tag:blogger.com,1999:blog-27892678561089989582024-03-05T08:53:16.572-08:00Sistem InformasiRisahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-2789267856108998958.post-52976685442993337392013-03-07T23:00:00.005-08:002013-03-07T23:01:27.759-08:00Inner Join<b>Pengertian Inner Join</b><br />
<div class="MsoNormal">
Inner Join adalah clause untuk membuat view dimana dua buah
atau lebih tabel dihubungkan melalui satu atau lebih field dari masing-masing
tabel.</div>
<div class="MsoNormal">
<br /></div>
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<b style="margin-left: 1em; margin-right: 1em;"><img alt="" height="147" 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7K60Rpwvq/GyE/3DXyGplOBl9XNbDqx9G6NnJ+ebDf16HUHnuy/4x0Kx9BA7PFNxbusdNS6JsQ5eGR7zjcIk5/uG/gzKE4FnH13K7Pp5O/nbfTqAx/23/EOheIbyMd65Xy00ZWErKh1TYhz8MgGnK9jGj0dwa6A+gk6H+EjyYfCnjveoXAMDURbequqarmYH+6MFASg1j4hzmHz/f6stefz05NMZY2ejuBUoH66a/44m05eVje/n6/tv77qRzk/n89WkJD9d7xD4RgaiKypQ5yLghjU2ifEOWxIxFEvuF9eVVVVP90Zfy7DQbz6INh/xzsUjqGBFPAIEIla++lDHLlo3bSoj/VKnUK8X151TR7+fr7WT3dNtr9xy1/9dGefeOzSodlG2A5WLi/OtNnmv5+3h9vrttCsSsZg7IykzKaTrFZt0hG+35+brrO5VVcHqhq5cQZ11OizlcOZD3F5cWZ/BGmiMPvj5AM4uX+9ayFIV5T/VT8+3F6ruWuz6WS5mH+sV/aBvn8iTsIiktfmbsAGMgpSeaM4H/arfmxr0FjQ9/uz3Iy2XMwfbq8ty5ddxWk1eHlxJrvQv5+3l9VNq9X56cnD7TWzUz6mTh/iyEXrrhz+2XQi25v/arFlusKog/xjI60/tbO4wygZg5y8MUp7AkQmq37Vj3Llu6qq++WV8Q5NY7YrYOmF4/MhZFlh9sfJPZVMQq8ELKMy9dOdcxuRJTT3cbzkRaStzYEbyCjYjd+K5fqdSOXRivj9fO2qlFbOT0+M/ZKxuK6eXK1EYy031xxiQtjAnpA4xDEuWltEvgu7qtMoxi6jrw5VVX2/P1v2GeZQMhJjYGEpeniryvkY42K/UdTJJ7sCvYwmp77C3s04uaeSSbDX+3ZTq04lK9R5RIoqRn9wOl6mIuzStzaHbCBj4Wk6y/XSpOr95XqlRWQHKK+xR0uz6eT389XuWsauElQTJQ5xejmBsYbaJY+wnwfo4CPJlUxYhRZpY/zhrap1sn1/Ll+Z8fkQMi5U0y39wck9lUyCvd61tU7tt1oA5CPSJewKZCoiXgJMnaqBjEVfy/S6OKCOtCin7889Jd/o4nBR7ZM4xJHLELPp5GO92v337+/nzRi0ando1/i11rXd1MY1Dk8dnPMZ7QXGnj25kkmQAX7XvGUOq56fnrRtWBpNfecZXwOtwf9+3uTP5esq8mASWe/B57jj5EM6uaXeVf83xruygai5LMZFBzn/YXe8TEUkr80hG8i4+JvCaNWu38oeTN2Lvt3UMkDU4n6f4gLkQKtpMB9IHOLYF61lK+o1+JPJAcafOxfOpZc076cGOVubQ8nkFelfRzmsut3UFmVk45ehmPNZYhJx5Ags5lgznHxIJ+96UtWpjPGNrAh5mY8dLKYeoIgBanOXuoGMi7SV/5XaRvoWeZygZ0itVpMsbrmYtxXdtdzpc83oNt83VOOkDHH8jy1R66/rbs1ujpfVzXIx70o9keMhn4wNeYGanSe9ObmSSZD9ms/CzZBWbf4uox/jAr/9/jGJOMYZ5uAZeJzcU8kkdD2pOu3RlV2rDbu73tl2S9pNPUARyWtTkraBjI7TmAFXSrc37v2UllQrwlmcz6Z9+2ASpKlThjj2CjY6ilxH/P189U8CUGNkTx2cA9Cu3ZsJlUyCTMW3LNwkt6oMp+R9uvT0Ea1SghNxjN13zAcucHJPJZNgrHc1iOyKb+RbvytzVj6Lp+PlKyJHbQ7WQEbHbu2wK+UqlfEyGa2qNeVTXKprjhzVOClDHGdLk46ijRWcO4o1kb2bUwc5yNYGoHImMLmSSfBPxMlhVRlOaRe03bTn5i9NtEoJS8QxpjhEbrPEyT2VTIIxA0z7i/GHMjjrqnd5f0/Hy1dE8tocsoGMTiVkT670uUmqa44c1TgpQxzZ+6gtzTkfK7uM5hy538/X7aaWE3SeOQpaa5elaAPQAZRMXotSz9xW1fpBOdBs3wRSTx/RKiUgEUf2+zHnheDkozi58wySqmPGwjMSkn6rRQ8Wx8tXRNraHLiBjI6/NQa+0ucmqa45clTjJAtxnJ27fT5W/leb9ZXTwmE5CnKQrbbqAZRMgmcizmBWlatR7ZvA+VsnfRNxfj9fjdsf4s2Okw/p5MYnnU0n8pxl+VuniRrkNIa6RmM39QBFxNfmwA1kH/Csl15Xei5UyXuyUDUKqnGShTjOlmafj5UjFS1xzzmU8dHBOQAdQMkkeCbiZLKqDKdk3qXR24w6OOmViGNM/Ul1dAROPqSTG7f5bDe1JZ62eJ28/9/Pm8VvnY6XqYi0tTlwA9kHfOql75U+e0J3ppFnr3TjhNccOapxkoU4zpZmn4+1V5sxjTwgR8E5AB1AyST45LTms6oWTtnNLufDLYP+j/Uq+EQc447K89MTz7wEzaTGuQGcfEgn76p3OfMhZyDksFu+k6S3aJa0O16mItLWZsIGIqMx2ZC18Fc2ovgLnFRC4q/03LPWd9N4mEr+ah8tqnGShTiROQryv21T/1ivZG+SI0dhGCWTV2EjlxdnzWj7+/25bX6ZrNp29MZT+7ReyThqVA972P33b7up66e7piDZb/ok4hgfp9fZgNpvjXEYTj6kk1vqXYb42lSTPZHW+PUDGVvbHS9TEWlrM2ED8Vkf1IqQW8ziL3DiaZBeV0rFqhRH/4Wp1Evt40Q1TpoQJzJHwehAdhk+RyGJkjmq0FJuJqvaRQ4Ke6mhrXr4VGvYpi21j5aTE3LxBSf3VDIJ9ieVT6G9rf2/IdqIzLR1mnqAIuJrM1UDkQXJZi4bkbb5PP4CH+SDxF9ptIBTnB9wCFOpl9rHiWqcNCFOZI6C8QJVZDvPkaMgB0zJlUyF/dtsrdo5rGoXY5dkPNKqS7Su05mI0+vmqqgDRDkRLRdfcHJPJZPgrHd7jsuuz4FM7QxoLwVyFJG8NlM1EG0Kx7gsLh9Ha0TxF/ggHyT+yi71LOLzGc4wlfqqfYSoxkkT4kTmKDQYh4/NUrF9KOOpg3NV23miSbySqbB3W6raya3aJc13cbsU3m5qnw3AcgzqTMQJO1qw+r+LDvJVgZMHK5mEgAww+VJxfixd/RRUXwVyFJGjNuMbiPZq70r21x5HBp3xF/ggHyT+yhbjR8c06Upv8iku1TVHjmqcNCFOZI5Cy8Ptddtol4t5M0Ac5rAQ/4OxY5RMyO/n68PttfrUs+lkuZjLjjitVT/Wq/vlldq3tvd08v3+/HB7rU2bX16c3S+vPtYr404rZyKOT+RkFMtNjLP9OPm4J+Jo9S6VMb56/37ePtar5WKuemzjcvZFEP+jmBIWkaM24xuI1sl0BbVaQc6kuoALfPCxSd8rNYz92HIxf7i9tpzX5VNcqmuOHNU4aUIcAAAoD20KJ9/iO0AqCHEAAMCNmvaXb/8EQEIIcYYjIA/fKAHnQwAMA05eKuqusdwr7wCpUHsVQpy89P2cYZcEnA8BMAw4eamo6SaeJwQCjI7aqxDi5CU410+TgPMhAIYBJy8SdQqn1yGBAOOi9iqEOAAAoNNO4Vg+CQewhxDiAAAAQIEQ4gAAAECBEOIAAABAgRDiAAAAQIEQ4gAAAECBEOIAAABAgRDiAAAAQIEQ4gAAAECBEOJAOPIo2+/356NSAKBldG8cXQGAfYMQBwL5+3mrhOy/AvXT3cA6G/W0nIKvfeapfrobsZbBk0NpDttN/bFePdxeq9+cqqrq8uLs4faa72ZAYahOTohz8LysbrQ+Lt/nDOU3pQc+3D1Age/35+F1Nn582/KtZm0szicPg6E5aNaYTSfSFTU5Pz3ZburR6w4gCapvE+IcPJcXZ1qHlW9YJr8pPfD3+fwV2G7q7/dn40ewB9C56+PbxqqRY/EhTVoYNAf1AqMTGmU2nfz9vI1efQDxqI5NiHPwyN4qX1c1+sK/U4Htpnb25gPo3PXx7eViLi/WxuLGa8ATmkP7X/VT4T6Sb7oLYEhUrybEOWzkKsz56Ummsg4i8+BjvXJ25aPo2YpcESARJxU0B/WCNgVtNp28rG7U1c+v+lEuYOWzFcCQqF5NiHPYkHmgXdO1QjSkzsZEHEsFkYiTCpqDesH98qrqjphlOFjRyUMRqC6dPsSR75imjX2sV2o+//3yqivB7ffztX66a/L/td7//PRkuZjXT3f25LguHb7qx/vlVTt8ubw40yaW/37eHm6v20KzKhmDsXuSoua35rBqs/D//f7cdKbNrZyTEH8/b40zqONIn80dPqkPXStElp8kxx5maUnHzkQcmgPNIaw5XF6c2R9BmihTBQEMierS6UMc+Y7pyuqfTSeyBfqvH1vGZ0Ydul5+bR8ktxZnVTIGOVo1SpvVkcmqX/Wjtg21kfvllfEOzSvTroClXw5IfRglW0K+MqXd2ovtiTg0B5pDwuagIcvK3TQABkD16sQhjj0LwafxGzvWLjGOkPrqUFXV9/uz3IiRVclIjD2ppejhrSoHoMblf6MYN1cHpD6Mki0hC5UvVPVdYk/EoTnQHFI1Bw059UW6MZSB6tWJQxx7FoJP623neMN+HqCDjyRXMmEVWqQd1Q1vVe1F2Pfn8r0SkPowSraEcVZGDrjbobk9EYfmQHOoEjUHDRkXkgQGZaB6deIQR867zqaTj/Vq99+/v58349y4dod2IVxrb9tNbZzU9dTBOYBrLzB2f8mVTIIcanfNVOew6vnpSTs2lUZTXwzbTS0HrK3B/37e5M998oidWTWjHFtinJWR+7yaEbMzEYfm4A/Nwd9Wst45qgCKQXXsxCGOfXlYtqteQzo54W/8uXOJuhLSBGENcv42h5LJK9K/jnJY1XgaTftfOV6U7x7nsxxoIk77EjUaOeZEHJpDXxcazKr72Rxa5AwQ5/5BSai+nTLE8T+noRVLn95seXhZ3SwX8661dpkW4LNELS9QE/rkgDu5kkkI+y7BkFZt/i67e+OSv/3+h5uI0/5LDs2bzwapf7HkqdAc7NAcPA1lXCNjiQpKQvXtlCGObDxabyg7Edmn/36++q+Uq8NNTx2co7SuHbYJlUyC3EVimalOblX5/pD36dLTR7RKOehEnAbjqXTOE3FoDjSHKkVz6PphlfMDFwCjoLp3yhDH2RvKFWitT3duodTEeVCs1EHOJGmjNLmin1zJJPhnHuSwqnx/aBe0r1LP3S6aaJVy0Ik4Lc4zewaoOJrDcTYH469m08nAX5wAGADVyVOGOLIHV3tD5+SqHFc1B2f9fr5uN7Wc4PVcI3duUdFGaQMombwWpZ65rar1jHIyoO1zpZ4+olXKoSfiNNj3KmvzKzQHmkMr8c1BhoDGI44ACkD182QhjjOCsc+Zy/9qS9QyJyBsjVzOJKntfAAlk+CZeTCYVeX0e9vnOn/rpIBEHItWrajzKzSHXtAcLNf/fr7KWmb/FBSM6urJQhznqr99zlyOrrQMf+dw00cH5yhtACWT4Jl5kMmq8v2h9aGqVSshffduFJCIYzF4K+r8Cs2hFzQHf8tUfOcVSkf19mQhjnPV3z5nLtuh+lvjJsyAzAPnKG0AJZPgk7idz6ra+8NudjlDbhnKf6xXY52II98cfaccfLZHWb6mNEDF0RxyWHU/m8N2U8uyzk9PPDdP+TQHLSKUHyqPvwAgANWpkoU4kYk48r9tv/CxXsmJ1hyZB8MombwKG7m8OGuGg9/vz+1gPZNV2y7VeEyZ1k8Zx5HLxVw7R6R+umsKkj3pMIk48sNSfSvF84PhxqRjbX5FXkBzoDn4+7bxcXql2/s0B60Iufs9/gKAAFSnShPiRCbi7Ew5AXYZPvMgiZI5qtBSbiar2kW+2nupoS0N+FRrXyVlfy2rvu9JIc5EnBZj0rFz76FdaA4+5R5JcwjbtKU2Cp/mICe9tM3n8RcAhKE6VZoQJzIRx3iBKrJTyJF5IEdgyZVMheUriaraOaxqF2MnZVmdkaJ1pj6ZB32VlINFbcwakKzgf06x8S3Vayc2zYHm0IrWHHrdXBW1Ufg0B6mJtqgXfwFAGKpTpQTIH8EAACAASURBVAlxIhNxGoyDm2bx2D7c9NTBmXngPLYnXslU2DsyVe3kVu2S2XRimfnYbmrnqTCVKTLwyTzoe9KJ9uLRutqwxGT/c4p3puhBXkNzoDkENIewowUrZbXLszlomshFvfgLAMJQ/SpNiBOZiNPycHvddjTLxbwZRQ1zBIj9szKplEzI7+frw+21+tSz6WS5mBsjgIRW/Viv7pdX6vugvaeT7/fnh9trbSL98uLsfnn1sV4Zt5b4ZB74vC1U0QrSbBj2JvZMxGntoF7cNeVDc6A59G0OfdtCK32bg1aQM2co4AKAMFS/ShPiABwo2pg132IKwP5Dc4ACIMQB+B/UNA7GkXDk0BygAAhxhqNvfmKXcGJEDtSD9kkFGACawz5Dc4AyUPsKQpy89M2E7RJOjMiBmgbRd5c4BEBz2GdoDlAGal9BiJOX4Ow/TTgxIjnqmHWAj5DDjuawx9AcoBjUvoIQB46Udsw6wOerAPYcmgMUAyEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABRICSFOJWR0lQCG5Pz0RGsC3+/PhSnw9/OmFXF+elKwtUev0xzsTyXCkZA+xJEt86t+dJbdyHZTy8u2m9reKuR9RjfrniA7lKqqXlY3Xdc/3F6rV9ZPd6M/Ajgx1nJ5CnzVj1oRD7fXpVp7gFKMRahyfnqyXMzrp7u/n7fCKhGOB9XZ0oQ42muy6ninfr8/y0b1sV7JKz/WK3uryN0XHC6yQ6mqajaddF2vhae/n6+jP8KB8rK6Gawrl7V8eXE25MMOo4DsWLrGTgU87AClGDuHLknlvXtSiXA8qM6WJsSRLWe5mMvL5Dugqqr75ZW88n55ZW8V8j6jm3VPkB2KpVuRo7rR9T9cLi/OBuvKPQcV+RhGATk9nHB2Yd8edoBSujqHLkkSY+1JJcLxoDpbslwc2TzkNfIdUHVMMMhWEVDccSJN14gx6NRiU+M14Im0eb6ufPSkjdEVKO9hByilq3OwCDMucHCoDpwsxJHhi1zy6GpFWjqOnFqQgwl5k9HNug/Y19pl2hOJOKmQi7D5ciqPJBFnTyg7EUe94Kt+nE0n2gUMe+DgUB04WYgjF6G0JBtjIo7nlXLCNnd3cKDY19rl4jqJOKkgEWf0Kjjohx0lEUeGL8YOZPQqAOiF6r3JQhwZl2hJNsZEHM8r5YRtVzv8/Xy9X141Y5HZdHK/vPJ5bW839cvqZrmYq4OYy4uzh9try1xxlw5f9WM7p5WwOB/sa+3amqAzEef387V+unu4vV4u5low1O68MG6Is+jTTBR91Y9tNTXPrj3438/bw+11W+j98qqroHglY7AE7l2Wz2HVZgzw/f7cJrGdn5445+T+ft4+1iujH9qXJ/YkN6XLu5qHav9ocR7VFE2TVO3wsrpp/NCuhqxuuUAZ8CzaBVrwERBAd5lLQz6Oz00aAzb+rM5fBlfiXnUR/k8tp8GMd/79fLWbBWJQDZssxNmJtqFN1BsTcRrRXr3ySmdZzTVqD6WKpb/ebuquX6kPYnRTHx0SFueDbMAWU9gTcWQj7BJLbysVaHsEKW2HWz/dyf/OphNpliRKxmAJ3FVpbZvJql/1o9GvjLn8u/99PdgVuLw46/LDPclNMXqXfMdUHc7jWYnyhqoaskKNC5QBz2IpJcyZZRHG4Z+0gPMmWoNVvS6sEveti/B/atkMjUaWHXXy5nPMqLZNGeJYQhNtwsAe6mr/Mk7YVkKMXVsrxsRP/y2UxsYjL7MHZ5HFOZGzMrJ5q8a0J+IYO5EuMQ4HnYdwSPl+f7aEwvKFHa9kJM6AVSt6eKvK+N6YcmEU41aAPclN6WuHrmjP4m9dYvdA+aYMe5b2v9tNrdZXWHzjWWvyQDK1xzDeRBqwTTxIXonVGF1Er6d2JmzsTC+CglP1R0G1bcoQRzpTW3NyllV7N7R+IN/KnrOpdpHTgP7RfSMy0Pb5VcLinBhnZeT4ow2e7Ik4ct++RYzvwl6HcHiKVkS8kgnbkkXahjC8VbVOv+/PZevbk9yUvg9iNGZAfKOpIWNcY0zZ91nUC7RlxFT2NOYRyz5c7Tk9bd72MMkr0Ue0JxqsxTVPLU90ky1IG2CQ0J0c1bwpQxxLdKJNGHzVj11zm7KNec6m2kV2DfLdr57paRzpOs/mkZKwOCfGWZmuQxSdiTjtKrVm/+2mNq5xOPWpqmo2nTjnM9oLjH1TciWTIN+UXcOyHFY9Pz1pXUUaTe21tfkAzeB/P2/y57Lh7G0izmw6aUZKfz9vxpUOrQgZnTT+2bbK389X4zKKehNnKWHP0l6gulZMKOmTiGN8l6vz3z7H6qj+FlaJ+9ZF9Hpq+RLUIhjtoWbTCacEJUe1cMoQZycafFu7Wk/x9/OmzYi2LiK91qegSkk3+/t5Mw7O1J/LxiynE50J1LKIl9WNMSBLUpyTrlkZ7baNqWNOxJHN2PNwI+3FLw2omkUapNc0jKeSSZAPEnCTJFaVCw2qMvKl7p/I71+tSYhMXpFvR82YskkaV4d7pchUHVFI8LNo6c9p7an2VN/vz8YXuRYGyZvcL6++35+7XtKRlWj0xuG7iL5PrV2sdq1/P2/aGINzOnKgWjhxiCP70J2YMGiXYLTKbvoXz0m8Soj6X+OqkHpBWCClNQB7EcmLs2OZlZGlf6xX/ifiNIl1zX6TrtQTGY35rP3LC9R3jJx/ssRhYUomQfazPm+jIa3a/F1GP8asDvv99zkRR71Ahjia8/jk3gaUIie0gp9FbaFhyXn2IpyiuUffqo+vRKM3DtxFBDi85dxardclyzgTqpEThziyzW83ddd2R+3V+7FeyV6469XrdDv7BQGnfMqbOHVIW5wdy6yM8VQ654k4zfZ7Tz19UuqcO7a0kM5naj1SySTIBEPLwk1yq/qfium5+UsT5+THniTiaN4l32Gq88gW4XP2t1TDZ1YsLBFH7Ugj4xtjEU6RPty36uMrcR+6iACHN47zjY/DOWSZUI2cOMSRtfhVP8pEnOZiLQa/X15Jf+pyAumdvS6Q//WUXjqkLc6OfVbGGWPZ7+YU57nJUiUZDWtDKOd52fFKJsE/ESeHVZ2nYravDc/NX5polbK3iTiad8mUI9V5ZLRnzHsLOBEnybM4P18Tb0+LdB0w07fq4ytxH7qIAIfvSifVGiCfW8+HaufEIc5OdC4Pt9faX9olTLmApfmTZaVGemevC+R/PaWXDmmLs2OflbHvnNQGT3LQ05wj9/v5ut3UcqbNcwHbuWNLG0LZrZFEyeTNSeqZ26paOGU5Ukzq6SNapextIo7qXc7FBRntGfMq+ibiGKeCAp5FSmTGhr2I2XSyXMyb8x4tqa99qz6yEo1NZvguIsDhjXvCtYnDfN0R7HKHOJpjafGNNstnP6rOkjxRCel1gRzkRdrRfpMkxVlwbo+yL8arHahsn9poQ65/hy1g289Gsk9iJ1EyCZ6JOINZ1XIyuPO3AW4WcJP4Uny+taT9Vws+fJ5ixESc2XSS8Gi4JLU2SiLO6F1EmOmMO4u1Cs20aA4NqqnThzjSdVRxzlV6+oHT8+wX+Jxm0cuOdhMlKc6Cz/Yoy4K0OniSl2kDO+fQSuojVXIOoeyT2EmUTIJnIk4mq8pwSnsrqFathPTdrXooiTjOFRBpigA1ZKMOqLKujV0+H7EJtmfAQSzDJ+LsQxcR7PDar7T4hoNwcqNaO32IY9y22orWUO15cJbkCXlxrwtkHObM6auf7oJ3VCUpzoLP9ijL15T8H8pYuQGJOM4hlH0SO4mSSbCntea2aq/kBpm4YJnZ+livDuhEHGfmmbYCIq0tc/4CEnHkOzL4RBw5f2B8L2ruZ5zs8fw0VWSlJK/Efegigh3evjKY75N50KBaO32IszNNMFpu0nWl/QXvvLPzAqnkbDqRB9s0J0a0F/cqIm1xFjw/GG5seM45/Lbr+VivjE/hU1CvVXbn/HASJZMgNbm8OGvGi9/vz61tM1m17XCNp/ZpLzzjjqrlYq4dq9NOqssAqIxEHOMdLi/O2ps0FSdv4jyypa363X//ur4a5n8wjE/CkHaBMWb1/DRVZKWkrcTdfnQRwQ5vSe3nIJwBUA2eJcTpWhMxzvJ1naFuT56Q1/e9wPMb0ZabOItIW1wXzkScFmPSsXMril2GT8RJomSOtmQpN5NV7SLfZL3U0OYkiknE2fXfaGN82L512vdZ5INoUwhyKkJOIx1nIk6+Fudpsa7tHRyEMwyqzbOEOF3LT8ZZvq7jOuzZKk7n8/FO/+8RGm/iU0TC4jytbVnoNTbaXtsspf45EnFkiKzFYfFKpsL+kaOuD5gEKNz3aBNj8+kVZ2uOUUwiTldDsIvPsl3fmzgf1pJZtTMt5cgVkFITcQboImIcvqu18rnNYVBtniXE6epBjBXc1e3acyHl9X0vaFX176qcH3DwsUxwcV34n1O88ztn2RiHnZ+e/H6+2odWRn2kSs5VdvuhJkmUTIU9aFDVTm7VLplNJ5aViO2m9tml7DPzcaCJOA2WkHG5mMvI1bhbyjJiuV9eydUK/09TdV2gRq4+bbnURJwBuogYhzcer59vLhk0VLNnCXF2HWkfPgq1juj/DMab+5e+++/f38/bx3oleyX1xIgAHdIW52lq+0K79kruGtKp+UDLxbwZ4gxzIo79K0uplEzI7+frw+21+tRNPcoOMa1VGxdSO+v2nk6alC/N/S4vzu6XVx/rVcAhMakYIBFH9TTt1K72g6b+D/uyupFHXTQqxX+hSfqGOpHgs0+nyEScYbqISIeXRfC5zcFQLZ8rxAEAADhCZC4OWcZDQogDAACQHvvcGwwAIQ4cHQFfIjQKeyIwKYAF55ezIDeq8Qlx4CgI2ycshY/nYVKALnw+6wG5Ue1PiANHgc82Ih9J++WNgwaTAqjITXZ8bnMU1CogxAEAAIgl97cIwRNCHAAAACgQQhwAAAAoEEIcAAAAKBBCHAAAACgQQhwAAAAoEEIcAAAAKBBCHAAAACgQQhwAAAAokCFCnMgv0QMcCqO7+ugKQAyjVN/fz5tWaMyXwv5+3l5WN9rBd7Pp5H55Nbp598E+43KE/UP2EEf6R6+fAxwKo7v66ApADGNVn/yEavCXwuRXmVpZLuajW3h0+4zLcfYP6sNmCXGkf/A1eRiMl9XNYN3T6K4+jAJDmvSoGMt/5CdUwz41YIlvqqqqn+5Gt/C49hmd0TuoUVCfN0uII/2Dr63CYFxenA3WPY3u6sMoMKRJj4qx/EcuXvz9vPW9ye/na2WV38/X0S08on32gdE7qFFQnzdLiHOEi3+wP8iuNl/3NLqrD6PAkCY9Kkb3nxjul1ea8svFHMfYKw7awYJRnzd9iHOci3+wJ3y/P2u+ly9PcHRXH0aBIU16VIzuP5Foms+mk9FVApVDd7Bg1OdNH+Ic5+If7Akk4hy0SY+K0f0nrfJ4xb5x0A4WQ94Qx7n4p9nd2DD+ft4+1qvlYj6bTtTqebi97koCUK9sZLup5WVy/Tj32qQ0SJOF1zxg+8f75ZVR4Ubn+unu4fZ6uZhrE4/npyfLxbx+uuv6rV2Hr/rxfnnVmu7y4kybxvz7eXu4vW4LzapkDHKmwSjqQDOHVRtf+n5/bufwz09PnEmXAd5uV2Ask1o8rdlX3Ni5nQTK59j+jathu6nrp7vlYq5lHV1enN0vr4xq5POfFmdXGaB2pNtsN7XJC/6PdE3nfNWPD7fXqqqz6WS5mH+sV/blrV5ONViz+v18VfvGRpp6l8tDWomp/NbO0b6L1XumD3Hsi3/aU0mbNu/UyiqXF2fSZNqpDFVHspvsjIx26Su9DPKyupFOUFXVbDox9qSeOlhGUUYd5B8baV/Jxu0S+ZSMQc40GKXdxZrJql/1o/TDqqq6DggJ9naftjawSbtUakIBaY18ju3fuHb//dtuamOVSVH7ikzK+3eVYWrHu83HeuUsUe4Vr5/ujJWiimUk4O9UwzSrv583T+O3osVw8X7rw+G+iyNRb5s4xLEv/m03tVqL0qZf9aOzJTQiBwqyR/5Yr+T9tWvUKvcpt0t6GcQi8l1o35apibGb6KtDVVXf789yE01WJSPx7HHs0VsvhftaVY54Yrzd2daGN2mXStKRmoY5fBVIv5UdgkXUN3cm5dv/2rvKYLXj3UamGNufd7upLT2JJl2zCPLKLqcaoFlpVeMj2ss73m99OOh3cSTqbROHOPbFP22my/lbu2gdhxxeyJ5FqzOt8fcqXRN/g9hFuotPn2L5eYAOPpJcyYQ+bZG2FQ1vVa2fivR2Z1sb3qT+D9UM+4avAu0m/jMxjahVkEN5z64yRu14t+ma+lWljeYDogE53O/lVLmbVcATVXERahXaYR70uzhh35U4xLEs/qlxt7Sp0XVau/z9vMk+xdnyNatpA6/ZdKJNHoqK6yH+BplNJ01I+/fzZuwvZJ/SrO9qjX+7qY2ziJ46OOcz2guMvXlyJZMgx3ZdI4McVj0/PWk7d2k0tZ+K93Z7WxvFpEaVpLR2yOTY/o1LGvlldaPOum839cd61VpAffAcynt2lTFqp3Ibz5tI51Gz/X4/X2UdyRkLf6caoFlJhWfTyVf92L5KjMGBMxGn70shso72/10ciXrzxCFO1+KfOultHDTIWXHZk1ZC7BeoZv37edOqbZiTN+2roTK86BWwS08y/ty5tCwNq84ryrTTHEomQT5IwE2SWNWYldn+N4m3j3UijuVi4xvr+/25b/+VpAqcjcv/0b7fn/2dNlJ5Z1cZqXYSt/G5ibS/fByfvsXfqXI3K58nMhbhTMRJ+FKId7AC3sXqzVOGOF2Lf2o4aUyeku8D46Ks06yyUtt/aSHtMAd7OJd1pTdb5uuaDLvmc3ddeRJyDOSz9C4vUOtIzjomVzIJsrv0mYEf0qq7dN4+1ok4FpMGq5SpCpyNS/68mYfrFZClVd7ZVUaqncRtPG+ivca6Rur2W/krPECz8tko5DxEKu1LoW8dHcm7WL1/yhDHuPinVlhXo/Xcu6GJjG1lF9P8XY6rhjlZXBpEc1apsIxnfz9f/Rf+fbK6NB2cg86u/Y0JlUyC9CLLDHxyq8p3v7xPQm8f60Qci0n7qpTbsZ2Ny5JPfX56cr+8smxmzuE/Pl1lpNpJ3MbnJnJc1LWzTD5FmMK5m5XnOUBSDWcSXsBLIayOjuddrN4/ZYhjzE4wPqfTHD7is6+nMZ92/8GOqHIGB3JYoNW3zzq0KtJrnTpIo2mGlQvqyZVMgn/WSA6ryne/dkHbkSXx9oNIxLGoNIBjOxuXZ+ro/fJKixhyKO/ZVcaoncptfG4i478uz5F2CFM4d7OS/zI+kWWrVyq/Daujo3oXq0WkDHF8ku2NAWmATSvvfWjazKFlXTNMjUY8DaI6q3PGUnYTzTlyv5+v200tZxQ9l/y1BiNL0Qw7gJLJ3VrqmduqWn9nOdVK6ukjWqUcRCJOl0oDOLbnAofn6TLqkDeT8lIsY/cAtRO6jc9NPF+osploL0t/hZ3WMIp/s+qalnCq4ayCAL8NqCMp+/wujkQtJVmIY6yb2XTic7yP/GHYg8kGIw+atKySmGvPTzwNYncCdcbSOS8qp4LDUkbsC8wDKJkEz6yRwawq53vbvtL5WycHnYgzTBU4lwNU2jOC5T21n+dT3rOrDFM7odt43sSzIDnZoG4+6qVw7kfzub9z0T+t3/Z6kMN6F0eilpIsxJF104whLH29xazBW8i0+8jTtf1/20t8DKKVbp+xlINFzSbO2RcfHZyDzgGUTIJn1kgmq8p3v8y1TOjtB52IM4xj+ySQGWnSh7s27mZS3r+rDFM7odt43sSiRovcWROTcCZLTNusfJ7Iueifz29TOVi8Gbtu1etdHIlaULIQp2sVU0aU8tnk+qVlrN8c+dD1X/sEnT0LxPJDp/gYRHNW+4ylvQjjnuSAfAXnoHMAJZPgmaOXyarau99u9nhvHyYRp1fao79KmaqgV+Pa/fevPYmkC6OemZT37yrD1PasI63GjaN8z4qWc8PybSobglaJvfw8d7OShpUpMrLJ9E3EcfqtDwW8iyNRC0oW4vRaxdQCQ2MW93Ix1w4aaYcpFqNbpm2HOQjHYpBea64W/T/WK9mD5EjEGUbJ5D7dyOXFWeNm3+/PbUvOZNW2KzSei6W9KuK9faxEHKNJ+6qUqQp6Na52Fn02nbysbrRDVhrjaz9vaiGT8p5dZbDannVk+W3fijaebtdeafw+jHxZ9vLz3M1K/vfy4qz1uqZFSAW0/nasRJxjexerZaUJcex1I+fNZDDe61Rsyzim66zeYQ7C8XdW54xl32PCh0/ESaJkDp+2lJvJqnaR47AYbx8mEcffpH1VGsCxnX7b6wtTjTSVmFt5e1cZrLaP0eQUlOxm/Su671cmZGZ0gJ9nbVZ9t9HJO4yYiOPpYPFm9GllA7yL1eLShDjORVP7muvOlNtoEcvcXdfHNXIMc3sZpO+aq71FSS/MkYgjJySSK5kK+6f+WrVzWNUu8uubkd4+TCKOv0n7qjSAYzsbV9+dsW0l5lDev6sMVtunXLlmLZcSelW0/wkr7exgpJ9nbVYBYxvNLcdKxDnCd7FaXJoQJyA7QXb9203ts9XNHtgaRw/5Jg/8DRKw5mqMps9PT34/X33O2YxPxPE5oSFSyVTYm6WqdnKrdslsOrG0/2BvHyYRp5dJ+6qU27Gdjcv/29fLxVxTILny/l1ljNrOcuV4RlZc34p2TjupH8tL4udZm5VleLNczONPxMmaiOPjYPFmVBnxXayWmCbEcS6aygmDrpD8+/354fZaG69cXpzZT+3serwqwye+fEi15vpwe932m8vFvGkzw5yIY//KUiolE/L7+fpwe60+9Ww6WS7msqtKa9WP9ep+eaW+3tp7Ognw9mEScXqZNEClfI7t2bj+ft4+1qvG+Fpo4uxt0irfq6sMVttZrs+Gl4CKbhTWtG1UNU5wJvHzfM3q7+ftZXXTRjOz6eR+edW4XyXE+WmqgRNxfBws0owaWkGDvYvVQtOEOPuDHDcMnGUMAABHhZwaGewM/b1lxHdxsSGOf3wKAADgQ7Pm0sw8aVMvxr1Uoywd7BXjvouLDXGcX1OC0embrtslA2+R22cwKUBW+u5ls6/BHQPjvovVcssJcaQXZkrDhBjC9l5KYR4YkwIMg/9X5WfTCfHN6O9itehCQhznWeCwJ/gk6vsI/QgmBRgGz71sxq+7Hxv78C5WSy8kxJGrofTXAAAQz1f92HzxVL5oeu0wOgb24V1cYIgDAAAAQIgDAAAABUKIAwAAAAVCiAMAAAAFQogDAAAABUKIAwAAAAVCiAMAAAAFQojzPwz50WYAAADIDSHOv126j9cDAADAnkCI829n+nghnyUHAAA4aAhx/u1MHy/ks50AAAAHDSHOvx2JOAAAAMVBiEMiDgAAQIEQ4pCIAwAAUCAZQ5zfz9f66e7h9nq5mGsrQeenJ8vFvH66225qyx1kikz9dLf779/HeqV+pf1+eWW/z+6/f38/by+rG/VXlxdnL6ubv583EnEAAADKI1eI8/v5WvnJw+11101kiszL6mY2ncibzKYTS5TzsrqxKCBvSCIOAADAoZMrxKmf7jxDnOp/52Y0jCkyFrlfXhk1ubw463WfqqxlOAAAgONEfbOnDHHul1f+IcVsOpF3kCkyATcJiG9IxAEAACgA9eWeMsRps21+P1/Vv283tcx9Md5QXjabTj7Wq91///5+3uQalryJmnnT3qF+uvv7eWsu+P18Na6FjV4rAAAAEEmuEMeCTNMxTsDYz6qRC2HaTeQkkDFfhxNxAAAAiiR7iNPsq2p2M8lplUZkGo3zrBoZ4iwXc/UCGbto80k+pQAAAMCBkivE+f189U/HaZafVOQcjBbByGhJzVn+fn+2/7yrFBJxAAAAyiBLiGPMtrGIXD/qOhGnRe70Vidp5C7xr/rRR08ScQAAAMogfYgjJ2/OT0+avOPtpt5uau2/nok4agTjXGCSczxtirG9FBJxAAAAyiBxiCOXfrST/T7WK+2CgEQc5zKW/eeepQAAAMDhkjjEkVM42vSJvCAgEce5jOUTu5CIAwAAUDCJQxx7bCFXqaqgRBznbilZitxOFZmIo8Vq56cnyS8AAACAYNSXbJYQp41OPtYrmSOcIxHHeIfLi7P2Jt/vz8bt670ScbRnkV/air8AAAAAglFfsglCHOM3Mi2SIxFn139Ll/2hJHI6StuxFX8BAAAAxKC+ZBOEOPbYQgZAORJxdv0/4Vn1TMSRSmrLbfEXAAAAQAzqSzZBiLPrmMg5Pz35/XyV/8qRiNNg+YrncjGXn+fslYijKSmX2+IvAAAAgBjU92yaEGf337+H2+s2mlku5s1UzTAn4qg0n/xU46rz05NmPSjyRBzt53K5Lf4CAAAAiCFLiAMAAAAwLoQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ49swEdwAAALJJREFUAAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIQ4AAAAUCCEOAAAAFAghDgAAABQIIEhDoIgCIIgyKEIIQ6CIAiCIAUKIQ6CIAiCIAUKIQ6CIAiCIAWKI8RBEARBEAQ5XPn/NTH0Usw3BeoAAAAASUVORK5CYII=" width="320" /> </b></div>
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<b>Contoh</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFFc6S68x5jdta8zTge5SpL41vHL9YcuCdAgZsNgKl59f5Imm584hAV1XxZQPwAdqnKewZA1v77anxlv9gXJf0Dk7OZAL7vap5uAGFqKiljOetbDjPDkfJMns8G1yJKOD9iz-Fi1hfDNMM/s1600/28.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFFc6S68x5jdta8zTge5SpL41vHL9YcuCdAgZsNgKl59f5Imm584hAV1XxZQPwAdqnKewZA1v77anxlv9gXJf0Dk7OZAL7vap5uAGFqKiljOetbDjPDkfJMns8G1yJKOD9iz-Fi1hfDNMM/s320/28.jpg" width="187" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin3hSTWVbCZKktwt0TaUp095oMN0pwCi39kUXiM07gTZlAYh1BnQ7zEpGl7FYmKI9nQpVayQefHUZYLVweYNRPb9OrCmMo-274A7O6WIlhzjO6f98EdL-6rYq7iXms6ZW0eOvjzyJRIdD8/s1600/29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin3hSTWVbCZKktwt0TaUp095oMN0pwCi39kUXiM07gTZlAYh1BnQ7zEpGl7FYmKI9nQpVayQefHUZYLVweYNRPb9OrCmMo-274A7O6WIlhzjO6f98EdL-6rYq7iXms6ZW0eOvjzyJRIdD8/s200/29.jpg" width="174" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqtmLz1rcTlSAvMLqnGz3MCGFEpJ8ltdAmQdWVrQq45lFD0c0n9C7kS3LmDv8z04xxW3r52SV0s3PCFETbkmI1kJc7YcqC1tEwlAbUgIfxRBhlrKSyyk95M3on8VyTAOy1JmbJtOZcyazz/s1600/27.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="174" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqtmLz1rcTlSAvMLqnGz3MCGFEpJ8ltdAmQdWVrQq45lFD0c0n9C7kS3LmDv8z04xxW3r52SV0s3PCFETbkmI1kJc7YcqC1tEwlAbUgIfxRBhlrKSyyk95M3on8VyTAOy1JmbJtOZcyazz/s200/27.jpg" width="200" /></a></div>
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<b>Tabel anggota</b></div>
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<br /></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj7Ia7UqlgT3_K6TNdI4sL1uktFa93lvJ3Rr4xXxPgtK9LfXIc8RmGBx3d_-l1dezxsY8dglI8F2mUP5xqX9h3AESgA7n5jax3OR-mPVdg_DyJC7Z51UL20XJNkfipdXnOpBnfv6rHQtHs/s1600/31.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjj7Ia7UqlgT3_K6TNdI4sL1uktFa93lvJ3Rr4xXxPgtK9LfXIc8RmGBx3d_-l1dezxsY8dglI8F2mUP5xqX9h3AESgA7n5jax3OR-mPVdg_DyJC7Z51UL20XJNkfipdXnOpBnfv6rHQtHs/s1600/31.jpg" /></a></div>
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<b>Tabel pinjaman</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivgLrER8B5qtfodSFeRrI7cCaY6VjJJMtsf9mryaztP08aVjuwJnxs_MO_OklVqVM2BG53T4JanOP14CI3GbCySfoMeK8gABDLS4bObtBYYEyAkmvUnmgpbVRV3YH2l7fbh-DNtVQWUOEg/s1600/30.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivgLrER8B5qtfodSFeRrI7cCaY6VjJJMtsf9mryaztP08aVjuwJnxs_MO_OklVqVM2BG53T4JanOP14CI3GbCySfoMeK8gABDLS4bObtBYYEyAkmvUnmgpbVRV3YH2l7fbh-DNtVQWUOEg/s1600/30.jpg" /></a></div>
