Eisenbahn (2_069)

Grundkompetenz: FA 1.6, FA 1.7, FA 2.2, FA 2.3
In der nachstehenden Abbildung ist ein sogenannter Bildfahrplan für Züge zwischen Altheim und Burghausen dargestellt. Die Züge fahren dabei – vereinfacht betrachtet – mit konstanter Geschwindigkeit.[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAn4AAAFjCAYAAACjcAa4AAAgAElEQVR4Aex9h1tUR/f/7z/55n2TmORNjCbRxESNClZAEFsQG1bE3rDEklgSo8RYorHFghUr2ABFxV4oKohKVapUKdKzbD6/5wzc5e69sw12l12YeZ599pYzZ858Znbms9PO/4MIAgGBgEBAICAQEAgIBAQCHQKB/9chcikyKRAQCAgEBAICAYGAQEAgAEH8RCUQCAgEBAICAYGAQEAg0EEQEMSvgxS0yKZAQCAgEBAICAQEAgIBQfxEHRAICAQEAgIBgYBAQCDQQRAQxK+DFLTIpkBAICAQEAgIBAQCAgFB/EQdEAgIBAQCAgGBgEBAINBBEBDEr4MUtMimQEAgIBAQCAgEBAICAUH8RB0QCAgEBAICAYGAQEAg0EEQEMSvgxS0yKZAQCAgEBAICAQEAgIBQfxEHRAICAQEAgIBgYBAQCDQQRAQxK+DFLTIpkBAICAQEAgIBAQCAgFB/EQdsDsCVVVVSExMtHu6IkGBgEBAICAQEAh0dAQE8evoNcDO+a+rq8PokSPx2SefIOnZMzunLpITCAgEBAICAYFAx0ZAEL+OXf52zX1DQwNmTJ+OHt2745tu3dD9yy/xKiPDrjaIxAQCAgGBgEBAINCRERDEryOXvh3z/u+//yJw0SJ837Mndv31F0Z6e2PZkiXo9e23ePPmjR0tEUkJBAQCAgGBgECg4yIgiF/HLXu75nzdmjX4uls3ZGZm4tjRo4z4abVazAoIQH8XF5SUlJhhjwY1lRV4V6H+VFbWQGOGBq6Ith51LY7M1dgBHtajhoO5tq4aNfX87DfQuxbhrEVddQ0MqOUnZuCpMfsMRGGPWxrPmE69d/W5SEjMb3kd1lMmbhgCFv2uNaipqm09cNo6VBtoo95VWqcOt95IyzW0qP5ri/AyIRs1licnYtgYAUH8bAywUA+cDw1Fl86dkfzyJYNDIn50U19fjwnjxrGPSaxqQhHwaVe4eHrB20v/M3zsZjyoM6FBk4qrx24gq0GS06Ls5nqMcHWH7+LjSNc9l96Lb0MIVF5dhG/f74FlN6plIhq82OwJ373Z7Jkm9QqO38hCI6z1eLLBDRODC6GVxTDrUvMcWzx98He2xTEV6vXtU7w0cqtBYpA7xh3Is9x2I1qbXzUgM3gWFp7Kt5H+5pQ6xlULftfUtvRd3mp4GtKPYsFw/baJtVVuPdGlkw8O5La2DhsxUdW+GZG16FUL67+2FBHLZmB3Sov+7VlkoRC2DAFB/CzDS0i3AAEidykpKbqYcuJHD2tqasxb60eNc7dZuNTSv5A1FzCnbyBu6AhiLSLmuWJJVEsV6rLUsS60RTgz3Q0LVkyGy+wLKNPlXp9Y1VyYBZfA62iEuxXET1uKhPAovKzSJdTCCy1KE8Jx7YWlilrY8ZlrZc1d/Oy7Fg+tMOBkbpLtW64Fv2srET8urtoSRK90g9fauyi3Ie+Dqn3jWtOChy2v/5rEzZgYGIGKFqQqotgOAUH8bIet0GwAASXxMyCmfmyK+GnLkfboCXJrypAcdQx7d+7G0ctPUKQBtCUvcTdyE8Z8MxF/Rl7H48xcvLwTjg3Dv8OMPVdwM7FpJKo2F7Hng7F7516cvJ7S3FBXpCP2WQEatJV4/TASd5LLUJH6CE9zalD2MgrH9+zEnsOX8bSw6d+tZIuOZFJ2KpAR8xg5tVrjcZtyXpcbiwvBu7D74HnEF9Si5OV9JBYohiW1xXh57zFy9NIBKjNiEZ/VNBrXUIznV45j385dOBR6H9JjSDZy8FKD3/ykIWsfxg3diKel4VjYxw/HC6TeTCJ+mSh5eRdXNv2A7yZux5Xr8ciplYhfAUp5eDH1tciLPY/Du3bi75DrSNH1kpV4FRuPbCJGTeVQX5KEyCO7sXt/KOLyaRK4Elkxl3B07984dSMVlc3m6l0RLo9JkUV553V8tciOj0bs6yq8S49FUkE9SpIicHT3LhwIjUOjSVmIvXQEf/8dguhUQxYBFeELMGrdoyaCDECqg7sO4kJcAepKXuJBYkFzPqT3BuqoRdgY0gVAW5mJe6GHsGdXI6bvdBZoUZl5D2GHdmP33ycRnarfrUv1dtfeENxIKW8axTSvzuuSYBdalCdfx6kDu7BrzzFEJhY1TfdLuvQr/bv0GDwx9LvWVwzUF+DxxWDs/msfqy8VVYoRP0O4qNoB/bwrkwE0yAyZjkG+e5FM5kr1Ts90qV2QYku/g104dD4OBbUlSL6fCOmnzysXVfuWXdtULxugrXyNR5G3kcxMlXQrf2ONaTcUJ+Hq8T3YtecwLsbmNtVJ4/WfxTSEV0MKdoyZjpOFUhsh5VF8tyUCgvi1JfodNG2bEb/6x9g42BMzFkzGgt+P4PyFEGyZ0hcuC8NRkHEFezYFYEhXdyzY+AdOPXqKyL9+wwzXLzF88SZsP/8S9WX3sMnbFWNX7cXpc8ewde5QuM05w6aGNYlB8J6+DYf83TB0wnzsuPkG8RsGY9j0BZg673ccDb2AU5unwKXvQkQUaQGyxW08jsgbPE0ifnf3xcG8WjwxFhdalNz+BaPdp2LTkfO4dHonAsdOx1zf3pgZqhid1Bbh9LS+mH+5vLk2aQtxYrIb1j2qA6ri8dcYFwxfuBVHz57E3+smYrBbIC7nNDTaaACvYoPttAbPN3th9I5UNKAGt5b1hc+ejKbpXIn4vcbrK7sRFDAQX7nPw6Y/QhBfQcTPCF7aMtzf6I0BPqvw96lzOL5lLrwGz8FZmpeXTfVSOXj9MBcrAn7E3rMXcHbHLAxxnYvNa/0x/48QXAw7gk0TXDBqexJnTaBkX7aFeVd0fNoSPNw6Hl7T9uFpBb0bijFzl2PWj3tw7sIZ/DVrIAbMDcI6/7nYGnIB54/8Bj+X4diRxFulWIubywZjcWRjuWpLbmPDCHdM33gEFy6exq5FYzFjti/6zghl5as1UUctwcaYLm1RBJa5eWL+5mCEhh3HVv/BcF8ehWKtFsURSzDUcy62BJ/D+eN/IGDwEKyIKiZWg7J7GzHS1Qc/7T2F0GNbMH/oYMw7Q9P9Jsq/ufY2XTUg48hUuI1egX1nLyH89G4sGeqC2edoul36EyFfNtBURn/fV/2uVRONlbHY6jMI49cexPnLoQj+1R9TVgZiXNNUrzFc1O1AsdHp+ar4PzBq4Dxcym/6QRltF7T0DxV3fhkBz6kbcfT8RZzZuQjjp8/GuN4zcL4GMFQuqvYt7i0Sg7wwY9tBBLi5wW/+dtwqfGv4NwZqKnZgnMswLN56FKGhwdgwoT9G/HYfFTBW/wFjeAH1iF3ngTlhpgiyqgKIBzZEQBA/G4IrVPMRaBXx69wb4xYuxpLF8k8g1p16CQ01qv07Y+yBzCYiAqA8DLN6zsJFGvxSTYVU4+x0V6x9SB2yBkmbPeG16XHzyIu2AGf9B2HJ1UpQg+/+xSCsuJDTRCio8+mPrj4HkKkbhCvH+YCemHOh2gziZyxuHH4b7ImtMqKgzT+BKZ0/QYCS+NEg2OW56D8zVDflqs0LxiSvTUjQaJC83RuDV96RTbVo8Gq/L1wWhKPcFF684qu9j58HT8CRprVKdY/WYqD773jOelcZsWJwK6d6DedZ82wzhnlswhPddKcWBWf8MSTwKioVxG9I5/E4qlsrVY6z0zqj94+3dYvIGzJ3Y8ywrUhW9fgy+yzKu6zjq3uNC0u8MXrlZWQzHkfvBqHr+MPIk8hy+Rn4d+6Jlbclkt6AzN0/YPjWZDWiDSnY7j0au1klqkf8r4Mx7A8ZadXmI2RSZ3zmT8TPdB01HxvjuuoiF+D7gDDoJsVr72HjD0sRXlGLKwt6YlaY7g3q7m3AmKWXAc0zbPH0QNBjXSFCW3AGAYMCEVVp4veiREaThK3eY7E/W/fjQt2NJeg3/QwqjRG/A3kA5L9rpeIGpO4cgcGr7jXnDfVI/msEPu9Ba/yM46JuB5T6m++1hZFYOsgTmx7KSI8J4lcf9yvcPP/Ac91/BC3yT0xC10/8GfEzXC7K9o3q5RB0G7QcF3MalRn/jb3En94DsOqO7A9k1U2sdPXFwZz65jWunPpvrN0kNN6dmQ63tTGcP2LNWIkr+yIgiJ998RapAbpdvRaDQVO9X47Bn3ce4OED+ech4tPLoKVGdfAI7Mpo7ixQ/wSb3MbiEP3jNkb8GjKxe5Qb1l5LRmpqqu7zZMcYDFx9nxG/oW5EpiSrG0cwRu+URrvoeT2e/uaG8QfzzSB+g2EobkPqdoxSEZdynJnyBZf4oToaKwZOx2k2TKdFzoHx+GF7MjQNWdj7gzt+bza60fjys5jRdwluvDOBl5RV2TdNSw6YcQ4lEsmhUUw3F6xlO2tkxIpL/AzlOReZu0bB4+drSJZhn/p4B8a5rsaDqubNHdTxDh22Ham6Iq5D9JJemHZS1mHVnMUM19VgfF5mO3Xqus0npuqKIh7b3LE9Env8vkEXn/2yDULUwbph+HYaAW0KdTewrNcUnNIzaToGrH4gSTR/193Fqn7TcZZ4VEMqdgwfhm0Kxlpxegq6EfEzp46ai02N8frekHMKM74fgIDNIbj1ogDVUnmjAbmnpqPfAH9sCbmJlwXVuhGvhsxd+MHtZ1xPbv79pKY+xl9jXPHz/XdsxNdQnW8GRHlVj4q8VDy9F4mjgYPRZdwRFLeG+GkLcWS89GevOa2G139hdK/l5mGs1w4069C7qk/FYT9XTA5O1Sc8RonfP0jbPpz9QdA1M6S0/DSmfdFI/AyXC4/4ucFjU0LTTvEGo7+xe2l7MMY9SNa+NeVG2wCtNOLHq/8m6iRpqbu+BIPmhTf/odYDSty0BQKC+LUF6h08zVaN+Bnb3GG0UTVB/DRPsGnQtxgRMB8L58s/C7DqSCIjfp6++5tHdUx1Pjxb6p9go5s01avc4do8qqR5uhFDfQ/I0qIKU4vIeT34xA/1iFvvganHC6BtyMS+sWOxj0aQNE+bSa+8ztXdxI99/RFWZmw6WtfTN8fUFuLk5C/xVS9XDB4wQPdx/bozei6OQqWcWHGJn6E8Z+Hpb4PQyztAgf18LFpxBInV+sTPUw+bOkQv7YvZNA8mBXOJn8GpeGXeG0f1Ond1R+CRU1jn3g8LLhU0EZ7mctPFqruB5X1n4oKeSQaIX+01LO03F+Eky8qL6odOE8tRXcQ89CTiZ1YdldcbI9hUG6/vlHB9QRzO7fgZCyZ6of/3bvDfdheNSwDqURB3Fn/9PA+TvFzQz20att8tgubJbxjyrTdm6f1+5mPhghU4mljJ2dXdjJ1UdLpvbTni9s7FGG8fTJu7Ept2BCP00EIMnGiI+NXj6QY3tvPa6IgfkWtvb/zZ/M+hMcnyEEz5frmZGMvbAZ3FsosKPNrgiSGBkaBVH3rBaLtQj4SNjXnQi1YbgQU9Gokf6TJYLnp/bJuw3S/tRNcY/Y09id2IoWMPQpqR1rOZEb9B4NZ/E3WS9NRdD0S/med1I/L6usVdWyAgiF9boN7B03RI4qfNx6GxQ7AhXjfHwkqpJjkK52MLm4ifvFM1ss6IppvYer4x2K+bkqRFNJcxv5tP0xo/QyQoDygJwbS+gbgm3w9A051unQ0QP0DzYgtGTzyE7NSdGDepadpRW4ijE12x6m7z1BtlSpt7AOP6r0FMpWXEryFjD3z6/Yg7MkLD9OUdwaTv/BFaUt88omYR8ctB/sGxcP8lXn90pCYZ18JiUVTvCMTPHaP/ahzdrXu2HaP7TMMpNg3ZTF50nbUlxK8+Dr8Mnto0OliCU1P6YkmUXsHjxWY3dCHiZ3EdNUL8ao3V93wUP4nE3YzmHQja8nj8PqwfVt/JxdPIu3ile6VFRXwQhvdbCW3+QYwf8gse6/2EapAcFYbYQlrXaqTOK9rEhrQdGD1kLWJkUNTdWQGXCUT8mjD/O1c32ghUIXxuN/ianOotw5npfbAkSn4MEc1SB8Gj5/IWYKwwHFrknZ+LwcM343HzbHizkNF2QYuSkClwCaQ/Uc1B83wzPDoT8dMaLpd7dYoZDWW91Br9jRUUHMEk15XQbyrKcXf3ZkTk1LGpXm79N1EnKRdVoTPguvymGPFrLtI2vxLEr82LoOMZ0HbE7zLm91mEKB0Pkq8FakDmwbEYMPcidPsx6tNwYNxALLteZTnx05bg1NQ+WBAuHXZSj9eHp+PbzmYQP20JIhe5wHPlFeRSJ6otQ/yuGRjao5tB4oeG19g3dgxWLffBzFNFTR2iFoXnZsB13D4kS2RNW4hrSwfBK+gJ6nmjD7oNKDoa01RBNUgIcsOQXxXkjL0txfmAbzEhOJOtk5TO8au5PBcui642NfjGiXJD5kGMd52LS83gI33/OAxZch1VijV+bTPiJz/HT4P0g+PQz/dvpNQrO1ga4rBgxE9bhBOTvfB7Ik3uaVESsQj93VfiKluXpUVZ3C7MdOuBr9kaP0vrqBHiV29M1zvkH/VD/3mXm0b4yLQCnJziiuXXs3DMzwULLkt1jF6FYJrrUjZNemisK+ZfbN50UZ+2HxMGLsGNKuPlr2wF2ZS+exASJYKpycKZub3RxTcYhVotSk5Ohcu8cN261vrXhzHj685mED8tikMD0N/vCDKl+VRtISKXDsQXNOIHY7jw2gF9y+te7MFY12kIeS0p139PmzcMtwtaaEsiEOjijtVXGtcSa8visHuGG3p2ayR+BsslmoifvH1T10ujvzFtIUJn9MOEfS91I3P1qX9jgvtq3K9V6pLXf+N4NS6v8MK4/XKSrsBE3NodAUH87A65SLBVxO/TzujVv3maUTfl6PYjwotNjGA1ZOCoX2/0Hz0Vm66QpxA58aM5lAyELRmGIaNmYvnyhZjiOQTjgm6zzo86In3CYbojq3q0GaN6DYTfgiUInDEB/usO4pfR40yP+FEVqXyO0z/5wWuQG7w8RmL2jhs4s+h7zJHPH+pVJS3yj/mhy1ezcUm2tgzaQtz6fRzc3HwxZ/F8TBs2AMMWhjQSQUuIX81drOo7DH+m6Fay6aVeFRWIPt7bEfl78wHODRmHMaW3C3ymbsTVElMjPvV4FboEwweNwuyly7F4kifcfYNwh+YWHY74ET/Ixhn/vhi5Nb554buEiCXEDw1I3/ED/A5JhzdX4sWpnzDZYxA8PDwweuYORJ9ehH6zLjRqt6iOGiN+xus76lNxcp473EbPxNLAOfDzGoLRS8/hlQaoTw3BAvfB8JkZiKVzJsB7yEgsP9foc7s+IxTLhg3CDzOXYsXCSRg2xBebb9POV9O/Fwk+9t2QjfOLh2DAiFlYtmQuJo/2w4aLIVju2gfTg1OBqkfYMrwXhkxYgGWLZsBv2jocWj8aE0yO+DWS2OvrfeA+3B9Lf1yCBdOmYFnwfgR6rmgBxnKra3FtcTd83LW3bhmErn2ipRGDx+LP+HoYbhca/2xVPj+FNX4eGOLmAa+RM/HXjdMI/H4WLtKfNyPlAr32rUBdL2HkN0awFN7EH+MGw8N3FpYsmgpvtwnYfr+seY2f/ABzXf1/arTdBEpwarq3ep2xHDZxbXcEBPGzO+QiwRYTP6tA14DqshJU1CpHtJqV1xSmIelZCvLK9easmgUsuNJW5yMlIRGphc2L4E1G1xbj+c04NG3GaxSnKRVfF/x8XxoCMalFT0BTno2XCYlIK5SG/vRe2+6moRplJeWoMwy3fto1hUh/9gwpueX60776Uu3qriFrP6ZMCUYeHZWSdBNxjduFm/JIU3S+6L/6vl6erVlHDetqQFVhOp4nvkBWqaLeNVShMD0JiS+yoHwF1KAo7RmSUnLRup+QBhW5yUhMSkcxr9pqq5GfkoDE1ELZ5hM9mIze1BVn4EVyLqoM1E3DuBhVa9ZLQ+2CtjgJt+Ky9eo+TaGPc1kt80xkpFxgun2D0d+YBhXZL5CUnG1x2XHxKjmD2T7bODvszYJJCNkIAachfpqaSj0frZXVdbL1HbZBp+W+RW1jT3vR2rbEzwlQZMfI9MO4nfEoYwNsdci8uBiD+v+MB7wO0AmyJEw0ggC5tgqcij9f1LMjbFx9d+JxY8GjLvMilvTvj7X3RcEbQbDdvGLH3/Tzxa74ssZd4nWZuLS4Pwb9fF83Bes8mW3A6/3+mBcibTBxHsvbu6VOQvxqcN7/U3zV17PZR6vHEAzs4wLvmVsRzd+K1Mqy401NtFKliM4QEMTPdEXQlj/G8ZVT8IP3cIwa5onRU9ciNFl/QbppLULCWRBoyDyHbUeTUK8tx5NjKzFtlDdGDR+GYSOmYt25ZIiSd5aSbK2dWpQ/PobVU0Zh5PDhGO45AtPXnoNT/vQb0nF2y3G8bP3ESWtBFfEVCDgR8euGOWyRgywHmkLcWNEf3865CPmyJplEKy4F8WsFeEajCuJnFB7xUiAgEBAICAQEAjZDwLmJH611jVuPQd5/Ir2B3CCmIuZJjv62cfKt+DgbdeQnNfYZChq0qHz9EFduJ6PR96Tku1DpF1EifsZ8i7bAlyRzOGrMDyaVtWSTwp+i5OfRQt+qNqs9LVQsiF8LgRPRBAICAYGAQEAg0EoEnJz4VSNp+w/w+jWOkb36xxvgMT5Y79BM3W7M+kT87jUd2w/6w8NtAhZuv4lijTG/iET8jPgWRQt9SdLOKIN+MGlrlRGfpbQL02Lfqpwa0pCH6K2z4OM1DCO9vTB6yhqcSWoeM9WWxuDAYl8M9/LGCM8R8P/1kuzcLsDUe06Keo8E8dODQ9wIBAQCAgGBgEDAbgg4EfHrjF7D/TErIKDx4z8ZY92+xyD/I3jZdC6bSeI35AsMWX6h8Ww0NlpozC8iET/DvkXRCl+SxvwtGvWnSMTPmC9as6qNBsk7R2BgwEmkMdzqkR+9HsP6LkQEHTnXkImjfgMxI/hF4yGimgJEr/WC55om35am3pthgyB+ZoAkRAQCAgGBgEBAIGADBJyI+H0Jvz1xSExMbPw8jcXd8CP4bcIAeP50nfkONUn83NwQpPNb2mDCL2LjiJ9p35KW+5I07G/RuD/FBy3wraqqM5okbPHwxg49l0UVCPPvi2U36qBJCIKXzx4wn/FS5KrrWDowAGFlMPleiqL8LisrQ/ChQ+wzZ9Ys+I2fgNS0NNVHq9U/W6G6ukYlQ/EKCguVSSDvzRuubH29/uri+n/+4crl5pGDd/1QWFTEla2q1l9u/++//3LlMrOy9BUCKC0t48qWl8ucuTfFevXqtU42JjaWXaenN56ZJlf87t07nZwc15KSt3Ixdp2dncOVbWjQP6OvpsYA9gUFKp1v3uRzddbV6R8D8o8B7HNyc1U6i4qLuTorq9QuEeR5lq5fZ2aqdFI9lN7Lv8vKm0e8pUivX2eqZNPS06XXuu/KykqVHOkuLqazIvVDTk4uV1aj0T/wt7a2jiuXn6/GPr+ggCtbW6