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<!DOCTYPE html>
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8">
<meta http-equiv="Content-Type" content="text/html; charset=utf-8" />
<meta name="generator" content="pandoc" />
<title>Reproducible Research: Peer Assessment 1</title>
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xaXpygKB5dWVlFrb5mQOydwB7i0J6ubFjh7npdh1XXdKUdEAmoj3W5Db4m4QE1LVCapO1XgH2D%2FkB08JF83SNM9ZhZf5I9%2B7Rz8J%2FI3IIfrMb5LHcjByu%2BUvGUKxQ%2FkcaLYdZ40f8JWOkw%2BA4iEBtlYSmddP1HFw%2FdKtShd1YQrncW61ZeqsIAcmYleEIEKAhx1ry8ND6aFh%2F8V9VHtiPdBPGObFcRVTzQgcz40RO7WEpW0ba3k2z3i6zBvlL9xO4ka%2F1EVnLTSa%2Buo%2BmkNzrwWDyPcz4lWOAxAp2%2BTrKORXoPGvm6d5aKpzt50u4573rAOfhP1CUXfpbjl36l4XWpysmXBCr6PbGqqsTnSRvReJFj4Xl9rvYfHFko%2FqPrb9YYEpV1CsKxTiSrXhisap%2F%2BC%2B6uu%2F8CZVz1iWlY7fGdnKxd2eM7WS2lcof2ANfjrBHRsoomvoE%2BuiF%2FpXpsCFnJYVZIVk7UsM85PYeLXYofPYf9H42YsMdtUq%2FMTd79Ho4bf2S7Gq9PVRxDC6lKG1VpVBV9cvFXGr6oVycSFZ%2FauXWquCnKooTpFvcfy0YiWVX%2BI%2FD8UOPXvp%2BE5%2Bom3JHt0IXP6MxS5U%2FAqovYd3l62%2BltAxkkq6q7T7LR3xT%2Bcz8gICtekEZU28Hq3d9JkEXhcfclufMmmZusgqh%2B5ww%2B7k3Vwcd9XbHh1JbiELt3Fu67QYbvmRs%2FCg5by%2Fr3TnRlZXhu7ijl5o6qlZ%2BrQrpkGp3PTVTZFKpwyqWabnH%2Fce5T6T%2Ba%2BNhiV5b7vOiQWG1XNvGNzngqewJWX%2BO7%2BPupIVbDas6n8HPju1ZMXmrvkcJ%2FhQ1Ya89RaqlV9P%2Bu0DacBdfrcx5rlPXMqW5%2B%2FVv8cfLHuP4t%2F6ZgDdhPFR8DGRmRoMk6R6Yc9MgU65TdN%2BKH32y1gyJruJn9x3%2BQ4%2B1zUvkZZYoyqq52HfJR1T3OUca8Ss9VrVhgoR1nngEaUXl%2BEwnEj%2B5Lg7fIsNx%2FsEWwXdT%2BI%2FD8UOO75zqXdKad2WS2XFS9L3XHH%2FH3m9r4nePnO%2F7Ys%2Fk6qErLYy0lJ6agZeeN%2FwwccYGT1QoEPwJqvCIveWiGhaw0jqw4olppFhqa8b%2FC%2BdTSMfJ8SlX%2Fp%2B918A8%2Bor5fxP%2FNTuvM3TtoeHe%2FThlVC9NKslFVNwNc6blq86mEHcyuYlSiOqOvmLPKAkLhPzbxCP6j62%2B9f0qwwjHOiiWI80kKVVktH0mD79lpNHuEPZ9yx6Q3iKpAKUiIS%2BdKK4ZmEpg0z1gZ%2FjhD12TDPydq2A6DMfTF%2FCCSlRZO0fLXPJsLM9o5%2FJ%2BS1UU8jHffrIaAVo2H93qXRX3g%2FV5fZeaqtAxwpeeqH3Trtr4z%2Boo5qyzjqus%2FuvixZ5JszVn3T9bAuDz2jM54qngC1XyGupJhFtiO%2BapVZZeFqvBG9bLT64cJ8zEW2juBk3sMRUbTMA9ggQX%2FxuNExVKRpvwrklXWFA5ZaUTl2d%2FRNOseP4pZYB18QoGHvnMyyNx5aXCbSf9x47s%2BV9Vv%2FQ2nBFacueFU%2BfxH298aemcj%2BAollosRz0QwI9ygM56qmBNbdKZpA5nYorobKAtV1yzEXc4xMjWQ2Xzu%2BE7FzK0BZnfYN3ezIOaa7cYL%2BL91Kw6%2BwooX2cJdqES1Yl3fwkumIJzZeGJX6gvVmzcdfOOV0JL6h1jjlZuVAa78e1Xd1scYiWP5mRhHlc9%2F9PFYhwhrwqz%2BfBOLKP8AaClJVcxhKRb%2FbHAgM5D5bBD67tR1UFX8XUSS8JcpqS8QN340V4kWuHQHNRnlvBhKfbH7Vr8H6fkKWPUwq6eGeuYgy1ZNqcPGOz6%2BR9SZ1V7of6CvfPi4Z0Y6zuSjamFa6bv2XhUpNzRDI2ruGXdyLNC1U%2FVs9fxHH4912DsxkOnMds9tPgd%2FPNEpvw99qvKrPL3r8FZaC3Vl26BE558ratV5h5brrxqrSjZWe2oL%2FbGSS62BPrSGWgP31eFR1ZYP7%2F23Jv5tWjqelgG%2BMe9VoU1C5X6i5fIfCh7GYRjtwIM65C%2FhnJc6S%2F9XnldPHdKgJoWtn6q6WQa0qq4yZuwG%2BY%2FxN2PGjBkzZsyYMWPGjBkzZsyYMWPGjBkzZsyYMWPGjBkzZsyYseVnpcgqGjNm7EYTNd1MEGK0kaUITo7BMiNUZj1D6RBgIRmWfxAO%2FFpHr1Vl6qOHh2WCxTJWwxWpzzycMW1rU6TJ5QMexTRpz5cqLpp7Tvw4WJlhBGp%2BBo7p79qA4m5Bmngs%2F5fXJWZFOsN86VmYRFb3agsKnuuswqLabGc2wig6q2t%2BjKX3TfZN4tc1P6Y0CV1XT7c%2Buvjor4tXpcgXo5daH5QVaUf8fJhRy0f8ShZltOdLW1lj1bW5cG1qRVxmL77HjjgmvE9R%2FzPNIBmL4pz2%2FS4zGXS56nQyJ70tVuA43%2FnhhXCDWLVTsHLHWSNKIav78VHwuOp%2FIIMipCx1YtdARq2zGvoUS986vnXcXu35aXmpqlsfXTwuQ3eviwCdg68rVx9cjSm%2F72K8qp0Ka69yLaEXBOWD7i5NogZ0pBfagNRNqJFxxsqEFfWPwLL%2B09uwHqe3jaYjJJ1eWCSe0SKcjaeJvbvxVmCVVIo0mRsZbeHSfvd3JVC1cDG3mnyFKyZVeNRZBYmKOKvFKsJysjg6o%2BzmrAAX9OBrN1HQg9KAVKq66wPik8r6uPCT1iQBH4jbAtCO9c7Gmb8KgVM%2BfqdTH%2Fyu9bWEasxz4a06Nd5xLnewJl9aLgT0WD2Vqon8Ot6IYncG62CUwRrSIF%2FgCGtkgnsnosow2zrYZMcO3HPU%2FiPwqxhxq40cvmkhMjI00%2FaV%2FG5xiVySOYQtkapLVRdU5HNTVb3sG3VWD28VlUA7vFWus3rbPl76oT28l06y2%2FaVj6ru%2BnC8vD4Cb%2FWFUMG%2FT4XH2hcKkKBASfsT6vpA4Buj1ydHk5BqNakbb68qVa4%2BFe7kXqsqkWWbd4sS5D7Nq8qnh9fhq6ASUbCGlDUMzYSvyueGPCTnI541tkrS2bvxqGrS9jZl7inw218N%2Fe75%2B2RdsdMygrCWQjrAh6pe8igqsjo4SsrB0VkV1VPprIau8tLvS92Xk%2BgMXVU0X8ZyaqQIe9z14TWS14fjYceRL%2B1585dWnQL%2FP5PsR790%2F%2BRHvwQRrA%2FU9YliQHhQVZ%2FkNwJPM6d8qumNqgkP%2F0mw8lE1zh7dUfyzR3fECSoZKDuzd6IZZrcwKtdQ8FVVjzwQWaTGlIj%2F8bZ2hrK8%2FmKhznTC9jV7MiHrLH2pir3s0qaWj5Q6KQe3zmoyT2uZzqoVE5InEAzWijBJLnFcKMQlb2pRH8sWpuLEltWH42E86rbr1I2LlGV43EFndIv7J6NbZDvXuNsHHvmrqvpgcshjZLvsG56mlmoIoIpQuUZV3SSUF1VlSr1JNtlU%2FLPJJlp9qqruehS%2F3vUolXr3DHZmdah6zyC%2Fm3sGfdu%2F353R5d2ebHiTzlX1GloX7%2Bisiscu11nlsp9izM7nFX8lu4aOEJeoD253wLdAkNfHqb%2B4Uzne1nzFunMl2j7LFl%2F1byOn%2FJ452FykRVV%2B%2FwUv3dqB93QSKHKdW71RtRSqWnUDmQP7T287sJ%2FL6B3bIU1yVbtd284wVNPqYwVwRMWR1T8ALqz12mMbzupQde2xzeesGEaAsoCZ%2B7I7D5y8HqqKTF%2B5qaqrs4r5U97TYn24Ui%2BMSl%2FL5w4rGd%2FUaKUyJBf1YbWjaZALrVXVx6m%2FuFM5Pr%2BN0IR9NxOqNnLKB6m1enX53u354H7lm700rf1vxKgKMUqcrYAU0Qq1jF6xzJjjwH6jGB6jaR4AQ964gTXA%2FzUUPFDv2r6dcu8vxEe%2BHv9Z62vgq7WUlzWibUsKgIsTMuWnqp7OqjUswt%2FeP%2FExJx8CD9Nqw5NRlPrAcBdU67668PbGCiq8837RST9I1ded8qspOrT6urVcqfn5%2B%2Bj4So%2BqOjPn0bQXVUcVbylY8MQuzMOLvLHqKgJ%2Faotc974YP33f44mOxUd%2BQXtZI8ZXERIvM6rq6ay2vyHKvOOP%2BD3f70P2ZwTFdQkq1P71dV%2F18N6uK6tRZeuDNcJ3rzr4ys9V6Ybqy0upij9VnFeLGzFqXMfGUzUvHTyrAXo3UF7W8PeqPBMsU6QUvxVqiFVVOPzcEKrq6Kx2LIoyh1%2FG74dfFt%2F7adrru4qu7qseXp%2BqpdYHE1IDGTUeXnak9k5sPkfXuV36Z4X%2B9Xf2vHMO%2BW4LelR1Tz2KPy8Pk9Pb%2FXrGsmM%2B2v4Gzp8YYrYjN9a7Y2eS5mu%2F%2Ft6bVJ1VlwJqkPepKi1UPRVd3fro43V1fa%2BjPt2o2k7QrQ3Z%2BA4dnVsNXeKUBzolL1%2BbDK7rU%2Fd6XTZELtRtroeDrMTsRDdVxowZM2bMmDFjxowZM2bMmDFjxowZM2bMmDFjxowZM2bMmDFjxowZM2bMmDFjBeb6o%2By0Pt5KEzRo61BQha4rq6dBmzsnnUdfrlhLodptTKuFmDVJLn0sd0ZGdafebSRTli2lRY0tO8OVCkMzSS0VYAfPQuvfUp3VeDG%2BiNKTVLFK3ZU7aM6KnDijC0TqWfiqSo2CGxdvO7TnwP7e2RBZwpo1jB9Nss3n5Eu3rMmwTX%2BdtTuaqr4lULqUjgBkOUvuaJT4gG7ntEQYW3qvxWdWaOgsrn8SpSdDAxm6CnAhXk3WKLNXSzKqWKU%2BVVGCxCXi9rBegxCbcDgJy73WXiOQzpbYhBUUKy5Al9TxZ%2BpD6nolyZQaBC1QcgsKloK4S79Y%2F4gKvIWCpm7TwRa3Pr271z2L1ZTe0ajwxWVTFnZSl9cVo5JMl3qq8r3WNSU5VVFTIKKhAlyMV5HVq9nKS9X2J9xomXApF8O0Ckq3lHKYaKHfDZ7unU0wykYMos4oZh1fpFI18QcvyS8vpwJH7%2BQrGPOqi%2FX%2Bo7EOtngJHDEi6L%2F%2Bs6hlU%2FD6CzWFkAqt1jpU9fZmf77wPSuKNxTJURXJp6cCXIyXk7WyVEWioaCnc%2FzgvKzvcsbf3lmuczj6G5UcJoZr7ez5%2B7b%2FraojcFPVijWdBE3gs1SqYquqRNyKW05noTVR0lxzxxrtADVQQkBb8QA4yaiRVjGqFKqipK%2BsJvamNFdzeR5bmse%2BCp930lWAvfEyslaWqrbu7DcFwcI3lIBq78TU0NTQ3olkXn5ZZrftQ6mrX4LAaDthLszH6iaGTa4KaZ0gHqcWFMJVlqq6Gha6AapXcHpzA2A%2B9y%2FWIqTUJ0%2FySZ324drbsueLHBt5BYmKm4AEFqw6G89CemT1w%2FuTtfJUjRf0n3HCo%2B%2BdPdC5iq1iBzqFgrAi%2FL26%2BW2rL74B0S0vUNwd91fBRFHzx7TNkOL%2FNcnu%2Fh83n6q6Ghb6qhf6AW3lAmD0F0j9pR0lQZ3a81a10iHJSLzUm9e%2FpRIXtfdACCJRo7YAeuPFHN6LfOvfklTWB7%2F%2BLe%2BzKk9V%2FV66%2B9KmNvy6qa37EiHI7otDd4QCa9F8aKImBUhkNY5MRVngeRKRjifZxqM3n6olvSrTPEMnQK1sAIyEG5liIXcATLtXVxooBCX40ttDEN%2FmjzQUr4MXg4Hm%2B6O5M1y7%2BhSTD4SzpPvQeOGt9Pq3vM8qjaq9s6e3UUa80qgahTzx6W2nt4UfjhK6g9DfgxxnP9%2BJzB7D%2B6ikuB8SXrEPKUSKfYZ731WOqtaYHXyNUQitm8%2FVPUMnQK18AIwZdXcATLvXglGwRa89kT%2F%2BeCvWeKUNIr7b%2Fpdn%2Fd3kUxHVC%2B9P1NKoauvk14gNLtTBZnFqW%2F3om1ngo8BHzaT9Q8Ps4eeEk20%2BB3vo%2FD0prRSwxlqvJdmdv6dQCbuMB%2FoqR9Xm3F3rB8CVyAAvlwC4OANMFwHUzQB3gbokPzh%2F%2FPFNuSlcxK%2BrEeSjELUYLyOqN1WHZmQ3Jza0EBtcEGgx7wp2AkmSGGaURUlymJjHPZB%2FvTH4d%2FbcXPJXS9YenlZaBcRIEBNL%2FJxn%2FlqJg82hnSQGbaTkeLeLydIgJQWcyw1%2F3Rlgan3UVHVUHIGB9lFKWq%2FoKkg%2BKlHdeGtMRlS%2FEMAf7955hpNV1RTFfwKhLYYpkcO0DmK%2BrmlBqNnzfHFgwb9GrQUbJ8GfH9QrCZjh5zReUbZ5C7R4i85IKZIe7iPEdF6tlT9AXV4ZYEHVUupTiqpxGahqZ55COsVyPGjMhsoZUhVuEYUC1cp61BaU31DOpsspEafyWxUrlW4L6tJN2VgB%2Fkghh6a0uX8w5o3nSQ%2F3gYmUcgacyw2v73NLz6HVpxRV41Iy8MtUCVj9ZwDGtNqzRf0TY8aMGTNmzJgxY8aMGTNmzJgxY8aMGTNmzJgxY8aMGTNmzJgxY8ZujsFqucCyqMe0eRbGjEmI2nhR%2FHG6FDdmTYPuyzRFFsxGn7Euw%2FqXMzQ8LucGaZThkjub4WXQkmmasrIxYyU5%2Bbrm7ksJ6coR7obNoDIUgX%2FNSo1DlOxuxtV32QT8D%2FgMRcKk%2BWOQRvmKgrSGoRNgjuA1djarJcu%2FXfgzuKpUq%2Fx57MRgjX6dmqhhorKyW1sW20ofqz5LDw%2F327dsPDLvLTS%2FWYrnS%2BJoZ1GwrvZM08R4nFand95Qtux%2B0ckDH00N9c6mvpCPkbgwbCAzmsaF1mHFiklUiBnIgGh3SqwTbbyorOjBqK2ZFHhJTaTVuaW4fJ2rVTd4y4ZTvbN%2BMp0C35UdP4prB1cxaw%2Bl%2FL0TQzNd2eM7Wa2VblPeAZe60pFBF%2B0fZbpYyll6%2BDgsJ4J4iTwNEms3SxV4kZ2D3sJd1vkks6V4viSOdhYF67RnmFQjd%2FuTO2%2FwH8n98sJACwjIeqFfVtDa923hbnyiHUjWte%2FLaB3l2FpnLV5UQW6rry2HDCmD4JavQB40nVsq1Dl4S%2BPFxovn1sGysmoFPsUaISwHAaxWdMs6Zfmw1A%2BXwnESbjglb2gUssrpU4QoMuhcUYfLXulhaWfp4fEa7bhGl7gzgLN2s1RVRBlWuGySUcjqhaesV6Vj3e0ZJZJV4OWqZY5xqTSf0p3Cui%2FtvlW%2BEA2lJIZf5p9RFSHC5LQ%2BvLX4EcnVdNd86SDXLMibAkc8FnTfQ%2FelwVvUeFRYbWZ87AO3PKnET9qhr01U2QJ8KHc6zNzjX1jaFQik0%2F5qN3ewtLN08bzlEyC7CkFY382mqnDZJIkaXnhaq1Kx7vakkdXB62qseJTuFObWYPAzFD0R4l6xD%2FEcf2xssSvLl2W7H1HiG9k4HGc4VguHkSv%2BOU3L7wHrL6OqwAeejwCWb%2BgxNHNunWIUmwyhHut0WNncjRfbc4r9yfzXdkXAbCtAXIySZbgcLOUst2PRruI8pyiGwmn1SFZZqnKXpVHDC08VN6Nh3e1JqZE%2BUSVk1SNqVdWGs3w7DEiv2FtiyMLB7rnOrMcjysrG4aEZHKvzAixX6XM3TlQZMQR%2B3dTpbRAmx7uyeycgXK2W45%2B%2BtwuSYu1CS0oSvm845SW3IQ%2BYhYAklapRl5uoz2o6qYcvplJYKSRTeaoW3rN%2FDOSNp%2BsQUrCFRFVnX0T7g%2Bi7psZKz1zR%2FeoStapq306uqNaWU1U7frc%2FtvdPibxomHNz%2FRdk4fXGo32TDjbOKFQNPBbN1V%2BeNMnv3BJiNfj11BbWIKNeTguq9vhOjCU4UWVqRrw3dG%2FnpO5NedvTqepgKWedW6eHL6bS0MzH99x8qrrvwT8G8sbTqUrB5uV13Eenuv3jTO%2FlnZWOF94vfz2jQ1TcoGhkymlmSLrU%2BGPHnoH55tniRzT2jCy87vjz4fWOsmCSRNWew3sneP2jykdfcC81%2BOKJQG0gK9ckalbUSKi8ijPVYQ8ihZAqxakcLOUsoftIv0rSta8PyLiFVF5ReaqibyZJw4kXnkpVGlZ3Vx%2Bn%2FcNM52VNuPh%2BA4%2Fx1zN0oqK9kxCPHLK7QanjNvTO2sFyzN13yaTKNpyNstW%2F7b8g0PKdXDBIwEwlTKoaWDXqkmOoocbnk0CgSEjDgwRai7p8Tlbcyys3V02rwx57%2FK2mqB4XY2ln6eKF4Cq8zuqkyLhVmqrcN2nDiReeGqvQsXqKiPpk9SAqzAw%2FFa9ndOTHWPWR7Tju9cydT6mwWM0I7rA67%2FRdMvzJjV3ZcF6wuCsr8sc%2BwfgTuEGU6NtW2ptF7Xvi5uELkwK0REIuyCaoHi%2FF0s7Sw%2BM1Np%2BDqUHjcnhZI9yVFvd54Sn0o2NLURR0yKrzsqbgfq0AzvC2%2F63q9YzHxSEg7Jk7tkN9HsqD7p0YyHRme%2BY2n4MkTqf8HFZzagv%2BuQF3dXCYWil6xYH9fPotlHcP7Gcrbh7eTVZqxi8fZCtVj72wlLMEyn7Nr8Tb6sUdsmmNl%2FM6X2l4mqMLd7XqaHGfg3I%2Bqemngy3NeKvrvKwput%2Fdt9p50MZSBD0hIOyW08gdBsOsOgX4DopKL2zMFMpJa4fUDsNWQLlu5d0VNxfvNDc14%2Bc4q1r12AtL0UrmKP6cVXiaevGNMXedKV7qoFyf1KOeBvZ6yKrzsqaoY4IGqKkyZszYjeh2qiuHNmbMmDFjxowZM2bMmDFjxowZM2bMmDFjxowZM2bMmDFjxowZM2bMmLEym65O7%2FcNb59Dlp1cnvWvuA8FoEYxnda02A2oVVr3SlbMmlyuNM3p9MYZTaf3%2B4YXZ3EZMXp7JrOdWZ36VAp%2FoyzwEUhYfkStC3XBXMGdZ%2FT3fXj%2BPr0rWbHAAuhkTt7Mrobvb5ETbA24WrRYK0al01sani9qw%2F8rU34yL2pW7vK5OPNKG7tyXq3b7%2Bges9SJXQMZSn1Kxe%2BdoOkq2488o%2B0yGtSwJqNK3aPrpWoUBU%2B19k1A4tGvBCMw4BPgpU%2FfW4n6U4nK97ewh4ZY00JeBg11evllhR6QXKfXwbudXYXvnf1kE67f%2FGQTLrClly%2BEoNR4WEUKomYndtHrT7tftKaTHYtIiiR76CUQO5VrGOd0jzfegd9tvIPFkXzy%2BgidZHthoQbeirVeo9QfhcebFqLajkWnhjUcyoum0UJyXVe3%2Bqw9qF%2B5mtHDU0G8E7uGZij4MAggIB6F2W8eVdc1xxdxfwssH%2BsfX1zXbP8CdXqdy6p1eh28%2B5Dju7K49g7Xb%2BKaPRxZaeX3zn58D6eICg8SMCusPVaM1fK19pTyhQCoSpfYqguz3S%2ByBpvejQ%2B91HpN1tBc9xh6QxTlTMP%2FscNbVfUROhd8awUqXjgitpBcV9maXA0uqO9YVGpYgTULzlNrvUYZi3VcHZQx54MgrZ6XcSeO9m2%2FEsSjL%2FEHUb%2BdlFXYlaMqq0HJvUROWteuP1%2BoGlsUI4wNy400%2Fjq9Dl4canzCFRY1nUwQykf5rYEMEnx8AKmtwsO4wkJXezZbdVFGqb%2B4A7UuMYq0JHFGyA7tObTHAodJSGcpXPeY1Q7N4J41sOofPkPDfyPHw3X2WAHcWqHpJBGfIyo8yAYZHgPfkKtzUsl2uTFUagQ%2BSri6bRgRPiqnq%2BPGI4miKK7pCsnpW0amaMRz16n1NfUc1SpqUcq8liaahugm1%2F0mUOqI47vniptMrtNbGt5RlOGqMSr81BCrhyCvmjukGp%2B0FY9YfdNJlc6wwFsFUYQ%2F3nEQqFG9Wg1I6B7z%2B%2BT33ZmV1Qfx1p5WtopFc0KSBLxD1Fo5vulKVEu2ywurogaX23R1gZ2KGXChq8u3uuoLL6lP7%2ByxHbQsLmuhEFVkiXODT0hNZx0RND0tKe8r2L%2Fo%2FZNoMsF%2FuU6vg3f3L3J8V9ZRbj23DkdJVfkBO5OYJ6oSjweEaiys1Bl28O5m8cez%2Fs8G7Zlwv2WPrKj6JBP14LrHVgxHVBxZ8XNCWh%2FET4cxcOdqOgT8mJuocvyxHY4ibqlUVVNDZ5ycGnILx3Zlp4akQezbmLEYmcKYRugSQyvVliOLW0qWuPJUZf0ndjkt1DMHCUTubajTu9R1%2FXV6Hbz7kOMTtpg%2Fzt0wu5UglG%2FL%2F%2FcJotLq4w5o1XgR8Kt1iVn10AwmkxC37qcdi7tflDU01z1mtdDAMDeH%2F2vXnFXVB%2FAwh7ddEEQ61PjmguSHHM9qsWR30C8XHiue2lCooUdVVvPkU47nPPmUXDKoHXWmu2F0tGMa1V4IelncUrLEhW1D1CvU0je0Arz%2BvCOL4wYsfPqBOr3FaRaZTq%2BDd%2Fe6KnwUXnPg3G3lfJRYPu6WktCqj1793TGBXJcYI4HB0825lAkmmKSPJad7LDLAuFWIqj6ID92OLghjMAGPNYF62COqCm%2FrZ4X2TuCj108rqalRyuyTrRCS7yCCrhCVA6IG8xHFLM7My5fFLSVLXPm00u5bU19g%2FXmKqyub%2BmL3rblfOYrrNJ3e0vAio1Wp8iuH586OYXCSfbJJrbjo6B5b800sQqqPLt5OdBHxnODHd6oFSJcE2wRqlOa8rIUH%2FKxFiQy675z6EoWeTNLNEt%2BADDBEWCipa4%2Fatae2uJQLhU5vF1Wn93uGF2dxdXoKUuged2vVp1J4JxDWdRpa4Fua8x7Z3jMnn6V63Xl5srjXkyWuPFWFjmhOW7mm6K71dHq%2Ff3gx4yBjl2P9q%2FVdRgvdr9VCqCJdAWFbSha3mKz6RNW9W2PGjBkzZsyYMWPGjBkzZsyYMWPGjBkzZsyYMWPGjBkzZsyYMWPGjBkzVgaDZXN7TCsYM1ZICw1dWVC6QQmPPvtzn72m%2F6DGlfrg%2FDNqWUZc2dpzuOL3PW0xqhwm1PqMVtkZlcJBHsm8P2tcK13GNnkOD%2B%2FvvpO%2BHbsxisPqZ3TdT0lXFzf2Ye9sfDEIq%2BytySDoqfXOxj4kXWUMnTfI2tidv1evSQi8FGU%2F3qbRAUwjleD%2FPh18x%2F%2B98wrtj9KtsQi0Dl3a0gpwsU01Ta0CVY1kSfqyoDYx7f3UoPtlHse8f1m9R%2FDw%2Fu67aO1PoG6H1DPn1a1SOl4QFddrXydZdXVxI%2Bzh53D1IwoQ4kq%2Fh5%2BLqB0y1nilmfHrbD7X%2F09qqq4F2cz1D9hjWZ2y6aaDrJ0hldqhK%2FBzWi%2F87eze1wtEkX3P4TKeoAZBHINZDW2ZlK4AiHASrmMPI8Y8J3i7z1NLeJafYOWmKldbLGV8kY824rdC%2F0gp47aka2qVyNlwmbtEvlUoMnF6eIeoOenV0skqdHFhmS8s6hEKDBIdWlu%2Frwkwzz797NOop9acFxXzf4yBhXhOKWbvxIP7w0Bx1aiHzdH%2BRlXVnb%2BXdxwYKLcXuGE7y4scE%2FAPPtJ8VIYXY3wC1HcHMqDG9xK1ZWlUXSrmIV9clVcFBBkPR3sKjw2n6F2BrF7Q2wWdBd2F38laNczU7bh0fJGPNs5vWUjIzsjr339h6b0Ov6zb%2Fv5PQL897auEuMQLbXleYWvkvxO6uPFF%2FC6%2BqNLFdfSL7nrgrgccXSPZpbmgaFd2%2FCjr7jrULJUd4zYeyfVBk%2BvfiUrnwo3vRmGcFuLeXAsI4oJ3qfhX1%2FSmZXg%2BdqE85%2Bs%2FfP2HttQmaV8WvnGGeusMz%2FCUyV0LZbJSX8Q3CKkRfCYgYxoqj2sV1oA0ZtTxyCxKIKtVl%2FjcGV%2FEaJP4XDEWQaSE7u7oGvmVv%2Fm1pfe6dVy3%2FS2JTFzPnF7n6n4S1FC5aHLDySp0cWEwr4NmVOriOg%2FfTVX5xTsWcdQ%2BtWV0i3W5TdnPWcPWQRE%2BhhiOgOGr%2FikuFCz5oDvJpu9DAtpiHXfbakUHKfjUV7DivsUfzw2FxkbTq0D%2BczSNomUUojZe5LVROW9JfTTIeDz7k9Uu1UI%2FopZC1cLfq%2BsjiJokkRXlSHjsBi54OSyVzGEhrlIIVOhwZxRkNbr%2FiaX3%2BnhCt%2F1lio6P%2FAKyLkw3A0ClKu%2BeChVBc2R1dHQDjwUeU%2BviVlVh4IsHUlV8lo9JCXgYR7YH34MkVK78w%2Bv98a2frJvCG%2BudFSNfnPlJRvdNwoz2X1j1QGb1b%2FfZwlGwSUTN%2Bn9Jsr5JP3z3JY6%2F96Uk23Icf%2BqPFwmlnrkZe5yfifTMRdTbTsS43Bt33pXzsnEYHXHpP9UD7eniRJ3YvX2tfQdvlS9g06OqQ1SxaQmdrPE8Uf1Se1x5WcfpxweK7xRGwZryURVKa2j7yvuc7a9eP1VzOtlFh%2F18HV3c1vxWA%2FIAFSlafEjdanNX9uHnAguRfOlIJ3981O5vkYL78j1kfIPfvGoggyPi%2BVTn%2Fw7aJZ9P4cgJVwj64SGgTiMex3fMMVtpf7xIKL3wU1a9%2Bdzmc6z6hZ%2FaWz3UyYiKgakY4zefs%2BeVMf8HyLO%2Bhf9UXUEgR9Tmj5vssv0zwJWlqkNUGNe7%2BWxSvd2VQ1Y5Uf0cXFYj3Jug8E4H3tOPavzLhzG1L%2B5zjmwAolKVz8kLJV5zMZOujm5V1WrGD6So%2BCy9eH3%2FhWaXtH9X9nxKdUvYGHf%2Bnq1wlO390OdTvbNtLPA8nII3Fg881gaP3%2F8KiIcEyLuv%2FxCdhdVbB8NSPCaUgKJw%2FQf3P7gf7wbJJ9vvLLDQmQWJ745czTsO7O%2FMBhbKNapiSCTkM8cjuBFRkzQDXOy44hn4X4HvpwcZ1z7IL6d5d%2BNPug2nckQNOakf7wSXF1lVRF3q4JgJzonD%2BqSiQHPK5ehd2cG%2FKydVYUx92%2FsMaIOacsxVsRXd3%2BcnN7o6urpzVXxrGylI%2BoBAp%2FThiPFo306%2BcR2eI3%2Fom8%2B1wTiM73mty63gWLLHz8WxI%2Fa2E3f92Qq0MSGV7Z2JxhdSJzfi52bIdePXkxu7sjCK%2Bb6%2F3XAWpCFXiLrDllcrTm3ZcLZco6qgmi2HaW9EJM8Ao%2BPyZ%2FrZoMuFJZ0l77zDkPhtyu1WgF2UzLGcmXLhdyqyylrefb%2F5eZsrE0y7Ck6%2B5G%2FndalqBdp9znh0h%2FSVk6KDKWxTn%2B90dXH1qNp4sfvS6W2gTgd5S8xVqgWgT25EYoNoZn3ra7w%2BzjYa3g%2BddcBmVO8l%2FpD4w8B7h%2FYUpiA88ZCuuAeS%2BtsObWoDvKRGzR9jwm1VvhvDr6vsCKH5Y9%2FyO7B3FYrtOJ6CQGRHuUZVQbX8Jo%2BpgiDJ5xrq0cs9bvBx1TVdaVC8iAj5fad6Duo6uWvivLaR3S28xMqTuwnOmmwqJ1Wbj3rjYXirV4W11A5G1mRaurh6VO2%2BBE5Sk3Mrkogjq%2Fn4HiB3A87AemdpOrewTUIHhMBx%2BL%2BedI36TdAN%2FGwjkKhe1idHmd%2BjjCpe2nTbe42c2NU9p3JF%2FbnqUpO6bp0OUfkkYWRKbMQwMiWfrlTail6KhNTdATzTfmenP9ZP82YqVdde88Y%2F%2FJw6rL1OooqelK4rm2%2B2W%2BBQvlXSc5J851GTu1InXedW8xotTClIDZ1Lv%2BSQng1tWcvVbrVcsb80fVmp61bTRL0LzmjJzfhS8Km66jtnogXVLan7JxCFM2HXoeZNqAxErWijfQcftDFjxowZM2bMmDFjxowZM2bMmDFjxowZM2bMmDFjxowZM2bMmDFjxoz9%2F2u4KsiaNO1gTOYkgWLZCarynNZV6uyy6zRcFwRkdJzX1iee%2F64%2BhRBIyIR81S6W3CtZKy%2BHR53neZrO8zLFT0NXdhn%2BH9PyuTN2Gx0sqydraWHlz8rYyAyt9KVXs7%2BJjBQLTzbfr0X0PUh2BQokTLBsuXhJvoED6LqNFxsvhph9BYoOXl3o2vjRBNN4jJlcMxzU6Azmya41r%2BcgsAakBv9R0VQdJkfnOUHUeV6O%2BLav%2Bv9p5JV9T9zzWzXescZ3caU0LHMMSkrX1kkubXlF1F7rEyWIzRaWJ1YI8UJ%2BvWSB16%2BJzg594yoW%2Fmr3rSqHCX6ZyHUDwY9U5a5rhvWhGVxmhkvQrMwqtq5ZXZvA853ZX3YnSRLZ1suo5rrhFOt%2F9umRqTbSWAaaCJdv%2F%2Bcnn2omdQbN7Mmnbv9nGAX66FQFXZ1v7QXyhNqM%2FsY5lA6rqfNcKr53VkjTlr98EMwJxT6M%2FjryNUUQRvgnSgQNv4nLHP3JnWDutsQDqSHr8kGmr5jYw%2BquIMkKxNnnZX7Ax187qszwETXn17HPiqka%2B4zguOmVi21fJv5P97%2FGGatWadrF3es8FX0iq%2BmdjbrwsGhXOdZYsTb20EsYH1DGow1HhS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2Fy8vL6%2Bvqfn5%2Ft7e339%2Ff29vbo6Ojz8%2FP6%2Bvr19fX19fWmpqbLy8v6%2Bvr4%2BPjT09Pr6%2Bv6%2Bvrr6%2Buqqqrz8%2FPt7e2ioqLPz8%2Fa2trW1taioqLr6%2Bvi4uL5%2BflVVVXNzc3%2F%2F%2F%2FW1tbj4%2BPh4eHq6ur8%2FPz%2F%2F%2F%2F29vb7%2B%2Fvz8%2FP09PTMzMz%2F%2F%2F%2F%2F%2F%2F%2F5%2Bfn19fX%2F%2F%2F%2Fy8vL9%2Ff0AAADZ2dn8%2FPz7%2B%2Fv8%2FPzp6em%2Fv7%2F7%2B%2Fvq6urp6en%2B%2Fv7%2F%2F%2F%2F4ck%2FmAAAA8nRSTlMAGgDUzwIP8SMQ759fCgUvqfDGFeIYA78fbxNTt98%2FhsV%2FBhdD4Q1rRI%2Bvwo3ATxJTD18IoKWasozTETbQ4D40IX5hC6dAMR7RXydvEsRuotKLkZCATYahkzOxQlFqmbZwJiUhFWy1wyJYcXI7gB2XIEFbgjxgiWFtfTSFMy8wSYgEqFBDTSE2KCpnSyZZUaZHRFAsDuWBYJJ7AVZQpC0Z6njBKWjdN4dlMV30iN8bV7%2BzJJeHMRiDYsR6U9yVYxdP2c1dj8CKFZZVFjtaaTxOI9cMKQk4NnBW4PKUOmiNI%2FkwWoQYUdQOSk6GvkUURFSM3n71h14AAB4tSURBVHhe7J2HfyPHmaa%2FYicCDTQCQRAkQWgABpMcDSkOw3CGM5o8Gk2QRjlZOVjBsizbcs5pndb22r7d23ybc7zbdDnnnHPO%2Bd6%2F4FjdIGu6vmp280CtbF%2B%2Fkkn%2Fnip%2BaPSDDqA%2BFOm7J3ncIoDi0NAQkY3d2IaJSws2NNZZnCouduhAsrgf7o4BYy59O4fvn3ROJQKoREkBGKqYytAJCCEQWh220I81TPFIozLaNiCMH4PJr47WIooL1C1isUUsFSwpkMqPAMARDUIFjLcYpj5tGbmqw%2BP6bhz49jZwbZ9S9k8Kd20QQLDdzFbdIz%2FJJ0OFyJFaI6mOcZ6HGOzAGxdi0tN8JL063CmJwi9FviX34m4FUrlxl0PgaBgIbrXJJfVp08yTrbq2tt99bINtCj9p%2F2TiZMMigCzYGa0WxwBgrEjxCBUici56obyLjsF%2B%2Fez8KGLwUdxVJuq9HZcpljX16lgjlaeg8hTpmUVNqubcUjzNKnBbGIBbJS6pT8nMo5ilAms3kxsAbElvsP0DqP2Ttt9KsEYIoBELpWxWDyHMocSDdUiCYMYDvJmAl5sUE%2BcDgiaiLMd6FrTJUmskFaTyEah8JPZsiru8WGL8ouLpx2rfqshkVQix%2Bz%2FOoyRIte64GalXsb5%2FJFX7J4UfxsVI3EUcMyrVrbqAtbVVB1x96q39f4Yo0goYpBJ6EmhWa31nx3WrUmskFaTyJah8iVSofNrqY2umHOeNsyIQ457ksUTnlP0dq4NfVyuLrpTKLlHy0sUp1UASq%2F2Txr2ASAiiwJvNYrVzBLjUbJ4BjlS0qbdE%2F%2FStUgAExAMyWG2jI2EFDd3qujNsWcPOesxquY6d1OOSmiMbId4YCTT%2BBEq0xDjRKACM8mO1HwF2mYm%2BDnRdrRRht5hUmRPHAeD4CdL3jwBEBQ3OheC84VE%2FXi2L1Q9fB14kOgFc%2F%2BzeVgmgJKuVTnzsPSh2iFoncY82uVrw14aH1%2FxCNVbszO4heYa0vDPk30uc%2F%2BOxv2LgBAAGdjSM8R548OvqoxHiUl0bYWyX7R8h1P5J22%2BHUIlAxXSl5FYDeZS67hHgTO%2F%2F2aoPbWy12r9JqFVifFsqsLYGbGtlJyq%2BV2TuBRrA3WTgs%2FAY70S30519XFebg19X3520%2BbakctBO2j%2BZ%2BNt23qsdwduyWCWnjjB1h%2FZvdWkqhPxKVhi3gMamh2Ilhn304xeIaTVJpVlsTp9FLRt3F9DPgvtmX1czbf4FSeXghcT9k4WXLYxtg8oYrLJRKZNTC7XWa7R%2Fq1RDCDfq7RltpDwixPTcjIdii1R87MYnptUktdKYn6Pz89ZSJj6l6k8NcA%2Bc9bqavvmF6jbdHqwW0vYP5%2Fq9dLGo7qVTrY5OXKnXr0yM7m3V%2BFzIAs4S0crEckCmBDOedY1UCmI3%2BtN0LjUucan0yDOycjD8PZk4VJDCB3%2B%2FqmmtSqlc68g2dUYKlLJ%2FUrgzMl73Gu3xESfFqorzwO0OsXiI4kmrCe%2FSRoQ4T3slOK2ea0qa001Tgci0E2TiQkVk5tHooO9XnYJDWcP3TzovT4xOL5dJixDqXz29gHhGRZTRIRogzT2l5mk6b8F%2BG5KhtyB5%2Fj%2B2mie3mie3mlvNk1vNk1vNk1vNk1vNrZbouy65VR8%2BsST3UJbGpopjJYZdoNsFXGOptDrpfAn9LGWvU5xaLJFvmr9Ycu3kzstYuiHrUuaUFsfGFg%2FyQOFa%2BHaCIAeHMNTnPgA%2FwSrnrg3UPPD%2B1R8AHnwQ%2BIEUq7xONv4w%2Brk7ex2vBhRhng9ks%2BoyGAXU6XYrROTzXnTg4PrRW3EAIQQI8tueVn3I%2BGarnNuoz4%2BOztdZ%2F%2Bpl4KWXgMspVnmdbHwWIgxm91XHA7JxiJ1A64jHvJg0WS0CmBqzWf3NLSG2NmGTnopCOm8l8RZKpNsDSbG0l1UfUXyjVcZLqE8EoGCirj1cC%2F20Eq3yOgjrML6wwHgLFoWxUGHzicx1iB4CQJy7Iee7S4biAw4QUM9k1XhodzE%2B1yRqzo2zk3YXkPZaZODoEJl48avVU5pVQQjFJltVUgHfZJX9N%2FDDuJ3Cerdr%2FasvA5icBPByolVeB6yO5B2go%2FOXdzpJLuAVVseuGOv0%2F2M%2Bce6EnO0uIRO3elPbciars9UyhSlXZ%2FkJvoVSCS3OaeNRCTi%2F59j7UGFc0J7XVSWVad2hpv5VEO9fPQXgwx8GcMr4CRybTHWg6ijungJOuRo%2Fhp%2BgMD%2BBw4Y6Xb3OrOSG1BTPdKxCJZNVfJn6%2BbKhTnMcGG9yTv%2B5Zrb6CQT4LLtQEAkBIRKtFgR2IgpZrDa8aEzvX60AQBAAQIVi6bdzEa9jA7aso3FnGph2NA58ncJ8HTBsz5%2FQ69QkD1OM9TmNju7yYsqxmtFqI46fo36eg8HSzwM%2Fb7L3fR6RkYPwfTdzQVBtOklWuT1ulfevCiH0%2FtV7sZt7zd1ovM5F4KKqozgBpHMA6BB1AIDNb0yuGOvIVPAk8YT1BztW3fq5rXMb9fZjcexEEwEHpjPw%2BLjxDPwH2xHgvIIPMy5EBqtCiBSr6f2rswAaQjQAzCbsFVYn2NwMVB3FCWD1AeC9RO8FADb%2FmZ6az7fzcf15%2BWr7BzhWnYnV5irr1gPtWCX9swSbQHOrXN5qck61ByTgfPY9DzUC%2Fs6GICfsbVXCFKtp%2FatL%2FY9pHQKAJUOZyUnwOnNzYR3GhWAcKmDzHbU9GfpsvfcpPsh11ZhNZXVTG5qbt6hJ8l%2FOT%2FeITPyjX6l9kG8mqe0cwGp6%2F%2BrdAHCd6Lr%2BewKopNbh3Gx1kDoET%2FHBrqvGzCmrc6QlGFFA480k3jxdZpsJEoCgeE8lhfdQQ2JocjKj1fT%2B1RoAvJ%2Fo%2FQBQS7fK63CeZjW9TsOrM14dHW%2Br%2Ban6vF3qZbJKyurBpGnQQpicNDY0E4aAXnQC73%2BNh3XZsv5V1ow6RzQnv4%2FyMjJZ6nDO64jMdaZHJxgvUHnZND%2Bh%2FuguHdXmU0KEUF8PPpES0esZG5pJDAkxdDPOk%2FdC5Mmt5smt5smt5smt5lbz5Fbz5Fbz5Fbz5FZzq%2BYGw13usyHXNjcHKKrHZwuvpKWLinmDsECGlAwdND5R2vIg39VWq0atfV5Y14fs2ryIktVqjbUepmUW9zI2CUyes9AlnvJZtEfiaAEL%2B7OabBqJQ619rSnT4jwKiCHaRaD08MdFvVDnWhVXWpm9jFYrEf5AwoYQz1INNQZ7QG91GJfJkH%2BGBzSyghWyJoUAhJi0SIXRAaw292W1eSBWE4uI3YAIGAOYVsWl1sGsvhLhY3FahN6SqXLs0xZKxud5QurmeQee0xGIRnrRD%2FVGFE6iJKIQj0gdYsjI1RCzKhErnWrVj3Hy0Y3OwCDaqx2Ya92%2FVeBYhK8DbLplAbcC7MT2vh%2FEMZPVyhraZAjgMGRe9S2RQiWJg519D%2BoMnPi4e1n1oReZJXLHKtJqNUFrNaZ1EKuzIswstzp%2B6dK44Vm%2B3Ah%2BCmiZ9%2FsDxFNBnX6%2FrTYVHuwMvJBmdcFs1YdmtYp7yLVRdEFUSNBaiGsdwKqKxq0vAF%2BwuNVTn%2B68buH7uQqxdRYnXWL5XXxtYKtChfHEgcHPwKEeSixPJO3BZHVdt1oQc64NwEZM3zqpxPn6%2Bpth9fiLwIvHmdUOwswaVDTPb%2BB%2BYnkYP3dwx2rmu6XWQZyBhdgogHj5XYTChhCm%2BoWqZtXttn4EYW7Wpy%2Beqbi%2FXshk1dqy9mMVH9ja%2BgCY1YcsIcQW0DGp%2BGkcJpYbeGlfVktAaXCrzYM5A6%2FQ3lZpJWE7C9UYr0wBP4kwSh%2BTKrmSmsWqNdwctrhV0Q%2B3ipMnway6eF7usjYe4lZbpRpeIBbge%2FZlVZnI0nyXOjD4PTCHu8hk26tvh6gQ5ypKH5MacSWVW63G9VnDTriYLnNRhEyLdWSaWzLX8AU5%2Fkn98zpXwW6X1Mj%2F0NkCFhKOym0emVgYbKXag74HNtchGGyPTmyH2VbZ1adLVbykpGpW41xKJalV34qd30KwjkxjS2YX4WLXFfY%2BFmEakz3SYpt%2BH7lSXWFHJVud%2BvfXanNAqzxpj1vQpSpeLmQ7VUmpUivrTw9EmDJlyty25SD6oVHD404zqTQiMaOF3R%2FS%2BIboZ6Mw4PrDB3UGFpRchxTkSX3cwePQd0ZW2P8ZNHkvRJ7cap7cap7cam41T241T241T241T241t%2Bq2aOAs0rdVcquuXawYFrpdTF6%2Fl6eDJUqOu0SDxvdpH8mtus8eR9HUnQ3ftK4vANslPSdxisOlKcjZ8uc6jI9Ryzy%2FWKEuq%2BUn9KOHW5VA%2BVASn%2BrQAcR2wy%2FJvAWwoYjyuD4vFDnwTdi33ZhV1z55ybJYx0B9sw2UDOvrRqK0dAHcZ16C2xp2T1ywntO4d3aCcJXPH696M4EPm0s1aQWkISRQPpTEgcUWGQKAkLknBtIRlFbGm6yUokyeHDJyGLT6QKRVTcPJS8P6Wq%2F1ibnlNg4b1tcFwHR3jOunn8KmEGLkhG3fMeJofPR8yQcWXX1%2BuTAa%2BMAFTWpBAKLAtALSEBIoH0riAIrdwa1KEVA2OAfMQyZ5csjM14llHX2tahqOX2PLSr0%2F6kkwrK9r6ts%2BFcKaq1eZix7h%2BAnG%2B4uZr%2Bl8oUK%2B3p3hLiJURVhkjyANgQzUOJTEIWN3BrUqRSgbBs5KKcrlySHOE1tXIq1qGl8V1MPh0KJlWF%2FX0AVYQjuk9xuvb7CGTzB%2BP6w6UL1D4wsoLrLttrEbW7cRjpGR8iFXcaMl3x3UKmxlw8BZKUWZPF6IS%2BVauVSVNjDWHQMu8PWBI6u1%2BEFc%2FaTBNQE7Um3Gf3RrZMIbLzgaf6cHKTV%2Bgr%2BgrF4w2iAj5UNrGmeWpga2GmXNzHkpjbKXsc22v5HUutIAsDbEpao8gCg%2FxtcHJsn19XV%2F7kGE4VafkvVtMF5oEp0ul3QezHhSKvTXYfSpJ%2FY6BSylSKd86A7FjZaqzwxsNXqEOxI4K2WmI2InI3z7fTLGDx93KHxLY5ZKvQ3IbDYN6wMDgLa%2Brnf5i16C1Y%2BMb9cHGJdp%2BpwHMxsFAkjTGg3qUgkYlo7MlA85ihssWZMFZ1Cr1rA6TgycWzVTFcP2%2B4lSh50hoqfkWxopleddFoD6nGl9YAD6%2BrptrB2SuE6xNNClubLjdtFgfDtmHqworrRG72x0qQSEokzUOJTEw7daI71B75akTyXVwFkpTrlVrjVZ6hDRZZy8ZJZKzkUPjTNkWh%2FYsJL%2BxzzIeLfH8Z3YyZ0D8eS2ZSAUlUD5UBIH2qfPD%2F7ORvpUUg2clTJTocK33%2FzOpi91iFqwfvCaQ%2BYEM43H1FjKerzN01UPqJ4O4nj1XAMyjXOrA%2FHktmUgFJVE%2BZBELueNyeVmQk8mZW7dJ2nI5VIljwaZP0Z5uFZzU34kdYiubY2cdygpwbRylLoeb7MwKkSB7ZjVaSEzvToYT25bFkK1IXPKh0LkcD7dowNIVNkx8ugLO%2FY4TddqbsqPpA6R06TvvORxEnDeCzFo8l6IPLnVPLnVPLnV3Gqe3Gqe3Gqe3Gqe3Gpu1dzf%2B5Zx1ShxcPUHT2uqktR9uN%2F4ST9UWThIq65taI95S7gaAsyddTWPzc%2FCB85JnHT3ZdVuUULel2C1UsTCYK8at0XAUMsNrdqm9pi9uQd4%2B5kPq569Prk%2BgOISkaEPeXS%2BDns%2FfJzXJ2oplMnGAoC1fVlV28%2FkGVX529x750BW5YcvgEox7EYrAYAQrL835ICJW09Xq09b5vkNGPi5kYl5jbPHVVmrjQMfqpWI9SE%2FQvTIRB0lnQdEgZlXarw%2BLRVBaTZ4o3opu9XOVQALCVK9%2BaqxkjcTDGT12RqKQBG1Z4eIDgMAEevvlVyGc2%2FYKRScYc8033pmHIxbq1crgZWxPrm4qwyc%2F1CN9D7kCnwfldtxTOPRRxc4j3biuOLqyKOEmGy0apCptTJa7RYRxnTc3yvlFYxWpdRBrDZnPIQvjuYQUQ0QgkgIredTchnOo5PRGufWZH3Y%2BVmPceDUZ12Ac1ld5zt%2FBF1G60MOqkA1CLxZjdPVlo01zkOpM%2BU4b9kpa5oxGyf7%2FGQ2qz5UCyrLyoaSp1V6KKVtKfvirkNEDWCH1khlL74u8Trnl3oTTqXIOXBnbw0mTgSdQ6bXg4zeh7wePrZX0%2FjVsF%2BS8UhqoPEppFhlNkaEAKA3cJJtvi3oYCfWY4a73BUu1Q%2Bri8JBWj0UjbP%2BXsllOPfCRtc7PJ3L%2B8RKMXsd8%2BOKKzgngMmqJ4TWh1xBtSq%2FHtL4j1uyC4vxUiRV449ZKVa5DfNBecmDjHcpjh9FYyM81VSHg5S7XHZXPJBVMe9J2JgXQ0Rvi8ZZf2%2FIARO3Xd93bc5hd4rmOkIYuSASOienWisBf7J2F%2Bl9yMF8oTAfHNHrHHGGq8MOMY5Qqs6D4SqApHUDlY1Uq803IPNGM46xOb3S60F9JIHd5Wa7K%2B5vjcj8B%2Bdbxei9SbE1FPb3yrD%2B3r14ESgmzR%2BUE93xaQC1u8q8D1neA4%2FxOmO%2FUHAqBo67AmKcnMK4B0qIspFqlVY3AGysanRzTgJrppx2l8vvige7W7pmeTPAjGddG%2Br394L19751nJzCFeDpsrEPucjmZ%2BdK%2BIxFhjAbKVZpxYK1osO56MGDlLtcdlc8sFVn%2BHQABKdl735Cf%2B9bwtUQwOBB1g%2BGiYfZSLVKFxuXyBwn5S6X3RUPbpWcJgkx1JS9%2Bwn9vW8lZ82xB1%2BfiU4ZEOYNCqablDXqLlfXGuz1M3kvRJ7vZKt5cqu51Ty51Ty51Ty51Ty51Ty51dxqntyqe5W%2BrZP3A3dhd4g6NrpkSqc7BibV%2FgjtM4twDXRsjIyxYXMI9dUcn7Lk1VdfVd%2FexFSAA18nOXs%2F8GGrhoUF1KzDxOyVbAAvMKv34RNkSGdxbGyxY%2Bb%2F%2Bs84xFKCefnoFoCUngEebT3LoppfjM265ZZb1Lc3Ma94IgbcItsUxlPWSWZWk%2Fty8fyMBXgzzzN5lSkAaH%2BNDdTwx2jM1aC7iDCLrpE%2F0XLZ86kBNZd4mvuwiv5f%2FAwt2sb5yGrV9d3kA8b3GfUN9Yus0YdvTzrn6ySbrZYAWEJYAEqs6tGjkDG8iBrjj8Mj1oh1N71g8xZ6dTLg%2FHvvk1w75Ot13JexOUCoMNvFViQVFzJYnZubU9%2F44svmAyb6ptNCFWHM%2FVvvT9p%2BkdFqtE4y36DIqi%2BtHo6a%2FGp6X64AgNtuAwBBsawB3tnpf6e%2F6Ih%2BE8DCC9p1%2BAjaaABAFUdM%2FE%2F9Zcm1C8%2FHPw5UiMUF4GY8VoWY96zXZfuIQLWQwSoA9S198WX3BqRAH8AN7TBadAv8L36%2Fhp28lO1YbTDbKuaO1cgq%2FKFIJ1yXrwGrrLLzrHX661PsRbfUbQKsTBfWu%2FHRNoAfs9Dl%2FI87KxZ7HWwCm8o1270Zr6vB6T8ddRkqqZmtmhdf5qsJTmktOoVJQCw7hl3%2F09jJV7JZ%2FWAJKsUUq%2FrfgG4AwFNP8fV%2Bj27nttvkV%2F1Qsi4egcwXY%2FzyjxKssFqLVB7Edae%2B9gBQb17Hgzfz49v8d%2FAXiUKuUkLjV4FfbaBkasYDipUYhdj9h7T8QhHe2%2F820TrtzyqX2kjSyhYX7QHmXf%2Bz6KfRzGS1UT4FlXtSra6ryevJ%2Fbp0224ols96zxchU9c3bwrX7wSA10llro7umXcA9TNd1Odi3Jf8E%2BTHOLk1fMZpt53PoObqUtsA2kpryrFakVJPFivqHjijVSa1Ol2VWolpZVKJkqwGHqI8SZmsfrADFXzRZJWvnyyDaoH166afgXuHEMY7wzfvhVUA6N2Mz1i4f0KIiadgndH4kY9b6HU1fh%2FaPXr8ceq1tcWwi965ZQDL57xilmM1%2BszJb9b023sPO9Hu9uqA36n4QDum7gLkbipUgQvEtTKpBCTcqI6KMN4ns1ktPwqVapNb5Vqj62q1wPqB0626dv%2Fm52mHLeiOBypyRHvqbUwtLEyhPezEeRXAn22hGuMdeB%2BLtvpjHjqx%2BqdXZfXK6ul20rHK%2B2%2FDjxTFhIwKwLoiZEbJ2Nb%2BOFvnVH3TtUYbzy35ScveVvCJbFZbUMGXs7yzKURWC0OsHzjdqn18a1rMzwvWDP2xBsZ7D7GVyclZnnzyHe94cnLZ0Xhh8vfwR1%2FU1s4%2BiSj880rLTYrelzeXsxyr0lpAFIyyNd1hXuS6XEeYepmvc6q%2B6c%2BBVYLSKqVyTc9ls3ofVKxeyjrJrBeC9c2mWD0%2B3CQKAmJpPrNVJlisDlFveWJiuUfE%2BGv4B804ryCWCsXSmBfzjf3%2Fbiku1Y2k8pzZ8ABv4wwNFBGlwF4HTYFtDuFks1qDyvNp6yRzq6pvlm%2Fe6ip7uzTs7NFlTGKkTNmzIgKNBCIWbXg6oGA6bclrngJbG9gYZ2VUiNEVh96sCCmdwYQnMCpUmJtC4YB7IRz67kneC5Ent5ont5ont5ont5pbzZNbzZNbzZNbzZNbXZhaiIPcagtRii5ljQsYJy%2B4rnn3dlGkNzH4KFomHIbz0liR9T8fKF%2BcmlqUnMcdA7qUKXt0xNqAbZgeWu3%2FwFfRz4%2BQKa2rLUOTAYoV0%2FK0tg1qceFu7SzMi58i4Ul2i6a9VUzYIWiimdnqm7%2Fu8amv3XPna5LzHEFjck6C9P7kvZrRhICBhVZFNPYw%2BnmYWNzSGH7lGjR6yrhW47OwJbfxLOm53%2FspZhX4w8AFcXTDcJh1pn7jDRAL3viNqY7RK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<h1 class="title">Reproducible Research: Peer Assessment 1</h1>
</div>
<div id="loading-and-preprocessing-the-data" class="section level2">
<h2>Loading and preprocessing the data</h2>
<pre class="r"><code>activity <- read.csv("activity.csv",stringsAsFactors = FALSE,na.strings="NA")
activity$date <- as.Date(activity$date,format="%Y-%m-%d")</code></pre>
<p>Create a “clean” dataset for some of the analysis</p>
<pre class="r"><code>activity_clean <- na.omit(activity)</code></pre>
</div>
<div id="what-is-mean-total-number-of-steps-taken-per-day" class="section level2">
<h2>What is mean total number of steps taken per day?</h2>
<ul>
<li>Build an aggregate of the data, # of steps by day.</li>
</ul>
<pre class="r"><code>activity_agg <- aggregate(.~date,data=activity_clean,sum)</code></pre>
<ul>
<li>Show a histogram of the total number of steps per day</li>
</ul>
<pre class="r"><code>barplot(activity_agg$steps,
main="Number of Steps per Day (for time period: 2012-10-02 to 2012-11-29)",
col=c("darkblue"),
xlab="Day",
ylab="# of Steps"
)</code></pre>
<p><img 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" /></p>
<ul>
<li>Calculate the mean and median for total number of steps taken per day</li>
</ul>
<pre class="r"><code>summary(activity_agg$steps)</code></pre>
<pre><code>## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 41 8841 10760 10770 13290 21190</code></pre>
<p>From the output above, it appears that the mean # of steps taken per day is <strong>10770</strong> and the median is <strong>10760</strong>.</p>
</div>
<div id="what-is-the-average-daily-activity-pattern" class="section level2">
<h2>What is the average daily activity pattern?</h2>
<ul>
<li>Graph the average number of steps per day</li>
</ul>
<pre class="r"><code>agg_steps <- aggregate(.~interval,data=activity_clean,mean)
plot(agg_steps$interval, agg_steps$steps,type="l", xlab="5 minute interval", ylab="Average # of steps", main="Average # of steps per day")</code></pre>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAqAAAAHgCAYAAAB6jN80AAAD8GlDQ1BJQ0MgUHJvZmlsZQAAOI2NVd1v21QUP4lvXKQWP6Cxjg4Vi69VU1u5GxqtxgZJk6XpQhq5zdgqpMl1bhpT1za2021Vn/YCbwz4A4CyBx6QeEIaDMT2su0BtElTQRXVJKQ9dNpAaJP2gqpwrq9Tu13GuJGvfznndz7v0TVAx1ea45hJGWDe8l01n5GPn5iWO1YhCc9BJ/RAp6Z7TrpcLgIuxoVH1sNfIcHeNwfa6/9zdVappwMknkJsVz19HvFpgJSpO64PIN5G+fAp30Hc8TziHS4miFhheJbjLMMzHB8POFPqKGKWi6TXtSriJcT9MzH5bAzzHIK1I08t6hq6zHpRdu2aYdJYuk9Q/881bzZa8Xrx6fLmJo/iu4/VXnfH1BB/rmu5ScQvI77m+BkmfxXxvcZcJY14L0DymZp7pML5yTcW61PvIN6JuGr4halQvmjNlCa4bXJ5zj6qhpxrujeKPYMXEd+q00KR5yNAlWZzrF+Ie+uNsdC/MO4tTOZafhbroyXuR3Df08bLiHsQf+ja6gTPWVimZl7l/oUrjl8OcxDWLbNU5D6JRL2gxkDu16fGuC054OMhclsyXTOOFEL+kmMGs4i5kfNuQ62EnBuam8tzP+Q+tSqhz9SuqpZlvR1EfBiOJTSgYMMM7jpYsAEyqJCHDL4dcFFTAwNMlFDUUpQYiadhDmXteeWAw3HEmA2s15k1RmnP4RHuhBybdBOF7MfnICmSQ2SYjIBM3iRvkcMki9IRcnDTthyLz2Ld2fTzPjTQK+Mdg8y5nkZfFO+se9LQr3/09xZr+5GcaSufeAfAww60mAPx+q8u/bAr8rFCLrx7s+vqEkw8qb+p26n11Aruq6m1iJH6PbWGv1VIY25mkNE8PkaQhxfLIF7DZXx80HD/A3l2jLclYs061xNpWCfoB6WHJTjbH0mV35Q/lRXlC+W8cndbl9t2SfhU+Fb4UfhO+F74GWThknBZ+Em4InwjXIyd1ePnY/Psg3pb1TJNu15TMKWMtFt6ScpKL0ivSMXIn9QtDUlj0h7U7N48t3i8eC0GnMC91dX2sTivgloDTgUVeEGHLTizbf5Da9JLhkhh29QOs1luMcScmBXTIIt7xRFxSBxnuJWfuAd1I7jntkyd/pgKaIwVr3MgmDo2q8x6IdB5QH162mcX7ajtnHGN2bov71OU1+U0fqqoXLD0wX5ZM005UHmySz3qLtDqILDvIL+iH6jB9y2x83ok898GOPQX3lk3Itl0A+BrD6D7tUjWh3fis58BXDigN9yF8M5PJH4B8Gr79/F/XRm8m241mw/wvur4BGDj42bzn+Vmc+NL9L8GcMn8F1kAcXgSteGGAABAAElEQVR4AeydB7gURdq2C0TFiJFVgiIgBlREQUVBQDEnDLAuJlZ/15wDrhkF9DMr5oB5zRkVFVkTRhDBrKBiQBF1MWLk/H2XW7N95sxMT+jumZ5+6rrOmZkOFe7qmX76rbfeatbgJaMkAiIgAiIgAiIgAiIgAjERaB5TOSpGBERABERABERABERABCwBCVBdCCIgAiIgAiIgAiIgArESkACNFbcKEwEREAEREAEREAERkADVNSACIiACIiACIiACIhArAQnQWHGrMBEQAREQAREQAREQAQlQXQMiIAIiIAIiIAIiIAKxEpAAjRW3ChMBERABERABERABEZAA1TUgAiIgAiIgAiIgAiIQKwEJ0FhxqzAREAEREAEREAEREAEJUF0DIiACIiACIiACIiACsRKQAI0VtwoTAREQAREQAREQARGQANU1IAIiIAIiIAIiIAIiECsBCdBYcaswERABERABERABERABCVBdAyIgAiIgAiIgAiIgArESkACNFbcKEwEREAEREAEREAERkADVNSACIiACIiACIiACIhArAQnQWHGrMBEQAREQAREQAREQAQlQXQMiIAIiIAIiIAIiIAKxEpAAjRW3ChMBERABERABERABEZAA1TUgAiIgAiIgAiIgAiIQKwEJ0FhxqzAREAEREAEREAEREAEJUF0DIiACIiACIiACIiACsRKQAI0VtwoTAREQAREQAREQARGQANU1IAIiIAIiIAIiIAIiECsBCdBYcaswERABERABERABERABCVBdAyIgAiIgAiIgAiIgArESkACNFbcKEwEREAEREAEREAERkADVNSACIiACIiACIiACIhArAQnQWHGrMBEQAREQAREQAREQAQlQXQMiIAIiIAIiIAIiIAKxEpAAjRW3ChMBERABERABERABEZAA1TUgAiIgAiIgAiIgAiIQKwEJ0FhxqzARCIfAwQcfbDbbbDP7d88994STaUpyOe2008xCCy1kjjjiCNvif/3rX/bzBhtsECqB+fPnmxNPPNF069bNLLvssmbDDTc048ePD62MDz/80Hz77beh5Zf2jGbPnp35Tt1www1px6H2i0DkBFpEXoIKEAERCJXAjBkzzJVXXmkaGhpsvj/++KPZddddQy2jnjN7+eWXzW+//WbWXXdd28xJkybZzwjFMNNZZ51l+HOJclu2bOk+lv1Kf5Pv+eefb15//XXTqlWrsvPSif8j8PPPP5t///vfdkPv3r3/t0PvREAEIiEgARoJVmUqAtERGDNmTEZ8UgrCZurUqdbSFl2p9ZMzgpPUo0cP+zp58mT72rNnT/sa1r8XX3zRZtWiRQtDmUsttZRp06ZNxdmfd955ZuTIkRXnowxEQAREoJoENARfTfoqWwRKJPDHH38YNzzYtm3bzNlXXXVV5n2lb7CsfvTRR+ann34qKiuGgb///vsmx7LtvffeMwwVz5s3r8l+/4Y5c+aYuXPn+jcVfP/dd9+ZTz75pOAx/p0Mfd97770G8f7VV1+Z5s2bm7fffttumzJlij2U7e+//77/tILvqfPXX3+d95jPPvvM7uvSpYt9OFh55ZXNggsumPd4twOe7777rvnyyy8Nw/jlpFL7kDIoL1c/+sv//fffzcyZM80HH3xQ9PXhP9//vpjySm1HvmvRX67/PX34zTff+Dflfc93b9asWeadd94xDNcriYAIVEjA+4IriYAIJITAQw89xLi7/bviiisa1lprLft+ySWXbPjhhx8yrXj11VcbFltsMfvn+SFmtvPm119/bWjfvr3dt9VWW2X2eUOQDUceeWTDEkssYfP0RFqDNyzd8Pzzz2eO4c32229vz915550bzjnnnIYFFligwRNWDZ5Vzh7nCbuGTTbZJFNP6uv5XDbss88+DZ4QbZTX008/3eAJtEx5np9kgyduGjyfSVuGy9OdRF3WXnvthmbNmtlzPKtig+fL2UDdC6WuXbs2qo9jmP3qWRcLZdPgifKGww47rGH11VfP5Oc9CDR4w+ENnkCx53pi19YdfuTPK32x6aabFsz7tttua+jYsWMmX879y1/+0nDxxRdnzttll10sa1fvRRZZpGGFFVbI7C+2DwcNGmTrtOWWWzY899xzmeuIulJP7wEkkydvvvjii4a99tqrwbPmZupHHwwYMKDh448/bnRsrg+llldsO4KuxVx1YduECRMaOnfubNtCOzz/34bHH38807ZTTjml0alnnHFGA9ea485rhw4dGp588kl73LRp0yxP+vnwww9vdC7fy2WWWcbuHzx4cKN9+iACaSbAUJ6SCIhAQgjstNNO9iaIoPOsbw3nnntu5qZ47bXXNmqF5+No93nDvhlxxAH3339/5pybbropc87mm2+e2Y4IdQIK0cHN2SVEBzfg5ZdfPiME+Tx27FhbDjdzd6OmbJcP2/bee2+XTcNLL71kxas7FhHNewQVopb3p59+euZ4RIPbzj7P9zFTTt++fTPH5XozdOjQhn79+jWsuOKK9hzPGmk/OxGCQGD/HXfcket0uw3x7Nru6ux/RQyRHnvssUy9/Pu9IX67P9c/RKsT1XBFwDvBw3baTtp2222b5A03l4rtwx122MHmA+tFF13UvuchwtW3devWDf/5z39ctlaUso9rgQcA/0NA//79GzxLbebYXG9KLa/Ydrj+yHUt5qoH23iI8V+T7rpbeOGFM+33C1D/Qx+suFYcJ5h5FlFbFA9rbIedZynOFM815Y6/8847M9v1RgTSTkACNO1XgNqfGAKff/55xgKF9ZHkDQlmRBnCz5+wkLobH6LIJc5l+9JLL52xSPpvklhBsdp4k50a1llnHXvs+uuv705vJMI23nhjK06xhHoTexqwaK6xxhrWSudEkzcs2rDSSivZfLC8uoSlzdXPcyGwllnEwWqrrZbZ7s1Yt4dzQ3fWXkST51Npy7vooosyxz744IMu67yvTrBcf/319phjjjnGnu9FFch7jtvBMa6+CGksvc8++2yDF40gs/2aa66xTLEKrrnmmnY71lI+Y0XMl/7xj3/YYxHsTsxhBUQUb7PNNg2XXnqpPdUb1rcWWFePJ554wvYTO0vpQycIyYc+hCfX0v/7f/8v05Zhw4bZMtnuyqOfXPKiBzR07969AXGP1bpQKqW8Utrh+tO1gwcldy3mq0+fPn0y7bn88ssbfvnlFytKXX+Rl1+A7rnnnlZ0Yi1m9ID+wSrtmFx33XW2KP+1yAOFS1h/OZYHiiBLvTtHryKQBgISoGnoZbWxLgicffbZmZue58+YaRMCxd0MPX/GzHbPT7Jh8cUXt/v22GMPu93zc8wM4fqHCv/617/a47Awer55mTz8N9q33nrLbvff9F955ZXMsf433KhJ3NwZ4l1vvfVs/lhW3XZnhUJw+pM3wzvTHidAEXuujQyBu4ToXW655ey+YoY3nVWRIVMS1jvy9XxDXZZ5X52Ixj3Ab+FCqLu6bbTRRpnznQUaa2FQOu644zJ5IPaHDx9uufnLcXlgFXbleT6rbnNDKX3oF4RY+FyCJy4F5E/9SVxHzvJM/yG+b7zxxgYeiIpNpZRXSjuKuRb9deR6dNcdrh/+dPvtt2e4+gWoO8Zd0zwE4Krh+gD3C5LnT5r5bvFAQfIiFmQszG6b3aF/IiACDZqE5P2KKIlAEgh4lhZbTW9I1k6W8Swuhj/PDzBT/auvvjrz3hMLZsiQIfbzfffdZyeYEPOSEESk/fff377yz02+8W7OxhNlxrM22j/ydyl70g+zu10oI3cMr0y+ueCCC4w3LG684U1DSBvPJ9Ue4v3m2lcmObkJNp6IsNvcP8/S5N5mXl392EDcU1c/yncTnLLrlznZe8MkrRNOOCEz0YkJSSNGjDBuBvwLL7xgP7uZ6/5zec9EKs+KaTdvt912xhNkmUM8v03jiUz7+Y033uChPrOv2DeeODHeMLI9nDp5wtty84ZzjSe4DZNlgpJjVEofEg+VeLIu0aewJRHui8R1RB1ITFLy3DaM589rZ/QT29SzPNt9xfwrprxy2pHvWsyuExOo3HXn+T832u35CTf67P/giXRz0EEHGe8hxDD579hjj83sdv3tPQgZT2jb7Vxf3sODefTRRzOTtTzhnjlHb0RABIxRGCZdBSKQAALe0HZGJHLD84ZHc9b61ltvNZ5fqPEmQ9j9BxxwgEGUMqP9gQceMOwn9erVKyM0+OxEHMLKs5qyySbeI4JIzAL2J/Zx4/cnBBiCklnCiA3eb7HFFuaRRx4x3nCxnX3O8Yhol7LzyDWz3NWPczw/vEZ1dILJ8+90WTZ5HT16tHnzzTcz2z0rYuY9b7yhc/sZMe9ZMRvt44Nf5GfXl/2uPe6VbaUkzxfVhmryhtrNXXfdZaMQcD4ztNnmDfXb/bnKduU4RqX0Ief62+by4hUh6xIPFJ5fqr2WnnnmGeNZEq3QJgSY55ds67zbbru5wwu+BpVXTjtyXYu5KuHvH64jf8oXheGQQw4x3lC9PZSHDRYwILIB20l+Tn//+99tZAUiKhBT9O6777bHdOrUyfKzH/RPBETAEmh89xAUERCBmiTgrJ9UzvOjbHTTYxuWKcQK4Ym8oUSz3377sdl4Q9823iVxKBFhCAYSFjd/WmWVVWxYIqw23mQigzWHRH6EDsolGhCY2ckbsrfi05vQYQUfN17SU089ZV/dzRpLEkIJUesN0dt97h/lZyfq55I32cdceOGF7qMtz5stnvmc6w2WYKy/iFBviNsKcN4jErwJSRnLVS6LLvl5fqfGm/VshSHWMKxori1Y1bwhfVssVjS/yMlVl3zbeGg48MADjefDaC2unj+jbSchmYjzStgoZ2l1eTjrG5/L6UNvWNnW3QXhp12EGSK5vuM9/UTZ3gQ2227PV9eKK8/PmN32mitGgBZTXjntyHUt2opl/aMPEfFc5zws+ZPnJ+3/aN9jzXfi0/OPzTyovPbaa5lj3XXAhq233tpeK56/r/HcFOx3ie1eBAFelERABHwE/veI69uotyIgArVDAMuMs6RgeWEo+CNvCNv/54WDyVQ4OyYoVlCSE5+snOP5S2aO5w1WLBI3ZiyoWLgQI2zHuuRNNrFi1B7033/+YWi3nbifJPZ5k5zse4Zy3QozrOJDQqC61ZsYcuY9x2DZ9Ytte7D3D2GIaCUhsBFjJG+ik73he76dGaFgd2T9Y0lMZ8k99NBDrRh3gecHDhxoPyPQvdnXWWf+76M3acp+YDgc6xfCkxiiLIvqkhP+7nOxrzwoIPp59XwrrZik3xjud8nx5IHApU8//dQgdkjl9CHneb7Axpvxbt0Tjj/+eNsutjtXCFweeADxJlMZzzfVrubEsP2ZZ55prdwcC/9iU1B55bQj17WYqz6IT+dyMG7cOOPNSreHce3dcsstTU5x1zM7WE7VJS/ihHtrvAl7mffk78QmDzxunzeRKXOM3oiACPyXgPcErSQCIlDDBC677LLMhAfiEeZLzEj2vtb2zz8ZiRntLtQM+3PN+GZyhv98wtoQg9Ll52aNU7ab+EFIo+x06qmnZs4hHA3hdAhV41kFM9tdeB/PspcJi+TK4ZVwRe6zN1SeKYJZ157QyOxjtr1nfbKfec+Ej3zJE9OZsE3e8pX2MBfqxx+KKt/5bKfexCl1dfPXhW2ESPInTzTbY4uZhHTzzTdnGHnWvAZmanuWwExZnkjOZO2fLANXGDBBppQ+dJOCaAP94wmnzGQZ2kLfeQ8+tkxvSNyGXXLtJoQV9fNEqa0f9SWkVqFUSnmltKPQtZivPnw3aK9rjwvnRXQF2sJ2NwnJG1XIXDewJnID7ecYd00Th9afmKzn8uaVkFpKIiACTQloFnxTJtoiAjVFwAlDbniFwt0Qqsfd+Lyh3EZt8CZQZPZ5w4eN9rkPCDhvckmjQPTecpU2rI07htdCN33CzHjD3ZmyEDjMwPf8TzPbPD/UTHbMIPeGbm3sT2YlexOFGhCmrh2jRo3KHMsbwg5xnLv5MyN99913b/CG0xsdl/3Bs2TZPInj6Fl57W7CUFGOm92ffU6uz8wI9/z8Gtq1a5epI/lQT5evO68UAco5xIhESLu28+qtHd9w1FFH2ZnoLl/6yR/CipnpbkZ6sX3oBCFRATyfzszMd8pEZNMv/sQMb9rtj5XJsbTRH3LIf47/fanlFduOQteiv/zs94TP8objM6y5zr2JZpnYq06Ach4hzAiP5fqFvud6dg8wq666anb2jR5U/KGrmhyoDSKQYgLNaLv3xVISAREQAUuAnwSGzRlWdb6gpaLBH5XhYe/mnNN/lPzwC2VY07Mo2dnyrgyG5N067fjfMfs4O+HzSv5eCKeML2b2Mf7PuDHg88lQMsPc+DS6Ge9MyPL78fnPK/QeFwjOc64BhY4tZR9LVLLkI/w9sdNkopfLC1cMfCrx1fQEudtsX4P6cMcddzT4slIGw++k6dOnG9wz3Gx8uzHrn/eAYbkzqY12c34xqdzygtpRTNmFjqEPuSaCfIhxTWH5UVxHuF6DEi4r+IlyPC4SxXIKylf7RaCeCEiA1lNvqi0ikCAC+FQyu5uE3ym+lAgv/AydPx6Tp5g0pBQugVyCMNwSGucWd3mNS4/nE767nuXWMDGLqAEkJr+5yBPx1EKliEByCGgWfHL6SjUVgboigGXTCVAvELvhz5+8FZskPv1A9L6mCRx99NF2gpyrJNbPk046yX3UqwiIQBYBCdAsIPooAiIQD4G//e1vdoY9IZUYHmd2OTPuCZXj+XUaz/cxnoqksBSiKXhLt9og83E0P+7y4mhTdhme/64NWYY7BGGtPL9g4y3vmX2YPouACPyXgIbgdSmIgAjUBAH8Mr1JSzVRF1VCBMoh4KZUZPvklpOXzhGBeicgAVrvPaz2iYAIiIAIiIAIiECNEVAg+hrrEFVHBERABERABERABOqdgARovfew2icCIiACIiACIiACNUZAArTGOkTVEQEREAEREAEREIF6JyABWu89rPaJgAiIgAiIgAiIQI0RkACtsQ5RdURABERABERABESg3glIgNZ7D6t9IiACIiACIiACIlBjBCRAa6xDVB0REAEREAEREAERqHcCEqD13sNqnwiIgAiIgAiIgAjUGAEJ0BrrEFVHBERABERABERABOqdgARovfew2icCIiACIiACIiACNUZAArTGOkTVEQEREAEREAEREIF6JyABWu89rPaJgAiIgAiIgAiIQI0RkACtsQ5RdURABERABERABESg3glIgNZ7D6t9IiACIiACIiACIlBjBCRAa6xDVB0REAEREAEREAERqHcCEqD13sNqnwiIgAiIgAiIgAjUGAEJ0BrrEFVHBERABERABERABOqdgARovfew2icCIiACIiACIiACNUZAArTGOkTVEQEREAEREAEREIF6JyABWu89rPaJgAiIgAiIgAiIQI0RkACtsQ5RdURABERABERABESg3glIgNZ7D6t9IiACIiACIiACIlBjBCRAa6xDVB0REAEREAEREAERqHcCEqD13sNqnwiIgAiIgAiIgAjUGAEJ0BrrEFVHBERABERABERABOqdQIt6b2BU7bvkkkvMFVdcYVq1ahVVEcpXBERABERABERABEom0LJlS/PQQw+ZJZZYouRz4zqhWYOX4iqsnsrp2bOnGTFihARoPXWq2iICIiACIiACdUCgf//+5sUXXzTdunWr2dbIAlpm17Ro0cIsueSSZqONNiozB50mAiIgAiIgAiIgAuET6NKlS/iZhpyjfEBDBqrsREAEREAEREAEREAEChOQAC3MR3tFQAREQAREQAREQARCJiABGjJQZScCIiACIiACIiACIlCYgARoYT7aKwIiIAIiIAIiIAIiEDKBxAtQJvHPmTPHfPPNNyGjUXYiIAIiIAIiIAIiIAJREEikAP3ss8/MsGHDTIcOHcxCCy1kWrdubZZddlkbEomQA8ccc4z54YcfouClPEVABERABERABERABCokkLgwTDNnzjS9e/c2zZo1M4MGDTIdO3Y0yyyzjP2MFfTDDz80d999t7nnnnvMk08+aTp16lQhIp0uAiIgAiIgAiIgAiIQJoHECdBzzz3XWj7Hjx9vFl544ZwsRo0aZbbZZhtz0003meHDh+c8RhtFQAREQAREQAREQASqQyBxQ/Cvvfaa2XvvvfOKTzAuuOCCZujQoWbcuHHVoapSRUAELIG5c+ea33//XTREQAREQAREoBGBxAnQjTfe2EycOLFRI3J9mDBhgmnbtm2uXdomAiIQE4E2bdqYe++9N6bSVIwIiIAIiEBSCCRuCH7IkCEGETp79myzxx57WB9PJiA1b97czoT/6KOPzK233moeeeQRwzC9kgiIQPUIzJ8/XxEqqodfJYuACIhAzRJInABdd911zbRp08wBBxxg9tlnH8MNLjsNGDDAPP7446Zv377Zu/RZBEQgRgJ8P7/++usYS1RRIiACIiACSSCQOAEK1M6dO9sZ7r/++qv5+OOPDVbP3377zTDc165dOxuSKQnwVUcRqHcCsoDWew+rfSIgAiJQHoFEClDXVGKAEmapVatWZoEFFrDhmNw+vYqACFSfgARo9ftANRABERCBWiSQuElIQFQg+lq8lFQnEWhKgJXKtEpZUy7aIgIiIAJpJ5A4C6gC0af9klX7k0ZAPqBJ6zHVVwREQASiJ5A4ARp1IPrvv//efPnll4HkOe7HH38MPE4HiEDaCcgCmvYrQO0XAREQgaYEEidACUTP7Pd8qyDRRBeIfvTo0SWvhMTsedaZD0offPCBeeaZZwwz7pVEQATyE/jPf/6Tf6f2iIAIiIAIpJJA4gSoC0S///77F+ywcgPR77rrroa/oLTEEkuY9u3bBx2m/SKQWgK//PKLfRj86quvUstADRcBERABEchNIHECVIHoc3ektopArRFAgLZs2dI0a9bMfPvttzZaRa3VUfURAREQARGoDoHECVAFoq/OhaJSRaBUAghQXGWWXHJJgxWUcGlKIiACIiACIgCBxAlQKq1A9FBQEoHaJuAE6HLLLWcFKDF7lURABERABEQAAokUoK7rmGyEGOUvO82bN89uWmSRRbJ36bMIiEAMBJwAbd26tZbjjIG3ihABERCBJBFIZCD6m266yayyyirWv6xXr15m4sSJTZjjK8pseSUREIHqEHAClKF3hWKqTh+oVBEQARGoVQKJE6BPPPGEFZYrr7yyOe6448ycOXPMpptuai699NJaZax6iUAqCfz888/2IXHxxRc3P/zwQyoZqNEiIAIiIAK5CSRuCP6qq64yW221lRk3bpxt0ZlnnmlOO+00c9hhhxlCI8nqmbujtVUE4ibgLKB8L1m4QUkEREAEREAEHIHECVCW4vSLTEK8nHHGGeaPP/4wxAZt27atgsO73tWrCFSRgBOgsoBWsRNUtAiIgAjUKIHEDcG3adPGEGQ+O40cOdLsvvvuZrfddjPTpk3L3q3PIiACMROQAI0ZuIoTAREQgQQRSJwAZXLRQw89ZK2dU6ZMaYR6zJgxpl+/fqZv377m9ddfb7RPH0RABOIl4ASohuDj5a7SREAERCAJBBInQP/617+aU0891dx88832zw+5RYsW5o477jADBw40M2bM8O/SexEQgZgJOAGqIfiYwas4ERABEUgAgcT5gML0lFNOsTPg586d2wQxK69cf/315sADDzSzZ89usl8bREAE4iHgBKgsoPHwVikiIAIikCQCiRSgAGaN6RVWWCEv6w033DDvPu0QARGInoAToLKARs9aJYiACIhA0ggkbgg+aYBVXxFIKwEnQGUBTesVoHaLgAiIQH4CEqD52WiPCIhABQScAJUFtAKIOlUEREAE6pSABGiddqyaJQLVJiABWu0eUPkiIAIiULsEJEBrt29UMxFINAEnQDUEn+huVOVFQAREIBICEqCRYFWmIiACToBqCF7XggiIgAiIQDYBCdBsIvosAiIQCgEnQBdYYAFDeLSffvoplHyViQiIgAiIQPIJSIAmvw/VAhGoSQJOgFI5WUFrsotUKREQARGoGgEJ0KqhV8EiUN8E/AIUP1AWjvjjjz/qu9FqnQiIgAiIQFEEJECLwqSDREAESiXw888/2wUjOA8L6F577WX23XffUrPR8SIgAiIgAnVIQAK0DjtVTRKBWiCQbQF95ZVXTPPm+smphb5RHURABESg2gR0N6h2D6h8EahTAn4Busgii5iGhgYzf/78Om2tmiUCIiACIlAKAQnQUmjpWBEQgaIJ+AUo4rNVq1bmxx9/LPp8HSgCIiACIlC/BCRA67dv1TIRqCoBvwClIj179jTff/99VeukwkVABERABGqDgARobfSDaiECdUfAL0BPPfVUc/zxx5sffvih7tqpBomACIiACJROQAK0dGY6QwREoAgCfgG66aabmr/85S+ygBbBTYeIgAiIQBoISICmoZfVRhGoAgG/AKV4BaOvQieoSBEQARGoUQISoDXaMaqWCCSdwK+//mqY/e4SwejlA+po6FUEREAE0k1AAjTd/a/Wi0BkBJjx3rJly0z+soBmUOiNCIiACKSegARo6i8BARCBaAjMmzevkQUUayhWUS3HGQ1v5SoCIiACSSIgAZqk3lJdRSBBBH766Sez6KKLNqqxhuEb4dAHERABEUgtAQnQ1Ha9Gi4C0REg8DyTkPxD8JSmYfjomCtnERABEUgSAQnQJPWW6ioCCSGQPfzuqi0LqCOhVxEQARFINwEJ0HT3v1ovApEQyDX8TkGygEaCW5mKgAiIQOIISIAmrstUYRGofQKygNZ+H6mGIiACIlBNAhKg1aSvskWgzgjMnz/fDBkyxOQToLKA1lmHqzkiIAIiUCYBCdAywek0ERCBpgT+85//mNtuu82u+Z49A56jJUCbMtMWERABEUgjAQnQNPa62iwCERH49ttvbc4//PBDoxigrjhNQnIk9CoCIiAC6SYgAZru/lfrRSBUAkECVBbQUHErMxEQARFILAEJ0MR2nSouArVHwAlQ1nzPNQQvC2jt9ZlqJAIiIALVICABWg3qKlME6pQAAtSJTJbezE6ygGYT0WcREAERSCcBCdB09rtaLQKREECALrXUUnYSUi4Buvzyy5tZs2ZFUrYyFQEREAERSA4BCdDk9JVqKgI1TwABuvTSS+cVoDvssIMZO3asXaaz5hujCoqACIiACERGQAI0MrTKWATSR8AJ0Hw+oMsss4zp3r27efLJJ9MHRy0WAREQARHIEJAAzaDQGxEQgUoJBA3Bk/+OO+5oHnzwwUqL0vkiIAIiIAIJJiABmuDOU9VFoNYIOAGKBTSXDyj1lQCttV5TfURABEQgfgISoPEzV4kiULcEgobgafiqq65qllxySTN58uS65aCGiYAIiIAIFCYgAVqYj/aKgAiUQMAJ0HwrIbmsZAV1JPQqAiIgAukkIAGazn5Xq0UgEgJOgH733Xd5h+ApWAI0EvzKVAREQAQSQ0ACNDFdpYqKQO0TcD6gvOZaCcm1YOONNzaffPKJ/XPb9CoCIiACIpAeAhKg6elrtVQEIifgLKBz584taAFt3ry52X777TUbPvIeUQEiIAIiUJsEJEBrs19UKxFIJAEnQHnNNwveNUzD8I6EXkVABEQgfQQSL0AbGhrMnDlzzDfffJO+3lOLRaCGCPzxxx9m3rx5plWrVubnn38uOARPtbfaaivz/PPPG0I2KYmACIiACKSLQCIF6GeffWaGDRtmOnToYBZaaCHTunVrs+yyy9obX7du3cwxxxxjlwJMV1eqtSJQXQJYPRGfSyyxhK1IkAV0scUWM3369DHjxo2rbsVVugiIgAiIQOwEWsReYoUFzpw50/Tu3ds0a9bMDBo0yHTs2NGwvB+fsYJ++OGH5u677zb33HOPXe6vU6dOFZao00VABIohQOilddddt2gBSp5uGJ7vspIIiIAIiEB6CCROgJ577rnW8jl+/Hiz8MIL5+ypUaNGmW222cbcdNNNZvjw4TmP0UYREIFwCTDs/umnn9og8+RcaBa8K3mHHXYwJ510kmH4foEFFnCb9SoCIiACIlDnBBI3BP/aa6+ZvffeO6/4pL8WXHBBM3ToUA3t1fnFq+bVFgEEaMuWLU2LFn8+1+Z7QPTXum3btmaVVVYxzz33nH+z3ouACIiACNQ5gcQJUOIHTpw4MbBbJkyYYLi5KYmACMRD4Jdffsk8GD7zzDNm+eWXL6pgNwxf