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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" />
<meta name="author" content="Joao Paulo" />
<title>problema1</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">problema1</h1>
<h4 class="author"><em>Joao Paulo</em></h4>
<h4 class="date"><em>15-10-2014</em></h4>
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<p>Q1: Assista esse vídeo com atenção. Perceba que a grande pergunta que Hans Rosling tenta responder é: temos dois mundos separados; o mundo ocidental norte rico e o resto do mundo pobre? Talvez você precise pausar o vídeo para entender, assistir mais de uma vez, etc. a)Trace um esboço do caminho que ele percorreu analisando os dados para responder essas perguntas.<br />b)Anote os termos ou ideias que você não entende ainda.</p>
<p>Início da análise:</p>
<pre class="r"><code>library(ggplot2)
funcionario <- read.csv("./salarios-ti-regioes.csv")
funcionarioPrivada = subset(funcionario, Iniciativa.Privada.ou.Concursado =="Iniciativa Privada")
funcionarioConcursado = subset(funcionario, Iniciativa.Privada.ou.Concursado =="Concursado")
funcionarioPosOuCertificacao = subset(funcionario, Pos.Graduacao.ou.Certificacao =="TRUE")
#ver onde funcionarios com certificacao estao, na iniciativa privada ou concursados. e onde ganham mais
funcionarioNordeste = subset(funcionario, Regiao =="Nordeste")
funcionarioSudeste = subset(funcionario, Regiao =="Sudeste")
funcionarioSul = subset(funcionario, Regiao =="Sul")
funcionarioNorte = subset(funcionario, Regiao =="Norte")
funcionarioCentroOeste = subset(funcionario, Regiao =="Centro-oeste")
barplot(c(nrow(funcionarioNordeste), nrow(funcionarioSudeste), nrow(funcionarioSul), nrow(funcionarioNorte), nrow(funcionarioCentroOeste)), xlab = "Regioes", ylab = "Quantidade", main = "Funcionarios por Regiao", las=2, names=c("Nordeste", "Sudeste", "Sul", "Norte", "Centro-Oeste"))</code></pre>
<p><img 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" title alt width="672" /></p>
<pre class="r"><code>barplot(c(nrow(funcionarioConcursado), nrow(funcionarioPrivada)), main = "Qtde Concursado/Iniciativa Privada", names=c("Concursado", "Iniciativa Privada "))</code></pre>
<p><img 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title alt width="672" /></p>
<p>Q2: Qual o panorama geral dos profissionais de TI no Brasil sem ainda se preocupar com seus salários, apenas com sua localização, função, expertise…?</p>
<p>Pela análise, podemos perceber que a maioria dos funcionários se encontram na região Sudeste, sendo sua quantidade maior que a soma das outras regiões. Além disso, uma concentração bem maior na iniciativa privada, 118 contra 36. Interessante observar que na região Sudeste, os funcionários na Iniciativa Privada são 10 vezes mais presentes do que Concursados, 80 contra 8. Além disso, há uma maioria sem pós-graduação, 53 contra 39. No Centro-Oeste é onde os funcionários possuem mais tempo médio (median) de experiência profissional , 7 anos, excluindo o Norte, pois só há registro de dois funcionários dessa região nos dados.</p>
<pre><code>## X Cidade UF Salario.Bruto
