhaLEg4Fyfue7+E5LrqmY1kWlu1i6DoNDQ34HgwODVMqFYOGd4ZOKBRi6dKlO84775yvaprmqqpGo9kwq4RQFIUTTliDqqps2bwF13XR9WMfTnAdl2Qywfr1J5PNTuM4LolEkmQyfjAoqAr19Q0/Gx+fPD9XzL8lrWRUTdeJRMKoqEGWg+8RDkXQVAM8D8/zmZoeY3HXIi54wfk89OADdHfv69qzd297JBzZrBJEL182i3b19SME0wpdJ6ZWrZP+Bc+TTX00msD5HIhOU2Wu/nAe9xgV4Ks1F6srS82XFhGkjJ1T9bsnxaXxOM9PsoFfEaRDHVbJELfNZM3aWeJieeQIzeJ7mVmiMVWjzR+KvnWEz0GsgW9wcN7suQLifx7yfUzTJB6LEYtGaz+JkGl2xWJxzHAoKAxtmoTCYSKRCJFoBFXXMPQwqVSKsl1mZGwM27KlmIpOQ0ND+dRTT/1ZLBZ71DAMNE0lZBgYs3x0XSeRSJDJZNA07TlzAXieh6ZpJJNJ0ukMTU1NGIZ+UN3ScDiMYZgoimI3NjVe4/v+07YVNAs0DINwJEwsGkFVFRTfJxwKY4RDmOEw+Vxg7J522npOOOEEpqenmw3DbE5n6hRdAii12ul9zL9SfJ+YcxfXBAMuBm54Hmxo/wh/V6G4jD1R8/vfcugc1dnoYTFDX1z1u1UC2Fvmea82MX9fWPW7rQRpY/fx/KU+AThvHiA1zsxsjp3MnZc61zOnqqyTKAenz81GT3Do3NXZ6F4B4GottZMgTWzDn43pPQ/X9fBqpt33/WZFVVoSiXhQUd/z8FwX13HQVBXdDHyJIUMjnohTKpWZnJjAsiyi0QiaqrN48eKn29rarhsZGT1igFQUhbb2dhRFoVQqHdM81UpNUkVRcBwH27aPaDyapm2MRCI/LxQKKzRNCxmajqar6JqJ67ooioph6OjoQaFs36dQyNPVtYiTTz6JjRs3KtFopDkUCmm6mIzVHmtLGGO+DnRPtKMeYaQKnSVa8F7+d1EjB4o9V2hANs58aVx8my+u0ZhPExOzeIT3aSEImFS7D7aJaXz783w+txMEkI6UcrOYyluBzfO4R7bmHgZHlqJ3n/DxfGhEgPOSmuetn+caHztyHFINdXTUtWM4Rq0m1zAxMRaKxeKYhoHn+1iWje/56LqKoQYRbl1VCYejFIsTFAuF/f7RVF3SP+GEE643TXP7fNKhfNGaAxevTiQSYe/e7mf1mr4fHJW9+OKLUFUV3/fp7t57xCDv+z6NDY3Xj46NXp3N5U5LJBNoioauG9KhwMHHQ1OD1teKAqVSiVgsycknr+eWW25l+/bt6RUrlhv6LCbJGEEU+mhot3w6azSqzv+FgLqImek7FUDtexaAkq3ReI8TP233IXy/Faon8FG/dhbT9Jbn+Vz68o4D83QRODUCu5cjO456KKHvHiEfH01E/ilRSKpzW5eIq+FPD6iqSrlcIjs9Td4za0GkXjcMIxwOgZi1ISM4fum7Ho5ng4qYxyae61IqlfAJgk5di7qezmQyt3ie587XfK/9vq7rARAeRZ5qAOYKK1euDBr2zfGMI6A9xVLpt+NjE6d1drRjmAaqqqBpBp6nB7Vl1aCItqYGxbMdp8TKVStYtWoVw8MjGcMwwzoz8/UqkvZoQWOCg6PLdQTR/3v530WLRCOsNSEnjvJ+gzK31YDaLqDdPYv7oTprIU6QmvbmWe57pszx5PN4Lp1Z+OKw1hgz/d4WR5c3ezRjPdq53CsKSWsN/0ePwMV07EnTmJqepm+yn/GaoBRQ197eZoRCJqqq4nkqigGqEhwl9R0IqQq6ElSd8iQg49gOkUiENWvX3qRp2s6gXcizNAUbG7Esi4nx+W+taDRKLBZD07QZ7oP5uhIURbEbMg139Pf3vS2XzS1pa2vFdpygJ5YcEEAJ3Ar4wckr27ZJZzKsPm4VQ0OjdePjExGdg4+VFp6FNC1zcJ+mcA2D/W8glSADoPZY6SjzrzlQbfaPcSDZHQHX9BybzRUAqeTBvm+O+76awD/71ee5hvpsC2G6zMzpfK7IfRZjnZzFTRGHg9HsT0KKEqQxuT6e6tf+yTRNQ61oh0EwJ/i+oqooqobr2OCBomoouhoAq+vR1NhcWLRo0X2apuUcxz0Ww0TTgqyBSo3WwwGi53mUyyVOOukkUqkUlmU9yzEoOI7ztG7oN4+NTbyno6MDzZAK/9KexfW8oOGgqoCi4DgukYjJypUruf++R8yBgQFdP8ZS057DJEv9LwPUSvqMMosGfrSbrcTBR2IN5i43Zwmw/zVB8ni1WbmVIChVyQV5L3Cr/P75StoxWpc/hTA92tJ8ziyugjgHgmJ/hhq8flAk5WADSFM1TdE0TbqdaigKOI6LpqkYmkLJ83BVH1AwNSNwDSgK609ed3cqmXpCF8312HgnFJoaGxkZHcG2Q9IMcHbgsyybRCJBY1MTlmWRLxTw3GPSxHg6FI7cV8jn3lkqFrV4Ko5tO4Fmqiig66gq+C54LvuFVEtTMx0drZ7rWu5sdU09jj43cq5z9MpzBHrPNag+1/c7VHK9KtpnukrDmSDIi90sAFo52rqKoEDGh/jLLZqt8Pyvwes/38atKiqqpqLWyAhFURRNURVNU1FVDfCDQeoqvu/hex6aoaKrwXW6YaCrKmbYZM3a4za1tbX2ecew6IkvYNnW1ko2O81TT88exnElt7Zr8RJSqToKhTwTExPHjME0TdtStspbJqam1zU0NeI6uaCXlqqhKgqqAp7qge+hKkFTGU1XOPnkdUpX1yJPn0VzeDYzpM+hjRaeI1/Xc0mz2RBp0SqPJmDhzmHWzyW8wsw8zusQHGd8QH7+DTNrBbyZ4GTO/X8Ck9jjL5eOtRaZ5ehrnh7KEjz8GlQq19slyspBgOp5UgojSDUCfAVNV3BdB9dVCBtB2pDrWcRiYeLRGC0trWXH87cOjwy7nuvhH2P5raoqllUW8AxM7kArtbBtG8uyWbVqFaFQGNsqBz2hjuXi+/4ezw/dXyqX1jm2jaEZOK6DqqvgEVSUUsHUNVx8PMfBMEzq6tItqmqk9Vl8giGOviKSPou/qFI0+FhrgtZzqI15shGqi2Ygppt5lIAa5eCUHWsewubTBMnjFfoeQYWp0+XnOoKTV088RwKsesx/yYB6pJkAc/F/rQunXCWc/7Saqu+jaiq6r6MrtXqTYnmu5yqKiqaq+Cj4eICPbhgYRpAuZDk2ju0SicaIJWOsXbNmRyQUempkdGROs/xZ+4Y0lXQ6TTjcz+TkBLZt09LSQjKZRFVUJienMI3iMT8c4OOjqmouEonstcplrHKRcCSG4wcBOUX1URU/MPkN8H1w3KCraj6fXxIKhZfpHHyCJ83MdsvPFlDzzEyE94+RSVTPc9duxCdI8ZlgZqS/UXxiRxOYapZPNY1yIJXoUH67b3Bw4ZoR4GsExVEq176Y4Cz6r+d4J+8YCLM/X5DlT0P6s+CrzCwWWrlKAGuzrPPRoEK6RtDPTuUyixZ3cUZDkkF7pibne95YsZi3grP7mmiaCq7ro6GhqoE/VdeCekO+r9HY3EKmvqEnGU/0abr+nJ128n2fcDjMqlXLGRwcwrZtli9bhmEYQZuViSmeq86pKIqqKGqkpaUBzQyBHBTwXA8VJQjgCcDi+/gK6LpGLBZtxNeW6RycwNxMEIl+9ChBrjZ3c5KZvZtq/bblo9AI4uI3fC4l/l6CNKlqQG2Tdxw6yrmprSW6h8MnkP+GoJjKbPRLguLIV1UB5McIjgDX1k8wmNmhwWN+R4srgHA8z33fpj83oNYd5bXLOVCar0KDHHyE9tnSKg4EJA+vGyhBm5IZv1X8Mcu2PN93UTVV8iw1FMUPwMr3MbQA/z3fxymXWLJoMcOjo935QmFaf44A1fd9zJDJ1PQUU1NT5HJZYpEYrR0tZLNZwqHnrrCKqqqUyuXEE5s2LisU81z2whfiew54XpDD6Pl4Qe4UiufiekFGhKqpxGNx7fHHNzbpBGfAa8FqPUFxivnSamYW/oXguODuqp9NDq7wM18TegkHalXOR+ucDw2KZl1dDLlT3vHp+co9guIZtUC0lUPnPN5FEMHPzvH3AkG61EVV7oTTBGS/NQsYqjXzMV9AjXF03RX+t9FqAdb5+umPn0W73cSBzJd8zZwfbUbBKUck1MJh9uzew71btzChHHRAbKy9vc3yfC8YgePj+wqKIr39fBVFBcWz0RSNsl0inUlSLJdHk8mkZZqh5wRQdV1jenqaPbv3UCqV2bdvH9FIjKamJtLpNI7rPGeOPjUAx8ax0ZFFQWRfxfODHFQPD1VRURQd13NQ8VFUBcd10VQVTVfIZicjOsFxwEKNf+88MSvmGz5bP4vkvKdGW5oQjbTCeO3Mv2r55czdkmLWueJgv7B7GM14guAo7dVVvwsR1Hr99VGYaJfV/K4kmuRc7OESHAE+3OmiOwmKLL+56ncfIzg9tbfmfXIcOMuuM//84OM5uFjMXyJdSnCwY/c8rmnggD+7QjmCcoQV+3SqBqTDHFwF7UjA9OQj+qbnEQqFSZgpbOUgL81gKBzuKxZLbalkEqcSolIUNF/FVxV830NRgqi/ruuYYYN0XSoZjyc1w9CdYwmovh9E+evqUpRLZYaHRmhpbSEejzM+NsG+nj4aGjNkc1P4lbDhsbRPfdB0Datkde7r3rc2kUzguBYKPpZtoWo6hhG4RhzbQdMC37PnOSBZAOlMJqKLlnQnM/sCnUpwXvz78xjSMoJeVNU0zMx6kBAUdh6vMqUzovUcqYuhg6DW5HzCe+4c/kPlMNfcRtCHqdpUv5LgyOh8judewsyIPATVlO45nI5xhO/2TREylTldTFD0+GM1/tqpWTZniCNrGaMDb38W5vD/JlpBUIHtS/O45kWyb6ppCzNr3vbXWCQRDhQIP1Kn4NuZebT7EJzhEUvGaIo0ohx09JSsqqr7SsXyaYqigqai+KD4vgzEp5Jbb1sW4WiUsBkmq+RXmqbeqOt677EE1EoFqocffpi+vj5SycT+wtSG1Brw8amrC9q1qKpyTDMMFIGCJzc/ubx/cLBxxYoV5HMF4okYtm0T1owgOOUEhw58z8Mue6AqOG5w/DUcDkd1Ab1fCVAoVWb5h0SDOpL2uCZB7cjaugDXzwKUewgCKtW+yVfJGLJH8Kx/nsWtcCTmfm3wre4I/FAbCYqO/FWN2f8x4B1HaDIvJWj8FqrxX/6IQ9eJVTiSwENAjxAUTv5I1Rq+haAm6ANVwm0PM+unvkC0nSPpyPrmWQTmXzL9o6z/HUfw3Tbh/9r1+h0zj3GPiAvsnKo1vlTW4LEjeM5LCXKTj4xCBgP9A2zMbmJSi9X6Kv1UKpnvaGsFRQ3sfN/FVdXAX+j6oCrBEUvHIuR7JBIp+vuHzpqenj45Go31HqtCUYqiks3m2LZtK7l8gf6BAbo6Og7awuFwmEQ8SV1dCl0/9iUALctK5POFdblcHtfxKOYLpFIpfBRspwwu+J6Coet4nofruKiaHhzV9Xw81zcqWt6twjiX1Jh33yIohNx7iHEkCFp9vL3m99sIotO1fqjdAgAn1Ghw7xGNYC4zPEVQ8PrNVfepHGs9kqV9usa10UrQWuOhQ1yTFy39ohoB8FdiQv/DYbS7FTLmdTW//62Y6cfK7+sTpFFdWgWYTQTHVZ8U03NShMNLqvx2DQQFn9/CoYs+v1G+F5LvlUVQ6H/BgFpPUHP27wk6BMxFzQQtW2rN8M2yxn7NOt0joBipsib+QQT05CGe8xLgK2LRjRLEHQ7tsjFNBgcH2bJnC/lwXS2genV1KW/N2uOkpJoXnAH1A73P94JEf0VV8T0oFovU1aUwDC01PDx8Zmtr2026rtvHAtRM08SyLIaHR0hnMpimOStYVjTWyclJbNs6poutaRrNzc1L9u7tvsBzXHw8SlY5SI3xXKyyjaoawRx50pkA8F0X1/dwPAfX8xy9yhT5ipiy7TW+pF8S9D+6gZmNwGIEAZDXEjTki9RI4k/NYRY7cq+rOJBGZArjpggKVT9VZQItJagb+nqC+qSKuBG+R9Ceou0I52yjaGiVoIpGcLpoH0G74rk44y6CYtufrjF/3ydz9SP5Tq5Gi71IwP+CmvttImiNcqxzRbcSFL5ewYEaBFeKVnOtvN9NoglV+/ouFO32G8AfqtwCDeITf5GscZPM36fEfbHiLxRIh+SzRPbDf4lr5EYBSbeK/y8U18qVNfeYJqgMtnMOftpIUNayQi8TYXWNuN+cKpfAyQKmbxAALch+POmwgKqolMtl8vk8hYOrTfmWbZf27t3HWWeeAYq6//hm4M/08XxAztWXy0Ed1FQqwejo+Hmqqi7Xdf2ZZwOolRoCTzzxBIVCgdARRPAVgnSuZ3t2f5axKDt37ji9t6dndTgcpmzbOK6L5zmUiiVUTSFk6uD5WF4AuKqm4fk+ru9hWRalUqlQrWHcQtCH57PMTP04gyDq+QbR8kZFM1wiWuyyGk1lmKA/1aE0sFtkk/9t1bUNBO07XijPmSAI5qwQV0IlN7ZEUGB5A3OnE81GOwmKBldHqbtEg7ycAxWfksLQN4tG58rzWkSLVqpA9ZWyMTaIxlwSobCaoBp/8yxayweYvaj0kfRqOhxdL0B+dZVW/xaC01N75PMNsQ6qBeB5MuY3yTyFRVgsF4Gminvja7KuVx3B2I5F/yr+DPcYFf69TITmEjH/XyrrNkQQ4OwSsKttKV6WPTQX/+8l6OBwXJU/WpM1W09QjLxbAHaRrMuSqn3yExGAJx32bT2XSDRCXV0SPZQ4SEPNZnOlnTt2Mj2dpS6dpGiV8VGD1CnPw1cUVEUD38dzXcrlMg0NjezZ03PW9PT0+V1di7ZpmuYdDaiqqsru3bsZHh4mm81SKpcIh8JHfK3lOJhievu+/6wKVctJrLpHHnn0knw+r5phE8/zAoXddSlZZTRFRVX0gHkUH8fxUB0v0OBdj1KpxPR0dgaguiL5XIIjjl015nalHYjDgQ6j1PgFNxP0ULr+ME52R7S+NvGf6lUS+RT5VLeIrtAUQYL7baIdV5vhYQ6dkO2JVnsuM1uHtIuwsKqAEtHi+jnQOvtjHGjOF6+5vp0DR0u1WTatLf7oj3Po4Fv1eqjMP/thQLTtMzkQzT9dfKUVX/h1skH/ocbn1yjC7LJZxl8U7fcaMYWr24gYs/gOFWZmVWjMP1nerAF9nfmf4Ksdm3EE92gX0PxnEeQXyzqsl49b9U61NC4C+suHcF35Ei9YIQpE9Tt2yMebBfxd0ZK/IM9J18zNwe4XxyWVTNHW3sG0njjorwqD+R07dtK9bx+NjevJ++D7riTNB8Dq+g6e7+AD+UKRcDhCKpXQhoeHXtzZ2XGTpmn7jgbEPM/b37SvUml/XkERMf+TiQQoKkuWLN5fXPpowP3xJ55Y39PTe7aqBtH7UCiEAtiOjWu72K6Nomjopg6+j22VUVUVXY7nlgpFNE3J6bNs/O8IMH5ETJq6KmBTZmHIMgfan3yTI+9ptFuCNYMEPdfba5i0eoZLYir/mzCVL5t8tMpFMcrhy7ttFzfBv4omF6nZwLW+4er5yYrm8qiA6qkCrMohNlheTPGfAz/g0DVBJ0Q7tGWOyxy+md1s9HtZt7fK+Is1ft6SCKVegsDjspo1rT108QxBZ9sfyM+VU2TV4x6YBdh3EgQPFRGEu47C9O6usigmj+IewyIUl1YB3uGCrDEBu4clNvBh0U7r5V1mq30xJVbANWJ9HW5XZwnas49I7GHVLMK0WhHoEUH5dVm3jLiqTq96r+FZUItIJEI6XYeixmpBxDEMY+IPf/iD/+SmzcrJ60/CDIUoFgpi8we+VM+RmL8ftFJx3TKtLa0MDg5d3NPTc2k6nf7ukQJgRYs0DIOdO3eiqtqMotBHq10G6QjBvfWjO9tvDPQPvmZiYqJdWqIQDUfQdZVSqUTZKqOgYFtlPN/F9V3wfTRfAd/BssrkC4VCW1t7vz6HBH1IHOeXiX9osZivKZH4JVnEPjGD7iOIJs+3jupegt7qd0pg6jjRWpOyecfkGfeJmTNWE2T6qmiXZTFlx47Ql/oG8cleKBpBumqjKMLAP+DgBH6P4OTSrQTHPF8g2l6zbERVfFxjwvCPit/ySIDAFX9sUuZhg7hF5ks52diemIt3iEZfayF8W/7212IRtInwrABgr/hbbxZwqQbLL8umXizPunsWs/mr8k7tsr7/M8suAyMUPNIuwUyzrVeeU5T5vUXmfT60Te4xKfP6G46sSaBa5Zf+W3nu5TKfDcIreQHEXRxolz6feq2T4kq6W/ba8WIVJqvu3yv76xccyNaoXPstggBrUgT2xnnOjRMKhYZyuZz70EMP6VdeeTnNTU3kczl8z8f1glxLzwvAVPF9PNfDssqYoRCZ+vrQrt2733z82rW3q6p6RIK/Uuc0m81iWRaRSJRnTVLztbe3FwVobmmWYthHloWmaRojIyMveOqpLS90HEdV1aDuazwexzBC5HJ5ctkc4VAoqI3qeXie1GvVFDzFY3p6mlwuP2Ka4T06kRT4HpSmay09TzbTzaKtLRdANQXAxgU0Zq+k43tghMEUyWgVwC4GKRozqSDM+HvxGbXLcyzZvFvnkPiOmPC3yMYdnCczf018WSvE3NWr7tvDoZO6C2I6XyfBmi7RVtWqjdbN/E/aVDqXNojGcbSBq80S5EuLpmcdwkr4lGjqqznQEG9K1nauI7Z3Aq+R72+ew7y9R8AgKcDgzABS3YR4Bq0/WF63oQsKU7X8cQdBsZcks3c1OBK6QbTHKEfXhqcggPZr4ZUWAbysCPu5u1v4HoQTwbsWp8FzZnPhbpRPSgRpUngxL+6m0TncV7cLv4SZtRW6D1qInOWSz+XIa8psfsPeSCQy/tBDDzc9/vhGrrzySsKhEFPT08ExOjto9ey5Hr7r4nkelm3h2A6ZTIb+/v7Tt2/f8ca6urp/9X1f/I4KmhaUWa4AaMWkHxkZxjB0Hnr4EdauWcPixUmOJfm+T7FYRFEUQqFwwGeHN/dDDz308Fv7+nq7NE0DRcUwTdLpFGbIZGxsjFwut18T9hwX2wl6TBlm0C12bGwMRVV7C8VStx555k68UJzy8rMgN1arJVSbKE8c2Vt5oIcglUEZ6ibyTNCkstR1Ml5dC+QnZgPVCu2bnTkOSX3PYg1s5n+MdDazcvgY8sVszemqhFQEokko5aCUh7l9T3Pf52AqHvH6HqAeDl+HYJzaXFvfg0gSitNEd9xD6ravoWeH6fvgjXix9Gz8MfMevg+6AZG64F4AqgblQ87HsVgfV4T7kRXx9jxINWF0b8QY66Zw3EWgaOCW54qLTXHoFL75vZdqUFceJJEdYCJXoqAfVL4Pz/NG6urq9m3YsKHp5ptv4bzzzyOZqmNsYiwISvkajmPh+45U7lfxXC8ALVTqM/Xmjh073haPx27VNP2RUCgoDJ3P59A0jXA4jOd5FAoFwuHQfmA1DOOYdjutvI/jOHR37yMej7PmuDU4toOPj+8FVbeCOJ0ntVchFAqxbfvW1z799NOXW5YN+KhK0EcrU1+PoiiMjY1TLpUJmSauExwz9QgKYttOUDe2UCyia+r2kBka0hf910txks30vvs6yivOgamBQwHe4UQEhJNg5Yk/cRORzTfT+LugM8f4Ba9j6G3fxo9lID9+9M840nHoJiQyUC5CfvJQwPOnJ8+DWDrQWIrZw4+tou2n06h9e4g/8lvyq8/CbV4KUyN//nfzPIimIBKF7ISY7+rc/KEZNP7+32i88b+wWlvQpodo+s47GHrHdw/NH74PoSi4DvFHrsczgpidWs5TXHwq7tLjYGIKyoU/75x4HqRbMEb30Pb9txPbvpG+N3+JqUs/AEUfXPtPMIgoLyrdz6vqp+ltPgGlpjqTEpjKY1NTk7seeeThU//4x3u47bY7eMXLX0YykaK/vxddDwdBHsWTRHYP13Px8Snks4TDIaKx6OL+/v6Pd3Z2vTqRiJez2Ry79+wgEU+yYsUqisUi+7r30tzSzJ+i1rYukf+xsbH9GrNhGJRKJRCwVADP8ykUCq133HHHBwYGBtLBfCiASiwWJZNO4zk2E5PjFAolQuEQmuoEga8g1I+iqKD45PIFNFV/xjTNad3OdKKWcnR84zX0vffnlFadDWNSbS+ShFj8gEGnAtnJWUx3H1QdMg1QsGi68TM03HgNdmOaYleQrlj3wM9QXIfBd/4QP56B3HMEqr4P4Tg4Fqmb/4vS4nWUTzo/MHqz04FoiidmGqkKMD06u0nmecEmTqUgXww0KPVZONI9FzJthLbegxtO4qw6KRjb9AQ4NUBU0cYy9SjDAyTuvZ7wM3fS8rv/Zvysyxh4949x21oPeK5VYHoMHPtgS6Oi3abqoFAKQOtI36Pi64ykYGrwwHWeGwBpJoa56SGiOx5l8uzXBNpjcfLgdwnHQTdp+unfkrntGxSXrEDxHNym5dQ9dD2K7x2CP3wwI2BGqf/1J2m+4fO40SCOqE1bTLzgVeRPfxm5rtPxFi+Dkcm5XEzPMZi6UN+GMbyL9q+8BHNkD8XFK2j5xcdAgalL/y6Ye+/Z1hKVPZdsmN0R4kGq+XiOi5qk3MisGp3rumN9fT07k8kEPfv2ce2Pf8qFF7yAhoZmBgeHyOWmicfiWJaL41iUyxa+5+F6HpZtUywWScTj7Nq1+8pkou7vWloav+D7/v72y5WI+4G+Vc99MwlVVSkWi2zbvg1FDcC0PpNh374eVF2lo7MdFYVwKKLcf/+Dn92w4YmTfakbq/oKmqqQSNRR39hAvlhibGSMctnCCJvEIxEsx8ayLEwzRCQcITudY3R0ohyLxnb4vu/o+D5eOI5amKT966+i772/pHRSkHOsbXuKxB2/x4vWBYMtTjN11uvx29pgZBwcC+paxONTIHnH9zAHniFz6zX7N4viBa6zctsK6h76Bb6iMPj2H0I0DYWJQzO85waanKKA5wdaR25sdiBINkN+DNL1ULRo/NXHaf71V8meeBoT2Y+gDu1l+rRXojhlEnf9Di9SVbbStZk+760QjcLEcLD5K1phUxqlu5vMTV8ne9KFWOvODLxqqgB0KTc3MFXukUofSCKLgrFvL+3ffhPl9rVkz/lr1PEeJs95EzS3wujYAQ3GjIICqdu/i9nzJI2/+Sp2Y4rsqpXEN99K0w/eS/7MVwdaIaDYJabOfTM01sP4SDB/PoG23phB6e8n/YtvkF9zDuXTzoeRYrAGhwJW3w/G4ZSJbfgV+bNeBSMicOvb0Ls3E3/kIRL3/Zi6x+4lNLCJoTd+I9BES9lAPqkaZBqDdbnuQ2Ru/wblthX7eUPxnBn8MfS27+E3t0r/0TFwrWAew3Hqf/VxGv7nCxQ7l6MIKFkNOrFn7iRz5y8YvfxNlFeey+RJVx8Zj80OR/68ADQch0QyWOMomLu30fafryA0tAO7fhGK62DXd9L8q48DClOXf/CA3FYAy4XpodnXwXMD3ja