New York, March 4 2024
It is our immense pleasure to announce the appointment of Jérémie Bourdon as the Lycée's Head of School!
Jérémie is an educational leader and accomplished executive of great humanity, with a strong work ethic, vast knowledge of our school, and deep commitment to its bilingual and pluricultural educational mission. Most importantly, Jérémie is intently focused on the well-being and success of our students, faculty, staff and community at large, which he has demonstrated throughout his tenure at the Lycée.
Jérémie first joined the school in 2013 as a math teacher, and rose quickly to positions of increasing responsibility. He has served as the Chief Information and Technology Officer, Head of High School, Director of Secondary and Deputy Head of School before accepting the role of Interim Head of School. Through these different roles, Jérémie has developed a high-level, strategic understanding of our school and an impressive grasp of its operations, with strong relationships built across our community.
Jérémie holds an agrégation in mathematics and a master’s degree in probability and statistics. He taught for 12 years in Grandes écoles preparatory classes in Aix-en-Provence before moving to New York to teach at the Lycée. In 2013, he passed the Concours de recrutement des personnels de direction, a highly competitive certification for school heads in France. Jérémie has also successfully completed widely recognized programs for new and aspiring heads of schools at the Harvard Graduate School of Education, Academy for International School Heads and National Association of Independent Schools.
Please join me and the Board of Trustees in warmly congratulating Jérémie on his appointment as Head of School. In partnership with Jérémie, the executive leadership team, and with the dedication and commitment of our faculty and staff, we look ahead with excitement to the future of our wonderful school, community and incredible students.
Yours sincerely,
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EHeKFXFAX6tXpVVQHAldq9UOyFhPf3f/rLyN9Kqe5HEKElf/9abnr9/m1KKZRlufX1ZT3DSKFSKrS6OTDGHFhrEf4opU4AHPsfGGNOnHOnURTNmqaZNU2TZ1mWj8fjPLSS8S97pYN5C5FP6UdblqUgJISQHYfi78uyVeRdN0VCfPZCyxWg9dOTTlwAUEpFYdo2aNSQ1O1G2lYieQBQVRXKsuzEXhi5C9O52yJ4wetv/N8XW9fdJo8NBZV/f1du2/Y617FN7PUFnrwfeX/9x217rnB9Zf2kWUTWW6KGxphO/EVRtB/H8X4cx8/8czxXSr1wzr1QSp1qrWdN08y01rmkh8VORj77NE3L6yafiC2PCMbQf5Deg4QQQij+vgw3ir6+mfIW0+TMGDPykTvAd9v6/2Mf4QtF3iMAcM5NVqtVF9ETUSe/gbWwC39EKG0TRWEatB+1e5d06zYxFaRTZRt0wi9MvfYfdx3X1RiGP/1t0H/P/efZJgybpoFS6sr2CUWh/EgdIQBEUXQUx/HRYDCArxt8ZYw59R3EM/96M3jvwbquz51zeZqmufgLAuvooAjEUABugWlhQgjZUSj+Pi9vHXMmUZvrpmRorSdBNG/oH5b1a/Tqup6uViuUZXklXbut+SKMem0TNsCm0Avr6kJhJsJNbn8XwgjcNvEnVisimj4k9RuKtm3iNoxsVlXV3bbtcbKdtonIbYIxfG/9NLFspyiK5OcgiqKDOI5hrS2UUi/9U70CcOqcm2mtT51zc2PMrK7rubVWpo10aWJCCCHkOij+bhki/Ky1GbA2VPYpXBF+f6+UkrQtsK7Z2y+KAkVRYLVaQer2RNSEom+b8AvZls68LsoXpjTlB4B0wl6p4duG3O+jfAXaRolTf/cJ1g0TF2KifAP9Greu6UUpFRtjhhJBRev/F2Pd2AIAj5qmicPoqIjBUEiH9ZD9xhZgUyBet13ltiAl3HURR1EUJ0lyBACDweAIwAul1LFS6rhpmmNp2Knr+hwArLXQWkdhNJAQQgjpQ/H3eYiBt6d1oygaG2MmEt0DAKXUo14K93FRFHFRFBtRqDB61a/X64u7ftdqn36qMmxmCO+XvwOxgiiKoLUWG5MZehM2Aq5LR87hDZR7lim581M1gsduq428MspNbY5wkxR57P+WbuehbHMAE631OI7jEVqBLSJxIkJa6iLlt9jahOlj+b//GVxXSxg+rixLGGOwXC7bNxpF8N3Ehz4qOAfwEsALY8yJf45T6SR23ly6aZq8qqp8W61gUP8HMAVMCCE7A02ePxE0UCaEEELIbYSRv09PHEb8+vV8PnUXqfUYtanWel8p9dg//hDAUVmWWT+d268tC6NMYX1aP13b757tp3TDmrswqifRviAKKFG9OdoU7Ru0PnYyAm0BoJQInOe6iF9nYeKX7yJ8zrncpzb7z9Uh0b3wfudcGdwf9ZbtOqTV2uuwa6CR5png7whAZoyZ+G0wxjrdPgUwkUaaomhXQbqoQ7/D8LPpN5jIMkK/4zlMr8dxPEmS5OlgMPhe6gJ9x/CxNIporRdN08yVUnOJxhZFkadpiuVyWezt7UVnZ2eyjSQ6ygggIYTccyj+Pi3x3t5elKZpnCRJJmJPa93V8wW1fFmQ4j0A8AQAyrKcXF5eQmr5JCUoTQkh27pR+8IuFHUiJkKREQq+OI6Btt7uBYBjn3YFgEXTNBsTKvx9C+dcIcuFy1wnyvxyVwRH0zTdMlu87q4gac1wmdAKJUy1h8sDm5Y5/veGbY7/HQOIxDMRXhT6RptMKTU2xoyttdPBYPA7v8xR3y9Rfvcbcd7WOCKfnaSDRVgWRdHVBSZJcqSUeqHWk0ZOxTrGGDP373te13VujMnDbRWIQEIIIfccir+PSygwoocPH2ZxHGfGmMzX8k1Vz3cP68jRFMBBVVVxWZZYrVYA0ImEbWPSttXgyf8ArnSV9rzm+g0aIpQW8BMp5EciSYH4K9FG5gC0ws7XmBUIonMi8kJxF4o6YC3sttEXe9f52nmu3HeToEnTdON1vBgsAEC6ZwUvCnOtdSzbQLqvlVILpVTmnMv8778ppWZ+mRfez28KYOqcy+QzLIpiw1txW1Rwm71O34amLEtcXl4CgIj2btJIFEW5UuoFgOdaazGUPm2a5sRaO2+aZpEkiXQI536bXbs9CSGE3A8o/j4eXZQPaCNLg8FgInNytdYHvkv3AG0qFwAOmqaZiMDrCz0AW5s35KdvJty3EelF8BDHMaIoKtBOlpAOWhF1F0CbYgUg0TuJ6JWSdvXLFGH0TsTd24SdiLm3iLitfGBkSl4nfofHh1HCrcv2o4VhpFBS9z6ye+wXG0tUF21DySSKoiyKomwwGOyjjfAC7eg8hGnjcF8A1vYzfYG4rflGRH4cx1mSJE8Gg8GhUuq5X+YvaCOVJ03TxGgF/jbTaPoAEkLIPYXi78PYiPAByL799tsssA+B1O8FP0cAjpxz+xLVK4riik3IdfVgfcsUOdEDXSfoFdEXRREGgwHQpm0B4Llz7sR3hc7Qpmnz64RdKOquE3LAzenVkOVyWfzK9OKHihGxe+n4lWKyE4heEOZeDOZe/OX+PkmFhx3G0oE8UUqN/d9Ta+3YWjsF8F3TNAeXl