1ME6SAREQAREoC4IJG4IfsiQIQYROnv2bLPHHnsYfDyZgERcQXxAP/roI3PrrbeaRx55xDBMryQCIhAPAb8AZXJRsQkBig/o+eefX+wpOk4EREAERCDhBBInQJnkMG3aNHPAAQeYffbZx8yfP79JFwwYMMA8/vjjpm/fvk32aYMIiEA0BPwCtJQS+E4zfP/OO++Y1VdfvZRTdawIiIAIiEBCCSROgMK5c+fOdob7r7/+aj7++GNr9SSWIDcxLKLrr7++JjQk9IJUtZNLwPmAltOCnXbayTzwwAMSoOXA0zkiIAIikEACifMBZZjulFNOsaiJAYoYfeWVV8zf/vY3w/D8hhtuaFZbbTVrAU1gf6jKIpBYAuVaQGmw/EAT2+2quAiIgAiURaBoAcqKQy59+eWX1lrx+eefu02xvTL8Pnny5Ex5119/vTnxxBNtbNDrrrvOXHjhhdYndODAgYYZ80oiIALxEKhEgPbr18+88cYb5quvvoqnsipFBERABESgqgSKEqCXX365WXPNNW1FZ8yYYS2MCLz27dtXPdTRNddcYzbaaCM74Wjfffc1Rx55pHnppZfsUN5FF11UMlyE9u+//x74V3LGOkEE6pxAJQKU0Ywtt9zSjB07ts4pqXkiIAIiIAIQCBSg7733njniiCPshB7EGYHgifPHGs6HHHKI2X///atKcu7cuWbPPfdsUgfqNXXq1CbbgzYQvJ4lBIP+WPWFVZeUREAE/iRQiQ8oOWgYXleSCIiACKSHQKAAxZrIxJ4rr7zSLnf50EMPmV122cX06tXLnHDCCXblky+++CJWYvPmzTO//fabLZPJC6wNn50Ypl9uueWyNwd+ZmY9eQf9Lb744jaAdmCGOkAEUkKgEgsoiLbbbjs7kkE+SiIgAiIgAvVNIFCAfv3115mA0vhfzpo1y2y11VaWCjcKrKHFLLkXFkbWfH/qqafsetMbbLCB9Qe95JJLzJQpU2wRLAV40EEHmZtvvtkMHjw4rGKVjwiIQACBSgXoMsssY7p3724jXAQUpd0iIAIiIAIJJxAoQLt162YmTZpknn76aRsomqHpLbbYwnz33Xdm5MiRdtb5kksuGRuGq6++2opNLLJYYZ0IxjeV9PDDD1trLUPw++23X2z1UkEikHYClQpQ+GkYPu1XkdovAiKQFgKBcUD79+9vtt9+e8MsVdLo0aOt9ZEJPwzHIwjjTExWIHA1f6z37hITh0g77LCDHcpr166d26VXERCBGAjgA1rpaAgClN+aK664wrr8xFBtFSECIiACIlAFAoEClDrdeeed5q233jKtWrUyTtgxAYlZ5nFaPwvxwRWA1KZNm0KHaZ8IiEBEBLCALr300hXlvuqqq9rfFHy4e/ToUVFeOlkEREAERKB2CQQOwVN1/C67du1qfUHxtfzkk0/sakO1Ij5rF69qJgLpIRDGEDy0NAyfnmtGLRUBEUgvgaIE6Jw5c8y2225rmPm93nrrmZVWWsm0bt3aBn1PLzq1XAREwE9AAtRPQ+9FQAREQAQKEQgcgme99Z49e5qWLVuaY445xgwYMMBaRIkDevrpp5tvvvnGnHnmmYXKCHUfw3K4AxSTCBd1yy23FHOojhEBEaiQQKVxQF3xTC4kmgUjLSx2oSQCIiACIlB/BAIF6LPPPmtmz55tmGXu96/cfPPN7WQkZsIPHz7cNG9elDG1YoIstbnrrrsahPHJJ59csNwuXbpUXJ4yEAERKI5AWBZQfkuI7ztu3LiqL3RRXMt1lAiIgAiIQKkEAgUoKyFh9fSLT1fI7rvvbo466ihrrWBYPo7Up08f89xzz9lZ8H/88Yc59thj4yhWZYiACAQQCEuAUgzh3shPSQREQAREoD4JBJotN910U/Piiy+aDz74oAmBMWPGmA4dOlif0CY7I9yAZZNh/xEjRhgC5SuJgAhUn0CYAnSxxRYzP/74Y/UbpRqIgAiIgAhEQiDQAsrqJL1797az4BGjW2+9tZ2MxBKdrDaEn+U555yTqdzf//73zMpJmY0RvDnyyCPthCisoEoiIALVJxCWDygtIZ7oTz/9VP1GqQYiIAIiIAKREAgUoCy/OWHCBEMAeCyh/LnExKRHHnnE/rltrOe8/PLLu4+RvS6wwAKGIPlKIiACtUEgbAvoF198URsNUy1EQAREQARCJxAoQFn3/dtvvw29YGUoAiJQXwTCFKCygNbXtaHWiIAIiEA2gUAfUP8J+GRhEf3hhx80QcAPRu9FQATsb8LCCy8cCgkJ0FAwKhMREAERqFkCRQlQYvLttttu1vezW7duNg7nsGHD7Ax0+WnVbN+qYiIQK4EwfUA1CSnWrlNhIiACIhA7gUABSrxNlsYjHBMxOLFMkAiHdO211xomAymJgAiIgIbgdQ2IgAiIgAgUSyDQB3T8+PHms88+swK0VatW5rTTTrN5EwyeteD32Wcf09DQYFdHKrZQHScCIlB/BMIUoLKA1t/1oRaJgAiIgJ9AoAX0/ffftyGYEJ/ZiSU6P//8c/PRRx9l79JnERCBlBEIU4DKBzRlF4+aKwIikDoCgQJ0lVVWMRMnTjRz5sxpAuf22283LVq0MG3btm2yTxtEQATSRUA+oOnqb7VWBERABCohEDgEv9lmm5l27dqZbbfd1hx99NFm/vz5BqvoQw89ZK688kozZMgQGyO0kkroXBEQgeQTwF9cs+CT349qgQiIgAjEQSBQgC6++OLmvvvuM0OHDrVik0rtueeetm4DBw40F198cRz1VBkiIAI1TIDhdxarCCvJBzQskspHBERABGqTQKAAnTdvnl3ZaNKkSWby5MnW+smNpmvXrnYd+Jdfftn07du3NlunWomACMRCIEz/TyosH9BYuk2FiIAIiEDVCAQKUJbhZOY7ApRJR/y59Oyzz5p+/fqZr7/+2rBmvJIIiEA6CYTp/wlBCdB0XkdqtQiIQHoI5BSg3Ez23ntvu+IRk4+mT59ufUD9WAi99M4779hQTEsvvbR/l96LgAikjEDYFtDmzZtbf1JGYBZZZJGU0VRzRUAERKD+CeScBd+yZUuz9dZbW58uZrk3a9bMvmfo3f1xTO/evc0999yjGKD1f52ohSJQkEDYApTCZAUtiFw7RUAERCDRBHJaQGnRvvvua//w8bzlllvMJZdckuiGqvIiIALREYhCgLqJSMsuu2x0FVfOIiACIiACVSGQV4C62mywwQaGP/9qR19++aV54YUX7PYVV1zRHapXERCBlBJAgGKxDDPJAhomTeUlAiIgArVFIOcQfHYVL7/8crPmmmvazTNmzDCrrbaaIQRT+/btzbhx47IP12cREIGUESAG6AILLBBqq50FNNRMlZkIiIAIiEBNEAgUoO+995454ogjbKglrKDnnnuuXf3o+eefN4cccojZf//9a6IhqoQIiED1CPzxxx+hC1BZQKvXnypZBERABKImEChAX3rpJdOpUye76hGTkVgBaZdddjG9evUyJ5xwgvn000/NF198EXU9lb8IiEANE5AAreHOUdVEQAREoAYJBApQYnwuv/zyturTpk0zs2bNMltttZX9jN8Xs+TD9v2qQU6qkgiIQAECv//+u/0tKHBIybs0BF8yMp0gAiIgAokhEChAu3XrZoPQP/300+b888+3Mfm22GIL891335mRI0eaDTfc0MYCTUyLVVEREIHQCcgCGjpSZSgCIiACdU0gcBZ8//79zfbbb29XPILE6NGjzRJLLGFDNDEcf/XVV9c1IDVOBEQgmEAUAlQW0GDuOkIEREAEkkogUIDSsDvvvNO89dZbplWrVqZdu3a2rUxAuuiii2T9TGrPq94iECKBKIbgF198ccNKSEoiIAIiIAL1R6AoAcrko65duzZq/frrr9/osz6IgAikl0AUFlAE6LfffpteqGq5CIiACNQxgUAf0Dpuu5omAiIQEoEoBOiSSy5pfc1DqqKyEQEREAERqCECEqA11BmqiggklUAUQ/D4mn///fdJRaJ6i4AIiIAIFCAgAVoAjnaJgAgUR0AW0OI46SgREAEREIE/CeQUoMcff7xd5YhDPv74Y3PvvfeKlwiIgAjkJRCFAJUFNC9u7RABERCBxBPIKUB/+OEHM3nyZNu4119/3YwaNSrxDVUDREAEoiMQhQCVD2h0/aWcRUAERKDaBHLOgif25xVXXGHatGljY35+9tlnZoMNNshb15dffjnvPu0QARGofwJR+IBKgNb/daMWioAIpJdATgE6aNAgc8cdd5iJEyead955x3zzzTdmnXXWSS8ltVwERKAggSgsoBqCL4hcO0VABEQg0QRyClBaNHjwYPv31FNP2dWPrr322kQ3VJUXARGIjkAUAlQW0Oj6SzmLgAiIQLUJ5BWgrmL9+vXLLMP5ySefmOnTp5sVV1zRdOnSxTRvntOF1J2qVxEQgZQQ0BB8SjpazRQBERCBkAgUpSA/+OADs9lmm5mVVlrJvq6xxhrWN/Too482DQ0NIVVF2YiACCSVQBQW0IUWWsiwCtsvv/ySVCyqtwiIgAiIQB4CgRbQX3/91QwcONAwM37YsGFmu+22My1atDDPPPOMOeussww3ibPPPjtP9tosAiKQBgJRCFC4uWH45ZdfPg0Y1UYREAERSA2BQAE6fvx4Qygm/tZaa60MmF69elnrxPnnny8BmqGiNyKQTgJRDMFD0k1EkgBN53WlVouACNQvgcAh+Pfee8/06NGjkfh0OIYOHWq+/PJL8+GHH7pNehUBEUghgagtoClEqiaLgAiIQF0TCBSgbdu2Na+99pphAlJ2Gjt2rFlggQXMCiuskL1Ln0VABFJEQAI0RZ2tpoqACIhACAQCBehWW21lll12WbPffvtZIcqEgO+++848/PDDZvjw4WbnnXc2iyyySAhVURYiIAJJJRD1EHxSuajeIiACIiACuQkE+oAyCeC+++4ze+65p+nevbv1+3Qz3wcMGGAuv/zy3DlrqwiIQGoIYAFdcMEFQ2+vm4QUesbKUAREQAREoKoEAgUotWPCEZOQWHKTlZFatmxp1lxzzYLLc1a1VSpcBEQgVgIago8VtwoTAREQgcQTKEqA0spFF13UBqQnML2SCIiACPgJaAjeT0PvRUAEREAEgggE+oAGZaD9IiACIiALqK4BERABERCBUggkXoDijzpnzhzzzTfflNJuHSsCIhAigagEaKdOnQzRNr7//vsQa6usREAEREAEqk0gkQL0s88+s6sydejQwa7E1Lp1aztTv1WrVqZbt27mmGOOsSs3VRuuyheBtBCISoDuscceZvDgwYaYw27yY1qYqp0iIAIiUM8EivYBrRUIM2fONL1797az8QcNGmQ6duxolllmGfsZKyhB8e+++25zzz33mCeffNJgQVESARGIlkBUPqDUmmgbt99+u/2OR9sK5S4CIiACIhAXgUABOmnSJHP11VfbPyqV/Tmuirpyzj33XIPlkyVCF154Ybe50euoUaPMNttsY2666SYbq7TRTn0QAREInUBUFlAqyhLARN+IUuSGDkQZioAIiIAIFCSQcwh+3333tSGWDj74YDNmzBjz2GOP2R9/cpo9e7a1LBbMNcKdrMq099575xWfFE08Qobsxo0bF2FNlLUIiIAjEKUAJezbKqusYt5++21XnF5FQAREQAQSTiCnAD3xxBPNAQccYH2unn76afPxxx8bAkJvsskm5tJLLzU//fSTtUjMnz8/9uZvvPHGZuLEiYHlTpgwwbCMqJIIiED0BKK2Tq6zzjpm2rRp0TdEJYiACIiACMRCIOcQfOfOnQ1/LL/JkpuHHHKI9al85ZVX7IxUZp2vvfbadgnO9dZbz9x4441m5ZVXjqXCQ4YMMYhQLLFMUMDHk6VCmzdvbmfCf/TRR+bWW281jzzyiB2mj6VSKkQEUk4gSgsoaJlcOHXqVPudTzlqNV8EREAE6oJATgGKnycWz1VXXdU2EnG3/vrr27/27dubt956y7z55pv2hjB58mTTokXObCIBtO6661pLCBbaffbZx+SywjJp4fHHHzd9+/aNpA7KVAREoDGBqAUoywCPHj26caH6JAIiIAIikFgCOZXjbbfdZi6++GKz+OKLmxVXXNF8++235s477zQ9evSww/LNmjWz1s+NNtrI8Bd3wjrLDPdff/3Vugdg9fztt99MmzZtTLt27axFNO46qTwRSDOBqIfgcaf55JNP0oxYbRcBERCBuiKQ0wf0/PPPt4GfH330URsCZd68eeaMM86wFtHddtvNfPnllwY/0XvvvdcKwGoRWWihhewQPMNzG264oR2mYzheSQREIF4CUVtAebicNWtWvI1SaYkiwCS16667LlF1VmVFIM0EcgpQgCyyyCKmV69eZuuttzYrrLCCeeONN8x3331nzjrrLDvkTjzOf/7znzYk0pQpU2JlqED0seJWYSIQSCBqAbrccsvZh+JffvklsC46IJ0ELrvsMnP22Wens/FqtQgkkEDOIXh/OxiGd76giy22mGHS0QYbbGAn+nAcw/P54nH68wnrvQLRh0VS+YhAeASiHoKnps4KSkgmJRHIJvDiiy/GOh8hu3x9FgERKI1AoABlIo9/Mk/2Z5a/jDNFHYj+jjvuMEcffXRgk3788UeDGFYSAREwJmoLKIzxA2X0QwJUV1w2Aa4/JsR27do1e5c+i4AI1CiBQAFaa/UmED2z3wtZXV0gembNDh8+vKQm7LjjjqZPnz6B52AVZsKTkgiIQDwC1FlAxVsEsglwXyAkX5pdNF544QUborChoSEbjz6LQE0SSJwAdYHo999//4JAyw1Ej+8rf0GJ0FQLLLBA0GHaLwKpIBDnEHwqgKqRJRF4+eWX7UgdE2fTmn744Ye0Nl3tTiiBxAlQBaJP6JWmatc1gTiG4GUBretLqKLGIb6IXZ1mEcYKhUoikCQCJQlQ/B5nzJhhOnbsaNdbLzQMHhUEBaKPiqzyFYHyCcQhQPEB1XKc5fdRPZ/5/fffm6WWWirVAtSJb2Ji44amJAK1TqAoAfrpp5+aI4880i7HSYNeeukl869//cvOOCQ+6KKLLhprOxWIPlbcKkwEAgnEIUBlAQ3shtQegABdaaWVDLGhf/75Z9OyZcvUsSBMImnu3Llm+eWXT1371eDkEQgUoKw2xMQcfLwuvPBCc9JJJ9lWMlGHteK56K+++uqqtJwfG7dufVUqoEJFQAQsgTh8QFu3bm2+/vprEReBJgQQoEsssYQhVCAjdWkUoIREZG6CBGiTy0MbapRA3kD0rr7jx4+3oU+effZZawV1677vuuuu5q677jJjx461y3O64/UqAiKQPgJxWECddSttdAkvdOihh6at2SW1N1uAlnRynRyMMYiVABGgSiKQBAKBAvT999+3sdVyxfvs2bOn+fzzzw1rsceVWI+eIf9i/vbcc8+4qqVyRCDVBOISoIzIpC1Nnz7dsMoPr0q5CTgBysIpzhcy95H1uxULKCuGSYDWbx/XW8sCh+AJ+jxx4kQzZ86cJn4lt99+u/UDZXJAXAk3AKyv3IhOPvlkO+SQr+wuXbrk26XtIiACIRKIYwieSY9pjPNI8P0ddtjBjBkzxowaNSrEXqufrJwAdUPw9dOy4lviLKAIUSURSAKBQAG62Wab2YDr2267rV0haP78+Qar6EMPPWSuvPJKQ1gkhsbiSviePvfcc4bZ8Fhdjj322LiKVjkiIAJ5CMRhAU2rAP3kk0/sbzATP0eOHGmaNWuWpxfSu1kC9M9lsTUEn97vQBJbHjgEz5DGfffdZ8UeYpPhDYa2R4wYYXr37m0uvvji2NuNZfPMM8+0ddCkhNjxq0ARaEJAArQJktA2EIWkV69ehvA6Ep+5sUqAGjshWEPwua8Pba1NAoEWUKq9zjrrmEmTJtm1drF+YvFkzd011lijaq0iLNR6661nhXHVKqGCRUAELAENwUd3IWABXXnllVPpflAsVQnQPy2gEqDFXjE6rhYIFCVAqSjhHZh0xF8tJJbB7N+/fy1URXUQgdQTiMMCSgQOymGt6zRZArGAEuMyjf6vxX6xnABN8yQk5wM6c+bMYrHpOBGoKoFAAfrMM8+Ygw8+OGcluQmwbjpBb7fbbru8x+U8WRtFQATqhkAcAhRYxHck0Di/O2lIcJ09e7ZZYYUV7MTLNLS51DbCiEmpXBNpnoTE5CN8QLVaWKlXkI6vFoFAH1BmuBMA+s0337RfciYl8YcVgm2rrrqqwRp52GGHmaOOOqpa7VC5IiACVSQQxxA8zUvbRCRmwCM+Ed5pDEFVzCWN5Y914ElpF6Aagi/mitExtUIg0AKKuGTpTYLO77bbbpl6MxseIcr6u7feeqt57LHHDDPlTz/9dJMrZmjmRL0RARGoOwJxWUDTJkAZfm/Xrp29XvC9ZxgeBkr/I+CG39mSVgE6b948GxJx6aWXVhzQ/10aelfjBAItoKyE1KFDh0bikzbhE4rF8+6777ZN3GqrrexQ/Msvv1zjTVb1REAEwiYgARo20T/zY6EPJ0DTJr6LJSoB+ucMeKzAGIQUiL7YK0fHVZtAoADFv/Pjjz82//nPf5rUdcqUKRlfLG5A+GbxBKYkAiKQLgJxDcFjBUzTUDSWLWfxlADN/Z0iNCCTj0hptYDi/8nIIxP1fvrpp9ygtFUEaoxAoADdfPPNDcPte+21l3nggQdsHFCeOIkNOnr0aLPTTjvZ+HSnnnqqWXDBBW1opBpro6ojAiIQMQFZQKMBjAB1E64kQHMz9ltA0zoL3vnBrrbaaqZTp05m6NChZurUqXYFw9zUtFUEqk8g0AeUL/Szzz5rdt55ZzNw4EA79I4gJQ0aNMicc8455rXXXjNnn322ueCCCwoujVn95qoGIiACURCQAI2CqrGjSkxAIkmA5mbsF6BpsIAef/zxZvvttzebbrppBggMGH7HNe7RRx81ffv2NbvvvrsVoFhH27RpY5hQzKv7w2DEioIYmZREoBoEAgUolSLg+zvvvGMYckds8oO4wQYbmLXWWsvWefXVVzesSMQXQEkERCB9BOIagk+bCJMFNPi7lDYBes0115jOnTs3EqBfffVVxv2NicMsV+0SLiuzZs0yRFTg1f2999575rLLLjMffPCBO1SvIhArgaIEKDViGGjjjTe2f/4a4hsqv08/Eb0XgXQRYESEmMBxBIdPmwDFr95ZQNPm/1rst8gvQBmxq/dJOLSPEQd/+uabb8wyyyzj35R5z3XDRGL+/AnRypC9kghUi0BRApSZ8DwpccG6C59XnJ15itIKHdXqPpUrAtUnENfwOy1NmwDFAupiXKat7cVe2T/++GOG0UYbbWQtfdyXunTpUmwWiTvO3YddxRmBJAh9KYmYodzD+Vt00UVLOVXHikAoBAInIbEO8Y477mief/55O8mIVRYIjMxT2BtvvGHOOuusUCqiTERABJJJIE4BmjYroN8CKgGa+/vBBBx8P0lY4YlXTdzqekwsAEPKFqCFLKCFOLRv395wj1cSgWoQCBSg+JIwxDZjxgw78x1/kptuusn6hB5wwAHyH6lGr6lMEaghAnH5f9LktIkw+YAGX+hYQJ0A5WgEqItPHXx2so5w4RCzRx0lQJPVj6rtnwQCBSiBkDfccEMbZ404YyuuuKJdGYknzdNOO83gEP3bb7+JpwiIalUCKgAAQABJREFUQEoJxGkBlQD9JaVXWf5m++OAclTv3r0N9y2MJvWWGGpnkhGWcX8qZwie82UB9VPU+7gJBArQVVZZxXz44YeZejHjfeLEifazm3zEcnFKIiAC6SQgARpdv2sIPphttgAlFNGuu+5al8PwCE0Wh8kWoLKABl8nOqL2CAQK0F69ell/TwLbYv7nM0Pw+IISA5QvQ/bsutprpmokAiIQFQENwUdF1hgNwQezzR6C54x6HYZ3AjR7CF4W0ODrREfUHoFAAcqEo+uuu86MGzfOfPHFF+aggw6yPqHdunUzw4cPN/iBxhF+pfbQqUYiIAIQiNMCqklIGoLP/tZlW0DZT5D2mTNn2r/s4+P+PGbMmNDukUSiad26tSygcXeiyouEQGAYJma7Y+F4//33bagG/E9effVV88QTT5j111/fdOzYMZKKKVMREIFkEIhTgKbZBzRt4rvYqz+XBZT71C677GKH4Y899this4rkuC+//NJGkAkjc2cBdUPwblXCci2gjF5qFnwYPaM8yiEQaAF9+OGHzZAhQwzLefGlJrHiEctwSnyWg1zniEB9EdAQfHT9KR/QYLa5LKCcVSvD8MyRCGuibrYAPeqoo8zaa69tFytgac1SE/dy/EeVRKAaBAIFKMFqSQhQJREQARHIJiALaDaR8D7LBzSYZT4B2r9/fzN9+vSqW/jcJF0XwzO4RfmPcALU+YAibN966628qyDlz+nPPQSgJxC9kghUg0DgEPy6665rLaD41Oy8886mU6dONhafv7JHH320/6Pei4AIpIhA3AI0TQ/DsoAGf5FyDcFzVosWLcxOO+1k7rnnHnPkkUcGZxTRER999JGtC5N48y2XWWzR+IB279494wPqvgsslV1OIn4q/JREoBoEAgXolClTzP3332/rdtttt+WsowRoTizaKAKpIBDnEHza/CBlAQ3+CuWzgHImw/AjR46sqgAljCHxNhGPCFBGFXlfTnK+ns4HlHxYfpTVoMpJiHTCVrHADN8tJRGIk0DgEPzWW29tn5B4Ssr3F2eFVZYIiEBtEYjbAuqGH2uLQjS1kQAtzJVrj2Holi1b5jxwwIAB5s0337SB6XMdEOYM9Vz5u5WLiCaDWEQoIiLLHfbm/MUXXzxjAZ0zZ44hHnclVkwNw+fqOW2Lg0CgAPVXgouc+J88cabpJuBnoPciIAL/I8ANkJuim6D4vz3RvEvbLHgNwRe+jgpZPzmTiTkMw+dbmpP7GFbAqBLWTxZzIV4235Xvv//eFlWuYOS7hmB0919E7ZVXXmkY5i83SYCWS07nVUqgKAGKEzVDGTx5Ef8Tp+dhw4YZwluU+yRXacV1vgiIQPUJDB482Oy+++4SoBF1hSyghcEGCVDOLjQbHh9KXEiiSgjQzp07Z4bdEZCkcgUo7cVv0w3BE+KJuKCVJAnQSujp3EoIBApQfEN23HFH895775kLL7zQPn1RYJ8+fcy1115bVd+aShquc0VABCoj8Nlnn5kXX3zRrpAWpRXJX8s0WUCxcuGX5xb6SJv/q7/f871HyCHICqUtt9zSTJ061cyePbvJYW4ST5MdIW3A6onPZ1gWUL8A5T3fu3zuB8U2QRORiiWl48ImEChAx48fb7jRPPvss1ZsuhuNW2t37NixJozwEmE3TPmJgAhES4Chv/33379sa045tUuTAPVbP2GVprYXe20UYwFFuG+//fbm3nvvbZKt89F0Q9pNDqhwg1uj3U08Ygie+pRjAeU+6wQ3FlCG312YxEqqKQtoJfR0biUEAgUoKyB17drVtGrVqkk5PXv2tM7dlfifNMlUG0RABGqeABM/rrnmGnPwwQeblVdeOeOTFnXF02QF9Pt/wlUCtOnVVYwA5ax8w/BMCMKowmsUKZcAXXLJJcsSoIhPxKK7DrCuYlmtNEmAVkpQ55dLIFCA4kA9ceJE60CdXcjtt99uv7xt27bN3qXPIiACdUyA2Io8mK6++uqmS5cuoa30EoTM3XyDjquH/bKABveiswgGHUk0l0mTJjUJf4QVER9KZwkNyqfU/eTLLHU3BI8PaLkC1IlthtxlAS21J3R8LRIIFKCbbbaZadeundl2220NcUBZexar6CmnnGL/WKYTq4SSCIhA8gkceuihGZ/DQq257LLLzCGHHGIPWW211WKzgEqA/lKoW1K3z4myoIYj2rbZZhtz3333NToUAfqXv/wlsuUonQUUAcp7huAZTSxnCN611QnQsCyg8gFtdEnoQ4wEAgUoM9/50hJvDbHJl2DPPfc0I0aMML179zYXX3xxjNVVUSIgAlES6NChg1l22WULFvHGG2+YGTNm2PA27kA+x5HSJEA1BB98RTlRFnykMYMGDTJ33XVXo0MZescCijiMIvkF6Oeff24FaLkWUMTrEkssYQ0+uMDIBzSKHlOecRIoKgDaOuusY4cvJk+ebK2fWDwZfltjjTXirKvKEgERiJgAkzGCZgZfeuml5qCDDsqEXho9erThL46UJgGqIfjgK6rYIXhyYhRv6NChdridYXFSXBZQRC4hk5yILCd8oV9sYwUlPGKlIZhgIB9QKChVg0CgAH3hhRfMo48+avbZZx/DpCP+lERABOqTAAK0UFxEfNjw/X733XerAkCTkPIPwROZhNEq3KTSkvyiLKjNrJeOLyiM9t13X7uAAkKOmeRRWUCdD6gLFcXnSofgaSf1Zgh+rbXWCmp24H4J0EBEOiAiAoFD8KwkcfXVV5tVV13V9OvXz9xwww1l+a9EVH9lKwIiECIBhn0LpRtvvNHexPGbq0ZCRBCbOA0p2wIaJL7xxSVUT6EHiHrjVooFlLb7Z8Mz/I67CeuzRyVA3RA8ZfOdocxyh+D9YhsBOmvWLMMSn5Um+YBWSlDnl0sgUID26NHDxgF9+OGHTZs2bWzYFS56niCJDaokAiJQPwTc0GC+SRIMvzNRqVoJAcqNOA2pVB9Q/PQZkiVqSVoS1ymCrti03XbbWT5z587N+FBGJUDpP6zRWBhJzte0XAHqhu/JK0wBKgsoRJWqQSBQgFIp1nlmBuG//vUvu5rEJZdcYp++Nt98c2sZrUbFVaYIiED4BBB3fN9zhaV58sknbQxCJh9WK6XpZokFFKHhUpD/K8cTcP2RRx5xp9T9K6LMCbxiGsukWiK7PPjgg9YaGaUF1G/9pG4I0LAsoFwLYVlA0/SdKuYa0THxEShKgPqrw+w7hsB42ma4hy+CkgiIQH0QQIC6kDHZLbr88svtCEj29jg/I8jwU03D6mss8OFWnoNxMQJ0zTXXTJUA9Q9LF3sdumF4ZqVj/WRCUq4HrmLzy3ec8/90+50ADcMHlGsBf+wwXGEkQF0P6TVuAkUJUIYS7r77bjNw4ECz4oormhNOOMF07tzZDmUQkkVJBEQgGgIMGZ555pnRZJ4jV4Y0mZSRfUNmOd4JEyaYvfbaK8dZ8W6q9xvmzJkzDeuXn3feeeawww7LwEV8YwDIl7CAInIQVsyQTkMqR4DusMMO5qmnnjIXXXSR+fvf/25FKEPyYacoLaCMUiBCea00yQe0UoI6v1wCgQL0xRdftI7OgwcPtpOPrr/+evsDd8UVV5gNNtig3HJ1ngiIQBEEEBLZYrCI08o+hBt6LgHKuu+ITzebt+wCQjixXgUoVl18bNdbbz2DexMCZv31188QIwYkVq98s9wRoLBhpndahuHLEaD4YMJ1+vTpZsCAAXahFazNYadcAtT5rObzsS5UB78PaPPmze3DRqHji91Xr9+nYtuv46pHIDAME1U7+uijzVAvftpKK61UvZqqZBFIIQHEp5sYFEfzuaET8YKbp0tu3XesRrWQ6vGGSVgrJnY2a9bM8NBPH2Qn9iGeiNPq4lj6j+E6gQ3xLu+8807zj3/8w7+77PcIY8quxYSQK+ehiAVU4EW7mFSLsHf8wmpnLgFK3mEMwVNvrN1hpHr8PoXBRXlETyDQArrRRhuZU089Naf4ZKgnzuHB6HGoBBGoLQLVEKDZFlD/uu+1QIeZ8Fj76iERMunss882m2yyiV1pjsgiucSnayviJd9CATCBzVZbbWX+/e9/hxau6u23365a3FfX7nyv5VhAyYvFVbi3ubTKKquYDz/80H0M5ZVhff+qYk4wljsL3t9WWUBD6SJlUmUCgQI0u348DTMbFkduLKKIUyUREIFoCHDTidsCmj0Jyb/uezStLC3XerHYTJ061boxIRZfffVVc8ghhwRaGpdaaimTz1/RCVBED5ORwgqT99e//tWueofbVa0lvyirpG5RCFACxTPJySUnRpmJX84QvL+tYQpQ+YC6HtJr3ASKFqBYYi688EKz+uqrW7+Zxx9/3A7LP//883HXWeWJQCoIuIDicQtQvwX09ddfNx988EGjdd+rDT/pApSH+FNOOcX+jh5xxBHmscceyznClItzMRZQziNsHivYhZEIgP/MM8+Y6667zg7vs6RkrSS/KKukTh06dDBYehnaJsJLGCl7rXYm8JLKFXzyAQ2jV5RHLREIFKAvvfSSFZoEoccX9OOPPzZMSGL4/ZprrjG9evWqpfaoLiJQNwSwoDCkmm/INYqGYpnBUuMmPmH9PPDAA0OZbRtWfZM+BH/vvfca3BqIIMISx6WkYiyg5IcfaFgTkbj+8JPEN5XJO2uvvbZ56KGHSql2ZMf6RVklhWAB5WGLVI51MlfZbqUltw8BysNHuQLUL7aJyT1s2DCXdUWvSX+gq6jxOrmqBHIKUL6AiEtmY+InwxDRsccem5k1yJe1HMfvqrZUhYtAwgggQLlpxSVAsbQS6gcBygQKt+57WJNZwsKf9Bsms9jbtm1bVgzHQhZQ/yQahCIWOEI6VZq4/iiXmKT4/LOW+uGHH24nOYUl1sqpI/GosViyXHSlCQsobhAkhF4YKVuAujwZgi+nDFjjP0paeeWVG/mXurzLeeWBjti6SiIQN4GcApSQK/gj9ezZ0zz99NPWOZsfnk6dOtn68aVXEgERiJaAE6D5fP7CLt1ZWJigwc2Yh1CGcsMIdh1mXZMuQPn9RNCVkwoJUOcDSr6UQd+FYQXl+sPy6tLGG29spk2bZmOSrrvuuuaVV15xu2J9dddrGIViVHnzzTdtSCasqmGk7CF4lydCHh9OBHQpiQfCKAw/rm/5vVESgTgJ5BSgfBmxhNx1112GITiGjEr9ssTZCJUlAvVIwAnQuCyg7oaO1XXnnXc2J554on0QrTW2SR+CzxZ0pfAtdgiePEsZhsfvMdd1hqhFMGVbGYlJSkxoZvCzWMKIESNiX53KXa+l8Mt3bMeOHc2RRx5pH7bCEqD5LKDUAX6l+nZjAY1CgFKftdZay7qE8F5JBOIikFOA7rLLLtbHk0lH+HoOGjTIDgUeeuihdv1Z/FhqJVEXbtT+uIW1UjfVQwQqIcB1je8dN558wccryd+dS978+W/orHa233771aSPd9ItoG5I2/Ev5bWQBZQV6xDnLhGOiditxQyv3n///Y1mbLs8gsTyrrvual577TUzfvx4a9VzE+fc+VG+hinImK3O/Q5hWKkAxfrMA1w+CyhMuIZLKYf7HIJVAjTKK0p5x00gpwClElzoOMgz+/G9994zBxxwgPX9YWju1ltvNWeccYadHRt3hSmPZQFxwO7g+e0wQ5P4avit8ePcrVs3c8wxx5TlY1ONtqhMEchHAAFKSKRCoiPfuaVsZxgVa6f/ho5FiLXfw1jqr5S6FHNs0gVokKgrxCDftYClklErf8Jayu8hblRBiTrlesgpRiwzQZV5AoycTZ48Oaio0Pb7H5jCyrRc/0x/+WussYa1GPMwkG05dseVasXnu8l1H5X7W9euXa0LgqufXkUgDgJ5Bai/cAIjjxo1ys6AHzt2rI1dx5ALPqG9e/f2Hxr5e5zqmRh12223GZ6+Wc+XGYF8Puuss+wayrgMMKQwY8aMyOujAkQgKgJRClD8A13gbVbhwUoWxQ09Cjal3ryjqEMleRYj6vLl74bgWRb1iy++yBzmn4CU2ei9KXYYHgGaKxVbV4QR69e//PLLubKJZFsU12sYFlDq9f7779slbfM1vNSHqCja6q+bhuD9NPQ+LgJFLcXpKoM1BH8f/rg53nzzzWbMmDFudyyv5557rrV8MuSz8MIL5ywTscwN9qabbjLDhw/PeYw2ikCtE2AILwoLKEN/48aNM1OmTLGuNfh3Y0GL+iYXFm9u3kl2uanUAopvIRbHk046ybpowNU/AcnPmd/B3Xff3T6o+7dnv88lQBlaZztW12LSBhtsYOtVzLFhHBPF9RqWAIXbaqutlreZpT5E+Ucn8mZawQ4J0Arg6dSyCRRlAc2VOzdG4oISyy7OxI/i3nvvnVd8UheGPYZ6a9dzk1USgaQSYKYxw3n5hl3LbRduNMxsZ9Yvwbd5T9zPKG7o5dax0HmlWo8K5VWNfcVaFXPVDQsoLkgkRKdL+QRo9+7d7eQiFhMolBC1JH+enPvpp58WLUCJmhLnjPgortcwBCgPePwtvfTSeZGXKkCjaKu/criwYWDK9SDiP07vRSBMAmUL0DArUUpehACZOHFi4CkTJkywsfYCD9QBIlCDBBACuJuw8pgToB999JFdNafS6uKn17dvXxt4mwdIhAYWRYZxuQHXeir15p2vPQwbs8xk3ImbPEKynMS1gABFMPjFYj4BShmMWD388MMFi8PaDg/EsT+x6lGxFlCW/6Ru2Xn48wvzfRSirFIfUNrOAxLfI/LKl0p9iIqirdl143tFOUoiEBeBxAnQIUOGmDvvvNMOsd9yyy3mhRdesJOkpk+fbv2P2LfTTjtZ9wCWuVMSgSQSwDqJ+MQq4QTotddeG0pYJATopptuakcvKIeJKgjQWbNm2Ql9tc6r1Jt3vvYQzNvFNs53TBTbKxWgDMcyAlWsAGUYPmhZTjdj24lHlzdRUIoVoFyriFB8iuNIUYiySi2gzm+7gzdBlus0Xyr1ISqKtmbXrVLxnZ2fPotAEIHECVBm7DI0id8as/SxiOJrw0SpDTfc0Fo0sOSwVj1WHiURSCIBlgVkyUOSE6BMbAgjHi8CtE+fPlYo4KbCMD9D8AhQZjTXegpLgCIE+a1gWcw4fdkRecWKuuy+cJbTUgQok4OIZkKYpnwpW4A6Ico1V0pdiUjinxyVr7wwtkchysISoLiBFbImlipAo/YBpT8kQMO4KpVHKQRKmoRUSsZRHtu5c2fz5JNP2psxa9MzNPnbb7/Zm2e7du0qWqKMoaqRI0cGVp8bFzdsJRGIggAPWaxIROLGwA0IKz/XeSWJgON8Xwi7QtgdXhkxYLQgbQIUkYWlDxGOJXjfffetBG3ec5944gkb1o6HZVIlFlAmXnI9ZAtQfo/yWdxYvrFHjx4GtyRmxedKCFB+V53w5JVhfq45LKjFJuLWxiVA+U44QV5s/YKOC0uAPvjggwWLKvUhKgqxnV1BCdBsIvocNYFEClAHhRig/Gjyxw8wEyoYSuRHieGgchIzOc8///zAUzfffPOcgZsDT9QBIlAEAXwznVjgmrzuuuusGGBVmuyEsGDt72IsVfiVIhL4frgFJXjlBocAZRWkWk+lWo8KtYffDdrPZJuo0qWXXpoRoJTFBBW3pnepZeKnyfmM/lB3lwr5gHKMG4Z315Q7z70ydNyrV69GApTJaW+99VZR15XLh+uHYfs4EtcsBocwU6UiDJ9ZrMBBqdRrWAI0iKj2J5FA07tZjbcCcYgFgbXpXSL+J+GW3Iof+HURRJuhp1ITlgX+ghI38OzAz0HnaL8IFEuABylWZyENGDDA7LHHHlY05hqC52Gobdu25u6777YxcguVQexPAob7E6KGhzZGE9IyBI+II/HKd9nNLPdzCes9VmuECYn1vBE5rAVeScoWMEECFOE5cOBAM3r06CbFYu3EIscDDPUjsa0cAcrDDe4jTO5iRb0oJ3kxcx+WYaawLKBBdcruv6DjJUCDCGl/EglU9itYhRYzNOlfbYP1iFnFhYD4WIlYTo2hI35sCdmkJAJJJOD3+UIYYOVv3769HTZ3D1q0C4saYuayyy6zQ+k8jOVa0cYxIBwPqxxlJ0LGIHoRHbWeSh2+zNUexAtcEVpYEmHm55rrnHK38dAwe/ZsezrlFWOpDiorW8AECVD8iWkfq9plJ+f/6Xiwn4d8fkdJlFVsckPw9913X6SiHgvw7bffbpjsE2aKS4CWeg37fw/CbK8/r0qtv/689F4EiiGQOAGa3ahrrrnGWn0ITI8P15FHHmleeuklO4OYVZKURCCJBLItHsRYxP8PSyXiwCUEDTdN/DiJ74k/IxbTfMOguSyg5MXNh+V3K7XMuXpF+ZotvsopC9GF2IYfE7CWW24588knn5STVeA5fgFaif+nv6BsBkEClHOxgj7yyCP+bOz7XALUCeWDDjqoJJHHEDyuHFh9c1nrmxRexgZ8mFlkBKtyv379ysgh/ymVClDaXswIWnb/5a/Rn3uyfw+Cji9nP99/hK6SCMRFIPEClB/0Pffcswmv/fff30ydOrXJdm0QgSQQyLZ4YOnnes4WoP6heobhWSFns802M0SLyBX7sZAALebGWQvsSrUe5aozogtrHUPOMMTCjLCJIiHE8LEkRSVAseLCpVDKJ0BpPwLcbwF1AhRXpkIr+mSXB1PH0bk5ZB9T6eeLL77YHH/88UUJvVLLymUFZFQNgZ8vMQrBRLOdd97Z3HHHHTlHGLLPrUUBmqvt2fXWZxEIk0AiBSg/Bm42MJafXP5bDNPzo6okAkkkwM0ba0x2yhagWO/8K65gwTz55JMNQ6AHH3ywHRHwW6LyDcFj/Shm8kR2farxOUwB6iygCFAmaEWRXPgjRCIWamJlVpqyGRRjAcUy/vzzzzeavEQ9mOnOUHYuAVpqPRGgWCZZ2hG2YSeiONx7770Gy2wUKdsCesEFF5izzz7bYNDITgj38847z4YARBAj8OnrTTbZJPvQJp+z+6/JAVkb4rCAFhKgPNj+3//9X1at9FEEKiOQOAHKhImnnnrK3pyZHYzQvOSSS+y61qBgNis/TqxTP3jw4Mro6GwRqAIBBCNCMteM92wB6reA+qtKyB8spnwfGL53wcGJFJE9CYnzuPkkxQJKXQtZpPwc8r13FlAskoh4Ji5GJUB5mGBoesaMGeaqq65qNIEyX/2Ctmdb0BA+PEQUSnAjVjIh7PwJv9AuXbqEIkCpF4lFFGAbduJ7gXtJVJPlYMToA1ZNFjWhv1helNEEZ/Rg8ROWg+Z7RLSKW2+91d5/EKm4yRSTsvsv6JzsEZGg48vZT9sRurkSDK6++upcu7RNBMomkDgBypdgypQp5sorr7RhQ3Cs50bNjzuJHwr28WOw3377lQ1GJ4pA2ASwruywww6B2RaydmClIjj41ltvbR+wsi2g/swRq8yMP/TQQ61V5rTTTrOzvrFSZSce5pK0cAMh2CoRoQhQBDcPtIgGJmYRBSCKRH8ygYwHY/7CEPrZAqbYCAa5huF5OGGYPQwLqOOHoC1kAWXU6p133nGHF/3KZC4s/vR/FInrASFPnzGDn3kEK620kl2sgVX4cG1hAhSvuBrccMMNVtSXWpfs/gs6v9BvQtC5xe4vJEAR34X6s9gydJwI+AkkLgwTPzx8+fkbOnRopi2///67fc8NnrWPw44PlylIb0SgTAJMesFXzFmc8mVTyNqBqOTGx4QZhEO/fv0y4Zry5cfDGFEiDjvssLyijSHEJCU3hOksbqXWHQHKbwj5EE4NgQjXKBIWUPJ/+umni4oxXEwdsgUMlu5ifvOIB4oIJTFhBouiE6AwcSKDVwRpOWnHHXe0xgFWX8qVKMfVddKkSTaGba7jcm3juodllInvqYta4IbTEZpww7hB2DOEaiUpu/+C8qq2AGVUxoXoCqqr9otAsQQSZwHN1zA3XMnQjPtxy3estotA3AR4QMJKRfzaILFX6GaDAOVmwE2QIUCGI/0+oPnaxXKbjz32WN3ErnUCNF97g7YjgvARJx+CwmPlisICSngnhscJaUSZWJrDSNkCplgBiv8pw8u4YvAAj9Ubn82VV17ZTnBzE4cqEaAPPPCA5enEbHZ74cHvNEPXPBSVkuIQoFhviaTC98otGMA2fGXxo61UfNLeUq/fQr8JpfArdGwhCyi/Oc4FoVAe2icCpRCoGwFaSqN1rAjETYBh8w7eRI/DDz/cxqd99tln81YhyAJKoG8meSCaEKAuYH3eDP+7o9zVwYLyrcb+Um/g2XVEHMGN4VZEBlY1RBziLMzkhANilyHcMMQL9fMLUOqMNZMoCMUkRokeeughu/wo1njajiUUFxHnt1mJAKUO/uF8LMv4ELrE9Y3Y+dvf/mZdQsaOHet2Bb4WK7QDMypwAO4IL7/8clGz2QtkU3CXv/8KHvjfnYV+E4o5v5hjCgnQqGLkFlMvHVO/BCRA67dv1bIaIoDFCSsk/oYEiz/mmGPyih0nWnJVHwsok4tYw90J0GIsoLnySvK2MAQoN1zyQXjh2oMgDXsdcxfNYOTIkdbiFxZzf/uxYCL4ip0AwwpFTNJkRjlilGuKhBhH6JAqFaDk6cTs6aefbo4++mibL/+cmEKMjxgxwkZtKFb4x2UBffPNN3NO1ss0osI3pQpQWHK9RpkKCVCs1iT/8q9R1kV5p4OABGg6+lmtrDIBJlwwM5i0++67W/FJzMBcyd2gc+3jxs7Eo3IsoLnyS+o2vwArpQ34zCJinDBEdCFASVEMwxd6mCil3tnH+gVMqVZBht2Zvd2jRw/z4IMPmhdffNFmH6YAxapM23FBwGLvX53Lz4QweghnZpwXk+IQoFhA84UrK6aOxRxT7PWL5ZjfCwSou06Lyb+cYwoJUIQnVnJ+e5REICwCEqBhkVQ+IlCAgLOAcgiWn