s7qZwZQeUrz7N0TTYpQ3FJCVeW8qoMaekZKtlXr9XYl5eXq+TIBvqNUf2Vh8zMLK6sXIauq6qquHJUd5QhNzdPJyv9lih9qpPyQHVWwkb+TXVcGQoKCrmy9NuRBwn7+w8e4MnTp7o49FtUhpK3b3Xv5ekrMaJ46Rlq7DNevVaqREVFBVdnaWmpSjYzK5srq26bq7lyhYVFKp15eWa2zfX1XJ0UXxkoHTk+0nW1om0mu6V38m/KZ0cNTkT8OJs7qNSq72CViw/2Z2vBI371TzbAg3x70lSvuy8O6Pxgakz4RZTW+DWfQk+nkDNn7XRIaKt8SRryt2jcn2KihS62uJVak4oL20KQIOdC2gIcHj8Q62JqUXR4IryCEpsce0saKhDqPwhr7teYeK/fyUux6Ts7Oxs+o0ezj0ufPpgZMBMRkVdUHyX5oEaQJ/cs6blcPbuOj3/MlVV2VtQw8HTGxsWrdD5/8ZIrW6zoWKhx4em8feeeSmfGq1dc2ewcdSdw/cZNJjtxwkT87+OPcer0GVyNuqbS+ebNG67O1NQ0lez9Bw+5skSI5YEIKi9PCYnP5GLs+vGTp1xZ6nDkoaa2liv3KCZWLsauX75M5srySD/Pzpu37qh0EpnjyfIIevTNWyrZyCtXVTqJePF0JienqGQfPHzElSWiJw9Ekng6nzxNkIux66cJiVxZIrnyQISGp5NsUobklFSu7Jt8Nfm5cjVKJXsj+pZSJbKyslVywYePoGePHlixnLxmNIdbt++oZMl2+oMlD0QaeXl68fKlXIxdx8TGMdktW7bgow8+wOrVP7F7JUkjgsXTGf/4iUpn4rMkruzbt/qEishlaNh59PruO3zXowfOhYaxePfuP1DpTEtL5+rkkZ+oa9dVstduRKt0Ernn5YmIozLcuXuPK6tsm+mPDU9n0vMXSpWgtpUnS8RdHuhPHU8uLv6xXIxdJz1/zpWlPy3yQHbzdFI+O2pwfuKnScIf7u74I0nT6FZrzN96zu2rLs/FNz7NxE/uAN24X0TjxK/lviRzjPhbrDHqT7Go1oRnihbVYg3yLi2Em88upGg0SN4yDBMOSl4EJIV1uLW8P+Zfemfivf6/XCm28ttZp3qpg6ORiLYIBw8cwH//7/+wakWTdwEzjaDRzkPBR8yUdhwx6lCJoDpbOHMuFLxRVkfOB9lLdrdFoJHO/i4u+OA//0FKipooG7OJ6gfVE0sC/UEbMmgQ3n/vPSQ9U/+BsUSXJbKU7hQ/P/YbHjVyFJQj4ZboagtZaveo/XO2QH+SeaPPzpYPa9vr3MRPW44XR/3R13UNHtUC2pKTmN5nXuNaNUKq/jWOTv8aXQwQP+N+EY0Tv5b7kswx7Aczug5G/Sla4mLLnJrSUIj7O6dgyNAViMihaT4a0fTApMPNfjgb1dTh3sr+mB32zsT79k38Ll0OB43WtUWgEQMaKaUOMi011WwTqIPZs2+/2fKOIkgjW7fv3HUUc8y243jIKfCmGc1W0AaCZC/Z3VbhWlQUI0STJk60yASqHzRtakkIOXGCpbV44UJLorVadt2aNSzd8WPHYhdnwu0AACAASURBVNeefVCO8LY6ARsroHaP2j9nC5fDI8FbGuNs+bC2vU5E/D5Fl+/6y3wg9sfAfq7wmroe51MlwlGFmM3D0WfgBCxasggzJ0zD+oPr4TOOP+JHYBr2i2ic+JGvzhb7kjTmb9GYP0UrEr+6zEhsHOsG39XnkKwbbdciZ68PRm1PbTw1XlfbahA+dwB+jK4x8V5/ukoXXXHhrCN+bUn8CMIrkZGs85js56dA1PCtIH6GsbHFG0H8Woaqr48Pq9t3bt82W4GlxI+mFb/u1g3/++gj5HOmrM1O2EJBau9otH6AqyvzPkV/xATxsxDEFooL4scHzkmIH994/lMtqvNTkJCYisJq/Y0CSnnz/CIqY8nvW+NL0pi/RcC4P0W5DZZf1704iKluE7DtXqGC4AF10cswOCAUequDNAkIovWRuVqT782xRhA/c1Diy9A6SepE7t5Rr1/jxRDEj4eK7Z4J4tcybGnalaZfhwwcCJoWNSdYSvw2BwWx386WzZvNUW8Vmbt37+LD//4XX3XtiqymjV6C+FkFWrOUCOLHh6kdEj9+RnlP25dfRF4OOc80Kfhr9DBsitMN8+kL1T7EereR2JYo7VrVouDiXLhNOdG4dtLUe31t3DtB/LiwmPWQdrUT8aN1SuZ0kIL4mQWr1YQE8Ws5lIGLFrG6TdOx5gRLiB9tfvqkUyd8060blLs+zUmrJTIZ6eno0rkz20gS86h5A40gfi1Bs2VxBPHj49ahiR/Qjvwi8stX9bQhaw9Gf9IVfQcMkE2b07U7fo5qPP6hIm43/N2HYvKCZVgWMBoeI1ficnbzUR+m3qsSVTxwVuJ35eq1NtvcIYdw4fz5rIM8FRIif8y9Zps7Dh/lvnPkh866uePsuTCn3NxBdrd1KCgoYNOwNB2r3O3Js412I5u7ucOS3wwvLUuf0Y7qft9/z36nZ06f1ot+6PBRJ93coT5NQC9jDnhz9dp1sbmDUy4dnPhxEBGPGhHQlCM3+RlepBdBWkGpB42p93rC+jfOSvz0c9F2d20xetF2uRUpdyQEaBqWRrT/+P13q2VbGiV3GzzYrFHy1iZMG7GkJRkbN2xorToRXyBgdQQE8bM6pEKhKQQE8TOFkOn3bbFeybRVQkIg0DoEaBqWpmOtuQHjh1GjGJmk9Xb2CEsCA1l6M6ZPV507aI/0RRoCAVMICOJnCiHx3uoICOLXekjbaodi6y0XGgQCxhE4GRLCiNOiBQuMC5rxNjIigumaMmmSGdKtF9mzezdLb6ibG5QHQ7deu9AgELAOAoL4WQdHocUCBATxswAsI6Injh9nnYy9zyQzYpJ4JRBoNQK0aYmmZWnK91krDlmmKVdaZ0e7ammjha3D1StX2M7kHt272/W4GFvnS+hvfwgI4tf+ytThc+SsxI9cqr17p/ZV2laAkysiOv6COkhDXghIhtxvOVt4+/YtaLG/swXyk6r0kevoeSB7ef5d29JuOq6I6vWYH34waAbVD6onhsL+ffuYjtUrVxoSsdrz50lJ+PTjj9kUtSmySr9HpfszqxliI0XU7vFcStooOaupJVd1FQo/0FZT7sSKBPFz4sJzVtOdlfi19QHOvPK+fesW69zoAFxeEMe58FCx3TNxnIv1sKWDyon8RV1V+0emVIwd50K7art27syOUzFGDq1hbWFhIb775htma0S4ae8W4jgXa6Bung5xnAsfJ0H8+LiIpzZEQBA/64LrN2EC63TI9ZUyCOKnRMS294L4WQ9fck1I07QuffuCpm2VwRjxW/vzz+w3sXfPHmU0q97TaKmXhwdL668dO8zSLYifWTBZRUgQPz6MgvjxcRFPbYiAIH7WBZec25MPX9d+/UBO7+VBED85Gra/FsTPuhivWrGCkapDBw+qFBsifq9evUKn999Hn169bHpe3r///ouZM2Yw+yxZZyuIn6oobfZAED8+tIL48XERT22IgCB+1gd3xfLlrAMKPnRIT7kgfnpw2PxGED/rQlxSUoLPP/0UX3bpgorycj3lhoif/7Rp7Ldw+dIlPXlr3/ze5AJu9MiRoIPSzQ2C+JmLVOvlBPHjYyiIHx8X8dSGCAjiZ31wi4uL0fl//2M+Qd9VVOgSEMRPB4VdLgTxsz7Mu3buZETu1/Xr9ZTziN/DBw+Y7Kjhw/VkrX0Teu4cS4dGFUtLSy1SL4ifRXC1SlgQPz58gvjxcRFPbYiAsxK/tLR0lJaV2RCZ1qne+eefrDPa8MsvOkW0ezD+8RPdvbNc0I7NrOxsZzFXZ2fS8xd28wWrS7SVF3RoMtntqKGutha9vvsOH3/4IbJldYLqh3znN0290vl5tCHkyePHNstObGwss6XLZ5+B1iFaGh4/eapakmGpDnvLU7tH7Z+zhbT0dJSWOm6b3VZ4CuLXVsh34HSdlfg5epGxDvLbb1UdpKPbLewTCJhC4HxoKCN0swICDIqePXOGycybM8egTGtfEPHs9sUXbNMJ7agXQSDgjAgI4ueMpebkNgviZ7sCDGvqIGfPnGm7RIRmgYCdEaDRvGGenozYxcXFqVInLxl0pMrHnTohLzdX9d4aD969e4eBrq7MhqOHD1tDpdAhEGgTBATxaxPYO3aigvjZrvypg/QaOpR1TvGcDtJ2KQvNAgHbIkBTrDSNO3zYMFVC27ZuZe82/fab6p01HtCSCenYpJ9Xr7aGSqFDINBmCAji12bQd9yEBfGzbdnHPHpksIO0bcpCu0DAtggE+Puzun3xwgVdQnSAMnnN6P7ll6istI1nnZ9WrWLpEvlzNq8bOqDEhUCgCQFB/ERVsDsCzkr8bt2+A3IB5AxhxvTprKOi3Yenz55zBpP1bExOTkF8vO0W6OslZsWb8IgrTreYnBa/k93OEDIzM/HRBx+gd8+eePgoBi+TU7AkMJDVdWpXbBEOBwcz/YP69wdN97Y2nD4batHxL61Nzxrxqd2j9s/ZAu38dkZXc7bGWRA/WyMs9KsQcFbi54gu21TgNj14/fo1O8SWdkPu3GVb7wWGbGjN8ydPE5hLrtboaIu44jgX26O+bu1aRsSWLl2K0NBQvP/eeyBSZouRuFs3b7LD0WlDR45sR3FrcimOc2kNepbFFce58PESxI+PSwd5WoGrq6fjrwSFt4fMq9g21wcjvIdjlPcoTP85BAnlWh0m2tIYHFjsi+Fe3hjhOQL+v17Cqzrda5MXgviZhMgqAuvWrGEd5OTJU6yiz55KBPGzH9pFxcUgwuosoby8HF98/jmb3nUfMoTV8ZvR0VY3n45qoSNb6BgZ3oaSliYoiF9LkbM8niB+fMwE8ePj0v6f1pciJXwtvDr3xboY2anzmgRs8RqMpRezUEMoaMvxdKcvBs27DHZMaUMmjvoNxIzgF2CraTQFiF7rBc8191BlJmqC+JkJVCvFJEf1n3TqBFs7qm+lqarogvipILHZA2cjfgTEgf37GeGjzR4Tx4+3Ojb0e6HDmUk/7ZS3ZhDEz5poGtcliB8fH0H8+Li066f1sbsxZ7IfJvuNg1v3fnrET1t0GH7um6A3CFh2AlMGrkNsPaBJCIKXzx5kNsggqrqOpQMDEGbknEzyJkHrzegTuHgxxo8di6ysbNVHq20eWaQUyAk6T45HZKgD48kqHbyTP1ueXGFRkSxTjZd0Kr8ke+rMWbauiO5ramv1ZGk3rSQn/37zJl9Pjm4qKiq4sryF6bm5eSpZ3jrDqupqlRzZIe12XL1ypc6OfDocmYO9cqqMvH7w5EpK3up0SRfkOYQnq3RlZQj7gsJCSRX7JuJ3Neo6Vycd3aEMvLTz3rxRirE1WjzZd+/UmwLy8t6o0s/OzlHprK6u0ckFHzmKxMRn7J532HdBQaFOVm6HEnvCTf5eui4uLlGlX1xSwpWl8pMHSkPSI/9OTk5WjfjRnwa5jHRNhz0rA2EivZe+c/PylGJs44X0Xv5dwVk39+aNGnuKIwWqAx/+97+MmJ04dlyVPu/Q3sLCIpUc6VT6t66sqoKnhwfTvXrlKl0cquPKUPL2re69PE9K7Kldk97v2rMPaWkZ7D4/v0CpEjSiKcnKv6uq1H+tqS2Qy9B1Duc4G2pblHJ0T22RMlCbpZSl9ZQXL4friVIbqJSj+7dv1Z5MqG3lySrbZrrnyRUVqbGndHiy1GdIgYgfHeLMk3uTr26bpXjt/VsQv/ZewkbzV4YTkwboET/Ux+JX95HYnih1rg3IC5sNt4BQFGu1KDo8EV5BidCfHK5AqP8grLmv39HIk6ZF2W6DB7MPnbc1e9ZshJ2/qPooG2FqbHlyRAyU4cHDR1xZ5YJsath5Ou8/eKhUiYTERJ3svv0HcSLkFLtXEhVq2Hk6r91QT0GlpqVxZV9nZqrSj7hyVSWrbIApEnUAvPTJa8eXXbuyTjI9LY3pv3nrDldWSdKoUzOkU2loTGwcV5Y6MXmgDpun8+69+3IxUPmeCzvPleU12DydV69d19NJN+npGVydGa9eqWSvXL2mkj1/Qe3/lQimlP7uvX/j1Omz7J7nDeP2nXs6WSkOfcs7KzKESKP8vXQdGxevsjMu/jFXVulKjMiIpEf+feVqlIr4PX/xkivLI3QXLl1WyUZeiVLZ+erVa5Uc2ZGWnqGSjbp2gytLf7AoSBsuaETOw81dJZv4LEml8+79Byo5Sl9JZufOns1In7fXMISGXdDFeRQTq9JJXjjkWErXRMblgQiN9G7HX7txLrSxbt+8dVsuxq5pw4okK//m/eG7FB6hko2IVG/UyczKUsmR7pTUxjZBbsT1GzdVstTuXbx0WS4GInNy+6TrpwmJenJ0Y6htVv7ZpT9gkh75N8VXBmoj5DLStfwPPBG/1FR+e0v57KhBEL+OWvIs3xziB6A6KRgz+veF94QpmOIzAC6jNuBWIY3EaZC8ZRgmHMyH/rhcHW4t74/5lySyaBxUZ53qpRET5Yik8Zw6xltyVk8d5NTJkx3DIDOsIJyVo2BmRGtzEfrjIpGTNjfGTAPIXuUfLjOjtokYzR581bUr801NZ/pR3b53755VbJHcHtJZmEoybpUEqBXV6P9ttpZeW+px1t+js7bZtixL0i2In60Rdmj9HOJXHY8dPh6Y9kcYHialIDk+CocCveE5PxTZDRokBnlg0uEiFfG7t7I/Zoe1b+Ln0EVpwrjRI0datYM0kZx4LRCwGQK/rl/P6jKRtMTERHZNmzxa+6csIjyc6erZoweKFEsPbJYZoVgg0AYICOLXBqA7TpJq4ld6ejqG/HhTf6NGQxb2+7hhQ1wtcvb6YNT2VMiX+AE1CJ87AD9GG57qlefZWUf85HlwtuuEhASrdZDOlndhb/tBgHzl0i7bXt9+C/JNTWHBvHmsbp8+1fKdyUQg//fRR2yn8PMk9TRx+0FQ5EQgIEb8OngdUBK/BqRtH47RO9JUxC5yfl8siqhFXfQyDA4Ihd4+Dk0Cgtx9cSBXfwLYELiC+BlCxrbP58+d2+oO0rYWCu0CAeMIzAoIYHX4vGynbV5eHmjneo/u3cHb+GNcI5Cfn8/i0nmAV6+o18eZii/eCwScDQEx4udsJWZVe5XED6h7uAZDPDYgRrbZS5N9CgGukxGSpwVqH2K920hsS5R292lRcHEu3KacAL02Jzgr8aONJi3pWMzBxFYyNP0l7fIj5/XkxL6lHaStbOTppQ05vF2xPFlHeka7NOv/+ceRTDJpC9nL211qMqKdBegsPVrPN8zTk62jpPohbdwK2rSJvdu6ZYtFVtHGDg83NxZ3z+7dFsVtqTD9Hls7Ld3StFsaj9o93q7mluqzVzzaBU+77kXQR0AQP308OtidmvgB5Xh8YB5Guo1CwOLlWD5vIrw9/LAxMlu3k7cibjf83Ydi8oJlWBYwGh4jV+Jytv7krzEgnZX4OZPnDgl/2slJ54ZJYdPGjS3qIKX49vqmHXvkbsnZgvDcYZsSow0o3l5erO7GxjburqX68eTpU5YgHXXS/auv2FQt+e41J5BO/2nTmM6lgYHmRLGKjDjHzyowmqVEnOPHh0kQPz4u4mldOXJTkvDydSGqeJxOU47c5Gd4kV7UeNCzBYgJ4mcBWK0UVRI/Oj7B0g6ylSa0KLogfi2CrUWRnOEA5/NhYYygzZwxQ5dHOfGjh8ePHWMy5LvXnLBxwwYmP+aHH6A8T86c+C2VEcSvpchZHk8QPz5mgvjxcRFPbYiAIH42BFehWkn86DXhT1Nm5naQCpV2uRXEzy4ws0QcnfjRJg7yOf3RBx8gKytLB4yS+NHRHeSzl9bqvXj+XCfHu6CNIPQbcOnTB3RYtT2DIH72Q1sQPz7WgvjxcRFPbYiAIH42BFehmkf8LOkgFersdiuIn92ghqMTv107dzKS9sv69XqgKIkfvSSfvUToxo0Zoycrv3n08CEjkV07d0ZGerr8lV2uBfGzC8wsEUH8+FgL4sfHRTy1IQKC+NkQXIVqHvEjEXM6SIUqu94K4mc/uB2Z+NGGgs8//RRfdumCCoUXGB7xI9TIdy+RvxvX1Z5byIMQ6SJ3b9Y69NnSkhLEz1LEWi4viB8fO0H8+LiIpzZEwFmJH7mB4vlKtSFUrVZNXgLITRgvTBg3zmAHyZO35zNyT5WWZv/RmNbmkVzXKd1QtVanreOTvWS3I4YVy5ezOnro4EGVeeSDNTtH7TuZfA9/8J//YICrq56XDCKO/V1cmL4Tx4+r9NnrwZ279+y6ptAa+aJ2j+cGzxq6banjWVISG9G2ZRrOqFsQP2csNSe32VmJn5PDrjI/+eVLth5K2UGqBMUDgUAbIJCSksIInGu/fnoEzhxTli9dygje0cOHmTj9ARrn68uerVu71hwVQkYg0G4REMSv3Rat42ZMED/HKZtlS5awzvBIcLDjGCUsEQgA8JswgdXNa1FRFuNRXFSEzz75BN2++IKd9bfyxx+ZrimTJjndGXoWZ15EEAiYQEAQPxMAidfWR0AQP+tj2lKNyg6ypXpEPIGANRG4dfMmI2pjfXxarPbP7dsbdYwZw76HDBoEOu9PBIFAR0dAEL+OXgPaIP+C+LUB6EaSlDpIOtdMBIFAWyNAu84HDxjAliG0xm9ubW0tvuralZG+L7t2BXmuEUEgIBAQvnpFHWgDBJyV+D2KiXUK11byIqWDacMjjPsfpQ7yu2++wccffoic7Gx59Da7zsh4hWdJxs9iazPjjCR889ZtlJfL/B0akXWUV2Qv2e0oQXcQ8+LFRk2i+kH1xFCgTR5Up2mHL21kcpQQEXnF6dz6kUs/av+cLdCmpTdv8p3NbJvbK0b8bA6xSECJgLMSv/bgsk1ZFtL92TNnWAc5d/Zs6VGbfovjXOwHvyMd5yL3LFNQUGAUBEPHuVAkOgaGDn0m0tenVy/2/fTJE6P67PVSHOdiL6QBcZwLH2tB/Pi4iKc2REAQPxuCq1Bt6Bw/hRhzeu/p7s46yCePHytf2/1eED/7Qe5IxC9o0yZWB7du2WISAEPEj+r8CG9vnZ6HDx6w61HDh5vUaQ8BQfzsgXJjGoL48bEWxI+Pi3hqQwQE8bMhuArV5hI/iiZ1kCO9vRVa7H8riJ/9MHcU4kdr8D7u1Anffv01ampqTAJgiPjNnzuXEb15c+bodPhPm8aehV++rHvWVheC+NkPeUH8+FgL4sfHRTy1IQKC+NkQXIVqS4gfRZ0+dSrrIC9fuqTQZN9bQfzsh7ejED+JsJEfXXMCj/ht27qV1d/hw4aBfPxK4dWrV+j0/vts2re+vl563CbfgvjZD3ZB/PhYC+LHx0U8tSECgvjZEFyFakuJn6N0kIL4KQrShreOQPwSnj5lhG2omxtbdmBOdpXE7+KFC0wHre2jY4qUYc1PP7H3f+/dq3xl13tB/OwHtyB+fKwF8ePjIp7aEAFnJX6VVVVO52rp33//RbnCx6mpopU6yH179pgStdl7IqzmTPfZzIAWKn737h3oOBJnCmQv2d2WYfSIEYyUPbh/32wzqH5QPaFAGzdomrjz//4H8kjDC6WlpejSuTO6du6MsrIynohdntHvkX6XzhTodABq/5wt0LmN9f/842xm29xeQfxsDrFIQImAsxI/ZT7a673UQVInSdciCARsiQCtu6Pdt9OmTGlRMnl5efi6Wzd27t+N69eN6qA/M5QW/bkRQSDQUREQxK+jljzLdwWurp6OvxI0+ijUv0bkJn/84OmNUcO9MXbudtzKax7F0JbG4MBiXwz38sYIzxHw//USXjX+8dbXY+BOED8DwDjQY6mD/Hn1ageySpjS3hCg9XZ03Aqtv3uVkWFx9mhEx23wYEbm9u/bZzI+pde3d+/G9F4ZPgPQpCIhIBBwYgQE8XPiwmuV6fWlSAlfC6/OfbEuRr7YuRL31rjDa2UEchiZq0baiRkYPCEYmcT9GjJx1G8gZgS/QCUZoClA9FoveK65B3MnAgTxa1XJ2SWyXgfZgg7ZLkaKRJweAekPRktG4LRaLaZOnsxI34rly83GQhphpJ2+IggEOiICgvh1wFKvj92NOZP9MNlvHNy699MjftrC45jSfxmi5SxOk4JT63bhfhWgSQiCl8+eRhIoYVd1HUsHBiDMyLIZOpj1+rVr7LNq5Ur4+owBHdCq/CjXvhABUcrQfUWF2jsCrdvhyWo0+iOatKaJJ1daqs5Axbt3OtlXr14jNzeX3UtriyQIyG6ezuKSEklE902jFDxZ3po2WnivlC0sVC9cJ+8bSjm6p7VbpYr1TG/fvuXKUkcqDxfOn2ed6sTx4/XkeZ4pysrL9WQkW2htkDwYxl5/Srm2tg6FhYVcnUrsSb+Unvy7uFiNfXV1NVe2ulp9fAgdAizX13hdKM8OuyZbJbmMjAzQ1CPdv3vH/hrpyb99W6qTleLQt3JdIOEmfy9d89Zr0jPpvfxbiT2Vr/y9dF1UVKz6PdHvVXov/6Z6pgwFnHKieqsMhLFcV0pKCj7/9FPumjsqO7msdC3X+fPqxs0atD5Q+l1Kcrw1i/T7lt57DR3K6nZERIQKe2ovJDn5N9VxZaB2SC4jXVO7JQ9y7NPS0pCfn8/ilbx9Kxdj14awr+FgT22BlKb0TeWpDNS2SO/l3zzfxSUl6vaB8FViaknbTG2QPF3pWtk2G8Je2YZR/szBnrCk9kJKT/5N+eyoQRC/jlryLN9lODFpgB7xqw6fC5f5EaiuysSDsGM4ejoSMa/L0UgJtCg6PBFeQYnQp1IVCPUfhDX3Dc/30jQO7bajzxddumDOnLk4efqM6qNsCKhT4cnFxsWrSu7O3XtcWSVJpMaAp/PW7TsqnfGPn+hkaTfe4aPH2D25MJIHath5OiMir8rF2PXL5BSuLM/91PkLl1SyZ8+FqXRmZmWr5Miex0+eguyWh6hr17myys6KiE+/Pn1YB7lhw2+6ODzXTffuP9C9l+OgbLCJeMnfS9fRN2/JTQTt6qV8Su/l37l5eXqydCN/L11fCo9QyaWkpnJlU9PSVLIXL4erZE+fOaeSy8nJ1cnt2rMXR4+HsPunCYkq2es3bupkJTvpW0n6iSDK30vX9x88VOl88PARV1bZsRFpk/TIv8kjzfEQ/SNUEhKfcWWzc3JU6Z8+G6qSvXBJfV5eWnqGntxY37Gsbv36y68qneERkXqykr3SH8OQEydYXHI1eOjwEZUs1XtliL51WycX9PtmFr93z56g9kAeiOBJ6cm/795Tbzwhl2ByGelaSXxpg4H0bsdfu3Hi5Cl2f/Waek1i0vPnOlkpDn1nZmXJzWTX58LOq2TDLlxUyWW8eq2SI50vOBthIq5cVclSu3dRUab5BQUqOdIZF68+AJ52YMvzIl0ryST90Zbeyb8pvjJQOnIZ6ZrInRRoV29qahpXLvKKum2W4rX3b0H82nsJG82fkvhpkXfAF0PmbcCSsVOwevsBHN6zAbPcXTF5XyJqoEHylmGYcDC/iQhKyutwa3l/zL+kHjWRJOTfzjrV255dtsnLR35NuyVpMbwlx2zI47f0Whzn0lLkLI/XFse50B9BWtdH6+2UfzhM5YB2/lJc2sEbHqEm96biS+/pgGeq2+fOnpUe2eVbHOdiF5hZIuI4Fz7WgvjxcekgT5XErwHZe0bisy8n42iWfDNHJAJdfHEwqw6JQR6YdLhIRfzureyP2WGC+DlaxaFpDuWIn6U2Sh0k+fO1VxDEz15IA21B/GgHL5GuiPBwizJK50x+8fnnjPjt3bsPT56qR/bMVZibk8OOgKFRQ94Utrl6LJUTxM9SxFouL4gfHztB/Pi4dJCnSuIHlIX4ocvE49BfHVWLqEW9MedCFXL2+mDU9lQ000KCqgbhcwfgx2jDU71yQMWInxwN215bg/i1RQcpiJ9t64Vcu72JH43YEekbPXKk3AyT17SW0aVvXxb3VEgIlAc4m1TAEdi4YQPTt2P7ds5b2zwSxM82uPK0CuLHQwUQxI+PSwd5qiZ+9Y/WYNDEIyjWW+dfjcgFrgi8Wou66GUYHBAKvW0QmgQEufviQK5eJIMYCuJnEBqrv7AG8SOjpA5y+7ZtVreRp1AQPx4qtnlmT+JHa2E93NwY2SJvHeYG2qgy1seHxdvwyy8smjWIH60x6/bFF/jsk0+43j7Mtc8SOUH8LEGrdbKC+PHxE8SPj0sHeaomfqh9gLVDRuHPZ9U6DGpe7MLY/oG4Spvaah9ivdtIbEuU3mtRcHEu3KacQJ55vA/OSvxoITctaHamQB0mLdZubZB3kEWF6p2trdWvjE+L0WmRu7MF2iCk3Ezk6Hkge3kbm2xhN/nhpdE+8strSVi+dCmLR76kiTxSSHr+AhlWOIvvSHAw001p2CPQ71G549oe6bYmDWr3qP1ztkCbAN/k5zub2Ta3VxA/m0PsyAlwiB+0KL23GeNcB2Hi/OVYPnc8hnnPwYG4Mt26voq43fB3H4rJC5ZhWcBoeIxcicvZ+pO/xnLtrMTPWJ46wrujhw+zDnLZInLx+AAAIABJREFUkiUdIbsij1ZGgHYu9+jeHZ906sSOvDFXPfnWJbLoPmQIaFe4tQMdpTPA1RUf/Oc/SE5OtrZ6oU8g4HAICOLncEXiIAZpypH9IhEvs8rAXbmnKUdu8jO8SC+CeVs6mvMliF8zFs50RR3kQFdX5hrr5YsXzmS6sNUBENi6ZQsjcEGbNpltDZ39+f577+Gbbt3w5s0bs+NZKkiu3ohc0pmVIggE2jsCgvi19xJ2wPwJ4ueAhWKmSVIHOX7sWDNjCDGBQOMB259+/DG6f/UVeIcG8zCiPxe09o5GCBMSEngiVn02bswYRv5u3bxpVb1CmUDA0RAQxM/RSqQD2COIn3MX8jhfX9ZBRt+44dwZEdbbDYElixezOnPi+HGz0qR1pL2+/ZbFIRdr9ggvnj9no4uDBwxQefOwR/oiDYGAvRAQxM9eSIt0dAg4K/EjbwbkzcKZAnlCsfbCfRqJoek3mvZVuhqzFjbkIYJO3He2QAvgea7aHDkfZK8tF+4/T0pi9WXIwIFm1Ze62lp4e3kx0mfsmBXytpKdrfYk0hqslwQGsnSPHzvWGjVG49JuZGfb3EHtHrV/zhYSnyWB58LO2fJhbXsF8bM2okKfSQSclfh1RM8dhgpT6iCPHjliSKRVz8VxLq2Cz6LItj7ORTqG5c7t2ybtIpdsc2bNYuRrwbx5RuWtcZyLMgHyDy1NSStduSllW3ovjnNpKXKWxxPHufAxE8SPj4t4akMEBPGzIbgK1dY6x0+hFroO8ssvVb5OlbItuRfEryWotSyOLYnftagoRuImTZxolnFbNjf60B01fDio7hoLtiB+lJ60CeX3oCBjybf4nSB+LYbO4oiC+PEhE8SPj4t4akMEBPGzIbgK1bYifpTMtq1bWae+aeNGRaqtvxXEr/UYmqvBVsSPlhm49uvHjklJTU01ac750FBWn77v2RMlJfq+g3iRbUX85MfO2GInsSB+vNK0zTNB/Pi4CuLHx0U8tSECgvjZEFyFalsSP+ogv/36a+bvNC83V5Fy624F8WsdfpbEthXxO3TwICNyK3/80aQ58XFx+PjDD/H5p5/CHJJICm1F/Ej3qZMnme2mpptNZowjIIgfBxQbPRLEjw+sIH58XMRTGyIgiJ8NwVWotiXxo6TOnD7NOkhLPTEozFTdCuKngsRmD2xB/CrKy/Flly6MyJkavSNf0N2//JKNDN6MjjY7n7YkfuQdhA6MprP9rH2UjCB+ZhdxqwUF8eNDKIgfHxfx1IYIOCvxKy4pAY1yOVOgDiwvz3YH39Ji/Jb4XjWMoRYlUb9h+aHnKCnT8whtOIoDvSkoKET9P/84kEWmTSF7yW5rhl/Wr2ekadfOnUbV0gYK2u1LBItGCC0JZeXlNt1Bfe/ePWbXD6NGWWKWSVn6PUpu50wKO4gAtXvU/jlbKCl563Rttj0wFsTPHiiLNPQQcFbip5cJcaND4H5TBzl6xAjds9ZcaAsvYr6bP07nmun8uTWJibhWRyArKwsfffABevfsaXSDBh0FNNnPj5Gr1StXWt0OayicMmkSs+9KZKQ11AkdAgGHQEAQP4coho5lhCB+7a+8p06ezDrIiPBwK2ROi9yQ6fCYfxnFgvtZAU/7qpg5YwarCxfOnzea8Nqff2Zy5CbNVudBGjXAjJfpaWn48L//hUufPk539p4Z2RMiHRQBQfw6aMG3ZbYF8WtL9G2TdkZ6Ousg+/bujfr6+tYn0pCBQxPcseJ6eet1CQ12QyA2NpaRueHDhhlNk85/pOndAa6ueFdRYVS2rV/SaCTZemD//rY2RaQvELAKAoL4WQVGocQSBJyV+NHxFM62NofKxV5rzn5atYp1kPv37TNaHerzHuHi2Uu4fi8eyVmFqNKoxWkEqCbpT4wZuh6PqtTvHfUJeWSgdY/OFMhea3iSID3DPD1ZHaBduobC3Tt32J+Er7p2BU0LtzRQHbHHSOHbt2/R5bPP8MXnn6O8vPV/ROz1e2wprrx41O5R++dswVnbbFvjLIifrREW+lUIOCvxE547VEWp94B1kJ07o2vnzigzuDGjATnH/NCtmydmzJyK8SPcMbBPT3zfqy8GDx2FidPnYOmqX7B01Xqs+y0Iu/37wOv3JzB+lK+eGW16czzkFGiXrDMFa+3qlc7hmxUQYDD7NDLcpXNntgYwNibGoJw5L2y5q1eZ/u5duxihXb9unfKVxfdiV6/FkLU4gtjVy4dOED8+LuKpDREQxM+G4CpU2/o4F0Vy2LtnD+sgaf2WwaBJw35fd6y6KR89qce7gtd4EXcXURdO4teflmPOdD8s8J+EgPXhyGkwqM2hXnRU4kf+dXt9+y07iy87O5tbJqWlpej3/fesfpw9c4YrY8lDexI/+h3RZhXatJKZmWmJmSpZQfxUkNjsgSB+fGgF8ePjIp7aEAFB/GwIrkK1vYkfpUeeFzq9/z5evXqlsKb5tj5pO37wXI8YA9O44hy/ZqxsfWWNEb+df/7JCN2GX37hmkvrPulYFForZy1PL/YkfpSpixcuMPsD/P25eTT3oSB+5iLVejlB/PgYCuLHx6WDPK3A1dXT8VeCobUbWhRH/YQfZhxGlmzERVsagwOLfTHcyxsjPEfA/9dLeGXBXJwgfvarXvYmfpSzSxcvsg5yxvTpRjJag8ebhmHU5qfcadxG4ncL9YaqphHNbfmqI474FRcVofP//gdas2doo0bgokU60mStNZD2Jn5Ur2jTCpHX1kxTC+Jnv1+oIH58rAXx4+PS/p/WlyIlfC28OvfFuhj+Lkxt4WUs8e6JXt5/Ik0ifg2ZOOo3EDOCX6CSUNIUIHqtFzzX3IOBwRsVloL4qSCx2YO2IH6UmZHe3qyDfPTwoeG8Vd7DuqE+2J2sZncxUYewZNT3GL4hjksMDStt2zcdkfj9uGwZK+vDwcFc8KX1cZ7u7lY9TLctiB9tWiHiR5tYWkpgBfHjVhObPBTEjw+rIH58XNr10/rY3Zgz2Q+T/cbBrXs/PvHT5iFsni/WRezD1JHNxE+TEAQvnz3IlIggIVV1HUsHBiDMiKMFOvmd/iXT59f16+EzejRKy8pUH2VjSruyeHLV1dWqMqqsquLKKnf+0T1PJ3kRUIbq6hqd7NVr1/EyOZnd83ZB8nRWvHunVIna2jqdTnkcImnKUF5eoZIljwXKQFNpcl3Sdfm7dzhzNlRP/N27d1xZc7Gv4mBfpcD+1q1brIMc6u6u10HS7kDJNvp+fX4h3Hx34Xl5E/aaQjz6ez4G9OiPiT8FI61EXUfMxp5zTAhhLE9fuuZhX1HBwZ6zaYV2aUp6zl+8hMysLHbP8/Ly7l2lTlaKQ9/K3eKG6ijhrAxUHnJd0rVyF6YSe0kuJycXEZFX9dSS7dJ7+bdyR2pycjJztUbn3NGUsSRL2FGgg4/ff+895tM5uwkXSUb6pt+DMvCwJ3l5iH/8BM+fv9ClKemjbx729PuWy0jXlmJPm1eI/J0PCwO1Q5Ie+bcSe/ptSe9DTp1BYVERu6ffojLU1NbqZKU49M07Jol2Gctl6JraDGUw1D7U1tYqRUFtllIntXu37tzVk6XfoVKO7qnNVAZD2FurbZbbIW8f7ty9h+zsHK6dvLZZaXd7vRfEr72WrFn5KsOJSQM4xK8B2SEBGP9bDCpLj8uInxZFhyfCKygR+mM0FQj1H4Q199UNuGRGWmoqOxKBjkX4pFMnzJ03H4ePHld95D9aipufX6CSoXgPHj6SVOu+b0Tf4soqj2CgxpaX9rXrN3S6pItHMbFcWaUbNGrAeDrPX7gkqdJ9Jz1/zpVNTUvTyUgXp8+eU8nSqJIyvHqdqZIje2jKVBnCIyK5skryU1hYxJW7e/+BUiVu3rqjkh3qMZR1kKHnzunkibjo4XR4D1YGzMaOsGuoSQ3FqmG94TZrF+7m1yM2Ll5ftqm+ZOfk6PRJF3o6m+TOhakPEH7x8iVXZ3JyiqRK9302NEwle/T4Cd176SIrK1slR/bExz+WRHTfkVeiuLLKzpLcY/HyRKNcykCdG0+2WLG7mAgFT05J+kj/4ydPubKZmfrHr9Dhy0SCVqxcpSdPfzaSnj3Dpx9/zD50nZySqicj2fL8xUtllhB2/iJXVvnnJCc3lysXE6s+Tibq2nWurPIPX2lpGVcu+tZtZicdQfPxhx+i13ffIfomv80pKNR3gUfES8qv/JtGpJThaUIiVzbj1WulKE6cPKWSPXX6rEouLS1dJUd2PEtKUsleuHiZK6skaW/evOHKPXyk3q19/UY0V1b6gyAZQaRVjo90ff3GTUlE9019gPRe/v3mTb5Ohi6IhMvfS9cXLl3Wk+tIN4L4daTSVuWVT/w06cGYMW4zHtMftzI58dMgecswTDiYD32HCnW4tbw/5l9S/9NTJQnAWad6eXkRzwwjkJOdzTrInj16gDeyoBez4gZWuPbHonPpTjW1q5eHDnZzMzqakb5xvr6qnBcUFLBRPiKFkRERqvfO/oBmLShvpnwRO3s+hf3tEwFB/NpnuZqZKw7xq0/G35MmYEdi0xSAgvglBnlg0uEiFfG7t7I/ZocJ4mcm8B1G7Ldff2Ud5I7t243muT5uPYb4HQPPDXxDcRyClwVi/3P+WlSjisVLmyBAoz+D+vdn07gvX7zQS4NIvpeHR7smRhXl5fiySxd8/umnKCnh1Vo9SMSNQMChEBDEz6GKw97GKIlfA9L2jsHQxSF4EBsLcr8UG70Jo91W4GLME7wu1yBnrw9GbU+FfIkfUIPwuQPwY7ThqV55zsSInxyN9n1Nuzxpt+dnn3wC2v1pMJRfxsJhK3BTvjxJW47EkBUY9f0gzNxxE3mC9xmEz94v6DdMI15LAgP1kqapWMlXL+3kbc/h0MGDDINVK1a052yKvLVDBATxa4eFan6WlMRPg9SwIKxZtQrkfot9lvmi79cjsGjVRoQma1AXvQyDA0Kht8xak4Agd18cyNWfADZkh7MSv9TUNND6H2cKNDITx1lrZs880G5PIgm0+9NwaEDepWUYO3k9jl2+gmO71mGG23cYMHkzojLVC9AN62nbN7RmirfxqG2tMp462ctb62UoFq2J6/7ll4zMFyrWsgVt2sTKms7s421GMKSzJc9pbSWtAW6rQGvHXPv1Y5tbUlNTzTaD1n4qN3+YHbmNBKndo/bP2QKtm6aDw0XQR0AQP308Otidkvhxsq831Qug9iHWu43EtkRpV60WBRfnwm3KCeSZx/ucdo2fcNnGqR9mPKJOrr+LC+sgaReosVBXFIP9/r3x2VeemB0U0nREUD1KMhIQF5OInCozK5mxRGz4riMc57Lpt98Yudu+bZsekufOnmXP+/bubZfOti2Oc9HLMICoq1dZnif7+SlfGbwXx7kYhMbqL8RxLnxIBfHj49JBnraA+AGoiNsNf/ehmLxgGZYFjIbHyJW4nK0/+WsMQGcd8RPEz1ipGn93/do11kHSLlCjofwu9v9xBufuPsHtO7dRkXAUy0f2QV+3sQiYORU+biOx4mK2YqmBUY12fdneiV9uTg4+7tQJ333zjd6RKXRME7kzIz+86Zzd6bYoBEcgfpSvMT/8wOr23Tt3zMqmIH5mwWQVIUH8+DAK4sfHRTw1hYCmHLnJz/AivQjmbeloViiIXzMWtr6iI1qoo3GEMNbHh3WQt26qj2ZQ2kfH0Fw7vARjvh+OXyOzmutYeRy2+Prhb92J4sqYbXvf3onfvDlzWBnKfe2Sb15ax/nhf/+LO7cbjzyxRyk4CvF79uwZw2TIoEGq8xh5OAjix0PFNs8E8ePjKogfHxfx1IYICOJnQ3AVqh2J+D1PSmK7QAcPGADlmWAKs/Hk6W1sGNED8y4UK3aQA+Un/THrlHwXiDJ22923Z+L39MkTRnDIA4d0nh6diTnQ1ZU9P3rkiF2BdxTiR5letGABw+BkSIhJDATxMwmR1QQE8eNDKYgfHxfx1IYICOJnQ3AVqh2J+JFpSxYvZh3k8WPHFJY23mpzQ7F08RFExIZhgas3QlROSjRI3jYVMzfswrlnjrfpoz0Tv1HDh7Oye/ig8QBvIu/SAc5rfvqJW562fOhIxC8/Px//++gjfNOtm8nNPYL42bJW6OsWxE8fD+lOED8JCfFtNwSclfiRlwByueVMgTrnFAfajUcH+5I3h+5ffQWlxwRAi4JD4+Cx4TEK3uYhbKEnlkXJmZ8WZbFb4fP5h+gx8ieEJavdl7V12ZAHFZ4Lsra2y1j6ZC/ZbSxcvnSJkT7/adN0YqtXrmTPaGODqRFcXSQrXpB3jLdvHWfH5h+//87w2LJ5s9Fc0u7YtsDLqFEmXlK7R+2fs4Xc3Dzw3OI5Wz6sba8gftZGVOgziYCzEj+TGRMCZiGw9Y8/WAf5e1CQSr78XABGBSUwl4ANOWEI9B6DVfvP42rEGexbPR4uPYfhx2NPUOrYm3tV+XLmB3QsS59evdDp/ffx6tUrlpXgQ4dYGdK0vZrAO3NuW247uSP8uls3NvJHI4AiCAQcFQFB/By1ZNqxXYL4tePCNSNrNTU16NG9O/PZnJeXpx+j4gZWjpiFs9Iu8aosRG+fjN4ffQ73BfsRU2j+7nF9xeKupQjs3bOHkby1P//MVNDmnA/+8x92lh+55ROhGYGQEycYVu398OrmHIsrZ0RAED9nLDUnt1kQPycvQCuYf+rkSdZBLpg3T6XtXcxm+A4YgdmBgZg9uh/6eMzF7rt5MO24owrpD+ORJ7ihCtOWPnj79i26fPYZunbujLIyOsQ3ld1//OGHiI+La6nadhtPq9WCdve+/957SHr2rN3mU2TMuREQxM+5y88prRfEzymLzapGUwfpPmQII38JCQkq3ZriJNw4fxHXYrOaDnFWieg9qMu8ii2Tv8en77tgQ7xpiqgXWdwYRIC895DXlf379oFI4Pc9e7L786GhBuN09Bd0pA1h5uvj09GhEPl3UAQE8XPQgmnPZjkr8Yu8EoXXmcYXwTtaudGu3oPB9j1mw1wM7t27xzpIcu+lDInPknDvfuPuUeU7vfv6XNzZMQMDv+6PGQHe6O66HnHmuYzWU2OtmzNnQ1FcUmItdXbRQ/aS3cqQkZ7OzuZz6dOHreOTdvXSJgZHCPcfPERiomOOqk2aOJHV7WtRUSqoDgUfAf0unSlQu0ftn7OFK1HX8OrVa2cz2+b2CuJnc4hFAkoEnJX4Cc8dypJs/f2USZNYBxkZEaGnjA5wpuM6DAcNCh/sw4IhX8Nlyh+4nlmAi7N7Ysze123q1aM9HeciL5uF8+ezcpo9c6buDD/DZWOfN450nIsyxzQlTusgyZev0i+vOM5FiZbt7sVxLnxsBfHj4yKe2hABQfxsCK5CtaOd46cwj7n3Io8PNKr0zz//6F4bI37aksc4usQT3/Ueh42X00Beoxsy/4Zvz1m40MbbfdsL8ZOPxu78809G+oZ5eqK21nHOTnRk4kcVecXy5Qw32gEtD4L4ydGw7bUgfnx8BfHj4yKe2hABQfxsCK5CtaMTPzJ3VdN5cAf2N7uW4xO/WqSGrsLob7+Dz89n8VLnvKMeTzYMQv+fHqCtJ9DaA/GTr7/cs2sXIy89e/RAUWGhona17a2jE7/i4mJ0/t//mDu7dxW6yspcKDrbWY8Zr16BZjycLQjixy8xQfz4uIinNkRAED8bgqtQ7QzET9o5+sXnn6O8vPHAZj7xa8Dry3/j1JNSfTdu5RFY1HM4dqXqb+dtKI7D5etpCkRse9seiN+pkBBG9midGnmj+OyTT/Di+XPbAtcC7Y5O/ChLf+3YwbDc8MsvuhyKET8dFDa/EMSPD7EgfnxcxFMbIuCsxI8WCmdmZdkQGeurpsN3g48ctb5iK2vc3TSytG7tWqb5WVISHjx8ZEYqWuQGj0ev6WdQLB3qrC1DwokfMeKbnvANummGDuuJnAs9j5KSt9ZTaAdNZC/ZTaG6upq5Hfu4Uyd0++ILdiwJb4OCHcwymQTVD9oE5MihrrYWvb79FnT8jXTmYfCRY063uYPaPWr/nC1EXbuO1ya80jhbnqxhryB+1kBR6LAIAWclfhZlUghbhACNTPbu2RMfffABMi3ZOa15hj/c+2LVHVrpB7x7GYp1P/RET+8VOJlQpj8yaJFFHVOY3I3RUSRff/UV+6bDm0VoHQJhoaEMyzmzZrVOkYgtELASAoL4WQlIocZ8BATxMx+rjiR58cIF1kEG+Pubne3K64Ho57UNL8vTEP7bePT92h1LguNQ3AA0aPSnfs1W2kEFyc0YTe3S6BSRv2VLlnRQJKyb7X///RdeQ4cyTMWh19bFVmhrGQKC+LUMNxGrFQgI4tcK8Np51OHDhrEOMuaRGdO82gKETOoOz7mrMK3v1xgydw/uF2gATSEe7puP4WO2IkGc5Wx2jVm8cCHDXjp8WL7L2mwlQpCLQGxMDMN2hLc39714KBCwJwKC+NkTbYdLqwJXV0/HXwkaPcsa8m5g26zR8B7mjRFeIzBtzWk8b1xzz+S0pTE4sNgXw728McJzBPx/vYRXFmynFMRPD25xI0OARkSIeNAICY2UGAva3APw7fQePus7HX/eyEYdtCiJP4ylHl3RqXN/TF+9A6HxRW16rp8x+x3p3bNnz3Skr9/33+s22TiSjc5uC41kU92+dPGis2dF2O/kCAji5+QF2GLz60uREr4WXp37Yl2MbFhE8xK7Rrhi1snUxqMx6vNxc70nXBaGo4wSa8jEUb+BmBH8ApV0rylA9FoveK65Z5ZrLYrirMQvOzsH7969azHkbRGxoaEByckpbZF0i9OcFRDAOsjg4GDjOrQFuBt2Da9rAG15Ek6vGgmXwTOw9cIT5JWXIutBMBYM6Y8l4YV2W+uXkfHKoc66Mw5g41s6m2+AiwvDnHbwvsrIMCdam8vkFxSg5K3zbKR5/fo1Or3/Pr79+hvUVDeuSW09iA0ofHQFMYXSzqbWa+RpoHaP2j9nC9k5OahwsjbbHhgL4mcPlB0sjfrY3Zgz2Q+T/cbBrXs/PeKnSdoML+/t0DsZoyIUAX2XILoO0CQEwctnDzLly6eqrmPpwACEMWbIzywt3k9OTmafPzZvxugRI1BdXaP6KEd5iLjw5Gi3qjJQGjxZOpdMHuieJ0fxlaH+n390smEXLuHFy2R2T3YpA08n78BbmkLjySpP+Cf9NbW1Ktmamhpl0jCEU2VlJTs3TB6BzhDjpd8a7Kk8eDqV2FMaPDk59tnZ2ayD7PbFlygtLVPJ62OvRem9LRj7fT/4/XYJyaXNdYqw0+SlIL28ufwJY1761sL+2PEQZGfnsjR4U6WG6qgSe0N1lFfvW4v9jj8bjxx5/733QAc3UzBUR/Wxb6xVVB+VmBL2ymAJ9vS7Ueqke3mg41ziHz/hytHvVhlai728jkq6DWGvxEmq96tXNvo+3rplC7Obd56fZdhXIu2QHzwCI5Df1J7y2gdD2PPqKA97aveU5/gZanN4ddQQ9sr2wVC9byn20nEuvLrEa5ulcm3v34L4tfcSNpq/MpyYNECf+KWex/aQBMhplbYgGBMHrkVsvRZFhyfCKygR+pPDFQj1H4Q199XESUqeSB9Nc0ifBfMXYt/+g6qPsiHKe/NGJUPx7txt7KAk/fRNxw3wdJaW6TPSiooKrlxE5FW5OnZN/mIlnTt37cHuvX+z+5ycXD1ZagQlOfn3aY4P1ITERK7sS87IHBEJuT66PnRYfTxLenqGSo5kHz6KURG/sAv/n73rcKvi+Nr/yi8xUaMxpqiJvYANVEQRsbcoGnsMdo0tNmLsPRawYQVFxV7BBqigIFWQIk0RFCmB+73fc0YX9u7ObdzC3cvM89zn7s6eOXPmnb27751yTjhXVvkSys/P58rdun1Hr+10cu36Da6s0rUJEVFle+j8/EX9kG2zZs5k98q4ceNV8kqXOjVZ0Vi0dpdK7vjJUyo7yU0Mr/6EhESV7LHjJ1Sy+w6oRyHJXYSkc9uOXQxvOn/4KFqlM/z8hVpZqQx9kxsVeSosKuLKXb+hdk9z89ZtrmxBQaFcJYgQyOuk401btrJ4vPS73LJ5c638o+gYlSzJp3Pinu4/GKySPRpyvFaXdJD44oVKjnTyXLKcOHmaKysnyET8bty8xZXjuQK6GHGJK/v+PZu7kMwE+ZVU4kTnV6/dqJWRDm7fucuVzcvLl0TYN5Eh0rFl2w5806wZvmnaFJu3bkPo2XN6cnRCZJZXf2pamkqWXDXt3bMGYzp3wqgVe1m5w0ePqeSSkpO5OslfpjKdOhOqkqXn3rnzF/REc3JyVXJkd2TUPT05Orl0+QpXVvLbKRV4V1LClePFCaZ6eDiRXVIi4pecksKVO30mTBJrdN+C+DW6Lpc3WE385FfZcXUOLvzeB8N3JqMa1UjaOBCjD+Qpps4qcXuBO2ad1/9HrtL1OUOrU70iVq+hHrV9Pj3Uv2vZkkU+oAgIWklacuBMo0A9unVjBLvDL79oBeJaO7XgwLnWWNnBr79OZJj/uWSJLNe6ww+RS+A1Jkh/JsY6lXqlReQOPTg0fyKIn+a70JoGGCd+NQVR2DmhN7wWXUQOm9msRnxgP4wLLlQRv6jF7pgWJoifNb1hj7I0RUKRArSWaCRi6ZKl7AVJMU/NSqUvcC74kt1efubYoCXiFzBnDsOXYiXv3vOvOc1zKhmtEr8du/agW+fObKQ1nTOKpw9yFfJjr+DSnRgk55YqZlpkkroChP7mgd8vFCmezTIZKw4F8bMCPCcsKoifE3aK40wyRPwqkXlpDUZ5+GHZmSTZpg0dsvf4YciWFMVOyXJcnNETC2kRoBlJjPiZAZKNRLRM/GgK0617d3z1xRdITja1QaUG2cFj0ME9AOdz6tb02QhGs9Vohfjt+/dfRvpoinftmjUgu7WWtEr86I/YubOffFb+On68cdhrXiF4xHf4xXMkRnj1RI9OneHu4YOObulgAAAgAElEQVRxUwKwPHA7gk9FIPJJKgrKalCdshsjB6zCI/1VA8b1m3lVED8zgdKImCB+Guko+5jJI34VeHFgPPqP3oSoAvUGhsqb89FnSuinHb6SUdVxCPQcjv1mvnC1Svxojc07xXpBCQJn/aa1h4+fPHVW8wzalZ9fwHYRXr1yhREUihtrMukqUClfnMotUIncmHAc2b8PIddTINv3wZW2NJPWCio3IViqw97yN65fryV9HX7+Ge/elYC3xtHedlirn3aZ0n2itfTk6VPQNPvQIUNYP9z7vKHGUDsqn/wNH5/NSGT3dg0+FqYjLuoyQoN34p/lAZg+1hcD3DqjS+euaP9tK4w7olyKY0iz+fn03OOtMTRfQ8NI0tpn2iAmkj4Cgvjp49HIztTErzp5G/wGrkVsmQEoKh5glYcPNsdLfyt1yA+fAY8Jx5Br5kCLVomfAUREtp0RGO7nx16Qd++oN5VYWvXHqL8wzHcmVm/ajHUzB2HgjNPI1N+pZKlKTcnTJqtWLVqgyRdfMEwpWopIDYNAXFwc64N+Hh5Q7m7Vt6gEN+Z7YuLRbMVMi74Uqj8gPz0LxY3oflYgIE7NREAQPzOBck0xJfGrwavdPvj2+87o07On/sdzKa599tBQGrML/p79MX72fMyf4ot+PotxIUs9OmgIM0H8DCEj8nkIPH/2DORqpG+vXiZekLzSxvI+IHr1YEwIyjL+QjWmQkPXaJNMpw4dGNmgKV4RRaLhO2/WjBmsP06dPGnUGF1uCCZ7BuCaGLwyipO4aB4CgviZh5OQUiJQXYKcpGdITCuEeVs66hQI4leHhTgyDwEpnFjIMbWrCsMadKgsK0OlkZHo6md/w3vCMRQbVuISVyorKhjRI8L3S7t2jGw8jo11ibZpuRG5OTlo3rQp2rdrx9ztGG5LNZK2DcWgdbGfHOvrCdagKOYIlk4NxK1SvQviRCDARUAQPy4sItOeCAjiZ090XVN3Xl4eWjRrhnZt2qCszNA6BFnbq+Kxc2g7tOvigYFeA+Azdi52nE9AsWJguvjCTLj/FgZtxWORtdPMw5nTpzOyR6N8RP6mT51qZkkhZm8E1q9bx/pk86ZNxqsqu4eV/Udif3rdTVyZfRd7Znmii/skbIxIlW3EM65KXG3cCAji17j7v0Far1Xid+v2XSgdNzcIgBZUSo5jT5w6bUEJ5xAlZ9YxsY/1jNm4YQN7QW4IDNTL55/UIG3fSHgtvYv30KE05Rr2LRoBD/dBmLpyN06cPYtjm2ZjYFcfbImV1qvyNVmSeyHiktMtJidCQWTP28sLtJmj+ddfIzsrq7ZZtPid7NZaio19jBcvkrRmNk6eOgN5dAtyat72p5/QsnlzFBQY26yiQ9HF1VgRmo2a6hzc2jwJvTt6Yvbuu8gxz6FCvbGi5x49/7SWaOe3FkPN2RtnQfzsjbDQr0JAq8RPOHBWdaXdMsiPHz205YmiW/zcpg2LevD69Wv5Jf5xVQK2Dx2IddF1xE73MRvRZ3dj/ZLFWLnxGO5nWbpQgV+VlOts7lxo8waRPlrbt27NGna8dvVqyVz2TVFChDsXPUjsekLuXJRRcuiZSP00LyDAjLpLcHuJO3qM34mHHM8LZiiwWES4c7EYMqcuIIifU3ePaxoniJ/j+lXLfvyUxI9QOx4Swl6Qc2bPNgvE8thA+PhsQrydR0QkY5yJ+D15/JitH6NdvPfu3cO333yDNj/8gPeKoPWC+Em955hvHvEjt0u93d3ZJqYXierwgXqWVV7H/O6TcMrAwtQPyVdx43ndnx29svU8EcSvnsA5aTFB/Jy0Y1zZLEH8HNe7rkb8yO2FR58+jPw9e/bMDCA/4N7y/hi5O8Vw1AMztJgr4izEjzYN0PQhOb8mv33z585lmB0ODlY1RRA/FSR2zeARP6rw5o0brI9GDh9uvP6adOwd5oedaXVr/ahAzZunOLHUDz26j0TgtVyb7lQXxM94l2jtqiB+WusxF7BXED/HdaKrET9CLvLuXfaCHDZ0qFlA6t5dx18zduK5A/ybOQPxo80vfXv3ZhhRhA4aQSJ3OL3c3EAjS8okiJ8SEfueGyJ+VOvokSNZvxFZN5Y+PNyAUcOX4nR0Cl4m3kPYppkY2KUXJv8TgXQz9j4Z0827JogfDxXt5gnip92+06zlgvg5rutckfgReuPHjmUvyCuXLzsOTDNqamjiRyOiE8aNY9gsXriQWTxqxAijZEIQPzM61oYixohf0osXRkm63Izy3BicXDoQPzZpjf6zdiPSjjs8BPGTI6/9Y0H8tN+HmmuBVokfjZb83//9n+bwpvBQWktEYHijU1I7UlNSWJD7Ht264b///pOyG/y7oe+RVStXMpJH04XU71J4NiJ/hhLd08awNlSuofPJZuMRLxraQn79pn6PtdPyhw7xFUi5lTHY9ccSHI0pYtO61flR2LdgFPp2+BldO3dGL98ABMeWwIgbS0mTyW8t3yNafGab7BArBQTxsxJAUdxyBLRK/CxvqShhTwSWLFrESM6B/fvtWY1mdB87epTh4da9O0pLShiZo+ldmualkSSRtIFAYUEB24jT9scfVRtxDLWgOv04pvZww5TtN5DxgaieDh+e7cfEfr8j4o0tqJ+hmkW+FhEQxE+LvaZxmwXx03gHOon5b968wXctW+LH1q0Z0XESsxrEjKioKDRt0oRhkZGRwWygjRzkIoRGkETSFgJbt2xhfbd+7VrThuuKEDq5O/xDlKEHa/ByxyjMOmdbl0WmDRISzo6AIH7O3kMuaJ8gfi7YqQ3UpJ3bt7MX5F+rVjWQBQ1f7cv0dHzfqhWaffUVHj54wAwily3kuoVcuBQVFja8kcICixCoqKj45Gy7aVPkZGdzy1YnH8TUgJMoqHiIlZ7TEa7y4FKDjN2/YXFYBvI/x1nnKhKZjQ4BQfwaXZc3fIO1SvwKC4tMxNNseGyVFtAaKK1FG6E2lL5/b1YEDNq8Qs6JifS8evVK2XyHn7/Oy9OLymBvA969e4ceXbsy8nvyxIna6iRnzTRyZCpRFAmyW2uJIo7QfaK1RL9Hc9Ymnj51ivXrrBkzOE2sxvPAARi1Pxs6XQGOTRyOnan6O7ars8Iwq0trtOk4CJtirGN+5eXloOef1hJtXPr4UYx4KvtNED8lIuLc7gholfiJyB12vzVqK+BF7qi9qDg4GxbGXpC/TZ6suOL4U0fu6qVNLcP9/Fjb5dE4KBwbhWXr+MsvoJEjU0ns6jWFkG2vG9vVK6+JNiX09/Bg/Rv39Kn8EnntQ/p2P/iHvGH5Hx4GYtiQhTjxKBU5r57hRtBSDOv4C4bMD0Z0gfWbu8SuXgX8Gj8VxE/jHahF8wXxc1yvuao7FzmC9IIcOGAAe0FGR0fLLzn82JHEj8J70Ro+/4kT9XabT586leWHnjljVvsF8TMLJpsJmUv8qML79+6xvvQdPFhVf03mAfzqtwFPPk/xvk+7g+AF/fDDF83QZeQqhD63zY5eqlgQPxX8ms4QxE/T3adN4wXxc1y/NQbiR2gS4SMS5O3lpUeCHIf0p5ocRfz27N7N2tvPwwMUw1hKj2NjWb5Xv35m4yCIn4SeY74tIX5k0aRff2V9GnHxosLAarw85g/PgdOwfM0KBIx0Q5e+k7Hpcjrq7ghFEflpTY3Z0T0E8ZMDp/1jQfy034eaa4Egfo7rssZC/AhRmuol8kdTvw2VHEH8rl65wly0/NK2LfIUa/MGe3szDB49fGg2BIL4mQ2VTQQtJX60eYd2bHfr3JmzfrQGxQkROBZ0GGF308A8uZi08gNSLgRioltvLL1rFkUUI34mMdWWgCB+2uovG1tbiitLJ2FHnP4aEF3xI+z/YzgGeXlj8IDB8F99Hi9lQe5NXTdlpCB+phCy3fXGRPxocwdt8qDNHpVmrG2zHcp1muxN/BITEtCyeXO0aNYM8fHxdRUDCD93jpG+Kf7+evmmTgTxM4WQba9bSvyo9mVLl7K+3bd3rxXG6FAcdxwr/DqifbeuaNt8IHYk6z/7DSkXI36GkNFmviB+2uw3662uKkbyxRXwatUNKx9V1emrycThsb0wOSgRHyi3Oh83V3hhwPIosBCQpq7XaTJ4pFXiF//sOYqKPi2mNtg4J7tAUQLuRkY5mVWmzaGdj6lpaaYFFRJS5IqdO3YorjjmNDomFh8+sF+OzSskx760YYNGNZXTfkTwO3fsyIiv5MfPXAPIXrJba4nuDy3uWKffo6XRZoqLi9G6VSvmtod2cluaqvLv40CAFzq098GSI9GI3joIXWZcQLGZiui5R88/raVnzxNAf2xE0kdAED99PBrFWVX0LkwfPxbjx46ER9vuesSvOi4QXn67kSn3DFB2HfN6TUHYO8DUdUMAEgF5/fo1++zYvh00JUUhl5QfZXkpVJBSjucOgfKUcnTOSzw5S3TywgDxdPLqN9Qme+i0pE1KnAzZaYlOc9tkK530giSHzq1atgQRJWUy1CZz7bSkPy1pkyk7y8rKMLB/f0b6tm/dqidO9Uj+DFcsW1b7GzC3TZbYaa5OS3Cyh05L2qQHJsDWRvJ+y5boNLdNluiU1nVSH0uJZ6ce9uWZuL5lCvq07Yqxf53B8+L/UPPuKuZ28cSGuEruOlCyiadXqlP6pjby5Cxpk6RL/m2tTmuwl9vhyseC+Lly75ps2zscG9dTRvx0KAweA6/AeOhPAJQi1L83lt8rN3FdNh+sqDspKYm9tGi0gj5z5gRg+87dqo/yn3B2To5KhsrdvHVbUQNw4eIlruzbt/r/a0tKSrhy585fUOm8fecuV/bVqyw9WXpY8dpzNOS4nhydxD5+wpVNSEhUyR4IClbJ0lSRMqWkpKrkyJ4HDx8pRXHy1BmurNL1x+vXeVy5a9dvqHRGXL7ClS1S/Nt+//4DVy707DmVzsioe1zZly8/RaaQF5BjP2HCp8XwQ3195SLs+GlcPFdnfPwzlWzQoSMq2R279qjk0tLTVXJkT9S9+yrZM6FnubJE7OSpoKCwVm7bjl3o07s3+90MGzpULsaOT58JRfOmTdn074aNm2rL5efn68mSPzM5TtLxqTOhenJ0cv/BQ65salq6SnbX7r0q2YPBh1Vyz54/V8mRDeS6R5kOHw3hyipf6hmZmVw53ij32XPhXFmlL8A3b95y5SIuXVaaies3bnJlc1+/1pOlEVkJb/n3iZOn9eTo5FF0DFf2eUICunbqxNb7vXz5kpXb++9+lez+A0EAypF2YS3Gd2uLPpO3YP816ZmzE6vGd8H3vaZh/Y7diIl9rKqflivIbZSOlTGGs7KyuXK3bt9R6Qy/cJErW6wYvSTfjFJ98m9ypaVMN2/f4cpmKRxek91yXdLxsZA6v5dK3a5+Loifq/ew0fYpiV81kjYOxOgDeYrA3pW4vcAds86/N3HdsKNM+hdI8UPp8+/evRg8cKBRy8RFgUB9EaA/Dz26dcNXX3yB1JSU+qpxmnIbAgMZ6SOXHuRsWZmWLF7Mru/fp/5DoJQV59pG4ML586yvJ0+aZKIhlXgeshFB9/Kgd8d8jMLS7r2xLtbwn3QTisVlF0BAED8X6MT6N0FN/OID+2FccKGK+EUtdse0sPcwft0w8ZPbqNU1fvI2iGPnRuDK5cvsBTlh7FjnNtSEdWGhoawdNNLz9u1blTQR