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<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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<div id="header">
<h1 class="title">Reproducible Research: Peer Assessment 1</h1>
</div>


<pre class="r"><code>#setwd(&quot;D:/MyDocs/Lynn/Books/coursera/Reproducible_Research/RepData_PeerAssessment1&quot;)
library(ggplot2)
library(lubridate)
library(lattice)
#library(dplyr)
library(dplyr,warn.conflicts=FALSE)</code></pre>
<div id="loading-and-preprocessing-the-data" class="section level2">
<h2>Loading and preprocessing the data</h2>
<pre class="r"><code>unzip(&quot;activity.zip&quot;)
data&lt;-read.csv(&quot;activity.csv&quot;,)
data$date&lt;-ymd(data$date)
data_noNA&lt;-data[which(data$steps!=&quot;NA&quot;),]
head(data_noNA)</code></pre>
<pre><code>##     steps       date interval
## 289     0 2012-10-02        0
## 290     0 2012-10-02        5
## 291     0 2012-10-02       10
## 292     0 2012-10-02       15
## 293     0 2012-10-02       20
## 294     0 2012-10-02       25</code></pre>
</div>
<div id="what-is-mean-total-number-of-steps-taken-per-day" class="section level2">
<h2>What is mean total number of steps taken per day?</h2>
<ol style="list-style-type: decimal">
<li>Make a histogram of the total number of steps taken each day</li>
</ol>
<pre class="r"><code>steps_per_day&lt;-data_noNA %&gt;%
  group_by(date) %&gt;%
  summarize(steps=sum(steps))
head(steps_per_day)</code></pre>
<pre><code>## Source: local data frame [6 x 2]
## 
##         date steps
## 1 2012-10-02   126
## 2 2012-10-03 11352
## 3 2012-10-04 12116
## 4 2012-10-05 13294
## 5 2012-10-06 15420
## 6 2012-10-07 11015</code></pre>
<pre class="r"><code>ggplot(steps_per_day,aes(date,steps))+ geom_bar(stat=&quot;identity&quot;, color = &quot;steelblue&quot;, fill = &quot;steelblue&quot;) + labs(title = &quot;Histogram of Total Number of Steps Taken Each Day&quot;, x = &quot;Date&quot;, y = &quot;Total number of steps&quot;)</code></pre>
<p><img 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" /></p>
<ol start="2" style="list-style-type: decimal">
<li>Calculate and report the <strong>mean</strong> and <strong>median</strong> total number of steps taken per day</li>
</ol>
<pre class="r"><code>mean_noNA&lt;-mean(steps_per_day$steps)
median_noNA&lt;-median(steps_per_day$steps)
mean_noNA</code></pre>
<pre><code>## [1] 10766.19</code></pre>
<pre class="r"><code>median_noNA</code></pre>
<pre><code>## [1] 10765</code></pre>
</div>
<div id="what-is-the-average-daily-activity-pattern" class="section level2">
<h2>What is the average daily activity pattern?</h2>
<ol style="list-style-type: decimal">
<li>Make a time series plot (i.e. <code>type = &quot;l&quot;</code>) of the 5-minute interval (x-axis) and the average number of steps taken, averaged across all days (y-axis)</li>
</ol>
<pre class="r"><code>steps_per_interval&lt;-data_noNA %&gt;%
  group_by(interval) %&gt;%
  summarize(steps=mean(steps))
head(steps_per_interval)</code></pre>
<pre><code>## Source: local data frame [6 x 2]
## 
##   interval     steps
## 1        0 1.7169811
## 2        5 0.3396226
## 3       10 0.1320755
## 4       15 0.1509434
## 5       20 0.0754717
## 6       25 2.0943396</code></pre>
<pre class="r"><code>ggplot(steps_per_interval, aes(interval, steps)) + geom_line(color = &quot;steelblue&quot;) + labs(title = &quot;Time Series Plot of 5-minute Interval&quot;, x = &quot;5-minute intervals&quot;, y = &quot;Average Number of Steps&quot;)</code></pre>
<p><img 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" /></p>
<ol start="2" style="list-style-type: decimal">
<li>Which 5-minute interval, on average across all the days in the dataset, contains the maximum number of steps?</li>
</ol>
<pre class="r"><code>filter(steps_per_interval,steps==max(steps))</code></pre>
<pre><code>## Source: local data frame [1 x 2]
## 
##   interval    steps
## 1      835 206.1698</code></pre>
</div>
<div id="imputing-missing-values" class="section level2">
<h2>Imputing missing values</h2>
<ol style="list-style-type: decimal">
<li>Calculate and report the total number of missing values in the dataset (i.e. the total number of rows with <code>NA</code>s)</li>
</ol>
<pre class="r"><code>sum(is.na(data))</code></pre>
<pre><code>## [1] 2304</code></pre>
<ol start="2" style="list-style-type: decimal">
<li>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.</li>
</ol>
<p>use <strong>mean for the 5-minute interval</strong> as the filling of missing values.</p>
<ol start="3" style="list-style-type: decimal">
<li>Create a new dataset that is equal to the original dataset but with the missing data filled in.</li>
</ol>
<pre class="r"><code>data_NA&lt;-select(data[is.na(data$steps),],date,interval)
data_NA&lt;-merge(data_NA,steps_per_interval,by=&quot;interval&quot;)

data_bind&lt;-rbind(data_noNA,data_NA)
data_bind&lt;-arrange(data_bind,date,interval)
head(data_bind)</code></pre>
