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PA1_template.html
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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>
<div id="load-the-data-i.e.read.csv" class="section level5">
<h5>Load the data (i.e. read.csv())</h5>
<p>• Load the data, configuring the appropriate columns to act as factors</p>
<pre class="r"><code>classes <- c("integer","factor","factor")
alldata <- read.table("activity.csv", header = TRUE, colClasses = classes, sep = ",", na.strings = "NA")</code></pre>
</div>
<div id="processtransform-the-data-if-necessary-into-a-format-suitable-for-your-analysis" class="section level5">
<h5>Process/transform the data (if necessary) into a format suitable for your analysis</h5>
<p>• format the date column appropriately<br />• Summarize data - total steps per day<br />• Summarize data - average steps per interval (excluding NA data)<br />• format the date to sort correctly for graphing</p>
<pre class="r"><code>library(plyr)
alldata$date <- as.Date(alldata$date, format = '%Y-%m-%d')
sum_by_date <- ddply(alldata, "date",numcolwise(sum))
sum_by_date$date = as.factor(sum_by_date$date)
onlyStepData <- subset(alldata,!is.na(alldata$steps))
avg_by_interval <- ddply(onlyStepData, "interval",numcolwise(mean))
avg_by_interval$interval = as.character(avg_by_interval$interval)
avg_by_interval$interval = as.numeric(avg_by_interval$interval)</code></pre>
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</div>
<div id="what-is-mean-total-number-of-steps-taken-per-day" class="section level2">
<h2>What is mean total number of steps taken per day?</h2>
<div id="make-a-histogram-of-the-total-number-of-steps-taken-each-day" class="section level5">
<h5>Make a histogram of the total number of steps taken each day</h5>
<pre class="r"><code>hist(sum_by_date$steps, xlab = "Total Steps", main = "Histogram of Total Steps per day")</code></pre>
<p><img 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" /></p>
</div>
<div id="calculate-and-report-the-mean-and-median-total-number-of-steps-taken-per-day" class="section level5">
<h5>Calculate and report the mean and median total number of steps taken per day</h5>
<pre class="r"><code>mean(sum_by_date$steps[!is.na(sum_by_date$steps)])</code></pre>
<pre><code>## [1] 10766.19</code></pre>
<pre class="r"><code>median(sum_by_date$steps[!is.na(sum_by_date$steps)])</code></pre>
<pre><code>## [1] 10765</code></pre>
</div>
</div>
<div id="what-is-the-average-daily-activity-pattern" class="section level2">
<h2>What is the average daily activity pattern?</h2>
<div id="make-a-time-series-plot-i.e.type-l-of-the-5-minute-interval-x-axis-and-the-average-number-of-steps-taken-averaged-across-all-days-y-axis" class="section level5">
<h5>Make a time series plot (i.e. type = “l”) of the 5-minute interval (x-axis) and the average number of steps taken, averaged across all days (y-axis)</h5>
<pre class="r"><code>library(ggplot2)
p <- ggplot(avg_by_interval,aes(interval, steps), type = "l")
p + geom_line() + xlab("5-minute intervals") + ylab("average number of steps taken") + ggtitle("Average daily activity pattern")</code></pre>
<p><img 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" /></p>
</div>
<div id="which-5-minute-interval-on-average-across-all-the-days-in-the-dataset-contains-the-maximum-number-of-steps" class="section level5">
<h5>Which 5-minute interval, on average across all the days in the dataset, contains the maximum number of steps?</h5>
<p>• find the maximum number of steps</p>
<pre class="r"><code>max(avg_by_interval$steps)</code></pre>
<pre><code>## [1] 206.1698</code></pre>
<p>• determine the interval that corresponds to the maximum number of steps</p>
<pre class="r"><code>avg_by_interval$interval[avg_by_interval$steps == max(avg_by_interval$steps)]</code></pre>
<pre><code>## [1] 835</code></pre>
</div>
</div>
<div id="imputing-missing-values" class="section level2">
<h2>Imputing missing values</h2>
<div id="calculate-and-report-the-total-number-of-missing-values-in-the-dataset-i.e.the-total-number-of-rows-with-nas" class="section level5">
<h5>Calculate and report the total number of missing values in the dataset (i.e. the total number of rows with NAs)</h5>
<pre class="r"><code>count(is.na(alldata$steps))</code></pre>
<pre><code>## x freq
## 1 FALSE 15264
## 2 TRUE 2304</code></pre>
<p>There are 2304 missing values (ie. “NA”)</p>
</div>
<div id="devise-a-strategy-for-filling-in-all-of-the-missing-values-in-the-dataset.-the-strategy-does-not-need-to-be-sophisticated.-for-example-you-could-use-the-meanmedian-for-that-day-or-the-mean-for-that-5-minute-interval-etc." class="section level5">
<h5>Devise a strategy for filling in all of the missing values in the dataset. The strategy does not need to be sophisticated. For example, you could use the mean/median for that day, or the mean for that 5-minute interval, etc.</h5>
<p>• Using calculated “average steps per interval data”, for each entry in the original dataset where steps is NA, replace NA with the average steps for that interval</p>
</div>
<div id="create-a-new-dataset-that-is-equal-to-the-original-dataset-but-with-the-missing-data-filled-in." class="section level5">
<h5>Create a new dataset that is equal to the original dataset but with the missing data filled in.</h5>
<p>• Summarize data - total steps per day (using imputed dataset)</p>
<pre class="r"><code>imputeData <- alldata
suppressWarnings(imputeData$steps[is.na(imputeData$steps)] <- avg_by_interval$steps[match(alldata$interval, avg_by_interval$interval)])
isum_by_date <- ddply(imputeData, "date",numcolwise(sum))</code></pre>
</div>
<div id="make-a-histogram-of-the-total-number-of-steps-taken-each-day-with-the-imputed-data." class="section level5">
<h5>Make a histogram of the total number of steps taken each day with the imputed data.</h5>
<pre class="r"><code>hist(isum_by_date$steps, xlab = "Total Steps", main = "Histogram of Total Steps per day (imputed data)")</code></pre>
<p><img 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" /></p>
</div>
<div id="calculate-and-report-the-mean-and-median-total-number-of-steps-taken-per-day-with-the-imputed-data." class="section level5">
<h5>Calculate and report the mean and median total number of steps taken per day with the imputed data.</h5>
<pre class="r"><code>mean(isum_by_date$steps[!is.na(isum_by_date$steps)])</code></pre>
<pre><code>## [1] 10766.19</code></pre>
<pre class="r"><code>median(isum_by_date$steps[!is.na(isum_by_date$steps)])</code></pre>
<pre><code>## [1] 10766.19</code></pre>
</div>
<div id="do-these-values-differ-from-the-estimates-from-the-first-part-of-the-assignment-what-is-the-impact-of-imputing-missing-data-on-the-estimates-of-the-total-daily-number-of-steps" class="section level5">
<h5>Do these values differ from the estimates from the first part of the assignment? What is the impact of imputing missing data on the estimates of the total daily number of steps?</h5>
<p>The mean and the median do not differ much from the estimates in the first part of the assignment. The imputed values, derived from calculated averages, inflate the number of days where the total daily steps resemble the mean of the dataset.</p>
</div>
</div>
<div id="are-there-differences-in-activity-patterns-between-weekdays-and-weekends" class="section level2">
<h2>Are there differences in activity patterns between weekdays and weekends?</h2>
<div id="create-a-new-factor-variable-in-the-dataset-with-two-levels-weekday-and-weekend-indicating-whether-a-given-date-is-a-weekday-or-weekend-day." class="section level5">
<h5>Create a new factor variable in the dataset with two levels – “weekday” and “weekend” indicating whether a given date is a weekday or weekend day.</h5>
<p>• convert date to day-of-week using the weekdays function<br />• create a dataframe that maps day of week to the new factor variable<br />• add datetype (ie. weekday/weekend) factor to the data frame<br />• Summarize data - average steps per interval by datetype (using imputed data)<br />• format the date to sort correctly for graphing</p>
<pre class="r"><code>imputeData$dayofweek <- weekdays(imputeData$date)
datetype <- read.table(text="dayofweek datetype
Monday Weekday
Tuesday Weekday
Wednesday Weekday
Thursday Weekday
Friday Weekday
Saturday Weekend
Sunday Weekend", header=T)
imputeData$datetype <- datetype$datetype[match(imputeData$dayofweek, datetype$dayofweek)]
interval_by_datetype <- ddply(imputeData, c("interval","datetype"),numcolwise(mean))
interval_by_datetype$interval = as.character(interval_by_datetype$interval)
interval_by_datetype$interval = as.numeric(interval_by_datetype$interval)</code></pre>
</div>
<div id="make-a-panel-plot-containing-a-time-series-plot-i.e.type-l-of-the-5-minute-interval-x-axis-and-the-average-number-of-steps-taken-averaged-across-all-weekday-days-or-weekend-days-y-axis." class="section level5">
<h5>Make a panel plot containing a time series plot (i.e. type = “l”) of the 5-minute interval (x-axis) and the average number of steps taken, averaged across all weekday days or weekend days (y-axis).</h5>
<pre class="r"><code>library(ggplot2)
g <- ggplot(interval_by_datetype, aes(interval, steps))
g + geom_line(aes(group=datetype) ) + facet_grid(datetype ~ .) + xlab("5-minute intervals") + ylab("average number of steps taken") + ggtitle("Average daily activity pattern by datetype")</code></pre>
<p><img 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" 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