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<div class="MsoNormal" style="text-align: center;">
<b>Tabel simpan</b></div>
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<b><br /></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZWOM44jQ_I-amQLecffefILgNyqeMYhhsez5XylzFZdLuPoIBL5v__pXl9QXOfbwVCq0Sjt1I_wVWqNl_mWhv0k2EPrl4aiMcXxmmyndJB4s-2dpIhWAgmtIyIJmW2Chwp8IgIlIRqZPg/s1600/32.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZWOM44jQ_I-amQLecffefILgNyqeMYhhsez5XylzFZdLuPoIBL5v__pXl9QXOfbwVCq0Sjt1I_wVWqNl_mWhv0k2EPrl4aiMcXxmmyndJB4s-2dpIhWAgmtIyIJmW2Chwp8IgIlIRqZPg/s1600/32.jpg" /></a></div>
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<b>Script Inner Joinnya</b></div>
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" 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" 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Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-39947283725793666502013-03-07T20:50:00.002-08:002013-03-07T20:50:19.546-08:00DDL ( Data Definition Language ) pada SQL<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">SQL Data Definition Language</span></b></div>
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<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Berfungsi untuk membuat atau menghapus
database dan mendefinisikan objek-objek (table, index, view, stored procedure,
trigger) yang ada di dalam database.</span></div>
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<span style="font-family: "Times New Roman","serif";"></span><span style="font-family: "Times New Roman","serif";"><br /></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1 1.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">CREATE</span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="text-indent: -24px;">
<span style="font-family: "Times New Roman","serif";"><b> </b>Digunakan
untuk membuat database dan objek-objek di dalam database.</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpLast">
<b><span style="font-family: "Times New Roman","serif";"> -Membuat
database</span></b></div>
<div class="MsoListParagraphCxSpLast">
<b><span style="font-family: "Times New Roman","serif";"><br /></span></b></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="separator" style="clear: both; text-align: left;">
<a name='more'></a></div>
<div class="MsoListParagraphCxSpFirst">
<b><span style="font-family: "Times New Roman","serif";"> -Mengaktifkan
database yang telah dibuat </span></b></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ZH-CN; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWQp2d8vxlX_Tj2_TBy9Ffewvc9CwHcoMvvUMq37useKYDHNroz0N_PdyIsAitzlDYsVCQrZr4XkRwjU4kIbt6p_rg1BnD1ZvBDuUSeIf-ci6dhEyaQ9we3unV-QL2lwxssqRdBgm_FvI/s1600/1.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWQp2d8vxlX_Tj2_TBy9Ffewvc9CwHcoMvvUMq37useKYDHNroz0N_PdyIsAitzlDYsVCQrZr4XkRwjU4kIbt6p_rg1BnD1ZvBDuUSeIf-ci6dhEyaQ9we3unV-QL2lwxssqRdBgm_FvI/s400/1.png" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoListParagraphCxSpMiddle">
<b><span style="font-family: "Times New Roman","serif";"> -Membuat
Table</span></b><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ZH-CN; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpjZq_spcgPjq_pih-dCUEHHG1T4RMsg6uMtQLqEbq546G7WdOwj-VSszF_2cNBE6KqFJkbYBqFx1QnTSOBrwIbMIIJhOhPK8I26Qj0K88sBOQZomTEaOi_navrY3McgHHcgIC-vfKAMw/s1600/1.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="162" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpjZq_spcgPjq_pih-dCUEHHG1T4RMsg6uMtQLqEbq546G7WdOwj-VSszF_2cNBE6KqFJkbYBqFx1QnTSOBrwIbMIIJhOhPK8I26Qj0K88sBOQZomTEaOi_navrY3McgHHcgIC-vfKAMw/s400/1.png" width="400" /></a></div>
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</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l7 level1 lfo1; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1 2.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">DROP</span></b><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif";"> Digunakan
untuk menghapus database dan objek-objek di dalam database.</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<b><span style="font-family: "Times New Roman","serif";"> -Menghapus
database dan tabel</span></b></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif";"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l4 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3 <span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span></b><b><span style="font-family: 'Times New Roman', serif;">3.</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">ALTER</span></b></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif";"> Berfungsi
untuk memodifikasi tabel </span></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>- menambah kolom/field</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>- menghapus kolom/field</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span>- membuat primary key atau foreign
key</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<b><span style="font-family: "Times New Roman","serif";"> -Menambah
Kolom/Field</span></b></div>
<div class="MsoListParagraphCxSpMiddle">
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><b><br /></b></span></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoListParagraphCxSpMiddle">
<b><span style="font-family: "Times New Roman","serif";"><span class="Apple-style-span" style="font-weight: normal;"><b><br /></b></span></span></b></div>
<div class="MsoListParagraphCxSpMiddle">
<b><span style="font-family: "Times New Roman","serif";"> -Merubah
Kolom/Field</span></b></div>
<div class="MsoListParagraphCxSpMiddle">
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><b><br /></b></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ZH-CN; mso-no-proof: yes;">
</span><span style="font-family: "Times New Roman","serif";"></span></div>
<div class="separator" style="clear: both; text-align: center;">
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Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-54952095721136182662013-03-07T20:45:00.001-08:002013-03-07T20:45:25.779-08:00DML ( Data Manipulation Language ) pada SQL<!--[if gte mso 9]><xml>
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<br />
<br /><div class="MsoListParagraphCxSpMiddle">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14pt; line-height: 21px;">SQL Data Manipulation Language</span></b></div>
</div>
<div class="MsoListParagraphCxSpMiddle">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>Berfungsi untuk memanipulasi data (menampilkan, menambahkan, dan menghapus data).</span></div>
</div>
<div class="MsoListParagraphCxSpMiddle">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -.25in;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">INSERT</span></b></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif";">Digunakan untuk Menambah Data dalam satu record .</span></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ZH-CN; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikj7pDY8G0_40al2p0RRwvlPQExG5tVLYG6Ip2FQG0mgOvgndHKqQO3h3yMmv1NnNh7uaclLRlxEfq0i3cyD5c955v8wTdH4kPqXpk4r1UeJvQdDP5v5nG-Mag0YnXBCR0n-rTf-pZb5U/s1600/5.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikj7pDY8G0_40al2p0RRwvlPQExG5tVLYG6Ip2FQG0mgOvgndHKqQO3h3yMmv1NnNh7uaclLRlxEfq0i3cyD5c955v8wTdH4kPqXpk4r1UeJvQdDP5v5nG-Mag0YnXBCR0n-rTf-pZb5U/s400/5.png" style="cursor: move;" width="400" /></a></div>
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<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<a name='more'></a></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif";">Atau bisa juga bila kita mengingat seluruh bentuk field dalam tabel</span></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif";">Insert Into namatable values (โnilaifield1โ,โnilaifield2โ,โฆ).</span></div>
</div>
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<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -.25in;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">SELECT</span></b></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif";">Berfungsi untuk Menampilkan record data yang ada dalam table .</span></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif";"><br /></span></div>
</div>
<div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;">
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<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ZH-CN; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Simbol <b>*</b> bermaksud โallโ atau โsemuaโ, dan digunakan untuk mewakili semua atribut dalam satu tabel</span><span lang="EN-GB" style="font-family: "Times New Roman","serif";"></span><span style="font-family: "Times New Roman","serif";"></span></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
</div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b><span style="font-family: "Times New Roman","serif";">-Menampilkan sebagian field beserta recordnya yang ada pada tabel</span></b></div>
</div>
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<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
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<b><span style="font-family: "Times New Roman","serif";">-Menampilkan baris record tertentu berdasarkan pilihan field yang diberikan</span></b></div>
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<b><span style="font-family: "Times New Roman","serif";">-Menampilkan satu field beserta recordnya yang tidak akan berulang</span></b></div>
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Baris-baris pendua atau berulang (<i>duplicate</i>) tidak akan dipaparkan.</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Sekiranya kita memilih lebih dari satu atribut ketika menggunakan</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">DISTINCT</span></b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">, hasilnya adalah gabungan atribut-atribut yang unik</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 18px;">-Menampilkan beberapa field beserta recordnya yang sama tidak akan berulang</span></b></div>