1maNSZc/ddg1oB2eC2WWf7GKVza0q49acPke7XLJ31KXrKRWHeOihB/jOd77DRz/6UToXdbFl80ampifRdROrbGOVLWwnSHh3LAfbtlAVFdMwtS1bnvynjs72DZFo5Pbnqk7qfMx/0zSDIJKho2kapmmi6iqqolKXTLG3e9+bH3n0kdcF4GigqIrk3vrU12doam5ieGiY4aFRIrEQpWIhCNY5dvCvC9FojOHBYZLx2AYzFH7adT0JxPg+XjSNlhul5XtvYfJFfx/s/Sd+R/q+3+LEg4XW8i6h4R1Yrccxcd5boamF5M3fRLWLqLlRmn77ObxIlHLr8v2bZf9Lug6l9hXUPfRzFGDg7T8KNJ7itGw6HeoaZs5MBMyND6I4Np4RRrXylE+/8OBQjQ+JP36f7Gmvou7mr6MP7yRz21fJr1yJMb6P1mteg16AcO9mFLtI5t5f4cS0qrG56JP9uOlOpi5+z4GsvuERMr/+Msa+J2m6+YdM7riA7MAbIDeJlp9g4ry34i1ZOnds15B7/PJTeGHJA4zXEXvgOoyJPtRSlvim/0GzwBjtxm5axuQF74RoBKanIBSj4boP0fCHr+Il4hSXipCybcqtK4g/cwfJx361fyMqlosx0YNTv5jJC98Nhg75LPge6d98BXPgGZp+922mTjqT/N5XML38fOxTT4eBXLAOtRs63SyJVy5N13+E1CPX0RfLUDjj4kDz6N5L2/ffTmLTI5TbG8mtXEn6j9/F9z2G//ob0NwivUpt6m66Bn1kN5nbrzksf/jhOOXFp0NxgslLPgDJeihB5lf/RMNNX8RuWrYfTCvXepEkhRUZkk/8BuPWHxK5+HUMvPX7VTw2p6np1QDokVXsr2j8LXWou3aT/sO/48bSEK8jcc8PCA1sxWpceuA9fR8n2UzzDf8PxS6CHg58dlaBUvvxFC54WRDqzZchOwaaBq4LrW1EHrqRSM8mPDM6w0eqZodouvFz+LOkHg1PuTS84y24K15Mrnvvfh9ibYS7a1HXprbWtu0TE5MrTUPn29/5Duefdz5nnnUmbW2dPP74BhLxOKZhUiyWsF07OKlULuO4LqVyiUQqQf9gf/KuO+/65umnn3aFaZo7/tygOlfQKhaLkS/kT/7ZT3/2+Z07d4br6zOAgq+A4wQugo6OVlLJBI9veJyp7BShcAOlYpFiuYyOiqEZuE6RYrjAyOgIS5ct2aCpRrdtO1W5b76HG29EK07T/N3gWL4XS1NYugLFDZjCatRJPfQz1GwOfXgXbrqD+j98Hq04haeHsFqWgu/PYPbaTVNuXUHqkZ/jqxqDb/0utMimK9pkbvjMTNaOJolt+A2KewBQc32vhfz0QcyduesbhPdtInPn1/A1I9h0jo1nRvEal2BpOomNN4KiUlhy4J0qqRcNN38JFBVtqj8IqukhjKEd1N/ybex0gtyqlYT6thD9zttB09FyDsbwLqylpwda6qyAGg7ucdu3cSMy1a6DF89gNS7eDwSWqpG+97uoxQL66F6c+i4mL3ovDT//KPV3fh2rfRn43gwQUlwHN5rGjVbldysqmTu+juJY6GN7seuXMHXBO2m69m/I3PbfeIk4uZUrMUd2E//O3xM57WLKW85i/LTX47avhvH+AFR9H+paSN30H2jlHGpujLr7f4gfjtP8w3cz1fc3oEBk4x+I7n6EwopgPhXHptyynPR9P8A3wrj1XeA6KKVpGm7+Er5uHgSGc/GHcu/3UTwffXoYL9WCkhul/vb/wm7oOhCMmuV6N5bBSTSReuhn+HCAx2wOWB81YoOZOcgGBw5FzGFqG9BcDwNDNFz7L+j9W8ncfR1uXAfXwU00YDUtncljsj5OvIHmGz4VvIOioJYdSp2rmBrfhzayl+xJV1E6++IgnBiH6IN30PrD92CO9uOF9Bk872sGVvPSWaPZZjjPhm27uOjFOueefy5jY2MHJ88roKDsGBgeuHfTpidWtrY2sXv3Hj7xz5/kxz/8IUuWLKWnp4ft27bT0JBBVRQKhSKWbWPbDo7jUCoXsSyLRDzJpo2blo2ODP/4hJNOeJWu6z3PJ1D1fZ9oJIJtW0tv+M2NP9mze29TY0PD/k4FqhKcBkvEk6xevZpyscT2bdux7BKu51IoBFpTKBSiWCqSSWcYGRliaGjI6uxc9JAZDZc91UdZunTJUejUKvrUAIpjYde1BdrlPKwkX9UwR/YwefYbcNMd4Lko5SyZu7898z6uixsPJAi+B6qKVpHetTlUyRa03ChOquVZ+V+Nyf79Jr9vhLHrWmcFAF/T0aeGUMuHMPm9Q99jFlsFfaIfNI3JM19P3YPXBu9zFIxpTPTihRNMnfIK0vf/EDvTOQOIfE1Hy41jjoyRW3s6fX/zK9yujkD71yH96y/QeOOnUewSvh7CqQtq0ChWAX0qyKbyoimcRMOswFHhj2C9dbl+3rYb+uQAimvhq8a87jGDx+ra8RWVsVd85kCLxcn9wde34/vfrtFg/w7f/8+5hCSaRsPvPos+0Uf67mtxUkmcVPPB83CEe6kyp1rZI3fcGRTWXwWFLEQTJO6/Fn1yADfROKcgmY00TaO/v5/Vq1fz1re+g8aGRsrlg+v4GKZB/8DAO7/ypS9/K56IEoun2PTkk7zxDa/jm9/4OgC/vuE39PX10tjQEES18wXKro1VLmNZgU8RX6W7u5uHH3mYtWvX3H3F5Ze/vqNjUf/09BTde/fQ2NSI5wWl+B597DFWrVxJV9diJibGmZqaplQuYRom0ViM3bt309LYiBEK0dvbSy6bZ8XKlXR0tpGMJ/F8n8npSUxdJ5lMBl4p08SxbcqWheM4+01/3dBJ19UxPDyCpintj27Y8PO777z37Ey6Dk1XKJVK6IaB69jkcgWOX7uW97//vXTv6+FHP/4xdakUDY2NWCULQ9PRQyF8xaWtuYXtO3YyPjHx0FlnnP2qVDLZ63ruUVYL8j2cZPNRuZwCn5mL3bCY1GO/CvywigKKip1uP7zLKjR3xb1nBaaygWvHcChtyo3X48brj+h9jxTQnbpW8D3qHvxJMMdHKeXtdCeK51D30E+xMx0HbcaKdlxcnCGydwMt3387Vuc6KOdB00k9+BPcWBpfCwXrK1V9fSMcaIlV9zk8fxy9gDvaNZ3JY2XQQmi5ERTPo9y0nMmXfhSG+0HVbiKo/vWSoPua/wd879ckmyFszjxArQKlMs0/fBd19/8ILxynJL7cowLTiqYpc2qpOubIHsI3/EsgpD0XN9GAm2yadxDLdV3a2tp4/PHHufDCPTQ0NDE1PR30l68BXl3V7ly+YtmmTRs3rVt/cgcrlizll7+8gSVLlvCJj3+cy1/4Qn523c/Yu6eH+oY6fB9KhSKWbWFbNuVyGc/1aG5qZNmSZdx/3/0XGLrx07e/4x3viEajO440yf650kwlhavlgQce+NFdd911dn19PYlknInxiSBgpigUbYdQOMyJJ51AJBrl8Sc2UiyWaGxoIpfN4zgOkVCIsmPR0NjI2Pgk/b39LFux/GYfr3diagL8A97Cw3FDjCCJu58jT1aPcuCI6OybLtH457YE1sgY9zC/Uy7PsVddxUk2PesosK9qwX0OAcqK52A1LiG651FiW/8YBP58P1ibeVoeR0EhgopJAxxZkevq61QOdzKvmsd8n7oHrg3cR2YERVWZeNVHYKLcR3bkfajao+hRnVD0h2TMnuRvvk58y224sboZAle1CsSfvAm7cckh3VtHJwQcvFAMLxQ7ODB1GINEFsqpBdWOjg7uuOM2YrE4zS0tWOWaCJVtE4/Hdl922SU3bdr05LqRkWEWLe6gZJX46levIZPO8N73vodXvOLlXPvjn9Db208imcD3XKyyRblsUy6VpKq9xvJlSykUstxyx60vUHX111e96Or3JFOp+/4c5n9QnNpE0/TFmzZt/MFjj214QVtHG/XpFONjk5iGiWFoWLaN53m0t7Zw/PFr6evrY+szzxAyDVzXolTyUFUVx3EIh0xURWXbzm2g0NPW1nZjKBTCtoNAspZOpz8VhH/YMZf1AHye4Pz7HoLjfIejlQRFUrqYeWTu+UIJeZ8vERwpfJzDJ6n/xZLiB5qnF07gheJ44fh80o1CBMcmw8y///x7CY6uKhx5UnuCoKjIVQRHYo9MECpKAFbRFKAQ3vMI0U13o+bHKJ90WZZS6V6W1/8xcc8Nk80//AjxzTcR2fsooaEdhAaeCT79T2MO7zoiq6SKwgTHmw8vAI6OzieouzHNLLUfDMNgx45tXHXV1Zx99lmk0ylaWpr2f5qbm+jo6PDr6uqKDzz44BUDA/2Jzo4OIpEw+XyBBx94mFRdmnPOPptFizrYtWsngwODuK6L7/mUyxaOE0T/S6UyZatMQyaD78NjDz/WtH371svaW1vHOhd1biqVSvtdEQ319dTV1VEqFSmXyziug6ZpGKbJxMQE8VgMTdeZnp7Gsmzq6+tJphKEzBA+UCqX9hcxqWjanucF/Z9EIzZME8e1z9m+bev3HnnksbMzmTStLc3kcjk8zycUMgEV27ZRFDj99NM45eSTue/++9i8eTORcASPoGmh4wTFXOrSKaYmJ9m+fTsnnnDSd9s7On7s+76vqiqapqGl0+kfymLcPseCqQRl3c4nOIa66RCMcwJBVmUHwVnuKMH59OdbyO+zBEczNxAcXX2c4LjoAs2f1hEcwU0dgofmohcBL5f5v+MIr2kgqAR1FkHRlsl5j1g3UHyPUN8WYjvup9ywDMUp0/GV1xJ76k7Cezfg6wZeLINvRvDNaNVn3h20V8peiAu/HUv7VyU4AvyPIlw2zKallUolXvnKV7JmzRo0TSUajcz4hMMhQqHQUD6fX/T440+cbpomiUScSCRKrlDgsUcfwzANzj//PDo72xkcHGBgYJByuYzvgePaQVqVZWFZQb5qKpkkkYizfduO5JObn7xk7fFr25ubmzc4jpPv+xMAqqZpeK77jqe3bPmPnn371tSl62hoaKRYKOB6HrppoqoarudiWWWam5q59LJLsco2f7jpJnL5POFQBNf1g4pTjk00GiMaifLExidQVW3nRRdf/PHGhsZBXdeJhCNEwpH9UrPSeqSRg1sduwSl3k4nOG9fTRG5JkpQcOSXskn6COKUBbk+Jow13/JrYYJKQdHDaCxd8u9BekmVSVTJycoQVLfaQVAr9F+YWQg7TVBPQJ/lXloVI7dwcIM1Q+YvXHNd+xzjq1BS5qftEO+APLPrMHPWyiGj1NSL4EvMcy065T1q848aCaolLZ5DcEZkzG0cXKnpG8JX/1VjEXEIfvTEtHXnAKdlzCwvWEtpfH+xr+pxp64VXw/R+JtP0fqzD2Hu3YyWG9OdTMdxvmZ0ziMIpMocLJljbc8TLd6fw512nAikw63rooP8OsFclA7lMgkK8ftYlk2pZB30KRSKmGbIuvjii3+8fPmKXbt27cJ1g1NFzY0N2HaZb3/7O3zlK19F0w1e8pIXc/LJ61FVjVwuS7FQwnFcbNumVC6TK+bJ5XNEY1HWnHA8RiiS+Mm1P3vf9ddf/6tiofhawzCe09MWqqouKRQK3+rr6/2K57tdTc3NNDY24boupmmSTCYJhULohommacRiMdadtI7GxgYeffQR+vv60VSNcrmEVS7JKavgjP/e7m4GBwZZuXLl9zOZzCZVVcV1EHy0dDr9KoLz8+sEXF4jTLyJA0U1XiC/305QMCMsWus/CDi9Ur5zJ0GVpnrgdeIeGBGN8B8I6kk+xdxVocIE7TauFib9mHyuEtDfWrNR3ynS+eUE3QU0AUdf/KMfIUiJWU9QDOVMMfHPFUZcKyD4lADMewmqC71avleWd674Wz8hQuJ4gkpQ2wRg3iha+V/JPc4hKMQRJ6j0//cEVbvGmVnFfTFBScC/A64gqGC1hqBoyaQA0dsJqi2tEBfFu2Tcm2tM7FNl/d4m89UiYy9Wbez3yzu8VASgSXCGfy4LQpG5+hhBVapXyzgHxEVyCUEZuhYRVKfJ5t4h6/MGgmIvryKoSv8CgnJ/lXoNJxOUGeyW+50t6xmV5/69PLNJ1rUkAPQyWa/vcaBF82kyP2+R97tQxtlbJUjfIe6CV8iYmn3dfEa1CiW1lMWLpl7nK+qX8L2XyDPOE+Vg4BDzc7W4t14l932xvF8PQYnIfxFhGScoCj0h7xuW+fm47J+/EoH1ZA04nig89HZZ19NkDw7K89cLv/2Bg1vCB5sqHOGee+7hhBPW0dbWtt/fN1OT9chkMgOGYcbvvffei0qlMi0tLfii7VnlMt3dexkZHaGjo521a9cQj8eYmBhnbGycQqGI67q4bpBOZTsOVtlG0xVSqSTFQpF9+3oWDQ8PX6goyqquxV1DyUSyv1wu+aXSsdFQfd9Pli3rtdPTk58plYovVVTVTCSTmIaJZZXxfRfTDAVHRgkyeWzHprOzk3POOZuJiQluueU2pqamUFWVsmXjeh6qolCXSlHI53hswwZWrFh194uvvuqfE8lY1nECd0Hlo6XT6feLlhAiaM9QL0BlA/fKfL+DoI7oA7JobxQf5CBBObTFBNWovkNQsi4jG+9c0RZ+I2D4LmGQO5m9IZ8ujPVRAfjHCMqbXSYb+hm5jy7Pf7+YizcLM76KoErPJgG4T8p1JxEUkviDMOFZot1sE0DZJ898m4z/cWHSVwo47BBQ+38iKM4XYfNf8u5fJijO3CuAeb5spjMEtO4SwH+5mGY9ct1PZJP8SsxmRwRXo1zTKAD4NoLSerdIYPB9sklvEpCp9P86XqyIKRlnSu5TJ5v+PQTFv78uoPw+Ab675wDVE+XdGuS67ioz/R4RRC8UsJ8Q3nhU5vMdBPVu9xDUsB2Qd71I+GpU1vrvZV0fFGHySQHRGEHZRk3WtSxzF5OfUwT9vrICfD8WDfFzBNWlXi9z/oTM2YeFbx+QOWkR4eeian9E1V5HUGB9gKDubp/M+3oZ2/gsYPoi0bLLBDVmt8pzXyVzulv2wAlyv61ilo8TtE75ZxnfN2Xf/Y3wxR3CX6cTFPZeKe/3pAjm82SeRwVgL5Q9MCugaprG4OAgr33tX7F8+UoURSESiRAOH/iEQiFisbi/aFHnjr6+3hMeeOCB5XXJJKlkUnI1fWzbZnBgkN6eXqLhKKuPW01XVxeapjExMcHU1BTFYgnXdXEcJ6iB6isoikI4FCYai5HNTkeHR0ZOGhkeOdf3/M5INGK5rjfleV6pcqJpvoDq+35KVdXzstnpfygUCh8wDX1VNBpRjFAIxQ/aYQfFoIMTUa7jgBRTiUYinHnmGTQ2NnLbbbez5amnUFUFx3YCP7EC8VgERVHYunUrqqL2vvCFL/z7ZcuWbfQ896CC1rqA37gEnh4XE3uNMNMPZPNXumDn5d/3yab5MEE9yD8IuLyYoNRZucpM/xoH+th3yqZ+AUHBXGYx5yrj+oOApisb7jbRLn4rYPc3AkgfkXHdKs96O0HtzWnZjGHRXH4igLVItOtx0bx6CXr2vF2Y9t8EkB6Qaz4pQDYu77WEoI7lNfLcF4gG9RvZVIMC3v8pIPQP8ru8XHO1bPgm+d37qubibrn/FaL5OQJ4rgDmbTI3K0WDWicC7aOiob5e5t/kQJX5JgG9Nwo4fkbm+Y0Epe3+SQBjtkZ0J8mzvii84MnY3yUm/CZ5pytE+H2UmefY/luuGxeLwxbAO0/Axa5xpeTFYhiX790nwPkr4a2vVvGiL2scI6hiX+njVQmCjsmavEs09UtFW/8PsZpulN/LOVpeK3P9r1X+3D0CiMYcwbiXieD+IAdqzu4gKEDeKWD5NQHeh0TTnBJB+14B9g/JnN0l8/BOgm6pv5T5XCnvfru8d5+8wxuFN+EwFUd838c0TSYnJ3EcZ8Y5+2r54Lou0Wh08NJLL/33bVu3Hbd7755FmmkQi8XwPB/XcbAti21bdzA1OcXuPXs444wzuOyySznuuFU8+uhjbNq0mcGBQYqlEqoKuqaDFG02DAPDiOE4ntLfN7B6oH9gWWNT06uWLlt6Z3NT8y1aVHvM9/0BVVVLqqoeriKV4vt+g+d5p5VK5asLhfyLdF3vzNSnFU1VscplsGx83ZByfiGKhRK2ZaMZGortoGsaq49bzcqVK3nkkcd49NHHsG0bz9fxHDdwB5gmKCpbt26jkM87F1180RdbW1tuLZVKmKYxq0boiLZRaWPbK5LuatmMPVVA53Kg+O64aAe+bASzygcYE5/Pg7JpK9dvqDJ158ooSFZthkoayIPyOV5MpxOF+VVh6qi8SyXivE4Av05A6vtVz7A4cLSwJGM7Ta69WTQtRLj8UbTUVfL7Jpmb78o7V0zpkoBuxbzcLXPzYNWGrZQJXC7/PiKa9zrZVPViyi2T99Kr0mHukg3ryfg3y3tXilqfIdr2vfJuRQH0ZfLzmXK/kpilLSIIC1Vm/WyAWql3+wr5eVje471V0fVC1bwWqtb6GyK8XiSgU5J3dar8026NIE3IfF4nwOgKn+0iqNeaqNKkXfHTrxXXwah8Z3mVL1wV/2S9aNOvEI3/adG2v11lzm+Xe75PeNclqOf6z3P4ai0BzLK4bBJVLqK3V7laHBlzWcbrCY8ulf3wEhnrIAd6TDVXBbRy8l4tst5hETJnVflRD0uZTIa/+7v385vf3Mjy5SvI5/Ozfq9QKLB48eI73/LWt/zr1675+jU7t+8w1x5/PGbYxLM1WSyf0fEx7n/gAfbt6+HU007h5PUn8Vevey3nnnMOGzY8wabNm+nr7d1fTLpSJ1XTgir9koZk7N3bvWTP7j1vS6VSr12ydMlDTU2ND+mG+WSpXH4qommDQM7zPNvzfQ8f1fO8uOf7S4Snz7Nt+9JoNNIUi0XQDRPwsEoW+IEJrhsanmdSKpTA94IDAJ6H5xXpXLSIs846k4GBIW699VZGx0YxjRB2qYyqKEHJQU1jz+49TE1Nce65536jo6PjW4dqEKjLgs1WV9GfZbFSVdrSv4gZebv4G08U5oMDrUEmOZJz0TOd+xWQrx51UUA2KvfWhDHPlQ0TkedlRasclO9qs6TyqPJdtUqy18scVH+30oIkJu6EcbnnSBXoVgJR+ZrfVbSx6ncwqzZY5brXyZzVi6ugWzazI++nyfyN1GxqowrMIrIuT1WBPFWuiliV8LlKxpWuCurcKC6Y2egeGd/fyr+KvOevRevvrhKwuvzfq/LpfkYYv1+0vWbhqbk40qwS1nbVXIrTa0YrnkoPr6T8HJf5TMg7F0Wg3Sc8/kWZz9fINZUasF8RYfJpeWbFV1kpcP59McnHZ7Gm/lvW4sPyHU++9yt53r6qPaRX8VtGnnWCAGtEvmfKWO4UYRQXQf8aGXtIeONBDnQvOOJ6eLqus337djo6Oivl+2b9XrFYoKur63uvevUrl/3sup99tL+/T+ns7ETVNRSUoD2K52NbNr29vYyNj/P0U1s55eT1rFt3Aq9/w+u4fPwytm3dztat29i9ezeDQ8Pks1mJ6Lv4novjBNDgOC49vT2xnbt2XRyLRS9uaWkpNTW3PNHZ0bHbMPQ+0zT26prWr6rqIssunaiq6mkN9el1sWiUeDxGOByUGXREg8YIil2rmoqBj1UqU3Dd4KSlHviD65vqueTSi9E0jRt+fQNbt25DNzQcxw40+kgEwwwx2D9Ib28vF1544W9XrVr5r8VisVRfr6Lr+v5SgbNpqNYsUeXZALVydSWwcKpob4oA7PervufPYiopNZrJXI5+j4NLoFS0tWKVBvFhcQdUOpVWEsSzorV5s7xD9XspNRHlcs33KjkyWWFovSrCXJ0FUb3Za0G7lipBlNeJf+wW2cRPitD4FzHdjarxz9bHqDJ+S34OV4FQxSTtlHmMc6DRYLdo2g4H+rtPHkLA/YwDTREXien8frnHX1c9M1slLNoEUJpEe/ujBOnOl/vV1bxH7b+zva9XxX9+DQ+bMo9vk3VMiYAsyvhG5ed3SSBriSgAbxE3z2vFOvknEcjrZIyvkICqIa4gq2ZuNDG/fyXCPSHuj/cLUL6qygrIV82PI59rRCHJVLkpsiJAL5Rx3iB8HpHPlOy/wiw8eEhKJBJ86EN/xy233M7SpUsPOoqqaTqWZaFpGtPTWfe4Ncd9+sUveUn7b2/47RsGBgfp7GzHcz10VUfVNVCCcnn4Pnu7u+nr6+OxDY9xwvHHc8K6Ezn//PO48IILGB0bpbe3l/7+AYZHRhkbGWNqeop8Pk+xWApASQH8wK+poISj8ehZ4J/V2NTA0sVLaGxoGo7EIk2hsEk8FiWZTGKaxv7sAreqNYluaIQUE83WKZUCM183dEKuwdTkOPF4jMsvv4LO9na++KUvcdfdf0TXdXxXxfZdotEIIdNgoH+AsdFR1q9ff9fKlSvfXygUh1UVSqUSExMTGIZ+UElCvQooZtusSg2QTsrG/bRski8Is43UbEqjSquYa6PORo4wTFLAutKGZIkweb8w3DPyjM6aVK6XAheI78lm9u6sSs0HuV9GfHtbqkDhChEcTwuI61X38Gs2ljZLipU6yztXKqm8TP79GAf6AWXElIvJ+MNVWvtsgFon39suAmQlByrvf0jm403ivnilzOPdHGhUd7WAzDdnSYmrzOcy8V3eJL/7loD/a8RXaFVp9BU6U3zL/yhCozInl8naDtTMyeHaZ1evl1+lzYaER6arXCVPV/39c8Kb3wPeLH7MeyW4dZ24s74u47VFOfi6aPsImD0t2QxfY2Y7kpQIC0c08Z9V+Y2fluBRm+ydsACqV+X+icqYv8WBnmNnidX3dVnHPRLwc6veKyy+03753myNA+f0pSYSCaampuju7qZcLs8oYaCqGsVikenpaUqlEoVCsbBsydKPnHPOOc333PPHS4eHTdpa2vBFKzNNEwUFFZVoPISm6YyOjnL7HXfy6OOPs3TJYlauWMHSpUs58cQTOeXkUyhZNqVSkVKpEJywshw8z5V7qoQjYWKxmNwbdEOXfk5qk+u6hMImuq5j2za2XZYi0iqqGggETfeD+giqhqo4lMslVE1F03UKpSKxWIwLL7qIJUuW8c1vfpMf/ein6LpGJBzGdlxi0SiGbtDT08vU1DSnnHrK/aeecso7DMPosW0b34fBwUH6+vrmNPmX1eQ/mrJRw1W5inVVSdUVx/hlAn6jVb6deyWYVNHuGuR+lU3XVOV3ZI6gVOV+35B/N0mgoE0ktSuM/lZhqA557jniH3uiSmtJMbPVdMUdUSdMWNGgfyGR5f9P3mOPaDvHyzOnJVCnMLNRYUWzrWdmW9+wvGNzTT4iHOjA+XsBrM/KRxOz+mLZpCGZw6Uc3C+rMo+VnNQvi5b0LTHF0wImmwW8fixBjO/J9x8VkPiKAPwX5liPZRKsPF8yOMZl3deKRjcu8zwqvsAtVdH/h2QOpwT0rhDXQfX4M1XgVM1nySp3hyJzsLTKr5yROe8QMPqoCIXfCogXRNt8scyHL2P5tPz9ySoNe7fMzwfFf3qq+FZtmbOKH762pJgrQbsXVwGjLe95nMzPoIxzTLTVbhGeDwoA/70Iot+KwvBVWfPviRb6CdGYf1PlknifPOOfq9xVmRr+m5MMw+A73/k2a9asRVWVGTqP7wcaZ6UgtKooaLo+dNZZZ7zdNM1r/3jXH88zVJO2jlYc18FzPQzTACWogB8O6yTicVDBcRx2797Fvu4eMpmNdHS009jQQKY+Q0NDPfFknPpMPaGQiaZqaLqGqiqoqhLUJlIUNEULsgusMrbrYioGjmOTz5cPuCuU4B1830XTdQxfRVWtIIXL8zFCJqZjMzk5RTwe55yzz6atrYNrr72Wf/u3f0dRFFpbm3Fdl0gkjKqp7N23l1KhxOlnnnb3cWvXvk1V1d3VqWYVP/BcgLq3Ji+04rMbqWKiomyeCfn/nRII+Fth8Mrd3yPAtEWCJJM1WmpWfjd0CJ9uWjboE2JOVYDoi/IzsknfJcGhf6q6/lbRmirm0GhVoKg6mDDIzLbTfaJtfEfAqUKfq3pmpQvrYI3JPyzXV/tfc7JRq/MXp2QOK2P7rmiUH5XADRL5/r4EIcIyvt2zvMOogHwl9ey3AvxfEs2rAppvledOiUb5C9msBdGQNsgGfXiO9fiBaOYfqBojYl6/R4C/V/jgW2LCbhbQfaf4Wr9e5Rf9jmiDHVVzN101d9PyvdEabbxXBIwlWmhPjevmWyLYPlPjD/6szMmEaOxfEiFClcX1RgHla0QbfIt8PHnWtyTAV5rFdfMRWYM3yYeqbI33ilaaFzC8Rub+bok5fECE/SckF1URP/oHqqyBnwrwf0GUiIoV9wl5F2Sf9nOEDR01TeOPf7yLtWvXEo/HD9sd1LZtItHIvquuuvKvo5HI9/5w000XKiosW74sOCzg2IGvUtOxXRfVsUjG40RSdaAp4AUevOHhASanpkgOD5FIJIhHY8RiEWLxGIZpYoYjhEwTXVNQVS0AdS1wJ6iqjqIq4gsKmv75vo/n+yIUFHx0FHzQwPc0XN+VI6MuxWKBxsZ6Tjn5NFJ1dfzo2mv50Ac/jOIrLF++BFcEg+/77N69G8/1uOyFl/6+ta313VNTU32RxtD+Zx6OlKVLl6yvAoWKeXWiLOS9wkhrxby+U9KV3iWf3SJRK9H5T4o2c7EwUkyi2VSZ0SeLlO6dzc0jG/B4Md2vFIC+vsqkqqYW+fsSMYmuqwKZOvH79TLzJJQh/q6cmMJuTaL9q0SzvLvGDI6LFjwi11WoVbSnbVVAUC/R5l1Vv6tEZnur3AqIKX6lzNd/SiBprYBGxQzNcfCBgOMFNKuF06Uy99MyX7U96JfKxl8rYPqtWYIts9EL5b5xWbufzqKxXSJzNyjm8bA852UiJP8g6UhrRXBukvU7Xf7fLZrWGTIHO2s05ZholprwZ0wEQbXf+EWiMWoSbPtdzRi7JId2mYDsjTKH1X7nNxIcMFDFv3kkrbz/SnyeYcmW+fYsAHel7I29ohHnZM+8Ud55N8Ex7dm67V4o1yui+Va3Ba8c+tjJPDr/vulNb5F0qEMDqud5mKEQy5ctZXCgv/3ue+752jNPb31JIpGga3EXuqZj2y6RkIEZDRMKhYiGIoTDYcyQSTQexTQMNFUlEomi6hq6phMNh4mGQ5iRCLquYRpmkA8bNtBUDVXTMAwNxVfRzJD4al1UCSzh+di2g+d5+PjS7trFthwsy6FslZnKTpCbnqY+08BJ608GFL7+9W/y4Y98BF0zOH7NceJIUrDKNkPDg2QyGS684ILvt7e3f7RvoG9U0TSaGxrnBajMk34pzvq/JegHPi4MvESk5rmy+R5h/pQQn9uVwtQbWKAFWqBjTvMB1FA4TNeiRezYvo1CMV9nOd5n7777rvfqms7KFSuIRCKUHRvT0IlHY4TMCOGQQSQSwYyGiUaihI0IRkhB00yioTChWIhwKPC7qoqCYZiEQiahcBjTMPDw8D2FcMjAMAw0TQ8yExRvv3PQc30BUzfIk/VcLMumXLbI5qZxHJu21nba2joolUp85jOf5XOf+yyxaIL1J52IZhjYVplCscj0ZJbGpsbRiy6+8N8Xd3Vds29fTzFXyIGqzgtQj6Ye6kdFy/tPiUhPyH06RUK+4SjBtOJDHRItzlxg+wVaoOcPKYpCNpubXL5y1QevvurFezY8+thHdu3a1dzZ2UnHokXge1hlC1WxMEwdVAXF8/FdByWiADqmYWCGTQzdxDDDaGrQntowQ2i6lItUPAzNRFE0TDMw5T3XBU1BUzU818fzPYKmo0qQAuJ52LZNsVTEKpdJJlN0dHRgGiG2bdvBpz71L1x33U/IpOtZt349+B7jE+PksjlCoRAnnnTiY+vWrftMOp26MZfLHXWb66MB1N1iNr5LIrkp8W3dKibLPc9izYrimP8JBw4aLNACLdDzCFQLhYK1ePHiL2qK+uS27ds/PjDQf37Zsujq6KStpRXXcynZNiXLIiRVnVQVQiETwzRR1AAYDV1D0xQ03cQ0DXRNQ9NU+b6Crqsg+bKu7wfg7AVjUKg01vBwXR/LtihbJSKRMB3tnUQiURzb4qc/+Slf+vJ/8vjjj7F82XK6Fi9iOptlaGgI3/NYtGjx1JIli3/Y1NT4n8lkcne5XA5Odx0lHe2Vk+Io/6r4jRxmP5t/NBrqMwtsu0AL9PymYrFIKBy6dcWK5c90dXW9a/PmjW/b19PbUigWWdS1iPbWNsqlErbrBP5Nx8XzHSDoRqqo4HkummaA7+N7Loquoao6qqIGOZd+kD0QnMVXUBUV1w9cAQo+nhcExVzHIxwJ09TcjKGH8H2Xe+69h5/95Gfc+NvfM5mbYvXKFYSjUbbu2IVnO3QtWlRed9JJN3V2dn43m83ems/nLMuyUJ9lHSz92c4rz03R3AVaoAV6npPjONi23dPR0f6paDR0ey5XeOPmzVteNjk5mW5ra6NzUQd1qTqikTCKquA5Hp7n4Pv6/gIqumbsz0b2fQXP8wkC+oFm6nkuCi4+Gp4WJHa4rhukd/g+0UiUeCyGouoUCjkefPBhbrn5Zv7nD7ewbetWVEUhmowyPjlBRtVYsXzFQNeiRXcsX7bst8lk8g5gYnx8nGPVUUBfYIsFWqAFOlryfR/btp1oNHp3LBZ/zPXWXG8a+pVDg0NXbNuxY0UykaCpsYm29jZisYgUSDH2pzt5vofvVbRRD1Vx8TSwXQ9cZb8LQFEU8EFTDEIxA9M0UFUV23bYu6ebDRse5+577uHBhx5k+7Yd5HJ5Uqkkra0tdCxaNF2XrHs4lUw9tnjJ4ps13dgYDhnThzqTvwCoC7RAC/Rn1VYVRcuFw+Fb29tb70nEkz/evWfvBY7tnjQxMX7x2Ph4S30mTSadJplKUleXJpEwAn+pHpjzqlSlUpSgnYiuBSe4dd3E9z1c16FklSlOTjA8PML27dt5fONG9uzaw+7de+jr78c0TZYvX5Ht6Gjf1drSsr1sWzuWLFny6OLOrse6u/eOaLpuua6DZfkcQUWrBUBdoAVaoD8fua6L53slTdcei8cTj3d2ttWVy/njR0cn1kxNZdeOjoyuCYcjy1OpZEsylTTD4QiaphKPxYjH44HmqWl4nkupbKEAhmFSKhaZnJqcHhuf6B8cGLL6+/uVycmpcqlUyk1OZfPtHR0T5513br+qar35XL539XGr9kXC4Z4tTz89aeiGFQoZ+wuoPJe0AKgLtEALdIz9AFTyWz1d18ctS70nHA7fa5jhxOjoaFM8Fm80zVD71q3bOsPhSFN9fSady+XCpVJJAvgK4UiEJYuXeOVyKbdhw+MjTU3Nfa1trXu3bt0+2r232y+XLbWxqdE5fu3x1tDwsGUYenHp0qXTfb29pXKp5Ol6kLfqeZ70mvL4U3Re/f8HADE4O4QDEW/IAAAAAElFTkSuQmCC"> Lead