## Min. : 1.00 Recife :10 PE :10 Min. : 700
## 1st Qu.: 57.25 Salvador : 8 BA : 9 1st Qu.: 2018
## Median :101.00 Fortaleza : 6 CE : 6 Median : 2900
## Mean : 96.12 Maceió : 3 PB : 5 Mean : 4566
## 3rd Qu.:138.50 Campina Grande: 2 AL : 3 3rd Qu.: 4600
## Max. :161.00 João Pessoa : 2 SE : 1 Max. :42120
## (Other) : 3 (Other): 0
## Horas.Diarias Tempo.de.Empresa Experiencia.Profissional
## Min. :4.000 Min. :0.160 Min. : 0.000
## 1st Qu.:8.000 1st Qu.:0.600 1st Qu.: 4.000
## Median :8.000 Median :1.000 Median : 5.000
## Mean :7.753 Mean :1.513 Mean : 6.414
## 3rd Qu.:8.000 3rd Qu.:2.000 3rd Qu.: 8.000
## Max. :9.000 Max. :5.000 Max. :32.000
##
## Iniciativa.Privada.ou.Concursado
## : 2
## Concursado : 9
## Iniciativa Privada:23
##
##
##
##
## Cargo
## Desenvolvedor : 3
## Analista de Sistemas : 2
## Analista de Sistemas/Desenvolvedor: 2
## Analista de Suporte : 2
## Desenvolvedor Java : 2
## : 1
## (Other) :22
## Formacao Pos.Graduacao.ou.Certificacao
## : 8 Mode :logical
## Ciência da Computação : 3 FALSE:17
## Bacharel em Ciência da Computação: 2 TRUE :17
## Ciencia da Computação : 2 NA's :0
## ADS : 1
## Analise de Sistemas : 1
## (Other) :17
## Regiao
## Centro-oeste: 0
## Nordeste :34
## Norte : 0
## Sudeste : 0
## Sul : 0
##
## </code></pre>
<pre><code>## X Cidade UF Salario.Bruto
## Min. : 5.00 Belo Horizonte:38 MG :47 Min. : 500
## 1st Qu.: 35.50 Rio de Janeiro:16 SP :25 1st Qu.:2294
## Median : 82.00 Campinas :11 RJ :17 Median :3583
## Mean : 80.29 São Paulo : 9 ES : 3 Mean :3962
## 3rd Qu.:121.25 Viçosa : 4 : 0 3rd Qu.:5500
## Max. :162.00 Vitória : 3 AL : 0 Max. :9500
## (Other) :11 (Other): 0
## Horas.Diarias Tempo.de.Empresa Experiencia.Profissional
## Min. :4.000 Min. :0.0000 Min. : 0.000
## 1st Qu.:8.000 1st Qu.:0.9375 1st Qu.: 2.000
## Median :8.000 Median :1.9550 Median : 4.000
## Mean :7.928 Mean :2.1351 Mean : 4.659
## 3rd Qu.:8.000 3rd Qu.:3.0000 3rd Qu.: 6.000
## Max. :9.000 Max. :9.0000 Max. :20.000
##
## Iniciativa.Privada.ou.Concursado Cargo
## : 4 Desenvolvimento Java: 6
## Concursado : 8 Analista de Sistemas: 4
## Iniciativa Privada:80 Desenvolvedor Java : 4
## : 2
## Analise de Sistemas : 2
## Analista de Negócios: 2
## (Other) :72
## Formacao Pos.Graduacao.ou.Certificacao
## Ciência da Computação :17 Mode :logical
## :15 FALSE:53
## Bacharel em Ciência da Computação :14 TRUE :39
## Sistemas de Informação : 4 NA's :0
## Bacharel em Sistemas de Informações: 3
## Graduação em Ciência da Computação : 3
## (Other) :36
## Regiao
## Centro-oeste: 0
## Nordeste : 0
## Norte : 0
## Sudeste :92
## Sul : 0
##
## </code></pre>
<pre><code>## X Cidade UF Salario.Bruto Horas.Diarias
## Min. : 38 Curitiba :6 PR :6 Min. :1800 Min. :7.00
## 1st Qu.: 61 Porto Alegre :4 SC :4 1st Qu.:3100 1st Qu.:8.00
## Median : 84 Florianópolis:2 RS :3 Median :3500 Median :8.00
## Mean : 83 Joinville :1 :0 Mean :3658 Mean :7.96
## 3rd Qu.: 94 :0 AL :0 3rd Qu.:4500 3rd Qu.:8.00
## Max. :143 Belém :0 BA :0 Max. :5495 Max. :8.48
## (Other) :0 (Other):0
## Tempo.de.Empresa Experiencia.Profissional
## Min. :0.160 Min. : 2.000
## 1st Qu.:0.580 1st Qu.: 3.000
## Median :0.750 Median : 6.000
## Mean :1.742 Mean : 6.192
## 3rd Qu.:1.410 3rd Qu.: 9.000
## Max. :6.000 Max. :14.000
##
## Iniciativa.Privada.ou.Concursado
## :0
## Concursado :6
## Iniciativa Privada:7
##
##
##
##
## Cargo
## Análise de Sistemas, Java :1
## Analista Desenvolvedor Java :1
## Analista de Sistemas - JAVA :1
## Analista de