26+//JJF71COlquERYZLIODzeee2FJ7P/EbpkHNoDDqNP4Y8XV2pqvwHOBjgjQHzr9VliiOXRkAQP5fuXlONUxI/HbL3+GHIlhSFf6dyXJzREwtvlpu4bt6/SK0Sv4ePopGXpz99Zgrhhr5OZOBixKWGNsPi+tPTX4KmBq1Jfr6+jDRF3r1rjRqLytL0U0lJqUVlDAnHxMSwCBzftWyJFAMjl+PHjmVtvHyp/n1M9pLdWku0cJ+m2bWWLkZcRtV//9Xb7CePH7M+t8RXI6usIhp/9XTDivuf/6CXv8KNrVPRt10XjP0rFC9KZGxQYR099+j5p7VE0+a0ZEUkfQQE8dPHo5GdKYkfUHlzPvpMCYXevrHqOAR6Dsf+HJ3J6+YAqFXiJ0K2mdO7tpGxJGSboRrJ3QmtJ+3bu7dZsVEN6bEk31buXCjsWtsff2TT1bdv3eKaQISW2sdb98ctYCBTuHMxAIydsuvjzkVpyoxp01jfmxudBdAh/8REdBpxEFnVpUg6tw4T2Pq/zbiaYdqXn3DnouwBbZ8L4qft/rPSejXxQ8UDrPLwweZ46WGgQ374DHhMOIZc+kNo6roZFgniZwZINhJpTH78eJD9PmsWe0GeCAnhXbZ5ni2I3/v379Hb3Z3ZHXTwINdGWjNLhJaI37Nn6o0p3EIGMgXxMwCMnbJtQfwsjceMqqf426Mzpu/Yh6W+HdC+/xzsi8pFRXEcTq6ciY23jLsgEsTPTjdDA6kVxK+BgHeOajnED0BpzC74e/bH+NnzMX+KL/r5LMaFrDq3KKaum2qbIH6mELLd9cZO/MiF0DdNm+LnNm30QpvZDmF9TdYSP9odPm7MGEboli5erK9cdhZy7BiTmTN7tiy3foeC+NUPt/qWsgXxo7rXrl7N7gGlex+eXaUXZ6DtF03QsoMfloU8wZvyfDw8EADvNq3QY/wGXMn4oFjXra9FED99PLR+Joif1nvQXvZXlyAn6RkS0wrB3bJh6roRuwTxMwKOjS81duJHcEq7Yjdu2GBjdNXqrCV+y//8k73Mx4waxXykqWsAyPVLuzZtmPsWZcg2nrypPEH8TCFk2+u2In7vS0vR5ocf0KpFCxQVFho1siYzFBs3hCP5QzleXd+K6R5dMGDqehw+fw1XTm7BTM/emHIkRX8HsEyjIH4yMFzgUBA/F+hErTVBED/H9ZggfrYnSsZ6zxridzg4mJG+Xm5uoOleQ8nWRFYQP0NI2yffVsSPrDsUFMTumYXz55s0VlcYiS3j3NDDZyEOxxTqbeDT5V7Bv0EPUWxgf4cgfibh1ZSAIH6a6i7XMFarxI9GWrTmMoMc3tpql6kj7z4irOXl3LHmepkhTY0GzJlTr/LmFiLCRtO1lqa7d+4wtyw/ff89srL0nYPLddlj6prsNUY05fU70zHdH3SfaC3R71HpiLq+bSDnxO49erBNQMnJycbVVKUi8loiSg2QO2OF6bmndDJuTN5Zrmnxme0I7ATxcwTKog49BLRK/PQaIU40hQDbDNGrF5r87394buVmCFs3nHzxtf72W+a6JTrauMsMR29WsXVbhT7bI3D92jU26jd29GjbKxcaXRIBQfxcsludu1GC+Dl3/7iqdXdu32YvyOF+fk7TRIot3K1zZ2bXmdPq8F1yQyX3NB59+jjMPY28fnHsvAiMHDaM3UOGXP/oW16G9KvheFBQj6E/fUXiTKMICOKn0Y7TstmC+Gm597RtO42KkAuUa1evNnhDKPza0CFDmD2B69ebtEeSjYyMNCkrBBoXAokJCWw0u0/PniaXGtSkbMPgVl0w93yB0Z28jQvBxtVaQfwaV387RWu1Svzev/9glcf9hgCf1hJR4HOtpYqKCru4X6EIGBTD1617dyiDztsCI1q/Ze4aP1pvSCT0t8mTTa75uhQRwWQnjBtnCzP1dJC9WlwH+vHjR9B9orVEv0dbrfGTt33uH3+we+TY0aPybM5xOUpKLFs/S5FG6PmntfThwwdufGuttcPW9griZ2tEhT6TCGiV+InIHSa71mYCtojcYciYRQsWsBekIefIhsqZk2/urt6d27czGyjslqlNLLSwvnuXLmzzR3pamjlmWCQjdvVaBJfVwrbc1Ss3Jj8/Hy2bN0fbn36y+UYMsatXjrT2jwXx034faq4Fgvg5rsuEOxc11kVFRcz3Ge2gJV9otkzmED9p9K7Dzz+joKDAZPX79u5lJNGYQ2eTSowICOJnBBw7XLIX8SNTN/3zD7tXyOWPLZMgfrZEs+F1CeLX8H3Q6CwQxM9xXS6IHx/rHdu2sRfkmr/+4gvUM9cU8aPwai2aNWMjM+bsLn737h2+b9UKrVu1wtu3b+tplfFigvgZx8fWV+1J/Gj6+5e2bVm0GnL9Y1EqTUfs/RgkpGah6EOV3vo/QfwsQtLphQXxc/oucj0DBfFzXJ8K4sfHurKiAp3at2cuVIz5zeOXNpxrjPjRVFz7du0Y4bx86ZJhJbIrK5YtY/J7du+W5dr2UBA/2+JpSps9iR/VfeL4cXbPkOsf81M1krYMxM/9fsPigJn4bcIojPTzA+0WHjl8OHyHjsSQYVMQIQvdab7uhpO8cPES0tLSG84AJ61ZED8n7RhXNksQP8f1riB+hrEOCw1lL8hpv/1mWMjCK4aIH63jG+DpyerbuWOHWVpfvnyJpk2aoGunTnZ1VCyIn1ndYTMhexM/8llJLn9o4xC5ADI7ldzA4kEzEV4od/OiQ+mLUMzz7oQOnv64nFlltjpnEBTEj98LgvjxcRG5dkRAq8TvUXQM8vLz7YiM7VXTxoBLl6/YXrGdNaa/zMDzhES71kI7K73692cvyNiYGJvUdfvOXZQq1g1SPVP8/Vk9tPPS3OQ/cSIrc+H8eXOL1EuO7CW7tZYSEhJBU5BaS/R7tHcEIHL5Q8TPz9fXAnh0yDs5Bb4r7+MjgJqiWBxdPBS9Padh7elYREbb5jdigUFWi0bHxOJ1Xp7VelxNgSB+rtajGmiPVomfBqAVJlqIQPSjR+wFOdjb28KS5ouvX7u29iVs7gv/wf37rIyPHe0yvwVCUosITBg7lt1D5i4rYG2sTsaukX6Yt3YWvN0GYd6BB8iv1mLrhc3GEBDEzxg64ppdEBDEzy6wCqX1REAajQs/d66eGgwXO3XyJHv5kjsWitJhTqIRwv4eHqzck8ePzSkiZAQCKgTSUlOZC6AeXbuaOcJYhrSLf2Oie2u06r4AN9/Ip3xV6kWGhhEQxE/DnadV0wXx02rPuabdGRkZaPbVV+jcsaNN19LRaCLppR25lvjfO33qFCN9M6dPd03ARaschsCSxYvZvXRg/34TdepQdOZ3+EzagEspWbgwZzT+idPWej4TDRSXZQgI4icDQxw6BgFB/ByDs6jFfARWrljBXpC7d+0yv5ARyVevXoH8BH795ZeIvGv++jnaBEL+/Zo3bYqc7GwjNYhLAgHTCLx58wbftWyJH1u3RmlJiekCkkRNDWqkY/HtcggI4udyXWp9gyozr2DzDD8M9h6EId5DMGlZCOJK6ob9dcWPsP+P4Rjk5Y3BAwbDf/V5vKw0v16tEr+4+GegHZBaShSWTIsL97OyspGSkuowqEtKSvDDd9+h9bffWuUv7+GjaOTmvkZPNzdGJOletyRt2byZlaN1gY5KFIqL7NZaovuD7hOtJfo9mrvW0xZto13ktNFj1cqV9VZHzz16/mktxdMzu1Bbz2xHYCyInyNQ1lId1XHY6NUH88JfgUVz1JXg6fbh6D3zAtgKpZpMHB7bC5ODEsEiN1bn4+YKLwxYHoUyM9upVeInQraZ2cE2ELNnyDZD5u3791/2grQmQsahI8fgN3Qo00M++CxJFMWDhdz68UdQjFFHJeHOxVFIf6rH3u5clK0hl060jIGWHWRmZiovm3UuHDibBZNmhATx00xXOcZQXWEwxnquR5x8J9e7Y5jQayWiq4DquEB4+e1GpnweoOw65vWagrB3hm0k31JlZWXss3/fPgweONCwsJNeEcTPcR3TEMSPRmFoITxNz9LC+Pokv6F+jPTRjkq65y1JcwMCWNnDhw5ZUsxqWUH8rIbQIgWOJn5k3LmzZ9m99dvkyRbZKgkL4ich4Rrfgvi5Rj/arhVV0Vjt6YMt8Wy8j7w5ITdsGjymhKJIp0Nh8Bh4BcZDzguBUoT698bye4bne5OSktiDh6Yc6PP7nDnYsWuP6qOcAsnJyVXJULlbt++o2nwx4hJXVrmbsqSklCtHxE6Z7tyNrJXdun0ntu/czc5fZWXpidbU1NTKydt17PgJPTk6efzkKVc2IfGFSvZg8GGV7N59B1RyKampKjmyI+refdCLRp5OnQ7lylZUVMjFmP8reVuk4+s3burJ0cmly1e5OikurjzRSJakR/599ly4XAxE/EJOnOTKZmSoRy3kuqTjw0dD9HTSSVx8PFdn/LPnTFaKo/vr+PE4dPioSnbXnn9VOumlSHX++usnv3vt2rTBps1bce/+A5VsaNg5lU4qGxsbiyb/+x96u7uD7qWCwkKu3JWr11Q6r167wZXNz9ePA/zxYzlXLuTEKZDjaXm6/+AhV5YXBYHuLwlz6Tvo0BG5Onb8PCFBJUfyT+PUToaPHjvOlaUdz1Ki3+b1G7e4cpFR9ySx2u9z4Re4su/fv6+VoYM3b95y5SI4/jBv3LzNlVWGS6NRNwkb+XPk5OlQvbrphPyFSrLy72TO0od/9x9UyR4IUv9xSHzxAh3bt2fP3kWLl9SWiX38RFU/73dHz71z5y/oyWZlZ9fqkdvJW1py/mIEV5ZCEspT8bt3XDlyxKxMt27f5cpmZ+fUilK55JQUrtzxE6dq5RrbgSB+ja3HzWjvx+dBmOzeDd6jJ2CCX0/0GLIGtwto9KIaSRsHYvSBPL04jkAlbi9wx6zzEllUV0KELjsri322bd0K8k9GecqPsiQ96JUydE4vR2WiPJ6s/GVBZeqrk14ctK6I6lDqJL28ummNnTLRSBBPljdCROWVspbopNidSuJnCCelnfXFSW6vEidzdRLxI3Iv1yUd83CSrsm/LcFJrnPokCHsBXnnjrp+QzqvX7uGr774Aq1atMDj2MfMbkvu0RHDhrE6b938RKrNxYn6zFB/KrEnWTk+0jGFklMSP0M65ThJ94u196i5OsleeSLiR3+ipHbIvy3BXomTvbGn3yP9ASJ7efeTvbB/8OABu8cGDhiAqqoqVr+52NNzT/nH2B442VqnFLlDfm9Ixzzs5feXKx8L4ufKvVuftn2MxRnCP6cAACAASURBVDa/fpj4TxgePE9GUuxVHAzwxoBZociqqUZ8YD+MCy5UEb+oxe6YFmaY+MlNEWv85GjY91iEbLMc37i4OPaC9Ozb16zp2uTkZLZzknbirl233uINQEQaaRR8zKhRlhtrgxJiqtcGIFqggohfRYXh2RELVFksSlO9dK+dDQuzqKyY6rUILqcXFsTP6bvIsQYWn5yEvgtv6W/UqHmFfX4eWBNTgew9fhiyJUWx1b8cF2f0xMKb5j3MtEr8aAqI3G1oKdE/+tzXr7VkMrOVRkTeWeJ+wsYtnD1zJntBnjyhPwWqrIbcZdDCeellml9QgCrFyJSyjPycRh3ce/Rgo4W0HKIhEtlLdmst0f3hyE0wtsKHfo+8kTZb6Temh9wM0SaPTh06oFKxtMNYOXru0fNPa0mLz2xHYCyInyNQ1kwdNUjdMgi+21JVxO7SrG6YE1GBypvz0WdKKPRWZlTHIdBzOPbnmLeYXavETzPdKAy1GoHc3Fx807Qpfmnb1iDZp9FUWrJApG/jhg31qjM4KIiVXzh/fr3Ki0ICAUsR+GvVKnbPkZsXkRonAoL4Nc5+N9jqygfL0bffGjwqrROpzjqBKW7jEZKrAyoeYJWHDzbHUxhvSjrkh8+Ax4RjoMvmJEH8zEFJyDQ0AoHr17MX5KaNG7mmSKOC06dO5a755BaSZb4vLWVOnmldYFFhoeyKOBQI2A8BcuRMDp3JsTONWIvU+BAQxK/x9bmJFpfg8f6Z8PEYgil/LMCCmWPg3W8s1l3Kqt3JWxqzC/6e/TF+9nzMn+KLfj6LcSFLvdnCUEWC+BlCRuQ7EwLkfqjtTz8x33rkY0+etm7Zwkiht5eXRVNmch1r/vqL6di+das8WxwLBOyOAIVwo5HqJYsW2b0uUYHzISCIn/P1iXNYVFmCnOTneJFRgDIep6suQU7SMySmFX5y9GyB1VolfrQeq6HW5lgAr0qUdvBpLdHORt7OTEe34+iRI+wFST72pHTh/HmW16l9e9VIHe0YVO4SlcrJv7OystD8669BOixZayXXYatjaSelrfQ5So+z3COWttcZfo90n/bo1o2tLU1NSTHZBHruaXEXrFaf2SY7xEoBQfysBFAUtxwBrRI/4cDZ8r6ub4mGcODMs5XIBfnWIx97iQkJiHv6lK39+/abb/AiMVFVhNyi0C5ZU2nqlCmMPIaFqv24mSpr6+tiV6+tETWuryF39cotu3L5MrsHydm4qSR29ZpCSFvXBfHTVn+5hLWC+DmuG4U7F+uxJt96NC02ZPBg/NymDSOB5IKFl8whfjExMUwf+VMzZ3SQV48t8wTxsyWapnU5C/EjS/18fdm9GBkZadRwQfyMwqO5i4L4aa7LtG+wIH6O60NB/GyD9cjhw9kLkgjg3t27DSo1RfyI6NG6QNITHR1tUI8jLwji50i0wRyqN5QfP2VL4+Pj2b3o0aeP0WUsgvgpkdP2uSB+2u4/TVoviJ/juk0QP+uxpvVNw/0+xeBt3aqV0bVOpogfOc4l0jfF3996w2ykQRA/GwFpphpnGvEjk3+fNYvdkydC1CEOpSYJ4ich4Rrfgvi5Rj9qqhWC+DmuuwTxsx7r1Z/9npFPPyJth4KCDCo1RvxoEwc5ziUHuuRI11mSIH6O7QlnI34UV5h8VtIyBgrxyEuC+PFQ0W6eIH7a7TvNWq5V4kexQXNycjWFO0VlOHWm4TcQWApaUnIKeAHkLdVjrTyNghDZox2Q6enpLBZvmx9+wPv377mqIy5fAQWa56Wd27czXatWruRdbrA8spfs1lqiOL1JyclaMxunz4SxWLnOZPiGwEB2b2765x+uWfTco+ef1tLdyChkZ+dozWy72yuIn90hFhUoEdAq8VO2Q5y7NgIP7t9H0yZN8MN33+Hly5essds+++9bt2aNRY0vKipiDnPJcS450BVJIOBMCJDPynZt2qBFs2bIz893JtOELXZAQBA/O4AqVBpHQBA/4/iIqw2PQEZGBiN8RPzuRUXVGlRRUYGOv/zCfPBlZ2XV5ps6WLxwIRtROXjggClRcV0g0CAIHDt6lN2jAXPmNEj9olLHISCIn+OwFjV9RkAQP3ErODMCJSUlcOvenb0Ej3MWvIeeOcOuzZg2zaxmpKSkMEe5pFOLTnDNaqQQ0jwCtImpb69ezF1RwvPnmm+PaIBhBATxM4yNuGInBATxsxOwQq3VCBAxG/F5By8Fs+clcsni1a8fI39PHj/miejljR09mslevaK9dXR6DREnLo/Andu32b1KvwGRXBcBQfxct2+dtmVaJX7JKakoLuYv3HdWsInIxMSaJifOZn9eXj4yG2Dn68L589mL79fx4436NXv44AGT8/H21oMu/tlzlMl2RkovUnIH46yJ7CW7tZYyX2WB7hOtJfo9OvPIr/RHRe6knJ579PzTWkpJScXbt8VaM9vu9griZ3eIRQVKBLRK/ETINmVP2u+8IUK27du7l5E5cmZLi91NJf+JE5k8xe6VktydC4V769OzJ5s6e/7smSTidN/CnYtju8TZ3LkoW5+cnMyWJrj36FFLUIU7FyVK2j4XxE/b/adJ6wXxc1y3CT9+5mFNoxsUj5d2Nubmmueyh3b60uaPrp061brnkBO/o0eOMGLo7IvlBfEz7x6xlZSzEz9q56IFC9i9G/zZZ6UgfrbqfefQI4ifc/RDo7JCED/HdbcgfqaxfpGYiG+/+YY5sX365InpAjKJFcuWsRekFMZNIn4fPnxA259+QsvmzZ3ePYYgfrIOdcChFogfuR9q1aIFfvr+e7wvLYUgfg64MRxYhSB+DgRbVPUJAUH8HHcnCOJnHOuiwkJ0at9eNWVrvFTd1Xfv3uH7Vq1AodyKi4shEb/A9euZTkMOces0NPyRIH6O7QMtED9CZPvWreweXrt6tSB+jr1F7F6bIH52h1hUoERAED8lIvY7F8TPMLYUQs3by4u93LZs3mxY0MQVaW3gsqVLGfGLf/YMzZs2BYV4Ky8vN1G64S8L4ufYPtAK8ZP7rIy6dw+0xllr6cLFS0hLS9ea2Xa3VxA/u0OswQqqMnBpvT+GDvDGkEHeGDFjC27n1tQ2RFf8CPv/GI5BXt4YPGAw/Fefx8vK2ssmD7RK/LJzckBTeFpKtMGAdrZpLdHoWX5BgV3NJj98FI5t1owZVtVTVVWFbp07s/V+d+7chaT35IkTVul1VOGKikpkZGQ6qjqb1VNQUKjJHZspqamg36UWkuSzcoq/P+j5p7VEoebev9fWM9sRGAvi5wiUNVXHB0Qt94TX4ghkMzL3EanHJqPP6CBk0rOqJhOHx/bC5KBEsJ9TdT5urvDCgOVRML0P8hMQWiV+mupGYaxRBGgKlkgfuWOhUVFrU8TFi0zf0CFD2Hc/Dw+j7mCsrU+UFwg4AgHms7J/f3ZPP46NdUSVog4HICCInwNA1lIVuoKjmOA+HzflLK46GSdW7sS9MqA6LhBefrs/kUCpYWXXMa/XFISZ6eJOED8JOPHdEAicDQtjL7LOHTuCFrHbKvkOHsz0EqGUh3mzlX6hRyDQEAg8eviQ3deDFT4rG8IWUadtEBDEzzY4uoyWjxdnoMesCHwsy8T9sCM4fPISHmWUQMdaqENh8Bh4BcajWq/FpQj1743l9wyPnEi+ob764gvmNmPWrNnYdyBI9fnvv//0NL9+/VolQ+Uio+7pydHJ1WvXubK0AF+eSktLuXKXLl+Vi7Hje/cfcGWV0x40dcNrz+kzYSqd8fHPuLJJyckqWdosoNQbdOiISi49/aVKjsrFcpw3nw0/z5WlKT95ys8v4MrdvnNXLsaOr9+4yZV98+atnuyHsjKu3MWIS3pydPLg4SOu7KtX6hi5Sozo/MSp0yqdp06fxtdNmrA1eGvXBdbqT0h8oZI9fuJU7XVJ/4GgYJVcRmYmkxs/YQJ7QX7TtCn+3X8Qj6JjVLLnL0SodJLujzKnz1SICKlUp/z75q3bKp03b9/hyhYUFurJ0npDuS7pOJyzdis6JpYr+/Jlhp5OOjkYfFglG3L8pEou8UWSSo5seMYJD3bydChXlkag5CkrK5srd//BQ7kYO464dIUrq1y+QQ5/JWzk39eu31DpvHM3iiubl6/vWJqWA8h1Scdnz4WrdD5+8pQry1urdujwUZXskWMhKp3JKSkqObLhaVy8SvZM6FmVbN/efdi9LfdZmZObq5IjnVH37qt0Xr5yjStL4RHlic4lbOTfl69ek4ux48h797myubmv9WTJWbZcl3R8JuysnlxjOhHErzH1tsm26pC7fzj6zlyDuSMmYOmW/QjevQZTPd0wfm88ylGNpI0DMfpA3mciKCmsxO0F7ph13vBCdlpIT/Ef6fP3+vUY6uMDIgHKj/LBToRKKUPnvOk5WozMk6UYlPJE5zw5Kq9MVA9PlrdGhyfHW9xf