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">satu baris nip [03] tidak dipaparkan kerana berulang</span></div>
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<b><span style="font-family: "Times New Roman","serif";"> -Menggunakan Ungkapan Aritmatik dalam Pernyataan +, -, /, *</span></b></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"><span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><span class="Apple-style-span" style="font-size: x-small;"> </span></span> </span></span></span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Kita boleh menamakan semula suatu atribut (walaupun telah mempunyai nama) dengan menggunakan <b>AS.</b></span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;"><span style="mso-spacerun: yes;"> </span>SELECT nama, gaji/2 AS gajisetengah FROM pegawai</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">-Kita dapat membuat dan mengubah judul field yang akan di tampilkan</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;"><br /></span></b></div>
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<span style="font-family: "Times New Roman","serif";">menampilkan nama dari tabel pegawai dimana field nama pada hasil SQL di ubah menjadi nama lengkap.</span></div>
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<b><span style="font-family: "Times New Roman","serif";">-Menggunakan Simbol perbandingan <, >, = untuk membuat pemilihan</span></b></div>
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<b><span style="font-family: "Times New Roman","serif";">-Menggunakan operator Boolean Seperti And OR dan Not</span></b><span style="font-family: "Times New Roman","serif";"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">-Operator Logik Boolean</span></b></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">โข<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Apabila <span style="mso-bidi-font-weight: bold;">AND</span> digunakan, disemua syarat sebelum dan setelah <span style="mso-bidi-font-weight: bold;">AND</span> harus benar untuk suatu tuple dipilih</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">โข<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Apabila <span style="mso-bidi-font-weight: bold;">OR</span> digunakan, hanya salah satu syarat sebelum atau sesudah <span style="mso-bidi-font-weight: bold;">OR</span> harus benar ataupun keduanya benar untuk suatu tuple dipilih</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">โข<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Apabila <span style="mso-bidi-font-weight: bold;">NOT</span> digunakan, yang bukan syarat yang akan di tampilkan</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span style="font-family: "Times New Roman","serif";">-Jarak Nilai Sebagai Kriteria</span></b><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">*Kita boleh mengunakan pernyataan BETWEEN</span></b><b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN;"></span></b><span style="font-family: "Times New Roman","serif";"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-language: ZH-CN; mso-no-proof: yes;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";"></span></b></div>
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<b><span style="font-family: "Times New Roman","serif";">*Operator In</span></b></div>
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Pencocokan data kondisi pencarian dengan salah satu data yang ada pada suatu daftar nilai</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">.</span></b></div>
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<b><span style="font-family: "Times New Roman","serif";">*Operator Like</span></b></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;"><span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Untuk pencarian data dan </span><span class="Apple-style-span" style="font-family: 'Times New Roman', serif;">Bekerja pada type data char, varchar, text</span></div>
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<b><span style="font-family: "Times New Roman","serif";">-Fungsi Agregat</span></b></div>
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">fungsi yang mengambil suatu kumpulan nilai-nilai sebagai input dan mengembalikan satu nilai sebagai output</span></div>
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">SQL menyediakan 5 fungsi</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">AVG</span></b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;"><span style="mso-spacerun: yes;"> </span>: Rata-rata</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">MIN</span></b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;"><span style="mso-spacerun: yes;"> </span>: Minimum</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">MAX</span></b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;"> : Maksimum</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">SUM</span></b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;"> : PenJumlahan isi record</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">COUNT</span></b><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;"> : menjumlahkan data</span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">โข<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Operasi MIN, MAX dan COUNT dapat dilakukan dalam atribut yang mempunyai jenis data rentetan (<i>string</i>) seperti Char, Text, dan Varchar</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">โข<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB;">Operasi
AVG dan SUM hanya boleh dilakukan keatas atribut-atribut yang mempunyai
jenis data numerik yang berjenis int, bigint, decimal, bit, numeric,
real, smallint, tinyint.</span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a)<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif";">SUM </span><span style="font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ร </span></span><span style="font-family: "Times New Roman","serif";"> Penjumlahan dalam satu kolom</span><span style="font-family: "Times New Roman","serif"; mso-ansi-language: IN;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif";"> </span></div>
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<span style="font-family: "Times New Roman","serif";">Menampilkan jumlah keseluruhan dari tunjangan yang diberikan.</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b)<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif";">Avg </span><span style="font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ร </span></span><span style="font-family: "Times New Roman","serif";"> menghitung nilai rata-rata dalam satu kolom</span><span style="font-family: "Times New Roman","serif"; mso-ansi-language: IN;"> </span><span style="font-family: "Times New Roman","serif";">.</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c)<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif";">Min </span><span style="font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ร </span></span><span style="font-family: "Times New Roman","serif";"> Untuk mencari atau menampilkan<span style="mso-spacerun: yes;"> </span>nilai terendah</span><span style="font-family: "Times New Roman","serif"; mso-ansi-language: IN;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d)<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif";">MAX </span><span style="font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ร </span></span><span style="font-family: "Times New Roman","serif";"> Untuk mencari atau menentukan nilai tinggi</span><span style="font-family: "Times New Roman","serif"; mso-ansi-language: IN;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ZH-CN; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">e)<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif";">COUNT </span><span style="font-family: Wingdings; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-char-type: symbol; mso-hansi-font-family: "Times New Roman"; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">ร </span></span><span style="font-family: "Times New Roman","serif";"> Menghitung jumlah record yang sesuai dengan kondisi.</span></div>
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<b><span style="font-family: "Times New Roman","serif";">-Pengelompokan Record (Group by)</span></b><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif";">Pada
kondisi tertentu, sekumpulan record dapat dikelompokkan berdasarkan
satu atau lebih field yang terdapat pada sebuah tabel atau query.</span><span style="font-family: "Times New Roman","serif"; mso-ansi-language: IN;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-language: ZH-CN; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">-Pengurutan (Order by)</span></b></div>
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<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>Hasil dari query dapat di urutkan berdasarkan pada satu atau lebih kolom.<span style="mso-tab-count: 1;"> </span></span></div>
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<span style="font-family: "Times New Roman","serif";"><span style="mso-tab-count: 1;"> </span></span></div>
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<b><span style="font-family: "Times New Roman","serif";">-Pernyataan Having</span></b><span style="font-family: "Times New Roman","serif";"></span></div>
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<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif";">-menampilkan kelompok-kelompok data tertentu</span></div>
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<span style="font-family: "Times New Roman","serif";">-having
berbeda dengan where, pernyataan where digunakan untuk memberikan
criteria sebelum pengelompokan dan melakukan penyaringan baris.