Sistemas - Linux, Homologação de Hardware:1
## Análista de Sistemas/VB 5, C#, Oracle :1
## Analista de Testes :1
## (Other) :7
## Formacao Pos.Graduacao.ou.Certificacao
## Graduação em Sistemas de Informação :3 Mode :logical
## :1 FALSE:4
## Bacharelado em Ciência da Computação:1 TRUE :9
## Bacharel em Ciência da Computação :1 NA's :0
## Ciencia da Computacao :1
## Ciência da Computação :1
## (Other) :5
## Regiao
## Centro-oeste: 0
## Nordeste : 0
## Norte : 0
## Sudeste : 0
## Sul :13
##
## </code></pre>
<pre><code>## X Cidade UF Salario.Bruto
## Min. : 2.00 Brasília:12 DF :16 Min. : 1200
## 1st Qu.: 18.50 Brasilia: 4 GO : 2 1st Qu.: 3995
## Median : 48.00 Goiânia : 2 MT : 1 Median : 5000
## Mean : 55.32 Cuiabá : 1 : 0 Mean : 5620
## 3rd Qu.: 73.00 : 0 AL : 0 3rd Qu.: 6300
## Max. :154.00 Belém : 0 BA : 0 Max. :15000
## (Other) : 0 (Other): 0
## Horas.Diarias Tempo.de.Empresa Experiencia.Profissional
## Min. :7.000 Min. : 0.160 Min. : 0.250
## 1st Qu.:8.000 1st Qu.: 0.745 1st Qu.: 4.000
## Median :8.000 Median : 1.300 Median : 7.000
## Mean :7.895 Mean : 2.624 Mean : 7.192
## 3rd Qu.:8.000 3rd Qu.: 4.000 3rd Qu.:11.000
## Max. :9.000 Max. :12.000 Max. :15.000
##
## Iniciativa.Privada.ou.Concursado
## : 2
## Concursado :11
## Iniciativa Privada: 6
##
##
##
##
## Cargo
## Administrador de Redes : 1
## Análise de Requisitos (EA); Programação (Ruby + Flex) : 1
## Analista de Negócio : 1
## Analista de negocios/Analista de Suporte/Analista de sistemas : 1
## Analista de Qualidade de Software/ CMMI, MPS.BR, EPF Composer, APF, Qualidade, Testes: 1
## Analista de Sistemas - Desenvolvimento : 1
## (Other) :13
## Formacao Pos.Graduacao.ou.Certificacao
## :5 Mode :logical
## Bacharel em Ciência da Computação :2 FALSE:6
## Bacharel em Ciencias da Computação:2 TRUE :13
## Engenharia de Computação :2 NA's :0
## Analista de Sistemas :1
## Bacharel em Sistemas de Informação:1
## (Other) :6
## Regiao
## Centro-oeste:19
## Nordeste : 0
## Norte : 0
## Sudeste : 0
## Sul : 0
##
## </code></pre>
<pre><code>## X Cidade UF Salario.Bruto
## Min. : 70.00 Belém :1 PA :1 Min. :1105
## 1st Qu.: 92.25 Ji-Paraná :1 RO :1 1st Qu.:1829
## Median :114.50 :0 :0 Median :2552
## Mean :114.50 Belo Horizonte :0 AL :0 Mean :2552
## 3rd Qu.:136.75 Belo Horizonte :0 BA :0 3rd Qu.:3276
## Max. :159.00 Brasilia :0 CE :0 Max. :4000
## (Other) :0 (Other):0
## Horas.Diarias Tempo.de.Empresa Experiencia.Profissional
## Min. :7.00 Min. :2.00 Min. :10.0
## 1st Qu.:7.25 1st Qu.:2.75 1st Qu.:10.5
## Median :7.50 Median :3.50 Median :11.0
## Mean :7.50 Mean :3.50 Mean :11.0
## 3rd Qu.:7.75 3rd Qu.:4.25 3rd Qu.:11.5
## Max. :8.00 Max. :5.00 Max. :12.0
##
## Iniciativa.Privada.ou.Concursado
## :0
## Concursado :2
## Iniciativa Privada:0
##
##
##
##
## Cargo
## Analista de TI e Redes :1
## Técnico de Suporte (Redes e Servidores):1
## :0
## Administrador de Banco de Dados :0
## Administrador de Dados :0
## Administrador de Redes :0
## (Other) :0
## Formacao Pos.Graduacao.ou.Certificacao
## Ciência da Computação :1 Mode :logical
## Licenciatura Plena Matemática:1 FALSE:1
## :0 TRUE :1
## ADS :0 NA's :0
## Analise de Sistemas :0
## Analista de Sistemas :0
## (Other) :0
## Regiao
## Centro-oeste:0
## Nordeste :0
## Norte :2
## Sudeste :0
## Sul :0
##
## </code></pre>
<pre><code>## X Cidade UF Salario.Bruto