5cQn0Zg3V3crwsMu4QBdPuOCEefGs6SJHkKtKlhrfWPaG1jXmqtT621J9baWZIk+Wg0KgDg/Pw891FACkBCCLlnUPy9G51PHID44cOHUTg/t5fSfQQA3ofvwP/shyfzMKp3nalymKoN7VhCESh+enEcI47jjVo+tNE9MQa+YgVS1/UcQOntQDbSsjcJPeBq5O4j1It9DoHxttfoxOF17yccu7dcLos0TeMgZQygrRGUmk6/P4zh7WScc4VSqrNi8QIcAI6D+sGftNaPh8Phd8Ph8HFRFDGwbh7pR4HDxp7QzzG0/JFGIQCIoiiL4/hZmqbPtNYvAPyotX6ptX5urZ1VVSXrBAAUgIQQcg+h+LuZGACm02kmJ/g4jiW1lwUTNx75nzCle1QURewjLxupvG1RPWCzRk9SeVKT1+/A9bdL3d1zAC98l23eNM0CbcRp5iN7c/96ucyIraqquC561+d9UqY977hr5xRve+wX5kp0sM/Z2Vl50/uRRhGt9QQA1HrMnnQTz734XvSjrX75K1Nc4jh+BAD+9yGAg7IsY9mfwrnMAK7UhMqFhlwoyP60Wq0wGAwO0zQ9UEr9UWtdAoiDC4piNBoBQJ6maSF+g4QQQu4+FH9XT/gbEb6wYQMAfIRv4ps15OT+HYDHdV1PtqV0wyhMv4MztFrpT8oAujq90Dz5BG1Txhv4CRhN0xw7507R1uhJ80Vn8Bt2ywYGv9cKur29vV8jyDbqxq55ndsi+Pq8NTrYfz+S5vad3BIFPgIApdT3aAVbBl9nB+DffUPIuXRDV1Ulvws/3WWmtT7xpQNj/1xTpdRzpdS+HwF32DTNdLVaIdznwsagbd3fYe2gTwvHaZr+EEXRd8aYv2itn/v389c4jk8Gg8Esz/O+Wfd1Ivm2fq6EEEICaPJMrtCP3hEi0LycEELuPrsa+duIXGwzYbbWZhLJ8em7A6Abt3aANtr3SKJ9YdQFuFrPJ9GWfndmaN4bducmSSLLiM/eLGzSQGCm7NOIc2nWkGifRPr60apfGdl7H7pu297/d5WtUc00TaG1jv2+8shH/ADgXy4vL7soXJIk0yiKSqXUsTGm80MMU/B1XZc+AphrrefGGKkfPDHGHAcNRD9qrQ/SNP0uTdMjAJ0BeNgpvG0/lAh04BWIJEkO0jQ9sNYeAoAxZqqUeqmUej4ajaIkSRZpmubL5TLaJgD9tgi/V3f9syaEkHvLLom/K6mq/qxdY0zU8+ULO3Z/6x92CF/PJw0c/ZMtgM6GA9hs0gi7dEPPvSRJkCQJtNYnaGv4jgGgaZqXvkN3Udf1XOr2iqLoTHpDgXdwcHAbT7q3cZ1+LRvpz8DqZR/AUwDI8xzL5bKrwSvLEpPJ5KlS6l+VUjNvHI1QpE+n041t9erVq+41ptNpliRJZq3NrLXToMnoAACSJHmcJMmhc+5QGoxEDPbnDctFSt9mKE3TQwAYDAZiRl6K72FVVUXojyjItBCAZtGEEHIXuO/irztx9gv1R6NRJh273mKjs2fx49Vk0sY+gEdVVU2AdXRlm0VLKOzC0WnSsSuNHKH4E+Gn2qkM0p17LJ2gzrnTpmlE9G0Iv1793n0UWLedAr5G1Au5DMAY7T6zMYlFLFnquoYx5pHykzeAzi6mAIDZbIaHDx/2XwMA4uVyWUjjkVJqDgC+UUME18KLypM0TQ+TJNkPBaCsU1iHCqwnjISisCiKg+FweGCtfaK1/qPW+mUURS+rqnrjG4ogEWYRhFtGxhFCCLmF3Gnx98033+Dnn3++cZlQ9N0Q4dsH2pSu1voxgN8BOKqqKut3VEp6NzRb9o/dKv7CSRqS1jXGyAldzJZF8EmHrlixyFzbXAyUr0nnUvh9Ic7Ozkq/X8m4tyyMsomYAtBF/4wx+0qpv/mU/hVev36Nb775pn9z4Wsxc9+Fu3DOlUqpuYxuU0qd+J+XSqmftNaPfFr4cVmW3cVLPyIoFzChIJR9Pk3Tw+FweKC1/qNzLrPWvgwsak601lHTNOVqtcrTNI0DAdit96/eyIQQQj4qd1r8vYW4L/xE9HmrlrG19mufNnsMAGLEXFXV/uXl5YY1SzhpITTVBbAR2QuNl8N0LjZ99ySq19XxVVX1JhR6N82zDYQfT6y3iwhAFo5kCz0cg3Ft+wB+I4bg1to4TdMyjJj9/PPP+Pbbb6+8gF8mT9O0XK1Wua9RXQBtx7Ex5kQplRljRkHJwm+iKHoCAFEUPUmSZJrnOZRSG2ULoWeg/O/3/TjLsh+MMSOt9dg599I/F6QUwT+mSNP0gya4EEII+XzcV/HXjVoL/fmMMZkXfGOl1IG35DgE8D0AXF5exuLJF54M+yfxcJxa2KwhaVz/euLDJ6JPRqn9Io0aaK1ZFnVdnzdNs7jOgy+EJ9bbh492ld64eS77QBRFGzOYrbXy9yOl1L63C0IURWP/VHn4vP/5n//Zf6kCPbuZXg1eEccxtNalcy43xhRKqblSaubTw1BKzaIoOvrqq6+eRFGEy8tLFEUBY8yVxpCyLDcaQ9I0fTocDr9XSv3RP9f/p5Q6ds7NlFJvtNZ5URQ5eFFCCCG3mnsn/vb29nB2drYR6QMAEX5+xu4jpdRTAE+LopiIgW3fiDlM6Qr9dG6vWWMG36gB4JX33utSuV4cdBM1/P/lNtFHkXe38EbNOVoPxmMAGAwGMrt3o/azaZqJryud+vsyrXXuI9X96Sn9lyq23F4AbXR7uVwupGO9ruvczx0+sdbO/Gsda61fKqVeZFl2mKbpk/PzcxhjuoseYJ2yLssSWmvUdS0iMN7b2/sBaOsNtdbDpmkipdS5vwAqw9nIZ2dnV/Zj+Y4SQgj5Mtw38RcDiB4+fJgNBoOJt2qRE+zEC7/fAjh0zj25uLiApHcBbNRAifATsSf2LGGEbzAYSOTlGMBffN3eKdA2aqCN7OV1XZ+L0BNDX2GbAfPbuKmg/vj4eFu9GPm85MCmiXfYANQ0DbTWY7QNIjDGjKSJos8NQulKFDC8LxRg/iIoBwBr7dwYc6qUOtFa/1VrffLgwYM/WGvj5XLZGUYDVzuD+1Hwr7766g9KqakYoEs5Q9gEwvIEQgi5fdwn8Rc/fPhwHMdxZq2dBvV8fw8A3g7jd865IznJSaRP6pzk5BYKvnDqBrBZy4f1WLVjPzd3JildmZ0r3nthdK+/4n3ht8WX720j0jb4+eef+x2j5BPT6/Z9BKzrQ0PLn94cZ/lcI6VU5BtHNi4OgBtNtzfsZsLxc+H+lKYpfDoWQBul9E1HC6VUrrVeDIfDJ3EcH11cXAAAQqsYiYKHjU5A+30ZDodPBoPBvjEma5rmeRRFMot4AQDT6RSz2UzWlRBCyC3gzk/4YJRrO69fv/7Sq0A+EtPp9EuvwkeB00EIIeR2cF8if/F0Os2CqN++Umrf27Yc+WWOVqvVRKJ+YW1fiNRmSYRPpm3IxA2so30vfLTvig8fAIg1i/CO3btbCSM6AYyk3BJ6Vi8TABNgXTcntX7hZJcQpVQshs8fwJXoX3+BcP/x6eCFMWZmrY2jKHplrX2htf6f1tp/fPDgwT8BQJIk+2dnZxsehdL9K5G/oERimqbpM2/7kov1jN8GofUL91lCCLkF3DXxJye5yP+dAcDBwYFMPDjwhfS/RdvFe1iWZQa0zRz9Tt6wFgtYd/FKWjeOYwwGAwD4Eb6I36d4j51zp2J4K8bLwFrcLZfLQnwFQ96xrq+/zHW1XTcym80YbXkHfuU2igBAay37YyY1pCL+AosXsQMq0Po7/gK0jT9il3IdQfp0G2/bp7r9R357MZiPRqNiMBiUWut5FEXQWucAkCTJU+fcE//eNppBQjuY1WolHpcHg8Fg7L9LsdZaGp9gre1Gw6E1pKYIJISQL8hdEX8xgGg6nXYdvNbaiRSaK6XGWutDL/p+B+BIapbCWbvhVA4Rftvq+QaDAaIomgH4C4Djpmleou3ihHNu1jTNvK7reV3XeX/Mmqzw2dlZeU3E7grvUBR/32bk3ho+ljgOondZODpNmogk+ucvJl4CeNk0zQkAVFX1pqqq/BN2eG973gIAXr9+XU6n0zJJEmkIyQFAaz0bDAYwxjyx1kIi5mGkXDqApZaxaZrJcDj8g9Y6ds6Jh2GhlIr9nOI8TdMyEIE3rR8hhJBPxG0XfzHQRinSNI1lrmlo0AwAvrHjvwB4VhTFRIRfONM07OAFughMJ/YAYDgcQmv9HMCPTdP85Jw79ifm2bYJG8CNnbfbLDl+LTxJfkQ+lvDzXpLyMwntUvxEDzRN0xmAA3jhZzafAm1zxGq1yr/QWLTC/8xns9l8PB6fAkAURX+J43gWRdHz8Xj8X7XWEwBXIoD9yKbWejIYDJ4qpQr//xyB0CuKIu/PB76hm5kQQsgn4LaJv400qYi+NE3HPtInc3f/3nfvfucXfVyW5UQMa2UiR2iwG9ZdKaU26vnEBgPAn5xzz51zL5umOa7relZV1Xy5XC62dePu7e19SAqX3AI+YTq86HX0Xukmhxdc3hsQVVUVfv/6YvuKH5NYpmnapZ+ttcdoU7jZgwcP/gVov0ehNZIgUcCLiws45/bTNP0D0M0ejmWUndY67tsdbYM1goQQ8un43OLvnYrag+L02BvWShPHgdb6ewSpXWBtzixNHKEdRThrV1K8Ivq88e1f0Kbh4KMxXbRPRF94QiR3