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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>library(dplyr)
library(scales)
library(ggplot2)
act_dat <- read.csv("./activity.csv")
names(act_dat) <- c('Steps', 'Date', 'Interval')</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>
<pre class="r"><code>sum_steps_d <- aggregate(act_dat['Steps'],
list(Date = act_dat$Date),
sum, na.rm=TRUE)
sum_steps_d$Date <- as.Date(sum_steps_d$Date)
g <- ggplot(sum_steps_d, aes(Date, Steps))
g <- g + geom_bar(stat="identity")
g <- g + scale_x_date()
g <- g + labs(y='Total Number of Steps')
print(g)</code></pre>
<p><img 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" /></p>
<pre class="r"><code>mean_step <- mean(sum_steps_d$Steps)
median_step <- median(sum_steps_d$Steps)</code></pre>
<p>The mean and median total number of step per day is 9354.2295082 and 10395 respectively. ## What is the average daily activity pattern?</p>
<pre class="r"><code>avg_steps_i <- aggregate(act_dat['Steps'],
list(Interval = act_dat$Interval),
mean, na.rm=TRUE)
g <- ggplot(avg_steps_i, aes(Interval, Steps))
g <- g + geom_line()
g <- g + labs(x='Interval (5 minutes)', y='Average Number of Steps')
print(g)</code></pre>
<p><img 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" /></p>
<pre class="r"><code>max_steps <- avg_steps_i$Interval[which.max(avg_steps_i$Steps)]</code></pre>
<p>The maximum average number of steps occured at the 835 minute interval. ## Imputing missing values</p>
<pre class="r"><code>na_cnt <- sum(is.na(act_dat$Steps))</code></pre>
<p>The total number of missing values in the dataset is 2304.</p>
<pre class="r"><code>act_dat_c <- act_dat
for (i in avg_steps_i$Interval){
act_dat_c$Steps[act_dat_c$Interval == i & is.na(act_dat_c$Steps)] <-
as.integer(round(avg_steps_i$Steps[avg_steps_i$Interval == i], 0))
}</code></pre>
<p>Substitute missing values with the value averaged across days.</p>
<pre class="r"><code>sum_steps_d <- aggregate(act_dat_c['Steps'],
list(Date = act_dat_c$Date),
sum, na.rm=TRUE)
sum_steps_d$Date <- as.Date(sum_steps_d$Date)
g <- ggplot(sum_steps_d, aes(Date, Steps))
g <- g + geom_bar(stat="identity")
g <- g + scale_x_date()
g <- g + labs(y="Total Number of Steps")
print(g)</code></pre>
<p><img 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" /></p>
<pre class="r"><code>mean_step_c <- mean(sum_steps_d$Steps)
median_step_c <- median(sum_steps_d$Steps)
dif_mean_step <- mean_step_c - mean_step
dif_median_step <- median_step_c - median_step</code></pre>
<p>The mean and median total number of steps per day is 1.076563910^{4} and 10762 respectively. Yes, there is a difference. The difference in mean and median total number of steps per day is 1411.4098361 and 367 respectively.</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>avg_weekend <- mutate(act_dat_c,
Date = as.Date(Date),
Weekend =
ifelse(weekdays(Date) %in% c('Saturday', 'Sunday'),
'Weekend', 'Weekday')) %>%
group_by(Interval, Weekend) %>%
summarize(Steps = mean(Steps))
g <- ggplot(avg_weekend, aes(Interval, Steps))
g <- g + facet_grid(Weekend ~ ., scales='free_y')
g <- g + geom_line()
g <- g + labs(x='Interval (5 minutes)', y='Average Number of Steps')
print(g)</code></pre>
<p><img 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" 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