## Min. : 2.00 Brasília : 6 DF : 8 Min. : 1105
## 1st Qu.: 37.25 Porto Alegre : 3 PB : 3 1st Qu.: 3298
## Median : 66.00 Recife : 3 PE : 3 Median : 4250
## Mean : 69.89 Belo Horizonte: 2 RJ : 3 Mean : 4923
## 3rd Qu.: 90.25 Brasilia : 2 SC : 3 3rd Qu.: 5496
## Max. :159.00 Florianópolis : 2 CE : 2 Max. :15000
## (Other) :18 (Other):14
## Horas.Diarias Tempo.de.Empresa Experiencia.Profissional
## Min. :6.00 Min. : 0.080 Min. : 0.00
## 1st Qu.:8.00 1st Qu.: 0.580 1st Qu.: 2.00
## Median :8.00 Median : 1.000 Median : 5.00
## Mean :7.75 Mean : 2.021 Mean : 5.02
## 3rd Qu.:8.00 3rd Qu.: 3.125 3rd Qu.: 6.00
## Max. :8.00 Max. :12.000 Max. :14.00
##
## Iniciativa.Privada.ou.Concursado
## : 0
## Concursado :36
## Iniciativa Privada: 0
##
##
##
##
## Cargo
## Analista de Sistemas : 3
## Analista de Negócios : 2
## Analista de TI : 2
## Desenvolvedor : 2
## : 1
## Análise de Requisitos (EA); Programação (Ruby + Flex): 1
## (Other) :25
## Formacao Pos.Graduacao.ou.Certificacao
## Ciência da Computação : 7 Mode :logical
## : 6 FALSE:16
## Engenharia de Computação : 3 TRUE :20
## Analista de Sistemas : 2 NA's :0
## Bacharel em Ciência da Computação : 2
## Bacharel em Ciencias da Computação: 2
## (Other) :14
## Regiao
## Centro-oeste:11
## Nordeste : 9
## Norte : 2
## Sudeste : 8
## Sul : 6
##
## </code></pre>
<pre><code>## X Cidade UF Salario.Bruto
## Min. : 1.00 Belo Horizonte:34 MG :43 Min. : 500
## 1st Qu.: 45.25 Rio de Janeiro:14 SP :22 1st Qu.: 2196
## Median : 92.50 Campinas :11 RJ :14 Median : 3200
## Mean : 85.87 Salvador : 8 BA : 9 Mean : 4008
## 3rd Qu.:125.50 São Paulo : 8 PE : 7 3rd Qu.: 5094
## Max. :162.00 Recife : 7 DF : 6 Max. :42120
## (Other) :36 (Other):17
## Horas.Diarias Tempo.de.Empresa Experiencia.Profissional
## Min. :4.000 Min. :0.000 Min. : 0.000
## 1st Qu.:8.000 1st Qu.:1.000 1st Qu.: 3.000
## Median :8.000 Median :1.620 Median : 5.000
## Mean :7.928 Mean :2.136 Mean : 5.607
## 3rd Qu.:8.000 3rd Qu.:2.958 3rd Qu.: 7.000
## Max. :9.000 Max. :9.000 Max. :32.000
##
## Iniciativa.Privada.ou.Concursado Cargo
## : 0 Desenvolvedor Java : 6
## Concursado : 0 Desenvolvimento Java: 6
## Iniciativa Privada:118 Analista de Sistemas: 3
## : 2
## Analise de Sistemas : 2
## Analista de Suporte : 2
## (Other) :97
## Formacao Pos.Graduacao.ou.Certificacao
## :18 Mode :logical
## Bacharel em Ciência da Computação :16 FALSE:63
## Ciência da Computação :15 TRUE :55
## Graduação em Ciência da Computação : 4 NA's :0
## Sistemas de Informação : 4
## Bacharel em Sistemas de Informações: 3
## (Other) :58
## Regiao
## Centro-oeste: 6
## Nordeste :23
## Norte : 0
## Sudeste :80
## Sul : 7
## NA's : 2
## </code></pre>
<p>Q3: Os salários estão bem distribuídos no intervalo que vai do menor salário para o maior salário? Ou será que os salários são muito concentrados em um intervalo pequeno de valores? Será que existem salários atípicos (outliers)?</p>
<p>Os salários dos concursados estão melhores distribuidos do que os da Iniciativa Privada e são ligeiramente melhores, a mediana do salário dos concursados é maior que da Iniciativa Privada, porém contém mais outliers, enquanto o da iniciativa privada indicam outliers mais extremos, tanto o maior salário quanto o menor diferem muito da média. Analisando as regiões dá pra perceber que no Nordeste vemos esses outliers de uma forma mais acentuada.</p>