/PPP9+ccMIJOVeL8d+gs7NkwgwJi5csoD9l4yn4ecKECXYiEOKTCRWIpHoQoMwoL3b4HUC4YvzjH/+w/ox8Rli4V64vxIZzUbA7yvjHNY6ggTViN58AJetRo0aZU045xVpkg4qKQ4Di74klPFe4sqD6Fbvf/wCRfQ6s8KPddNNNzaBBg+xKfwyBu+9+9vFhfc4WoN26dTP//Oc/bfZcE4wQOKt2WGUqn3QTSNws+HR3l1qfVAL46DHRwyVuLvzAjx492g7Hu+28FrKArrfeenYZQo5DgHKjLNYHlHPqJRVrQfK3l+UbmaCIuHIWUHxzGYom4QuJwAkzuXLCzJO8/AKmVAso5xPfMldChCDOEaWV+gxjrcc9gOT3Icy+vplQR7/ceOONdjnlXPVy2/B5jnqSKWKe+uYKV+bqUemrv/9cXog8GLDyEm41uOnsuuuuFfeDyz/oNVuA8hDhQp1RN/yYZQENoqj9pRCQBbQUWjpWBMokwA95to/eOeecY/1Bs3/UC1lAO3gTmfbaay9bCwQoKc0+oNwk8WcMSoie+++/3wZc9wtQJshgGSWlZQi+ECsswvBxs78LHRu0Dyv9tGnTbJglfwifXNc3VlB8RZltnS8RReDrr7+2/ZTvmDC2uxGKsCIW5KqT/wGKkE9YgHlAffzxx82YMWPsLHwWUqn0ISBX2fm2+V0wOIZ+cr9NCFAiObjP+fLQdhEohYAEaCm0dKwIlEmAH3BuOv6Erxk3GUIz+VO2hci/z//eWVS5MaQt+W/grG8flFi+sU+fPtaKw+pR3GwRGv6EBRRLdZgpKguov/3U2T2MVFp3rGAI0DD8DbGAYtEj3qpfgOa6vjfaaCM7IpDPMku7nnvuOcMKX85loNK2Fjr/yCOPjGy1JcpFWPJ34IEHGpaB5ZrEF5cldInZW40EVyyz9A+JVyc4ZQGtRo/Uf5kSoPXfx2phDRDIJUCpFlYfbtJ+EZXLQpSrCfiEMXsYMZW25B/CfPXVVwObz/A7yydilcOKlsvCxzKVrHnt91cMzDjggGL7MiCbJrv97ac9iL0wEteS84+tND9YI6oIt4SodSkfEyIF8Md3JTsRR5fQZTxE1Evi+4vgJhTWZZddZpeDrXbb/MPw9INfgMoHtNq9U3/lS4DWX5+qRTVIgCF4REN2at26tQ1Rw4Qkl3JZiNw+vf5JAAsg1kWsSP4Yk7n4MEln8uTJhhV6EEVYm3JZ+LCAsmY7MSDDSvnEVqX5L7jgglYo479Ke8LyA0aAMNEkl0Avtc5YmBlSRzQi6l0g83xM1llnHdOvXz9zySWXNCqK85i5j6tEPQlQ2ODTzTVXK4l+91tA3aQjtskHtFZ6qX7qIQFaP32pltQwgXwWUKpMjMSJEydavy8+57tBs0/pTwIIUCx1CHhu5IWGzvERxdUBH9xCApScWcb34YcfDg1zVEPwVNANw4cpQMO0gLKk5cknn2xZYqH1i5l8VvszzjjDRojwW0xfe+018/zzzxseJBiCr5fERCeWRq2l5FwwGFnh4cZvAZUAraWeqo+6SIDWRz+qFTVOoJAAxTKKH+ixxx5rWyELaHBnOgsogrJ79+7mrbfeynuSG37ngCABSlzKRx99NG9epe6I8mHCDcMzBB+WH7CzgOayEJfa9muuuSZzTWNZc36ghZgQAok+OPfcczPFEZNzt912s8uHxjkpJ1OBiN707NkzM6EwoiJKzpZ+56HJWcFdFAN+vzQJqWScOiGAgARoACDtFoFKCWBNYCWRXEPwLu999tnH+skxU7vQDdodn/ZXZwFF2GBN46aZK02aNMlaSJ3lDAGazweU85kQguAJK0XZl1FZQJ34CIsB+RQrQDn2tNNOM5dffrmZM2cOH61/NDE5wxLZNtMa+IerBxMRayn5BShuHfip8uDAdQx/Z8WupTqrLsklIAGa3L5TzRNCIJ//p7/6zEAlOP1xxx1nf+zzDVH6z0nzeydAEZT8+Yds/Vz81k+2B1lAGWZkaDSfoPXnXcx7bt5hTRDKLo8HGuoJixYtwgnpjAWUYVcEY5jJ30dBFn58cQk1RmgmUtSrEoXZzqTn5RegXLd8H3gQ4Pdp1VVXNVOmTMk5SSxfu5966qmSFknIl4+21ycBCdD67Fe1qoYIFBp+91dziy22sDNhmRWLEFDKTwDRhfgqJECZvHLbbbfZ2e8upyABynFY21xUAqylBD93E2hcPsW+kk9YIZKyy0SAcm2FNQGJ/HnwqbYFlHqcdNJJNjoEQfYlQCEST8oWoMsvv7xd7ILvW9euXU3//v0buUcE1YoHsEL+2USwIBavUjoJhPPYnE52arUIFEWgWAFKZhdccIH9oc+OUVlUQSk6yFlACczvH971I3jkkUfMmmuuaTjGJQQoopIbbb7E8dwUmZWNBYiJTkz0QZxxQ/b/sZ/JMVtvvbXZY489mmQZ5dKRWArffffdUIemw/QB9cPw91GQBZTzYE6MTCYlSYD6SUb7PluAcs0TKJ/vGwn3CHxXDz/88KIWwHArKeUbBWJJ2C233DJj7Y62dcq91ghIgNZaj6g+dUcg349vroYimPAZVSpMwAlQZwFlSdLslD38zn5nAS00xOwsoIhOhiG5AZOwDDIc6f9jdR76lxijhBDyr8nOLGLq5d9mMwrpX6dOnawADdsCGsUQvF+AFusXe/zxx5uOHTtalwC36EJI6JRNHgLZApTDuIadAKU/mBDmVnHLk01ms5t4xgPdGmuskdnu3uA6w/WglE4CEqDp7He1OkYCpVhAY6xWoovihugfgscS6E+IqPHjx5vrr7/ev9kKUDYUYwH9+OOPGw2fI0b5wxcuOxGX87zzzrPreLt9DD1iyQvLP9Pl614RoMTGDFOARuUDWo4AhTVW5UsvvdTAVyl6AnwvEJx8f1jil6gDPHD5fdJZNnTttde24eMYDSiUEJhcpzNnzswpQN0Ep0J5aF/9EpAPaP32rVpWIwQkQMPvCGcBRdj4xY0rCd9PYnqyz5+wgJLKEaD+fLLf47OI2GUCk0tRDr9TBtYo/IXDFKAIjSgsoHB3E8WKGYJ3DEePHq0RAQcjhtdsCyiz9KdNm5axgFKFdu3aWYu/myRWqFp+AZrrOFlAc1FJzzYJ0PT0tVpaJQKlDMFXqYqJKxYBipBxQ/BO3LiG5Bp+Z5+zRrohRXe8/9X5gGZbQP3HZL/HWkRAfJaMdClqAYpl6Z133kmcD2ixQ/COo17jI5AtQNdaay0zderURgKU2px44ol2khj+z4USFk4elLCA5ko8sGkIPheZdGyTAE1HP6uVVSQgC2j48J2AzGUBxSrIDY+oAvmSOz/XfoQdE1/Io5QZ7G3atMnM+GUSGeugl3J+rroU2oavKoIX8RtWwgLKA1O25bjS/J2VGr9YIgoQX1Kp9ghkC1Bmvs+YMaOJAGWVq/3339+MGDGiYCN4MHQPdNkHusgSzk80e78+1z8BCdD672O1sMoEJEDD7wAnIHNZQLF+4jtYaNUcd36umuF7iNWG1ZWYaV5sWmGFFaz/HLESCdrNkHwp5xdbjjvO+UX6/fPcvnJfXfivsAUoItn5+7kyyq2jzouOgBOgCEf6jM88LOSKyjFs2DBzxx132IgR+WpEn+MH7SygTGBybipEo3BRF/Kdr+31TUACtL77V62rAQIagg+/E5yAzBagRBC48cYbzdChQ/MWinWzT58+efezo2/fvtb3rRQLphOg48aNswKYmzjrz0edCgntUst2YjZsAYqfKpNZNPxeao/Ee7wToP74tfkic9CnhGM6/fTT81aS7wDXJ7PgiSpxzz33WIsqJyBAsaTic6yUTgISoOnsd7U6RgKygIYP2w3hIpTc8C6lsPIKsTnxXcuXGLoOEoYIUIKglyJAV1xxRRu0HgFKXFDEMLEso0yUwVBoWMlZJxEiYSb6hJBVCFAeGpRqk4AToH7/Z8In5QsNd/TRR5uxY8fayXC5WoQFlPMRn++//74VozwAktiGdVQCNBe5dGyTAE1HP6uVVSQgARodfAQTN00mJM2fP9/km3xUag0233xzewozfotNWECZlDF58mQbE7TY82rpOGcBzTXkWkk9cUlwq0oFhe6ppBydWxkBvksIQnx1nW/xddddZ+6+++6cGfPwd+yxx5pTTz01534soDxwdO7c2bq0YE11ApTrAQGKHzMT+JTSR0ACNH19rhbHTEBD8NEAZ1iPIO+IJXfjvP/++82QIUMqLpAbK1Yf1sAuNiFAqROilWUyk5jwf81n7aqkPc4HlKD+iA6l2iTA9whLtT/wP6MFha7nww47zPz73/82b7zxRpNGYQHlu+QEKNZQJ0CxgDKMz7UhK2gTdKnYUPyvaypwqJEiED4BWUDDZ0qO3CSdpY6b3H333Wc22WQT61cWTYmFc2UInmHGddddt/CBKdyLkMcShoUYvz+l2iTgXDD8AjSopljN//nPf5qTTz65yaF+C+ibb75plxlmVj0JCyiW8VIFKBOa3OpkTQrUhkQRkABNVHepskkkIAEafa8hbph1zpKY1UpYQKdPny4BmqcD8APFr1YCNA+gGtpc6vKx+DpPmjTJ/rlmEGaJ4XWsp84Cmj0EX44A3WuvvcxRRx3litFrgglIgCa481T1ZBCQAI2+nxgmJO7mjjvuGH1heUrAAsryoN27d89zRLo3S4Amp/9LFaBMCsQC6reCOusnrUaAYrkMYwieaApvv/12cmCqpnkJSIDmRaMdIhAOAfmAhsOxUC4///yzGThwYFUDnDvLXs+ePQtVNbX7sHbJApqM7i9l8p1r0X777Wfeffdd89xzz9lN2QKUjQSlx12GIXT8Qxnyx+947ty5LpvAVwnQQESJOUACNDFdpYomlYAsoNH33FVXXWWuuOKK6AsqUAJ+jkzgCXNt9gLFJW4XFlB8QDUJqba7DmtmKT6grjUsjEBM0OOOO85uchOQ+EB+fDfwF91ll13MRRddZB577DEbruz111+3/qAun0KvPGgyykAkBWKVKiWbQItkV1+1F4HaJyABGn0fMflIqbYJyAJa2/3jaseITblpzz33tItAEI0Cyyaz6rMT/purrbaajZHLwxpL5o4cOdIQn3f77bfPPrzRZ0QnVtQuXbqY1157zZ7T6AB9SBQBWUAT1V2qbBIJaAg+ib2mOodNAAsosVqZrKVUnwRY9Yg4uPvss4/p37+/mTVrVpOGrrrqqnYJz5NOOsnuu+CCC2z8Xiyn2267bd6g9hyMAEWo9ujRwwrQJplrQ6IISIAmqrtU2SQSYDboQgstlMSqq84iEBoBLGIkt4xqaBkro5oisN5665lXXnnFikqiQmQnQqcNHjzYxst1+7bccku79O2AAQPMxhtvbI4//ng71O72u1fi7GIBZUif90rJJiABmuz+U+1rnACx7t566y2zzjrr1HhNVT0RiJYAk0+U0kGAIXLCJZWS8CFlaU9+LwmGzzA9K5v5F0ZwFlCWyGW5UKVkE5AATXb/qfY1ToAl7BhWktWnxjtK1YucQJs2bRQjNXLKyS+ASWpjxowxDzzwgLnsssusRZQYowjRl19+2Vo/JUCT38+0QAK0PvpRrahRArfffrvZfffda7R2qpYIxEdg0003NVOmTImvQJWUaAKEMyO27wEHHGDj+x5xxBEGKym/p+3bt7chvZx19PPPPzdMgMLdSSk5BCRAk9NXqmkCCUydOtX069cvgTVXlUVABESgugTwFx06dKhhGU9iho4bN85WiIUnWMLziy++sJ8JgH/rrbdagVrdGqv0UggoDFMptHSsCJRAgKdxYtaxTKSSCIiACIhAeQQQm6NGjWp0shuG53f24YcftgL1m2++URzeRpRq+4MEaG33j2qXYAI40hN6RkkEREAERCBcAk6AsjLS+uuvb2fFE/ZJC0GEyznK3DQEHyVd5Z1qAvwwsmKHkgiIgAiIQLgEnABlNjzvWb+elbaUkkNAFtDk9JVqmjACsoAmrMNUXREQgcQQQHTOnDnTxlgmLijLdEqAJqb7bEVlAU1Wf6m2CSIgC2iCOktVFQERSBQB4oS+8cYbVoQiQGUBTVT32cpKgCavz1TjhBCQBTQhHaVqioAIJI4Ai3tMmzYtI0CJM5tr6c/ENSxFFZYATVFnq6nxEpAFNF7eKk0ERCA9BLB4/vrrr2bGjBnyAU1ot0uAJrTjVO3aJyALaO33kWooAiKQXALdunUzPOhj/Qx7CP6cc84xw4YNSy6cBNRcAjQBnaQqJpOALKDJ7DfVWgREIBkEWHO+RYsWpnnz5qEK0Pvvv98MHz7crraUDBLJrKUEaDL7TbVOAAFZQBPQSaqiCIhAYgkgPn///Xdb/2WXXdYwMWm33XYzgwcPLmtZTlZeOumkk8yxxx5rbrjhBjN79uzEsklCxSVAk9BLqmMiCcgCmshuU6VFQAQSQuDyyy83bj34hRZayEyYMMF07NjRsATyCy+8UFIr5s2bZxCgrLjUunVr07VrV4V1Kolg6QdLgJbOTGeIQFEEZAEtCpMOEgEREIFQCPz/9s4G/Mb6/uMflRIhSiRCWJItIlS6UmjZhlkrky70oFhZbaW05VqTmIRZS9GDajVr0VrMSrVl7UqNPF55uJiHIdI8UyTu//3+Xv/77pzfOb9z7sP5+Z2H1/e6zu9++n6/9+d+fX/fc9735/t0/PHHm/puXnLJJbZq1aqM8vzoo4/soosuslmzZtlTTz2V1Sb9jAwposhMRF9Ehc2jHjsCeivfuXOnqVmIAAEIQAACx45A06ZNMxagH374obVr1866du0aGnro0CHbu3evW2c+PMlO1gjgAc0aSjKCwNcENEGyVuo46aSTvj7JHgQgAAEIlDmBoxGgscbVq1ePgUixQLK8jwDNMlCyg4AIzJ8/39q0aQMMCEAAAhA4xgQyFaBbtmyx9957z1q3bh1nacmpnQ4ePGhnnnmmXX755XbnnXfaM888477r1X80k3DppZfao48+mkmSgoyLAC3IYuWhohJQp/MZM2ZEjZ42XjBqUv2JSn6ZpU1MBAhAAAIQOGoCEqCrV68OByilyvDw4cPWs2dPGz58uDVr1iwuakkB+re//c0Ncho2bJhr4frnP/9pt9xyi9WsWdOl7dWrlz388MPuN2Xjxo1xeQUHmzdvdqJVg522bt0anC7KLQK0KIudhxaBoPIvWrTIjX7s1q2bPf300zZ+/PiMAGm0e5MmTezll1+2OnXquD5E8+bNwwOaEUUiQwACEMgOgSpVqpi8kmvWrEmbobpLaQlPCcmSoaQAffvtt61Hjx7WuXNnu/vuu+355583/X7s2bPHpk2bZt27d7fdu3ebRufXr1/fxSmZ5wsvvGB9+/a1AQMG2Lhx40peLqrjvBegGuwhAbB9+/aCLDi9nZVVWL58eVllHZevlkvLhTB79mwnNANbPvjgAycS58yZ405t2LDBNYsMHTo08hxyBw4ccHloOTiNvlQe69evt3//+994QAPQbCEAAQgcYwIaUNS+fXurVq2a29544402ZswYmzlzphOmwW/riy++aH369In7bQhM1XRMQauWzkmASnyWDJqPtEWLFi6f0aNHmzyl8nRKYO7fvz+Mrrwef/xxJ0Dl8HjzzTfDa8W4k5cCdNOmTW6JrIYNG5rm/tI/iUYbV69e3bQ0l95MNHItn4LmLZsyZUqcyXLha1oJ/UMHYeHChaY3tqMNWuWhefPmZS7c9YIwaNAgNy/bkdqsPB566CH3VplpHuqzI17ySKrZpHbt2uH8cBKJXbp0sXfeecd5LVeuXGmaOqlBgwbOm6n7pgu//e1v3dQd+n979dVXTZ3Wly1b5pp+KleunC451yEAAQhAoAwIyMEg55QcAmPHjjX1u5QolAC84oor3Mj2Vq1aOVF68803J7Xgu9/9rk2dOtWtOa/fY+UnoRklqDXssssus8DBIS+p5hYdPHiwO3/xxRc726RnijXk3TRM+mfq0KGDe1u59tprXX8M9b9QXz55QdeuXetc4dOnT3fConHjxnlRtt/61rdcPxQtKdavXz9nszo49+/f3+SRGzFihC1dutR1ftY/siqDmgeSBQkneebkeZQA+/Of/+yWK5PbX83OElqjRo2yu+66yx588EGTiNKcaRLxYhk1KH+N8r7++uvtpZdeikum1Sn0Vjh58mR79913TUubqUI2atTIlVmw1aTB+qjJpLSgt1axUNlL6HXq1CnBuyhbVqxY4cSfBODHH3/s9tUEo/z1f6HpNSQ4//KXv7iXFnU6D9b61ZJu+nJSXH3pSDTfeuutpvPqF6QVNrQN9iUuZYu8nspH9iM4SytBzkMAAhAoHwI1atRw4lMCNDbs27fP1ApYsWJFK00n6Htfg44kQtWC9pOf/MQ5vWLzSbV/9dVXu98bbRUmTJjg8tC+nEs7duxwzfj6Lddv85AhQ3SpaEIFX6ykd/PkEI477rjDedPkCi9tihuJLokN/cPJ05dJ0NvKk08+mTaJ+ntIvGnZrmyF999/39l83nnnOfGoZl0JKAkriU+JJTUp6M1J/RT1JiYRJLEZCE5t9fxiI+/wySef7Dx0cv2vW7fOefhkrwSavHXyCEo4qZlC81aqL2NplTH2OSX4//jHP7rKtGDBApeHmjR27dplqvAahHPllVfaK6+84jyQErbyLkoI6pmCrfb1qVq1qhOnurf+JZW/xLg465m2bdvmBOWzzz7rVrsQI91Hz7pkyRInTpVWXl199Kaprb5A9AWj8Pnnn7v7ilswvYZeWpRPsiC2EuviH2y1L7Feq1Yt19yuLwyJUAIEIAABCBQeAf3O9e7d2/SboxbI0nRHsieXnujYsaNzaGh5Tzk4YoOcKg39llwNZlKXAf1mZyuoNVj9TbXN1ZB3AlTeT3kI1YE3VVC/jscee8w0uWwmQcIoSho180sEas3ZbAZNfCsPnkShBJg8hcmC3t70zyuBqQoRCM5gG6SRKFQ+ylcePgk9CcFAZEpk6ViVQEEVQR2y0wXlKY+pvJHydkoo6lhCVs0Ubdu2dW+Mmoqo5MjCZHlrGgyx1zMpb4lQicuWLVsmNHlIkOptVAzkZZXQ1KjHQGgmyz/2nKZIuvDCC919Ys9H3RdT2SlBr6YcAgQgAAEIFC4B9eOUAyOTFsJMaCj/SpUqZZIkbVwEaFpEmUe49957nav6ueeeS5n4pptuch499csriyAvpDoYa0uAAAQgAAEIQAACuUIgHwRo3vUBVX9DrfOqJmWNXJMnT543ec3UnCqvlPojaj1XNdMTIAABCEAAAhCAAARyi0DeCVA1yarP32233eaa4oOpFGKxapoENdFqtQICBCAAAQhAAAIQgEBuEcg7ASp8GiijqXM08vm///2v83qqv2DdunXd4BJ5RAkQgAAEIAABCEAAArlJIC8FaIBSI8YkRvUhQAACEIAABCAAAQjkB4G8nIg+P9BiJQQgAAEIQAACEIBAMgII0GRUOAcBCEAAAhCAAAQgUGYEEKBlhpaMIQABCEAAAhCAAASSEUCAJqPCOQhAAAIQgAAEIACBMiOQ14OQyoxKhIy1Gs8//vEPt+RkhOhpo2jZzXnz5rmR/GkjEyEnCGjtXq08Vb169ZywByPSE9A8wVqGVStoEXKfgL5nNefz2WefnfvGYqEjoPXNtVSx5usmlB8BzYue64Fv4SMsoYkTJ5pWY8rWD5nWetf8plpLnZAfBLRkqZZPK6vl2fKDQn5ZuWLFCtu9e3fkZVvz6+kKz1otUbhhwwa37G7hPV1hPpGWYtaSz3wvlm/53nnnnQnLWJevRYl3z7u14BMfoTDOzJw50yZNmmQzZswojAcqgqcYOHCgtWrVyi2KUASPWxCPWL9+fZs7d67zghbEAxX4QyxevNgtOLJo0aICf9LCebyRI0e6ddNHjBhROA/Fk5QJAfqAlglWMoUABCAAAQhAAAIQKI0AArQ0MpyHAAQgAAEIQAACECgTAgjQMsFKphCAAAQgAAEIQAACpRFAgJZGhvMQgAAEIAABCEAAAmVCAAFaJljJFAIQgAAEIAABCECgNAII0NLIcB4CEIAABCAAAQhAoEwIIEDLBCuZQgACEIAABCAAAQiURgABWhoZzkMAAhCAAAQgAAEIlAkBJqIvE6yZZ7pnzx7btm2bNWzYMPPEpCgXAps2bbKTTz6ZFT/Khf6R3VQrITVu3JiVkI4M3zFPFayE1LRp02N+b254ZAS0RLHneVa7du0jy4BURUMAAVo0Rc2DQgACEIAABCAAgdwgQBN8bpQDVkAAAhCAAAQgAIGiIYAALZqi5kEhAAEIQAACEIBAbhBAgOZGOWAFBCAAAQhAAAIQKBoCCNCiKWoeFAIQgAAEIAABCOQGAQRobpQDVkAAAhCAAAQgAIGiIYAALZqi5kEhAAEIQAACEIBAbhBAgOZGOWAFBCAAAQhAAAIQKBoCCNCiKWoeFAIQgAAEIAABCOQGAQRobpQDVkAAAhCAAAQgAIGiIYAALZqi5kEhAAEIQAACEIBAbhBAgOZGOTgrtH4uIX8IRCmvKHHy54lzy9JDhw7Zl19+mdKodPzTXVfmUeKkNIKLIQGVl8rtaEKU8ogS52hsKJa0hw8fTvuoUVhnK05aY4iQVwQQoOVcXHv37rX77rvPmjZtajVr1rQf/OAHtm3btnK2qnhvP2DAAGvWrFnCZ9++fSGUhQsXWp8+faxGjRp2zjnn2EMPPRReC3aixAniss2cgH4Yu3fvbrfeemtC4ih1Kkr5RImTcHNOlEpg7dq1VrduXXvjjTcS4kSpd88//7x17NjRKleubG3btrV33303IZ8ocRIScSKOgL7r7rnnHldWJ5xwgjVo0MBGjhxpX331VVy8KKzTxYlSV+NuykFhEfDfTAjlSGDw4MFe48aNvbfeesubM2eOd8EFF3gtW7b0/B/YcrSqeG9dr14976qrrvKGDRsW9zlw4ICD4n85e77o9Hr37u0tWLDAmzJliuf/IA2MjkMAABKaSURBVHojRowIoUWJE0ZmJ2MC+/fv9wYOHKjmAq9fv34J6dPVqSjlEyVOwo05USqBNWvWeC1atHBlNnPmzIR46eqdvhtPPPFE77HHHvP8FwNX/pUqVfIWL14c5hUlThiZnVIJ9O3b1/Nfrr2HH37Ymzt3rvfzn//c84Wo98ADD4RporCOEiddXQ1vyE5BElDzEqGcCCxZssQ77rjjvNdeey20YNmyZe5L2vcShOfYOTYEfM+zY//Xv/611Bv+8pe/9KpVq+Z98cUXYZxf/epX3umnn+5JGClEiRMmZicjAvPnz/eaN2/unXrqqd4ZZ5yRIECj1Kko5RMlTkaGF3HkiRMnelWqVPHOPffcpAI0Sr0777zzPL/VIY6iBO1NN90UnosSJ4zMTlICO3fudL9JQ4YMibt+zTXXuPoWnIzCOl2cKHU1uB/bwiRAE3w5OrR9r6f5b/XWtWvX0Aq/0to3vvEN80VQeI6dY0Ng6dKl7katWrVy22T9n958801XXr73JTSqR48e9r///c/mzZvnzkWJEyZmJyMCTz/9tJ111lmm5nF1fygZotSpKOUTJU7Je3OcnIDvSTPf02WzZs1KGiFdvdu4caMtX77cevbsGZde9S7IM0qcuMQcJCWg/rlPPPGEDRo0KO56o0aNbM+ePa4/dBTWUeJEqatxRnBQcAQQoOVYpKtXr7ZatWo5ERprhvpJffrpp7Gn2D8GBPzmPPM9Ne4LuEmTJuZ72ey6666zzz77LLy7ykwCKDYEx1u2bHGno8SJTc9+dALDhw+32bNnW8OGDZMmilKnopRPlDhJDeBkAgG9LIwaNSrhey6ImK7erVq1ykUN6lmQTseqm3pRjBInSMe2dAIah6B+1RKcQRDfqVOnWrt27axChQqRWEcpjyh1NbCBbWESQICWY7nu3r3bDTwqaYIGtyBAS1Ip+2O/Scj8vn/2n//8x/xmdTcgbMaMGdalS5dw5K7K7LTTToszRkJVISizKHHiMuAgMgG9sKUKUepUlPKJEieVHVz7mkC6MktX7+R5UyhZ7/Q9KY+dBm1GifO1RexlQuD++++3zZs32+jRo12yKKyjxIlSVzOxk7j5R+CE/DO5cCyuWLGi+X1AEx5Ib5npppdJSMSJoybQv39/JzZ79erl8tJId422vf3222369OnOG6oyU/nEhuD44MGD7nSUOLHp2c8egSh1Kkr5RImTPauLO6d09e6UU05xgIJ6VpKWvis1WlshVZyS6ThOT8AfXGmPPPKIjRkzxn0XKkUU1lHiRKmr6S0kRj4TSFQ/+fw0eWZ7nTp1bMeOHQlW65w/0CXhPCfKlkCHDh0sEJ/BnfzO9+4lYdGiRe5UsjLzO+67a1WrVo0cJ8ifbXYJJCsf3SG2TiWLQxlmtxwyyS1dvTvzzDNddkEZBXkH3536rowSJ0jHNhoBfyCS+bOBOM+npmUKQhTWUeIkq4e6R2xdDe7JtjAJIEDLsVxVSdWHqeTEzOpLmGyARTmaWhS39qdVMvVLig3BW7oGiynoSzPo6xnEU/OUgj+dlttGieMi8ifrBKLUqSjlEyVO1o0v0gzT1TuVhUJQzwJMqof+7BOmF78ocYJ0bNMTkOAcN26cTZo0ye699964BFFYR4kTpa7G3ZiDgiOAAC3HIu3UqZPrcxg7obI/X54b8XnllVeWo2XFeesbbrjB5PGMDa+//rqbgLl169budOfOnd1E2rEvDZqxQF6YTOLE3oP97BGIUqcow+zxzkZO6eqdhMr555+fMDOIP5+oBd+TUeJkw9ZiyENN7uPHj7c//OEPSRd6iMI6SpwodbUYeBf1Mxbm7FL581RXXHGFm6B55cqVnj91hed/oXp+kxQT0ZdDEY4dO9bNU6g5ILdu3eppzkl/hSrPF5ZheXzyySee7xX1/H6h3vbt2z3/5cHzR456v/nNb0KLo8QJI7NzxATat2+fMA+oMktXp6KUT5Q4R2x4kSbcsGFD0nlAo9Q7f2ogTxPPT5s2zdu1a5fnr8zjjv0BgyHNKHHCyOwkJaDfIC2s0aZNG2/y5MkJH7+/rUsXhXWUOOnqalIjOVkwBJiIvpyLUhX+kksucV/MWm3CH3HtaTJ6wrEnoNWnhg4d6lZc8d9K3eof3bp1c0Iz1hqt5KKJ5xVH4tOftsTzl6mLjeJFiROXgIOMCZQmQKPUqSjlEyVOxkYXcYLSBGiUeqf69bOf/cy9/KneaZJzf5nHOJpR4sQl4CCBwIQJE9z3mhgn+0j8K0RhHSVOlLqaYCQnCoZABT2J/49GKGcCmshcI+I1DxuhfAloVO26devMXx7QrTudzBpVm/Xr17s4wYjPkvGixCmZhuPsEUhXp6KUT5Q42bO4uHOKUu/81cbMb52ws88+u1RYUeKUmpgLGRGIwjpKnHR1NSOjiJw3BBCgeVNUGAoBCEAAAhCAAAQKgwCDkAqjHHkKCEAAAhCAAAQgkDcEEKB5U1QYCgEIQAACEIAABAqDAAK0MMqRp4AABCAAAQhAAAJ5QwABmjdFhaEQgAAEIAABCECgMAggQAujHHkKCEAAAhCAAAQgkDcEEKB5U1QYCgEIQAACEIAABAqDAAK0MMqRp4AABCAAAQhAAAJ5QwABmjdFhaEQgAAEIAABCECgMAggQAujHHkKCEAAAhCAAAQgkDcEEKB5U1QYCgEIQAACEIAABAqDAAK0MMqRp4AABCAAAQhAAAJ5QwABmjdFhaEQgAAEIAABCECgMAggQAujHHkKCEAAAhCAAAQgkDcEEKB5U1QYCgEIQAACEIAABAqDAAK0MMqRp4AABCAAAQhAAAJ5QwABmjdFhaEQgAAEIAABCECgMAggQAujHHkKCEAAAhCAAAQgkDcEEKB5U1QYCgEIQAACEIAABAqDAAK0MMqRp4AABCAAAQhAAAJ5QwABmjdFhaEQgAAEIAABCECgMAggQAujHHkKCEAAAhCAAAQgkDcEEKB5U1QYCgEIQAACEIAABAqDAAK0MMqRp4AABCAAAQhAAAJ5QwABmjdFhaEQgAAEIAABCECgMAggQAujHHkKCEAAAhCAAAQgkDcEEKB5U1QYCoHiJTBgwABr1qxZwmffvn1ZhVKjRg0bPXp0VvM8fPiwPfHEE7Z///6jyvdIbPvwww/tX//611HdN1uJb7jhBrvsssuylR35QAACeU7ghDy3H/MhAIEiIPDGG29Y8+bNrV27dnFPW7Fixbjjoz340Y9+ZC1atDjabOLS/+lPf7If//jH1rdv37jzmR5kattXX31lF198sT377LPWoUOHTG9HfAhAAAJlSgABWqZ4yRwCEDhaAtu3b7eNGzfapEmT7Dvf+c7RZpcyvTyV2Q7ygGYjZGqb53mmDwECEIBALhKgCT4XSwWbIACBkMDSpUvdfqtWrdw2iqCbO3eutW/f3j7++GPr0qWL1axZ06666ipbu3atffTRR3b55ZdbnTp17I477nDiNrhZx44d7bnnnnOHyqNt27a2atUq+/a3v22nnnqqXXDBBfbqq68G0W3YsGF2yy23hMfa+fvf/25t2rSxHTt22Ouvv24PPPCAuy4v5O9//3u3v3fvXucVbdiwoZ1++un2/e9/39avX++ulfYnE9s+//xz9/zK68EHH4zzvj7zzDMmllWrVnXPJxtjg+zUOXlPGzdubL/+9a/d85S0b+rUqXbppZfagQMHXHJxUVqxFtuuXbva8uXLY7NmHwIQgEBIAAEaomAHAhDIRQKLFy+2KlWquH6UTZo0cULwuuuus88++6xUc3fv3m3z5s2zq6++2gmpX/ziF6Z8evbsaddee61ddNFFThi+8MIL9vjjj4f5KM6nn37qjpXH/PnzXR5169a18ePHW+XKle2HP/yhrVmzxsWRoF25cmWYXjs7d+50IldN4Oo2IPGqcPvtt1vr1q2dV7JTp042ffp069evnz311FNOrMomeXtLC5nYduKJJ9rgwYNdVhLear5XGDNmjA0cONDZ9eKLLzrBKPErW4KwcOFCGzRokCmP888/3yR8V6xYYepKEBtkd+3ate2kk06yadOm2TXXXOMEugSu0i9atMidi03DPgQgAIGQgN9EQ4AABCCQswRuvvlmtSN7119/veeLJs8XbV6lSpU83xvp+SIvqd1+n1GXZsSIEeH1++67z53zPXrhubvvvtv75je/GR77Xk4vuB7k8cgjj4TXN2zY4PLwuwO4c3369PF8r194XTu+mHNxtm7d6s6/9NJL7tj3erpj33PojmfNmuWO9cf3WHq+yPbuv//+8FzJnUxt+/LLL919pkyZ4rLyPbJetWrVvBtvvDEu6169enm+sA/P+SLbu/DCC71Dhw6F5/wBRJ7v1Q2PN2/e7B133HGeLzzduZ/+9Kde9+7dw+vaGTlypLu/7quQjJW7wB8IQKAoCdAHNJTi7EAAArlIoH///q4Z3RdKzjxfyLimY3kU5bmTN7S0EDvq2heaLlpsP1J5NlevXl1acndeHsAg1KtXz3zxa/KOHml47733rHr16q4J/P333w+zUfN+7HF4IcVOJrbJIym7S96nadOm9vLLLzuPcq1atdzd1JTuC8zwzhrBLm+yPL/nnHOOvfLKK+aLWfve977n4owbNy6M+8knn7iuD8uWLXPn1B1A3RcIEIAABGIJIEBjabAPAQjkHAGJoZJBzb1qYpaoSiVAzzrrrDBpIKgaNGgQnjv++OPD/dJ21EczNqhpOko/1Ng0sfvr1q2zXbt2JZ2SSH1CMwmZ2Bb04bzrrruS3kJ2BQK0fv36cXE6d+7smtslPH1PshOsKgM1vyts27bNhgwZYq+99prrTiBhL7Gu4Lt23JY/EIAABGIJfP2KG3uWfQhAAAI5QmDBggUJXkpNvyRBKTGYKkQRmKnS61qFChVKjaJrBw8ejLsuMZYqnHbaaSYR7DdxOyErMRt8gr6lqdLHXktlW2w87WtwkMIHH3wQ3i+4r7bqgxqEktx0rH6kEqB+NwTnqZUnOgjanzlzpptDVYO2Nm3a5Pq86joCNKDEFgIQiCWAAI2lwT4EIJBzBNT8K29bbNAobQ3y0aCe8gynnHJKwmCoYNR+YFcgEiXyFDSwR95ITRKva/pIpPl9XO3RRx8Nkh31NvD4Sugq6L66l5rbg/tq++STT7qBWekmylc5aAaBiRMnmjzLmklAwe9ram+//babUUALBmigmIJeHBSC+7sD/kAAAhD4fwIIUP4VIACBnCagaY6WLFniphPSyHeJIH+AixOfQR/E8noACWB5LbV6kkTl5MmTw2mcAps03ZGCRp0r7m233WbygqoPq4S0+kwOHTrUeRfV1J2tIK+l+qvOnj3biV313VQ/Wk1ML6Gr0f5qMr/nnnvcqHjFTRU0tdS5555r6u/Zu3fvsI+ovNCa8koeUDFQP1ONkP/d737nslMfUAIEIACBkgQQoCWJcAwBCOQUAX+EtRNoo0aNsjPOOMOJHS3L+dZbbzlPXnkaq6ZnNU37o9etod9/c8KECQkCVH1YW7Zs6eb9HDt2rBuQI4+hQo8ePVxfyXfeecdNBxXMdZqtZ9J0SJqfs1u3bi5LTeavqahkr+bq1ApNegYdRwnygsrjGdv8rnTDhw93yRs1auTEtaa3mjNnjkkEy9NLgAAEIFCSQAWN/S95kmMIQAACuUZAwkcDZTS4RfNx5lLYs2eP6aPBN6UFzQ+qJvsTTvh67KfOqelbYrCswhdffOH6fGou1SCIpfppSjSrGT5bYcuWLa5sNEKeAAEIQCAVAQRoKjpcgwAEIAABCEAAAhDIOgGa4LOOlAwhAAEIQAACEIAABFIRQICmosM1CEAAAhCAAAQgAIGsE0CAZh0pGUIAAhCAAAQgAAEIpCKAAE1Fh2sQgAAEIAABCEAAAlkngADNOlIyhAAEIAABCEAAAhBIRQABmooO1yAAAQhAAAIQgAAEsk4AAZp1pGQIAQhAAAIQgAAEIJCKAAI0FR2uQQACEIAABCAAAQhknQACNOtIyRACEIAABCAAAQhAIBUBBGgqOlyDAAQgAAEIQAACEMg6AQRo1pGSIQQgAAEIQAACEIBAKgII0FR0uAYBCEAAAhCAAAQgkHUCCNCsIyVDCEAAAhCAAAQgAIFUBBCgqehwDQIQgAAEIAABCEAg6wQQoFlHSoYQgAAEIAABCEAAAqkIIEBT0eEaBCAAAQhAAAIQgEDWCSBAs46UDCEAAQhAAAIQgAAEUhFAgKaiwzUIQAACEIAABCAAgawTQIBmHSkZQgACEIAABCAAAQikIoAATUWHaxCAAAQgAAEIQAACWSeAAM06UjKEAAQgAAEIQAACEEhFAAGaig7XIAABCEAAAhCAAASyTuD/AAbaUEaFb7XUAAAAAElFTkSuQmCC" /></p>
<ul>
<li>Determine which five minute interval in the dataset has the maximum number of steps</li>
</ul>
<pre class="r"><code>subset(agg_steps,agg_steps$steps == max(agg_steps$steps))</code></pre>
<pre><code>## interval steps date
## 104 835 206.1698 15643.72</code></pre>
<p>From the output above it, looks like interval <strong>835</strong> has the most number of steps (<strong>206</strong>) on average, across all days in the dataset.</p>
</div>
<div id="imputing-missing-values" class="section level2">
<h2>Imputing missing values</h2>
<ul>
<li>Determine the total number of missing values in the dataset (step 1)</li>
</ul>
<pre class="r"><code>str(activity)</code></pre>
<pre><code>## 'data.frame': 17568 obs. of 3 variables:
## $ steps : int NA NA NA NA NA NA NA NA NA NA ...
## $ date : Date, format: "2012-10-01" "2012-10-01" ...
## $ interval: int 0 5 10 15 20 25 30 35 40 45 ...</code></pre>
<pre class="r"><code>summary(activity)</code></pre>
<pre><code>## steps date interval
## Min. : 0.00 Min. :2012-10-01 Min. : 0.0
## 1st Qu.: 0.00 1st Qu.:2012-10-16 1st Qu.: 588.8
## Median : 0.00 Median :2012-10-31 Median :1177.5
## Mean : 37.38 Mean :2012-10-31 Mean :1177.5
## 3rd Qu.: 12.00 3rd Qu.:2012-11-15 3rd Qu.:1766.2
## Max. :806.00 Max. :2012-11-30 Max. :2355.0
## NA's :2304</code></pre>
<p>The total number of missing values is <strong>2304</strong> out of <strong>17568</strong> observations.</p>
<ul>
<li>Fill in the missing values using the mean for that 5-minute interval (step 2,3).</li>
</ul>
<pre class="r"><code>missing_activity <- subset(activity,is.na(activity$steps) == TRUE)
ave_steps <- agg_steps
ave_steps$steps <- round(ave_steps$steps)
# Use the mean of a given 5-minute interval for the estimation stratagy
merged_missing <- merge(missing_activity,ave_steps, by="interval")
col <- c("steps.y","date.x","interval")
nice_merged <- merged_missing[col]
colnames(nice_merged) <- c("steps","date","interval")
activity_ave <- rbind(nice_merged,activity_clean)
# Show some stats for the newly created dataframe
str(activity_ave)</code></pre>
<pre><code>## 'data.frame': 17568 obs. of 3 variables:
## $ steps : num 2 2 2 2 2 2 2 2 0 0 ...
## $ date : Date, format: "2012-10-01" "2012-11-30" ...
## $ interval: int 0 0 0 0 0 0 0 0 5 5 ...</code></pre>
<ul>
<li>Recompute the aggregate of the data, # of steps by day.</li>
</ul>
<pre class="r"><code>agg_activity_ave <- aggregate(.~date,data=activity_ave,sum)</code></pre>
<ul>
<li>Show a histogram of the total number of steps per day</li>
</ul>
<pre class="r"><code>barplot(agg_activity_ave$steps,
main="Number of Steps per Day (for time period: 2012-10-02 to 2012-11-29)",
col=c("darkblue"),
xlab="Day",
ylab="# of Steps"
)</code></pre>
<p><img 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" /></p>
<ul>
<li>Recompute the mean and median for total number of steps taken per day</li>
</ul>
<pre class="r"><code>summary(agg_activity_ave$steps)</code></pre>
<pre><code>## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 41 9819 10760 10770 12810 21190</code></pre>
<pre class="r"><code>summary(activity_agg$steps)</code></pre>
<pre><code>## Min. 1st Qu. Median Mean 3rd Qu. Max.