<pre><code>##       steps       date interval
## 1 1.7169811 2012-10-01        0
## 2 0.3396226 2012-10-01        5
## 3 0.1320755 2012-10-01       10
## 4 0.1509434 2012-10-01       15
## 5 0.0754717 2012-10-01       20
## 6 2.0943396 2012-10-01       25</code></pre>
<ol start="4" style="list-style-type: decimal">
<li>Make a histogram of the total number of steps taken each day and Calculate and report the <strong>mean</strong> and <strong>median</strong> total number of steps taken per day. 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?</li>
</ol>
<pre class="r"><code>ggplot(data_bind, aes(date, steps)) + geom_bar(stat = &quot;identity&quot;,color = &quot;steelblue&quot;,fill = &quot;steelblue&quot;) + labs(title = &quot;Total Number of Steps Taken Each Day&quot;, x = &quot;Date&quot;, y = &quot;Total number of steps&quot;)</code></pre>
<p><img 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" /></p>
<pre class="r"><code>new_steps_per_day&lt;-data_bind %&gt;%
  group_by(date) %&gt;%
  summarize(steps=sum(steps))
head(new_steps_per_day)</code></pre>
<pre><code>## Source: local data frame [6 x 2]
## 
##         date    steps
## 1 2012-10-01 10766.19
## 2 2012-10-02   126.00
## 3 2012-10-03 11352.00
## 4 2012-10-04 12116.00
## 5 2012-10-05 13294.00
## 6 2012-10-06 15420.00</code></pre>
<pre class="r"><code>mean_all&lt;-mean(new_steps_per_day$steps)
median_all&lt;-median(new_steps_per_day$steps)
mean_all-mean_noNA</code></pre>
<pre><code>## [1] 0</code></pre>
<pre class="r"><code>median_all-median_noNA</code></pre>
<pre><code>## [1] 1.188679</code></pre>
<p>the new mean of total steps taken per day is the same as the old mean; the new median of total steps taken per day is greater than the old median.</p>
<pre class="r"><code>new_steps_per_interval&lt;-data_bind %&gt;%
  group_by(interval) %&gt;%
  summarize(steps=mean(steps))
head(new_steps_per_interval)</code></pre>
<pre><code>## Source: local data frame [6 x 2]
## 
##   interval     steps
## 1        0 1.7169811
## 2        5 0.3396226
## 3       10 0.1320755
## 4       15 0.1509434
## 5       20 0.0754717
## 6       25 2.0943396</code></pre>
<pre class="r"><code>new_steps_per_interval$steps-steps_per_interval$steps</code></pre>
<pre><code>##   [1] 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
##  [36] 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
##  [71] 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
## [106] 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
## [141] 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
## [176] 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
## [211] 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
## [246] 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0
## [281] 0 0 0 0 0 0 0 0</code></pre>
<p>the total daily number of steps is not affected by the imputing missing data.</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>
<ol style="list-style-type: decimal">
<li>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.</li>
</ol>
<pre class="r"><code>data_bind&lt;-mutate(data_bind,wday=factor(wday(date)))
head(data_bind)</code></pre>
<pre><code>##       steps       date interval wday
## 1 1.7169811 2012-10-01        0    2
## 2 0.3396226 2012-10-01        5    2
## 3 0.1320755 2012-10-01       10    2
## 4 0.1509434 2012-10-01       15    2
## 5 0.0754717 2012-10-01       20    2
## 6 2.0943396 2012-10-01       25    2</code></pre>
<pre class="r"><code>levels(data_bind$wday)&lt;-list(weekday = c(2,3,4,5,6),weekend = c(1,7))
head(data_bind)</code></pre>
<pre><code>##       steps       date interval    wday
## 1 1.7169811 2012-10-01        0 weekday
## 2 0.3396226 2012-10-01        5 weekday
## 3 0.1320755 2012-10-01       10 weekday
## 4 0.1509434 2012-10-01       15 weekday
## 5 0.0754717 2012-10-01       20 weekday
## 6 2.0943396 2012-10-01       25 weekday</code></pre>
<ol start="2" style="list-style-type: decimal">
<li>Make a panel plot containing a time series plot (i.e. <code>type = &quot;l&quot;</code>) of the 5-minute interval (x-axis) and the average number of steps taken, averaged across all weekday days or weekend days (y-axis).</li>
</ol>
<pre class="r"><code>wday_steps_per_interval&lt;-data_bind %&gt;%
  group_by(interval,wday) %&gt;%
  summarize(steps=mean(steps))
head(wday_steps_per_interval)</code></pre>
<pre><code>## Source: local data frame [6 x 3]
## Groups: interval
## 
##   interval    wday      steps
## 1        0 weekday 2.25115304
## 2        0 weekend 0.21462264
## 3        5 weekday 0.44528302
## 4        5 weekend 0.04245283
## 5       10 weekday 0.17316562
## 6       10 weekend 0.01650943</code></pre>
<pre class="r"><code>xyplot(steps~interval|wday,data=wday_steps_per_interval,layout=c(1,2),type = &quot;l&quot;, xlab = &quot;Interval&quot;, ylab = &quot;Number of steps&quot;)</code></pre>
<p><img 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" 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