9d9/XJ1K0ku2ECFQ6pVHhpDspYebUo7O6YWjTGQTT9Y67Pk4mYt9uQL7yopKZjvPTl7UA57cx4/692NuTg7a/vgjc04bERGhhwEfezVOPMfOZA+tSezSqRP7U0MjfkeOHOFjb+AeNRd7JTmnvjX3HqU6eDhx79GqKq4sD3vCRKlXSWTJTsJYKUfn5mJPsspk6PnAve8NYG/uPeqU2HOeD5ZgT88iZeI9HxISEmp9VkrPXkPYS9flehvy2WzJfS+32ZWPBfFz5d61uG01yNrtg29/HI/Dr+oWH+uKLyGgx3AceFWJ+MB+GBdcqCJ+UYvdMS1M/0VrqHqtTvVeunwFNLqjpUQPYd4olVO3ofo55vfrjclbwhUjy/W3mkZ1KAA9kbL9+/bVX5GBkuTHj3QPGeyD5l9/jQ4//6yJHb3UnKI3b0AjbFpLNLJEo+daSweCDnH/uDpzO+i5N2H8pxHtPbt3O7OperbRSCNvlFpPqBGeCOLXCDvdWJPfhYxF6zFH8UZPqAJX53TG9HNlyN7jhyFbUlBHC0mwHBdn9MTCm/pThXoqZCdaJX4iZJusE+16WIOLS3vj6yZt8duhBLM3DRkyiUZ0Jowdy4jZkkWLDInVO59G+8iPH33+3XcAy/78k9VljYuYehtTj4LCnUs9QLOiiFbcucibSA6cj584qeezUn7dWY+FOxd+zwjix8el0eZWPVyO3mMOoUhvdvQjLs12Q8CVClTenI8+U0Kht2quOg6BnsOxP0evkEEMBfEzCI3NL9CIH71otJU+4KB/F/QYOwd/enfF0PV3UWjercVt5srlyxkRGzViRG3sUa5gPTPJfx+N9tGoH63JpNERmlKmaCCFdnZJU0+T9YoJ4qcHh91PtEr86I+v3Gel3YGyQQWC+PFBFMSPj0vjza24jxV9h2Drs4+1GJQn7sQI9wBcoXW4FQ+wysMHm+Ol6zrkh8+Ax4RjyDXz5SyIXy20dj/QIvGrjN0A33Gbcfp2JFAah/2/dkff308hTb0E0yR+UrxcCjhPoadsnV6mp7O1T+THj9aVSZE7Dh86xMjgvIAAW1dpc32C+NkcUqMKtUz86B7v3qULvv7yS6SnpRltpzNcFMSP3wuC+PFxacS5OhRHbcBIt94YM2sBFswYhYHe07E/5l3tur7SmF3w9+yP8bPnY/4UX/TzWYwLWfqTv8YAFMTPGDq2vaZF4gdU4VFsHO7cjfwERlUWLiz0RI+RWxH9zsx/FwAiIyPZC+rH1q2Raae1mRM/7+S9eOECs1UifrTwvbe7O9vsQbGAnTkJ4ufY3tEy8SOkJJ+VdO87exLEj99DgvjxcRG51SXISozHi1fvwF25V12CnKRnSEwrhHlbOuog1Srxu3L1GjJfvapriAaO6B86z/2Ls5v+7HkC9Fxy6N4heusI9PBchItZ+s6EeG2h0Qhac9fsq6/w8MEDnojVeeSrj6Z4yX+flMhFhOTC5uaNG7VTzNJ1Z/wme7Xo2oLuD54rGGfEWG5T8KEjmtvcQc89ev5JydfHh93b9++p3WpJMs7wffXaDU1GpbE3doL42RthoV+FgFaJn6ohIsPBCFQg7dQcjJhnPGYo+W2k6SgiZfYKm0YbRig6B9UR9/SpQRxoXSHJEAkUSSDgKgjQPU/3dX8PDyhdEblKG125HYL4uXLvOmnbBPFz0o5xAbPIJ5yfry97Ka1bs8ZuLSJCSS8+U3F+k168YNO9vdzcNBOf1W6gCcUuhQDd+/QbOH3qlEu1qzE0RhC/xtDLTtZGQfycrENcyJy5AQHsZTR50iS7jUSQg9tf2rYFRejIzc01id78uXOZTbThQySBgKsgQA7Rmzdtqimfla6CvbXtEMTPWgRFeYsREMTPYshEATMQ2L1rFyNYNP3Ei0ZhhgqzRDZt3MjqCVy/3ix5culCrl3IxYsyPJhZCoSQQMBJEVi/bh37LWjFZ6WTwuhwswTxczjkokKtEr9XWVl4//69pjqQdpe+SFLHAHaWRujKy7mbh968fYu8PP14p8ZsvnL5MptSpZG4vLw8Y6JWXcvPz0fL5s3R9qefuCQuLT0dvNB/9GKkabH1a9daVb89CpO9ZLfWEsXDlTbSaMl2+j3S71JLiZ579PxTJvoj48w+K7Oys0Gx2UXSR0AQP308xJkDENAq8RORO2x8c9Sk48Cowfj7qTqe8JOnMncuJqql+M9Exlo0a4b4eHXQeRPFLbocMGcOI3DkH5CXJHcuymtEriiMG02N5WRnKy836Llw5+JY+LXuzkWJluSzkpY0OFsS7lz4PSKIHx8XkWtHBATxsyO4CtXO4sdPV5KNHIUPPl3RYUwcthuysNC11ptL/AoKChihotE08i9mz0QEs8n//oc+PXsaHLExRPzILloEb86GEHu2gadbED8eKvbLczXiR6OXtHmJfhvO5rNSED/+fSyIHx8XkWtHBATxsyO4CtXOQfxqkHVkLDr1CsDZDPIKqUPR2QCMmD0XkwLOQH/y/AOe7JiNievCcFVy4Kxok3RKo2he/foxMrVj2zYp227fI/z8WF13bt82WIcx4kduLwZ4ejIdxlzAGFRupwuC+NkJWANqXY34UTOd1WelIH78m1AQPz4uIteOCAjiZ0dwFaqdg/iRUaWI2zsOXTqOwe7YEuh0Bbi7bjDa/jAahzPl653IV18AvMdu+hSyTdEe6ZRI1NQpUxiJmjN7tpRtt++rV66wusaOHm20DmPEjwo+uH+f6ZE7fTaq0AEXBfFzAMiyKlyR+FHznNFnpSB+shtPdiiInwwMcegYBATxcwzOVIvzED+ypgqvwufBo10/LL+cg2qUISHIH736/I4zqfqBeE1N9f4dGFhLoCg6iT1TdXU13Lp3x1dffIGUlBSjVZkiflR40q+/MtvtPTVt1FDZRUH8ZGA44NBViR9N89J0rzP5rBTEj39DC+LHx0Xk2hEBrRK/1LR0UFQILSVaf/PESGQJx7dFh+IHmzGifVdMCU5AGaqRe2kpvLqPxI7ounjQ+QUFyMrib4IIPXOGEaeunTrh7du3dm/CwQMHWH2LFiwwWVdC4gt8/Gg8iOHL9HQ0bdIE3Tp3hr1Jq0mDAWYv2a21RDs28/MLtGY26E8N/ZnQUqLnHj3/TKV5n/1o0jPeGVJaWjqKNfbMdgRugvg5AmVRhx4CWiV+eo0QJ0YQ0OFDfhbySyqhMyBVnnIcs7q3g++6OyjU6VASsxNju3vh74cfDZT4lB0dHY3mX3+N1t9+i1QTo29GFZl5sbSkBD+2bo3vWrZEUVGRmaVMiy1bupSRyX/37DEtLCQEAhpBQPis1EZHCeKnjX5yKSsF8XOp7lQ1Rld0FtN/+h+afN0C33/fFt3c+2HoqEmYFbAU6zbuQvCJcFyPeowXsaH4c0A79Jx1CmkVQGV2GrKMDJZlZWWhzQ8/sClXYxssVAZZkfHXqlWMoO3cvp2jpQpZl1djXJ8u6NTRHaNXXsArMwdyiouL0bpVK3zfqpXmRpE5QIgsgUAtArU+K9etq80TB86FgCB+ztUfjcIaQfxcvZurkX1xMQb87Ikl4UnIzUhAzN3LOBuyHzs3rMKSP6bi12He6Ne9Pdq0+ApNvmiH3y8WGwWFHMj2dndnJOxQUJBRWVtdfPXqFZp99RU6deiAygr9NYhUR3nM3xgxagMeFtUAHzNw7o9+mBxSYHCUU2nX3t27WXtWLFumvCTOBQKaRYCi5rRv1475rKSwbiI5HwKC+Dlfn7i8RYL4uXwXM5ctJTE7MKZjF0w+EI8PBptcg/KSUm70DqkIrVOk3bTkA+/PJUukbLt/T/H3Z3WeDQvj1FWCs9P9sCmxboivKmYtJkyYjQm9OqJ9m/boP20XHr4xNNkNtr6P1inSer+XL19y6hBZAgFtInDq5En225k1Y4Y2G+DiVgvi5+Id7IzN0yrxu3X7LrKztfUPljYPnDh5usFug8q0Mwhw/xk+a26iQO61xYRFFNYqJvYxkyKyR6SPyJ+jQl1FP3rE6vT28uJbWpOJ3cMm4USJdFmHwuMT8XPvGbiR9gaoLkT0tpHoPfk0CgxzP1y8cIHV4z9xoqTI4d807Xwh4pLD67W2Qro/XrxIslaNw8ufOHXaKTb1WNJweu7R88/cRO6WKGY2/W4b0mfl7Tt3DW4SM7ctrigniJ8r9qrN2qRD0dU/MXRysF50BV3xI+z/YzgGeXlj8IDB8F99Hi/JL6+ZSavET4RsM7ODFWK6wkhsGPIL3GeEINnIGj55McmdC03r0suDpnkdFSeZXloDBwxg9cbExMjNkh1XIXbNAAz9OxoljNiVImrb31i4OwTkHoWlqodY6Tkd4SbaPGTQIFbXwwcPZPoddyjcuTgOa6rJVd25KFG8f+8eu68b0melcOei7JVP54L48XERuTRZV3ABc707opP3VqRKozU1mTg8thcmByV+mr6rzsfNFV4YsDwKZWaiJoifmUDZQMxp/Ph9fIGjv3VDJ79NeGBk+lNqMhG/Hdt34Osvv2QbOmhjh6PS2dBQ9sIiB9FGU0kMto8Zjc3P6qZ79fz4Vd7DioEBuKpeHqin9snjx6w+iupBpNPRSRA/xyLeWIgfoTpxwgR2bzeUz0pB/Pj3tiB+fFxEri4XYTOHY2XEXvzqU0f8quMC4eW3G3rBFsquY16vKQgz08WdIH6Ou72chvhRk2tycW3FAHQecwjZ0h8JA1CEh59Hy+bNmesWcuHiqESbODq1b8/qpc0dlqY64qdDXth0DAy4glIzlMycPp29IM+cdvy0vCB+ZnSQDUUaE/FLT0tjf966d+mC//77z4YomqdKED8+ToL48XFp5Lk1yAqZglFrH+FD8VEZ8dOhMHgMvALjUTfGQVCVItS/N5bfMzzfm5aayvyhkU80eqHPmDETh48eU32UD4e8/HyVDJV78PCRqo9u3r7DlS0pqV2IxcrQlCGv7us3bql0PoqOqZXdtWcv9h8MZue5r1/rydLaM57O8PMX9OToJCEhkSubmpqmkj19JkwlG3LipEouIyNTJUf20DooetHIU8SlK1xZIonyVFBYyJWLundfLsaO79yNxIHVo+HW81es2nukthytH5OnsrIC7Nn7CUM5XlevXa8VI6fMtCuQpngDAgJqdUnyvHWW0jX5d9i58Fqd0gGtCZPLSMdJyclMZPvWraze1atWITTsnEr26LHjkqra71dZWZ/kgtbj10FD4D/zd8wY1x+9ev2Gm0X6C/wuX72m0kk20O+jedOm6PDzz6AYxG/evOXK3Y2Mqq1XOoiMuseVLSp6I4mw7/KKCq7c2XPnQYRVnsjpt4SN/DvzlXrklcrKZej4TOhZuTp2nJySqpIj2cQXaufRZJNSJ53LR0Tpnrt1i/+bj46JVdV/7foNrs4PZfpzFeTwl1c3rRdTpvsPHnJlCwoK9URpra2kc9uOXQg+/Ok3cjHisp4cncTFP6uVlcrQ98uMTJXs8ZOnVLInT4eq5Mj5slyXdPw8IUElG37hokqWnnvKZ9nr13kqOdL78JH+HzVpje5vv/2mki8t1f9bROeSbfLvGzfV8bGpHrmMdPw6L6+2TUT8klNSuHK0dKexJkH8GmvPG2l3dVoQJo/cgMe0NumdnPhVI2njQIw+kKdwWVGJ2wvcMeu84cVMHz9+xL2oKPZZuWIFhg0dyqIu0Ete/pE/2MlEIoLy69JxmeJhTbLv33/gyio3BNC5pEf+zVtDVvbxY60svczi4uLZuZKgUv1yXdKxknSSHL2ApevybyXxIll6Ccll6FhJpkiOXixKOTp/965ERfzo4cqT1en0SQpFF+DJKV+UQCVeRGzHinnT4NO2Cb51n43jcfmsrDJCAdXB01n6/j01g7WD1gQR6Zs2dRpXtoozcsDT+U5B+Ek/kSqebEVFJYoKC9GqRQv89P33eF9ayvzrqWX1iaxkM5MrfInABZMxb8ZM/PnPccTlq38PxrBft2YNa/e2LVtYZAd13W/x4YN6fzTl8WTNxZ7+NCiJH0Uf4enkRRqh+1Epy4twQxgr5eic+kSZ6HfDk5XLEfGLjn3MlaPnjTLRPcbTae7zgYt9WRlXp/L5QM81qe5de/5FXl4eO1cSH7KZ3KFIsvJv7vOhmPN84ESqoLJyXdIx1aVMJSXq5wM994gQypPBZ7MCe7o/yOE6fWj3ulQ3fZuLPT3blYneAXJd0rEceyJ+qWlpXDlqZ2NNgvg11p431O6qJPw7bjS2xX9+GCuIX3xgP4wLLlQRv6jF7pgWpn6I8KrR6lQvkRYlMeW1z9nylA9X29pXg9wz0+E9dhOupxSg6FU0zqwdhe5dJ2DfU8sfrH/8/jsjP7S+zr52q1FYOH8+qzvo4EH1RTNzyOb63iP0x4McVH/7zTeMhJpZpdViZK+jsbbaaFqDrNOxjy10OVKHFrGme0T5x9ASzPZ89lm5cvlyS4pZLavVZ7bVDTehQBA/EwA1rss1SN0zDP3/CMH96GjQ2qrom+vh67EI4Y+eIKOkGtl7MQtrEAAAIABJREFU/DBkSwr0l2iV4+KMnlh4U3+q0BB2WiV+htrTqPOr47BhyGSc1pvSrEbmiUno0HoA/rqep7hXDKO1Y9s2Rry8+vXjjgIZLmn9laSkJBYRxL1HjwaNo3o4OJhhsGDePOsbJTQIBJwEARpx7NKxI/NZmZGR4SRWNV4zBPFrvH3PaXk1UsICsXzJEuYol9Zm/Dl/OLq1G4w5S9YhNKkalTfno8+UUOjt46iOQ6DncOzP0Z8q5FTAsgTxM4SMBvMrLiHAYyHuKjl/TQZ2j3KDe1d3zD6dgSoTTaNdfzS9S2vcCgoKTEjb/vKYUaNY/devXbO9cgs00mhQTzc3RkKJjIokEHAVBM6Hh7PfGDlGF6lhERDEr2Hxd/7a9aZ6aZHUA6zy8MHmeGkNjQ754TPgMeEYcs3jfRDEz/m73WwLdTk4PNoNf1wsUkz/f0DotKk4lnAaM9wGYOMTJTOsqyE+Ph4tmjVjm34Snj+vu+Cgo1s3b7IX0shhw0zWWJ16ExFPixVtNVnMIoEb168ze0aPHGlROSEsEHB2BHy8vdm9/ejhQ2c31aXtE8TPpbvXBo1TEj/awxuzC/6e/TF+9nzMn+KLfj6LcSFLf/LXWM1aJX6FhUWgRe9aSrTGJSs728Ym65B/4S8s3PcEtCWj/Mlm+Hbyxd938mp3e79/ug3jRm9DUrUOBUfGoueiu9ywbLTI/Ze2bdHkf//Dlct1OxxpIT5vE4uNG8LWtpFzaKo/kbPDUb++KsT+1Q8TDucbJH6005G3AUJfj+mzkcOHsxckkVJ7J7KX7NZaovtD2hSkJdvp92jNermGaCs99+j5Z216HBvL7mtazlHftbCW2ECuingbfSzR4Yqygvi5Yq86ok3VJchJeobEtEJYSoW0SvxE5I66G4tF4/DtikErryGvRod3T4Iwx6MDegwejynjB6PfkEU4l/5pg1Bp2DQMWHZfNd1LOwqlsE67d+2qUw5Aityhl2mHE7oXaYp5bkCASe011eV4vG4sVkQpRy/f4fqyUfhtWxTbHUsvG2vTi8RERkaJlNp7M4Dw42dtb1lWvjH58eMhM33qVPabCwtVu53hyVuTJ/z48dETxI+Pi8i1IwKC+NkRXIVqWlSt9OOnEKn/6cdEHJnsht5TjyKJzfyXI//5fdyPe4WSz4v6avJvYOXQ0diTpO/5kf7tT540ySDpcgTxI/ccbX/8kU0xm15XWILL8/pjyChvDP/rEaSFDp/AK8WL0L8wb+t9mxE/0ktklEjp0SNH6t9HZpQUxM8MkGwo0tiJX3ZWFnOQTo7SyWG6PZMgfnx0BfHj4yJy7YiAIH52BFeh2iriV5mO2CcFdbtyyX2GQj+qcxAR4IaOQzfgnrSzV5eHS+tmY+6C6fDt6YNVV3PrdHwuL/ms8/P15Xr0dwTxW792LSNWmzdtUraKnIUg/+I/WH0kFkXSKoaaQkQHzcOgdu0xcv0lvNRnf0xHXeQOjkoLs4iMkrPztj/9xPXfZ6E6g+KC+BmExi4XGjvxI1DXrl7NfnvkMN2eSRA/PrqC+PFxEbl2REAQPzuCq1Bdb+Kny0dEQA+0+Gk2rtBcvq4AodP7YUrQc3VM5so4bOjXCm09AnA2k4b6dHifdg9XLkch5Z3EmuoMO3XyJHvoUxgnnqNfkrQ38cvJzmaRMihCCM+JLbXhXXwIlvm2R/v+ATj4sKB2/aKu+AlCFg9BD7exWH8+5VPM6s/NsyXxI5VESmnUL3D9+joAbXwkiJ+NATWhThA/MAfp5CidHKaT43R7JUH8+MgK4sfHReTaEQFB/OwIrkJ1/YhfKaI3DIVXwEGsH+qNzZ+naWvyrmHVwC7wXXcHhXpDf1WIXrcAW86FIzJXTfTkJtFuvmZffYXvW7UCxfE0lOxN/KTYuERCjSZdCRLPrMTIju3Qf9ZuROVKjml0KHl+Civ9uqFXwEW8+YyHrYkfkVIip980bYrc3Fyjptb3oiB+9UWufuUE8fuEW3BQEPtTs2jBgvoBaUYpQfz4IAnix8dF5NoRAa0Sv2fPn6PojX78UzvCZBPVFLaLYrman6qQfnQS+o87iKTKStxdSBFZZOGSSp9g3/hu6Dv7FNKk5TnVqdg7MQDh+iGRVVVmZmayeM1ff/klIiMjVdflGRSPl+KL2iM9efyYvXAGeHqav7PwQzLOrx2DHm17Yfq2m8iW2o4yFBZ8qJ0CpxixvNBe1rTj5IkTzN5ZM2ZYo8ZgWbKXF9vWYAEnuUD3By9us5OYZ9AM+j0qw+kZFHaSC/Tco+efLRNhQA7Tv/riCyR/jpVtS/2ki2IRF9lgs5Wt7WpofYL4NXQPNML6tUr8XL+rdCi8thgDB6/B/RIawtKhIGg0Bqx7WjvNyTCoykT4Qk90G/A7Nu3fgzVj+2HMrniuuxYJs9KSEvaQp2lL6v+GTJIvsQf371tsxse0CPwzoRt+cZuETVcyLN7RbnGFACOn/Tw8GPmLe/q0PipEGYGAUyJADtPpmTB29GintM9VjRLEz1V71onbJYifc3ZO2ZOtGOE5E2ez66Zrqx4uh8evIfqRWpj55ci4cRD/rFqHf6+kGiVA9M9+1IgR7AHv6FidSqQvnD/P7Jj066/KS3rnuqoyvMl7hZTnj/Hw7nVEnD2FY0F7sXNTINb8GYAx3b7Bl1+0xZxLJoY59bTW/+ReVBSz29fHp/5KREmBgBMiMMLPj93bd27fdkLrXNMkQfxcs1+dulWC+Dln91Rm3MXdJIVXxnfH4d97OR5JS9sk0ytS8fCReY6hlyxaxB7sE8aNa1DHtbTesWunTixe6MuXL6WW1H2Xx2DjkJ/xU6tv0fq7NujYuQc8+nlj2IhxmDx1FuYtWoY1gZuwc89BHD0ZhojrccjT91JTp8sOR7+OH89wvBQRYQftQqVAoGEQoGg95EC9b69eDfp8aJjWN0ytgvg1DO6NulZB/DTU/dVPsd5zNA4VyHZz6PIQEeAJ38BHJhtyYP9+RlbooW7rtW8mK1cI7Nm9m9myYtkyxZXPpxWvcGOLP3q17Y6Jf19EWhlfrKFyaTMMrY+k3dD//fdfQ5kh6hUI2ByBgDlz2G8z5Ngxm+sWCtUICOKnxkTk2BkBrRK/Bw8f4XWetkJbEUGgnW31Tx9wbqo7Ft2SolXQjt8h6D8nHCY28OLmjRts4Tb5oSP3KZaktPR0xD+z3