Sedangkan having digunakan untuk memberikan criteria setelah
pengelompokan dilakukan, menyaring kelompok, dan menentukan kondisi bagi
Group By.</span><span style="font-family: "Times New Roman","serif"; mso-ansi-language: IN;"></span><span style="font-family: "Times New Roman","serif";"></span></div>
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</div>
<div class="MsoNormal" style="margin-left: .25in;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg99VrATP9ttJ_SGW8wsy1ZpO4CdbsMG2oSZD_NYYqvkRfnHfSVdADPJCgWCn5gHCtJJMiAUQUbGXZ1Vt0ybV4oK57xgQqT6Q-tSJ3VaqeeUF6jgUmIFC9poBPWvuh6z5iiaOaiRza8Aes/s1600/33.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg99VrATP9ttJ_SGW8wsy1ZpO4CdbsMG2oSZD_NYYqvkRfnHfSVdADPJCgWCn5gHCtJJMiAUQUbGXZ1Vt0ybV4oK57xgQqT6Q-tSJ3VaqeeUF6jgUmIFC9poBPWvuh6z5iiaOaiRza8Aes/s1600/33.png" style="cursor: move;" /></a></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif";">UPDATE</span></b></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;">Berfungsi untuk mengubah satu atau lebih data yang terdapat pada satu atau lebih kolom table.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPVZTAxkN6MtHr3WMOdBSchNzEFk1SSeC8rO6kx9bkQgq3Js1lnv1sGSIl2UIwygNOHAkaTm2MtmWjprFDwvX3vl06Uzz5e7p3GP5eVKz0GlD3Af5SiCilHyQdaN95A_u4jxq9NHKHOcQ/s1600/34.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="136" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPVZTAxkN6MtHr3WMOdBSchNzEFk1SSeC8rO6kx9bkQgq3Js1lnv1sGSIl2UIwygNOHAkaTm2MtmWjprFDwvX3vl06Uzz5e7p3GP5eVKz0GlD3Af5SiCilHyQdaN95A_u4jxq9NHKHOcQ/s400/34.png" style="cursor: move;" width="400" /></a></div>
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<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
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<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;">-Menukar record dalam Tabel</span></b></div>
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<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast; mso-no-proof: yes;"></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;"></span></b></div>
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<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
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<span lang="EN-GB" style="font-family: "Times New Roman","serif"; mso-ansi-language: EN-GB; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;">pernyataan diatas akan menambah โgajiโ yang awal dengan +12000 dalam tabel pegawai</span><span lang="ZH-CN" style="font-family: SimSun; mso-ansi-language: IN; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: "Times New Roman";">ใ</span><span lang="IN" style="font-family: "Times New Roman","serif"; mso-ansi-language: IN; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;"></span></div>
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</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto; mso-list: l1 level1 lfo3; text-indent: -.25in;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ZH-CN;"><span style="mso-list: Ignore;">4.<span style="font-size-adjust: none; font-stretch: normal; font: 7pt/normal "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;">DELETE</span></b></div>
</div>
<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;">Berfungsi untuk menghapus satu atau beberapa record dalam suatu tabel.</span></div>
</div>
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<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
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<div class="MsoListParagraphCxSpMiddle" style="margin-left: .75in; mso-add-space: auto;">
<div style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px;">
<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: SimSun; mso-fareast-language: ZH-CN; mso-fareast-theme-font: minor-fareast;"></span></div>
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span lang="IT" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IT; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: EN-US;"></span></b>Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com2tag:blogger.com,1999:blog-2789267856108998958.post-84768344143904584542013-03-07T20:36:00.000-08:002013-03-07T20:41:40.314-08:00Tree (Pohon)<div style="text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">Tree merupakan
salah satu bentuk struktur data tidak linear yang menggambarkan hubungan yang
bersifat hierarkis (hubungan one to many) antara elemen-elemen. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"></span></span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: IN;">Tree bisa didefinisikan sebagai kumpulan simpul/node
dengan elemen khusus yang disebut Root.</span>
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<a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" name="more"></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Contoh : </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
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<span class="Apple-style-span" style="font-family: 'Times New Roman', serif; font-size: 16px; line-height: 18px;"> Direktori/folder pada windows atau linux.</span></div>
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<span class="Apple-style-span" style="font-family: 'Times New Roman', serif; font-size: 16px; line-height: 18px;"><br /></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">A. Terminologi Pada Tree</span></b><br />
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><span class="Apple-style-span" style="line-height: 18px;"><span class="Apple-style-span" style="font-family: 'Times New Roman';"><span class="Apple-style-span" style="line-height: normal;"></span></span></span></span><br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span></b><span class="Apple-style-span" style="font-family: 'Times New Roman', serif; font-size: 16px; line-height: 18px;"> </span><br />
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif; font-size: 16px; line-height: 18px;"> Contoh Tree :</span><br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">B. Operasi
Dasar</span></b><br />
<ul>
<li style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Create</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">: membentuk sebuah tree
baru yang kosong<b>.</b></span></li>
<li style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><b> </b></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Clear</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">: menghapus semua
elemen tree.</span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"></span></span></li>
<li style="text-align: justify;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"><b>Empty</b>: </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">mengetahui apakah tree
kosong atau tidak<b>.</b></span></li>
<li style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><b> </b></span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"></span><b><span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DE; mso-bidi-font-weight: bold;">Insert</span></b><span lang="DE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: DE;">: menambah node ke dalam Tree secara rekursif.<span style="mso-spacerun: yes;"> </span>Jika data yang akan dimasukkan lebih besar
daripada elemen root, maka akan diletakkan di node sebelah kanan, sebaliknya
jika lebih kecil maka akan diletakkan di node sebelah kiri.<span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Untuk data pertama akan
menjadi elemen root.</span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"></span></span></li>
<li style="text-align: justify;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Find</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">: mencari node di dalam Tree secara
rekursif sampai node tersebut ditemukan dengan menggunakan variable bantuan
ketemu.<span style="mso-spacerun: yes;"> </span>Syaratnya adalah tree tidak
boleh kosong<b>.</b></span></li>
<li style="text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><b> </b></span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Traverse</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">: yaitu operasi
kunjungan terhadap node-node dalam pohon dimana masing-masing node akan
dikunjungi sekali.</span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"></span></span></li>
<li style="text-align: justify;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Count</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">: menghitung jumlah
node dalam Tree</span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">.</span></li>
<li style="text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Height</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> : mengetahui kedalaman
sebuah Tree</span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"></span></span></li>
<li style="text-align: justify;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"><b>Find Min</b> dan <b>Find Max</b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> : mencari nilai
terkecil dan terbesar pada Tree</span><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"></span></span></li>
<li style="text-align: justify;"><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Child</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> : mengetahui anak dari
sebuah node (jika punya)</span></li>
</ul>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">C. BST (Binary Search Tree)</span></b><b style="mso-bidi-font-weight: normal;"> </b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Suatu tree dengan syarat bahwa tiap node hanya boleh
memiliki maksimal <b>dua subtree</b> dan kedua subtree tersebut harus <b>terpisah</b>.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Tiap node dalam binary tree hanya boleh memiliki <b>paling
banyak</b> dua child. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"> Contoh BST :</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvnwYmghF4rMNvwLeXTTr5c3kOldWhH9KFREfokcDzxyDloQTtF3ME7q8jSHXTq3iOCidgHz8QuHUokmkje5WFZmVwvcr9vOdsLBBYl2jLnLr5t3zSQJeaIRhJQsGL5Lk9G-9xwKel_50/s1600/4.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvnwYmghF4rMNvwLeXTTr5c3kOldWhH9KFREfokcDzxyDloQTtF3ME7q8jSHXTq3iOCidgHz8QuHUokmkje5WFZmVwvcr9vOdsLBBYl2jLnLr5t3zSQJeaIRhJQsGL5Lk9G-9xwKel_50/s400/4.png" width="400" /></a></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">D. Tree Traversal</span></b></div>
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Teknik menyusuri tiap node
dalam sebuah tree secara sistematis, sehingga semua node dapat dan hanya satu kali
saja dikunjungi<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Ada tiga cara traversal </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">preorder</span></b></div>
<b>
</b>
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<b><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">inorder </span></b></div>
<b>
</b>
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<b><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-bidi-font-weight: bold; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">postorder </span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Untuk tree yang kosong,
traversal tidak perlu dilakukan</span></div>
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<span class="Apple-style-span" style="font-family: 'Times New Roman', serif; font-size: 16px; line-height: 18px;"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">1. Preorder (SLR)</span></b></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Simpul / Node nya </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Subtree sebelah kiri (Left)</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Subtree sebelah kana (Right) </span></li>
</ol>
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Contoh :</div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Implementasi dalam bahasa C</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> struct node {</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>struct
node *left;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>struct
node *right;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>char<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span>label;</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> }</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> void <b><span style="color: red;">preorder</span></b>(struct
node *p)</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> {</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>if
(p==NULL)<span style="mso-spacerun: yes;"> </span>return;<span style="mso-spacerun: yes;"> </span><span style="color: red;">jika empty-tree,
tidak perlu lakukan</span></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>printf(โvisit
%c โ, p->label); <span style="mso-spacerun: yes;"> </span><span style="color: red;">tampilkan label node yang dikunjungi </span></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span><b><span style="color: red;">preorder</span></b>(p->left);<span style="mso-spacerun: yes;"> </span><span style="color: red;">traverse
the left subtree </span></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span><b><span style="color: red;">preorder</span></b>(p->right);</span><span lang="ZH-CN" style="font-family: SimSun; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: SimSun; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: "Times New Roman";">ใใใใ</span><span style="color: red; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">traverse the right subtree</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> }</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">2. Inorder (LSR)</span></b></div>
<div class="MsoNormal">
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><span class="Apple-style-span" style="line-height: 18px;"><b><br /></b></span></span></div>
<div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Subtree
sebelah kiri (Left)</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Simpul
/ Node nya </span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Subtree
sebelah kana (Right)</span></li>
</ol>
<div>
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><span class="Apple-style-span" style="line-height: 18px;"> </span></span><span class="Apple-style-span" style="font-family: 'Times New Roman', serif; line-height: 18px;"> contoh :</span></div>
<div>
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><span class="Apple-style-span" style="line-height: 18px;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="separator" style="clear: both; text-align: left;">
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<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Implementasi dalam bahasa C</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> struct node {</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>struct
node *left;</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>struct
node *right;</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>char<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span>label;</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> }</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> void <b><span style="color: red;">inorder</span></b>(struct
node *p)</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> {</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>if
(p==NULL)<span style="mso-spacerun: yes;"> </span>return;<span style="mso-spacerun: yes;"> </span><span style="color: red;">jika empty-tree,
tidak perlu lakukan</span></span></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span></b><span class="Apple-style-span" style="font-family: 'Times New Roman', serif; font-size: 16px; line-height: 18px;"><b><span style="color: red;">inorder</span></b></span><span class="Apple-style-span" style="font-family: 'Times New Roman', serif; font-size: 16px; line-height: 18px;">(p->left);<span style="mso-spacerun: yes;"> </span><span style="color: red;">traverse
the left subtree</span></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>printf(โvisit
%c โ, p->label); <span style="mso-spacerun: yes;"> </span><span style="color: red;">tampilkan label node yang dikunjungi</span> </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span><b><span style="color: red;">inorder</span></b>(p->right);</span><span lang="ZH-CN" style="font-family: SimSun; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: SimSun; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: "Times New Roman";">ใใใใ</span><span style="color: red; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">traverse the right subtree </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> }</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">3. Postorder (LRS)</span></b></div>
<div class="MsoNormal">
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><span class="Apple-style-span" style="line-height: 18px;"><b><br /></b></span></span></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Subtree
sebelah kiri (Left)</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Subtree
sebelah kana (Right)</span></li>
<li class="MsoNormal" style="mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Simpul
/Node nya </span></li>
</ol>
<div>
<span class="Apple-style-span" style="font-family: 'Times New Roman', serif;"><span class="Apple-style-span" style="line-height: 18px;"> contoh :</span></span></div>
</div>
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<div class="separator" style="clear: both; text-align: left;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Implementasi dalam bahasa
C</span></b></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> struct node {</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>struct
node *left;</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>struct
node *right;</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>char<span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;">
</span>label;</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> }</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> void <b><span style="color: red;">postorder</span></b>(struct
node *p)</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> {</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>if
(p==NULL)<span style="mso-spacerun: yes;"> </span>return;<span style="mso-spacerun: yes;"> </span><span style="color: red;">jika empty-tree,
tidak perlu lakukan</span></span></div>
<div class="MsoNormal">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span><span style="color: red;">postorder</span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">(p->left);<span style="mso-spacerun: yes;"> </span><span style="color: red;">traverse
the left subtree</span> </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span><b><span style="color: red;">postorder</span></b>(p->right);</span><span lang="ZH-CN" style="font-family: SimSun; font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: "Times New Roman"; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: SimSun; mso-fareast-theme-font: minor-fareast; mso-hansi-font-family: "Times New Roman";">ใใใใ</span><span style="color: red; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">traverse the right subtree</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>printf(โvisit
%c โ, p->label); <span style="mso-spacerun: yes;"> </span><span style="color: red;">tampilkan label node yang dikunjungi </span></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> }</span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> <b>Contoh Preorder, Postorder, Inorder </b></span></div>
<div class="MsoNormal">
</div>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvI5IXN4q-F5zx7U4OI2tu2isvX2ZIkc2amzJKBaWVuaIE97d4AzWZNwVD7k-rDCbAWEkiVxutK5WAMStjhFEf4XFWfBW403sdNxfm1zEErJV-cAQF_mhyphenhyphenC5kDdvqUL96WFvNzEwiXB2I/s1600/8.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvI5IXN4q-F5zx7U4OI2tu2isvX2ZIkc2amzJKBaWVuaIE97d4AzWZNwVD7k-rDCbAWEkiVxutK5WAMStjhFEf4XFWfBW403sdNxfm1zEErJV-cAQF_mhyphenhyphenC5kDdvqUL96WFvNzEwiXB2I/s400/8.png" width="400" /></a></div>
</div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com4tag:blogger.com,1999:blog-2789267856108998958.post-68256449460302176202013-02-26T21:15:00.000-08:002013-02-26T21:15:27.123-08:00Notasi Prefix,Infix, dan Postfix<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcQOZCMrC3k53F8X7yktMGfDnX_EoGG1FJPQ9FlKMuna6Km-EsRJpwbRPADooV2oxUJ_Q9GUsxKQWn57pQ1WkuTPZke2EO9MQOEGp0EI8TNGPf_IDJuOfJa2VJ6anW526AIKwrVanc5bE/s1600/binexptrees.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcQOZCMrC3k53F8X7yktMGfDnX_EoGG1FJPQ9FlKMuna6Km-EsRJpwbRPADooV2oxUJ_Q9GUsxKQWn57pQ1WkuTPZke2EO9MQOEGp0EI8TNGPf_IDJuOfJa2VJ6anW526AIKwrVanc5bE/s200/binexptrees.jpg" width="200" /></a>Dalam struktur data yang kita pelajari secara umum ada 3 notasi
operasi yang dilakukan untuk suatu operasi aritmatika,yaitu
Prefix,Infix,dan postfix.Dan untuk mengetahui notasi-notasi yang diatas
itu,sebelumnya kita harus mengenal dan mengetahui indikator yang ada di
notasi itu tersebut.<br />
<br />
Notasi ini terbentuk dari Operand dan Operator.<br />
Operand adalah data atau nilai yang membantu dalam proses,sedangkan Operasi adalah fungsi yang digunakan dalam proses.<br />
<br />
<br />
<a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" name="more"></a><br />
<a name='more'></a>contohnya:<br />
A+B*C<br />
2 + 5 * 3<br />
Keterangan: A ,B ,C ,2 ,3 ,5 adalah Operand.<br />
+,* adalah Operator.<br />
<br />
Setelah kita mengenal dan mengetahui dengan Operand dan Operator,
maka mari kita mengenal juga tingkat/ level yang ada didalam notasi
tersebut:<br />
-( ) (Kurung).<br />
- ^ (Pangkat).<br />
- * / (Perkalian / Pembagian).<br />
- + - (Penjumlahan / Pengurangan).<br />
<br />
Notasi ada 3 jenis, yaitu Prefix,Infix dan Postfix yang seperti kita ketahui di atas:<br />
<br />
<b>1.Prefix</b> adalah notasi yang terbentuk atas operator dengan operand, dimana oprator didepan operand.<br />
contoh: A + B * C (infix).<br />
maka notasi prefixnya adalah: +A*BC.<br />
<br />
Pemecahannya:<br />
<br />
A+B*C<br />
<br />
Diketahui ada 3 operand yaitu: A, B, C dan 2 operand yaitu: +,
*.proses dimulai dengan melihat dari hirarkhi oprator.Contoh diatas
operator yang tertinggi adalah * kemudian +. Tanda * diapit oleh 2
operand yaitu B*C, prefixnya dengan menggabungkan operand dan
memindahkan operator ke depan dari operand,sehingga fungsi B*C, notasi
prefixnya menjadi *BC.<br />
<br />
Sehingga hasil sementara dari notasi prefix adalah:<br />
A+*BC<br />
<br />
Selanjutnya mencari prefix untuk operator yang berikutnya yaitu
+, cara yang dilakukan sama seperti diatas, operator + diapit oleh
operand, yaitu A dan *BC, gabungkan operand,sehingga menjadi A*BC,lalu
pindahkan operator kedepan operand,sehingga hasil akhir menjadi :<br />
+A*BC.<br />
<br />
<br />
<b>2.Infix</b> adalah notasi yang membentuk atas operator dengan operand,dimana operator berada diantara operand.<br />
Contoh : <br />
- A + B * C<br />
- (A + B) * C<br />
- A - (B + C) * D ^ E<br />
<br />
<br />
<b>3.Postfix</b> adalah notasi yang membentuk atas operator dengan operand, dimana operator berada dibelakang operand.<br />
Contoh : A + B * C ( infix).<br />
maka notasi postfix adalah ABC*+.<br />
<br />
Pemecahannya:<br />
<br />
A + B * C<br />
<br />
Diketahui ada 3 operand yaitu : A,B,C dan 2 operator yaitu : +, *.