Critical Laboratory Operations That Keep Production Moving! Are you an experienced leader with a passion for science and operational excellence? We are looking for a Manager – Laboratories to lead our laboratory operations in Tornio and play a pivotal role in ensuring the success, quality, and sustainability of our stainless steel and ferrochrome operations. In this key leadership position, you will manage a team of approximately 45 laboratory professionals and ensure the delivery of reliable, timely, and high-quality analytical services that are essential for production, product quality, environmental compliance, and business performance. As Manager – Laboratories, you will be responsible for: <ul> <li>Leadership & People <ul> <li>Lead and develop Tornio Operations laboratory services to provide accurate and timely analytical results for cost-efficient and sustainable operations.</li> </ul> </li> <li>Operations & Quality <ul> <li>Ensure laboratory processes, systems, and personnel meet relevant certifications and accreditation requirements.</li> <li> <div>Be responsible for the lifecycle management of analytical, instrumentation, and testing equipment.</div> </li> </ul> </li> <li>Safety, Sustainability & Compliance <ul> <li>Drive continuous improvement, operational excellence, and a strong safety culture across all laboratory functions.</li> </ul> </li> <li>Business & Performance <ul> <li>Support strategic business objectives through reliable analytics, expert insights, and strong stakeholder collaboration.</li> </ul> </li> </ul> What Makes This Role Important? The laboratory is a critical enabler of production. Without analytical results, production operations in Tornio cannot continue. Accurate and reliable laboratory services are essential for: <ul> <li>Production continuity</li> <li>Product quality assurance</li> <li>Environmental compliance</li> <li>Process optimization</li> <li>Sustainable and cost-efficient operations</li> </ul> Your leadership will directly impact operational performance, product quality, safety, and business results. What We Are Looking For • M.Sc. degree (or equivalent) in Chemistry, Chemical Engineering, Materials Science, Technology, or a related field • Strong leadership and collaboration skills. Ability to inspire, develop, and engage teams. • Strong customer and stakeholder focus. • Proven experience of successful laboratory work • Good communication in both Finnish and English Success in This Role Your success will be measured through: <ul> <li>Safety performance (TRIFR)</li> <li>Lead time and reliability of laboratory results</li> <li>Budget performance and cost control</li> <li>Operational effectiveness and continuous improvement</li> </ul> Why Join Us? This is a unique opportunity to lead a highly skilled laboratory organization at the heart of one of Europe's most important stainless steel and ferrochrome production sites. You will have a significant impact on safety, quality, sustainability, operational performance, and the development of a dedicated team of professionals. We offer you a challenging and visible leadership role in an international industrial environment where your expertise and decisions will directly support business success and sustainable operations. You will work with committed professionals, modern laboratory technologies, and a broad network of stakeholders across the organization. Interested? Please submit your application and CV by August 20, 2026. For further information about the position, please contact Joni Koskiniemi, Head of Enviroment and Quality, tel. +358 40 847 2189 from July 27 onwards. We look forward to hearing from you!

Manager - Laboratories (Tornio, FI) @ Outokumpu Oyj

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