WLyt2/fovW337LdxIZcyEj2VWbfwc7pfdC+y2isO5es565FkjH0ffPWbZSUlBq6bHX+n0uWsBfkvn//tVqXpIDsJbu1lmizQZqdNgDZE4sLEZdQpTHiTs89ev7ZK+Xn57N43e3atEFZme3+cT18FI3Xr1/by2zN6hXET7Ndp13DtUr8GmfItmokbfLG8N2vUIMqpB2ZBI/Re5GomBFW3o1JSUn4rmVL5iuP4nNammztzqWWMO3da6YpVci7txd/eLZDF78VOP28pHbnrjEFtnbnoqyLEdhWrRiBLSmxzfpC4c5FibJ9z4U7Fz6+m/75h/2p2RAYyBeoR65w58IHTRA/Pi4i144ICOJnR3AVquvnx09fSfml39FzziVkX1sEr4ErcbdYNu2rL8rO3rx5g84dO7KH+LmzZzkSprNsSfzkU6RVVcrFiiZsqS5AdNBceP/cHr6Lj+Gpibbbm/iRtdKUta02ygjiZ+IesPFlQfz4gH78+BE/t2nDfFbaapROED8+1oL48XERuXZEQBA/O4KrUG0L4leTuQtDO7mjb++pOP3K+G4Gqk9yl0L/4OubbEn8aFMJuYyIuHixvuag5s1jHFs8GF39diK1btOzSp8jiB9h3KVjR7ZJJSMjQ2WDpRmC+FmKmHXygvgZxu9ESAj7rc6ZPduwkAVXBPHjgyWIHx8XkWtHBATxsyO4CtW2IH4KlQZPKbIErdGhHXo3rl83KGfOBVsRv3/+/pu9SOjbaPoYgyObjuHJGyOszqiCTxcdQfyoptycHDaN3uHnnw2EnDPD2M8igviZj5UtJAXxM46i5csyDOsTxI+PjSB+fFxErh0R0CrxexQdA1qErKVEmzsuXb5qd5NpQbZHnz6MZO0zex2dYbNevszA84REwwJmXKHpohbNmrHpI5pGMpZqimPw78RO+PbHAZh38BEKjQ9sGlR1524kSkvtt7lDXvH6tWsZ3ls2b5ZnW3xM9pLdWksJCYlIf2n9iKej202/R63tyqbnHj3/HJGKi4vR+vM6VlMbsUzZExP7WHMb8ky1yRbXBfGzBYpCh0UIaJX4WdTIRiSs0+kwccIERkLsGXfTUkh/nzWL2XQ8JMRo0dIHGzHaexLW/nsMxw9sxKKR3dHZczb23cuDhSsCjdZj64vv379Hmx9+wLfffIPCggJbqxf6BAINhoCt17E2WEOctGJB/Jy0YxrSrOqc69g8zQ8+g4fA19sHE5cdRzwL4fXJKt2bh9g3ZwR8BvnA13sI/FeHI702dqlpywXxM42RliT+WrWKEayRw4Y5TQzS+Ph4ZhONQhIxNZiqk7Bt+DgEZcqH+D4gMWgiOn7dCh7TdyLSkV6aDRrKv3A4OJi1c/7cuXwBkSsQ0CACtl7HqkEI7GqyIH52hVeDyqtfYMdgd8w4lf4p9mp1ASJXD0SPWRfBNjTWZODQmF6YcjgJzNtSTQHurhqIAcuizPZ3JoifBu8LAyaTw1XaOOHWvTsoHq+zJD9fX2ZXZKSJKcyPp/HbkC1IUS7t0xXg+OzJWLtpOjy6jcKep7bzLWZLjGpqatDTzY2tq0x68cKWqoUugUCDInA+PJz9hqf4+zeoHa5YuSB+rtirVrSp+vnf8PLeor9z8UMofus2Fzcqgeq49fDy24NM+Yuy7Drm95qMsHeGK6aoDdeuXmUfCuE13G8Y8vLzVZ//+7//01NC7jd4crx1VMXv3nFlKVasPNHLkqezuFjdAKqHJ0v/SOWJ7ObJFRW9kYuxY1oPx5MtL1c7xyssLFLJ5nOm9corKlRyVAcvWsabt2+5ssqRMXIyy7NTclB8/949trP0h+++Q3xcHFdWuZbJEPZv3xarcKKpTF79SuypoFyOpnaJjFJ8YGUq+/hRTzYvOwILeg/D/pT3CtFKnPtjFFZHZiPx9Ey49V+DqJx87hrPiopKfZ2f7+v37z8odALkh09uq3RMuMgT4SZdk3+/45Dr8HPnWHuHDhmiV0bpJJj6V65LOiablIlsl67Lvysq1EP7+fkFKlm6b5Xp48dylRzppj5RpqIi9X1PsspE94LcPum49L2yPwFaOyZdl38rsafnhfy6dMxbb0a/Bem6/FvpNsgQ9m/eqLGn36xcl3RMv3FlKigoVMkWFBYqxdgGIEmP/PsDx1ly0Zs3Kp1URvlsNog9Z40rPVvl9UrHymezEvsBnp7s3r5+Tb1ZzNCzWYm9wWfzG/WzWQWci2YI4ueiHVvfZlWnnMWWkDi9tU26vCCM7r0S0VU6FAaNhldgPPSpVClC/Xtj2T19MiS34WV6Ojp16MA+P7RujenTZ+D4ydOqj/JBQA82nlx0jNop8N3IKK6skiTSg5Wn8/adu3KT2XHs4ye1sgeCDuHw0RB2npen/xKiBztPZ8TlKyqdL5KSubLp6er4sWfDz6tkT4eGqXS+epWlkiN7nsbF4dZt/XZdvXaDK6t8YNLLl9cm8oZPsW6J8DVt0gREAKPu3efKEhmXJ9pkwdOpjByRlZWNK1evcWVzcnPlKtmxpJN21VKkkK+++AL79h1QySWnpCp0nsSOPzzQuddMXMioe7FWZ4RgkNtYrD5yGsePrcWIDoOx5OhpnDx9RqUzOzunVuf+g8EgGz5hH6+SvXHzVq2sZDN9K0k/EWH5den4/oOHKp2U18vdnb0gV6xYVVuOCL48EWmT9Mi/6R6lPpWn+PhnXNksTgSWU6dDVbLh5y/I1bHj1LR0lRzZkZScopK9GHGZKysnHykpqXjy9ClXjvKV6dbtO1xZZaQIItdyfKTjyHv3lSrZhgfpuvybdkrLE5Fw6fq/+w8i5MQpdn6VQ2ieJyTUykpl6Dvz1Su5SnZ8JuysSvbsuXCVHG2CkeuSjhNfJKlkL12+opKl5x7ttJcn2vAh6ZF/04YKZaLNQ3IZ6Zj+3MkTEXbpGn2vD9zA7muaUZD3PZWheuSy0rF8Ax7dx/Sslq7Jvx2x6U3eNmc6FsTPmXrDGW2pzkL4rD4YvisF1ahG0j8DMfpAniKKQSVuL3DHrPPqEStek7Q61ds4I3eoe5AiRvTo1o09kE1tnFCXNi+nvu5c9u/bx+xasnixiYrKkRQZhVfslv2AhGPzMKRLF3hPmIV5s8fDy30ktj/+NL1bk7oTo8cFIcfIUkGpMke5c5Hqk75fJCay6d5ebm5QjmBJMoa+hTsXQ8jYJ1+4c7EM12m//cZ+02dDQy0rCLBwlVoM62dxQy0sIIifhYA1JvGagihsH9cLAxdHfI7LWo34wH4YF1yoIn5Ri90xLUwQP2e7P2g6hl40tko0IjvCz489iFevWmUrtSo99SF+REhpFJJi8lL0EKOpJgsRywaju9sE/HMx9dN61cp8PL9zCRcuRuFlqY5tCqnMj8TGkX5Y90A9bcvT31DEj2yZGxDA+oX+WFmSBPGzBC3rZQXxswzDrKwsNP/6a3Rq3x6VnOluY9qEHz8+OoL48XFp5LmVyIxYjVEeflgW+nkTB0NEh+w9fhiyJQX6K5LKcXFGTyy8aXiqVw6oGPGTo2HfY1sTvwXz5jFyQe5blGsCbdmS+hC/lStWMNt27dxppik6FD8NwZ9DusBtzBqEJ8vIXU0qgsZ3RTeP8Vh/OUtv6YMx5Q1J/AoKCtCyeXO0/fFH7tpOQ3YL4mcIGfvkC+JnOa70J5PW7e7cvt2iwoL48eESxI+PSyPOrcCLA+PRf/QmRBXo0zsCpfLmfPSZEgq9lVvVcQj0HI795syFARDEz3G3ly2JHzlmpoevZ9++MOUQ2doWWkr8KHRZs6++YjGCqc0WJV0J4oJnoGfr9hix4jQSZK6LLNIDsPV9yvVdluqwRn7zpk2sjwLXrzdbjSB+ZkNlE0FB/CyHkTwG/Ni6Nb5r2dL0aL5MvSB+MjBkh4L4ycAQh0B18jb4DVyLWEPeKyoeYJWHDzbHSzvxdMgPnwGPCceQa8YaKMJYED/H3Wm2In7Xr11ja8goJBuFZrN3spT4kcsHIqW0w9Voqq5Apf7OpM/iNcg64g/fMf6Yuf2J2SN8yroacsSPbKFNIu3btWPh3CismzlJED9zULKdjCB+9cPy4IED7DdOXiHMTYL48ZESxI+PSyPNrcGr3T749vvO6NOzp/7Hcymufd70WBqzC/6e/TF+9nzMn+KLfj6LcSFLPTpoCEStEj9yc6DcfWmojc6ST9OxubmvrTKHNg5QdIhvmjbF0ydPrNJlbmHaec1zn8Er/+jhQ/ZCGDRwoPpyyR1sX34Ezz/fuyURf6C3xzTsvJX1yU+lrISu8DD+WHxdlS8TMXlIrk2UblRMFrKxwMkTJxges2bMMEsz2Ut2ay3R7lueyxxnbwf9Hu25TMIe7afnHj3/GjLR+mLa3Us79lNT1DvBebaRuxytPbN57bB1niB+tka0seirLkFO0jMkphXCvC0ddcBolfjVtaDxHBUVFrJF1TSaduH8eadrOLl48OrXjxGd2BhlLNEKPF7XH+1/6owZZ6XFCdXIv78Pc/t3Qh//TbiWKd29OhSd/x3jNjxTuCpyuiabNIhIRT8PD4ZJHMetiUkFQkAg4KQIXL1yhd3XE8aOdVILtWGWIH7a6CeXslIQP210J+2go1E0In1bNm92SqNDz5xh9pHLB2WqTtmNkf1X4u6VReg77gjy5EsRagoRHTQXgzp2w8h5G7DznwAM8ZyJc+auV1BW5mTn96KiGC6+Pj5OZpkwRyBgHQLDhg5l97bJqDzWVePSpQXxc+nudc7GCeLnnP2itGrm9OnsAWvulKGyvL3PySFxx19+Ya4esrOy9KvT5eKkvwcCIt5AV/UY6zyHYk+6ejmCrjQFNw5txcYthxGZVefAWV+ZNs9+HT+e9d+liAhtNkBYLRDgIPDs2TN2X5uMw80pK7I+ISCIn7gTHI6AVokfrTHR2toc6lxl2DRzOnzTxo3s4erj7Q2Ld8maU4EJGXJCbMoR8bYtW5iNa/76S6Wt5Npc9J9wBNmM69UgZcsgeP3Nm8Ytx7tiaaOSSo3FGXSPKCMMWKzERgXS09Lw9ZdfokfXrkbvAbKX7NZaMuceccY21ef32NDtoOeeM90jc2bPZr/9E8ePG4VGq89so42ywUVB/GwAolBhGQJaJX6NJXKHFPuVQuxR2LaGSKZ29dLaQ9pw8tP33+O9MjZoeQzWe/lix4s6MqPLPojRfZbhgcLTS+XTDRgybBfS1IOB9Wp2Q+/qVRq9dPFi9oLc9++/yku152JXby0UDjkQu3qth/n169do0awZfmnb1qhrKbGrl4+1IH58XESuHREQxM+O4CpUW+rO5cnjx8wVSKsWLZCUpI7jqVBvt1NTxE9yJB0cFKSyofLJdszd9Ah643i6Ipz2d8fcK3Inzek4MKo/VkQZ8l2kUm0yw9mI39u3b1kkk+9btQJFNuElQfx4qNgvTxA/22D7z99/sz81m/75x6BCQfz40Ajix8dF5NoRAUH87AiuQrUlxI/8vrX96SfmLuHG9esKTY49NUb8kl68YDb2dHOzaPrp/aXf0WvyGbxhmzx0KAidhgEzz6NIvunDymY6G/Gj5uzetYu9ICmyCS8J4sdDxX55gvjZBtuysjKQX1Ea+cvPz+cqFcSPCwsE8ePjInLtiIAtiF9VVZUdLeSrduWpXnqI9u3dmxGE/ftsF9uXj6TpXGPEb/TIkcxOi8lpRRSW9R6NQxRhpvQOlvQbi8OvbDTH+7lJzkj8iPx37tiRRTbJzMxUgS+InwoSu2YI4mc7eEOOHWPPgrl//MFVKogfFxZB/PiwiFx7ImAL4md+PFbbtcRViR8t3JZ2gC5euNB2gFmhyRDxu3njBnvQjxw+vB7aqxG33hO+2xLwZMMgDN38vN4ROgxV7ozEj2yV1m1ShBNlEsRPiYh9zwXxsx2+9Ozq26sXiyqUmJCgUiyInwoSliFG/Pi4iFw7ImAt8aNIDe49etjRQr7q23fuItvMMFh8DY7PpZHRk6dDjVb81+cA6ESmnGXnXlJyMmJjH+vZTbs4e7m5sYc8RROpT6pJ3Q7frm7o02857ttuaV+tKRGXLqO4WHIWXZvtFAeST8boR4/07CF7yW6tpdjHT5CUlKw1s9nvsSFmLKwBip579PxzxnTn9u1PfwaHDVOZd+duFLKys1X5jT1DEL/Gfgc0QPutJX5EUMipsGo3ZwO0RetVSlMlFAqJAqE7czp86NCnaZ2AgPqbqctHxJIxWHqxCDZc2ld/exxYkiKb0O9m4IABTuNyxoHNF1W5MAJjR49m9zbFFBfJNAKC+JnGSEjYGAFriB+NSLX54Qf2I79965aNLWtc6ii6Q9MmTfDDd98hIyPDqRtPsXvb/vgjWjZvjoIC7cWVdRZwKcIJkb+zocZHgZ3FXmGHQMAcBJKTk9mGL5oJcpZZC3PsbigZQfwaCvlGXK81xO/WzZto3aoVaIH/xg0bGjGK1jX95cuXIBcfRPwe3L9vnTIHlF6/di0jLJs3bXJAba5bRVZWFot00ql9e1BIPpEEAq6CwML589kz4hDHxZOrtNFW7RDEz1ZICj1mI2AN8ft91izMCwjAzu3bMZKzpsNsIxqxIPlz69GtG3tInggJcXokcrKzmW/B9u3aoby83OntdXYDV39e00m/IZEEAq6CwP+3dy5eTV7p/v9XZs6ZM52Zjr/2tLa2Y/tTuQgEuQoYERFEQUQjakGsaKl3wCviXVEEFasFBRHBoo6KFRGQi4gIIggLuSwDAjFpkvmetV8IvElIQiBXfN61svJen/3sz97vzjf7yiZ1Z/OPshah9+/fT5VomSUeJPzMgpWM6iMwUeHH1mZlL3ZJSQlKHz3iVm4wtKyXPj+MvfbyZSPeiW2z476uuDA+rBO8amPNIIuEQk70jbXUmeo+a3+zeblahtffVa0ZfOXyZWu7ZTD82md1elcSMGjAAjewvpxffPYZ/t+nn6Knp4fzl/ltbxvLH7rmb7PluFRUPrW75khW7rHyz9a3w4cOcWVb4q5dnKsvGxttdrCVNVmS8LMm/Y807IkKv+t5edwSPWwIPxOBrJmytqbGYhSnwnQuqhUvwpcts+l1h1XTuTytrOQKcg+BwC4GJNjqdC6aL8nZM2c4rps3bQJN56JJx7zHNJ2L+fiy34WZ33zDdWdgLQWWns7FkhURk6FIwm8S9JTSfoj7pVqjAxUf+tAvHWvMoAKS3n6MecmgHwpI+yb6rEHjFr1hosKPiRX+6gNsdOJYS3aZKzL2LvxOnzzJ/di7u7nZfK2USvj5+/pyPv/+8KG5ktWkdu1F+LGaXzaS+y9//jNKS0vB/La37d79B6h8+tTe3AYJP/MmWU52NldmiFatsqjwYwPkHGbNAltZyNY3En4TTqE+FK77Cn/9Jga31eYDk6NurycCT7RyluUNBcgsfg1ufQBZBRIFi5HROZYoNOCI/Bn2ewpxqnUCzxowbexlZU8pTq9fBD9fPwT4+CNiZx6ajOgnPhHhx5qnPvnLX1BVVTXiLhOBrBnQUps9Cz82zcF//+lPmDF9OtgC57a+MeG3d89ergBngt9eNnsRfoznraIiji+bHomEn+VyGAk/87L+z3/+A69587i8ffjwUTQ2Npk3wGHrLNyff/qJGzRXUV5ukTAnGggJvwmSU3Zewgq3Ndi8dBZWX+P3+1IXfpLcKDjEFEPKwpmM8FOKUVtYjHo1kTlB5yfzmKIZGUvmIjKzHpwrik7c3+4Nz4QS9I/T7kSEH5tvjg1I4G838vPx3b/+xT8TK7AEAAAdoUlEQVRl1n17FX7btu/k+kP+/a9/RZWd1JA8LnuCGdO/4przXzVZpuA2ReaxJ+HH4rtwwQLuB3Lrtu2miL5FbVCNn+VwN716BVb+2cvG+oCzaYtYrbalhJ+KzYF9+7hpp+7fu6c6ZXPfJPwmlCQKvD4phFdiJd7diMackEx0jFTEqYTfa/Q8f4DCpAX415IUFBaX403fcI1fRzeeFaTjaEoq0nPL8VZt2VkJ3jzKQdqhFBzLLMRzscpwP16VlaP1A/C+sQy1b6Xofnod6amHcOrXx2iXAsq+Zvx+7SyOHz+P4hd9E4qZoYfkVUnwEp7Aa/4SpwPFiJu7Alf5+lePoYkIv0ChEOyF4m9sPjf2cnd0dPBPm23fHoUf67zPpm1hnPKvXzcbG1Mb/jnhZ85n9g/anjZ7E341NTUc529nfGPTfT7HygMk/MaiYp5z9ib8GIWI5cu5vJ12Os08UPRYPZOWxs1EUHDDNsUyCT89iafzkrwG+zz9cKRBAUju4sfZ/jjepFJCKuHXjObCY0iOnIsv3dcgaV8WynsqkOjqiYg1oYjek4FruVnYHzYbDmvz0c30nVKMB7u84SzcgtO/ZOPCfhG8XKJwhS0kP9LUK0N1sgeEUTGI3Hgc2blXcHS1C5xXJ+LncBEOZOXhWmYiQub4IKVGTVHqjM74LyjRlR4Mr+RqyNUe6kNOhAsSHnL1mmpXVAcBfn74evp07jPt00+5mhzVsaFvNnEvEy5j1fywxefHEjS/XLqEr778ciRMQ2GM5/o3X8/ANzNmmNTmeMKd1D1ffsmNhP7073+3L7+nf4VP//Z3TP/iC7vye8ZXX4F9JpVmw++JpWz88x//4CbxtlR4pgrn2xkzwD6msmcJO1yZ9OV0k5dN5vadlXus/DN3OKa0/+Xnn3MtHazlwJR2x2uLvVesew2be9bWNhJ+E0gRackWuAWno52rjJPi8VZHeCTXDIshlfAb6uOn1dTrNA2L0ob7/LGwe68iamYU8gYBefUeeHsko3Kkv5wSb39dAUFMEfrVhJ8L/ndxxnD4zMavWDFtJuLvq+Y4U6Dl+AL47jd1J1M56vd5I/hMh8aAFin+vdEJ0ddV4WtDLSsrA1tTkX1YLQ5bc1V1PJ5vXZ37o0UibE1I0ArQ090da9esMSoMQ344OzhwYRm6z5aus3n6mGi+XVxsUhbmjuPqqCiuGdLc4ZjaPlsFhU0pYWq75rR3JDWVE37mDMMctlkrAMsn5rBtLpvsPWTv46WsLLvym5WxTnPm2JXPLA1dnJyQsGWLxf1mFQ/sT2tYaChscV1mEn5aksHQiV4URDtiZXbPiPiRVydj3pyf8IgTbAaEn+t8HB2pHWT9/iqRJFiEsx1/oPmoPzwSfkN9QwMaVJ+Kwwhy3ILfB1SDO1iNnwDzUxqGBowwd6W3EfddGH7hLbUq+TUczltMvSKDHNXJ8xB6rmsk7kO0pCiJd8Kqq7qFH5/qRJp6+c/z99ks7V4eHvxTeFZby9Uodnd3q52f7AFb5P7ihQuTNWPR51ktKfuhscXCRx+IpMREiw7c0eeLMdfY4Bl7W0qQ/UAyv+1tY3/62Iou9rT98ccf3PvY1Gj7c+LxubJyz8fLi3/KLvbZrABsjW9Lbuz3h7VSsYUGbHV6FxJ+RuYIZWcWwr74HLMcneHqrPrMwbfTvkFsERveYED4aY7qlVdjj3sgzrTL8HS3C77ziQRbnYL/Wb8pA9WDfOHnjqC09lHxJb2NjbNXIpenu8wj/JR4c0IIf77o5PhJcEPkjB/v6G7q5WM2pfCre/YM//Nf/6W2osPm+HhERkTwgzTJPgk/k2AclxESfuPCZJKbSPiZBOO4jJDwGxcmk91kaeFX9vgxPvvnP8FWx7HljYSfUamjwKvjAXD88R54Got1zkN7xhJ8F5GNHuVEhZ8cHWcXwX1HOdR65knq8dvVMnTJbEH4AdI7cXCNzIHaOA55FZLdA5HWphqIoh+qKYUfm8yZreahWm+WTeDJ1vK9c/u2ficmcJWE3wSgTfAREn4TBDeBx0j4TQDaBB8h4TdBcBN8zJLCj61//o9PPgHrOmHrGwk/Y1KICRyBC3aXq0mzIQvvchD1bRAy2mRq8/hJ8kVwWF+kezqXkRo/JRQtZxHsKML1kXn+ZGg8HQS32GIMqPXxs1aNH4APj7Bd4IeD1YPD5JR4myeCIOziaJ9DA0wHBgbA1lU01cbmIWP9qtj265UrYAvQM0Fo6o35PDioireprZvHHpuot72tzTzGzWj1fV8f3r17Z8YQzGOaLSEm/TDSSdc8gZjYKvPXHpc+Y/mD5RN729j7yN5Le9pYuWfKMttScWfdfdjvjaU21pfdHjYSfkakkuT+Jjh4p+CFagCv2rMD+C3mO/ilPlcTfoqmdCz9zgHCZYko6ijXnsCZJ/wAGV7lxMLXxR+rNmzED6GecA9Mxn025NdWhB+AvifHEOHugaVr4xAXGYB5fvHIbx0Tihohcx2waV7CQkI482z0sOa0L+YKl+wSASJABIgAEbA3AiT8LJFisj50d4ohGW8llKQTjTU1eNHWq97sawlfxxuGvBdt9TWoa+zSaPYerwHT3ceaqthoysaXL7klqOyxhst0NMgSESACRIAIEAHdBEj46WZDV+yEwPv377n5klitX0hwsJ14TW4SASJABIgAEbA8ARJ+lmdOIZqBgLOjIzdNgq3OlG6GKJNJIkAEiAARIAJGEyDhZzQyesAWCbAJm9l8dWzUHG1EgAgQASJABIjA2ARI+I3Nhc6agYCypxSn1y+Cn68fAnz8EbEzD00mGgCZk52N3Tt3mtTr9zfjsTzlqYZNJXpKTyFmkQ/8/fww3385duc1Do3a1rjTOod9KIwPQ+pTXaMGDV23jtfou4nNYSmo0nBb3laMg6uE8JvvjwAfPyxPuITq3vF2ljV/XMbOIzK0Fu2FKDAACwICECAMx/bLNXhvfnfGGYKhPKBEd2E8/MLT1dfkHqd1s902Zh75gIf7QrAwIADCkU8gEostN5LTUHx15ZHmgiREBvggwN8fAQtFSL3bPjopvyGjZr+unUdkpSlYtoDPeXg/cDuKeIsHmN01PQGMzVqK5sJ9WLPQFwEBAVggXI6fL1bChooRPTEyzyUSfubhSlY1CSiakbFkLiIz68EVyYpO3N/uDc+EErBprye7vWltBZtHyTSbDD3117HVfRoctj5WM6loTkfo3Aicrx/6YVF03sMOb3dsLTFFLNSCMv5A1oP66wnwnDYb2x6PMeWQoevGh2iSJ2Q99chPcMdns7eijO+2/DmOzHeC6ErTkLCWd+LBTm84RN/AO6trP915RFqxB74e8ShuH1Kxip7fkeTjgA23bGDqkXHkAeXbPPzgPRPf+RzCS+sN1lfLW/ryyAFhFC63dqKrU/XpQp+J/lCqOWH0ge480v8gAR4em3GrbWjSe0ljFqKcg3HutQ0A15VHpH3o7lIxHvpuuv4jglZfQrPGHzajUU36Ad2s5U/3wMstDgVvhlgre6txfDFbYtT+pouaNKZhAyT8TEWS7OglIK9KgpfwhHoNwkAx4uauwFW12aD1mjH/RdkTnBKFIzwsDKGCr+GoJvzkqEqah8ATvLWWAQwUx8Jthcak1ub3VC0E2ZMTiA5fhuVhS+Dx9Rwt4Wfoupoxix3I8OSECCuWhWH5EgG+naMu/OS1e+Dlk6IuPvpzsHJ2LG6Pb5EY88REbx6R4dFPjgi7wF8uUImOtEXwTKoyjz/jtDquPKBsQ7ZoIbYVnMQyP1sQfvrzCPqysWrREbyyAb2klgz68ojyLS6EOGHTHX6tpBwvLm3DsRL+OTWLFjkYVx4Z9kTZloN1i7ejxNq1ffpYQ4nuc8Hcu8fXpuKLS+G2zT7m3DNHwpPwMwdVsqlBQImu9GB4JVeD//IBfciJcEHCQ2v+imu4yjsUXwiFK1/4KTuRETwPe6vVY8F+fCJdtuB3m4iGGBdDnbWE32i0DF0fvdOie+ILCHPWEH4N15CSVaU2pZGyIx3BLtvUawYt6qh6YFp5BAp0VNxB1cgk7Gxhn05cXyPAmmu2UsOgKw8o0HJxBYJ2P0b/uws2Ivx4vMfII7InOxEYm4PyG+lI3XsAp3+5jQYba8PTyiOD+YieFY2bgwN4/fAqLmRcRmFpM/qsXovNYw1deWT4HkUrLob7YVuJDdRi89zWYg1A9mQHPP0OoEo1976iDVejXLEqh//njGfkI9gl4fcRJLL1oyhH/T5vBJ/pGF1fmHNKin9vZFXu6gvgWd/fIQ+0ChH5cxzwDsLZDo0SWnoXm5xEyLeJaBgosA0V6NaCP8aPupYr8lbkRbsi8FiDxh8IrTstdkIrj/BCVnbdxYnNMYgSeiNs3wN0aWQb3q0W3h07j8gb0xERtBcVLB+L7UH4KdGdGYwZc0KwKeUC8gvzkLEjBE5Oa3DNihPKayamZh5Rtp9GkIsIu9YGYvnmFJxNP47ESHc4h5xEtU2UISwGY+eRobgp0Z0rgnfMLVi7ss8Q66Hrg6hLj4DLLA8sCQvFQqfZWLD7Hti6CB/rRsLvY015i8ZbjurkeQg916Ul/ErinbDqqs2UdmpUNAtssFVW5i1BpuYvuLQEW5xW4ppNRENfgc2iZ+i6GgLLHRgQforOEhwOnQvv+AK021CznlYe4RP70IHnpfdw83wilrn7YtfdHv5VK+6PkQdk9TgZGozU6uHOcfYi/Cpu4PZwf9shoHK8OBoA57g7VuSrHrRmHlG0HkfA377AssxW3mAOMW7FOCIorYV3Tt2OZY/GyCMqB+S1OOA9H4deaLR8qK5b8VuTNXNlsDwFQR7hOJT3GPWNDagqTkecrzuis1us6Kl1gybhZ13+H0noSrw5IYR/SoNGoSbBDZEzfrxjE22kWmmhVYgoW3FK6IvUBg3lIclHtHMc7tpENPQU2FwMDV3XwmCZEzqFnxSvC3ZisUCIhJzhgUGW8WhcoWjlEUjQ3dKO9xq1CZIn2zFvwfFx2TT/TZp5QIGXJxbC44cs/F5WBrbeaNmdJAQINiHvcSWabaXpVGceUSemaDmOhV771E9a8Ugrj4izsHTaEmRptPxLi9ZjdlSu1VdCGkKlmUdGAcpKf4ab8CRaNIrB0Tust6fFGu9wJdwFm++p951UtJxEoGCH9Ry1csgk/KycAB9L8NI7cXCN1BgAIa9Csnsg0to0fiVtBIp2ISLF3ThnROWoj0ZhA1c8A0+j3SaiobvAHsJq6LqV4I/5o/4Bz88shUfwAZR02uCvDNciqtEPVF6JJMFCrTyt7M5AqMt2K8HVDFYzD8jRcDUZP2/ejJ9Un7hAzP56PtZvTkROvY3U7GjmEUULLqxZgwsaI2G599FmRDZrNdfII7JSbHPSbjkYLIiG8/oiG5kaSjOPqPKQHFWJAvhq/YlXXbfutxZrRQNSfefjiObwdEkB1s1ea11nrRg6CT8rwv+ogv7wCNsFfjhYrephq8TbPBEEYRdtRDBpp4ZWIQJA+mgbPPwOYDQab3Fd5IrlF9s0mrG17VnmjK4CWxW6oeuq+yz8rfmjDkD+IhVC790oV/+zbmHH9AennUcGcX+TAzx3lmK02/sAnu6fD9eNttL8OI48YBdNvTI82eEKt833Rqf3kbXiygoHLD7TrD/hLHhVO498wKMENwQcrIaqNISkDseETogttJVeczryiLIL55d8j4320koDKUq3usBrVylvHk05Wn+JgHPYRQvmAtsKioSfbaXHlPam78kxRLh7YOnaOMRFBmCeXzzybagTtiZ87QKb3dGL8mPL4ekRgvVxsYgKECAg/jpsJxo6CuyRyBm6PnKjZXe0hJ8CLcf98M/Pv4ers7P6x30LfrOJedrGqM1hg3jFj3F0uRvc/CMQuyEGKxe4w090Ck/ENlElPL5+nnYh/AD0VyEz2gtuPuGIiYlGmI83IvbfRYcNVRCPVY4o35XgQKAjBIujsWmDCEs8fSA6/QQ2k0V09QWWVSDR1QeHNLu7WLa00BnaWKzRW46z0b7wZO/jxg1Yu8QLXiG7UdRqIzXZOmNjvgsk/MzHliyPRUDei7b6GtQ1dtlIX5axnDR8Tt77BvU1z9DUZRMjOgw7THdYnICstw0vnr1AW69NdP60ePwtGaBU3Ir6uiZ0f7AVcT2e2MvR21qH6roWiCmLjAfYpO6Rsvextg7NXYMafc0nZdYuHybhZ5fJRk4TASJABIgAESACRMB4AiT8jGdGTxABIkAEiAARIAJEwC4JkPCzy2Qjp4kAESACRIAIEAEiYDwBEn7GM6MniAARIAJEgAgQASJglwRI+NllspHTRIAIEAEiQASIABEwngAJP+OZ0RNEgAgQASJABIgAEbBLAiT87DLZyGkiQASIwBQnoJCgT/wO796N8RH3Q2pg5hbFhz70G7rJzAgVkl4jfJChXyzWe7+sXwxxv5SbLN4W4mc0Ppamw/4b/SwUkPYZTvex7BqXDmNZmFrnSPhNrfSk2BABIkAEpgQBRWMm1vp6wcdL4yOYic/+KsQZvWskylG31xOBJ1o5FvKGAmQWv7bw/G0yVO4SYEl65/hW9em7hLD/+RNmRBfwVpngJaXkATbP/DM+EaahXWkgfvIG3DxXDI3V7HjGrLMrq9iFeYvT0aVDtOtNJ/kz7PcU4lSrjod1RsnIdNBpZ+pcIOE3ddKSYkIEiAARmNoElD24Ey+A1/YS3pJ4Y0VZCXFNIW7XD633J8mNgkNMsYXXwTVScPRdwrJpX+HbmeG4PIYy6rsRjVlff42vOOFnIH6SXKyeHYPbNjYxtCHhpzedlGLUFhZjOEnHSnQd54xMBx1WptJpEn5TKTUpLkSACBCBKUtAjtdZ4XANOoV6nqCRtD7C1dOHcOhoJorqxCO1a/1NZahoHUTP8wcoTFqAfy1JQWFxOd5oLven7MXL0kq0SXrwrCAdR1NSkZ5bjrcyHkjFO9QVXcCpQyk4mp6Pp538i4C8swoF544g9fAZXH3UOiwwVYKjA921Bcg4nIIjZ3NRoWaYFwYTfl9HYVeMI4JOt6rXTiq7cHn5HIi2r4fDQlbjB+iKX0v7czy4mYSFM5bg0M1iVLQOR1jSitKc0zicchTnC+tGl4fra0RZzVsolP1ofnQT9+vF6GsoxdM3EvTo9FuBd8+KcPHEIRw6ko4blZ1QIyLvRNWNcziachhncx6NMFcJv47uWtxMP4xDqWeRV/4WMigNpxP68aqsHCw6yt4GPK58A0mPph0ez5FdI9Nh5Lmpu0PCb+qmLcWMCBABIjBlCAyU70OAyzrceKtq6lNC/GAXfB2FSDj5C3LO70f0PBesvtwCBVRNoc1oLjyG5Mi5+NJ9DZL2ZaG8TwMJt/6sJyLWhCJ6Twau5WZhf9hsOKzNRzcLStGAjJC5WLDpOLKv5+PKsR/gNScS2cNNzf1PUhA4xxsxBzORk5OOXcFO8N39EH1ggsMV3svXIEy0B5k5ufhlbxgcZq3FjTFq9MCE34y1KHicCA+v/ajnLSWraD2NIOfNuFscPyz8dMfvcU0hjidFwu1zd6xN3IdfnvRBKX6ARG9HLNpyEpezz+OAaB7coi6jRQHIq5PhE34QZyME8AxZj6P3OlCu128FXqaHwM1/E07+eh03Lh9D7Lw5iPq1fUh09z9BqnAOfNcfxPnsHJzbEQwX7934vRdgwk/guRxrQ0XYl5GDvKy9WD57Ftbnd+CVoXTiNfXqttM1IvxHU9nIdBh9cMrukfCbsklLESMCRIAITA0Cys6b2ODqjeTH/aMRkldjn6cH9lSMVuEp3/6Kla4xuNWvEkZDffz0NiEy4ec0DYvSeH0Ae68iamYU8gYBee1+BASn4Y1CFbQUd2L/P1Zc6QfkdUjxnoufHvDU5MBdxDsuxJk3H1C5ywmfC9N4fe16cS1yJlbnDqqMjX4PC7+igZc46ueC7WWqak056g/6wDO5CoMlmsJPR/zUmnrlqN7jCa/kitGmbuVbZK9wRWxRPyf83P/XBZty3wzX2jGhpMdveS0OzA/GmdYRIJDejsWc8CvohxzPD3rDbfMDXj/FAfz7R0cEpb3hhJ/LNCHO8Dof9l6NxPdRuWBE9KaThvDTZ2cUKtszEB/1mz+KIxJ+H0UyUySJABEgAnZKQNaAcyGOCEt/CV4lGBTNR7FAkIDi+gY0NKg+FTga6IiEhwNqgzv0Cgquxm8+jjaNChnIKpEkWISzHaraRaYfetH+ohIlN89hg+s0BGd0Q/H6GITuyajmO8YwKxVQDtf4BRxu4jXbyvB0twCLz3RoJ4ZK+H1QoiMzBM4xxeB6KMqeYJcgAMcaFZBORPgpmnHMX4Ctv9XzODWg8nAg5m55yAk/D0ESqkbiMFRDZthvGXrbXuBpyU1kxrjis6AMdCte43iAO/ZoA4FCOVzjN/8wXqmh3o15i86AodabThrCT6DHjjrc8cZH/ampfETCbyqnLsWNCBABImDXBPpQussTgphCrZGg8srdcPvWB1HR0VjH/6zdhMzqQeOEn2AxMjp5Ik9ejT3ugdzIYaX4MU6s8oevcCmi4xNxJD0b6escEZrRDfnTRHgMixZtzExwaI7qlaM62R1Bae3at48IPwDiXIjmrMS1d0oM3tkIl9DznDCakPCTVyLJ5VvMj9TgFL0WmzOqOeHnGXia6zc45JQBv5VilB1fhQXeQiwTxSMpNR05Z9dh7pIMdMufagtmXkxVffz4Ld2sqdkzcKjfojHCT3N0MN8OL8jhGj8j0kH94Sl5RMJvSiYrRYoIEAEiYO8ElGi/JoKr7z5UDA3OVYuQsuMsFrvtQIXaqAIJ6m9dRVmnzETC7w+8TPWF+9ZSjDYyS/Fg0yyEZHRD2ZmJpY7xeDDa2gygFw+O7UXBG8nEhR8GcXejI0LP1SNP5Ig1uWIu7hMSfsoOpC9yw65yNVCQ1N/CtbLOYeE3JLyGAOsXfoqGVPi7bQW/1V16fxMcgjPQrezE+RBHbFYHgr4Hx7D/xlBTrz7BRsJPLYub7YCEn9nQkmEiQASIABGYKAFp3XEsclyOrNcjbZDqphQtSA9yRHTe6Dx5spenETw3FrcHNPr45YvgsL5otI8b3xJr6tVZ4ydDdbIAnsnVI8/KWy4j+vtpCGLz8yk7kRPpgOATzyEZtilrOIVg9y14+EG/gOK7wO3za/xYPVX5TrjP9YCn40bcHe4SqFP4acZPko/oWetxixOkCrScDcJcUR5GKjVlL5EWNBdxxQNGCz9Ws+bBmrdHuiC24Iroe3wWmI5OpRKd2ZFwCjqB+lEgOB3kjoSSD1wfP73CTzMefEgaTb367PAfG+rjRzV+fCYk/Pg0aJ8IEAEiQARsgMAH/PbDdPzt8+/h6uys/XFdhEPlMsiachDn7YIFKzdg07pQeLsFYu+9bihHRvUODX5QNKVj6XcOEC5LRFEPr0mXxVSv8FNC0XoVsQJHBETFIk4UAmHIDlzP2oC5s5Yho0EOZedd7AtyxbzAKMSuXwYfQTBSHrJpZSYn/Nho4sNen8B5Z/nIVCm6hJ9W/BRNyAj5Dk4By5BU2APImnA11htu/iuxceM6hHm6ISj5HjdqWbuJ1IDfilZcixHAeX4U4mJFWBoQgl15WdjoOAvh6Q2AshP/3hMEgSAQq2PWI9xLgJCDD7npYww19WrFg58TSfjxaUxqn4TfpPDRw0SACBABImBdAhJ0vaxB7Ys29Kq3Zqq7JetDd6cYEg3dp36TjiN5L9rrq/GssWukZk/9Tjn6WutQW9+q3wf1h0x7pBU/Gd53d0LMi7Ck8yVqa16gXS+o8bglR19bPaprG9GtqtnTeEze24rnNfV4Y2xYWvHQMEyHkyZAwm/SCMkAESACRIAIEAEiQATsgwAJP/tIJ/KSCBABIkAEiAARIAKTJkDCb9IIyQARIAJEgAgQASJABOyDAAk/+0gn8pIIEAEiQASIABEgApMmQMJv0gjJABEgAkSACBABIkAE7IMACT/7SCfykggQASJABIgAESACkyZAwm/SCMkAESACRIAIEAEiQATsgwAJP/tIJ/KSCBABIkAEiAARIAKTJkDCb9IIyQARIAJEgAgQASJABOyDAAk/+0gn8pIIEAEiQASIABEgApMm8H8iGS4ohuROOAAAAABJRU5ErkJggg==[/img]
a)
Zug Nr. 3 fährt um 12:00 Uhr in Altheim ab.[br]Zug Nr. 4 fährt um 14:40 Uhr in Burghausen ab.[br]Auf der Fahrt zu ihren Zielbahnhöfen begegnen die beiden Züge einander.[br][br][br][br][b][size=150]1) Lesen Sie aus dem obigen Bildfahrplan ab, wann und wie weit von Burghausen entfernt die beiden Züge einander begegnen.[/size][/b]
b)
[b][size=150]1) Argumentieren Sie, dass die Züge Nr. 2 und Nr. 4 mit der gleichen Geschwindigkeit fahren.[/size][/b]
c)
Die Fahrt eines Zuges Nr. 5 soll im Bildfahrplan durch einen Ausschnitt des Graphen der Funktion [math]s[/math] beschrieben werden. Es gilt:[br][math]s\left(t\right)=-80\cdot t+1160[/math][br][math]t[/math] ... Zeit nach Mitternacht in [math]h[/math][br][math]s(t)[/math] ... Entfernung von Altheim zur Zeit [math]t[/math] in [math]km[/math] [br][br][br][b][size=150][br]1) Bestimmen Sie die Uhrzeit, zu der Zug Nr. 5 in Burghausen abfährt.[/size][/b]
d)
Eine Eisenbahnstrecke hat eine Länge von [math]200km[/math]. Nach einer Sanierung der Gleise können die Züge mit einer um [math]10km/h[/math] höheren Geschwindigkeit fahren. Die Fahrzeit wird dadurch um eine halbe Stunde vermindert.[br]Zur Verdeutlichung sind die Angaben in der nachstehenden Tabelle dargestellt.[br][math]t[/math] ist dabei die Fahrzeit vor der Sanierung in Stunden.[br][img]data:image/png;base64,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[/img][br][br][br][br][b][size=150]1) Berechnen Sie [math]t[/math].[/size][/b]
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