proses dimulai dengan melihat dari hirarkhi operator.Contoh diatas
operator yang tertinggi adalah * kemudian +.<br /><br />
<blockquote class="tr_bq">
Tanda * diapit oleh kedua operand yaitu B dan C yaitu B*C, postfix
dengan menggabungkan operand B dan C menjadi BC,lalu memindahkan
operator ke belakang operand C, sehingga fungsi B*C, notasi postfixnya
menjadi BC*.Sehingga hasil sementara dari notasi postfix adalah A + BC*</blockquote>
<br />
Selanjutnya mencari postfix untuk operator yang berikutnya,
yaitu +, dengan cara yang dilakukan sama seperti di atas, operator +
diapit oleh 2 operand, yaitu : A dan BC* gabungkan operand
tersebut,sehingga menjadi ABC*,lalu pindahkan operator + kebelakang
operand ABC*.<br />
Sehingga hasil akhir menjadi : ABC*+.<br />
<br />
contoh Notasi Huruf :<br />
<br />
<br />
<br />
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Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com11tag:blogger.com,1999:blog-2789267856108998958.post-18371104605098796352013-02-26T06:49:00.002-08:002013-02-26T21:23:02.326-08:00Queue (Antrian)<!--[if gte mso 9]><xml>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Pengertian Queue (Antrian)</span></b></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Queue
(Antrian) adalah suatu kumpulan data yang mana penambahan data / elemen hanya
dapat dilakukan pada sisi belakang sedangkan penghapusan / pengeluaran elemen
dilakukan pada sisi depan.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Jenis
struktur data antrian sering digunakan untuk menstimulasikan keadaan dunia
nyata. Antrian banyak dijumpai dalam kehidupan sehari-hari. Misal : antrian
registrasi mahasiswa, tiket kereta api dan lain-lain.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<a name='more'></a><br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Berbeda
dg stack, prinsip yg digunakan dalam antrian adalah <b>FIFO ( First In First
Out )</b><b style="mso-bidi-font-weight: normal;">.</b> Dengan kata lain, urutan
keluar elemen akan sama dengan urutan masuknya. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Dalam
antrian tidak semuanya dilakukan secara FIFO murni, contoh yg relevan dalam
bidang komputer adalah Time-sharing Computer System, dimana ada sejumlah
penakai ( user ) yg menggunakan sistem tsb secara serempak. Karena sistem ini
biasanya menggunakan processor, dan sebuah memory utama. Jika processor sedang
dipakai oleh seorang user, maka user yang lain harus antri sampai gilirannya.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Antrian
ini tidak akan dilayani secara FIFO murni tetapi biasanya didasarkan pada suatu
prioritas tertentu. Antrian yang memasukkan unsur prioritas dinamakan dengan
ANTRIAN PRIORITAS ( PRIORITY QUEUE )</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Elemen yang pertama kali masuk ke antrian akan
keluar pertama kalinya.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> <span style="mso-bidi-font-weight: bold;">DEQUEUE
adalah mengeluarkan satu elemen dari suatu antrian. Terdapat satu buah pintu
masuk di suatu ujung dan satu buah pintu keluar di ujung satunya sehingga
membutuhkan variabel Head dan Tail</span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"><span style="mso-tab-count: 1;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Deklarasi
Queue :</span></b></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%; margin-left: 1em; margin-right: 1em;"><img alt="" height="138" src="data:image/png;base64,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" width="320" /> </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
dalam Queue</span></b></div>
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<div class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"><span style="mso-spacerun: yes;"> </span>Create ( )</span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Untuk menciptakan dan menginisialisasi Queue</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Dengan cara membuat Head dan Tail = -1</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%; margin-left: 1em; margin-right: 1em;"><img alt="" height="141" src="data:image/png;base64,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" width="320" /> </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">IsEmpty ( )</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Untuk memeriksa apakah Antrian sudah penuh atau
belum </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Dengan cara memeriksa nilai Tail, jika Tail = -1
maka empty</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Kita tidak memeriksa Head, karena Head adalah tanda
untuk kepala antrian (elemen pertama dalam antrian) yang tidak akan
berubah-ubah </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">d.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Pergerakan pada Antrian terjadi dengan penambahan
elemen Antrian kebelakang, yaitu menggunakan nilai Tail</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
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<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%; margin-left: 1em; margin-right: 1em;"><img alt="" height="133" src="data:image/png;base64,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" width="320" /> </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">IsFull </span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Untuk mengecek apakah Antrian sudah penuh atau belum
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Dengan cara mengecek nilai Tail, jika Tail >=
MAX-1 (karena MAX-1 adalah batas elemen array pada C) berarti sudah penuh </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
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<a href="data:image/png;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%; margin-left: 1em; margin-right: 1em;"><img alt="" height="102" src="data:image/png;base64,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" width="320" /> </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Enqueue (data)</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Untuk menambahkan elemen ke dalam antrian,
penambahan elemen selalu ditambahkan di elemen paling belakang.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Penambahan elemen selalu menggerakan variabel Tail
dengan cara increment counter Tail</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%; margin-left: 1em; margin-right: 1em;"><img alt="" height="228" src="data:image/png;base64,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" width="320" /> </span></div>
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<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo1; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Dequeue()</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Digunakan untuk menghapus elemen terdepan/pertama
dari antrian </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Dengan cara mengurangi counter Tail dan menggeser
semua elemen antrian kedepan.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">c.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Penggeseran dilakukan dengan menggunakan looping</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
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<span style="font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 115%; margin-left: 1em; margin-right: 1em;"><img alt="" height="185" 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01b+2/r1OqqpuEpjs5MAzp/NAsXAsLN7rqTNpqy4aqqpZg9YVlrJ2Luqkq8+y9tqW7eawOatnbd1uty+gZ0LrK73uIY0zaHewd08Y53367AcGmfWa7plxSmSydadb9kZksL847SB01bl+ftGtDyLclNRcm9kV0dNwiL1h0927yLo7Tzw0Ntip+yrLmQ2R5G1Sdtz2ISa41Ott9/P/kTUqghtaWaeS8MaE15tPWVbZ1zOKBLaytexD3duqPn3gHN1xd/qk9OGvG2DgVxs/0BUzyAOMLy7AKaOwD+ENDP4SKgyyGg6fV+MruA5uz2h4B+Dg8BXayBHo4Sy4Cevz1lnOMu7LsSc7eKkt2MuAVlW3eROmAyl8ckg45xQAN4Kr5/tSOgAcApAhoAnCKgAcApAhoAnCKgAcApAhoAnCKgAcApAtqZa34ABsCjEQP6Rm8BiUsloAEsCOhLEdAA0u4R0M5fedWzPAIawIKA7oCABmCBgO6AgAZgwTCgo4HT5GGYp/d+Wmm0TWlB30Hbw3cXlgexO1ZMLFueZqVxqQQ0gIVdQMsDWwpDFucmKwb0a5o2C0kGdJdiYvmAVqyUgAaQtubGbN3F8Qmz7SMLa4LF18zCMMnyNe8rnlqRcS3FxJRdHMLSTAKa1/ACgzgvoIXskZNEGAYnF9AHxy0+XkxM3QcdrZSABpBmGdCFHlr9yPa5gBaCSMy4fsXEkgFdXKkioLPDCQmfAxiGWUAnu3SvCOiuxSS2NdMDQ0ADOMIooD+XjmFoKXsVugd052JiUnm6lXKTEECaZUDv0+7SgO5XTCwZ0MWVEtAA0s67gl6+kh8O6GjKhivolmJiUnm6lXKTEECaUUD37vYNl/aZ5Zo+aGm6dHmFlVoENNfgwCjMAnreJ9T0jroCai5atw9EVAd0z2Jy0wXlaVZqENDkMzAMy4DGFejgAIZBQA/mRi/DBlBAQI+FDg5gIAT0WJy/mBVADQJ6KHRAAyMhoAHAKQIaAJwioAHAKQIaAJwioAHAKQIaAJwioAHAKQIaAJwioAHAKQIaAJxyGtC8UgIACGgAcIqABgCnzAL6PS2vVVvGfdq+ZG07QpQwBtTeZwLN4N6p9X7nDcahUv0RSFYLAIZMA/o1TZswXDJUzOAl9boEtLTe5BCuhcDNVgsAhmwDOgjmP5/Aiy+ag9DLRLEmoIX1rp/Ha868P1lVLS9hBmDCOKCjNP3996NJ3taAji9x5RRNTV1VLQENwIRtQEepJfdgxFe8jQEtpGWunlRAa6sFAAsENAENwKkrAlqRbY4CmiQGcJGTA1rbX5uJ4v3Hu4ztGdD0LgO40tkBvT5NkX9S7W+qxD296AbddsquAa2rlhgHYOL0gE4+kRxmYDjRuhy5Vzjqve4W0Jpqy8sAgCMuCOh5loI2ez8x+MddZO6SsXdAF6slnwEYMQvox6CDA4ARAroRT3oAsEJAt6GDA4AZAroN70UFYIaAbkIHNAA7BDQAOEVAA4BTBDQAOEVAA4BTBDQAOEVAA4BTBDQAOEVAA4BTDQG9vFWO32kAgIXmK2heRgEANjp0cfBzZwCwQEADgFOdujjIZwDorTWgxYG2AQDtGgOa8UQAwAoBDQBONfdBvycSGgAsdHiKg/uEAGCBK2gAcKrHUxzkMwAY4CYhADjV5TloEhoA+msNaG4QAoCR9qc4+C0hAJjo8JgdvRwAYKFXQHMFDQCddXkOmnwGgP4aApohrwDAUocuDgCABQIaAJwioAHAKQIaAJwioAHAKQIaAJwioAHAKQIaAJwqBzQA4FoENAA4RUADgFP7gAYA+PEf4MblyLORNGUAAAAASUVORK5CYII=" width="320" /> </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Clear()</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level2 lfo1; tab-stops: list .75in; text-align: justify; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Untuk
menghapus elemen-elemen Antrian dengan cara membuat Tail dan Head = -1</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Penghapusan
elemen-elemen Antrian sebenarnya tidak menghapus arraynya, namun hanya mengeset
indeks pengaksesan-nya </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Tampil </span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Untuk
menampilkan nilai-nilai elemen antrian </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Menggunakan
looping dari head s/d tail</span></div>
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<![endif]-->Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-41531604887680506462013-02-20T22:29:00.000-08:002013-02-20T22:29:18.521-08:00Tutorial Membuat Tabel Database di MySQL<div style="text-align: justify;">
Banyak aplikasi bantu untuk mengelola database mysql, diantaranya
yang paling mudah dan banyak digunakan adalah phpmyadmin. Aplikasi
phpmyadmin dikembangkan berbasis web sehingga sangat mudah digunakan. Biasanya aplikasi ini sudah
terdapat dalam paket web server seperti XAMPP, LAMP dll jika anda
menginstall untuk dijalankan dikomputer pribadi<span style="color: black;"><span style="font-family: Arial, Helvetica, sans-serif;">. </span>Bagi yang memiliki hosting php, biasanya juga tersedia dalam menu Control Panel.</span></div>
<div style="text-align: justify;">
<br /></div>
<a name='more'></a>
<br />
<div style="text-align: justify;">
Pertama, buka browser dan jalankan phpmyadmin dengan mengetik <span style="color: black;"><a href="http://localhost/phpmyadmin" rel="nofollow">http://localhost/phpmyadmin</a> pada bagian address bar. Tunggu beberapa saat sampai ada tampilan seperti berikut :</span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://retnoevita.files.wordpress.com/2013/01/11.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Image" class="size-full wp-image" id="i-10" src="http://retnoevita.files.wordpress.com/2013/01/11.jpg?w=487" /></a></div>
<span style="color: black;"></span><br />
<br />
<div style="text-align: justify;">
Kolom sebelah kiri merupakan naviagasi daftar database yang sudah
ada. Kolom kanan tempat munculnya table atau operasi2 yang dapat
dilakukan dengan phpmyadmin. Untuk membuat database baru, ketikkan nama
database pada kolom kanan dibawah tulisan create new database. Nama
database sebaiknya ditulis tanpa spasi misal db_tamu, kemudian tekan
tombol create. Setelah itu akan muncul tampilan seperti gambar berikut :</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://retnoevita.files.wordpress.com/2013/01/phpmyadmin11.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Image" class="size-full wp-image" id="i-11" src="http://retnoevita.files.wordpress.com/2013/01/phpmyadmin11.jpg?w=487" /></a></div>
<br />
<span style="color: black;"></span><br />
<div style="text-align: justify;">
Kolom kiri menunjukkan database yang sedang aktif digunakan (baru
dibuat), kolom kanan berisi menu untuk operasi yang bisa dilakukan dalam
database aktif.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Sekarang membuat tabel dalam database aktif. Caranya ketikkan nama
tabel sebaiknya tidak menggunakan spasi contoh tb_tamu, isian jumlah
field jika sudah diketahui boleh diisikan, jika belum bisa diisi jumlah
perkiraan, misal diisi 3, kemudian tekan tombol go. Maka akan muncul
tampilan seperti gambar berikut :</div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://retnoevita.files.wordpress.com/2013/01/phpmyadmin21.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Image" class="size-full wp-image" id="i-13" src="http://retnoevita.files.wordpress.com/2013/01/phpmyadmin21.jpg?w=487" /></a></div>
<br />
<span style="color: black;"></span><br />
<div style="text-align: justify;">
Isikan nama field, tipe datanya dan panjangnya.</div>
<div style="text-align: justify;">
Misal :</div>
<div style="text-align: justify;">
field pertama : id, tipe int, panjang 10, index primary, autoincrement ya<br />
filed kedua : nama, tipe varchar, panjang 30<br />
field ketiga : alamat, tipe varchar, panjang 100</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Jika anda mau menambah field, isikan jumlah field pada kanan bawah dan tekan go. Jika sudah selesai tekan save. Setelah berhasil akan muncul seperti gambar berikut : </div>
<div style="text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://retnoevita.files.wordpress.com/2013/01/phpmyadmin41.jpg" style="margin-left: 1em; margin-right: 1em;"><img alt="Image" class="size-full wp-image" id="i-9" src="http://retnoevita.files.wordpress.com/2013/01/phpmyadmin41.jpg?w=487" /></a></div>
<div>
<span style="color: black;"></span></div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com1tag:blogger.com,1999:blog-2789267856108998958.post-34066196355807823922013-02-20T22:15:00.001-08:002013-02-26T21:15:47.842-08:00NormalisasiNormalisasi adalah proses pembentukan struktur basis data sehingga sebagian besar ambiguity bisa dihilangkan.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQJkadgp-QqVithQoo8rCLz-IzlTirANsxc76vb6tPdvTO1juxJzyPdrQX9kEknOACn-8dugpS6EMAVTQLlsKFgqhJPXfdrFvyNFX3htpoJ6xowjlebzMfYdLqWETjysu3jioP3xX8OWs/s1600/6.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQJkadgp-QqVithQoo8rCLz-IzlTirANsxc76vb6tPdvTO1juxJzyPdrQX9kEknOACn-8dugpS6EMAVTQLlsKFgqhJPXfdrFvyNFX3htpoJ6xowjlebzMfYdLqWETjysu3jioP3xX8OWs/s200/6.jpg" width="200" /></a><br />
<br />
<b>A. Tujuan Normalisasi</b><br />
<br />
1. untuk menghilangkan kerangkapan data.<br />
2. untuk menguramgi kompleksitas.<br />
3. untuk mempermudah permodifikasikan data.<br />
<br />
<b>B. Proses Normalisasi</b><br />
<ol style="text-align: justify;">
<li>Data diuraikan dalam bnetuk tabel,selanjutnya di analisis berdasarkan persyaratan tertentu ke beberapa tingkat.</li>
<li>Apabila tabel yang diuji belum memenuhi persyaratan
tertentu,maka tabel tersebut perlu dipecah menjadi beberapa tabel yang
lebih sederhana sampai memenuhi bentuk yang optimal.</li>
</ol>
<a name='more'></a><br />
<b>C. Kriteria Tabel Efisien</b><br />
<br />
Sebuah tabel dikatakan baik atau normal jika memenuhi 3 kriteria,yaitu:<br />
<ol>
<li>Jika ada dekomposisi(penguraian)tabel,maka
dekomposisinya harus dijamin aman.Artinya setelah tabel tersebut
diuraikan menjadi tabel-tabel baru tersebut bisa menghasilkan tabel
semula dengan sama persis.</li>