n09cB9kJlr4tSiD+SgClNAfVdV1+oahfn06ALhaLwlp7HEVRCaDQWkcPHjz4QxRFsZiii/mzlFKIGHTOwTe+YDAYPNNao2mayBiTA5hLmYU0QfUjgcDNXpaEEEJ+Hbcq8ieibzQaZcDGSLbvtNaPlVLfA/h9WZZTifIBa3Nm+fEF6BvNHBLpGwwGiON4DuBH59xPTdM8D8xpTyQFN5vN8ul0ysjDPeQjp+LL0WgEeEEHoOx384Yj0yTy56N+t3maS/6///f/PhmPx3kcx+e+GWSWpukPxpgDoBV/q9Vqoxu4LMvOKxMAjDEHURQVWusCvm4WQFdnK9R1Xcooxrquy23TTj4UThMhhJBNbo34C2fxpmk6BQBf1/fIGPOPAH7fNE1n0BzatEgNErCu5RNz5jhug41B5+5zrKdx/M05d+oNmVHXdb5arfIvnYIjd4u6rsXMO/emyQDQlRhcw62NbAVdxWWaprm1duEtjTKtdSbfKT8xpxO18iNdwEBrazMcDg/jOI59CjhTSh1XVVX2BSCwNjxn5I8QQj4dd97k+VOxt7cHSW8RsivcYCdDCCHknvC5I38bhrRCGPXzNi5fA11k4THaLt7Di4uLrr4vNJv1s1I3fPqkrk86edF69b0IIn4z8emTAnSJ+vWjDmdnZ/TLI+9CgbY+DsB6LnQYFQuRho9bPP+2WC6XkTFmrrU+8f6EuXgBWmt/l2XZU6llFF9DYLMZBGi/y9baI98FnGut5/L+tdYfLcVLCCHk7XzRtG/Y2JEkSRbH8dQYM9FaHwGAb+54KsIvTPf2bVukoUMMmtM0hTHmGG1DB3wX76n36Ztd59N3i0/E5BbTNE1hjCnRChsA6GpPAVwRfreJm6J9Z2dnZZqmZVEUsyiKijBVq5RaWGvHaZoehh3NUv8HoPMB1FrjwYMHz/z2yLXW3Ys650prbSldz/wOEkLIp+WL1/yNRqPMWhvHcfzIN3YcKKX+0d/9BxF9ob9Yf1yW1PdJxM9bt0ik728A0DTNiXNu5pzLRfg1TVO+o2cfo3/kbXR1f/3IX2iMfJtE4Ls2QiyXy8IYE2mtc6XUPBxFp5R6PhgM9pumycTvL4xyigWM1hp5niPLsqdKqZlS6m/iBaiUeqsROiGEkI/HFxN/kuq11sbW2sxa+3XQ0fsHoD05LZfLzrfPOddF+aIo6joGZRSbMWZjKodP8crYtblzLnfOlU3TFE3TlEFzxztBAUjeQgmgDO2FwujfHaUAENV1XTZNU/oyCQCAMSZXSk2UUtlwOHzWNE0WzgAG0EXpZTsYY+LBYHCklPpJKZUDgFKKhYaEEPIZ+ew+f1tSvY+88PsvSqkfmqZ5en5+DgAI7Vz8iaMbwRZ070JrfYJ29m43d1dq+kT8haJPpnTISvUifvcq3USbi8+Dr1+TejYA67TvNeLvi0a73me/kO+HWLEEqd9SKXWstR4rpaI0TX+QizRBIoESAby8vESSJIdKqd9K5M8YM9Naz621SNNUZhDfq+8hIYTcJj6n+IuBVvQBQJIkWRRFY2vtvp/L+6wsy6fn5+edTYSYNos5cxRFSNMUw+EQSqkXaAUf0Iq+U5/WnTvnFnVdz5umycVIV0Qf0NpJABs1fu9M/6S5t7d35wTWu6wvo5wfRCl2LwBgjMm8wXFfAMZAOw/4S6zkhxJeMAGA1rowxsyapnnu//46y7IjABtpX0kHy6i7y8tLpGn6O631wi97aox5AyD3AlMawygACSHkE/BZI397e3tRED3IjDETpdSBUuq3AJ7leY6Li4uuU1BSSFLTl6YpsizLAfwPP3t3BgDOuVld1+e+ni8P5/DKa4cnrhtq/N56splOp/Icv2JL3B4ePnyIuq6793OdMLyLIvdz4pwrnXOFF345AGits+uifndM+BXy2adp2n2XfB3gidb63Fq70FpnURRhOBwehR6cEg2UWcer1Qppmh4BOAEApdRLpVTmfQC/5DSdt30mNx0f3uXzpJglhNwKPpf4i/f29qLRaJQNBoMJAFhrp8aYQ9/R+8NyuewsXMKCeQBdtM8Lv3/zwu+4aRoxZ57307r+9itRvXdp7rgOEX7vu/xNQjEUVCKw+hG3uyS6wnW/S+v9a/AjAAtfU5oDmAGAMWZqjNmYOnOHKc7OznB2dibTNwAvZgaDAaqqQhRFL5VSkziOp0mSTIG15YsIwLquURSF7Ocy/3dmrZ03TXMcx3GRpumXGHcXA2sHgmuQ+8r+bTdFyYP3IgKRIpAQ8kWhyfM78r7Cj7QnRKaOCSGEkNvFZ0v7Smev1noMAFrrfaXU3wN4UhTF9PLyElVVdWleAF2d33A4xHA4PAHw/zRN87JpmudVVb2p6zoHttfzCdu6ed83qiCpUUK2UJydnWE8HpdN04gB8hxY+0/eMOZNokaRj5Le9ohQ0fuN8/Nz1HVdJkmSG2MmAGKtdZam6b8A6Gb9SgdwXdddTa98z4fD4VOt9THaTum5MSb/0Nm+vybaHEb9pDZZylSA9bFF7ruJ8LgTPq8/9rCekRDyRfks4k9q/bTWkT9BQCn1SCl1COAwFH7AOt0bxzGGwyHSNJ055/5H0zT/s6qqk6IoTlerVVcb9J52Le8t/Ah5C8VqtcqttZL27cSfeFL20r4xvnC370ckB5D//PPP+cHBwXEURaVSKjPGHAHAYDA4FKsmAN1FlHOu6xpO0/RQKfVYKbVQSmXW2hift/avE3N90efXBeHffiLJBv064zRNu/v6QpACkBDypfkc4i9O0zT2Y9smWut9oB33BOBotVp1HYFyopTB8WmaIk3TOYA/+ZFsC7FuCUnTNJYD7HVX5e8jEAn5FZT+p7uIEQLz46lSamKMGX3+1ftkFJeXl3OlVKSUOjbG/AgAaZruV1WVlWW5EQV0znU2TsvlEsPh8HdKqZkx5oXWepamaTybzb5k8wd8piICAK11rLXOfBNPrJTK/GKRGMcDKK21uYyLFEajUQRsZiUoAAkhX5JPLv6CqF/sD5yP/F2PARyKnYuIP+nqBYDhcJgD+H+ccy+dcyfS2AG0V+bhwbQv+vr3E/IJ6fa9wO/vSpOHCB8AUwBj+OhfmqbxF2hw+GjIeLjXr18vHj58CKXUC/mea62z4XD4z6vVqrNukos9aQYpigLD4fDIP25ijMmMMTm+oDgS4ae1lmhfZoyZiqk12s8PSqnMOTdTSk3EfSAcgbcNOb7d5c+cEHK3+ZLj3eJwDFQwASCMmBQAMgBjpdTUWgvn3EJrfR7HcSmD4UUQiqdfiKRjRAyKSAwjgb1uPF6Jkw8i2P9KAFuFn097HiqlniulJp9/LT8pxevXrxfffPNNbK19CQDOucwY87s4jg+KotiY/SspYDF/HgwGB0qpaZD6/WxMp9PMGBPFcZwBVyJ9mdQo+1KVqf8BgIlS6hjtKMljrfWpc066l+X4lDvnSq11JMejQADKKvC4Qwj5bHxy8Xd2dlaORiN4G5bcObcAAKXUiVJqZq2dyvxTsYKQgnAAk8Fg8C9+WZngMfND4Rci/tDWB4kY7ERh0zSFpImttWVo+JwkSRbU54Smz/LaPBiTX0UY+ZN61rIscXFxIZGuPwPthcmHNji8C5/ZcqdYrVb5YDCYA4BS6lQp9WIwGFwRf3LhV1UVVqsVBoPBoVLqN8aYkbU2u/FVPh7xdDrNkiTJrLWZNKQZY0ZKqbFSat/XJx8B+KfLy8u4KIpOuDZNgyRJpoPB4Km19sSbz7/UWp82TXMCtCbWdV2fBx6QPLYQQr4onyXyF8wFzQNj5mOl1AsRf3IyCE8KTdOgKApEUbQfx/G+tfaJUupYKfUKwCyo/1vAT1cAkHvxJ5MWRn4dzr2JLJxzhVyJA0BRFDmwWaRNEUg+FhLhlikXq9UKw+HwUCk1BbpGgrfWt90238Tr1mc2m+VZls2AdoqJUup5HMdPB4PBRIyeAWyIP58Szqy1U6VUppT6HA0xsZSl+PniU621RGPHSqmp1voIwGHTNE/Pzs5wcXHRdS0D7TEqjmOZWrI/GAz2jTGHSqkftdZDv0zpMw/QWpfW2i76x9QvIeRL8FnE33K5LKTbNxB/Y6XU8yiKDtI03Zer6dBSRf6vqkpEYGaMOYrj+MjbZ4RptnC6wgJtx+Xc/w1jzBzARV8gOufyOI7FMibPsixvmqYYj8f9KSE3TQO5t7OByfvho80ifE6stfsS/esLQDFC1lpHvhzhWgEodXV3hEKaHrTWc631sVLqx+Fw+ENRFF3tnyD1f2VZwlo7RSu8sveJhr5NGF9joB6laRoPBoNJFEUS4ZsCG24ET8qynF5cXGC5XEKOUxLJdc5tRHirqkKSJPuDwWAqU1yUUgu/LfKmaaRbmMcJQsgX40vW/BFCAu6SwBuPxxiPx196NQC8X0SUM6sJIeQzi7+maUpviQAAx0DbRTcYDJ4OBoPD1WoFiQwA67mgcmVdFAW01p05LHyXpXNOrBcmSilYa7vO4Shqs0dKqRMAM6WURAPnvv5w4Zyb+3VZwEcDnXNF0zRF2FjiX6tsmqZIkqQMawZ9vaDYNwC8st85mqYp/b4jkb8XcRzvSxOTlDTIfh1E/mLvK3cnGo7SNA3rcq+ji/xZa0+dc8+11l8nSXK0Wq06WyegTZ02TSPRwH2fbj3+lO/h7OwM0+k09rV+U6XUI631Yx/tA4BDAEcXFxdYrVaQY1PoRyoE695lKuq6jrMsewK0+wGARZDOLqy1cV3X3ai8s7OzW/+5E0LuD59N/IntitZ6DrQpVn9iWPi00FGSJE+NMftycJWDbci2Ivr+/XKytdZ2tgtRFO37H/j08EwpNQPwxv+Gc27mnPtFKZU753KtddhA0tULSiOJNJFIBx+w7hzmVJDdIiht6MQfgJdRFP3eGJOF+2xQ9zYB2gsga+0X9bR7H94xQpkD7VhEa+1JFEV/VUrFaZoeSfpUav6k0ct/16e+0SL7xF5/sdT6aa0nvpv3EMATAGia5mC5XHapXjkW9b/TSqnuM/Up3c66SsS9tXbqnDuV44zgBb+Ivjsh/Akh94PPJv6Wy2WRpmnXXGGtLb11y8wfNEulVG6tPfzqq6+eAkAURVitVhsnCUEiKAA2mkTC+8Mrcqkr8sIws9YeWGsPjDEFgFNg3YEMP7UgiPiVWB+YL/ztC+fc3Ed68jiO8yzL8r/7u78rgK6JREThTQd11gveP3KgvZhQSp1orQ/Dur/gt9iKZNbabDqdZrPZ7N7tA77Ra+6cO/UXfBNrbSeketYv+77DdvIJoqESlY+++eabSRzHj6y1+1rrp0qppwCeifF0WZadQJVsgtb6So1ff2yfjPLrWVb1l4kDy5fO0uYd09fSCLMtw3BTXTIhhHR8DvFX+DqbDZf7wID5RGs9N8bMfCfvT1rrvwDAcDj83XA4PEJ7wItDrzQpEAfQXXX3RWBYmF1VVXdgloOzTw3HURQdAID/PUN70MyVUuHBVCIQ576Aey6RQgC51roTgkDbYBKmiLdtmKqqitFohLquS+87GGFTaJI7hHS1i52Rc26hlJoFqUT422W/zICuIzYKxA5wj/YBHylfeDF8HEXRxBizEbmXbVIUBeI4fuR9PX+t11/4+Gg6nXaj2+I4nlprv/Op3qdN0zy7uLjYSN/K8SQUf0qpjdITsamSY1AoCgPx1019EbTWUWgGLU4D100oCmcMiwF1aFm1zcN0i5i8N/sUIeTX8bkif8W2q1ofDcwBIEmSmdb6lTEms9Y+BwCl1P/04+AiAJlqZ4Y+MsZ8Hcfx47IsJwC6OsHwgB3+CBJpUEp1J5tQMLp23uhU9SYzyHvwv6WbeOYjhRNfMzhWSnX1g975P/fegnLgj4K/EUVRIQLRTzSQ+sG+zcU28cgD+S0lMB+fA5iLaAjul31uDAA+zXlurY2D2a/3Cu9zNwNwEsfxkyiKNub8Suq3LEvEcfydUmqste78Dz/U5kYuOtM0jdM0HQOAP8bsa61/q5R6AuDZxcUFLi8vN7p4nXNd+UhYQxxFUVh3nK9Wq0zmkwv+frlgvNbbLxS4MgauP0NYax2L9Y10EAu+fCZqmqarQR6NRp2hfSAEw3pkXLc+b+F9xDiPT4TcYj5nw8fWA/jZ2Vm5t7cXeSEYG2PywWAg9YHnPiIYYy0AJ/5k+WMvYjcFMBF7mL6w60cFtdbdFbxcgfcO2F16xV/9hwc+SUUVACJfyD1xzs3FKkJSwt5bMPfPJ+9DXqP0noO5tTYX/8EkSbo6p6qqitCEWrYZrh6IebC9JYiZuNY6B7CQ5oYw9ev3xQkAKKWmxpjcWruQiyH/XbkXn6lPcUrt7ELE0zZB7AXUIwBjGa32gcIvDoWfNHYAgBd+R0qpZ/DCT2r6ZJ3k+BAKPt88dtJ/HQCZrL+ke/188mP/3mbSRAYASqnIP3/3HZZRcoHIy7zRdIY2QtyJv6AcZeH8XOGmaXIxxpY6ZJ9Z6MZc9i4q3jWd/lknrXwEtq3vvfgeEfIx+dxWL9d9Cbuo2uvXr+O9vT2Jgs18UXZ3JeyL52NjzEQpNQYA1Y7Jyny0IDPGjNGeWMcAvvbPLbf1U2viDQj/u0R7sJUf6SiWdY29EJTxTrFfrvTrI8819o0lpXMu9wfxyP9c+OcsfHPJwjcK5M65wv/dCQg5kIcm1MAHH8zJp6cMfuciJKRmDFg3OQCA1vqRUmrhJ9eE3JsTmVzk+AukeRRFk774kwu3uq5jY8xEa5315h6/t1gR4RdF0dha+zUAKKUOlFLfA3iW5/lG5kAiepLqHQwGSJJkDuAlgDdoy0ImAPb9SzyS9ZfHxXGMJEkA4JW/bwZvRN+P3Mn/Wuuu/tOXAYz9cW0c/A0AUeBV+guAmW9M67IKXlxujJMDUGyJKr/tmNGtqwjpt/GFo9Yb69sb23kdd/L7RMiv5Tb6/ElEDdhievvq1at4b28v8lHCLk1irc2UUpG/Yp4EEUI5aP7GC7AJfK2Vf51+w4WIOVkuC4RbyAJX0zkx1gfgzDkXoa0dlKjl2C8nrynCM/PPVyilcuk29s8TO+cKa20pxrnXzSnuRUh4UPsCVFVVRFEkad/COZdLNKg/yUbShEmSHCilftFanxhjomDu671K//qIaA5g5sVdd59EzqSm1xiTAYjCWrf3QcSKjG3zx4THAKC1/h7A7y8vLzfsW6QWGACstUiSBD4K/2e0oyULtAIuPIbshx3A8jgAz+EbyXy9Y9hAFnmBJheSkAhf8FsMpx+hPRZ1F5tq7VJw6pwTy6xulCV8lNU32hQAFmJHFVjL3LRvbYildxV+suyn2m/FqPttr7/t7/v2XSLk13Ibxd/bKAAUs9ms+zJ7MZhLlNDbx8xkKDvQRgcDERfODe0fFKL+gRib0UJgnbrtN2eEnoByX1jvJ2nf7grdP/8c66vwHEGzybaIYN9iJhSDNxR7y7YjnwmJ0EjqMJxf3RN/h8rPwA1qwK77rO5kQ4hzrvSRvgsAC2mgAHAlJe7r7j54vFuY7vXp1LHWel9r/dgv8vuyLKci/CRdK1E7AEiSBIPBoADwAm20D16MTdCOezsAAKn1E5sX/75OAPzFOSfib+7FWAFARF8m5SLBc48DwbcP4KCqqrhvMWOtnUZRdKS1PlFKPfeTkxZBg1rhS04WTdPMESDHh4C7ltbFdDp9Z0P06xpohPtUXkHI+7Ddi+CWc9tmnN4lON2AEHLX+fbbbwG0xzMe0wh5f+5i5E8oen93KeLj4+MuNZwkidTSdAXV/bob+CiDpGGCCKFE6sKGj34UEGozLbwtvRAFv/tRx0IpFfm6wBI+6hekcCQSKPWBedM0udT1yHu7ri4Q2Eh5sC7wEyJels65ElhbnGitc5967LpJZcav51Ap9UIpNZG5rxKxuA/pqqqqCt+MIPWvc2vthi3Klu76OGyI+FCMMZLyfQTgd359DpbLZTdjWGyfjDEYDAYAIHV+PwI49RY1GdrU62Fd1/uXl5cAsGFWrbWWppDnzrmXTdMcA4CfalRifSyRqN/UrxeUUgfw0T4A+6vVqrOzkuY1oHMkkPTyfpIksS8VkdeQWuKFc24mHcN1Xd8ZE/EPYVs0MCwNCo+LW6KfG7xLepmQu85dFn830aWG9/b2ZATbRo1guHBoqeALr8/7J55Q/PXEY+Sc60Rin6Cmp/Spr3FvkXCCSHhQkufLVGtNE3lhGqtNGxlorUvnXBFFUSc80jQtgLbTcjQaFQDET5Begp8I2cfCzwWteD+JouhQGgv6NX9FUWTe3mRqjMniOMZyuVwA6xTmfRCBfVTPKLkvAGU7fghBh+/XWusDrfURgO+BNlUrokp5P74oiqTGT57iGG0dbuYF2ncAvi+KIg4nD0mTiHT4GmPmaOsDxS9ULiq7zl2p5/OCTzwgH5dl2T23pHpDOxzZRvJTVRWstVNjzBMEF79KqQLAiVLqtGmaY611aYyZG2PyUASF+1RYHycXHv3jpVjJSPfwNhH1hfbTDED88OHDrjkwqAGXhr3COVdWVZXL+wq6oAEeD8mOcV/FX3fl1jsYFWmaxoHBNHyd4MZjlVLRTVfKffEHANdFKfyykb86Hzvnsm3LbSFcb5kJCrQHutyLwOsOWGVQY1QGI/XCMXTFt99+C5loQD4+0vAB4DhJksPVatXVuQW2JlitVojj+LFS6jdKqcyfrKM0TbsT7F32/+tdbEnH+wahqPHb6H13zBjo6n9F+InQegzgyeXlZQy021tsXaROz3fozuGbNODr/NBG+/adcwfL5RKr1eqKbZRSSmoEgTbqd+q80TcAaK2la3fiP+NDtBG+o9Vq1a2TRCL7VlXBNumahuTioSgKaRja6CQ3xuwDeOGXz5VSb+I4zmTC0rYMgVy8xHEs2ZKNTEkURUVd11fcB94WSfvEZKPRKIvjOJMoL9BFV6V5D/Az27XWczkeygWWh1kRslPcW/Hnke7dTgRuudotRqMRACAQgd1BIDRPvY7rJhH0IopzY8wIm5HDMIV87e3h/T6lE/lI4JXXDJYpfQfgQu6rqmouosJvBx7sPiHOudIbPZ9Ya+fW2q7DNRhnhqIoUNf1xBgz9Sev0lqbhxcpwN0WgJ5O9PXFU/8HW6ZivCt+xnLkG76mXmwdrVYrAOtUbejj55s7/h3r74RYPu3LnF/pDgawIcaMMUiSBEqpHwE8b5rmBGtvT8A3cnghegDgSdM0+yImgbUglWhfuH0CQ+kNg3oxxZZO6VD8JUkyjeNY3AZmxphR0zQLa203YSlsEAuFn++0hk+Xd1kNn7KPm6bJ5TnC7f4F9s04TdM4juPMWjsxxkyDBpox1k178j1cGGM6E/YwEur9ZpnuJTvDfRd/wObg9A3EYDo8iPWjgDI66aYXqOu6vMaSovDPKUIs70cNQ7sHbw2D8ICLoO4QreF0mCLuC0epJYJ/PrGOWfj1yJMkyeu6Ps+ybBFYb4RCsG99Q96TMMLqO7VnSqmXcRw/FcuXMFJTVZXMnZ726kfRt/O5awJwuVwWUncLdPv2RLpsg9s7qxX/Hewi70FK8q2TPvpiQGt9AODo8vJyo2MWQPdagbiaYm2pMnHOTUWghSlYqQ8EIMIR3qNxhvY7/di/p2nwvPsADpxzk9Vq1VnMiJgMBV/YBS0CNTSil5/QKgfAxri8gA07K7kglc8kTdOxRMy01lMvUqfB+ncXol5A/eKcm8VxPIvj+MQ/12y1Wok5+ae+qJRo3vgf/uEfJtbafaXUgd/mkp6H/3siXdjKT5cB8Fxr/RMAGGN+rOt6niTJIk3TnCUxZJfYBfEnbLU4CE+k21IhbxN+QHdivvaAIRM6/BSHK/WG14xv2mhCQa/RxAs7BMuKRc1Yre1tOgHol7vwJrsLAHnTNHNrbd40TS5TRUajURHU9IRNLDwgvidN05Tea+0XpdSrJEmehhYn4dzpsiwxGAy+VkpNjDELb2jeXZiEUZq7SFC2MASQ9aNbfhk5URdo03Tv+n7jsGZNay0m8FMAB03T7PvoKgBspFJ7o9qmzrlDoI3EiUiT+kAR7cEEDwyHQxhjZgD+glb8ZT7SOEWb2oVzbn9bLV9o4dIXfxJRDOsRAXTr6yNYnTl1uC2DtHQp27G/LcUw32+nTGt9qJT6e6WUNJ0ArWAdyzZWSp0AOFZKnTjn/iqCVJ77E+6f3QXwdDqNsyybRlG0r5R65Ce1PAXwpCzLTCKpYaOMF9DTKIqmw+HwiRhqo42Knvjj68xfwEvElhfB5F6zS+KvTxg5A7Du1uzf9rYnelsk5rr7Qz+ybYPbgSt1N1vrC9VmM0qGzQN2eOVfwE8e8ebDC6313HekngNAFEW58/OGkySR2p6wUeQmeJDs4U+8M+fcsVJq5gv0r8yc9iJgCh+99Z/xleL0u4x/TxmA6XXizwuxmY8ybbxvH/XbWmIRNin4dO9Yt3PBD6SeLuyYFREn/n7OuVgpdbhcLgGsxZ8INrnQkkihiD9jzDFa0bdA+/3c9z8HYZo5rOUL/R7DVK3fRt16yUi5oJ4QaH0Hc7Rm04+stfthjaA8l38++e53vqKyP6l2StJUKTXVWu8rpX6Lthv6cVVV0uCxES01xuzHcbyvtZ75fVS2SaGUin1jWf6RGii6Y9p0Ot02l/lQa/1bAM/quj6UEX3SQS+RZdmu8rlVVYUHDx78V7+tZSb7S79Mbq2NJYopBNFmHt/IvWGXxR/gv8w3pZLeI8X23geGbRM5rmlI6cbbaa1jOchrrcd+GekqFSuNMfzVcj/NHKR0gHV0ZaHbObSAnxcKHxlsmiZvmiZP07QYj8clcLXrD2hFsn8/29LfO3MV3Y/sSt2fj/4dR1E0tdZ2QiBYDvBTYHw9Z2Stjd9Wb/qp+Rh1UFrryIuFiVJqv67rSRiJ88t0ggdtt+xiS9NV19QR3hhePMVxnHnxJ+Mdp7Ktw45ZAF3ThIiw0H6nP/VDInAixkT8od2fH6GNlo2rqorDqSEANp4/FHtBfWP3OpKKjqIIcRyL6DtGK/qANnXZvbjfnlfEn0eOCzIrWJpPgHZ28oFS6ghtx/GRiN2+iOyXJ2itp1mW/bPU1xljxkqp58PhENbaWZqmeWC78t4j+QBEe3t7kEYOa+3EWrvv38eBF32/d84dXVxcdLWYYR1tX+hLM41/PzEAPHjw4L9rrZ8D+JNS6ifn3KnW+kRrPU+SpASAUAhSBJL7xJ00eSaEfD5ooks+Fdy3CPky7HrkT+iu5LZEOT7lVZ48d3F2dnatqW+YHpbbfGeezJDN/ZW91PctsDaU7tLAQUq4m02qWmPpwhdEA8DcpykXYVq4ruu51Pb0x8uJ7cN1o5R2YOxcgS0Rz6qqCj96K/e+bydRFD310a0uohJEhMZYz5O+c2O3bsIYM/JR5/3Q71CQyJePqJ0AWISNM8D274F/7r49idS+TuGbS/qRP2m4CVOxYRNKaLMi0TiJxMVxDNWaKgNtdK17T2HUr5/W3kbY3CFzgdM0RRRFOdr5wC+ccyfOuV+AtulC+VGVqp1d3kX9tqV9XTAj3D9GIv+PfK3c71erVSbrX9f1Fd/Ffmpatk+WZc9km/u6uoUcI/b29gp/LHvbfhyFAjCM4g4Gg4nWeuzTvEd+nY4APLu8vOyaccQMO4xShp+zfBb9VHvTNEjT9GgwGIy11llYxygdzX167+muH7fIDkPxd5Uv9YW+6XULAAjnGQPAdDotASBJktJbOJRa61xtelyNvcCTk1koCkMfLDmgScdw7kXlwrVzQ+fwKSR/Qinruj53zuV9MRgiacvQs24Lt8Jj61NFIbzP2hzALI5jRFF03ck69if0DG3XaIRbsF1+Df5kLkLlEYADScGFaW9J+6JN+R475+bbUt79CyCgq5EVM/Uo2P8jOfGHYkzSuaEgCD8P4GpdoNSMiZhAewEFAJOiKDYaQ0RgBA1ZG4JKmhD8e+h+x3EsDSTP0c4GPm6a5iW8R13wXPK9nYSiLVz/siyRpumBaq1lpBY4Uq3nIdB2xT4Nu5lDwSufSbg9QhsaqWcEgCzLpIs9j6IISqk34/EYvoM2vLC+Yird/zyl3jmo7TtQSj1WSv3eL/Y0z/Mu1Ss1mds6peXzc95TUz5j6bAO9ov9NE3/2e83hbUWVVW98c9XJEmS+X2xuGvd9oRcB8Xf3WLjZBh04wJoD1Re/HUNIr6bbwFAohULADMfARAB2I9aSXQgRtsRl6M9AUm0IxSEC+dcLkIwfBLnXKm1jsRY9i188avpX1nbVqZpeqVGLxDEpWstX46TJDkIrUPCOiXfiSgNH10N4W1r+HgHoRwB7Qnd74P7SqmDuq6nIlaEMLoG4MQ594vz/pTXXTD0hF8UPFc30UEuegR5TTHX1lqHI/a62/zzbwg/EW19k+dQWMptIhL7IkqWEaNmpZTUOCKKIqRpCl+D9semaY59BP40XD8vUB5JBOw64+nLy0tYa+PhcPgHtbY5mQB4DAAyqST8LKTZRNZJOtNFVIYWNXVddwKwaRqMRqOnfptl1trn8ObyxpitnoDXfZbW2kxrPTbGTIwxT5RS3wN4tlqtpgCwXC43RJ9s7/DzCj8/rTXqukbRm64j7ycwzM729vb+WWtdNk0Da23nbQggt9bCN75RAJJ7AcXf3SYH2gNiSO9guhBHe596W/iGkF/QRgXHWEcC4X9P/M/Y39ZPDc9Ua/cw8+mombU28+lNmSwiKWWIsWxgLv3B3EUjVudcUdf1udZ6oZR6NRgMDsLOxF56bXIXUr5v+wym02kMtA0YIlgAHIbiIRRavWaPWV3X8+sEQ1/4hVZJ2LyQKcJtG4q/sOFCIkQiQmWdJNpnre0ien2LFhFxYZRwmzdf+HhZH6VU18Xrf//ZOfenpmn+wzk396UWuVJKxk5CrecBPxHhJ80OofjTWmO5XEqjx0EURQdVVSHsQA4jnmIhEzSZQGt9DGCOdZnIVN5/2FwhImxvb++pvwCFtXbhP4uZf728H/2XFG+voS2z1n7tBe73AP6wXC6zi4sLAK2oDaN48vmETTJ+v+s+v6Io0I8WynrL80i6ezQaPdVazyXtq5Q60X6Gen/qDiF3GYq/O44/CfdPkpJqFfElt5cSHfQnlblzLgsEoNQF5sFziumwRAmB9mQwVUqJZ2BXJwgg11ov/HJ50zTzIOJ4pVNzF66gXTvTWaYMnAI4juP4QNJPPcPejfFnX7rb9wOJxUTYGJN5K5EDAN9LalQiYH4ZxHGMOI7h96OuvhS4PjUY2CD1x3qJ6e9haNcSRlr7os21I9G6ZcJ6sdCaRf7uC62+CAk/U4kw9rubpcbP8yPaVO/fvPg9R2vnEnuzaul2/S2AH1ar1cFyubxiXC2E6U2JgG0TbLL9rbUYDAbdiDp/11/QHgsyANlgMPihrutMuqRlG0hk7fz8HMPh8JmP3hXW2pcSwW6a5th/lhviSaJ9fj0za+2B9xx8DOAPFxcXmUT7ZL3DLmwRfNKB7Se1AMBLtMJ1HsfxoVLqsF/DKJ+lbIvLy0tEUbSfJMkzEXzW2pm/f2GtLW9bBJ6QD4Xi7w4TRl+21dPIQVYERBzHhTGmaJqm0FrPpTYqEIDwf89E1KFNAUsUcOxfojOwRXtymPvHzNB6tJ345/pFUnLOuRIARqMR6rou32dixR2I9nXiZNvJwVudRGhT5CdKqVdRFB2IKK+qqos84e0F8ncCOaFLFAd+ju22+iyZkoH1XNxc9pfrPDB9k4GYFI/VeqzX1AuHIwBPwrFpcpIPa/K21eUJkh4M6wPDWkBgU7hKPaePtJcIoumScqzresPSRbXGyUA7Fu6lc+7ECz94y5os8LQD2gaNg/Pz8y7iF64PsE4vh0JJ3ltYZxpGXL3wywH8Ca21DHy9YQlfM6iUyrIs+0EphVCQiUWOiOPRaPQkiqLSC79ORPltv/H9kGif35YTpdSBj/g9lYhfGK0LhZ804aRpiuFwCPgGGf/+jtFeBF8opU6jKMq/+uqrJ/JZynNJGlimrVxcXEBrfegbbqCUOvY1gID33fwYGQxCvjQUf/eQLQemLhIoU0Z6kZMwrZSp1vj1Aq2okyvpsfP+WGH0xjmXaa2zKIr2jTEFgJciJNFefUNrXWqt83B0XjgU/iYB+PDhQ5yfn3+MzfJJ2dvbi7xJ+BXx1jRNqbUuvaj5RSl17D8HOemF4m/jcfJ30C196086e3t7UbA/SaPHYegjFwqWIGLzwjk3896SMn/1XYSfpEKh2gkVRwCeSJpPGkz60zTCdRBRIOJI1hHY7HL163FlvFuWZQDwZwBv4Cd9oPXPg/+dhalKvZ4Scuxf46Vz7mXTNJLqzYLv4mMAT/y6d952Ya1euI7yPraNe+uL3Z6f4L855/6jaWcTw7Ud6iL+Yr+PlsPh8Fld15mULYSvJdvtq6++eqqUOpdSEa31C611tw/v7e1F3pB7I6Ut77Uoiv2Li4surR3WWIaRyuFwiCRJjgH8q6+TPA3WHcHzzpRSz/f29v6v8CIgbJYpiqLbJ7766qsnfr3/3DSNGOJ3DVj+mCUvcRej82THofi7H2w7+HTWMf1UK7AWFnLyC4yjAWDmD+I5/GB4ACf+xIo4jg+cc5MwmuJPsHEURUe6nacKpdR3SqkXzrlHURQdO+dm1lo5uecAkCRJHkwREaPoO3cwvW47S6RDt5YvMgaw676W35KSs9ZO4K1e7mi3bzwejyfGmCkAaK0PAfwu7IYNIzcARAQ9ly5f51yhtY7TNB37Gb0S1ZMIX9g9LOPIDgCgLMtYxJ78BtZdtX6drti+9IX3tnrAsCFCasu8Lcscbb3eC3hjZRGjnkyicdvMpj1DL1IyvZ6x+8iny580TXMItKlJ6RYO6wy3RS1vMpWW95GmqQjvPzvnnnvht/CPyX2WIEbbsHQK4LlSClmW/SE8ZoRm2WVZ4vz8HHt7ez9obx4fRdHCGHNijDlJ0zQX0dezcfkt2hq/iUQWpRZPPj9ZbxHc1tpjtA0yz4PSE9R1PUfQdCSiUGv9PMuyI9kmsh1DQ+6iKLo66jRNn/n9JTfGvInjGL6B7Yt8L8NGq1ueDSG3HJo8k1vLw4cPv/QqEEIIIfcORv7uL1dmFwtVVRXW2jhIKxZS4OwtMgo/Mm7h7Un+Bj8Oyi8/U0odWGsPnHOx1PpIJNAYI/VeR9baR0qp56odW3aqlDrVWs+appkDrf2M1joPr6bvQI1fn25b9zsBJQ3cNE3ZNE1hjCn9Nr5Se1RVFay1nc/fW17vNhJPp9PMF/xLg8LfA3gsdVsSbQnSnkiSpEBQ7we09W4SGfLRLyil/t5H/qb+57CqqkyMfoH1PNp+5CtswLDWXhldtg2JOG0buWaMkVq9H33E8tR/V8Q6aRymjcP16b1m6K859Y+J/Hs+AHBYluX08vISAK5ET2V9ZJvKeks6U7Z5+Bhgna5WSr1AG/U7lrSp1ByijfaJf2eBNvpfKKVmWuvswYMHzwAgz3Msl8uNWsPLy0vpnv3Bf54zAOMoimKl1BvvPDD2zR3/6F/v6cXFxUTSvaHvYBglHgwGGI1GQJum/smny49DuynfZBWptqY591HBwhjzp8FgMPavty+fUbj/KKUg2zuO4yNjTK61PlVKvfDHyXexriLkVkPxt2PUdV0aYyJpAgkc7bv0JNou3YXa9AscwaeDVNvcMQdQRlF0JIXscrDu1VZNoih6itbC5BV844g/GcjkgXOt9cJaG3tj2AjeXuazbZhPSF3XZX/mL4Con/YNzIMzbOE21/vt7e0hTdMsSZLMWjv1og8AfldV1SScHiEn82A+7k++5u1EygGk2UEp9Vhr/b1f7gl8A1J/okZo3xGKqzBdKyf6sL4v/BFh6l+/68gV0dczYP4rADRN88K1E3DOAZRBHeIjBF34odiUFL8X+yJs3/j3JrZLh865fal5C+vrAHSNGlmWIYqi52h9/ESU5MYYEY/78lo+ZRp2w77wqd6XzlvLNE2z6H+2IqR8CcPcGHPqP5scAEaj0R+kaUK2pZ8B3DX+DAaDH7TWE+dc7C9wJkqp36jWr/CfAODi4iIO7Wvk8wpsgDAcDjEcDnMA/9Y0zf/rRd+sqqp50zRl2B3v5zyLgO2a3OQzHgwGvwdwFB63ZFtJM8tyucRoNPpeKfXCWvvcf2Y5KADJHYfi736zEf2TqJQ0W1z3GIkKihDUWseuneQBAFBK5UopsXR5FcfxYRzHB2VZxtuiKU3TxL6u55FqLRdmWBe6n2itf3HOzaIomsVxfJ5l2WI8HufBgTy0nrnVgvC6EXdVVRUidrygjkPxF2y3KFjmc7PtNYsb7guJsiybWmunxpgj1Y4Og3Puadic0GsykOd+0TTNiXNu4aOisa97O9Ba/xOAPwBthElO0KE/W7jPicgLRaZE70IPPwAII9ZhlEmWkehkHMcSufqLc+65a+1YTgCgqqoTF3Qno71QitzaBL1bFxF+0vlbVRWiKJoCQBRF/yx2LCKk+r6A8v7EUiZJElhrXwD4o6+VXPh1KJVSJz6qNzHGiBXOOVqrIbHUOXXOnch7qOs6b7ZM6fFNNhsiUCn1Ujr5lVJRlmU/OOc2/AOrqupq5+q6PkjT9EBr/cRHTacAplVVTcTD77q6UKlNBIDhcDj37/c/QuEnRvJhN3Gvrjn3x7SZ72KG1joeDAaP5bgl3dOy7kAr/rTW8XA4fKq1funFbDkajQp4AXhX65TJbkPxd/8p3pJCvdKh2rdjkI7LOI5zALDWzo0xM+fcsb+Cf66UOoii6BDrlByaponDk51SaqK1nlhrD5VSh0BrpaBaw+hjnxaeOefmWuu5N4oFgM5dH604+rURsI99oI739vYisSV5Vy+wa8Tftokrv3r93mWhbQ0rsi7XTfSQfUcifsaYQx+p+z0ASApPRJoU7Pvu2J+ArtP11KftJHomnZ//9H/+z/+BPFc/nQusxZX8vS1Ni9YCRDpAJWXbmRdjbWe08PeJN+WJ87N1vUCdhRGyqqryIIoeR1EUeQPrBdbRoTmASRghl05TMV0OR8eF6WEXdLfKckmSiC3Lj865H5um+Ql+0g4A1HV97tOqUj4g+1SXsmyaZt40TS7CSfbZfse6/+4XYtQe7hfW2gIAtNYXxpjR3t7e0zzPu8hdXdcI09VFUSBJkgNr7YGIW7ldlpH3LMI9SRIMh0MMBgP57P7vpml+aprmuKqqk7IsF6vVKt9WbiEj2ay13YWsX+/Sb4Nca/0oy7Ifws9EhHmwDZAkyaEx5nvfYDOz1s7ER/U2R+QJuQ6Kv91gI3rTP1i9y8HLixtxus/jOJ4HlhsnvibmWLUdwY8AQGu97+sEO383SQ1JxMPbPIx9qmzqWouGhdZ65v+G1vqkaZo8TdOiaRq56r5xZNRbrFE+6Sg5EcuyfqFdCXxaL7THeFvtmfABY6W6k3go7K6LTm5Z1yvvoZ++1n4Oq2qNljvht1qtMgBXhJ+c0LXWL9CaCMNHcOYumA7j1z0GEIc2IqEo6ne8+vXZEH0++vXcR+xmAODWI9MitLV2Ey+UxljPr17AjzT0aV0RS3lVVUUolmSb1nVd+u0B/7gToL3AMcZMJJUcRi0lBdmP8PW2cSf+Aj++f3XOiQh6IesGrGt65fMJn0uiYSKYzs7OyocPH4bzd+O+Z2i4vwTd6zMRm97Tb6y1RpZlT8PvedhFG6afw/R3+D3w+1oXdfXC7wTAH/36/0dd1y/qup4vl8uZeIZe870o5HMJ9muxr4ExJldK/aS1/jpN06OyLLtaSVkX6Rq/vLxElmVPfcZjFsfx3D8X9vb27qxLAdldKP52iw8+OJ2dnXVCSoSgn7aQR1FU+KLomVLq1BflA8BvlFKH1tpDa+2jpmniLSe5DG1t0gTAdz5VNldKncrJM4qiqU9T5XVdn8dxXLp2ZFpXd9Ov93lLart7T792u8ALrP6oqm14y4wIwLhvwwF01h85fKH9W17zbescA2vRtyWac4Vw3bXWUdM0pd0cvRWOUYNPz2Za6wnaOs7/AuBZVVWHEtESESDCJ0kSafD4UdJvzrl5E3j7+caY3AWzkAFsTfGGDRlA28jgI1LHaGvajiVN6wIbEEkvA5D3JYbnhV+nvGmaIkyHVlVVnJ+fS6rvutFzuR8tthCRqZR6MRgMnoSj7cLUtX+9K/Yy4TbzJsZibfJj0zR/ds69rKrqpCiK2Wq16r4LXpDm/c89uC9c//5+FP7fCcH+ZA7vU1n693dirX3u1zcaDodPJOIvtYrhlBSJ0gb7UffZhZ/ncDhEFEUv0Fq5SI3lcVVVs6qq8i3CL1z3IhSywfegTJJEjKdzpdRzY8w4juNxmqb7Ev0LLzjE/iWKov04jp8qpWZiWg0AkgKm7x+5S1D8kXdl48A6m83C6MB8NBrNrLXHURRJtyp8tOPU10sdaq0faa33Q+Hj0ysxfKrYGHPgTwZSswS0AnHsaw0XWI+N607WujWSjvo1S+8hAj/4gC0nFjEh3lY3Za2NfXNLBmASRhd6vKuH2E0C8Irw65slA1ejQv62GGjruKQDXP73xfJxUI8Y+aiZmCz/vqqqQ5nKAKwjWhKR8+PM/tw0zU+uncIAX7cVFtDLKLyZUupFmqYHwGaEtNc00tWQAnjla9lO/QVD18ggryFRr74w6qfsQ2HxzTff3CjGAwGS+wujN1EUSV1rrJT6MUmSJ9JM0E9db4tkRlHUpciVUn/2y/2xaZrnVVW9KIridLVa5bPZLJ9Op9et369pTBCh2J8gVLx+/brztRyPxwDw3M8RL