## 41 8841 10760 10770 13290 21190</code></pre>
<p>Looking at the summary statistics output above, estimating the missing values has a slight impact on the analysis. The mean and the median stayed the same, however there were differences in both the 1st quantile: 9819 steps with the estimated data and 8841 without and in the 3rd quantile: 12810 steps with the estimated data and 13290 without.</p>
</div>
<div id="are-there-differences-in-activity-patterns-between-weekdays-and-weekends" class="section level2">
<h2>Are there differences in activity patterns between weekdays and weekends?</h2>
<pre class="r"><code>activity_ave["w"] <- NA
activity_ave$w <- ifelse(as.POSIXlt(activity_ave$date)$wday > 0 & as.POSIXlt(activity_ave$date)$wday < 6,"WEEKDAY", "WEEKEND")
activity_ave$w <- factor(activity_ave$w)
weekends1 <- subset(activity_ave, activity_ave$w == "WEEKEND")
weekdays1 <- subset(activity_ave, activity_ave$w == "WEEKDAY")
agg_weekend_steps <- aggregate(.~interval,data=weekends1,mean)
agg_weekday_steps <- aggregate(.~interval,data=weekdays1,mean)
# After aggregation, re-assemble data frame for panel plot
agg_weekday_steps$w <- factor("WEEKDAY")
agg_weekend_steps$w <- factor("WEEKEND")
re_merge <- rbind(agg_weekend_steps,agg_weekday_steps)</code></pre>
<pre class="r"><code># Now do the plot
library(ggplot2)</code></pre>
<pre><code>## Warning: package 'ggplot2' was built under R version 3.1.3</code></pre>
<pre class="r"><code>ggplot(re_merge, aes(x = interval, y = steps)) + geom_line() + facet_wrap( ~ w) + ggtitle("Activity Comparision Between Weekday and Weekends") + ylab("Average # of Steps") + xlab("Daily Time Interval")</code></pre>
<p><img 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icT84yxJC2MwZ177rkrhxxyiE/7Ukst5Y8fe+yxFkXdbZIA5WGF0CA8wv/FL35Rc300acMfR7hRdtTV5ZZbzgttxDAOQRevz9wjCGnqcOgQucSzySabhIf9Swflai5NvPgdM2aML3PqDvcd/LhP4Y7ICu9Pq2M8CIn/nHPOqUQTOjxrXvyaPRijXhCf9mgIgyWz8qtf/cofiyxMlXHjxnmxFuaNekh+jzzyyOo1WdKclkNcgEZWWF9PeAn7+9//Xo0boc09Elm7K1FvhX9hY+w2vEinCVDyQr3nnjr44IP9ceo04yfxZ23h008/7X/zohd3+KXdC8sg7iftvch1acuP+L75zW/6F5KDDjrI348IZfKN4G40BtTSx/242GKL2U9ftrCgDcJRnnCgLM1R1xHrsDOXtvzwn9ZvvA355S9/6dOC4A7bubThZWlb0tYf2kD4YNignaeNpY5wDBEq1xoBCdDW+PXU1YgOLGTRDNhqummIuJlCSxAnzQoSdWlW/bLDgxH/vKniTjjhBP8bkWMu3rAgMLkmGm9qXvyWiT88ME2cxK/DEw9kRIM5LHuExcMkdFtssYUXClG3dni4Zj+aAeyvjcYv1hxv9gPBQpxYt0KHdQJxNvPMM1csXh4u+A2tylEXT9WiGI23qgaBoMNvaB2267HkhO7000/3fkNLXDRGy/MzoWn+sR4QrsVlAhTRZ+k0vyFzwuE6rJahu+yyyypR12yNBSi8jgcl1l4eWojA0EVDHXyYJlzsIYEo4CXGHCwQsAjgZs4EKC81PIz541rSzh/CN3SW/7iIjIYXeIs6acc6jUuqz1h7eWhbPY2GMPh4KHuEkVlqeCkifiv7LPFSx7kWoRc6xBLHEY3mrI5EM/7tkN/+6Ec/8n6t3GtOBj+irlzvjxckc8S/yCKL2M8KVrJQhJAn0hF1z1b9pE1zFg6hAEUMY92njcBCGzqs17QNYX2mfPBPOk2ARuO7/b0XfyFB2OIvrG+8OPCyYVZR4rNeEwRgI5f2XiSMtOVnk8IQZqGzF+k0AhTjAfeGtRFWFtzTOLN82/1JXeYlmTpvzq5Jc/9k8Ru2ISaEeR6FQj9LeFnalrT1h14v6gn1xRziGGs7xgi51ghoDGhUuwbBRQ2QY9JG1H3tIstTNcvf+c53/P4pp5xSPcZOZG3wvyNrYc3xqNHwA9ijLsia441+MNYyeoi46A2y6o1lQhinF4nimnGYVQ91dqIuIxdZI9wFF1xQ9cF4zKuvvtp961vfctFDs3o8vhM9XPyhSITHTzX8feutt/rzkbCp8ReJEhd147lIPLmoa7DmHGkxFz0o/ZhJ4o8ePnbYRasHOMIIl7DiZGTFcXHuO+64oz8eLosSiRU/HjWyhFXDZCwcrHHRg7R6nB3ibsSHcBgfeOmllzqWaWGsLG7TTTd10YPARQ9o/zv+j7FpjJeNrNN+Ekt4nqWRyHd8nFn0MPPHzS8sWAormpFrh5puWTYrshBV/6Lua8c4XpZiiroRq+NKI6uFD+uHP/xhTZiRcPV5I+1PPfVUzbnwRyTG/Ji4SBz5w0zaoA5RH0gvE5dwkSXVbyPLod+mjZd7kwk+pJ+JH6GLrD9+bGskqMLDfj/qVq45Fg2V8L+bMYx6MPw4Z5uIFIk4P/GOMeHm2Kf+WDvA+M/oRas6tjtLmtNysLjZMk6Te51xd9S9cEw5cTOJJrJE1dRnJlVGoiAMxo/zZkzm/vvvX3Pc7pPwHqEtZOwz7aS5qKfC70ZWOTuUuM16LxJIs/K79957fVzxpZJIS9TDkZiO+EHu+UjQOQuL8Z/RzHc/ERO/1BkmnkUGCH9pNKTCj4+mnTeXpfyy+LXwo5cbx/OEZQEjS7K/t+xcnvCatS1Z6k8kVH1SImHsImuoH88PP+510irXGoEJW7tcV/cKgWh8kr95uPkQCuai9xffICHgmJyCAMFFXTJ+G4pVfyD6F3XZ226qLYKKOKOuZi+Yom4hL0aJ2wRwqoAiTzz4EWOs4YkgiLrdXPQ27/PG8UbOHu6PPvpoI29DzkVWEBdZBfwDOH7SGigeiEzgwEXdYy6yNvp9+xeNcRwizjgXjZ01L9Ut1+I/dDBEOFi52DnSxpqJ5Ik0IOx54OAia4Z581smDjVzPHARnJF1zP9R1rxA8GCvV+6kAWcswjgQBV/5yld82sLjcT6cQwBHVqzQW8N91rRcccUVa/xQv3mwIziYcBNZKlzUver9RFbymocbBy0+RGg0LrYmLPvBAy2yIlUn6SBAo25Nx4S2yELieEGhbiESo6756gte2niZvY9DyCKg4477hPSFDvGMaA+dvYhEXafh4cR9VoKIrOp+8hCrYrDGZzTMpOrXBAjChXuMl0XO28ub5S1Nms1vFv7RsBOfFvIeLanlIutsNW0PPfSQ36dexV1SHY8sVn59X17eqKu8bCC6cYgvc1FPhIusyL5tioZi0Dvo93lpTwrXrrNtlnsxTfmRT14YeYENHe0LL+FpHOvkUmaRddBPOuVFkBcd2jMc51jblZVAaDd4EcJZ+bOfpfyy+CVsXg54kSMdtG3UQ9oMc1nD47pmbUuW+oPY536PevH8/U+7zIsRbQyCmXZBLj8BCdD87HrqShZYp+GiMWaWY+gQncwuPOOMM5wtXGwPRXvghP7z7CM0ozGk3nIZjRd1Ube2t2qElo204dIoID6wqPJwRDRFXbq+YWgUBrOjyQ8zfBs5GmkEO6ILqx/M6nHgIYUz0cc+opK35LwubIDDMBCU4bmoW9FFQxG8NYSHCtayaCylF6Fxay3hRGM7w+AS97GYIGKxAsEBywgWCpbriiYx+YdV/EL44BoxCvngF0HdDseD9f/+7/+qDw0EqInMaAiF48Gf5KKu26TD/hiWv2gcpreARGMlfdjbbLONfyFAdCNAqSuItGjSXjWctPGaxZIyROwmOROXdq5VfpQzS2lhuWf2O1bq0MIND/4QoLzcsFxZKEosb2nSbH6z8I+GN/iHPtZkLNc89EOxaBzi2/gLHRZU2gis9KxuQXp5GY6GDwxhTW8EIpS2iZfxaEiFvy4aVxyPZsjvrPdiq+UXz+eQBP33AC8pvCwhvskTFk7aztBh7aYtRUBThxH20Vjxqpcs5ZfFr0XAgvTRmqXeChqNcXX8mcsTXits41z5jYGD+wAjDRZk2kU+5sKLP9t67Z7lQdv6BCRA67PpmzO88fGgwbLFzRR3NEy8NSJAEYeIJ3sgI0ai2bU1l2Bdwn+8S7PGU+wHjSBWIpY34itJWOuwiOZxNJBYGxFJCDAaTURHs7dRHuIIBiyn0SB0LyqS4ufBjDXLrLM0xnSxsdRN3Bphb+h0HxflWP4GsRmKWJZDolvSrFR025N3RPXtt99e0yVHGeLioq9Z+hDTvIjwII7Ggfo/0sHLCwIrGh+ZKEDtYWUswniwaFCHzE94rl37NtTCrFzEjZUPCy4CI3QMnyDfiMxGjm54xCWsWVoLCyIOIXd2tLTZNddc419UrPudc2njJQ04ljlLenHAYscLVpGO+4f6RRc7XdwIsrg4R5hgGbOhB6EAtfJMk+a0HML8YYmMJol5kcxwFoa6WNc4L1k89JO+5kRdC100ftIvJ4WoDHt+uJ9o9+Jd2dzzlCcvWwhv6lK8zoThs9+Oe5Fw+Uob9Q3GcWs3+UxrBaWORuNGfTkTbjjUgt+UKzwRqZR1NP6Tw1WXpfyy+CUCLIrRige+vePZEI0FddxD1luVNbxqohvsZKk/DMngJYYXF/54AaWNJI2IUXoACE8uHwHZj/Nx66mrEBA4ugySHBZQRCE3lo1jswesXWvX0SAyvg5BhsOqiqMrpZmjcecNnEYGSx5WpGaO8JPCJiwafsQWAqLZGC2LBwsvb9U81HgAxR0iC/HJ2CisLjh78MYFMw8xxgHxlkxXV1GORg8LbOjoLsXSGE2a8Iet25vGL3yIMrbNytAsk2E4jfax+CDuoy/dVL0hUngAI07MGlE9+d8dhmnwwoIVBUtZ6HjwYU3fYIMNwsNt20cwRxO4fPhm0aOLERfNFvdb+0e9onuVrnrWAsTVq888lKln1DcsLIw/xfFwJ39YlRCJ4cMobbxY9ui6xzJv95UPPPoHP16aolUJ7FAhWyzFCBzqCgI3LkqIhGO0CawVTPpseA7nsqQ5LQfCjTvG+PLijCC0e4Juabrk+W3WY66jfKIVGGqCsN4OBHfoEDu8oMXvEeoMdZn4EN/EH95fYRi23457kbBteAkvxKHjZcdeWsLj9fapo4yThw0v0JR76GxsbzTpybeJ1t6Znyzll8Wvhc+WdsbKbscdd3Q2jCRveGHY8f0s9SeaxOUNMOHLNUOhYIqr1ybG49TvOgSim1aujwlEN4ifLRo1PDXLasSzHDW49CX75SbsXNQQ+RmUkcWzwgxDlmGKGme/TE9kHfDeogkr/rqoga8u0cJ10ZutBVPdRuLEz1gmnuihUj1uO0nXsYRPJPD8rPdwHb7ooe9n6UZv7jUzWS2sRlub+R89hH06oglYPm9Ro+LzEj1cK89Fn+s0F4ma6pI9zByGRdQd45dBiQSLXwLG/BJGZEG0n9UtS6FE4q7623aY4ctqAOYsDSyFxPJMkVXCL5ETCXaf1uih6b2ypBXx4I8Z8pRH1CVUibob/XEY22z/yMLl80X5xV2cOTPoo4eBX2KEJUiYiWtLULF0lLn4ddFD0cfBklksi0O6WSkhEmt+ualIGPtLbaZq0nJLlDUz0ps5mwXPTNToYeX/ohcQv9YqaxqS90gI1ixHxFJVHGdWMDyot+SBY2G+kuqzpYe04T8SKXbIzy6GF8eZhR53aeNl1QlmK0c9C35ZJZa1irp1/XJarO/JfWyuXh2ztEcvAua14TYS0z7dpD2+rBkXMsOc8uN8OGPeAs2S5rQcIgucjy9cBzR6UfSrDfBpSfZxzMan7nNfMdOdMo2sUtXPsUYvkd4f6xiTfmZ1Ry/PNfWS6yPLovcX/mOpI9oVrmu2ogDXZbkX8Z+l/Fi5hHrBLHzuKZZ7ot2iTUwzC574uPdoP8gPSxolOda15Tx1ORL1Q7ykLT8uTOs33oZwrZVX1KPFT+/ShpelbUlbf1gxBnYs98UKJDyD7L6kPeDZIJefAG+Ncn1MgPUOaVjiixHHs8yab9GbcM0yTYg8Fmu2xotwWMCcB485GjcaCGuwWa4iqWEx/yyXRDiR5cUOVbdJ1yFmoq5zf018eSBbbigaOlANI+0O19ii7KSHPx62kWW1ZskNC4+HMeLFWNBQR5aEGvGJ33oPlywCFGGJeOQBSbpY6of1KVmTMnQwNMGFP0Q/a9OxmDzCmAcyjocz59MIUB7wLESPf/tjUXfWmgxdUlmxRBcvKHYdD/eo27NmqZwsD4kwvnDfBKjFw5b6R/1FePKA4GUndLCDDQ9uuw7Otg6k+U2qz3YOEca1h0YL2oeOdTo5Hi7+b+fTxov/aChJdW1ZS2PU7VeJhtBYcH5br45lFaBWL6Ku3Jrwwx+8HJEWyjbJpU1zWg5JApR4o54Ynw6WhzLHeryIMGt7uB+j7nPvzwQo8VqbY0xZw5W8s3Yqx8I1MAk76t6uvgykFRhp70XCz1J+LBVGu4f4Jq3c47yYRtbR1AKUOKMhFv561iVOctE4Zn+ecJNc2vLj2rR+k9qQqFfCr0tN+3Xffff5pKQNL2vbkqb+kACeFbRlVn94BtBGRlZonz79y09gPC6NwMqJQF0CdFPRTccYSiYHJDmWM6H7k669oh1VlC4nuo+si5Q4IiFSnTDQrJusXpoY10k3I2O96H4Ow0+6BhZ0xzDmMz4xJMl/1mN0OTHgHZ7ExexnZuDWSxd+nn/+ed+dSNdhJIyzRpnon9nkjEVl7FnY9ZroOXaQMWt0xTPmMhIHsbOd/Um3K2MHqVMjRoyomdQVpqzo+pw2XtIAe8b4Ucfg3wsubZqzcEibb8bk4qIXpbqXUB+ZiMQwiaSVBsILGfPH+ErG/IYTYkI/SfvtuheJi7aVdod7nCEgnXJZyi+L3zT5KTo8izNN/aFsqReMK2dITCRC7XJtWyAgAdoCPF3aOQKIHMYeshyGjR3qXGqKizkUoMWFqpBEQATSEmBNymiIiH/54yVFTgREoD0ENAu+PVwVapsIMDmAmfzMfMfFF5huU7QKVgREoM8JMEmTyWjMbmbVB4nPPi9wZa/jBCRAO14ESkAWAnQxsygw1k/Wpqy3OHqWMLvJL/liVrWcCIhAuQQY7sKi93ydzRbCLzcFik0EBouAuuAHq7z7IreM3+u2sYV9AVaZEIEBJ6C2ZcArgLJfKoGBtIDyXWM5ERABEegmAra2aJgmtVUhDe2LgAh0mkBSO5U3TVqIPi85XScCIiACIiACIiACIpCLgARoLmy6SAREQAREQAREQAREIC8BCdC85HSdCIiACIiACIiACIhALgIDOQY0Fyld1HUEvvjiC784cPT5wpoF2FmYnQXxw0XxWV6FiUvRl0TqfkeZbyKzID1rjCbNROd6FqhmkfLoizlDFmhnsXy+DUx6moVB+CyCz8LYoYu++uG/b20L/pMXcyx+TJ5Io5wIiEDvEHj11Vcd3yDnzxztBQuc88EBc9z/tAu0IeG9b+fZRl/wctEnfB1+CSPJ0ZZFX/3yH5OgLQkXr6ftoj1k4X4WuKetMhd9fc0v1F/vwxfRZzpd9LWimjSzyD/tGWmOO0sf6ZETgTgBCdA4Ef3uGQJ8GSP6rruLPjHpou+I+3TzlZvo03VujTXWcIccckg1L9EnF130CTz/NSWOJ305KfresltuueVc9M1fF33WzYvVagDRDo04S0BF35R2V1xxhYs+a1c9zWQRvprC11NoiJuFEX1y0EWfjHTR99LdyJEjq+GMHj3anXjiiS76Brt/OETfOPcPHJafouGPPpnqGAQefVbS56V6oXZEQAS6lkD0DXeHCPvBD35QTeNPfvITL/6iz3hWv6zDPmscn3DCCS76LLB/2Yx/3Wz11Vd3XBt9qtK3cfXasuhTw4724/zzz6+KQ8Tmj3/8Y7fQQgu56Hvr7q677vLtloXByzUv6dHnS/211cT+d4d29IknnnAXXXRRtf0hzOiTze7II4/07addE33W1+fhwAMP9Hm349qKgBGQADUS2vYcgUkmmcQtssgi7pFHHqkK0L/97W8u+ja3b5wRqOOPP76LvqfsG03E4bPPPusbToRkIxd9c9r98Ic/bOSleg7x+ctf/tLROK+yyirV483CIG3HHXecW2KJJWqstdUA/ruDHz7/hhs7dqyP51e/+pX/Wst/vWgjAiLQxQSWXnppF32fvppCxBkvlLPPPrt76KGHXPRNe38u3OfAUUcd5du46oWxHT5PXK8tw9IZOhOfiy++uNt3331928h5LKEIShwW2QceeMAdeuihvp3caKON/HH+8cliPhHLCzB52X777f052ibWTj3mmGPcOeecU+2h4Tcv12GbWA1MOyIQEdAYUFWDniawzDLLeAFqmUCAIvzopn788cf94UcffdR/Uzupi8iuy7tFfB5xxBHekpm1oeW7zvPNN5/7zW9+kzr6YcOGOcQn1g8eVnIiIALdTwAByrfcGaKDo53iGMLz73//uz/GGqQPP/xwVYz6gwX9M/FJfPvtt19VfMaDp+udF3h6ls4444ya09dff70/R0/Sn/70J99DYx6spwZLLw5LLt9O32OPPcyLtiIwhIAsoEOQ6EAvEaARv+SSS3ySGRP15JNPuiWXXNJ3BdGw0zU/ZsyYmkadsaMIuNBhjSQsc1ga436wNvClInN33HGHF550h62wwgp2uLpNEwafEqXxvu222xxda2nc9NNP760WWHOxZsiJgAh0NwHGYc4000z+pZgeD9om7nfu5eOPP953zT/33HM+E9bbwQ9eorGUho6XVhvfnqYtQ3zybfvhw4f7rvswrHr7tJvvvfee/yMuxoryidIDDjjAt69YSu+55x638sor+yAYnkQPE13xK664ojv99NN9177Gq9cjrOMQkABVPehpAnyKk8bwpZde8t1DCy64oLd+8qZ/8cUX+zFIWAo33XTTaj7pmqKBDB0TfEIBiiXi9ddfD724lVZaqSpA6UKjUScevk2/zjrrOIYEhK5ZGPi1cWFYQXkwpXV03fFgkRMBEegNArQvtAmIO8Z6Y4lEoNHOMFmHdgo/vAybu/rqq4eMRf/Rj35UFaBp2jKGBtFO0VtDb5CNl7c4krY2MYo2BgFqVlpLH+0dVlAToIRBW7zVVlt5IbrZZpvp5TgJrI7VEJAArcGhH71GgMZ6qaWW8t3wWAtoaHE0lIzLZHYmVlH8mJtuuumGdC/ZOduuvfbaTceAHn300V6Q7rTTTv7b0YyrCl2aMPDPOCsmNjHWc7311guDqLuPdTVrl3/dwHRCBESg7QQYLoQVkTHrvECaFZMXT75BHx//SYKwODLOvZ5L05bx8s2EJiZGHnbYYe73v/99zWz8pLBt9jpWW9yf//xnh7XVutQ/+OADP8OeF3Esq+Y22WQTd95559W88Ns5bUUgTuB/r1rxM/otAj1CgIb9scce84PnmcWOY6kSuqquueYax1jLcPmTIrJFo8tMUqyeBx98sGN81K233po7aKwh999/f6owWJ6FZV0WXXTR3PHpQhEQgXIJ8BLMDHLuc2unSAEvzbRf7Rr/yZhN3Pe+9z1vcWVyUDPH7HjGzCOS6Yrn91577eV23XVX/0d7Ne+883oraBgWS9XhbBue074IxAlIgMaJ6HfPEaBhv/fee/1YKRpFc9Y9blZRO87seBvfFG6ZLW+O/fCc7TMWKu4Ys8XST3TJIwzNZQmDrnhm3d988812eXVLNxvx01XH5AWWbsL6ibCWEwER6A0CiDksijfddFONAEWM0gPCS3N8vUy79639YctSSebStGXml2FGvCyzBBxd++bCMHi5veqqq9wFF1zg6NnBkd4RI0a4kSNHemssFln+vv71r/vZ8FhG5UQgDwF1weehpmu6igBv6rxxIzTDN28adtbqjAtQFk5mpnzcbbfddt5KwHEsp/zF3R/+8If4If+bZUgQwYjDk046yR/LGsaGG27oH0QsdxI6LA84ZqjygOJBQJeanAiIQG8RYGgQ7UI4DpOPW1j7Fc8NkxTjju57BCKuUVu25ZZbxi/1Q4Z22WUXv9awde0znMfaQ8ak8nEMuv5tUiTd70lDg9Zcc00fDpMxzco6JEIdEIEGBMaLln6oNDjfl6cYjC0nAiIgAt1EgPUV405tVZyIfouACHSSQFI7lTc96oLPS07XiYAIiIAIiIAIiIAI5CIgAZoLmy4SAREQAREQAREQARHIS0ACNC85XScCIiACIiACIiACIpCLwECOAWVmIetDZnEMzma2X5kz/hiYXtYQ3QkmmMBNOumkjq8JlRUna3gyA7MsZwvF2+fwyoi3zDxSX6inzL5Pmq3fjvyWWUdJP19c4Y96WpYrowyZocyajnHHBJEsbrLJJvNlP27cuCyXteS3zDpAWZDHMtupMvNHQVAXyGe4KkdLBZTi4jLqeJiMKaaYwn+WlI+IlOEoQ1xZzzYmjFKO/dZO0fby9a6i3EDOgqdxjn/erBnQGWec0bH4btbrmoVb7zwVGFFYllhCuLAMyLvvvluaeCHOsnjC2dYCZSmTslyZeaS+MEuel6uyuCLqEbtlPUho1GH69ttvl1WEjodlu3nWezBmjZeHA9dkvS4vTOocD6WyxBL1jXbq/fffL80YgOAlf/XKKC+7etdR32j/aYvLcmXUccsLYnDYsGGeaVn1lHaD8ivLgMSzhnrab+1U0YYNdcHbXaGtCIiACIiACIiACIhAKQQkQEvBrEhEQAREQAREQAREQASMgASokdBWBERABERABERABESgFAISoKVgViQiIAIiIAIiIAIiIAJGQALUSGgrAiIgAiIgAiIgAiJQCgEJ0FIwKxIREAEREAEREAEREAEjIAFqJLQVAREQAREQAREQAREohYAEaCmYFYkIiIAIiIAIiIAIiIARkAA1EtqKgAiIgAiIgAiIgAiUQkACtBTMikQEREAEREAEREAERMAISIAaCW1FQAREQAREQAREQARKISABWgpmRSICIiACIiACIiACImAEJECNhLYiIAIiIAIiIAIiIAKlEJAALQWzIhEBERABERABERABETACEqBGQlsREAEREAERyEHgjTfecMcdd5z717/+leNqXSICg0lAAnQwy125FgEREAERKIjAAw884E444QQ3duzYgkJUMCLQ/wQkQPu/jJVDERABERCBNhL48ssvfeifffZZG2NR0CLQXwQkQPurPJUbERABERCBkgn8+9//9jFKgJYMXtH1NAEJ0J4uPiVeBERABESg0wRs7Ofnn3/e6aQofhHoGQISoD1TVEqoCIiACIhANxIwC6gEaDeWjtLUrQQkQLu1ZJQuERABERCBniAgC2hPFJMS2WUEJEC7rECUHBEQAREQgd4iYAJUY0B7q9yU2s4SmLCz0Xcu9kkmmSRT5OONN56bcMIJXdbrMkUSeB5//PEdf2U58oabeOKJnXUntTtu8lcWT/JiPMuOs6z4LH8TTTRRaWVIvSHeCSaYoN3VxYdv9bQsplZv2h0f7UvccR9mjZdwKIus18XjTvu77Phon3Bsrb6nTWtef8azUqnUDcLKj9nwrbInX/y1Gk7dxCacKDs+klDm85QypPzKqjOD1E4lVKfUhwZWgNoba1pSVF4eCFmvSxt+PX9lxWeik/hsv16aijrOTVpW/kizPUDKjLPMPFr+yqynNOhlxmd1s8wyhGu740t6MCJqssZbdjtFuvnLms68bYjFw9b284aV9jq7h+3+Srruiy++8Ic//fTTltNFPGXUuTAfZcdH3GW2G9xLZeaxX9upog0NAytAbd228CZstk+lynNds3AbnS8rvvCGKathx4pRVv5gTAOEKzPOMvNojQPlV1YeibPM+KyelpU/6gv1pt3xmcWE+Mzx0MwTbxnptTRS/gjQPOm0MLJsO1HH6VEgf9Z+JKXX8v/JJ5+0zIJ4yixD8lNmfGYtLvN5Sh0tM4/92k7BsUhXbGhFpkxhiYAIiIAIiEAPELCXdo0B7YHCUhK7hoAEaNcUhRIiAiIgAiLQiwRMgGoZpl4sPaW5UwQkQDtFXvGKgAiIgAj0BQHrcpUFtC+KU5koiYAEaEmgFY0IiIAIiEB/EpAFtD/LVblqLwEJ0PbyVegiIAIiIAJ9TsAEqCygfV7Qyl6hBCRAC8WpwERABERABAaNgATooJW48lsEAQnQIigqDBEQAREQgYElYAJUk5AGtgoo4zkISIDmgKZLREAEREAERMAI2CSkcePG2SFtRUAEmhCQAG0CSKdFQAREQAREoBEBs4CaEG3kV+dEQAT+Q0ACVDVBBERABERABFogYALUti0EpUtFYGAISIAOTFEroyIgAiIgAu0gYJZPCdB20FWY/UpAArRfS1b5EgEREAERKIWACU8ToqVEqkhEoMcJSID2eAEq+SIgAiIgAp0lYMLThGhnU6PYRaA3CEiA9kY5KZUiIAIiIAJdSuDLL7/0KTMh2qXJVLJEoKsISIB2VXEoMSIgAiIgAr1GwCyftu219Cu9ItAJAhKgnaCuOEVABERABPqGgFk+JUD7pkiVkRIISICWAFlRiIAIiIAI9C8BE54mRPs3p8qZCBRHQAK0OJYKSQREQAREYAAJmPA0ITqACJRlEchMQAI0MzJdIAIiIAIiIAL/I2DC07b/O6M9ERCBegQkQOuR0XEREAEREAERSEHAhKdZQlNcIi8iMPAEJEAHvgoIgAiIgAiIQCsETHiaEG0lLF0rAoNCQAJ0UEpa+RQBERABEWgLAa0D2hasCrTPCUiA9nkBK3siIAIiIALtJSALaHv5KvT+JCAB2p/lqlyJgAiIgAiURMC63k2IlhStohGBniYgAdrTxafEi4AIiIAIdJqABGinS0Dx9yIBCdBeLDWlWQREQAREoGsImOXThGjXJEwJEYEuJiAB2sWFo6SJgAiIgAh0PwETnrbt/hQrhSLQeQISoJ0vA6VABERABESghwmY8DRLaA9nRUkXgdIISICWhloRiYAIiIAI9CMBE54mRPsxj8qTCBRNoCsE6Mcff+zGjRuXmLcvvvjCvfPOO5nPJV6ggyIgAiIgAiJQMAFbB1QCtGCwCq6vCUzYydy9/vrr7tJLL/UCkxt43nnndVtuuaWbZJJJfLKuv/56d8cdd7gJJpjATT311G633XbzW042OtfJPCluERABERCBwSJgFlDbDlbulVsRyEegoxbQm266yc0111zuZz/7mf9777333H333edz8swzz7i7777b7bfffu7QQw91s846q7v66qubnsuHQVeJgAiIgAiIQD4CZvm0bb5QdJUIDBaBjgnQSqXiZp55ZrfKKqu48cYbz0000URuvvnmc48++qgvgYcfftgtueSSbvrpp/fn1lxzTTd69GjHdY3ODVbxKbciIAIiIAKdJIDhxISnLKCdLAnF3WsEOtYFj+hcb731qrzogr///vvdyiuv7I+9/fbbXpCaB4Qo40EZL9ro3JRTTmmXeL+PP/549bft0J0/3XTT2c9UW9I78cQTuymmmCKV/1Y9jT/++I6/CScsp4jIG27yySd3ZTWixAnXshxDOXBllSFxlZlH6gtu0kkn9XXH/2jzP+on9aXsOlNmGdqQoHairHcfZM0n4VAmWa/LmzfqHPeV3Vt5w0l7HYYK3GSTTebvrbTXteKPe9jurXg4CM8VVljBff755/4Uv1tlT/nBs9Vw4mlt9LuMOh6PnzgxKJXhYEpc9pxrd5wWT7+XYascy1E3TVKJ+Dz77LP9+M7VVlvN+/7ggw/8g9QutRvkk08+cY3OhQL0zTffdOecc44FUd0ifDfccMPq77Q7VKYyK1TadBXpb4YZZigyuK4Ma6aZZurKdBWVqGmmmaaooLo2nH4rw48++iiRdZ588rDlRbKfHQaJbnA8j0x8IjowkuQps6S8FBVOUtjdcGyqqaZy/PWz67cypL4X6TouQD/99FN3xhln+De+3XffvfomjdD77LPPqnm1fR6ujc5VL4h25pxzTnfUUUeFh/w+jf2LL7445HijA7PNNpv78MMPvfht5K+oc2ZVqLc6QFHxWDhYFLhZXnnllWp3kp1r15Y4Kf+ynDUGvJiU5crMI3WGekr+yuLKQxerj3VBtpsrvRc8tKinZTnEXNENbzztcAxfnu181nZq+PDhvt189913LYi2brEMYpU0EdbWyKLAMUQMGzbMvfbaa17stTs+wqdHwZ4/8fjef//96iGEP+111jKrBvDfHYwAhDV27Nj4qbb9LqOOh4nn2UxPJj2aZTjqKBZQW62g3XFyL9PL+tJLL7U7qmr4ZZQhHIt8ue2oAKXynXTSSX4s6LbbblvT3UzhUUHNsU+h0gA1Omf+2dI4JsGiMcnTZUgFznNdmKa0+6S9zPiIC1dmd2qZ+SNvYR75XYYrM4/WjVt2GZaZx34vw3idzNPelFke1Lky4zMenajjVvfCMgoNBLxE8KLCMQRkXkc8ZTIlnWXGZ+1UmXGWzZT4cFZf/Y82/yuDp+WrqKx0bBISGTj33HO9mNx00039GyaWSbM0LLfccu6BBx5wr776qn+7HjVqlFtqqaV8vhudKwqMwhEBERABERCBRgRCixq9HbiyegMapUvnRKAXCOR/TWsxdy+//LJ77LHHfCjMajc3YsQIt/feezu2K664ojvmmGP8gPPZZ5/dbb311t5bo3MWjrYiIAIiIAIi0E4CjPk0R1c9rkyrl8WtrQj0IoGOCVAE5QknnNCQ2UYbbeTWXXddP9Yn3pXe6FzDQHVSBERABERABAogIAFaAEQFMbAEOiZA0xJn0Ct/Sa7RuST/OiYCIiACIiACRREIu+DNAqou+KLoKpx+J9DRMaD9Dlf5EwEREAER6F8CoQXUxoCqC75/y1s5K5aABGixPBWaCIiACIjAgBAIBagsoANS6MpmYQQkQAtDqYBEQAREQAQGiUBSF7wsoINUA5TXVghIgLZCT9eKgAiIgAgMLIHQAmpd8BoDOrDVQRnPSEACNCMweRcBERABERABCIQC1D4XLQGquiEC6QhIgKbjJF8iIAIiIAIiUEMg7II3C+jo0aNr/OiHCIhAMgEJ0GQuOioCIiACIiACDQmEFlCbhHTqqac2vEYnRUAE/kNAAlQ1QQREQAREQARyEAgFqFlAP/vssxwh6RIRGDwCEqCDV+bKsQiIgAiIQAEEwi54s4COGzeugJAVhAj0PwEJ0P4vY+VQBERABESgDQRCC6gEaBsAK8i+JiAB2tfFq8yJgAiIgAi0i4AEaLvIKtxBICABOgilrDyKgAiIgAgUTkBd8IUjVYADREACdIAKW1kVAREQAREojkBoAbVJSBoDWhxfhdTfBCRA+7t8lTsREAEREIE2EQgFqI0BDY+1KVoFKwJ9QUACtC+KUZkQAREQAREom0DYBT/77LO74cOH+yR8/vnnZSdF8YlAzxGQAO25IlOCRUAEREAEuoFAaO2cbbbZ3L777uuTpW74bigdpaHbCUiAdnsJKX0iIAIiIAJdScAE6Pjjj+8mmGACN/HEE/t0SoB2ZXEpUV1GQAK0ywpEyREBERABEegNAnTBjzfeeA7rJ26iiSbyWwlQj0H/RKAhAQnQhnh0UgREQAREQASSCWABnXPOOd0dd9zhPUwyySR+KwGazEtHRSAkIAEa0tC+CIiACIiACKQkMPXUU7tFFlnEW0G5RAI0JTh5E4GIgASoqoEIiIAIiIAI5CAwduxY9+yzz1av1BjQKgrtiEBTAhKgTRHJgwiIgAiIgAgMJfDvf//bMQHJnASokdBWBJoT+N+d09yvfIiACIiACIiACPyXwL/+9a9EAap1QFVFRKA5AQnQ5ozkQwREQAREQASGEKhUKn75JTshC6iR0FYEmhOQAG3OSD5EQAREQAREYAgBLKAsw2ROAtRIaCsCzQlIgDZnJB8iIAIiIAIiMIQAApQF6M1JgBoJbUWgOQEJ0OaM5EMEREAEREAEhhCgCz6chGTLMH388cdD/OqACIhALQEJ0Foe+iUCIiACIiACqQjEJyFNNdVUbv7553ejRo1Kdb08icAgE5AAHeTSV95FQAREQARyE4gvw0RA3/rWt9ztt9/u3n333dzh6kIRGAQCEw5CJpPyOOmkkyYdrnuMgeYTTjihy3pd3QCbnKBbhzjDAe5NLmnptH3DmC4kGtUyHGOnyuJJfmysVtlxlhWfdQUyDo2uwTIcTPnj3ijDEQ/3RFlMyRNc2x2flV3IkPswa7ywKfO+Kju+sJ2y+zlk1o594rGu9aTwSVNYTltssYU7+uij3Q033OC+853vJF3S8BjxlVHnwkSUHR9xx7mF6Sl6H6bxFQuKjiMMz+ppWC/C8+3YL6MMi9Yj5Tw12kG7xTCzfquXykt3S9br8iaTG4a/MuMjrXzbmHyW4crMH/kxYV0WU+IsM4/Ehfvyyy9LqzeIXepLWXWGBp17sd/K0Cav+AL87z8a+6z5hA31POt1YbxZ9k04lxWfPQBpp/grw5FH4oJt3FHv4+U0/fTTu5VXXtldfPHFbptttolf0vQ35UecZTElQWW2UwagzHYKQUj5EWcZzu7nfivDog0NAytATYxkqYzWuGe5Jq9fGqAy47PGFS552OTJZ5n5I31hHvOkN881ZebRHs5ll2GZeexEGVLuZd0TYR2jPPPEW2Z5kMYy4zMeZddx4rO6F5YRgoa22tJl5+iG33PPPd3TTz/t5plnHjucaks8ZTK1RMXzYMeL3lo7VWYey2ZKfLiymFoZlR2fxZt3qzGgecnpOhEQAREQgYEmwAPfeh5CEOuss46bYoop3OWXXx4e1r4IiEBAQAI0gKFdERABERABEUhLAAFqFr3wmskmm8ytv/767qqrrirdChamQ/si0M0EJEC7uXSUNhEQAREQga4lwBjQJAsoCd50003da6+95u69996uTb8SJgKdJCAB2kn6ilsEREAERKBnCTDWjzGgSW755Zd3s802m7rhk+DomAhEBJLvHKERAREQAREQARFoSAALaD0BStf8N7/5Tb8c0yeffNIwHJ0UgUEkIAE6iKWuPIuACIiACLRMoN4kJAuY2fCIT9YElRMBEaglIAFay0O/REAEREAERCAVAQRoPQsoAXzlK19xSy65pLviiitShSdPIjBIBCRAB6m0lVcREAEREIHCCDQToETEZKS7777bT0gqLGIFJAJ9QEACtA8KUVkQAREQAREon0CjMaCWmo022sgv1XTzzTfbIW1FQAQiAhKgqgY9T+DFF190Bx10UGmfWet5YMqACIhAIQSajQElkmmmmcZ/K/6jjz4qJE4FIgL9QkACtF9KcoDzMWbMGHfBBRe4d955Z4ApKOsiIAJlE0jTBU+aGCdqn2csO42KTwS6lYAEaLeWjNKVmsC4ceO8XzXwqZHJowiIQAEE0nTBEw0CFL9yIiAC/yMgAfo/FtrrUQImQLFGyImACIhAWQSyWEDVPpVVKoqnVwhIgPZKSSmddQmYAJUFtC4inRABEWgDAURlvU9xhtGpCz6koX0R+A8BCVDVhJ4nYAJUFoaeL0plQAR6ikAWC6i64HuqaJXYEghIgJYAWVG0RuCtt95yBx98sPv0008TAzIBKgtoIh4dFAERaBOBLGNA9YLcpkJQsD1LQAK0Z4tucBL+5JNPuvPPP9+NGjUqMdNffPGFPy4BmohHB0VABNpEIG0XPN30EqBtKgQF27MEChWgoQB45JFH/PdvP/vss56Fo4R3BwHruqonQM0Cqga+O8pLqRCBQSFAmzPeeOM1zS5jQNU+NcUkDwNGoBABigDYYost3J577unxnXrqqW6xxRZz66+/vlt44YW1PuOAVaqis2sN99tvv50YtAnQ8AUo0aMOioAIiECBBHg5TjMJCZFq7ViB0SsoEehpAoUI0N/85jeOz4x97Wtf82ud/exnP3MbbLCBu//++920007rfvGLX/Q0JCW+swS+/PJLnwCzhMZTYwJUDXycjH6LgAi0kwAvvVg3mzlEar32q9m1Oi8C/Uqg+Z2TIud33nmn23333d3mm2/u7r33Xvfmm2+6n/zkJ27ppZd2O+ywg7vvvvtShCIvIpBMwISljfWM+6p3PO5Pv0VABESgSAKIyjQCVMswFUldYfULgUIEKJ9AnGmmmTyTG264wU0++eRulVVW8b8///xzN/XUU/cLL+WjAwTMcmDbeBJkAY0T0W8REIEyCPByrC74Mkgrjn4kUIgAXXzxxd0ll1ziHnzwQXfuuee6dddd100yySTu8ccfd2effbZbZ511+pGd8lQSAROe9SydJkA1BrSkAlE0IiACngACNI0FVF3wqjAiMJRAIQJ0v/32cy+99JLvcv/www/dEUcc4WNabrnl3BRTTOE23XTToTHriAikJGBd8CZE45eZADV/8fP6LQIiIALtIJBWgKoLvh30FWavE5iwiAyMGDHCsVYjSy999atf9aKTcK+55hq32mqrpVqmooh0KIz+JGDC0yYjxXMpARonot8iIAJlEKBtSmMBxY9ekMsoEcXRSwQKsYCS4UknndQtu+yyjnU/mXT0wQcfuJEjR0p89lJt6NK0phWgXZp8JUsERKBPCSAq04wBRYBaO9anKJQtEchMoDABescdd7h55pnHzTjjjI6ud5ZfWmSRRfxSTJlTpQtEICBgDbdtg1N+18aGysIQJ6PfIiAC7SRAm6OF6NtJWGH3M4FCBOjtt9/u1lprLTfffPM51gS9++673dVXX+0WXXRR3wXP0kxyIpCXgAnPZl3wmoSUl7CuEwERyEOAtimNBRQ/ekHOQ1jX9DOBQsaAXnTRRV5osgRT6DbeeGO/OP1ZZ53lVlhhhfCU9kUgNQFruOsJUFlAU6OURxEQgYIJpBkDqi8hFQxdwfUFgUIsoE899ZTbfvvtE4FstdVWbsyYMYnnwoMsXm+WLjuO4GCCif2Z0LDz/GYNUrn+JmD1op4AZa1ZnCyg/V0PlDsR6CYC1i6lEaCahNRNJae0dAuBQiyga6yxhrvwwgvdNttsM6Q74swzz/Td840y/Nxzz7nf/e537tBDD3XTTDNN1euxxx7rXnnllervYcOGuYMOOsj/vv766x3jTunaYKH73XbbTQveV0n114419PUEqM2ClwDtr3JXbkSgmwlYz4y64Lu5lJS2biZQmAA99dRT3WyzzeYXoWfpJdYDvfzyy92jjz7qTuouTAAAQABJREFUNtlkE3f00Ud7DjPMMIPbaaed/D6C4a677vLLNcXFBb9fe+019/Of/9xNOeWU3r8N9n7mmWf8OFPWH51qqqkcQwAYc7rddtt1M2ulLSeBtALUHgg5o9FlIiACIpCagLU3aSyg6oJPjVUeB4hAIQKUrx8hOHFXXXWV/zOGk002mTvuuOPsp5+oZAKUrnsE6K677lrjB8+IT8Tl9NNP77vmw7fMhx9+2C255JL+HH7XXHNNh7V02223TTUjkWvkeoeACVDbxlNuLy+ygMbJ6LcIiEC7CFh7lEaAahJSu0pB4fYygUIEKNZP/rK6ueee2+2///5Dxn4SDl3vvDUyq/6FF15wdL8jMOeYYw739ttveyFr8SFSGQ/68ccfV62lnGMtUtYkjTvCmnXWWeOHG/4mLXxetKzv2tOo8UecZbiJJprIR4O1uSwhN/HEE7sJJ2xeBS1tCM0k/maJ4GUn6bzxs7ga+TG/RW3T5rGI+KyHYPLJJ3fGrIhwG4UBU/hbGTTyW8Q57gfyWXYZhi/AReQjHka9ey5rPmkzqHNZr4unJ+1va6eIswxn9zDtlAnAdsfLvUT+4mVk9xtf+2vGm+th1cwfeSE+6lsav0XlnfS1u47H08ra4TApw1neyqoz9tzutzKM3wOtll3zp3/GGN544w1vveT78EwOsYJICqbRQ5KMIlC//e1v+0v5qtIZZ5zhDj74YC8sqbzmLI5PPvmkRoC+99577rrrrjNv1S3fpueLTVkcjQ1xhvFmuT6PX+IsusCbpSMcg9vMb6vnyR9iqZkL6wlWcWtM7DoTPzwIWH+2nrMHRiM/9a7NezxtHvOGn3QdHMpynaijxNlvZUjbleSy5hM2tIdlCULS3Ik6QDtQlmuWP9LSrJxM4DXzZzzZpvFbFAPymKYtLio+wiG+suMsMv1pwuq3Mvz000/TZDu1n8IE6KhRo9wee+zhnnjiCTfXXHO5559/3i9Iz6ShzTbbLHWCzOOKK67o+DO3wQYbONYTpWueByxfXDJn+3HxNOeccw7p2ucaZs6/+OKLdnmqLZZXLKrvv/9+Kv+teuJNH6FlM7xbDa/Z9TQEM888s7c8l/WWSJz1HrxhesOVDp599tkhLzXWBf/66683LFfyh+MlqSyXNo9FpIf6Qj1lRYmiG4p66UPsUF+sDOr5K+o49zhWhZdeeqmoIJuGQ3tD70o7HS+2NtY9jCdrO8U4fMo+vGfC8Irep87xgmhtcNHhx8Ojvg0fPtw/B+KrosT9FvWbnhXyFzcGYODAvfvuuw3bHfzYSi5pypOPudD+056V5cqo45YXxC4agTr60Ucf2eG2bnkBoPzKqjM2fDBNeReV8TLKEI7EU5QrxP7NMksbbbSRW3jhhd3ee+9dTRtrf26++ebu5ptvrh5Lu8M4z3/+859V71Ra/qabbjr/Rze8OfZpvM0Sase17Q8CoSBOEjp2Pv6A6I/cKxciIALdSMDanTTdyPixnppuzIvSJAKdIFCIAD3++OO9lfOyyy5za6+9djUfp512mtt55539LPfqwZQ7vHEyu50touOWW27x4z55s+BTnw888IB79dVXvYUQ6+tSSy2VMmR56zUC1tCT7nDf8mENu23tuLYiIAIi0C4C1t7EhwQlxYcA1QtyEhkdG2QChXTBM5udCUJJbtlll3UI0axumWWW8d34RxxxhDebM5biu9/9rg9mxIgRvnv+mGOOcXSPzD777G7rrbfOGoX89wgBa+hJblIXiolSNfA9UqBKpgj0AQFrl9JaQK2d6oOsKwsiUAiBQgQok4WuvPJKvxh8PFVYMRnv0cjxBnnCCSfUeOGmpvt+00039WOa4uOj6PJfd911vSDp94HMNWAG8EfYcIf7hsIeBLa149qKgAiIQLsIWHuTVoCa/3alR+GKQK8RKESAsq7nWmut5XbYYQe30EIL+bEujPs855xz3K233pqrC95AIk7j4tPOMfg9nCFtx7XtLwKh6IyPAQ0bdVlA+6vclRsR6GYC1i6lEaA8x9Q+dXNpKm2dIFDIGNCRI0f6bnaWSvrpT3/qZ6gyFvSKK65wdJNjrZQTgbwErKHn+rgADX+rgc9L2DlWmeD+lRMBEUhHwF5+04wBZQJt2I6li0G+RKC/CRRiAQURVlDW7HzwwQf9wvEslcHXimzpm/7GqNy1k0DYcIeCkzhD0WkPhHampR/DZomhxx9/3N+3/Zg/5UkE2kHA2hvEZTOHldT8N/Or8yIwKAQKEaBvvfWWX/iYNfpWX331Gnas28m6iyxMLycCeQiEDXcoRgkr/B2K0TzxDOo1rCaBC1kOKgvlWwTSErD7JY0FFD9hO5Y2DvkTgX4mUEgXPGt/1vsUJ7PYw7VB+xmm8tYeAtbQE3p8Fnx4Tg18Pv4mQCXg8/HTVYNNQBbQwS5/5T4/gdwW0HvuuccdfvjhPmYWjf/b3/7mbr/99pqUIBbwx2x2ORHISyAUmeE+4YW/Oy2gHn30Ub+aw8knn1zaN47zMg2ve+WVV/xPCfiQivZFoDEBu1/STEJCpJr/xqHqrAgMDoHcFtDll1/er7/Jp5m4AeliYD/8o0t+++23d1hB5UQgLwFEJp+mw8XHgIaNeqcF6D/+8Q934403lvZ5ubw849e9/PLL/lAo5uN+9FsERKCWQJb2huej7q9afvolArktoIjO008/3RP89a9/7fjuep5vvqsIRKAZARpuPrOK+IwL0LBRD8VoszDbcd6GB3Q6HVnz9swzz/hLei3dWfMp/yJQJAEToGm74M1/kWlQWCLQywRyW0At08x6Z+KRic/nn3/e7bnnnm7VVVd1Bx98sBs7dqx51VYEchFAGGFZx4WCk9+haOp0Az9u3DiSVJMmf6DL//3zn//0KQxZdnmSlTwR6DgBu1/SdMHjx/x3POFKgAh0CYHcApSb6etf/7pbeuml/VeQyA/LubDm55lnnun4Zvspp5zif3/66addkl0loxcJmAWUtJuV0fIRCtJON/AmQMM0WTq7dUuaeWnEdZqfT4T+iUCPELAX3rQW0F5qF3qkCJTMHieQW4DS7T5q1Ch35JFHuv32289j4Nhjjz3mF7S+7rrr3P333+/4Tnz8M5s9zkzJL5kA3e50wePiAjQUTfZAKDl51ehMgIZpqp7s0p333nuvKjx7Kd1dilPJGkACaS2gnW6fBrBolOUuJ5BbgN5www3+85v777+/t3aSz6uvvtoxOWnkyJE+2yNGjHDrrbeenyHvD+ifCGQkcNNNNzk+6zrttNP6Kz/88MOaEMIxoZ1u4E0c95KQM9EM1F5Kd00l0A8R6AABu19kAe0AfEXZFwRyC9BHHnnErbnmmlUI7777rhszZozjE5yhm2uuuZxNcgiPa18E0hDgIwa4qaee2m8/+ugjv7V/9hDgd7cI0F7qavv8888NpQRolYR2RKA5gSztjcaANucpH4NHILcAxSJl6weC7ZZbbvEPsFCUcvyJJ55w8803H7tyIpCZgFkV6YKfbLLJXNwCGgrQcD9zRAVcYNbETqcjS1YszVzTS+nOkkf5FYF2ELD7JW0XvPlvR1oUpgj0IoHcAnSJJZbwY0DNgnLeeee5GWaYwa200kpVDi+88IL7y1/+4hZZZJHqMe2IQBYCZk2kkZ9yyimHrLFp5wkzi0UiSxrS+jUx10sPGkszeeyldKctE/kTgXYRsPYmTRe8PsXZrlJQuL1MIPc6oIcccogf74l1c8YZZ3SjR492fAFmookm8hNFLr74Yj9BaYoppnA777xzLzNS2jtIwCygNOCsrBDvgg8FaKcFlKU1TFMH0aWK2gQoD9FO80uVYHkSgS4hkEWA6v7qkkJTMrqKQG4L6MILL+yYiLTaaqv5CSKnnXaa22233Xzm3n//fbfddtv5ryMxMWnWWWftqkwrMb1DwMQcAjTJAhqKJnsgdCp3JkA7nY4s+TcBOumkkw5ZYzVLOPIrAoNGwO7zNF3wsoAOWu1QftMQyG0BJfCVV17Z/8Ujoiv+ueeec8yClxOBVgjYLHcToPExoCZQicMeCK3E18q1JkDDNLUSXhnXhgI0FPNlxK04RKCXCVh7k6YLXpOQermklfZ2EchtAW2UIG5Iic9GhHQuLYG4AI13wYeiKdxPG36R/mw8dC8KUCZ42QO1SCYKSwT6lYDdL2kEqLrg+7UWKF+tEGiLAG0lQbpWBEICJkCxIDQbA2oPhPD6MvfNAtrpdGTJc2gB7SXhnCWP8isC7SBgL7xpBCg9OLq/2lEKCrOXCbTUBd/LGVfae4OACVAacMYpNuqCtwdCp3JmArSXHjRmtWWZq07z61S5KV4RyEPAXjTTCFBeoM1/nrh0jQj0IwEJ0H4s1T7KkwnQySef3PEXF6DdJJrMmthNaWpWFSzNiHs9IJvR0nkR+B8Bu1/STELSGND/cdOeCBiB3F3wzIK//vrrfTi33Xab/wqSBaqtCBRFAKsiX9Pab7/9EmfBh9bGTgs/s4B2Oh1Z2CNAeThOPPHE6iLMAk5+B56ACdC0FtCwrRp4eAIgAhGB3AKUTyQ+9thjHuLZZ5/t+Ga3nAgUTQALKJZPLHSMAf3ss89qhFLYqHdS+D355JPu5Zdf9tkP05SFBy90e++9d5ZLWvZLFzziUxaallEqgAEjkFWAdrJ9GrCiUXZ7hEDuLvjVV1/d7bvvvu7MM890b775prv11lvdZZddlpjttdZayx1xxBGJ53RQBBoRQMzxcQMc64DimAk/zTTT+P1Q7NkDwZ8o+d91113n3nrrLR9r3gfNmDFjfK/Cr3/969JSjwVUArQ03IqojwjYfZ7GAsoY9k62T32EXVnpIwK5BehZZ53lllpqKff888978cm34RdbbLFENHPOOWficR0UgWYEsIDSeONMgDIO1ASoPQQ4H+7zu0wXxh3uZ0kDef3000/9l8RMdGe5Po9fhg0gQGGcN9154tU1ItDrBExQphGg+Alflns970q/CBRBILcA5RObBxxwgE/D/vvv7+add159crOIElEYNQQQZSbG6ILHhWuBdotoCtOR90FDXnHvvvuum3nmmf1+u/9hAWUGPA/IMA/tjlfhi0CvEzABqklIvV6SSn+nCOQWoGGCjzrqKP8Ta8rTTz/txo4d6xZaaCE3yyyzhN60LwKZCSDKJpzwP9XULKChAA3FXicFVBh3uJ8lwyZA33vvvVIFqFlALf4saZZfERhUAiZA01hArReHa9L4H1SmyvdgEcg9CSmO6aqrrvJfP2J2/BprrOGGDx/uvwHP9+LlRCAvgWYCNBRN9kDIG1cr14WiM9zPEqblBQFalgsnIXWSX1n5VTwiUBQBu1/SCErzk7dtKCrNCkcEuolAIQL0gQcecJtttplbYIEF3PHHH+9Gjx7tRo0a5Zh8tMkmm7i77767m/KstPQQAazqcQtouBZo2KCH+2VnEUusdcXlTUc7BagtOB/nYgKUB2TedMfD1G8RGAQCdr+YuGyUZ2vD7B5v5FfnRGBQCBTSBX/iiSe6+eef391yyy013QsI0Mcff9xdeOGFbqWVVuoqpiztk8XRyDAWMet1WeII/RIff9Z1E55rxz7dsDi+CW4NazviCcMkb2l4MkYRf9aIM27RrrNjhNusfIylXRumpdV9wiZ+BB1psjjS5pH4zaLCRCS7Pku6TADbmE679o9//KM7/PDD3aOPPlpzf3Ie4cwSVzbONmu8xEl+rf5YnO3akk7ui6zpbCU9WcqwlXji11I2WfMJm7D+xcMs+jfxUQes7hUdfjw8q6dhnY37Kfo35U+7GHdW5ymjZuVk57nG9uPh2W/Kr+w6V3Z85DUNC2PS6pb6Sftq9afV8JpdH9aNZn6LOt+JMmw17YUI0KeeesrtsMMOQx5uJG7HHXd0Z0frhHab++STTzIlicqLNS7rdZkiCTxbI1TPchV4LXQX8ROOqyw08FhgNMTNeJJ/xn6aP27sd955p/qb9OJ4EOLX/MWi8j9tDGkjP0nXpTmGKKbMSANpsjjS5NHCt7JmDLVdb+fSbGmAcJYGu+bVV191b7/9tnvuueeGjMv+4IMPqg9XrDNZ40XsUl/KsuzwAOFezJpOY5Fny4TLdseHoIo7HppZ451uuul8WWS9Lh532t/UOcqE9XnLcNQ3HPHRHpfhEJ/EZy+IFqflmW0z3nZ/MH6dtqqRM4HaLMxGYWQ9V0YdtzRZ/mkzy8ojzw17hls62rm1tris/JGXMsrQhHVR7Arpgp911lndNddck5gmjs8222yJ53RQBJoRoOG2mxm/zIQPJyGZtZaHoO03C7Md54kbAYrLmw57SBU9BtQe1M9HS6bF3ccff+wbLsROWS8e8TTodzIBe1Ann9XRThOw+zyN9dfaMLum02lX/CLQDQQKEaBYOe+880532GGHuVdeecU/yF577TXH7Pgbb7zRbbPNNt2QV6WhBwkgysJuE6yY4RhQE0008HELRZnZJR2WTktT1vhNgL7//vtZL23o38LFAhp3oQDVwzFOR79FoDmBNC8KJlLztg3NUyEfItB7BArpgt9www3dscce6w488EB3yCGH+C4GxADm2p/97Gd+glLvoVGKu4EA4sksi6QHAZpkAcVPJwUU9d3SmTcdJhTbZQF95plnhhQpAhSmxJk33UMC1QERGAAC9sJr4rJRls0CKgHaiJLODRqBQgQo0PiG9ZZbbumYEU9XH93uyy67rNNXkAatShWb32YC1Br0TltAEW/dLkD/8Y9/DCkcxDxjh7AqS4AOwaMDIlCXQJb7xQRolmvqRqwTItAnBAoToPBAdGq8Z5/UjC7JRlyAMgY03gWPBYI/s0h0IukI4aK64PkSUpHOLKvMgodR2GVoXfAc08OxSOoKq98JWHsT3k/18mwC1F6Y6/nTcREYJAKFjAEdJGDKa7kEEE/WeBNzUhc85zstQHkYFWUBLXoMqE1Cwtr57LPPVguQNDNLE6bwkwCtotGOCDQlYPcL904zZ22YXdPMv86LwCAQaH7nDAIF5bFrCSBAzbJIIhFLSRZQznWycSfuogRoO8aADhs2DETukUce8Vv+Yf3E0QXPA7KT/HxC9E8EeohAFguoiVRZQHuogJXUthOQAG07YkXQCoFmFlAadIRfpy14RXTBm6USq6Ttt8LOroUhn8adZZZZ6gpQdcEbLW1FIBsBdcFn4yXfImAEJECNhLZdSSBuAY2vA4rwQ3zyEDCLRCcyElpA86aDvLCQOK5IKyhiFivyoosu6sKJSLaagFlAiV9OBEQgHQHrMTDrZqOrrAte91gjSjo3aAQKEaC//e1v3TnnnFNlF/9dPaEdEchIIMkCioXQRB4PAR4A/NmxjFEU4p24rQs+70OGvM4444w+PUULUNKGAGUikj047SsdCNBO8yukEBSICJRIIEt7YyI1b9tQYrYUlQiURiC3AKVLb9111/Vrf1566aVuzJgx1USPHj3afwO+ekA7IpCTQNwCyhhQGn6z3pkA7QYLqAnhvA8ZLJXtEKDGEAHKuE9bkN4+Y8qnBkm7CdOcRaXLRGCgCJgANXHZKPNmAdU91oiSzg0agdwC9I9//KNbe+21HYtbP/nkkw6rJ2PMNt54Y3ffffe5l156yfFNazkRaIVA3AJKFzzOBCgPAR4AnR7DiOg0AWoPpqz5Jox2CFDrgl9kkUV8kh5++GG/tW/P831t0p5XOGfNp/yLQD8QMDGZZgyoiVTdY/1Q8spDUQRyC9CRI0e6ffbZx1100UWOLyHttttu7rzzznMrrbSSn0Bx+eWXe0E6xxxzuF122aWo9CqcASNAI2/WA7IeF6BFCL8ikJoQbkXIhRbQIpdiIly64BG39FzYTPi4ALUHahE8FIYI9DsBe9FMI0CtDZMA7f5agba59tpruz+hfZDC3AvR8433pZZays0000wew9RTT+0tolhFn3jiCf+g22uvvfyXkV544YU+QKUsdIIAoihs4OmCx5kFlPOIvk5bQC0dPGjyPmS4jvuICUNFjgG1Lni40Q1fT4DaAxV/ciIgAo0J2P1i1s1Gvk2A6iWvEaXuOIdeefnll7sjMX2eitwCdNddd/Wf3ORTm+PGjfMPtlGjRrmll166imzmmWd266+/fvW3dkQgKwEabGu8udYEqK0FGloe7YGQNY4i/BdhiTVL5bTTTluoALVwyScC9JRTTvHjPeMW0LzCuQh+CkMEeo2AtTfhC3K9PJhI1T1Wj1B3HLfyQdPItZ9AbgHKRIY33njD3X///e7QQw/1Vs8ddtjBvfbaa27iiSd2Cy64oJthhhncMsss40Uplh05EchKwASmXWcCNMkCag8E81vmFqFs65FaI5Y1fiyVhIEALfJznAhQW8wfAcrsd8ZuxwWorDNZS0z+B5lAlvbGXqLztg2DzLnMvNMG46xtLDPuQYwr9xhQYGHh3GCDDdxCCy3ktt56a/fqq6+6V155xa2++upehN52221uiy228F31gwhXeW6NgDXWZj0gtHpjQDvdBW9CmbSmFXL0GHzwwQdVSKEALXIMaLwLngjphv/ss8/80AXEKenO8kCtJlo7IjCgBOw+D9uneihMgNo19fzpeGcJ2DNHFtByyqElAWpJnG222bwY5fess87qBedWW23l/vznP3sr6V133WVetRWB1ASssQ4beGZsYyXsNgsoDRfp5EFj6W6UUZZD+v73v+9uuummqrdQgBY5BjTsgp9++un9PcqC9DSy8MSRdmt8qwkKdhjywBqiciIgAv8hYC9s6oLvnxphFlAJ0HLKNHcXfJi8I444Ivzp4r/tO9Q1nvRDBJoQMCEXClAuoRs+aQyo+W8SbFtOEzfpbCbkLHLr4rEGj4cZf1gjp5lmGt+bYH5b3YZd8IRFNzxLMa266qo1ArQRv/PPP9+dfPLJ1QlMraZJ14tArxMwARpvn5LyJQtoEpXuO2btsQRoOWVTiAW0nKQqlkEjYILIGm/LPwI0tIBigeDPHgjmr8wtcZsAtXQ3ih9RiDOro/0mr3yOs0gLKI2qjQElTgToY4895liI3iygzSy3r7/+usZFAU9OBP5LwNobWUD7p0pYeywBWk6ZSoCWw1mx5CBgQi7ewDMO1CygNBiIJ8SfPRByRNXyJaSDNDQTchaRCU7Lo7152ySkIgUocRGuOQQo4pMudROgpN3SYv7CLRMOLY3hce2LwKASsPYm3j4l8bD7zwROkh8d6zwBa+MkQMspCwnQcjgrlhwErLFG1IUutICa5bHTFlDEWxYLqHXBm+izhs+64BkjasfCvOfZR4DGLaCEwydzTYDCz9KSFAcCFNb20E3yo2MiMEgEGt0vcQ7WhmW5Jh6GfrefgD1zrH1uf4yDHUPhApQH1UMPPeSpqhAHu3K1mnsTOwi70IVjQGnQOd9MQIXXt2Pf0kFarBFrFI9ZQM2viU0eVCzDhCvKCkrYoQCli5+JgwxjMAFKvJaWpHRzX+MQxhdccIG645Mg6dhAEaB9SmP9BIq1YY3usYGC16WZtXZYFtByCqj2yd5CnCwpw3JMTDj6xje+4UNabrnl3KWXXtpCqLp0kAmYtcAab2MRWkDxw0MAP+bf/JW5JW5EHH9p0mENnfk1QcoauiZAi1qKKd4FDxe64XEmQOFngt+fiP178803/RFmzx900EGOrZwIDDKBLAKUdgEnAdrdNcbKRwK0nHIqRICOGTPGbbTRRm7hhRd2e++9dzXlK6ywgtt8883dzTffXD2mHRFIS8Aag7gAZQyoTULCD407IrSRgEobZ15/CMksQtgEZ1yAYqnEQolrlwWUsJMEqPHmfOhYq9R6M2zdUsaQyonAIBOgvYm3TfV4mL9691i963S8XAJmGJAALYd7IQL0+OOPd5tttpm77LLL/PfgLemnnXaa23nnnd0111xjh7QVgdQETFBa420XhhZQewjgx/ybvzK3CEnSwF+ah4wJOvNrgpTJCizDhCvia0iki7+wC56wkwSoiWHOh86snxwz4S8BGhLS/iASoL1J2wUvC2hv1BAJ0HLLqRAB+tRTT7mvfe1riSlfdtllnRaiT0Sjg00ImDhLEqDhLHgeAvxde+21jk/EdsIh3njIkNZ6Qi5MlwlO82tv3AhFE6CtWkARsGuuuaaPNs5wkUUW8cfDLvgwfeF+kgDlK0pyIjDIBPIIULvfB5lbN+ddArTc0ilEgM4999zuyiuvTEz5RRdd5Oaaa67EczooAo0IWGMdF09YQPmeOc4soAhQRNxbb73VKMi2nSOtpAERauluFFlcgFrDxxhQ8ocltNUxoAjQ559/3icjzpBu/tlnn91NOumkNedN9IdpHzt2bPWnCf9TTjnFPf3009Xj2hGBQSNg93yafNv9l3R/pblefsohYOVjBoFyYh3cWP63OGALDHbaaSe31lpruR122MFPROLGZNznOeec42699VZ1wbfAdpAvNSFn3VfGgjGgNBSIUPxw3hoOE3bmt6wt6eAhw5+lpVHclk7zaw2edZUzEalVC6jxIx32AAzTdPDBB1cnPNl54xn6S7KAPv744/6rSGZJDf1rXwQGgUAeC6jd74PApxfzaIYAa497MQ+9lOZCBOjIkSMd4z333Xdfd+655/r8r7322m7yySd3xxxzjJ+g1EtQlNbuIGACysSRpQoBimM8ogm/9ddf3z344IPOhJ35LWtr6UhrAbUGzvJoDZ8tWE03fLsF6DrrrFPFYyLf0lM9Ee3YEkwcMwso+zyA5URgUAnYPZ8m/3Z/0SPI+O/vfve7aS6Tn5IJ2AuCjdEvOfqBi66QLnioYQVl/B0Wz7POOsvdcMMN/vc+++yTCipWFiv88AIExTvvvBMequ43Olf1pJ2eJWBiKC5A6aLGIYbwQ9f3uuuu6491UoDykCGtlm6foDr/THBanbd00wWPK+JznGE64gzjyTLha+kIzydZQDkvARpS0v4gEqDtSevwy/JlWhUmLbHy/Vm7bAaC8lMwWDEWYgE1ZFhtVl99dfuZeotw/d3vfucOPfTQ6gQMLr7++uvdHXfc4btYp556arfbbrs5ts3OeQ/61/METJzFxZMJ0NACal3X1oCUnXkTwqTV0t0oDSb0TCTab8tHGV3wYfosXktHeA4LKPcdSzDZLHjOS4CGlLQ/aASydMHDhhdU2idN4OvemmJttyyg5ZRRIQL0wAMPdFdffXViinkg02X6la98xQvIcLY8NzAz5FmmKS4cnnnmGXf33Xe7/fbbz19P1wVxbLfddq7RucRE6GBPEjCB00yA0rA3ElBlZB4hSTr5M1HZKF4TeubXfls+eJl7/fXXGwXR9JyFjcc4w/jFFm/8PsQfAnTWWWcdIkDD8OPh6bcI9DsB6n8WC6jdgxKg3VszrP2TBbScMiqkC37FFVf0D6knn3zSzTjjjG7jjTd2fAXp5Zdfdm+//babf/753aOPPurXCL3llluqOWP5JgTorrvuWj1mOw8//LBbcskl3fTTT+/FBcvJ8O1qREmjc3a9tr1PwN5GreG2HMXHgPIQaNSFbNe1c8vDyLrgTTg3is8aOMujCVDLRxEWUAubdDR7UJoAtXSFaUeADh8+3B/SGNCQjPYHmQD3ebP7KuRD+4CTdS2k0l37JkApW2uTuyuF/ZWaQiygL774oheGWGxmmGGGKiG61BdYYAG3/fbbuzPPPNMLzWOPPba6NiHLN+2///6JXZYI1/nmm68aFkKUCsG3qBuds+5ZLmTs6G233VYNw3awxs4zzzz2M9WWhmayySZraklKFVgKT4gu/uyGSHFJS15M+GB5SyOgWorsvxcjemwdyqTwrCxJk30dCH82TtJEHw37zDPP7IMgzNBvGK6JrHrnQ7959qkfpA2WFke9PBpv/OPX8kQ+EJ8IPrq8LZw06bGHIdxYXsn4cS1d6I3CsnNTTDFFjT8elqRjxIgRPgm2/BU/yC/hUg78leGoL+TT0ltGnJShlU+74qvHL2s+aTNglPW6vPmydoq6UIYzEWf1row4uVfJX7xd5B4jPWlZ2z3PS16ja6hrcG3kp+h8l1HH42lmkrK1yfFzRf+2ehO+lCfFYcvScY596lkeZ+1Fv5VhvXYqDyOuKUSAXnXVVW733XevEZ8EPuecc7pNN93UXX755X5s6Lbbbuu/E29vjo0qHw+9sDKYUOEB2Ohc+NDlay1J36zmAU/lz+J46JFeq8hZrs3j18SEVeQ8YWS5xuIr60FC2oxpvXRa/UAUheXFPtcijtjSsCNScTTcod8wbCu7eudDv1n3qdPUUdJCmiyOZnkM/RIn+eDaWWaZxddzwrR0p00T11BvwrpDuVqaksIxqzJxhf5sAhIvbbhwDCh5tfsy/nBOiqOIY5RvnFkR4TYKgzitLjby18q5el+WCssiTfiklXLJel2asOv5oTzCulbPXxHHiQsXPhuKCLdRGMSZVL+5Vxq1N/Ew7T6mC75R+Zi/Rn7iYbf6u4w6Hk8jdabd95XFafUmqRzND1s4mOOavGVg4eS93tKQZVtGGRZtvS9EgGK1oVs87ihsvhPPEjk4rJeIP6sMcf/hb0RHOFbG9nlANzoXhjHbbLO5Qw45JDzk97GMvvLKK0OONzowxxxzeEHQ6uLgjeIIz/EQoSEqusDDOMJ9bhTKESt2s7fE8LpW9okztKjFw7IF0FlcPl5evGi89NJL/nrE1WuvveYbD7qL434tXLOS4qdoh3WevGCxpp5bGurlESs+jpcp/JrQY8vyS9ZQMnQl7FVolG7qC/WUsBE04RhSFqW3NCWFYUs+MWwGrvRcEN4jjzzivXPP4cL6T5ikl/pSlqWe+x+rRKO8+IQW+I+8U6btdPWsLVnzSZtH2ddbOaToPFBHEBHWPhcdfjw8XnjoHeAeLquLlPaF/Nk9aWni3uVY2jIyUUI70egahrHR/of3r8XZrm0ZddzSzvOfj9PQ5oQvtHa+HVvELmXVrM5YO0wamBydt13jhZ5e20blXHQ+yyhDOIZGvlbz8D+530JIjPlkghALW//973/3DyQEwf/93/85Fqzm/PPRF1mOOuqo6nI5zaLDdG0PafyyT8ZpgBqdaxauzvcOATP385CLO25wmwVvLzQ02nkbjHj4WX+TVh4w/Fm6G4VhYy3NrzWMZhHgRQ1nwrBRWPXOWdict4dfPb+ww/HQ23DDDd2dd97pf5tYZxISztLJfhg+v+VEYJAIUP+b3VchD/NbllgP49Z+OgKh8UXllI5ZK74KEaBbbLGFO/74492RRx7pll9+ed8dwwPrxBNPdCeddJJbddVV3cknn+yeeOIJPxM+TYKZxPTAAw+4V1991VsBR40a5ZZaail/aaNzacKWn94gYALHGu4w1byMmAC187ydhQIp9N/ufdKKEObP0k2cfA2MiXZxlyRATQTi1wRoaHGMh9Hsd5gOY1TvGtjhfvjDH/qtNb4mQIcNG+aP88/8xi1CVQ/aEYEBIJC1/tuLNPdlp9qpASiWlrIYGjCsDWwpQF3ckEAhXfDE8KMf/chtvvnm7v7773fMbuc706wJSncCbu+993a/+MUvqg8vf7DBvxHRpAdm1/MlJbpACG/rrbf2VzQ61yBIneoxAiagksQTApQZ2TwE7DwCrlMNO2/OPGBIi6Ub3Hwzna7qm266yc0000zVErB02hs3gtSsn3gyAVqUBdQeftUExHZM/NqQCEsfApQhAOGYOyYS7rHHHjX5jAWnnyLQ9wRoe6z3JU1mw3sQcRPe72mul5/2E7D2mJgkQNvPuzABSlKxktB9x1/oeACHFpTwHPvcmCeccEL8sP+EJ1+44WEYH8y70UYb+e78pHNDAtKBniRgjYEJzDATZgHFj52nQTfhFPotY9+EMGmxdBMv6UFEHnDAAX4lCEuLvWmbWOV3+EAqQoCG6Wj2oAzjJo12LWOiEM4mUDnHJzy5Z5tZgBiOs9BCC/l1fLlOTgT6iQD3rrU9afIV+kXc2MS/NNcOgh++oLjKKqu4eeedt2PZtXaZBNSbGNixxPVhxIV0wXMjHn300f7BxELzK620krdeLrvssn65o1122SU3Oh6McfFpgTU6Z3607V0CJs7ChttyE44BtfPUh7ABMb9lbEkrIo+0WLqJF8smE3r4RO0ll1xSTYpNLjO/CNVQBCKwEXmtWEBDgWiMqgmI7YRxc8o4YgFl8pYJUMJhHDbbMPxYcD7fW265pV8BI35Ov0WgHwhQ/5u92IX5DC2gdv+H5wd9nyF8F1xwQUcxWLtHImQBbX9RFCJATzvtNL+eJw8rZl/y0GSmKrPIeLDuueee7c+JYug7AibOwobbMmkWUPyYuEIk2dhK81dvizg699xz653OfByLIenkgWTWQwKhQVtvvfX8RLzDDz/cf5yB45ZO8xvvgscPVtBWBKiFTVjGiP0kZwLTztm1ZgG1MrCXQfLZSIAydpXzrBEsJwL9SqDZfRXm2+4hjknchGT+Y22kDUxaNrHWZ3t/hQJULwntZU3ohQhQJgh94xvf8Esu7bPPPt7qeeONN/rKhFCwh237s6MY+omACdAkKwMW0PgY0CwW0BdeeMGvzFAUL8QWDyMeMpZuwqbuM2kH8Yl449Oy+LWhAuY3bgHlWpYcakWAWtiE1exBGbeAWvriFlDGY+MokzB8fzD4xxI1OAnQAIp2+4oA9T+pbaqXyfAelACtpcQwPdxjjz3WsF2pvar4X7x4W1uoMiqebzzEQgQoSy6ttdZaPuxFF13Uf8OdhyyLafOZTSZiyIlAVgJmhQstBxaGWUDxYw17llnwvOmGb7sWbt4tDyPSwR913xxxYF1ETLIM2T333ONnxpvAMxGHP2v47NpWLaAWNuE1e1DazHaLG65cz/JnjAG1MjALKPkMw7frbGvCmTVF5USgHwmE93ma/IUT+SRuaolZe8EkyHavuVsbc+0v2mFb81hjQGvZtONXIQKUr6Q8H63ziVtwwQV9NzxLLuEQoc8++6zf1z8RyELAGngTmOG1SWNAEXom7EK/SfuIp6IFKCIvbhkMu9ZHjhzp6PpnrBPDU3AmspMsoAjQopZhMgGZxIJj8S542CA+SR9jQE0cmwAln1Y+SWFaulnYXk4E+pEAbUhS21Qvr+GkIwnQWkomQDlqbWKtj3J+ETdtIePcVUbtZ16IAGVW7O9//3u/5idjP5n5yvJJfEXl1FNPdUxMkhOBrASsIUpq5HlLRSTxlmrnEUlpBShhp/WbJt08jBB5pMUsgwg09k28Ec6BBx7oP6RgL2XmNxSqFl+RFlBjZGHHt3EBCh/7KggC1K63Lnh+NxKg9kBRIx4nrd/9QoD636xnIcxrKEA1vjAk4/xSdXakSMOAhZl2S9y0hVir1XalpZbfXyECdMcdd3RbbbVVdZmZX/3qV+68885ziy22mBs9erTbZptt8qdQVw4sARNnJn5CENaYM9bQziP00jZehJ3Wbxhv0r4JMdKBCLV029jnUIAydGD++eevBmN+61lAbWxU9YIMOybguaTZgzJMI/5hEwpQjtEwZ7WAWv64Xk4E+olAKwI0vDf7iUnevNgLK9cX1S7nSYu1wxKgeehlv6YQAXrvvfe6HXbYofr5PiYkMZuNZWfogmM5JjkRyEogFHbxaxFyuLgATWvV5AFQVENnIguRhwi13xZ+3LpI9445exBhEQmPc75VC6jxIywT6ewnOdIeilTSzgQknC2gj7g2Cyh+LZ9J4VkXfNI5HROBfiDA/dXsvgrzSe+guUb3jvkZpG23CFB61Gjj+GNClLXPg1QWZea1EAHKmLa99tqrah0hA6x9uNlmm1UH9JaZKcXVHwTs5k9q5M0CiuC08wi9LALULJSt0rJ0ItBCYWZpiU/wCYWmPYis4QvTggBlpr/5Cc+l2bd04dcYNbou9MO1CFCGOpjVEyup7ZPPUODGw7VZ8BwP0xH3p98i0KsEqP/hS1uzfFibhT/dE7W0wu7uTrIhHYhP1i7/61//6nbeeWdnX4erTbF+FUGgEAHK5zb5LncnK04RMBRGdxEw4RUKI0uhWUD5becRSCb6zF+9LWGbhbKen7THTYiRDv4s3ZaWePd2KEBfeeUV9/rrr/vxRmZdtHgRoLi81kRLB2Egjpu58GEKG7rgGf9pjjBMgIb5tPPhNpzJqnYhJKP9fiHQigAN781+4dFKPkIeRbXLedKDAKX7ncmirG/OqiXs23CkPGHqmvoECvkU5/e+9z3/trD00ku7kSNHujnmmKPmzZAxb3w6U04E0hDgjXPrrbeu3vRJ4ikUoCacEHppGy/8pfXbLM0msEyAmiA1AdqoC/6ZZ55xF110kZ9MFRegLN2Eo3tquumma5aMIefDRt0YDfEUHAj9wMbWADUv5MPSSF4tn3Y+3IZLmDTyF16jfRHoJQLcX+E90yztsoDWJxS2Vdae1vfdvjO0W7ZcFktL0jbvtNNO7lvf+pY7++yz/Rrn7Yt98EIuRID+4Q9/qH7h5emnnx5CkcKTAB2CRQfqEGDszUMPPVQ9i9iJu1CAmkBFgKbtVkcUmUCMh531tzWeJkDtt4XfyAJKXIz/RHRbw2fxm+gMx0fZuTRbSwd+kxjGwwgfpiZAhw8fXvVGT4f9xm8jYdnuLjV4wTXOtppY7YhAmwlQ/8N7pll0EqD1CYVtVVGGgfqx1T+DALWeJ3wtvvji7oorrnA7RhOtN910U4fWWWqppeoHoDOZCAx9sme6/D+eTz/9dL94LN1uSX/MiJcTgbQE4m/ASeLJFgsmTDvPWMs0AtTCL6qhs8bTBGg8/LhICrvgST8CtN4YUM7zpbE862laOgjDGLGfxnEtFlCbgMQ11157raO3w5zl236H29AC2shfeE2WfR4Iv/zlL7NcIr8iUCgBBGiW+0qTkOrjD9uqcL/+Fe05Y2NAw9DnnHNOd/nll3thesYZZ4SntN8igUIEaJgGHlpmvdJaZyEZ7aclEBcsSY08x0yE2nmEnlkdG8VlDVwav43CsXOMf8bRPU1aLP0mhpsJUNJBw2fjKy1c64LnS2K8eWd1oYXSGDUKI7TmIM7jY0DDoQSEF4YfDxcBauEZj7ifVn4zOYuF8uVEoFMEslpAl1tuOb8uNum1NqhTae+2eMM2oijDQJ48JglQwqE3ap555tGEpDxQG1xTmADFSsMC9MOGDfPfhSdObrhLL720QfQ6JQJDCVgDZF3rto37tG54EzppP8VpjZ3FEw836+8nn3zSXzLffPN5AWrCzMIPhRse4xZQhCqCLd4FT5edCcfQopg2fZZP/Fs4aa+l25/GOJyEFF5LeGH44Tn2Sa+9IDTyF78u7W8e4HmYpA1f/kSgGYGsApT2yT5ZLQFaSzdsI6zdrPVRzq+kdthixsBAmyhXHIFCBOiYMWP8GM+FF17Y7b333tXUrbDCCm7zzTd3N998c/WYdkSgGQFrjGz5IhOY8etMgJpAxdJoVse43/C3Nf5FNXSPP/64F48jRozwVj9Lv1lYLR+WhrgAxR8Nn03wMX/k26ygeRo+yyfhpRGgfLlsiSWW8NG/+uqrfht2wfsD//1Xr0zMD+k1i26YDjvf6pYwJUBbpajrWyHAfd7sPoiHb/ehvaTGzw/qb2szyX872ou0XGm34oYAu5bjedphu17boQQKEaDHH3+8X/Pzsssuc2uvvXY1FpYxYB2ta665pnpMOyLQjIA1QCbUrNGOX2eD+u181i74NGI1HmfSbwToggsu6EUeYtgaUxOgzSygdOHzQIoLUOKyiUh5Gj5LB+EYI/brOfhZ4/vaa695b61YQO0FIUxHvbizHidMCdCs1OS/SAJZLaDEbYLV2rgi09PLYcHDhioVZRjIwyPJEGDh0DaqzTEaxWwLEaBPPfVU3e+98xWku+66q5jUKpSBIGCNs1kOzcIZz7wJHGvU0wpQE0RFNXTM2mf4CQ6hZ+GbALWG1dJvwtrSbet8JgnQViygoZXF4rI01Nsa87Fjx3ov9QQo4YXhx8OjoTYLqPGI+2nlN3UkjyhvJU5dO3gEWKOXBcmTHPU6zYtd/FraM2vj4ufK+H3MMce4W2+9tYyoUscBS2snO8mGNiWpHSYjsoCmLs7UHgsRoHPPPbe78sorEyNlHa255por8ZwOikASARMscaEW9xu3gCKeTPTF/Ya/rYErQoAy0e75559vKEBN1FkaLF9mbbSvBtlv88fWlgTJI7Ysn4ST9kEZikYeCBY/YYQOAWrlFB63fQRoO8eAEre+UGK0tW0XgQsvvNDttttuQ4Ln5eudd96pWjSHeGhwIOwlaeCtbadYVuj2229vW/h5AuZ+tnayiHY5TAM9szYxOjxu+5QlEy5JA71iSe0wfhGmsoAatWK2hQhQFmrljYrvwY8ePdoXJOM+t9tuO3/8O9/5TjGpVSgDQcAaIIRaI+FkFlCzkCKY0nSrmzBLI1abAWcCEg2XWUBDYWbh1+uCt4aukQXUBGAeAUq6zDXiaH7YHnbYYW7RRRf1h1j3s57llPDC8MMwaNAR5iZAjXfop9V9wtTDoFWKur4ZAdqTpHvvlltucbfddlvd+6NRuNw77bgnGsUZniM/3fbyRltiArRoNr/97W/9Mkohg3Cf5eVWWmkl/8EPjssCGtJp734hC9GPHDnSf7Zq3333deeee65PMWNBsaZg7tci9O0txH4L3YRNWgFq4goBaqKvERNr4EzoNvLb7BzjP3ELLLCA34bCzNJiXUveQ/TPLKC2TSNA8yxpZhyJ10S6paHelklHNu60Xvc719YTppyzB7YJ0P9n7zzApCuq9H91fdTFAIskiR/wiZIzSM5BMpKTCBJVkKCAJMksGQSW8AECEhVFgkTJQXJOkqNEBVnX1X12//znV/q2Z2rqpu7bPd0zp55n5t6uXG9VnXrvqVQ0VY//dgx1qHTaCe9hHIEqCCAj1I+t/wcffDD8LOoH1r99H20NaL8SUMnJJuSyxZv6K4qTI91wf//990MwKQZsHLxDTF3mxKh09rsRAkoW0IJuuOGG2UMPPZS98sor4caUBRdcMPcYl86y7aHHMgIiiHwRi1ymyqspeA0CCDDIDuGLCJfiLxJKqfRSdhDQGWecMVNeyK8Il+KXYFV4EU8JOmkj9Fv+eDalARVGNu68d2lsiwioJdpxPNJMioAK79hfJ78h10qnk3g8rCNQhAB9ODWrwkwfpk6/Ujr0nW70CcVf9uRjlgtj+snQnyUXm8amjICqfrXuXR/gMT7IZ9oDf5KRsR//XQ+BRggou+AZgDfaaKNshRVWqJcD9+0IRAhIACGQigioCI78aAoHgVNEQKUZTGk2oqyU/oSAavodz3ZwUfxlBFSJqBz6zXOGGWYIP9v58haORJCKO0Sc+CfhmncEk4KIaOu3niLUqh/hLfcmnpTNB4MmkPQ4ihCgD9POaWuSKbS9xx57LARrh4ASj+2bRek37Qb5pDzqo03H32584GHld7vxpMJRh0V4S04/8cQTIfgcc8yRiqa1NhRZrOVfSY9uWRmBRtaAoolgoTb3RH9z6Iq82267raUFqpwT9+gI/AMBERamPIqIk7SOGhhE9PRFmweohBGDSqcGAjrXXHO1oiG/yr/yIUInT/rSjzWeqcGM+4d32mmntqZ+LEEswlH50lP5LSKgtpwKp6c2VUl7KzzkHj858gn5wVRYVaM6dC1oVcTcXzsISEaIpBAH677V7ur0K6WPvLJ9U/a9eGopT79pQMFD8lt9uyk8kMOqx1ScktMQUNa9f+ELX0h5a60NVd0nPbllLQQaIaD77LNPxiBy7LHHZs8991y2/NCa0IkTJ2aHHnpomI6vlSP3PO4RkLCAqIlcpkDRV6iImwSYHSxS4USIlE7KTxU77meHNMUaUMWvfChfipMv7KOPPjpjiYo1eYMZRzH1UgMqzIum4ME8bxBldzAGYY4RHuFH4t8999yTXXfddUGGJJyTVorTB4MkPG7ZEAIiQyIpRMvFKzKSPfpd5UkYxVvFf5N+1F/6WQPaqVyO8UIOF8UpOQ13gbfkGSkMROLz/Ll9dQQaIaAkN+WUUwZNDWd+Pv/882FH/KWXXppxRBME1Y0jUBUBkQs6fJGAlwZUxE1TOHawSKVphb+ET8pfmZ02IMUEVMSMuJUnGxcaRparxLstVQ7rl3dwaIeACkfiyIsbt9hIA1pEQIlP5YzDi4BKg2rxjv3ym3OEMWX+gqd//JNfDajWzd8dgaYQkHzQk3hZ/8mV05g6/SoEGPrHB57ar+x69ZQc6TcNKLJKH+pNYkO8yKkiAqrx4r333mttwEzVh+S1y5wUOu3ZNUZAbfI0ciqVyodApAZh69/fHQGLgAQQxEvaOOuud2lANQiondnBQn7t0woj+279VHmHgLLOcaaZZmp5p72L+JEPkbmWB/MSl03lMF7CKzggRCUoY/e83/ZLPS/uVFjluYiA2nLGcfzhD38IA7Om4POIqsIxpYkRbrIvesqvDwZFKLmbENBJE/pd9Sn5YPseGlCumW7X0O/VftuNo91wIqD9pgEFD+QOckqYt1tGG05jQVGcqls+nCWzbBx619IplzlCpPNnYwSUu6OPO+64MK04zzzzhHO3WA/62muvhbMFO8+qxzBeEICAIogglEXESQRURE7ESUInDy8r/Mv85sWBPQSUKzitlpb8Kn7i1ld9Kp64bDYe61+CT4OHdct7R0tz9tlnt5zjtFoOiRfhKA1mwksocx6xRJCzk1Tx6IMiFQ+H+OumtCJ/cVj5Zb15HVziePz32EeAm8oWWGCB7MUXX6xdWMkHPVnfzAzfYostFvpAXp8tSoi+qPZb5K8bbuorENC8/tuNdMviRGaCCzKjSWxELoviVN2SB908l8qvNKDCMOXH7eoh0AgB/dGPfhS0QAcffHC2yCKLZHfffXcYnPfaa6+wMaleltz3eEcAQQCpRPNXRJxEQDUISAMqoZOHoxVGRV/GeeFl/8wzzwQCqt88rXaDuJUn60fvcdni3/InwWc1mnLLe6KFtEYYWbu8dxF6reFM+SOvItqxOwSUJTkqT54/wh1wwAGtgdDWSxxn/Ft+//3f/z27/fbbY2f/7Qi0EOCWG8wHH3zQsqv6onYmmaLd76zfpl+qjVeND3/0L8VbJ1wTfi15su9NxN1JHOABlmDTiUyO8yByWRSn6pawn//85+MoWr8ly63/lqO/tIVAIwSUgercc8/NuDd30qRJ2RJLLNFWZjyQIwACCCME0fzzz58ts8wyuaCIgGoQkMZNQicvoBX+7U5FsYYK7Z1d/0l6ED0RLvKhPKXyghbFHvmhcsR+pQGtQ0Bjv3lxx2nxmzxDIIu0t5QzT4MiAioiKzzitK666qrszjvvzHbcccfglOcvDhf/jssau/vv8Y2ATldohziIuCgsMwsQT/otH8h1PuxUC/SLdtu64mj3aUlnP60DBQ9kVNMaUI0FqscUbvKDW5EG1AloCr3O7Bo5B3SXXXbJzcW9996boSnims5+MjqjsGqeEDQ0wLrhqsYf+yM9/ooITBymk9/qXNxe1SvhiCBO4Ykgwo2NOvzlGQaC5ZZbLptvvvlCPBIeefFij1FZeX/ggQdatxjxu6rRBqSFFlpoWBnIE/ipXEVtZqWVVsrYSc8NYhjCKJzNhzZb0RZS7vIrkpnSHPNlL3f5z3uuuOKKQRNQlBZ5AU/KBxG1ZBRNE+tHda98CgNIwWGHHZaBARdYnHLKKZX6F3HZDwiVoSiv8tPuM689tRtfKpzFT+6Us265JDPqhlOa7TzVX9sJWzeMPoroZ7SFKsYSjLq4SBaqDTz++ONhmRn9iTyU9clU/tR38vJS5p6Ks6pd3M6UB5WvajxN+OPDWvnR+Er90p6Ur07TAUsMfYn0Um3GyhM2l+WlrfWh5DXPj/KrdMr8yX8Tz17UoeqrifwSRyMENM4MX1YXXnhhdis1CPYAAEAASURBVPrpp4cdg5CIfiOgdb/+0AjxFVw3XIxN1d8SQr3S7qhhoRG0HbJqftvxB0FJaSD5SkcIVcEazTsGv8o35CYVVsJAbgwgN998c7beeuuFOOr848YvBNEss8wyLC0GOwYt0mCxOvWo9Mrip9wpvyoXGylS7ooXAcQZdsQjrY/c6iycR+vMX1FatBfKSp8gf1bDwG7S2WefvbVpinjiuDiijfKwfEdamZQ/5V9P8AR3a/785z+PiN+6d/pOu4nz32mccXg+GmJDfdZNl0GSuqgbLk676m/yCGlQHVYN164/SARlpD1bYlkUn5ajsH6zLi7SfEqmcAXnxhtvHOIRgaobJ+03r69TDuQSpm68IVDJP7sZS2UiSC/auLKm/svYpjJSl+CJ3GdMkL3CtPvUmcTET3qpNmNlI/0wL23JuCryhnJg8uJqtzxF4XpRhyLWRfmo49bIFLwS5CDX7373u9n0008fptWofLQcJ5xwgrz40xEoRQBCw8BW10g7okEjL7y0GmyysQI5z3/KHg0o5FNaPvmR4OE3wq6sw1p3G1bx8ZSflPC0/ux7GQbWbzvvDCLCMQ7PFDxEWOU5/vjjs3POOaflDTlx/vnnZ8yccIKA/IlotzzmvMT+6uCSE6Vbj2EEIAyYdj7m1bboT6+++mpG29b5vamPhiow0t7z+k6V8J34sR8Ko5WHVP4l8/nAFNFL+atrp/qLZYaNx8pKzaJZd71LDrfTjhSHP4cj0LEGlMq77LLLstNOOy2s5+LrjS+K8847L9tqq61GaCuGJ++/HIGRCCAYOyGgEjojY/67jYQRU9spDWxeOGsPAY3Xf+JuyRT5QKAWGVtOhY39i1iXlcuGs0I1L17rv+47cUprbsNixxQ8u+CVLstwmLLcdtttw8C73377ZRMmTMi23377EFQYqF5sfKn32J8ta8q/241vBDQb0E47ERkirO5/Z0c9JrXUpQrS9Iu4DVcJ14Qfq+1T2ZqIt9M4kBvggixoChsUYBwujykqq5Wr0j6nyiM53E47SsXndkPjZbsgvPTSS+GA+RlnnDHbYostQjRnnXVW9vLQxgwMRzFJ1R4s/J8jUBEBBJBIScUgwZu+UK1ASYWXgIOAtjNFgrDk7MoiAgqJRugpT6l8YGfLKcIW+21H8Nmv9Lx443Tq/M7TgEI+KbvVgBKvBoCLLroo3KN9+OGHt7ARBlU1Mqo/5besvuXPn+MTARFQ2yeqIqF2Sxvj/E9m93Q+LgS0nTGO9l61rVfNZ1V/ljzF/ahqHN3wR16QU8g6Yd5pOieffHKYkSWeorJaTFgGkGckh13e5CFU375YPVMQ36abbpq98cYb2e67755tsskm4cYjvNsvrILg7uQI5CKAsBApyfWUcKgqICSM0Mpxfm1dw9m2ENcyAoqgKtOAWnKYN5jZcnFrENrDMmJrB1ubRt2y5vknzpQGlClKjD2Gid8aVFgXvtZaaw07yFvlrjooq/6IF2PL+ncb/+8I/BMBTcFbovFP1+I3kQ3CogGV9pNQbKBrR07Rd+I2XJyL5lzVD4lxtPKQKg19H1zAs6l82dktW+44fdsuiggo4ZC71n8cl/+uh0DbGtB55503DN5sAuFLg93EbhyBJhBAALVDmjQYFAkb8icB1+4UPAdbYziEPjbKN+SMwUvkMfan3yJf/FZYuekpsolAXX311bMrr7xSTrlPKyTz4s0NXMGBfKcIqDZ8xARUAznaKHv0FEmJpKteypKP/SnusnDuPj4REAFt50NFbY0PTvq91n+CJEtK2tlc2yTJqlujVi6Uycm6cXfiHwIKLk2uAbX1XVRWKz/K1vUii63/TsrsYTuYgme6nZslNttss+zyyy/PFl100TDtzoYDN45AJwgg9EUm68QjolWmSZM7GtB2puA5VgzyyvKT2Ng8IKjKCKj8E48lozZexcGaJkjf+++/b52T73agsWkkPbdhSV6Fow2uvMUEVAMAdSvCqXDKXyo++bFPkQLZ2bLKzp+OgBDQFHw77URkA+0n71YDqvjrPpFtVdt63bjL/Ks8+Iv7UVnYbrqDBzKFNZhWc9lJmnbDleRPKj7bLlwDmkKoe3Zta0DJ0oShqcCDDjooENEbbrghQyvK8SqY3XbbLWxE0tdnsPR/jkAFBBBGnRDQlGbOJivBC4lkyUiZfxuWdzQhqel33ESmSAOhJ/KIW8rYcips7E9xiCxX6VNWqObFG6dT53eZBpRNSLZsGgB4WnvSVP5UL2X5iP3ZQbUsrLuPPwR00oXViBWhwOZZNtZi1G7ZSMeHE2Ncp4b2HrfhTuOsGt72ldHKQyqv5AW5wMki7C9pwtj6Vj2m4rWYaLYp5Q873G28ef7cvhoCHRFQJUGHWmWVVbKLL744e/PNN8OUPIPkN4fugudgV67Lc+MIVEVAwqiqf/mTBrGMUErwogHF1P3iztsBT1wiU+QBEijyiFvKKM+42XfrVxpDEVBpdKyf+N0S0Lx44zB1flPOlBaHNaAQewS1sCBeCXmwV3mUngip6kX2ec/Yn+LO8+/24xsBEVDbJ4oQQdupZTYiLpAiltyUaciK4pUb7T3Vd+TezafKQxpxP+pmumVxIy+RF7POOmtXCGhRWdUuqtQt8tzlTVltVndvhIDa5NB8cBYoB3XTkVkno53x1p+/OwJ5CCAsREry/KTsRbTKhLvcIUqYOgQU8sftRWUaUNJA2JcRUEvS7Lstn77K2yWgefHaNOq+E2eK6ENAkQEYm64GPurW2uNPda16wa7IxIOJaySK0HI3EdAq7YQ2TT/TAeZqt6Bo1392girtv2pb7ySdVFjIluSJLVvKby/tJBdmm222cDazlvJ0kgdb30VlrUNAwU7+O8mbh/07Am3vgq8CIOtl2KDkxhGog4CEUZ0w+BWxKRPuEkYioAw4HEpfxWjXPFNFKWNJMF/KTRBQxSECWncKXgQvld927ShnHgFl/SdG9cE7u/d32GGHECbWgMpfTCwJlzKxP9dIpFByOxDgg1HtpQpxUB9LEdAm1n+SJ9q78sTvXhr6Cpo+sCiTk73MF3kBFzSgGDTO+pBtNx9OQNtFrnfhGteA9i7rntJYRQDh3A5pEpEpE6yc4YkRAa2jAdXAIVIY14HNQ1MEFCwgfCKedafglac4r538Jj8pnNGAcgYoxtYhZPX5558fYW/9peILAaJ/qgNZVyEW8uvP8YWAtJ+UmnvcL7jggkIA1Mc4z/bWW28NRE2HkzelAaVfxG24MFMNOiKTtNNbH+INRt92VPR9cJkwtK8EwwbnTk1VAiochEtRumhA/YO3CKF6bk5A6+HlvnuAgIRR3aREtFKaOcWFsJk0aVL4+dnPfjY8pfWQn6KnBg6lFfuVPXmoS0ClPY3j5DeEV/nUIJnyJzsrfIvilf+6T+JM4Wyn4ON0RfSb0oCK4PqAULf2xo9/iCSG/vPkk09mJ510UmHh1ce4832bbbYJBHTLLbcM511LO1cYQQVH2m3Vj60K0dXyQl8RoZYsqxVBlzyDB7ITmcxsVBMbkawMFMlMZV9uVdaA+hR8CsH27ZyAto+dh+wSAghGEbk6SYjwpIiR4rFCSQKnjiCWX5Efxaun8o0/BFuepjT2z2+FlZt9IvhE4KpoQG05i+K1adR5J87UIGo1oHG6yn9sLyyFbVk+5E8DqWtAyxAbv+4ioLq9qOxjRR93tm1DPL/3ve81BiLtX224sUgrRkT5pekbrTykskpeJBdYB9q0BrSorGoTGg9S+ZMd8tzljdDo/OkEtHMMPYaGEUBYxFqyOknYwSMOZ8+Gg9RhioRTHF5xizTF7hKi+ENQNUVAwUPEU884bfubtFliwE5/5cm6d/qepwHlIHqtAY0xEgGN61b+hG1Z3lRfk002WfDqA0IZYuPXXVPwWuMtbVceIiKg1r2sD1u/Vd5p71XbepX46vjpdw0oZWlqJ7yV9Xn1jrJCCosqBNQ1oHVaW7lfJ6DlGLmPHiMAwWiXNBGuSLiLrECgRHxEaKoUU37z8id78tAtDWhqkIzzTjm5NYk/5Sn208lv4pTgVjxMX5KuCKg00nIXdsJd9vInd9nnPeVvjz32CAeDq07z/Lv9+EVAJGTyyScPIEjblYdIqm/FH0x5Yava03fUhquGacqf1YDmkbKm0qoTD/JScgECysk5sXypEx9+7SyQJZo2HtsenIBaZHrz7gS0Nzh7KjUQQDhLGNUIFrymiJGNQ2SF+JVGEWG1YXnXwKGwsbvIHgKvLgEVEYvj5DdaGA2OVQYOysnXOvlRnlLxtmtHXuMBQkeniIDmYZQa0PErbMvyJH9zzTVXNnHiRN8UUAbYOHZXW6k7BW8hG2sa0H6cgkcGS/5BQCGPOnHE1kWdd0tACWfJpuKxslS4yC31RKam4kn5dbtyBJyAlmPkPnqMgP0arps0ZKuIUEoorbnmmi1iZoVQWXqKO49cSYjiDxJYNniJHCpcXvrEow0SGlTz/GLPMTJMwXeTgAoL5cPeA4+dyiZ3PVP24BnHJ//xU+UnjA8IMTr+2yIgsjD99NMHaz6aitqZPvJsHKkPJute9532X5SHuvHV8Y9MEtE655xzsr322qtO8K75pU9LprIGFNPJRiTwjeW65IYthPXjGlCLTG/enYD2BmdPpQYCCIoUSakSRUozZ8NJA7r55pu31pnWGQzkN48wSohSBoRbVQJaVl5LQJUHW674HW0kxyERb1nccdgqv4kz1oCyAQkjDWheuqkBHb+pASKVF/kjjK/JSiHkdkJAbeWLX/yirAo1WPrIa3keetFaY2vXyXudtt5JOqmwyCRt3uNGNy6L6QeDLJG8mGmmmcJ7JwRUigZbNks2Za8PFH5XIaCQd65vdtMMAk5Am8HRY2kQAQaNFEmpkgTEsIigiYBqepo4NUhViV9+RTTjMBKiCFSEW1k5RGQVLo5PvyGgVlgWlZFNSpQTIviZz3wm/Cmepp4pnGMCSloqn003hR12RWWy4W0dgIvq1Prxd0cABCAdtC2uhJax/Uh2erJmNG6f9KEmDfGrDTcZb5W4KLslWlX7XJW4O/EDHpKByOYZZ5yxIw1oVQJqSamuZi4qB20h9ZFSFMbd8hFwApqPjbuMEgJWGNXNAkKsSKhKMCHkNNDUGQwUt8LG+ZMQxR/CrUwDqnhSRM3GTX6tKcqziCAa0D333DO78MILbdBG3ilnSgNKPnW+KgkJD5toipSX1ZsNr7ITBo2E6tT68XdHAAREQLUGVHannnpqduKJJ44ACQKKX9tuu0FAJUdGZKDLFhBQ+qjKZwlYl5MujB48lCc8sg60k6OYUjIhVVbZHXvssdm+++5bmEcc0YY7AS2FqbIHJ6CVoXKPvUIAgiFiVjdNhFhMjGwcEkxoAZRGncHAkh8br95FJKVlSZEt+eUpoaundbPvMZElH7ou0Prj/b333gtWXGVHuCpf9nEcZb8pZ4wzxFfT7wovjPWbZ56dsLV+U+/yRzzUo+o05dftxjcCtBX6AGtA1e7om/fdd1925plnts7WFUoQUKaodZsX9k0TUPq62rDS7dWTsiOTJJdGKx9xeZHBqh/cOj0LVKcfEJeWHIhsYicju6mmmqq1NlZuqScf1zpOLuXudvUQcAJaDy/33QMEYmFUJ0mIURGhFFmpogVIxSOBbYWlzZ+IogSgBL31Y99FPEVcrZt9j+PhbvX5558/e+qpp6y38C4CGpPBER47sEjhDAGN729OlSuFHTik8E5l0dYBGlBhnfLrduMbAQgG7W2KKabIjj/++AAGdsgB1vLdeOONwwDCnjZlp+ybJqDkR214WOI9+CENqPpg1T7X7ayRDysrIKBvvPFG28trJOfJtz7ARTZtWWQnuW3dUu9oQFnyo3ApP25XHQEnoNWxcp89QgDhLGJWN8kUMbJxaL0gAidPCHP8x0477ZQtvPDCIwYKCey8/ClOCcAywSahmxef8v7lL39Zr+H57rvvhmdqob52o1stzrDADfwg3ykNaJym8LBJxmQaN8pfdVCWP8KgAWVQjfNi0/P38YsAbUXtTUSE9iI58Ktf/WoYOHzMQED322+/DK0YpulNSPQJyZFhiffgB+W2sk99qQdJFyZBPqysYAoejF599dXCcHmOkr+4a0kQ9R4b2amNxO7xb32M+DR8jEx7v52Atoebh+oiAnbQqJsMpKSIjGjgQQMqgSchjDA6/fTTs5VXXjm74YYbMq7xi7Vr8quwcf5kLwGo37E//ZZ7GQFde+21FSQ8NQ301ltvDbPnB5uQGGQ09TTCQwMW5DceRO0tSEoiVS6VWX54YidsrX3qXf4Iow0Vwjvl3+3GLwJoqtTeRDJEQOkjd9xxR6YPNlASAf3qV78a7iTHTqSD9yYM+RktDRpltwQ07sNNlK+dOJDZVlZAQDHtrgO18oDj6DCSG+HHP/6pHsCkilFbcAJaBa1yP05AyzFyHz1GAOFRVSDEWUOIFRFQCaaYgN5zzz3ZGmuskR199NHZ+uuvnx1yyCEhahFWpSOBrUFN9nrKXumUlUNCV5pQxRM/F1xwwWy66aZrWUsAvvnmmy07vUBAJShl1/Qzld/UGtCUP2Fk84SdsLX2qfcrr7wyWBMGbRUm/lAIlv5v3CMAwVAf1BM7+ucKK6wQZMXVV1/dwgl7fdTwJIzCtTx1+AIRTpGhDqOtFFx4iIwrH/Td1BmolSJtwBP5kCwkOo7NAn/N8DAr9dhjj1VOycoDEVCRTRuJ7FIyyfrTu+SqFACy92d7CDgBbQ83D9VFBBgE2tXeIcSKiIyIoSWgl19+ebbZZpuFNHk//PDDW9NvmqJRcSWwrbCUG08JMqWj39aPfRdBy4tPfvG3ySabhMPlsRMBzdOAatpJ4Zt+pnBOEdBU+VN2xCdsy/J62WWXBS+EEVkQ3mVh3X3sIvCjH/0oe+6554YVEIKh9iYiKQ0oR/0stdRSmZ2GlwaUSGhbTU+/Ey/5ieUK9k0aPsJPOumk7JRTTsnoL3fddVf2wgsvhKUH4CB5oz637bbbZgceeGCTWagVV0xAkXcTJkxoEVBmpjjRo6qx8kCyUGW1cYiAipBbt9S72oPkb8qP21VH4BPVvbpPR6A3CNhBoG6KCK4iAiqNJgQUg//nn38+LFRnIJJglrv8Kx8SYhrUZK+n7CUANejJPX4qPT1jd/t7t912y7h+cscdd2wR0NR1dWgyJHRt+CbfY5wR5Ghe441PwsOmnRL2+BO21m/qXYMGYZyAphAaf3a0+fPPPz98RO6zzz4tAGgram96fv/73w8nSNB21l133Yzfr7zySjbLLLMEzai06rhL49WKsIEX8lG1rbebHDMjHDOFHItlGOUSFpKVEKrXXnut3eQaCRfLCjYiSQOKxjEuR1Gikr8rrrhituiii2bXXnttctmDZEmZnFZaag9OQIVIZ0/XgHaGn4fuAgLsTtUgUDd6iJyEaiosQkzkEneEnuwsCZRAijUVijsWlkpL9hKAEvRyj5/yb9OO/djfik8CMKUBxa0XBNQudYjvgVeeIaqxUZmtPXbC1tqn3lUnYCYCaqfcUmHcbmwj8Kc//SkU8P777x9WUIie2pv69O9+97uwvhs5sNpqq4U2JC2o/fhFBrU7EzMsE9EP+rCIT+TU2E/hccEFF2SPP/542O3/05/+NJwEsM4667QwERHmmVrO01iGCiJSv49loD0LFHlaBzPJX0j4YostFlJXWW1WJEskV61b6t0JaAqV9u2cgLaPnYfsEgJ2EKibBELMEqM4PIJJAxFu+I/tsBdJjb+6JcRiYUkYjASZBKB+/9115H/FkyJqI33/c4pfBPSdd94ZQdzQBklQpuJowo58a+AgPm3kiDWgKp9NU4TA2uFP2Fr7+J00+SMOyKcIqPCO/fvv8YGACNcTTzwR+rNKDWlRf9dTbrQdPtRWWWWV7IorrgjWyB61KQhoNz7kekFAdUYwO/8pw8SJE7Oll146rG+ffPLJW3JKfQ6ckCVFslO4Nf1UHmJZAQHlSDlmVujfIotV0pc8oC4lb1IEVnZx28hLQ3LV14DmIVTP3gloPbzcdw8QYBBoV/MAkSsSoggmkUuKgnBCAEpIqXjyEws9ka7Yv8JJiEoAlhFQEU+FUzx5T/mTACTvOpJJYRDYWngvu6af5BsSrI0LrP/ExMcwKb82/RR2+BO21m/8rvrgmBwGF5EF4R3799/jAwERLj4Y7WYVCIbaW9wX1XbWW2+9MNVLONqRZl9Y6mKn85tCknyIdDUVZxyPCDlkM2XUL9XnwIm+pTOEU2G6Zac8KE9Khyl4DNPwjAl1MKMekVHIcdW7yKbi5yk7tRHrlnpXm3F5k0Knvl1fE1AaBwJFfxp8VEx+a+CTnT8HGwE6NgRSg0Dd0iB0JNBSYWlLIpe4S/BISCmMvojjNichGAtLhVM8ElCKR+7xU+nnxZfnX8QP93gdaC80oODMGX1nn312yKI0oPFB9CLCl156aQt3YWTLBg7C1trH76oPxasBgQHKzfhFQAQUBB544IEWELQptbe4L0oOLLvssuGgeqbhrQaU9dYcx9S0IT9qx03HrfiERx4BFSbqc3qmlvQozm49Ja8lC5WOjmKCgCJP62Bm61HxKh3Fz1MEVHhYt9S72lCdvKTicbu/I9DXm5C4n5XbEGS4nWL//fcPP1lUfNtttwUCwTTDzjvv3LrxQP79OXgIiLi1qwGFyKUEjZAgfg082In4xQJIgkaL3xUGQa0witM+5aZySPhZP/Zd/vW0bql3+SNf7MjkGQ8avTyG6e233w7ZZA0opDQmoAzg7EzmKkTqlA+AFCbYaRBMlVt28qP60YeK8JY/f44vBKTxm2+++YYRUAiG2pvajJBRn8Z+zTXXzK666qrQn9Sm5K/pJ7KGj2z+6DPdMBBQ0smTo8JEs0UiYqwDnXfeebuRpdw4Ja9jLJAlEGhpQJXH3IiMA/JAH6cqayq87OK2YaIa9or85Q855qZzBPpWA0rDoDMcfPDB2XHHHRf+9t5771BijpO4++67s7322is76KCDwuCmNTydQ+IxjCYCbEDCtDsIIMQk0OJyQJbOOuusINTkJuGUR0B33XXX7Hvf+568h7gVpmVpXuQmQlQm2CR09TRRJV8VP9PfHCPD73jzABpQaQiTkTRgKSKsKTtmIrjuUPZKgkP9wYD86AgTlUF+eBIurjdI7csvv2y9tQS/6kuDjGtAh8E07n5AQGlnrHN88MEHW8twGEfUVuK+qLYDWJz9S1u2xKVbIKr9i/x0Ix3wyNN+kp7ywDsfddLoxR+zuHfb6KPS5klpaiMS/bsOXrYeFa/SUdw8VW61EeuW9047Urg8P25fDYG+JaAMqgxabGqgAfG1KgHCWh0O5sYNu5VWWil7+OGHW0KnWtHdVz8iICLRLgGNCZAtI5o4CC4fLTISTnrKXtoRiJWml3FDiBWRRcUjAqrfijd+Kr96xu7xb8UHAYXQMSsQDxq9moInb8KGZ6z9xJ3pzUcffTQMhtLGqAy4y1B+CIAdJA477LBs6623lpfwlOCXLFA7Ed7DPPuPcYOACBdH7vCu80AtAY1Jhvo4IHHtLh90GLWp8KML/9R26xCqutlAA1pEQC0W9Dn1u/hjtm667fjXh2dKLugoJvq3+n6VNCwBVVlTeMtOdVIlbtpNnbxUiXO8+unbKXim3hnoTzjhhHBGGwPtlltumc0000xh0PvSl77UqjOIKA2CQdnuWmRzBtMqsZl77rmzeeaZJ7Yu/M0AyQ44K7QKA3ToSNn5U+fsMLrS4Or8bCLRtExpoA49kKZ2FSoqdmJiuPVn6qmnlnXlJ4IEzUYqLNfuYTiWQ7u1JXggRzaMBDL+eZcbpA+Bpt+4WyMtn+wgZXl+8aPyk48if4pPm3wg0twWwmAJSSYs7YW6Y3qI31XiU7x1n8o3WkqwpO+V1Zm0svhTeKVLOW6//fZwZAy7kjEcno3WmrLOPPPMwU5TX+BA+dC6Ys4777wwExJfWRocO/xHO43rtcMoRwTPG9Dq1iF5jdvyiMQatJCcUt02GHUyKn2o0a+snAI/2iFthzxx1BKHzFs87NhA5NNMM82wPsJ5oNyyxaYkiztxxGGTmatoqTbLU/fT26DIL8pg82Ddi97pM7vsskvGGAceeXFY7S/+JO+4fjgvTFG67bjRZmiravtxfRAn4zTXIgt/+r3aQFGaGq8pi9oJMiYumz6KkaXUcxUDdmXyWqQ3Tq9K/O36If/dllMi7O3mMQ7XtwSURsPXz4YbbhjyDJGcNGlSdsABB4RDhO1XqjoT6+HUUAlEp9JibFvwvHVo1k/qHaFQtZGmwtexIy2MnnXCtuNXnVrPduKoGyaVljRZ1GM7WBMnbScVloOW6aBWKEhQIFBsGNu+0Mo+9NBD2TnnnJMxJYQ/69eWWx8oIkpxvNYv70qffOfFacMQHwbCh/BEaPOxprBawkA5ZWfDN/WuuuMjj3TQgIJrUZrqm/TX2J9wAGvcWPel9aV33nlnttVWW4WsSwAqDvySF2ZFbrrppkAemiqj4lFZ9bsbT5UrjjvGKXZP/e6lnCJ98OmVnFI64CJiQR7ob/RZCAqbh7had/vttw9jgPqgyAb+Mfy2+LLrnb/YNF3/Gq/y5BRlbLcOOVD/2WefDadTLLnkksPKZ8slOYId+VD7s7LE+u/GO7iCv2a9IKS2PkhzjjnmCGVhbMegkLF5D5aJf8Sp+hXehI3jF/GW3E5ENcIKv+AVx2U9qs0U+bH+m3hXmk3ElReH8Mpzr2vftwR0iSWWyPiT4Z5uhApTBGhP1Ghx13s85YCmhdtjYoPGKJ62jP3Ev9G8MrXJ9E4vDAMyjVeErNtpQlggMxCKphtZXt5JU4JFfrTpDIJVt46IAyFDPaXCIpxnmGGGYW4axAhnw5C+DPHxFX7uueeG9sTgYP3KH08JcrUTCGGeX/yLqMbp45YyaCgwbDQiH2hRfvvb34Y0aC8iefSJonRTcdexE9FVXyItpjCL0hTJpI3pXWkKN9yIQ0fpIOyvv/76oNnCrz4oKb/SYuACb2uneJt4Im9se2gizjgOyFMsv/CjMsb+837Tvqkb6qUXhjYHIZAM7naakAm0VSzXkOaMNOmj6kMLLLBA2KAKdtQbfcLiyG/858mJuAwQGconWRG71/1Nuhhknfq/jWOqqaYK/cPm2boXvdN/MJyMwcdyXhxWxjOmqv9xskVemKJ067ght7h1ij4LFqSJScksLeuhbjGvv/76iNmT4BD9Q05CyCgLcgHDbE1cNvoJsii2j6Ib9pN4U3FZT8gkNMt14rXh23nvhZxCHqe09u3klzB9uwaUAYgrEmVotPzRIPnT2jPceUeo6EtHYfw5eAhoIIu1FVVLgnDIGyjQgPIhYY2+UGNCZL+y+QjQhwD5Uxgbj97lJv9xvPKnp75aadtVjOJnwAAjBmM0hRLQIoZWg1sl3rp+lG+wZhBBkGuwyItLdZrCROUSqVD/XmGFFcKHp+LUQGnjULpyk19/jh8EIFRqE6wDhaiwnMfagwb9mg9tzGiNF2rrlgSGDEX/OLrsxRdfjGyLf6r/4OsrX/lKrmdhgAfyQd+B+PaSMClz+rhDIREbSLQ1Vfs48lf1q3aRwhu85G7TKXqHhFmci/y6WzECfUtAGegvueSS8FVEo2N6jXWffFmwho+djnzl0dBuvPHGbKGFFiouqbsOBAIioBIedTMNMRIZi8PyUcPaKGs0GOgpN4SMDHmSpqKMgOpDqSoBVboidEoz7yn/uEMyIaD0D+1G7xS/vHRje0uYSVNrQWN/9jcDTF45VS4NMBBQ0mDmA00RhAIjwW8HDSegFuXx+U67URtiQxGGazmtPXYbbLBBtuLQ/eAY28eDRY/+qe2qrecly2bJX//613nOSXsb5+yzz570gyXHVcmIgDKDgdzSLIvcqzyRueqjVfxbP/poThFQPlqZyZRR/9fvvKcloGoXFhuFw84qG2Rf9MR/1XwUxeNufawBXWSRRcL6jyOOOCKs+2RX4yabbBLqbMKECWF6/phjjgnHNNGAud/WzeAjAJHB8KHRjoG0pDSgEBqIDKcnWCPhlBJCGigQZiKgtLU8EqV4ibMqARWRK4tTcVt/EFAJZ+1e7RUBtfnQsg1tkFJe4yeDiTCN3RSfBDuEGmLJOjYMy28wcrf1xVQXJjXABAf/N+YRgESpL0Ok6BccSE+bsG3uyCOPDGd+0u+0GajX4Cg/Re0VQkdfVnuvmkfJKfxLNqTCskxBBuxIT6cASJbIvcrzsssuy5itkDazShj5URjNkMheT92IxO8izOSfJzjoA0N4N6UBRfZYnG26/l4Pgb5dA8qAtPHGG4cvVgZ9rW1T8dZaa61stdVWCx009eUkf/4cLAT40EAQtjuFzMCS0oByRzQmj4Bq8LJoIcAQeJBJEUraYsqvDWcJqCVK1o99J88iotY+9W7TRkuMBhSjqbPRIKAasKSJTOUbuzoaUAgohJZpQe6xhoCyIVEDkAYV4lW6csPOzfhCwBJQSo4CAw0oxrYVfkO+kAejNW4oPylCRP4wWhtfl4DKP32naBaJGUM2XJ1xxhktMiUCiiyZc845/56Riv/ZJEz/Q3san3BRFoXKmlcf888/fzj3m3iq9nFLQPVxmwoLXlVktC0D/gnHCT1gttFGG1lnf6+BQN9OwasMDLgx+ZQbDSGv0cqPPwcLAY5P+fKXv9x2phE2KQL6+OOPB8EImbFGwkmDgnWTYEKjqq/0uhpQSxht3PadPCgf1j71buODpLPznLAigb0ioDZvugq0Ew2opk01gEJAIZ8YblOSBlSaB9UN7k5AQWF8G8ic7cOsA3366afDpjVrL5RGc9xQftTWlSf7lLxRe7duRe8iWfowLfLLUjaM0mADG0ayJPz4xz/Fa+30zqwVGyExHAPFXx2DTMXk1YlkA36K8oE7hjXxbDySBhQ7ME+Fxc7KEvyWGeKl7n7zm99knNDhpn0E+p6Atl80DzmICHCECEdvtGsgY6kpeNZ/ovmIiZ4GAz1tulYwafc1BM+SQOtf77hLY2rjkHv8xH+cr9iPflt/EFDCckauBg0J8yLth+Lq5Gk1tkpbU+F58S6//PLZtttum3TmKl0GIA3KDCDabQkB1TpQudv6cgKahHRcWaY0oHyIsvGwrL/2Gijlp4oGNEWaivKr/lGFgEqWSFbR/+hLmk2x6aDlO/HEE61V651TKlQWtIL81TGQbWSZlSk2PP1fezyq4IGMYRyxMhDMlUcbN3hZWWLd8t6R6YTjD/IO4daHf14Yt08j4AQ0jYvbjgIC7KRG81W0e7MsWwixlAaUKbd4+p24JIRTQsh+Qesoj7oENBVvXAbyrHzEbvFvG5+WKbDWSyRQgtAK3ziOJn7b/CrtMgIK/rvvvntu8pRNAwyCXfgvvvjiIQxaULlbHJguxK/cchNwhzGLAHUvYkchkSGaObNtpR8AUH6K2qs0oCKUVfNNv2Etpc7PLgonvERAyRfEVf3ZhoWU6pIQa8/7tdde25qtQIZLoxr7y/vNR3Oe9pMwTOnvs88+IXgVPFIf4ZQthTd2qo+8/MX2EFDKSF7AhQtybrnlltib/66AgBPQCiC5l94gwFcrpmkNKBuQEKopAiohnBJCkBqRIGlAEW6WfKWQIS6EuuJO+bF2xJf39W/98W7TFgFl0JDWYrQIKANIp6QXrDXA8BT2dh2oBhGrWUazyp3zcosx899jH4FYA0o/kdYs1bdHExG13aL2KgJal8wRJ/Jg1VVXLS2i5JPS4LeVJTYC5J6IqrXnLM+777477NXAXsTM+il7Zw1oEQElvOqwCDOlIxki+aHwKQ0o8ak+FL7siX/S4E+KiRQ2ZfG4ex/vgvfKGX8IPPPMM4G02V2PdVFIaUDzNiARt4SwBJxNDwGmW5MsAVUY69e+M/jVJaCWWNq44nebtgjoaGhALWGG3JdpP+NypH5TBxo8GMjsAKJ1oHKP6wtcqgxOqXTdbvARgFzEbUJrB2P70S6t+nBRe9XGnCI/qXLQP2y/SfmRnWSOCCg4WVkifzwhoPJn7TkCkTzajTjqo9Zf0XsVAiqSWAUPEU2LQ558IL667YN4KSN/+uCvW+YiPMaTm2tAx1Nt93lZ0YBy8LAVHHWzjFCN14CyAYkvbM6RjY2EsAYF67733ntnrE3E6Eu3yhQ8Ag2BJKFp40y9kwflI+Vu7Ww+RUDRWrDwnnKnpp9s+KbemfbW1Dja16YIqAaYFAFlHagup4gHDX5r4GmqjB7P4CBA3cd9iI1IGNtn+qFEartq66k86bakusSGfqP4U/FaO+EiYsnvlAYUbPGT0vJdc801GbvUOXNU+Ns8n3LKKdnxxx9vkx3xjra3TAOqvBZhpoiVvh1H8uRDOwTUakAlb4Wh8uDPagg4Aa2Gk/vqAQKd7oAniwjBeA0oBJQD6CUgbVEk2FJCe8WhA6s1bW81oKl4bJxyV9zWLfWOf4VJuVs7688SUIQu62f1Rd7pdLhNM/W++uqrZ5MmTQpOpNkEAZVmgUgZ7OwAggYUo7VWMbmn/jTwBI/+b1whkCISbDqkD6b69miCo/w89NBD4erjVF40BV+3TYND3DdS8WMn+STyRDg0oKStD278iWTFBBSZyC7wr33ta3hrHb9kSSJnsarPBk+Jf1UusVCZbNyJqIKV/Fj5QVlTH6jgq/rIiy+2Jy9gRlhhU7ee4jjH628noOO15vuw3JwB2sn6T4qUNwU/zzzzJEssIZwnhETkJGAQOAqTjHDIUnFJaOb5kz2k0k5pyz71tGkrb2gtMEyFQwZFTFPhm7RT+sRZdgRTlXTBTTgj4O0AQvxosBnQMMJY8fI7NcDI3Z9jGwHq3vYNSstmnKOOOipbe+21+6rwyieawbwd45qCV3+oWgD8235TFE4fsyKW5AsCitGact6VF/y9/PLLrSPROIaI9LitDKNNXyK02EEGbVzYxYY1+mUfsOrvVfCQHLA4UDYRU5s+dorb2he9I9fJB+XUB3+VfBXFOV7dnICO15rvs3JzliRf3Z2cAUqREKp2Ch7hRtzzzjtvssQaDPSMPcVkDoEjwR371W+558Upf3riX2Fkl/e0/pQ3DRoioJYY5sXThL0V8DoKqZN4GQg0SCDQbfzEixZU7jG5J6wPAp2gP9hhUwSUEnH1ZtGVlKNRakt4uFI6ZdqdgqcP2PhTcctO8kmEkXBWlsiftHwQ0LPPPjvbf//9gxPT73zYzzTTTOG3DqBXH8WSd2Zm8vrmIYccEo5MKvuAVZls3CHRxD+lZeUg4UVMbRDii2WJdU+9I5dIg7Aaa5Rmyr/b5SPgBDQfG3fpIQJMv2Oa1oBqA1IZAc0TQjqLUlAgcCwJlL19SlhaAWjd4/c6BFSDBnGIgE4zzTQhT70moORBZSzTYOC3zEiw449BMa4TTcNbDBRn3gAjd3+ObQQgF+p3/V5Sm09mfUQ2bb6ldaxCuGw4iFDcb6y7fVc/EgHlt2ZTrNZSecEfJJQ/8nzHHXe0tJ/EKw2oJWN6Z416ytx7772BzJV9wAqzKniIaNoPWMqWCkv+FHcqfyk78EURYZd6qZwp/26Xj4AT0Hxs3KWHCEBAITOzzDJLR6lC5vRVSkTagJS3s15kUsI4ThyhKj9yy/Mbu0+YMEFWhc9OCSgClN36EFC0FSKmhYk25CghX6bBqJIc5ZAgZ7ATuVVYbXpKDbA2rPz7c/wgALko65f9goYlPMgqzs6MjUipyGHsnveb/pPqHyn/wktpkC82A33uc58bdhaoppkhnvjl76abbgpPTb8TP+Ew6sO8i/RZQou9jMhtmfwQZopP4VNPpS/ZhB/Cp8Jip7hTcaXswFdrdOWuNPXbn9UQcAJaDSf31WUE2AHPGr+Y7NVNNl4DCgGda665cuOVEM4T2sQnwaq8lOVRcaZ23SsO+yS+qmtA8Se/lmiiuRABZe1br4xIYhMaUA0SDMoMDHYAoTwMUhwwnqorwkrz0auyezr9gwDaKPW7/slVOicx4YnJyx577JEdd9xxIXDslo7xn7b0m1T/+KePf75JjkEsMcpXvBNeJBF/5AcC+utf/zrcF28VBpqCt3nWO4fVp4yIdpn8UJlSJNLGa2WAZBPulA0lh8qqMHXwUhjyIkxkp3Lqtz+rIeAEtBpO7qvLCDSxA54sIlTt1AhT8HnT7/jXoKUndrGZfPLJh1kV+cWj3KsuJ6hDQG389ugS1m6JgFrBOyzjXfihtMoGkCpJI9g1wOE/JqDYLb300iM0o9gzwJQNTvhzMzYRoO7V7/q9hCJ6yqclTdjdd999cqrdpiGHImutSHJehJdImX5LliiYyJa0n/y+7bbbsjXXXFNewlNT8HxAqkzUC/Lt4osvzj744INh/vmhuKeffvoRbtZCmJURPSsDrPygbPfff3925ZVX2miDvFHcwxwKfhCvyidvZfmSP38OR8AJ6HA8/NcoIEBn5nzHqoStKIuWgDK1VbQBiXgkdIuEULwOVGHy8iH3MqGq8OSZv6oGv+TX5ksaUKbLrGa0apzt+hMB5fzWTo0IqAZEO4AobrRD559/vn62nmBuB5+Wg7+MCwSQIUV9uJ9AkHxQnmy75eNZ6+Fxh/TVMcRVFQflQ2koHLLErtm0m5BEQnnq+CXlTwSU3yoTz9VWWy0QtnPPPVdewxOiCgHlms2y65eVN8U7LCLzw7pLNuGs8Nddd53x/fd8ViXsCpjyLwzlx5/VEKg+6lWLz305ArUReOWVV4Kg7XQHPAlrepp3pt8xVTSgElAhQPTPEj2cysiiBPsUU0wRxZT+WZeAEn+8aF/TZgj0XhJQSCI7YeP8pEtabEsdMIBIm5AS9GhnUtcM4tcOPsUpuetYQwACWtYv+6XMcbtWeyd/yEKtueS3deN3mcF/6sMtFU5ySuRJv2MNqAioyCdxMd0er6u3BFRxkp8ZZpghnEZw3nnntc7NJA6to9Rtc9jlGWFWhoeVARYHlY1zSzXtT1rEVyT7U/lRXqybTdfa+3sxAk5Ai/Fx1x4goC/+pjWgEFDWQ8aC0hZJgqlICMUEVGFsPPZdA2FVUtYOAY0X7TNoIPRfffXVnhJQyOC3vvUtW/y230UiNXjZAaQsUurEB4EylMauO3Vf1If7reRWO2encyULld/XXnstO/roo/Wz9EnfqYqDPtY146BwfMxyx7uIp574U99MrTPXGlAyqb6oetlhhx1CnEzFY1hDuummm4Z3Gy5YJP4hI5EHmrJPeAlWSpcfVn5QNpZSkX97ML7ylxdfyj5FQMuIcSoetxtS5jgIjsBoI4DQZaMPgq9Tg1DVGlAIaN4NSEpHUz9FpFJrQBGYTKvbtZeKxz4lyBXOuqXeybMGg5R7bIcwjsmtsGMpQy81oEyfbbjhhnEW2/qNYGeA0CBnB5CyCEVey/y5+9hEABJX1If7rdRWW2jJC5sxY3PPPffEVrm/IVQpgpQKIDml9PWbj1mMdq6LICNXRUYtgVbcdrOm4hTBmzB0Igg75s8666ygdeQIJ45gwlQhoPhD7ip9fqdMHgElv4sttlg4Z9puiKqDl9JL4SuZJT/+rIbAJ6p5c1+OQPcQQOg2of0kh5aAsgGJ9UdFZplllgnOEr4pv4ssskiYLjryyCPD1XnScKb8YsdAyJ8VyHl+sW9KA0pcTC/1koCSZlOGOmBAkDBPDXJ5aSlsnrvbj20EIElFfbjfSg+Z4pIMjAge7ykCygc66yWrfKRC/Kp+uEmOqb8JP33MQkBZ2y0ySf40fZ2SMZZIKowIKGF33nnnbK211squuOKKFrnF3objd56pQkCV7sILLxym/hUXWmTK+9Of/jQ788wzWzfG4V/llt+yZ4qAKt2ysO4+HAHXgA7Hw3+NAgII2CbWf5J1hAyHO3NNHBuQ8q7gVDE5KunQQw/NlltuOVmNeKLhO/nkk4M965Xi6e84AOSzqvaTsPjXYBDHlfqN/3jX+bTTTtsaoFKDQyqefrOTFlMDYtWBlHKACcYO5sHC/40LBKj3On1otEGxsyiWvMRT8OSTaWem4quYOoRKfUZT8PotDSinamCsVlF3xKdkTEqrazWMzEbxwX/66acPO2e0KgFl2j+eglfehY36/y677NI6GB831qFSrtVXXz1oUW+//fYQxBJkxVH2dAJahlB1dyeg1bFyn11AAAHC/cJNElA0C6eeemrIbdEGJBVnyy23DAe563enT76oq25AIi0GzjqD50ILLZQtuOCCw7KJUNRi/tTgMMxzn/6gDJBPEdCUoM/LuvzawTLPr9uPPQTaIRKjiYIloCJNtPuXXnopm2qqqUZkLXVY/QhPQxbI06ozByKcH374YYhKeWLNO++agrcEuUgDmiKgMSFGC8oyIbsOsw4B1RT8u+++mx1xxBHZ8ssv35IXFEL9X/IgFMz8Y8kVywG0Gx7/eX5NsGGvKf9Kd5hH/1GKgBPQUojcQzcReOGFF8KazSan4Mkv0+98MY/GPdAI9joEtO4a0DPOOCNbb731RlSLNBeDTEAZsERA29GA+kAwolmMCwvWJ4pQDUKBLelSm0UWQkbnm2++EUUQ8RrhEFngT0QychrxUx+9aFeZsbHhkCXSgFoCqrymZMzEiRMzXZd7zDHHhFNIYgK6xBJLZPPPP/+waf14k+eIjP7DAnkuHIh/0qRJgSTfcMMNrSDKa1FbQAvKDBl+4/y1Iip4SRFQyayCYO6UQMAJaAIUt+o+Aqx1QnBoyqlJDSi5R1AW3YDUzRJuvfXWGVNAVQ3CUoNB1TApf1q7lRocUv77zY58cwSNhHkdAqpBQdqkfiub56e7CNDfi0hHd1OvH7sleyJ1LB3CQNBiE089x+78hkwRV2qHesq/8GKpElPU1kBApQFN9amUjEFzu/fee4dobrzxxnBXPB8G6puKHy2oDJs6q66Vt1Pw77//vqLILrnkkta78hqn2fIw9AIBZSnB3XffHQh/kV8bTu8p/yK+8uPPagg4Aa2Gk/tqGAHOhNtmm22ya665Jkw5xbu6203OErmqV2G2m1ZeOLQATA1VNeTZ5rtquNjfWCGgOgcxNcjFZdZvDaY+EAiR8fNkgw5/dTeTjCZCKQL6zDPPhLXdMRkkn1UIqPzYuIvKKCJFn4kvzUCWpDSgii+P5CpOm+e4XtgYyukZ2KMkqGool8qoZQPEcdddd4Xj54hH/T9O06YBwad8119/ffAv2WH9FL3bMsqf0tVvf1ZDwAloNZzcV8MIsJaIr3WmQprSfpJFS+Sqflk3XLTa0X3729/Otthii9rh4gAaROoQtziO0fzNoAb51AHVdpqyLF8aFKQBKfPv7mMHAdV5XSIxmghYkijyotNARJ7YGMlyG4ymnovyLHKWRw7jsPQZpRWTXqsBJX8xtnnrTNUPSUv5sXbYs+SIE0U4n1lT9tiXGcr1yCOPZFdddVU4UxT/K6+8clg6cOmll4bgagsqV16ckGBm4Chbmd84jtTMjOow9uu/ixFwAlqMj7t2CQEJJ6Jvav0ncdmjSuyieNz61XCYO8eGdGqkAc0bHDqNv9vhIc4Icg7BxtSpPw2QDNRPPfVU9rOf/Sw74IADMpZDsGHBzdhFQKRDbWAQSmrbtvIPAeVjXISNWSFkAx/V+igrKptIqiW3Rf5xk99ppplmmFdkCZs5WQ5D/uJ1mnkfuco7kWkmI4/gcZ98nUssyCubrB588MFMGtCZZ545W3vttbOf//znQaEhIpiXpgrJNDzlSy0RkJ+8ZypuLRvKC1PF/vXXX29pcKv4Hwt+/BzQsVCLA1QGFo9zNJJ2U5L1JjWgg0hAm6o+EdCqGpCm0m0qHhFnBgbKYLXZZWloUFhppZVaRzExqL7zzjth161OCCiLx90HDwGtoRwkAiriB9qQJsgjm4H4GBeJU5vGr8hlUe3IT53+zywDZC6eLZIs4U548scmJbvusgoBlZJB5Yjznmcf+9NvlYuxQx+pkHTupEcDevPNN7cIdVnciy66aDhOD1lT5lfp66n60W+eaoPWru47HxssTfjGN75RN+jA+ncN6MBW3WBmnCvYfvnLXw77om+SgFrSUmcKdzDRHJ5rTcHbwW24j/7+pUHtvffeq3w4tUrER83mm28eNkFcdNFF2aOPPhq0oLg3oZ1QOv7sPwSkQaxLJEazJLaPkn8dQG81oCoPxEtkrijP8iOiVuRXbvIbE1CdqME6UMhVOxpQ5SdF2JR+nacwg3wqbjY+LbDAAhnHK3HNZ9W2wDgB4cPUzV/KvzSvdcpj/eojRMTauo3ldyegY7l2+7BskAGmSO2UUpObhSwBtdNcfQhF41maccYZw8L6OhugGs9EBxFqMISAxgNiWbRcDnD44Ydn22+/fcZRLwyYGig6HRzK0nb30UVApMP2/dHNUXnqq6yySnbggQeGtZUQPJ0GgiwU8dQT4iXCVRSz/IioFfmVm/zGslIElJ3w5I/ZCbv2UR+LikdP+uE3v/nNjNkHaWRVDvlp9yn5IJJGOrrpjmuSmdJ/9dVXQ/RV0lTYKn5tniVX7GwbmmI7pln/Vd6FlZ5VwowFP05Ax0It9nkZmOJhsTh3s0NAOfYDwca1bJCGJjWVdhCKhWqfw9RI9viqzxscGkmgi5Eo3+1oQFPZ0kDhBDSFztix0/RnXSIxmghwGDqngJBn8o8GlGlv++Gk9gtJxJ0p5iIj8iJSWeRXbpK9sazkpjUIJ/e1s5aTfMovYdVXFY+e+PvRj34UdtWLEDdVL9wlP+ecc7am31dYYYXWh+r6668f8svsB6ZKmksuuWS2wQYbZFUuK1H5eKpe7G13fAQ98MAD1lvynQPw77nnnhFuqjs9R3gYoxZOQMdoxfZTse68886MQ5a55UPToQgnOj7Tpk0a+1UaC9Um0/G4mkdAgxoEtIm6k8bGCWjzddVPMUoDOkhrQIUfREkaUG3GFMERiULzx1FDrA9MmSeffDLIVxE+aQpTfmM7+U31N7SgELpbb701kC5LbBUujk+/ybvIlMojt3afbDhabLHFwhmexGGP7oO4r7nmmhlHWWGEXfiR8498HXvssbUvK1F5dB0y+eDikRSxjJPmVAPuo4+NsNIzdh+rv8ftJiT7NVelciE2DGh1w1WJO+WH9Pir0pFS4evaabBGyLAzsIphNyJTH/fdd98wYRCHhYBiELSWDDDN2jSe2shCeqwPsvFrgLJ2+OumIc1epSftL0RO790sG3GTjs5h7DQtDShcO8j5gCncaKf0i5RbXvp1/cfx9LIObdoQqzrlJKxkRt1wNt2677QB9a26Yev61+APAZLMUp+nzN0oN+Wz5Ktunov8Ux7qDA3nRhttFPKvDzHKSHm0HIUPM9xirA866KCgcVx66aVDUmy4i/3k5UFrOyFQMXYczcSUNnIbjEVS99tvv1Ze8+Iln2zwweTJeeJEdtQxyAgR7VlmmWVYnpmSZ38BBu2kLQ8YY9Rmwo82/4EHBuyIjzpkUxPjoNJUOvqtpAiLRjm2lzvjY56b/OQ9eyGn6tZXXl5lP24JaN31GnztoL2rG05A131CPGlQHDvRC6OGReeWRqEsXe5wZz3OG2+8kduxP/jgg+zyyy8PUUEspAHFAqHeNJ4SDsQPfjZ+dWxrh79uGsoogdnNdIib8rIGCwHXqy9pBhHai8W93XKqDVI/DGCpeqJf5LnF6epjh12zqbhi/3m/aTedhM+L19pTptjE7Td2T/2GSFAX3c6v0iaPDMA6ckf23XrS3igj7Vv1y602GH53o9wQQcqn9tlk2cCPjT6c1jDrrLOG/IsskR7lkbaR38hcrc9UPtg9j58TTzwxyOE6dSGilJLFK664Yvbiiy9mrG8kT6RBfrfaaquQThHWkHa5x+1R5WNskx+VpexJgi/jAAAwoklEQVRJ/StMnGdm1Lh6mdm2OG7KCX5qM2XpFLkrDvLCH5gsssgi2WGHHRbqEXlB+THKq+JjLKC9xvY6YSDlprBlz17IKbWXsrxUdfcp+KpIub8RCKgjWlIZe7rgggsCQaGj0rmsdlVf1HGYTn6r4xNHN+LvJG8ethgBS8KaqDtpy9ROi1N310FFQPKn6cGxF3jwQcUUOkangajdavZr4403bmXl0EMPDWvpZQG5g7yypp619XWPG4PEYVL9bbvttmtdkEGeIKAsE0CWlxnqQh/BELSmDNpUyoxCSPjYuFnSRdrdbAtKF8InAsqB+nyI33///TY7I94hximFhOyE2YiAY9TCCegYrdheFEsDuwaAOE06G1durrvuumE6XF958kcHbtro6xpBZBeJN52Ox9c8ApaAzjfffI0kwMCpdtpIhB5J3yGgO8vjw9T7LqOJDEFmWLeI3Jo4cWLwIQKqJ5ttzjrrrODG1cXrrLNOIIZ33HFH0E6i2ZNsPWhoOr6OEQHVNH8cVu6QyK9//evZDjvsEHtJ/qZcIlMibEmPNS1FlJnpSZlvDk3D3zq0ZrXJNON0VC9gg8wiLT4eWB5Qtg6UMVG42HhlJyJq3cby+7idgh/LldqrsmlgzyOgV1xxRca6Jb6kOZdRQlL5yxN6cm/nKQ3obrvtFoR6O3F4mNFBQAR02mmnDbtTm8gFg0Ve+2wifo9j9BHgBhlMfJ3k6OesPAeQF0jHhKFd8Wr/IjhWc7jsssuGyPiwZrr39NNPDweWq8ySrVpHXZ7y331Ii0c+IEex0fQ/edpwww1j59zf+EdTiVF5cj3XcGAXPMZiY4Mj/3WIvrVv+p0ygR11xqweHxCLL754KQFFFsXT7+RNBFTPpvPbr/E5Ae3XmhmAfBURUL7K+WpHcPJ1SGfV+W0qWjcJaDenYJR/fzaLgAZg7sDOG2DqpshAoXZaN6z7HwwEWIOORkztZzBy/fdcSlOnHfDYirDJTXbcn85GI877XW+99YKmDyJK+bVuv+6sErNTxJdnFJ/NS55fa2/lb5Upexu26B2c0AKzAWk0DXUkDag+cJmGP+SQQ8Itf3ljGySfsTE2Ip511u/GcQzib5+CH8Ra65M8q+PpabPFocDPPfdcOBgcewSZvtLlTzsw9buJp6bgJcSbiNPj6A0CkE60LE0ezeUEtDd1N5qpQMCkCRzNfLSTtuSU1n8Sh8ie3BQvJ46ILCLnmJrnCkrbXzRFrTBlz5lmmimQ2Tx/0oAqT3n+Ynubd8UR+2n3N1pQLQ1oN45Ow1E+8qA1oMQHAUUbWrQOlLEyNc0uAppy6zSv/RzeCWg/106f501TLKmpm0mTJoXr0XQ0SK8IqKbgrQDscxg9ewaBY445Jpt//vmNTWevaGIuueSScF/0UUcdlV144YWdReih+w4BlvkM4vpPgBSxK9OAFoFuSWfTxEzx1ZWn1n+TGtAiHHrptuuuuwaZgtbd1iGbo/LWgTITg/YTbXWstBHxFBHtZVlGMy2fgh9N9Ac8bU1txp2JqzbvvvvucMiviggB5UgmGb7gsWu6w7kGVAj7EwQgoOwO5gQGPk6mn3761s5eR2hsIMAH8KBuOBR5sRpQkTe5ldWSne5GpjZpRECr5kVpqwz8bloDqjRG87ntttuG5CGgWtPJ2FO0DtQqaiCctt409a7naJatl2m7BrSXaI+xtPIIKNpPNBLs1pRBkKmjYsdXu8ii/DTxhGTYjt1EnB7H4CKggZCPJAaAd999d3AL4zlPIkC9DqqWDWJHG+UMUBm12aqkT/IO/03jIPJYNS8qg/KEPFZ55DaWnhBQWz6m4Z944onWbU22rDEBtW7SgCKnYoWO9TfW3l0DOtZqtIflUUfRk6Q5VPnqq6/O9thjj2EdM16UHf9uKttOQJtCcmzEo8GBqS8OpB9vGoaxUYvFpRhkAsq659lmm601jUtJ0WLywZ531FCMhshe09pP0pEGVP0oTjvvtwirCGyev0G333nnnYcpVrQO9Le//e2IjVJ2nBThVPmtcoa9EpwEMh6ME9DxUMtdKmNKA8q5nwjELbbYYliqdooM924S0Ka1AMMK4j8GCgENzmT6ww8/bO0WHqhCeGYLERhkAvqlL31pxBQ1RJKzTXWVZWHhhxwl77pJQEUoy/IidxHWQTyZQGWo8px77rmHeWMtLx8Od911V7im2jpaDSj1q3Nf8cPHMcoTNjFR7+OFgPoUvG0h/l4LgRQBZQE2V7jFO9y5Pk8GN7twXvZNPNkRevLJJzcRlccxBhDQQEhRWG+MFgIi6mbsIDDIBJSbjfbdd98RlWHb7QjHyEIfWd0koHXyQ/bkf6wT0Kgqwk/WgUJAYyMCSn0df/zxw45jgoCyPh3z6quvZjvuuGOm823jeMbSbyegY6k2e1yWFAFlswc7AWNjD0jmuriUnzhMO79Ze7rEEku0E9TDjEEENBDaorFr2s3YQWCQCWgTtSACGn/0NxG3ptDrakCVp/FIQJmGf+yxx0Z86GoK/jvf+U728MMPZ7/4xS9aVcQU/Mwzzxx+33fffdkNN9yQPfvssy33sfriBHSs1mwPymUJ6HHHHZe9/PLLYfF1anrdakBPOOGE7Oijj+5BDj2J8Y5AioBybqSbsYPAeCegmoLvxkc908KrrLJKFk81l7Ue9TsR2DL/Y8ld60Bvv/32YcWSBnTllVfOVl111Yxj4VDYYKQBZU0wp8hg4nWiwXKM/XMCOsYqtJfFEQFlQD/llFPCGYt0qNT0uiWgaCnt717m2dMaXwhIE2NL/dJLL9mf/j7gCDCwp+p5wItVOfsioFU3LVWO+B8ezzzzzGzJJZesFUz1MR41oKzrnWqqqbJbh+6kf+edd8J11IAnAkp9HXDAAUFDetJJJwVc0YCiuGGmUAS06SMKa1Vgjzw7Ae0R0GMxGRHQF154IRSPqzfZZZzSgNopeH0dj0VMvEz9hUCqrTkB7a866iQ3nG6AHBIJ6ySuQQ0rstcNDWi7mGgTzXjUgILZUkstFQjoD37wg2z//fcPMFoCyo1W7KA/99xzw42BaEBR3FCH0oq6BrTd1ufhxgUCWtPy4osvDitvmQZUAnNYIP/hCHQBASegXQC1j6K0g3ofZaunWRH57pYGtJ3C6MrQ8agBBa9FFlkke+SRR8L101pzHrfVnXbaKZtuuumygw46KEzBs4nMruOtogH905/+FI49bKeO+iGMa0D7oRYGNA/SgNIJrElpQCGdrI1ZeOGFx/V0mcXJ37uPQPyxg2bm7bffrpUwAwcaCjf9h0A8qPdfDrufI7VxJ6Ddx7pqCsz4caQSF1/oBkA9RTIh50zFc2sg7RjFjdxIpwoBvfTSS7NddtllYM83dgJatUWNY3/PPffcsCMjBIXugtdvPVMaUNwuvvji7LLLLpM3fzoCXUeAtVjWfPGLX2ytybL2Re8HHnhgttlmmxV5yW655Zbs1FNPLfTjjs0j4AT079fNgmw/TcEz9Q4hHq8aUI2BloDyDsGUxpo6W2211bKll16a1xEEtGwKnnWjjz/+eAhb5jd46sN/TkD7sFL6KUt0GjrJ+eefPyJb0oDioBszeFfn492NIzCaCMwwwwzDkuc3N42wdrCqYQqN6/WefPLJ3CC/+c1vsosuuijX3R26g4AT0Cxc47nllltm8847b3dAbjPWtdZaK1tsscXaDD3YwXQm6//93/+1NKBsSGIDbmyYgsc/yxaqakA5y3iBBRbIrr/++hDdoN7w5gQ0bg3+exgC0n5yv3us8dQaUAKcdtppYVE177YT8duNIzBaCOhwZ6WPBpRBoc5h9JoKK9LeMwBAbN30FgEnoH//4OdA+347WQRiteGGG/a2QfRJalYJg7xhY1EeAZ199tmzRx99NCxPs2On5E6qSCwjYjyWEqjIbyp8v9g5Ae2XmujTfGjHMEctXXnllcNySeNff/31w60Pyy67bLbCCitkaJj6aS3SsAz7j3GHQExA9bvqNYcAJpJD+5fAj4FkAODPfpTFfvx38wiobuy0ZvOpeIyOQD0EpAFVqNVXXz3jfnguYUkZzv/EWAJaNK3+xz/+cVg0rgEdBof/GCsIcMQSpJJ1KqeffvqwqUu+wFjjo0F90UUXze68884RdxuPFSy8HIOHAG33Yx/7WCvjaquxAG95SLxALGebbbaMMKz1TBlpILTRIOXH7ZpHwAlo85h6jJ0jYDWgxPb73/8+bGRMTcHb1ERAuXlKMsW6613ySx9eRX4Vph+frgHtx1rpozzRcWaaaaYwvc50PGvdZND2pI65kbs/HYHRRoCB4MYbb2y1UwgpRpr9KvlDu8CxKhwwnTcNrwHACWgVRJvz4wS0OSw9puYQiDWgipnp9iIjAspSIdacf//73096FwG95JJLgrvkT9JzH1s6Ae3jyumHrDGgcqQEN2HMN998Ya2n8sXxS3kdTX786QiMNgIIfTQFHFczceLE0Ja53aWqgYCi6d9ggw2CBlTC34bXFJivA7WodP9dA+943W3dfYQ9hXYQiDWgiqNsoxiyig/dL3/5y+G0Du6LTy37Qc5w3CHniGLUD5TOoDydgA5KTY1SPkVASf7b3/529vDDD2f33ntvxppQ1tHNM888o5QzT9YRqI4AGoUddtghEEluKXnzzTcrBxYBZb0zZ/vFa6GJSAQ0PhO3ciLusS0ERPj7bQNOW4XxQGMGAT54ta5TS4BQ1swxxxyFZcT9hhtuCEt+5DH1wYsdx27pw0vyR2EG5ekEdFBqqsN8vvXWW9l2222X1R0gEfCTTz55SH2VVVYJHeM//uM/wi0PWHIUhBtHoN8R+PWvf53tueeeIZtoJzhDr+pRTCKgrN9aZpllktPw0kCIEPU7HmMlf3wgs14uT+M0Vsrp5Rg8BNBQMuuCkob3K664IrTVKiXZY489sjPOOCN4TRFQjoaDgOqqU8mfKnH3kx8noP1UG13My9NPP53ddNNN4d7Z2267LWgvqyRnNaAf//jHM64Pu/3228MgTAfQpo4qcbkfR2C0ELBrlbVsBBJaxSDcpWngWBnWZv3ud78bFlQDQGqwGObRfzSKAITftZ+NQuqRNYQA6zn5YGU6nanysvWfNlk0qPKfkinPPPNMmKrHHxpW14Ba9Py97xCQZobzw771rW9lP/vZz0rzyKDKRiMr4Ndbb73QmW699dbS6YTSBNyDIzAKCOiq2KoEFOGOoMcwC0D4eDOSBoA6xzuNQtHHXJLINdaou3EE+g2Bo446Ksy6MPNy0kkn1c6ebraKCSjXAj///PNhTwaRogXVB3DtREY5gGtAR7kCupk8h22jqseIgLKTnYNxX3vttdykmZqkkXNwLsYSUDRJTOVj+LJz4wgMGgLSgFa5352+wp8IKM+11147+9WvfhXsVXYnoEKimSdEvmiJxAUXXJBtu+22GbM5TkCbwdxjaRaBTTbZJJtzzjmDwoZnXcPSN2Yd449atJ/0DW1ogoBK/qTSeP311wvdU2F6ZecEtCbSVDTTcE899VTNkL31zlcTmyZWXHHFbNNNN201YhovpoiAcuvRSiutlO29997BryWgWBAfRzMtscQSwd3/OQKDhIDWC1YhoBLsmoKnnPR/PuxYioKBoGqnajxYBA/+rzICHL7NDTrIFtbMpQwbIffZZ59wIgGbIWP5lArjdo7AoCEA+aRt85Fl9268+uqroSgTJkwIT2RTSgP60EMPZbvvvnu23HLLhTO88czSIeRVv5iBJqAI/Vg93W1gqfwHH3ww7AYvSouvjm5XNOcbouaPDdd+bb311tmLL74YrgC7//77W5pQ3jHkL2UYlCkf2k/uv+bLLdZ0okFi8OWOeDeOwKAhIAJaNAV/2GGHZVzCkCKgCy64YNiMp2l4CX82HGjGYdAwIb9FGsdelIczPVmrft555wVCD9GMr/8lH5zCYY1rQC0a/j6WENh1111De19++eWzn/70p4FToDxiGZDODEUDqluTeF588cXZGmusEY6No69AYhnvCfe1r30tO+ecc/oGooEloNdee212wAEHZMcdd1wgYXXudu4EfR3fwgHteQYShwaRabpuGo6DoTFZIY0Q33777cNB25xbiOHomGeffTa8i7DTIK+55ppgZ/+hfeAYCAwD9DbbbNNq6NafvzsCg4pA0RQ8coRD6s8+++ywTjpFQCk3Av6OO+4IEIiAsiFvtDWgfJRef/31IV/6AEZL+O677wa7vH+Uef755w93Uuf5SdkjQ/baa6+UUy07BlfOGrYzM+eff3526qmnjojnvvvuC3aTTTZZqAdmetw4AmMRARRJN998c8ZV1wceeGC25pprBo0oM5AybHBCMcah9V/96lezfffdN1z5yS56ZNRCCy2UcQrO1VdfHT4yjzzyyK5zE+Wt7DmQBBTNxN133x0EH4QJwZ83XVMGQF33KgSUBcJs3mG3bDcNgwbpiFxCRL/zne8E7SzT6GyYkEH1zqJmhDa75hD2+GUdldWGPvLIIwoSnrahD3PwH47AgCIQE1CI2mOPPZYdeuihQVifdtppoWRMfUnbZqfgcZx77rnD7AJ9R+urmRKDgIq0jgY8DDp8lJMHbm86+OCDs29+85ut5TR5eUJeMHPC7EeeQdYgM5BvMnxkQx4vvPDC5DQg/iCMp5xyioIknxdddFGYzbrnnnuGuXO1b2zQjC6++OLZCSecEAgq724cgbGKAASTTUzMuDDLQvufeeaZW8Xl/a677sr4YFtnnXXC0hRmEVZdddVwFinHx9Fn+aheeeWVw+zNL3/5y9KP0lYCXXwZSALKYME0GISKTTFoG6mUXkwhiYDy5FpKviquuuqqjPUWaBnIgwQ0z5dffjmsxWQg2G+//XKr8tFHHx02Zc/ygqIpQjSfIp5oCRhE2W3H7nSEPWuo7L2zDEgbbbRRwIopKxroj3/84+zxxx8PDZWzPcm/8q6M2oYuO386AoOMgAgoQniLLbYIi/nXXXfd0CdYd/Xzn/88FI+PNp0dqvP2VG4tS8EPgwN9CqInMit/vX4uvPDCgUwzIHGE2rnnnhv6NB/suraS5yuvvJJB9ljLjgxAc4rhoxk3aXVt/iHjaDy5nQUD8SY8eO6///6B8HJ+IcRd2leWJHDqBqT48ssvt9GFd/wRr9amo+2xBrlI3JzawfQ8U4ykyeDKnxtHYLwgQN9G0Ya82XnnnVvFRklEP+I8XGaFtTZUHqaddtqM029QPqGw44MNzShrQyUT5LfXz48NEaaPep1op+mdddZZ4QwsAMRArn7wgx9kqJa1vgt71M6sh4gNFbnYYovF1oW/EX4MVghd4mWgAroYPnbJoi1h0TCDFiQZsso0OIa0taNWCUI0EbRf+cpXgn/sUakTjoGNeIiTJ3/csIBWAY0nU4EMCrPNNltY8wk25BODdoZrvWQQ7uT3gQceyFhbgqE8EOOf/OQnIV4aMm4QVFT3qWl6xdfpEwyFS6dxVQmvsyC1YaRKmE799LqMtBM0Vb3CNa8fdIpbXnjaPoK2U8FJf2GpDMKY2QBuR0JjCGGjTyBb2GxEP+ZDDqJptaDgO8ssswSiRv/lI3DLLbcMU1+sH91ll13yipC0pzy68MF6qKtNhcwtP7ReDEN8yBuROgYmlhhoGU7wZP4hq+Q244wzDtOy4A15glxCBlEHaEwxlB0MuZeaPwgsmHHtKR+1/OaDGGLKdb7UIemAs5ZOTT311KE+RHy5EYb17chv1q0z24OhD9N/uViADZa9ML3uw5SRWSr6ca8MdaKPhl6kSV+iHnuVpm4jisfrbpW1KTlVJX982G2++eahr6dmDBjLOb+bJXvMijLbwEchS/Q4TaKOoU1q7WmdcHl+B5KAHn/88WHA0NQLjQrSBPu3Wj+EH4IqNmysYQqtjkEzgMaQCiA8AxCDE52IaSmEKYKWPwlpiCrCmnUc0hrwJZIyqNnxL0M48kgaCGX+GIx4kjaNAIKIVpNpN7TCaAQ222wzRRGeCHC0C+Tz8MMPD4JtmId//IDQ8nVFXhH+hGEQsoQ+Fa4TOwYxu361k7iqhBWBqDuoV4k7z08vy4iQRRtFG+mVYEfQ0v96RXgZnJmGKpodyKsLa48mjfYAucgzHFkGeYNorr766iO8MevC9DPyAIFOXGgn6D8s9q9j6Aep3dxVdurbdNByMAih3aT/QkAhiBzZglaU5UpcSzrDDDOEP7SJyDSW3jCTRDg+hG+55ZYkAULbwvp3yC31gNyDcE811VStbBCHneLjMG6W+lx66aVh1og+QVn5uOYP4gsxve6664IMBE9INPmXIR3yyEwTMvSQQw4Z9kEgf9140sZp370iLygoaEv0416ZXsopysS4ghzulfxXPx80OVWl/pllYGznA5j+Hhv6KzOczMJKXiO7OOg+9dEbh7e/8+SU9VPnfSAJKIQLISkNKB2VhfDHHnvsCO1iCgy+vvXlnXJP2SF4CQMh7IVBINBYOtX0VM0rAxfknU0AvSIvpKnde1Xz2Yk/fZzofNNO4qoatpdlpL3QThmgezV4MVjSXno1kCAw+fiym1Wq1kW7/iD1nRLesrQhw3yExoYlPHUMxJK6lyazTth2/NLm+Cjo1Ucd7Q0CzcYqPqp7YVAGUL5eEVDIPPLfKiS6Xc5etHGVgQ9lPuogTnU/sBRH3ScfS9Rfr9oMu9T5sEIh1SvTizoExyZvP8z//O8Vam2kw1ez3W3KO19U8dR2G1F7EEfAEXAEHAFHwBFwBByBLiMwkASU9Zvs1kS1jIaQBfRMR7txBBwBR8ARcAQcAUfAEeh/BD7R/1kcmUMW07Oo/ZhjjglrLFkrxCJcN46AI+AIOAKOgCPgCDgC/Y/AQBJQYF1rrbXCTTys6WCdnRtHwBFwBBwBR8ARcAQcgcFAYGAJKPCy+J0/N46AI+AIOAKOgCPgCDgCg4PAQK4BHRx4PaeOgCPgCDgCjoAj4Ag4AjECTkBjRPy3I+AIOAKOgCPgCDgCjkBXEXAC2lV4PXJHwBFwBBwBR8ARcAQcgRgBJ6AxIv7bEXAEHAFHwBFwBBwBR6CrCDgB7Sq8Hrkj4Ag4Ao6AI+AIOAKOQIyAE9AYEf/tCDgCjoAj4Ag4Ao6AI9BVBJyAdhVej9wRcAQcAUfAEXAEHAFHIEbACWiMiP92BBwBR8ARcAQcAUfAEegqAk5AuwqvR+4IOAKOgCPgCDgCjoAjECPwsY+GTGw51n//53/+Z/Zf//VftYr5zjvvZJ/5zGfCX62AbXr+2Mc+FkL2qnr++te/Zh988EE2zTTTZB//eG++S0jn//2//9cmQvWDUT7MFFNMUT9wmyF6WUawpJ3+27/9W/apT32qzRzXC9brdkq/5Y922ivzL//yL9n//d//dTW5T37yk9mUU045Io233nprhF2RxXvvvRfq/nOf+1yRt0bdetnGuXr5D3/4QzbVVFNln/hEby7y62X5qJgPP/ww+9///d9ke2i04kxkvWjjSo4x7e23384mn3zy7F//9V9l3dVnr+XUX/7ylwyeMe2003a1XDbyXtQhN09+4QtfsMl29N6bHtxRFpsPjHCuK6BPPPHEbNlll83WWGON5jPUBzE++uij2dlnn50ddthhQTD0QZYaz8Lll18e4tx5550bj7sfIvzTn/4U6nD77bfP5ptvvn7IUuN5uOaaa7I77rgjO/LIIxuPux8jnG666Wpl68wzz8zmmmuubMMNN6wVblA8P//886GN//CHP8zqYjMoZbzhhhuyd999N9tzzz0HJcu18slHxBFHHJFtvvnm2RJLLFEr7KB4vu2227Jf/OIX2Y9//ONByfKo5LM3qq5RKZon6gg4Ao6AI+AIOAKOgCPQjwg4Ae3HWvE8OQKOgCPgCDgCjoAjMIYRcAI6hivXi+YIOAKOgCPgCDgCjkA/IuAEtB9rxfPkCDgCjoAj4Ag4Ao7AGEbgXw4aMmO4fI0VjU1Ls88++5jdoMPuNnbsTZgwIWM33Vg0k002WTbLLLP0dAd1L3Fkty474Gmnvdpd2svykRa7+2ecccbw1+u0ByG9z372s9lss80W2sEg5LduHpFNU089dTbrrLNmyKyxaOi7M88885jdZMWOdHbAT5w4MaO9jkXDqRYzzDBDqMexWL6myjQuj2FqCjyPxxFwBBwBR8ARcAQcAUegPgI+BV8fMw/hCDgCjoAj4Ag4Ao6AI9ABAk5AOwDPgzoCjoAj4Ag4Ao6AI+AI1EfACWhFzLhhpNu3oVTMSlveuFnjf/7nf1p/HAZsDb//+Mc/WqvWe5Fby9MovnAzDrdOxKYo30VuxNNv9c3B1HH7s/XJe+wOJv/93/8dwxJ+l5U/GahLluSb21/yTFFdtOuWl9ag2xfhMQhl60ROUb5+Ln87cqqsTP1W3nbkVJEsKnIbjfb8/vvvZ3m3ExbVRZFbkZwejTL2Ms1xeRNSHYC5eeOCCy4IQRAg22yzTbhppE4c/eD32GOPzd54441WVthwtP/++4ff1157bcbNDSzw//znP59xUxBPTJFb8DDK//72t7+F2ya4UWP55Zdv5aYo30Vu/VjfL730Uigj+wVZvI/hys1DDz20VV5eVl999WzNNdfMwIQbcfBDm11yySWzDTbYINN1dEXlHxZhl38gyC+++OLs6aefzli0z0a/ddddN2wwIemiumjXrctFGrXoi/AYtUy1kXC7cqrfy9+OnCoqU5FbG7A3EqSunCLRIllU5NZIhmtEcu+992bcUMUYCSlebrnlWuNNUV0UuZXJ6RrZG1yvQ4OAmxwEhrRKHw0N+h898MADwcdDDz300V577fUR9oNkhjrMR7vuuutHQ3cofzTU6MOfyjDUQT4aIqLBDbvzzz8//FG+Ird+KP8rr7zy0dCVbqFst9xySytLRfkucuu3+h662/2joWsnQ5v77ne/+9HQXfatMj744IMfHX/88a36pF6HtEfBfegKuI9+8pOfhHY6pJEIbfiJJ54IbkXlb0Xeo5fHHnvso8MPP/yjv/71ryHFm2666aOhq+vCe1FdtOvWo2L1PJkiPHqemQ4SbFdO9Xv525FTRWUqcusA/raDtiunimRRkVvbGW0zILKVcZ96xCBT99hjj4+Grj4OMjaPI5TVU5GcbjOrAxfMp+ALvh3QGDIltPDCCwdfCy64YNDSPPPMMwWh+s/pzTffDPmecsopwxcc2iYdYTJEAjLKhRt2K620Uvbwww+HaYYit34o5bnnnpstvfTSIzTSRfkucuu3+n722Wezu+66K9tpp51GwP3666+HIz6oS77K9cTjI488Er7Qqc+pppoqW2SRRbIhwhriKCr/iES6bDEkLYPGk6OVMHPOOWdGmdEwFNVFu25dLs6oRV+Ex6hlqo2E25VT/V7+duRUUZmK3NqAveMg7cqpIllU5NZxhmtGMEQ0s1VWWaV1pBIylePu4AFFdVHkRhaK5HTNLA6sd5+CL6i6IY1hIGbWCw1vSBNlrfr+nY7A9OsJJ5yQDX3FhfM+t9xyy2ymmWbKKOOXvvSlVhkgohAApm6L3Prh/LZ99tknEC+mcK0pyneZG+W3ZjTrm/Mc99577xFrO8kfBHRIc5gdcsghYe3uAgsskG266abhI4L2+YUvfKFVDMr0wgsvhN9F5e91nc4333ytPPJyzz33hHNoIc7kM68uhjQLbbkNS2wM/SjCapCK2Ymcymsr/VD+duVUXpmK2v9olLcdOfXpT3+6cHzpJznFubMrr7xyC9qXX345rDXmLNpXX321LVnEuvciOd1KbIy/uAa0oILZGBEf6M3vv/zlLwWh+s8JTRNCYrvttgvrBjmMfdKkSYFoUkaEgYy0UZSxyE3+R/OJ1i9livJd5tZP9S0tdaqMkEUI3A9/+MNszz33DF/iV155ZdiMRX3bOuVdbbao/Kl0emXHGqvf/va32WabbRaSJJ95ddGuW6/K0ut0ivDodV46Sa8TOZXXVjrJT1Nh25VTeWXqt/puR06BLeWwcmoQxh42WZ199tnZOuusEy5EKKqLIjc2HhXJ6abaXr/H4xrQghr6zGc+E7RM1gu7irURxNr38zsbdPiTWWONNYK2iSmvuIxo1TCUschNcfXjsyjfddwoW7/W9ze+8Y0W9Giyl1pqqezWW2/N1l9//WBPPWrgs2UoKn8rwh6/sLifvA+tU86mn376kHqcTyxVDm58UjtVVqu4ye9YexZhNUhlbUpOUWa1h34uf1xvatMp2WvLVNT++628eXKKfNYpv8VmtMqI5vOMM87IVltttdYGpLgM5E1tr6ieCIfJk9PBcRz8cw1oQSUz/cpUgDX8ttOb1q1f31lPM7Sou5U9puP5o3xxGSkf2jW+RovcWpH14UtRvuu4UbR+rG+mb4Y27GR//vOfW+hTn7RLtBHUn223tgxF5W9F1sOXX/3qV0Hzufvuuw+7XjPOJ1lSOdp162GxeppUER49zUiHiTUlp8iG2kqHWepq8LjeyHOe7LVlisNZt65muGbkRXKKqOJyFJXfutXMRiPef/e732WnnXZa+MC3p63EZSAxtb0itzI53UimByASJ6AFlcSd2mzwYCMI6nKmCYd2/IX7xAuC9Z0TX1mXXHJJ+NpiUxXkhXWfHHuz2GKLhQ0qv//978PxPTfeeGO20EILhTIUufVdIU2GivJd5DYo9U2b5IMCzSHtkkXyTF/bevvNb34TvsTfeuutbOgUh2FubEhK1beBsCevrPm87777sh122CFMt0Oo+aOPFdVFu249KdQoJFKExyhkp+0k25VTg1r+dmXRoJS3ipzKk0VF2LTdwNoMiHw966yzAvmca665goxCTrEWt6guitzICmXMk9NtZnXggvld8CVV9txzz2XnnHNO0BhONtlkYaPHxIkTS0L1lzMD+mWXXZYNHcUT1n1OMcUU2bbbbhvWsJDTq6++OpBS1hzNOOOM2be+9a2gAS1z65dScublHHPM0ZoWKct3UXn7sb7RJOy2227ZYYcd1lr+wfIJtIdvv/12WEvFTveNNtooaEDZQIbAhGQyCCy77LLhjFDVV1H55acXTzZQsaYqNtijPSiqi3bd4rTGyu8iPAaljJ3IqUEof105VVSmIrfRqu+6cop8FsmiIrdelvGqq64KH/txmix3WnHFFduWU2VyOk5vLP52AlqhVtEysWhYh7NXCNKXXhAQrE9hmic27HznD5IdmyK32G8//S7Kd5HbINU39fmJT3wiEM8Ye77S+aiAhMamqPyx39H8XVQX7bqNZnm6mXYRHt1Mt+m425VTg1r+or5YVKYit6brpNP4iuRUUfmL3DrNU5Phi+qiyI08FMnpJvPYj3E5Ae3HWvE8OQKOgCPgCDgCjoAjMIYR8DWgY7hyvWiOgCPgCDgCjoAj4Aj0IwJOQPuxVjxPjoAj4Ag4Ao6AI+AIjGEEnICO4cr1ojkCg4QAG6t0RJierLtmNym3yaQ2LJWVjx32ukr3iiuuCPFzMkA7hrP7lK+8JzejcJIE7i+++GI7yXQUhutMN9xww1pxvPfee9l5551XK0y3PHdaR93Kl8frCDgCzSPgB9E3j6nH6Ag4Ah0gsPXWW7euvoN0cuTU8ccfn/385z/PHn300eQmurzkONz8i1/8Yp5zLXtuQOEYMwxEc7/99st22WWXcJyKIuIsVg7T5wBujjkbBLPjjjuGzYng7sYRcAQcgV4h4AS0V0h7Oo6AI1AJAc7H23LLLYf5XXfddcM5fN///vez008/fZhb0Y9tttmmyLmW26abbtryDxGGgHLEVaxxnHvuuftGo9jKcMELxx+hsXXjCDgCjkAvEfAp+F6i7Wk5Ao5AWwisuuqq4XxatJAczSLzy1/+Mlt66aWzKaecMptuuumyr33ta9nTTz8t5+zwww8fQWZx5AB8zk59+OGHW355uf7667PFF188HLs2zKHGDy6sIO433ngjhFpuueWy6667LkPTiDZ2/vnnDxdDcA4gWsdpp502W2uttbKbb755WCqPP/54RrkpGxdH7LvvvsPKPsxzzo9DDz00EOULL7wwW3DBBTPOAAYjrhXEoMHlGtQ777wz5JllEBiOhvn2t7+dTZgwIZtqqqmy9dZbL3vllVeCG/8OOuig7MADD8z22muvbJpppsn4MKAeOH/WGjTYYMGB2xiWJXz9618P8aIhZnkEeXPjCDgC4w8BJ6Djr869xI7AQCLAoc9Mgb/wwgsh/1yusMEGGwRCBzHdeeeds0ceeSTYqYCQJktIZQ8Zg4RddNFFsgpPLp1g3Wkn0+cffvhhuF3sb3/7W4iTPKGJhYxBCFlLykUQq6yySvbBBx9kRx55ZHBjvaoMeYYIv//++2H5wQ9+8INs0qRJYWpffqo8Kf9PfvKTQEI5OBviyA1UXFqAgVjONttsgRB+73vfC2Xn3MKVVlop+8UvfhEIMumSj0UXXTT74x//GMKBHZhfeuml4ZIDyP8MM8yQcdi6NdTRU089FcrCjTIQTnA4+OCDsxNOOCH79Kc/HT4QuCTDjSPgCIwvBHwKfnzVt5fWERhYBNAUYriX+Stf+Up29913Z+uss0526qmnBnsI1ic/+cmgKYTYoe3LM9zFvPHGG4d1pUcffXSYgkYjye0rp5xySl6wtu1ZF8oaVi4F4MpUiBhX+bHpBjPPPPMEkvbMM8+Esu2///7hUgg0k5/61KeCH9aXMt0PGdW1q8Gh5N8777wTMGMzFwaCucceewRSCdGceeaZQ1622mqr4M61vWiIr7nmmqAtxXL11VcPN6cde+yx2RFHHBH8oS0lv9xChrnyyiszlkq89NJL2ayzzhrsIKjUEYQeLTDaUjSepInhXm20u1wlCwZuHAFHYPwg4AR0/NS1l9QRGGgEuI0MA3nEsDFJhmtHn3zyyaBtw+4vf/lLIQHFD+tMTzvttIwp869+9auBQLEekinips2SSy7ZupFKRGuNNdZoJQNBxaDdhVzffvvt2VJLLRU0qfI0+eSTZx//+MeDBrMOAeV6XZFP4tJVwuDJlaexueOOO8KVr5BGSL4MSwfsb7SeIp/4YWofkgzRZmqeOiEurozFQGL5eMCQNlpesKdM1JcbR8ARGF8IOAEdX/XtpXUEBhYBNGuYWWaZJTz/8Ic/BG0gBIcpYkgcZAuDlq/MQArR1P3sZz8LBBTN35prrhnIV1nYuu4imITT1agqh7XjHTLG0UhoFPmLDdPfdczUU089zLs0qlx5mTLEz3T5MsssM8KZNaEywlq/pVUGTwgoRBSCC/GUOemkk7KTTz45rAXlmljqgLqqUl+Kw5+OgCMwNhDwNaBjox69FI7AmEfgpptuCmsUpc3bYostwpT5UUcdlT333HNh0893vvOdgENVQrP55puHtY5o5Jgi5nc3zCc+Uf1bH2LG35577pmhkY3/WDLQTYMWE3IMQY3TtmebikjbvKBVfvDBBwPBZPqdZQ7SWLNmdPfddw/rTu+6666w/lVLEKrWl03L3x0BR2CwEXACOtj157l3BMYFAkzlsqFlu+22CxtXWD/Jzurvfve72fbbb9+aVn7ooYcCHnnavRgsSCxnerIhBtKHBnS0DUcizTXXXEEzS1506P2zzz4bNgexXrJJQ/wWL46RYvMS0+NKG4IIOWcNaJGRVpnNSGx2Al8Z1pRSLuLgfFaIKRu0iNumL//+dAQcgbGNgBPQsV2/XjpHYOAQYOMNO68hMWx44VB3dsCzNvKHP/xhKA+bjVi3yaYhyBI7zwmjDURV1xRycxDrKdGisqNe09OjDRpnjL722mth9zy7yDkuip3z7CBnN3qThrWerJ/lCCo2YnFcFFpQtMksAWAtJzdRMaW+8sorlyYN6YTQM10PIZXhzFQ2Ld1yyy3hOCmItAhq1fpSXP50BByBwUfACejg16GXwBEYUwhcfPHFGUcSQYQ4ouj+++8Pu7Y5r5IzKWUOOeSQ8Mo6TgjT+eefn912221hjSXau6oGEgQB6tb0e9V8WH/s6IeAX3XVVRkaSTYksZ7y3HPPzepM59s4894h+BB41mqCNacH6NxOdrWz1pPlD5w2wPFVZYZpeDTU4IkGVYYzT9dee+2gZZ5sssnCZq/DDjssW2211YK2VP786Qg4AuMDgY8NTX+Ur9YfH1h4KR0BR2AAEeBudwgN53e2Y9hNf+KJJ2ZsvmFHdr8ZlgiwkYglAt0yDANs5OLQe2s4zuqvf/1rOOTf2nfyDtnnPNF4E1MncXpYR8ARGDwEnIAOXp15jh0BR6ABBLjt5+233w7rKllbytmbbhwBR8ARcAR6g0D/fe73ptyeiiPgCIxzBNhwxJmYTN9zMLsbR8ARcAQcgd4h4BrQ3mHtKTkCjkAfIcBd62ywYXNMN6e3+6jInhVHwBFwBPoGASegfVMVnhFHwBFwBBwBR8ARcATGBwI+BT8+6tlL6Qg4Ao6AI+AIOAKOQN8g4AS0b6rCM+IIOAKOgCPgCDgCjsD4QMAJ6PioZy+lI+AI/P9265gGAAAAYZh/19hYQh1AeSBAgAABAhkBBzQzhSAECBAgQIAAgQ8BB/RjZy0JECBAgAABAhkBBzQzhSAECBAgQIAAgQ8BB/RjZy0JECBAgAABAhkBBzQzhSAECBAgQIAAgQ8BB/RjZy0JECBAgAABAhmBAVjhNJ6tBmURAAAAAElFTkSuQmCC" 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