<li>Terpelihara ketergantungan fungsional pada saat perubahan dara.</li>
<li>Tidak melanggar Boyce-Code Normal Form</li>
</ol>
<b>D. Tahapan Normalisasi</b><br />
<br />
* Bentuk Tidak Normal : Menghilangkan perulangan group.<br />
* Bentuk Norma Pertama(1NF) : Menghilangkan ketergantungan sebagian.<br />
* Bentuk Norma Kedua (2NF) : Menghilangkan ketergantungan Transitif.<br />
* Bentuk Norma Ketiga (3NF) : Menghilangka anomali hasil dari ketergantungan fungsional.<br />
* Bentuk Boyce-Codd (BCNF) : Menghilangkan ketergantungan Multivalue.<br />
* Bentuk Norma Keempat (4NF) : Menghilangkan Ketergantungan anomali-anomali yang tersisa.<br />
* Bentuk Norma Kelima (5NF)<br />
<br />
<b>E. Ketergantungan Fungsional</b><br />
<br />
<div style="text-align: justify;">
Ketergantungan fungsional adalah Atribut Y pada relasi R
dikatakan tergantung fungsional pada atribut X (R.X---> R.Y), jika
dan hanya jika setiap nilai X pada relasi R mempunyai tepat satu nilai Y
pada R.</div>
<br />
<b> R = Relasi/tabel dan Y,X = Atribut didalam tabel R</b><br />
<br />
Contoh:<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYJK5V6_c4PdSLwXh5lWd_ebcAN6IloWIE4fLqsAKaSC2pY1GGwzMRBUlSrZRW0QjY0IpxisnTxo9BIYb-CHmV1IvU3Pvljt19eurolUNgrevqCL1lzWJzAG4Fw-Y1MUCoggkx5CrTHyg/s1600/1+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYJK5V6_c4PdSLwXh5lWd_ebcAN6IloWIE4fLqsAKaSC2pY1GGwzMRBUlSrZRW0QjY0IpxisnTxo9BIYb-CHmV1IvU3Pvljt19eurolUNgrevqCL1lzWJzAG4Fw-Y1MUCoggkx5CrTHyg/s400/1+PM.jpg" width="400" /></a></div>
<br />
<b>F. Ketergantungan Fungsional Penuh </b><br />
<br />
<div class="" style="clear: both; text-align: left;">
Ketergantungan Fungsional Penuh adalah Atribut pada relasi
R dikatakan tergantung fungsional penuh pada atribut X pada relasi
R,jika Y tidak tergantung pada subset dari X (bila x adalah key
gabungan).</div>
<div class="" style="clear: both; text-align: left;">
</div>
<div class="" style="clear: both; text-align: left;">
Suatu atribut Y mempunyai dependensi sepenuhnya terhadap atribut X jika :</div>
<div class="separator" style="clear: both; text-align: left;">
* Y mempunyai dependesi terhadap X</div>
<div class="separator" style="clear: both; text-align: left;">
* Y tidak mempunyai dependensi terhadap bagian dari X.</div>
<br />
<div class="separator" style="clear: both; text-align: left;">
Contoh:</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIU3KieZ95SsRN4gl2fUlQ0uuWhoefSITTt8_du26vi2zwS1cmdSc3b9454OdjiQCvvhlUx0XkMtxpaj_M-prgQYyyPmvUFHyMDdOtz2wcIEB6OVj77pqnXhlGHP5pEogQ63iFRwB2Iko/s1600/2+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="210" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIU3KieZ95SsRN4gl2fUlQ0uuWhoefSITTt8_du26vi2zwS1cmdSc3b9454OdjiQCvvhlUx0XkMtxpaj_M-prgQYyyPmvUFHyMDdOtz2wcIEB6OVj77pqnXhlGHP5pEogQ63iFRwB2Iko/s400/2+PM.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
<b>G. Ketergantungan Transitif </b></div>
<div class="separator" style="clear: both; text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: justify;">
Ketergantungan Transitif adalah Atribut Z pada relasi R
dikatakan tergantung transitif pada atribut X, jika atribut Y
tergantung pada atribut X pada relasi R dan atribut Z tergantung pada
atribut Y pada relasi R.</div>
<div class="" style="clear: both; text-align: left;">
<b>( X--> Y, Y--> Z , maka X--> Z )</b></div>
<div class="" style="clear: both; text-align: left;">
</div>
<div class="" style="clear: both; text-align: left;">
Suatu atribut Z mempunyai dependensi transitif terhadap X jika :
</div>
<div class="" style="clear: both; text-align: left;">
* Y memiliki dependensi terhadap X dan</div>
<div class="" style="clear: both; text-align: left;">
* Z memiliki dependensi trhadap Y</div>
<div class="" style="clear: both; text-align: left;">
<b> X--> Z
</b></div>
<div class="" style="clear: both; text-align: left;">
<b>
X--> Y--> Z</b></div>
<div class="" style="clear: both; text-align: left;">
</div>
<div class="" style="clear: both; text-align: left;">
Contoh:</div>
<div class="" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr4P8TIZJAkeSrcoliN_u7TxdvkoC78K45BPEgYYMGF0zap4tRcOflokmkHLgBTufXz8rcmEFnS3YYTToMu3NvX101mHxcTj0Caznd_A6tzomlUtRSkGJtsRn0Jpr3YGPyG83QbD9yn8k/s1600/3+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgr4P8TIZJAkeSrcoliN_u7TxdvkoC78K45BPEgYYMGF0zap4tRcOflokmkHLgBTufXz8rcmEFnS3YYTToMu3NvX101mHxcTj0Caznd_A6tzomlUtRSkGJtsRn0Jpr3YGPyG83QbD9yn8k/s400/3+PM.jpg" width="400" /></a></div>
<br />
<b>H. Problem Pada Dependensi Transitif
</b><br />
<div class="" style="clear: both; text-align: left;">
</div>
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<ol style="text-align: justify;">
<li><b>Anomali Penyisipan</b> : Seorang salesman baru yang bertugas dijateng
tidak dapat dimasukkan dalam tabel sampai salesman tersebut mendapatkan
seorang pelanggan.</li>
<li><b>Anomali Penghapusan</b> : Jika pelanggan A-001 dihapus,informasi bahwa Dian menangani daerah jabar ikut menghilang.</li>
<li><b>Anomali peremajaan</b> : Jika katakanlah Farkan Mendapat penugasan baru
untuk menagani daerah kalimantan,maka sejumlah baris di remajakan agar
data tetap konsisten.</li>
</ol>
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<b>I. Tabel Universal </b></div>
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Tabel Universal adalah sebuah tabel yang merangkum semua kelompok data yang saling berhubungan tabel yang baik.</div>
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</div>
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Contoh :</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihPvcIYu5v8Y-YXpzXI58WfUd6SsoUcuW6ETku-pZY97V-gxwnJQQwDFptlJGGhBktziV0mZ6SJbE8GIAj3WiIjdBmDGduvOn02hdYx7A1FAjqdCLaZe2MTsJ9a6Db5FO_9egPwtB029Q/s1600/5+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="197" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihPvcIYu5v8Y-YXpzXI58WfUd6SsoUcuW6ETku-pZY97V-gxwnJQQwDFptlJGGhBktziV0mZ6SJbE8GIAj3WiIjdBmDGduvOn02hdYx7A1FAjqdCLaZe2MTsJ9a6Db5FO_9egPwtB029Q/s400/5+PM.jpg" width="400" /></a></div>
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<b>J. Bentuk-Bentuk Normal </b></div>
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1. Bentuk Normal Tahap Pertama (1st Normal Form / 1NF )</div>
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</div>
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* Bentuk normal 1NF terpenuhi jika sebuah tabel tidak
memiliki atribut bernilai banyak,atribut composite atau kombinasinya
dalam domain data yang sama.Setiap atribut dalam tabel tersebut harus
bernilai atomatic.</div>
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</div>
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Contoh :</div>
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</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiGlM4P_KoqBDnohjqd-Y2b9cs6gMD4rWOlOJm253laiyEXgj-RQQ-fwykAoyX3j7K6NzIyQhhXhmGhTvsYhNUrMyuKUbAbZPIOEBBf0guDdIt6oKLahXmOqQA69vKtqkDB7odl12z7_E/s1600/6+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="269" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiGlM4P_KoqBDnohjqd-Y2b9cs6gMD4rWOlOJm253laiyEXgj-RQQ-fwykAoyX3j7K6NzIyQhhXhmGhTvsYhNUrMyuKUbAbZPIOEBBf0guDdIt6oKLahXmOqQA69vKtqkDB7odl12z7_E/s320/6+PM.jpg" width="320" /></a></div>
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2. Bentuk Normal Tahap Kedua ( 2nd Normal Form / 2NF )</div>
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</div>
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*Bentuk normal 2NF terpenuhi dalam sebuah tabel jika telah
memenuhi bentuk 1NF, jika ada atribut selain primary key,secara utuh
memiliki functional dependency pada primary.</div>
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*Sebuah tabel tidak memenuhi 2NF, jika ada atribut yang ketergantungannya hanya bersifat persial saja.</div>
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*Jika terdapat atribut yang tidak memiliki ketergantungan
terhadap primary key,maka atribut tersebut harus dipindah atau
dihilangkan.</div>
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</div>
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Contoh :</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAs8TJxUP9EYH3Oty4M3_y0ONNqkDodQ298Nr1y-pUTPYAi-u3sXXO9f3gXdxxd85DZgNnUw3KhczBA40MqioEO0XL7BRJlnJzOzYtcroo1NhUkvb_Bb1mc0L9RjvNkO8e1Z1czdxnsI0/s1600/7+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="202" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAs8TJxUP9EYH3Oty4M3_y0ONNqkDodQ298Nr1y-pUTPYAi-u3sXXO9f3gXdxxd85DZgNnUw3KhczBA40MqioEO0XL7BRJlnJzOzYtcroo1NhUkvb_Bb1mc0L9RjvNkO8e1Z1czdxnsI0/s400/7+PM.jpg" width="400" /></a></div>
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3. Bentuk Normal Tahap ( 3rd Normal Form / 3NF )</div>
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</div>
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*Bentuk normal 3NF terpenuhi jika telah memenuhi bentuk 2NF,dan jika tidak ada atribut <i>non primary</i> <i>key</i> yang memiliki ketergantungan terhadap atribut <i>non primary key</i> yang lainnya.</div>
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* Untuk setiap Functional Dependency dengan notasi X--> A,maka:</div>
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- X harus menjadi superkey pada tabel tsb.</div>
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- Atau A merupakan bagian dari primary key pada tabel tsb.</div>
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</div>
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Contoh:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV04jylU1hpgtzFS-D_FRsff3-WeW463RQw-UztmoBWmeR3GgoUZTSJMli1feMDcBohrjgYNz0_8eJ3GoN875-RLt__waoOQYgxxxNd2hRqlW4hrBaVGP_F25-gqI2HrUA-A_qoMrAhDQ/s1600/8+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV04jylU1hpgtzFS-D_FRsff3-WeW463RQw-UztmoBWmeR3GgoUZTSJMli1feMDcBohrjgYNz0_8eJ3GoN875-RLt__waoOQYgxxxNd2hRqlW4hrBaVGP_F25-gqI2HrUA-A_qoMrAhDQ/s400/8+PM.jpg" width="400" /> </a></div>
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4. Boyce-Code Normal Tahap ( BCNF )</div>
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</div>
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*Bentuk BCNF terpenuhi dalam sebuah tabel,jika untuk setiap <i>functional dependency</i> terhadap setiap atribut atau gabungan atribut dalam bentuk : X--> Y maka X adalah Super Key.</div>
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*Tabel tersebut harus di-dekomposisi berdasarkan <i>functional dependency</i> yang ada,sehingga X mejadi <i>super key</i> dari tabel-tabel hasil dekomposisi.</div>
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*Setiap tabel dalam BCNF merupakan 3NF,akan tetapi setiap 3NF
belum tertentu termasuk BCNF.Perbedaannya,untuk functional dependency
X--> A, BCNF tidak membolehkan A sebagai bagian dari primary key.</div>
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</div>
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Contoh:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilp8Ee28O9l5JcfpDWUoUbg34tfnxzvzqfBXHS-0mYSq0f44cv7IWLqZbeiuro7gEsuuVN0z1nRSD6HlYibG0lK6QZL8Wpqjl6PD9BDm7K1NOlS-wEuLnj4RBMewRdHinpPpVt7H1IQ6s/s1600/9+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="127" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilp8Ee28O9l5JcfpDWUoUbg34tfnxzvzqfBXHS-0mYSq0f44cv7IWLqZbeiuro7gEsuuVN0z1nRSD6HlYibG0lK6QZL8Wpqjl6PD9BDm7K1NOlS-wEuLnj4RBMewRdHinpPpVt7H1IQ6s/s400/9+PM.jpg" width="400" /></a></div>
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5. Bentuk Normal Tahap ( 4th Normal Form / 4NF )</div>
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</div>
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*Bentuk normal 4NF terpenuhi dalam sebuah tabel jika telah
memenuhi bentuk BCNF, dan tabel tersebut tidak boleh memiliki lebih dari
sebuah <i>multivalued atribute</i>.</div>
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* Untuk setiap <i>multivalued atribute</i> (MVD) juga harus merupakan <i>functional dependencies.</i></div>
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<i><br /></i></div>
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6. Bentuk Normal Tahap ( 5th Normal Form / 5NF )</div>
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</div>
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*Bentuk normal 5NF terpenuhi jika tidak dapat memiliki sebuah <i>lossless</i> decompositin menjadi tabel-tabel yang lebih kecil.</div>
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* jika 4 bentuk normal sebelumnya dibentuk berdasarkan
functional dependency, 5NF dibentuk berdasarkan konsep join
dependence.yakni apabila sebuah tabel telah di-dekomposisi menjadi
tabel-tabel lebih lebih kecil,harus bisa digabungkan lagi(join) untuk
membentuk tabel semula.</div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-13679316342493987182013-02-20T21:37:00.000-08:002013-02-20T21:37:06.552-08:00Tutorial Membuat Tabel Database di SQL Server 2008<div style="text-align: justify;">
<span class="Apple-style-span" style="line-height: 19px;"><b><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Microsoft SQL Server</span></b></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> adalah sebuah </span></span><span class="Apple-style-span" style="line-height: 19px;"><a href="http://id.wikipedia.org/wiki/Sistem_manajemen_basis_data_relasional" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; text-decoration: none;" title="Sistem manajemen basis data relasional"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">sistem manajemen basis data relasional</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> (RDBMS) produk </span></span><span class="Apple-style-span" style="line-height: 19px;"><a class="mw-redirect" href="http://id.wikipedia.org/wiki/Microsoft_Corporation" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; text-decoration: none;" title="Microsoft Corporation"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Microsoft</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">. </span></span><span class="Apple-style-span" style="line-height: 19px;"><a href="http://id.wikipedia.org/wiki/Bahasa_kueri" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; text-decoration: none;" title="Bahasa kueri"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Bahasa kueri</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">utamanya adalah </span></span><span class="Apple-style-span" style="line-height: 19px;"><a href="http://id.wikipedia.org/wiki/Transact-SQL" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; text-decoration: none;" title="Transact-SQL"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Transact-SQ</span></span></a><a href="http://id.wikipedia.org/wiki/Transact-SQL" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; text-decoration: none;" title="Transact-SQL"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">L</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> yang merupakan implementasi dari </span></span><span class="Apple-style-span" style="line-height: 19px;"><a href="http://id.wikipedia.org/wiki/SQL" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; text-decoration: none;" title="SQL"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">SQL</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> standar ANSI/ISO yang digunakan oleh Microsoft dan</span></span><span class="Apple-style-span" style="line-height: 19px;"><a class="new" href="http://id.wikipedia.org/w/index.php?title=Sybase&action=edit&redlink=1" style="background-attachment: initial; background-clip: initial; background-color: initial; background-image: none; background-origin: initial; text-decoration: none;" title="Sybase (halaman belum tersedia)"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Sybase</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">.