6y1cZZlR+fn5xuTOfqfX5iiB7Axqi1JkhzAn5xzf/ZpXpkRfCJp6l6qd9v733Z//vPPP+cAMJ1OMx+BhjEGWZb9dxGn4f4r4s9HYA+11sc+miuTk+a9FPC7XJwR8kWh+CMfysaBVU4GaZrmMtc1iqI8iqLYR35y+OkHPlLUjb5CkAaVYm9vFSKRBSilpljXNS2Ut4hBYEgrHZfOucJaW/YEBYDNVHGapnFwAvnoB+wtUbPOmFgiC/L+gtSeGNWWoYiUdZUTbnCSuZF+RFLWxb/uhvhTm5NewueOvGjN5LdfJvPv5wDAd2VZHlxcXNw4x9ZHTF54cbYA2tqrcD2apsn9fafOuedyMTEcDo+CxUq0ou8EmyMFRfRdSdX2o3b96F2Y/nxPrjRWpWmaG2MkOhQbY35MkmQKYN9aC5l2EkbB+h3GXgyJAbOkPf9aVdWroihOF4vFPE3Tz9F1Gr6/roY4iArmuh1pB2vt2BjzpyiKouFweBgK3DDFG+7z0gg1GAzkYu0F2nrGl17oHss+0hd+H1hvVwDAbDZDmqYzY8yoaZqXWusfB4PBE4n2yToD61nJy+USWZY90VrLxQastfMkSSS1nLMGkNwFaPJMfjV3zJPvvfjmm2++9CqQz8Tr16+/9Cq8N9JNSwgh7wMjf+RjUQAowpNRVVWFUiq21sL7Bp4COPY1gRL5GwP4Wms91VpPpRDcRwtlRFYE4GsAhVKqBPBGKbXwqcFfgNa6Qik1d63tRt40TR5FUaS17uq1gM3UXr9DMOQ6o+mbDKh9of3GbdIQ4TtY9+HHkYWRMYmC+AjIK99RemWgcZim7EUtAaCfmtuI6kmKV69nqXYRQL8OMdYRPsCPmIPvFpWGHLSfl9R0Tvx7mRZFAZml26/rCsyIpUP1b9I1C7Q1fmG9ptY6qqrqjaTVfOcslFLPZRmf7pcIoewLkIif1IRekyIEPn5aroBP/+7t7UVFUeS+3AFa68KnzMskSZ4kSXJUlmUWdpT65cSapkBryfIKwLFz7m9N07wAgKqqjquqmi8Wizk+r9fctu3X5tzbtDOSJCl9SjRTSuU+GnYEtJ3a4Qg4SW3HcdyVZvgU7Avf/X3snDutquqNePgBbeT+I865LoqiyIMU/fM4jvfrup6G83/lt/N2MHEcT6MoeqK8z6G1VszJF1h/Jkz9klsNxR/52HQGqK9fv44fPnyIOI7nMqNVuiqlKUS1Rq8HAL6DryEDuoOtpCr3vXASpB4srPUaohWUc6XUQikV13V9LnVrIspCkfGhvO8EEn/inyilfgPgQASSICdCL16Ppbll27qGtXtvq2cMU74i9ET4edPuKBB4gO98lXVGu02lTvERWgHeWfk457LLy0vIhA3pjHTObViTWGvFbuWPvobrRVVVb5z3xuvXSBZFkVtry7IsF9bamdRlSUpa8A0iZdgsEvq93SASPtVJuROAADr7FF+/Vvqu+J+UUo+iKDqIomjce3wOL2Sdc7/4/WBW1/W8KIoZ0NYrzmazfG9v7zYIi24dZrMZ9vb2ivF4jDiOc2vtqW6N208A4MGDB0+rqppIvaOktr3n358BwDexnDZNc1JV1axpmiK0oQGuvWB7522xXC43bIt8KcDMC9aftNZZmqb/Io0qUsIgqWBJ2UdR9FS1xtzSzT13zpVpmt6Y9r2D04vIPYXij3wSZrO23Kmu67JpR5vJ5IZCKVVg7dWXozWlzeH90IwxUz8ibqPzEK24E98ymYYgYuWRbwaZSzTI21HMfT3gHGjrEJ1zZVVVuQgp8RB8n2698CC+ra7O/4611mNfJP5YtcbHh4HvIQB0J0K00Z6F3yYb3bfbavb6eO+8jjDC5+ssAS+8lVJj/3co/qZoBZ783YlCAN2UjnCaRt8oWZoWZCKDRHa01i+83cqpj851hsLbRG54mwjJfgd0IB6LMDIEbDZrBHwOwRQKwA6piYPf1/0Fyrj32NJHrucAFk3TzOu6ntd13V0IePFzG4Rfn+Ls7Cys/4ustaERdG6tPbDW7qONHp+irdl85ZyTru/jpmlmdV3PQ0udbYLvbVG/bQLrGtFVpmlaNk2z8GL7hTTnAOimfYT7+mq1glIKWZbJ6Loc7UXSizRNi4cPH0bn5+f52dnZbfycCAFA8Uc+ASL8hKqqCjkJeIuN3B8wZbxbrtqRcadYRwW7xgK0IkRmunb3OecklQq0TQdyFd9FBiV6IhEt6f6Moiiy1pYSXQijaO/R/RtvS6/KbGOlVGat/doLvycAfn95edlFx8SbDoCkfE9c60UnXmr9576SslXbJ4GEU0JkTNrU3/cb/7cIvQ1BLV2OYUpSLDok+hGmwqSLMxR+ks4D2nFccRyfoO3wfe5aM+cro7h6Xmwd7xKpDX33gCvC70ucgK8IQGNM7q1zcq31uTFmFqTYAW/CLI1LXgSWVVXloYlx0Kyy8YKz2QzT6RRfmGK5XEbGmBzeA0+MoFVrATX1+14kaVL//TwFgKqq3khXtljX3FSa8T7cFG1bLpdFkiR5FEUz51ymlHqeJMmhX6fMBZ6E0vkLoJthPhgMnvkMQ2GtnQOYpWla+s+KApDcSij+yEdj2wHWdz52qTy9Hhkn4i9SSslEAhF/kn4c+mVE+HUnU+dc1quby3x6dQovAtEKwBMRgf5xM6XURCKC3uU/Fm85/3Q51hMRNjo5EUzfmE6nYVq188FTgdWNj0geAnhaFEUW1sSJwa9PfxUIDGi9cNx43WBqQ4Z1fd6VdQsEYT9tC7Q1h/toR2ttWHCIxxmAK52ooSFvvxNSCOu4fJpXhN+/y1SGMJLVN+kOBWB437tMTAlFwhcWfkK4Pjg7O1tIN7wxZu7nzl4R7hLFDKNevo7wTogISXmLn55MQtFaj8OpI178lXVdn/enpdyUsr9mCs2voYtYRlH0xloLL1J/BIAsy55JtDv8vvj3JL/34zh+6m1uFkBbkkHzZ3Kbofgjn4XgBN7NDga6NGaJVvSce3PfyNfzhZYiE7Tef1MAU6XUxForqV9g3YQArI2jx2hFj0QD4Z9X6qoWxhj5O/dX7UjTNHfOlePxOAfWHb9hJC4QeqFRsDRNTP1ryYiyJ0VRdPVO/vFdOtP/ztEK379XSk2jKBKx1m0DrKOiY6wjoBOsBWnnvxf8nwHYMNsNf/xzA1hH+AB0ljtyXziVIhR/Yk8iok+EXzCO648+4tcJv+vquGQaQ//2D+Q2nXA3IoHhxZAsEPpDbhPGZ2dn147Yu2V05RM9b0k45/Ig2lk65wqJbgLr931TQ8entFGp6zpXSs2VUifGGGkuygaDwZPwwkcMrHsXR4eDwWBijCmVUmOt9fPxeFymaZoHmZDbtE+SHYfij3xKirAu7poIjswNzf0JcBGKKqATWpm/Ip+odefpFG0UC2hF3n4oYABMVDtPeN/XGQJtTd1MKfUmEIJXUsPOuVxrHdYmdusCbHTHdh2x/n/xvoNPSR/WdX1weXm5MTYqFH++Pq7063uAti6sQFDTiHXaewogk/q78DlD70D/Prr7QlEnPy6YKiFRjHDihMybldv7ojEUiCL+siyTqQxdEb+P+M3KslxcV8f1uU/0X4DOMFn+F2Ng4OpIwGvq3D79Wn4kwgggsB45JxH/MO2/TfB/7s9+uVx2kX/pWPZ/I47j/aqqpuGUEvH98+9FvhNTnwKGv5icAa0ptn9PAAUguSVQ/JFPztsK77edBIGrTQ5a67lPHUnTwtQLOKBtFlkopabW2qkIn8A2RkSbNDKIsJLaq8w3jMA5lznnCn+iCsVfJ0iDlGsoACUde+Afsw/gSAx9Jd2rlNqWPp1qrccAQiPjrGmaWJbpN1eEprl+va/9DPrzU92WaQthE0r4nOF2DF9DBUa9SZJgMBjAW2b8e9M0z/3rvizL8uS62rUQsUm57v734DafYItrRNzWdX6f7XBL6v6ALTWPaZpeSd9/SCPHNa/1a5HPJB+NRjDGzJVSnYmz1vrRcDj8Z9n/5Xsn3ymJqi+XSxhjjqIogta6iON4obU+8RNQgPYYFZaTEPLFoPgjn5qt3Y8h4UkfwUGxLwrjOC6aplloree6nSN8opQ6AVq7BV9fN4FPC/v0i6RF+/VVItamWNfPiZAcKqUufF2S1Px1Uy7862XBc4Tib4Sgvk6EXyic+r8lheRFZLee4WPC2jwRY6GAC59PBFyYtpXI3rb7ZZ5qP+0bFrqH4i98riiKMBgMkGUZkiQ5AfBvvr7vxL+3k8vLy3l98xzWjh2Zj9qPAr512TvIxnvsfcffReR99vct0Upr7SJspFJK/aSUykaj0Q/ynZMLOABdB3zQBXwURVHhrW7GaCeWYDweSwMT5wCTLw4nfJD35i6lnwghhBCyCSN/5HPwLle3/RqwK9HCvb29HFj76gHAYDCYAF034SRIB4ulyT7a9O7YP43U0MW9nxE2U7oS9SuxTu1mveeRqF8YBcyqqooBdKbHEvkLa+T6Virh7/D2MF27La277bawji/87bcTjDHdb/mJoqhbX1n3oig2Ur5hswrQGjgnSYLhcIgkSX4E8Oe6rv9cVdWLqqpmALBcLhfv2bG6S5GQXXivxTV/3zZk3YrFYoHRaFQAQBzH88FgEGutS6XUbG9v77/Jd1Fq/pxzXXe8fB8fPHjwRGs901pH1trcL5drrbs6yN587tu8bcg9hOKP3FZucvLPX79+HQPAdDotAcDbZ8z8JJGZF4C/qNY/MBR/YZpWkBqc0OpFkHRv2F0L/3z9lG8cpk7DZgwAW+vp+n/3xVz4GBF1YTq3T3i/dOKK0AMg48M2RGG/qQO4auAMoHsuMXCOoghpmmIwGMycc390zr1smua4qqqZTNoIUr08uZFbj89qlPDHgNFoBGvtibeAKbTW+1mWPQM2u+RDu6SiKJDnOUaj0R98x38GAFEUZX7yyYkxZh6Yy4ciEOB3hXwGKP7IXaUIf79+/TqeTqelMSYfDAa5bw4JmznEYkKaMkS0bfMNK7HZ4CG1fn0RGYq/+LronAitsDljm4C7qWFDum9FgIXiri8QQ7NlWQZtsTmwniASNr1kEulbrVbtRvW2NOHkDokQJkkCoDVwHgwGcwD/2jTNT66dxToriiL3Y7NA4UfuGBu1wefn53kcx3MAMMYUSqmxMQYPHjx4Fn7vwuh+VVW4vLxE0zRI0/RJHMcT//hJ0zTPoyiCUiqq61rmAXdQCJLPBcUfuS90Y6+Oj4/FUDdOkiQLR6KJjYzWOlPtdJEuZRsUecv/Y6xFoKR8Q1/BrpEkvPq/KRW7jW23h00Z8lvm5EZRJNG3GVpRJ5HKEsC5/1+iF3nQuAIAF1h7EU4BHAI4kpSvpLLKsryS6hXhJ2PkkiT50Tn3x6ZpfirL8kfx8POjrW6D0TIhH0Sv5GQ2Go3yOI7nSZJAa/2L1vpkb2/vv8kCl5eX3QWTfHeCRq8DAPCPBYCFN3VHkiRbG1+C14/B7xD5BFD8kfvIhp2Gn8KxYSrdNE3eE4JhJ+/E28kcAPgOwOO6ridhnZ5E2HwKtVBKyXxiGGPGAOCci8PU6TablPD//u9QMAbLn2At+mZYCz2ZfSuRtv5JZeyfR0Tf7wAcyEmrLMvupBVsN1hrO+Enc3rjOBYbjD875176kW150zTlTdM42ChE7ip1XZfemHumlIqbpon8NCHs7e39EJZYhHW6VVVhuVzK/weDwWCstR4rpR5prY+ttadxHM9l9nmSJHlVVcWWlDAFIPmoUPyRe8Xr16+7v8OJCiJKfKNIV9Mno9l8raCYpIkY/A7AUxFI4tMHrCNhPiIn4+QWWHt5QSk1stZm3u5BUsRAeyBfBOsxx6ZgkwN92fs7d87NAYgNTe4FH7Ys370PL2YlYnkA4HdFUUxlzrAYRvd9/CTNKxE/P//4z865PwFAkOp905/aQch9IYxiW2tnzrlCZhYDgNZ6lmXZD8aYqdYaoQF7VVUbdk1N00yGw+E/K6UmxpjnTdM8V0qdNk0jE4jmWus8nDcur39HJryQOwLFH7mvdP6C23wEgwNqlKZpnKYpjDHdiDgfIXu8XC6xWq068SdTOaSezh/YF2gjcqcyQzhgwx8QXqA55xb+cfCCruxF7mRZ+GUKWaZpmm2RvY3X9KbYU6zrFMV4+slqtZosl8su4ifCr+8LKB5+w+EQxphjBKPaAKCqquOqquZhxO9XjmQj5FYSCMB5mqZ5mqZ5HMfSxTszxiwGg8F/VUrty3erb4wujVPOOQyHw2eqnT4UOecmypvVe+/SuTEmL8tyIRernA5CPjYUf+TeEMzQvMLbTGWNMV1TiBd+35VlORHhV5blxgQMaarwYvAVgGPn3Klz7rT/3M45qSsUJIonJ49Q/MGLu3BZeZ6Ng78K5gr7/7v0tT+xPAbwGMBhVVX7QFubtFqtNixo5P1YazfmDYvwQzuq7S9N07x0zh03TTMDABF+MqaLwo/cA8TUfStyHDHG5MYYidbFTdM811pnSZI8tdYeykVj2EEPtAJQRj0mSXKUJMljpdRLpdQr/1zHWutT59zMWjur63oWx/F8NBp1TVTYdCMg5IOgyTO589wk+ggh5D7B2lnyMWDkj9xpPkD4bb2y91G0sf97CuCgKIou6ie1O+KXByC0UDl2zv2taZoTH/3rImBN0xRa6ziwlumaM6TI2zlXOOfKpmmKpmk2IpQSVQOuzjr2zSpxELEUg+tH/j08AXC0XC5xeXnZvnn/fiQiIY0k0kUsNi5pmiKKohO0qd6fnHMz39jRFaeHdX6M+pF7xE37spjPS50v4jjO4zguvInziTHm6Wg0ematjSXKDrR2MNI0JvWARVHEcRwfJUlyBABKqRdKqWPn3Avn3N8CN4LZaDQCQPsk8nGg+CP3GRF6/QNlJwCDaSFRL+07lVo4f9tGTZyIJfh0rwi/qqreOOdKYDN9K6nZELlfUqdhw0RfTKVpGvvXjX0939gYM/Jib+rX8ZFS6hFa+5bDsiyzsJsXwMacYRF+0tQRpHmhtZZU709N07ys63reT/PKvN73+kQIuduEs8pl4lAJANbawlq70FpfKKXywWDwxBizL92+wNpIPZyhXdd19/2MougwSZJDpdShUuqFc+65tTYzxoyMMW+A1th+uVzKhSS/f+SDoPgj953rDo6dALTWxl5IhdM7AKxHmUmN32AwANAaHFtrXwD4sWmaY4mKeeNWAK2o6/+ttY7694XRvT4i+owxURzHmdQmWmv3vfA7UEo99osfAjgUwSeRhlDEAmvPQIn4xXGMwWCAJElyAH8CAOfcT76+77iqqjdi5bJarbr3Fwq/LTWVPCmR+0ooAAEg7Pgvg2kgsyiKfm+tPQI2623lAkwuxkT8XV5eYrlcIo7jgyRJDowxh8aYqTeHfgkAWZaVvt4wPzs74/eMfBAUf2Tn0VpL1G/sb/o6jPj5gzmstV1kLIqiF2hTon9tmuZYhJ+MNRPCaJ6PMF45WF9nkRLOMBbhZ4yZaK0nSqn9oKHj9wCwWq2ysEElnMnb9wsMLVz8e/ojgOdN07wEgKZpXvho3+y69O41TTQ8GZFdoLt4lCigjwAusizLtdZvrLUvtdan0syRpmkXCZRSkr4dDNBmFWTaznA4PEiSJNJaR3LBaK2dy0UoU8DkQ6H4IztP0zSl77xd+JvmWut5kiQTYHOmra+DA9qI30vn3IkIv20mx6FYEt+ud2E0GmXW2tham/l1yIwxYj499endRwD24W1k5AQi5tNiRRPWKsp9Eu0zxpwA+NE595NEMAGgqqo3ZVkuVqtVLu+BYo+QDcILoe77MZ1OZ0mS5M653HuB5gCgtV7EcfxMa30gF2n9yHx/OpD/f2NEpe/qj6y18d7eXkQbGPIhUPyRXaZYLpeRMSaq6/pcay3dIy+UUlmSJEfe/Blo63tOADwHAOfcX32t30yE39ssT26qj5P0LtBNJImttZnWeuxvmwQNHb/x4u9rrP0DO1En5szAulZRxF8URfCjpV4CeOGcO5b0rm/mWADA5eXlvK7rcjab5Xt7ezyxEHIz3XdkNpthb2+vSNM0H41GsNZKNmChlJpba4+stU+SJJlIGlhqAOu63pjdHYx+lIYxqHYsZSwlJIR8CBR/ZKc5Ozsr0zQtm6ZZBAbNcoU9N8bsw49S8x2vfwMA59xxVVVvmqZZhA0b75AW7QiMpzv6wk+Mp73wexQ0eOyjHdPWGVNba2XcnJw0cqzHwEnE8jRsUJFGDknthlG+6XRK0UfI+yNzxvNXr17l0+n0FADSNH2VJMmx1vqvSqmfrLXfW2ufVFU1Wa1WANqZ2iL4JHqPtddnFPyO/HPGbzvOELINij+y6xSz2QwPHz6cS22OtbZQSs2VUqdKqTH8ODXn3FwEYl3XMxFNYr4aTA15V9EkQivuTRwpq6oqxD4CaAvK/TpJ6vcYwNg3qYhYjbyljEwAkXFwuXPuF6A1lHbOzSTKV1VVLqldPwmFgo+Qj0chdlQPHz6MjDFvZF42gEIptbDWHlhr9/3y0+CxOYAXaB0FXgT1uDO56GS3PflQaPJMyEfmfUxYb5th621bH0LuKjSfJ7cZRv4IAYrXr18vptNpCQBpmubGmBOlVGaMGdV1fQ4/fk2sXCTi95GiZUXv7/z169fx3t5eLrWASZIstNaRt3qJtdaZL/zuaoGwNq/uZgP7iGVnKN00TV5VVV5VVSHrz/QuIZ+UAgBev369ePjwIQaDQam1PrfWSnZhAuA3QNvMETyu9KUmM+fcLBirOJOIPbt9yYdC8UdIi9TpAG2dHP7X//pf0k3X1dR8++23n+tA29UNhev06tWrGFjXC4aNIsK27tx/+Id/4AmCkC9L8fr168Xe3l4+Go3mg8FgobXOAETGmJFfZqMO2DmXN00jPwWwnqwzm81yUPiRD4Tij5DrCQXhbUHWpwhrBfuwdo+QW0lxdnaGNE3Ly8vLeRzHhdY6ltpeH8kHsDn2se+1yYgf+bVQ/BFyd+HBn5C7R+HtYKI0TUsxct+GdOBzgg752FD8EUIIIZ+XImiuulbIMcJHPhUUf4QQQsgX4B09+sS+iZCPBsUfIYQQ8vm5TtBdaeICBSD5yKj+LEFCCCGEEHJ/ockzIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghOwTFHyGEEELIDkHxRwghhBCyQ1D8EUIIIYTsEBR/hBBCCCE7BMUfIYQQQsgOQfFHCCGEELJDUPwRQgghhOwQFH+EEEIIITsExR8hhBBCyA5B8UcIIYQQskNQ/BFCCCGE7BAUf4QQQgghO8T/D60CVlDyrV54AAAAAElFTkSuQmCC)
J. Dean
Amro
Chair, Board of Trustees