<pre class="r"><code>boxplot(funcionarioConcursado$Salario.Bruto, funcionarioPrivada$Salario.Bruto, main = "Salarios Concursado/Iniciativa Privada", names=c("Concursado", "Iniciativa Privada "))</code></pre>
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title alt width="672" /></p>
<pre class="r"><code>boxplot(funcionarioNordeste$Salario.Bruto, funcionarioSudeste$Salario.Bruto, funcionarioSul$Salario.Bruto, funcionarioNorte$Salario.Bruto, funcionarioCentroOeste$Salario.Bruto, xlab = "Regioes", ylab = "Salarios", main = "Salarios por Regiao", las=2, names=c("Nordeste", "Sudeste", "Sul", "Norte", "Centro-Oeste"))</code></pre>
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" title alt width="672" /></p>
<pre class="r"><code>ggplot(funcionario, aes(Salario.Bruto, fill=Regiao, lty=Regiao)) + geom_density(alpha=.2)</code></pre>
<p><img src="data:image/png;base64,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title alt width="672" /></p>
<p>Q4:A distribuição que você encontrou é a que você esperava sem olhar os dados? Se não é, você tem alguma suspeita da razão para a diferença?</p>
<pre><code>Não. Esperava que a média salarial das regiões Sul e Sudeste fossem as maiores, porém elas ficam abaixo das regiões Nordeste e Centro-Oeste. Possivelmente os casos atípicos de salários causam anomalias nos resultados, como é o caso do Nordeste, que possui um salário extraordinariamente maior que todos os outros. Uma análise possível no caso do Centro-Oeste é que, além de ter uma amostra menor nos dados, esses profissionais são bem qualificados(a maioria possui pós/certificação), sua maioria se concentra em Brasília, possuem muito tempo de experiência profissional em média e a maior parte é concursada.</code></pre>
<pre class="r"><code>#visualização da distribuição de salários de quem possui pós ou certificação
ggplot(funcionarioPosOuCertificacao, aes(Salario.Bruto, fill=Regiao, lty=Regiao)) + geom_density(alpha=.2)</code></pre>
<p><img 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<p>Q5: É interessante ver a média (mean) salarial para cada região. Como resultado, apresente uma tabela com o nome da região e a sua média salarial ordenada da região com a maior média salarial para a menor. Se você tivesse usado a mediana (median) em vez da média como métrica de interesse, o resultado seria o mesmo? Analise a situação e justifique. Aproveite e salve esta tabela em um arquivo do tipo csv.</p>
<p>A mediana retorna resultado bem diferente da média em algumas regiões, o que mostra a existência de outliers, como no caso do Nordeste, onde um salário de 42k influencia bastante no resultado da média, elevando-a injustamente.</p>
<p>Q6: Se um profissional de TI deseja ter um salario melhor, qual a(s) dica(s) para ele?</p>
<p>Seguir carreira de concursado dá uma média/mediana maior de salário, porém a Iniciativa Privada recompensa melhor casos atípicos. Já em relação a localização, a região Centro-Oeste é a mais indicada, pois paga melhor que as demais, além de procurar algum tipo de especialização ou pós graduação, uma vez que esses profissionais possuem salários maiores que os demais.</p>
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