Umumnya SQL Server digunakan di dunia bisnis yang memiliki basis data
berskala kecil sampai dengan menengah, tetapi kemudian berkembang dengan
digunakannya SQL Server pada basis data besar.</span></span></div>
<div style="text-align: justify;">
<span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Dibawah ini merupakan langkah-langkah untuk membuat tabel basis data pada sql server 2008 :</span></span><br />
<span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span></span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span><br />
<a name='more'></a><br /></div>
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<span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">1.</span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Buka SQL Server 2008 R2</span></span></div>
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<span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">2.</span><span style="font: 7.0pt "Times New Roman";"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Lalu arahkan pandangan ke tab bagian kiri, Object Explorer. </span><span class="apple-converted-space"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Jika belum ada, dapat ditampilkan
melalui menu view โ Object Explorer.</span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span></span></div>
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<span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">3.</span><span style="font: 7.0pt "Times New Roman";"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Kemudian pada tab Object Explorer, arahkan kursor ke Databases, klik
kanan, pilih new Database. Langkah ini adalah untuk membuat database baru.</span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span></span></div>
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<span style="color: black; font-family: "Arial","sans-serif"; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span></span></span><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">4</span></span></span><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">.</span></span></span></span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> Kemudian berikan nama pada database baru yang akan dibuat, nama
sesuai selera. Lalu klik OK.</span></span></div>
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<span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">5. </span></span><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Klik tanda 2 kali pada databases di Object Explorer, klik kanan
pada nama database yang baru saja dibuat, lalu pilih new Query.</span></span><br />
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<span style="color: black; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: Arial;"><span style="mso-list: Ignore;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span></span><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">6.</span><span style="font: 7.0pt "Times New Roman";"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Lalu ketikkan statement ini untuk membuat tabel baru. Lalu klik
Execute.</span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span></span></div>
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<span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Pembuatan
tabel juga dapat dilakukan melalui <b>interface</b>, tidak melalui command.</span></span><br />
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">1. Klik ganda 2 kali pada database di Objek Explorer, klik 2 kali
pada nama database yang baru saja dibuat,klik kanan pada table, dan
pilih new table.</span><br />
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<span style="color: black;"><span style="font: 7.0pt "Times New Roman";"><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> 2.</span></span></span><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Lalu edit nama tabel di
tab bagian kanan,tab properties, kemudian edit di kolom name.</span></span></div>
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<span style="color: black;"><span style="font: 7.0pt "Times New Roman";"><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">3.</span></span></span><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Lalu tambahkan beberapa kolom.</span></span></div>
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<span style="color: black;"><span style="font: 7.0pt "Times New Roman";"><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span><span class="Apple-style-span" style="line-height: 20px;"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> 4.</span></span></span><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Kemudian klik kanan pada kolom yang hendak dijadikan primary key,
pilih set primary key.</span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"></span></span></div>
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<span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> 5.</span><span style="font: 7.0pt "Times New Roman";"><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span><span class="Apple-style-span" style="font-size: x-small;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;"> </span></span></span></span><span style="color: black;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif;">Lalu klik menu file, save
all.</span></span></div>
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</span></span>Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-11060703745248982982013-02-20T06:37:00.000-08:002013-02-20T06:37:10.277-08:00Tutorial Membuat Tabel Database di Ms. Access<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="Apple-style-span"></span><span class="Apple-style-span" style="line-height: 19px;"><b><span class="Apple-style-span">M</span><span class="Apple-style-span">icrosoft Access</span></b></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span"> adalah sebuah </span></span><span class="Apple-style-span" style="line-height: 19px;"><a href="http://id.wikipedia.org/wiki/Program_komputer" style="background-image: none; text-decoration: none;" title="Program komputer"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span">program</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span"> aplikasi </span></span><span class="Apple-style-span" style="line-height: 19px;"><a href="http://id.wikipedia.org/wiki/Basis_data" style="background-image: none; text-decoration: none;" title="Basis data"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span">basis data</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><a href="http://id.wikipedia.org/wiki/Komputer" style="background-image: none; text-decoration: none;" title="Komputer"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span">komputer</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span"> </span></span><span class="Apple-style-span" style="line-height: 19px;"><a class="mw-redirect" href="http://id.wikipedia.org/wiki/RDBMS" style="background-image: none; text-decoration: none;" title="RDBMS"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span">relasional</span></span></a></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span"> yang ditujukan untuk kalangan rumahan dan perusahaan kecil hingga menengah. </span></span><br />
<span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span"> </span></span></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span"></span></span><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span">Dibawah ini ada langkah-langkah membuat tabel M.Access yaitu :</span></span></span></span></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span" style="line-height: normal;"></span></span></span></span></span><span style="font-size: small;"><br /></span></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="Apple-style-span"></span></span></span><span style="font-family: Arial,Helvetica,sans-serif;"><b><span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"></span></span></span></b><b><span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span" style="font-weight: normal;"><b><span style="color: #333333;">Langkah 1</span></b></span></span></span></span></b><span class="Apple-style-span" style="color: #333333;"><span class="Apple-style-span"></span></span><span class="Apple-style-span" style="line-height: normal;"><span class="Apple-style-span" style="line-height: 22px;"><span class="apple-style-span"><span style="color: black;"> </span></span></span></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><span class="Apple-style-span" style="line-height: normal;"><span class="Apple-style-span" style="line-height: 22px;"><span class="apple-style-span"><span style="color: black;">Pertama
yang harus dilakukan adalah membuka Ms. Office Access dulu</span></span></span></span><span style="color: #333333;">Klik</span><span style="color: #333333;"> <b>Blank Database, </b></span><span style="color: #333333;">tentukan lokasi penyimpanan dan nama database,
klik tombol</span><span style="color: #333333;"> <b>Create.</b></span><span style="font-size: small;"><span class="Apple-style-span"></span><br />
<span class="Apple-style-span"></span></span></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="Apple-style-span"><span class="Apple-style-span"></span></span><span class="Apple-style-span"></span> <span class="Apple-style-span"></span></span></span><b><span style="color: #333333;"><span class="Apple-style-span" style="color: black;"><span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"></span></span></span></span></span></b><b><span class="Apple-style-span"><span class="Apple-style-span"> <a name='more'></a></span></span></b><span style="font-family: Arial,Helvetica,sans-serif;"><span class="Apple-style-span" style="color: #333333; line-height: 18px;"><span class="Apple-style-span"><span class="Apple-style-span">M<span class="Apple-style-span">aka akan tampil area
kerja Ms. Access 2007, seperti gambar dibawah ini:</span></span></span></span><span style="font-size: small;"><span class="Apple-style-span">
<div class="" style="clear: both; text-align: center;">
<span class="Apple-style-span" style="color: #333333;"><span class="Apple-style-span" style="line-height: 18px;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsc3AtMJjULlB0CrdaO1pkgBD0wNGUlXID2fqEHbd6CXEzLDBWS0HaAuO-ZgbtBg3bTJGpdcBxBUqd8AzDRuubh403gqQBdIumGSEsq7ii1cyRBD12C5k7yec_rGk3A8t_yc2x1Ch_Aao/s1600/2+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><span class="Apple-style-span"><span class="Apple-style-span"><img border="0" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsc3AtMJjULlB0CrdaO1pkgBD0wNGUlXID2fqEHbd6CXEzLDBWS0HaAuO-ZgbtBg3bTJGpdcBxBUqd8AzDRuubh403gqQBdIumGSEsq7ii1cyRBD12C5k7yec_rGk3A8t_yc2x1Ch_Aao/s400/2+PM.jpg" width="400" /></span></span></a></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in;">
<span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"><br /></span></span></span></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in;">
<span class="Apple-style-span" style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span" style="line-height: 18px;"></span></span></span></div>
<span class="Apple-style-span" style="color: #333333;"><b><div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(233, 236, 238); line-height: 13.5pt; margin-bottom: 0in;">
<b><span style="font-weight: normal;"><span style="color: #333333;"><b>Office Button</b> : </span><span style="color: #333333;">adalah pengganti
menu file yang biasa anda temukan pada versi sebelumnya</span></span></b></div>
<b><span style="font-weight: normal;">
</span></b><div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(233, 236, 238); line-height: 13.5pt; margin-bottom: 0in;">
<span style="font-weight: normal;">
<span style="color: #333333;"><br />
</span><span style="color: #333333;"><b>Quick Access Toolbar</b> </span><span style="color: #333333;"> : adalah
customizable yang berisi perintah-perintah penting seperti save, undo, redo dan
masih banyak lagi perintah yang dapat anda tambahkan sendiri sesuai dengan
keperluan.</span></span></div>
<b><span style="font-weight: normal;">
</span></b><div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(233, 236, 238); line-height: 13.5pt; margin-bottom: 0in;">
<b><span style="font-weight: normal;"><span style="color: #333333;"><br />
</span><span style="color: #333333;"><b>Ribbon</b> : </span><span style="color: #333333;">merupakan pengganti Toolbar yang
sering anda temukan pada versi sebelumnya.</span></span></b></div>
<b><span style="font-weight: normal;">
</span></b><div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(233, 236, 238); line-height: 13.5pt; margin-bottom: 0in;">
<b><span style="font-weight: normal;"><span style="color: #333333;"><br />
</span><span style="color: #333333;"><b>Database Object</b> :</span><span style="color: #333333;"> </span><span style="color: #333333;">merupakan
objek-objek yang telah diaktifkan dan digunakan dalam sebuah database.
Contohnya seperti : Table, Form, Report, Macro dll.</span></span></b></div>
<b><span style="font-weight: normal;">
</span></b><div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(233, 236, 238); line-height: 13.5pt; margin-bottom: 0in;">
<b><span style="font-weight: normal;"><span style="color: #333333;"><br />
</span><span style="color: #333333;"><b>Object Preview</b> : </span><span style="color: #333333;">Tampilan object
yang anda aktifkan seperti table, form, report, dll</span></span></b></div>
<b><span style="font-weight: normal;">
</span></b><div class="MsoNormal" style="background: none repeat scroll 0% 0% rgb(233, 236, 238); line-height: 13.5pt; margin-bottom: 0in;">
<b><span style="font-weight: normal;"><span style="color: #333333;"><br />
</span><i><span style="color: #333333;"><b>View
Shortcut</b> </span></i><i><span style="color: #333333;">: adalah fitur dalam
Access 2007 yang berguna untuk mengubah tampilan objek dengan mode </span></i></span></b></div>
<b><span style="font-weight: normal;">
</span></b></b></span><b><br />
</b><b>
</b><b>
</b><b>
</b><div class="MsoNormal" style="margin-bottom: 0in;">
<b><span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span" style="color: black;"><span style="color: #333333; line-height: 115%;"><span style="font-size: small;"><i> </i></span>A. Membuat Table Menggunakan
DataSheet View</span></span></span></span></span></b><span style="color: #333333; line-height: 115%;">
</span><br />
<span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span" style="color: black;"><b><span style="color: #333333; line-height: 115%;"><br /></span></b></span></span></span></span></div>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span"><b><span style="font-size: small;"> </span></b>Tabel Data Mahasiswa
PalComTeh</span></span></span></span><span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"></span></span></span></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in;">
<span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span" style="color: black;"><span class="Apple-style-span"><br /></span></span></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span class="Apple-style-span"><span class="Apple-style-span"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhly55k5-LEJHbVBTU29n6TrojySXpzAuHgfmV7LTHUminQTBjvICpN2V_Z5FylJpmuR9U0cmJcUquckG-DOZ_CJ5WFL587pQZ97zUU3sSDAOZbWXNqs7lW4d-AGDaTj5vDEUe0q-ymUUk/s1600/3+M.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="117" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhly55k5-LEJHbVBTU29n6TrojySXpzAuHgfmV7LTHUminQTBjvICpN2V_Z5FylJpmuR9U0cmJcUquckG-DOZ_CJ5WFL587pQZ97zUU3sSDAOZbWXNqs7lW4d-AGDaTj5vDEUe0q-ymUUk/s400/3+M.jpg" width="400" /></a></span></span></div>
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<span class="Apple-style-span"><br /></span></div>
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<span class="Apple-style-span"><br /></span></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in;">
<span style="color: #333333;"><span class="Apple-style-span" style="line-height: 18px;"><b><span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"> <span style="font-size: small;">B</span>erikut langkah-langkahnya:</span></span></span></b></span></span></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in;">
<span style="color: #333333;"></span></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in; text-align: justify;">
<b><span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"> </span></span></span></b></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in; text-align: justify;">
<b><span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"><span class="Apple-style-span" style="font-weight: normal;"><b><span style="color: #333333;">Langkah 2</span></b></span></span></span></span></b></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in; text-align: justify;">
</div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="color: #333333; line-height: 13.5pt; margin-bottom: 0in;">Masih pada jendela Ms. Acces 2007 yang aktif</li>
<li class="MsoNormal" style="color: #333333; line-height: 13.5pt; margin-bottom: 0in;"> Ketika anda mebuat database baru, sebuah tabel
secara otomatis akan tampil didalam<i>Preview object</i></li>
<li class="MsoNormal" style="color: #333333; line-height: 13.5pt; margin-bottom: 0in;">Klik tombol Close untuk menutuk jendela tab <b>Table 1 </b>yang aktif, dengan cara klik tombol<b>Close</b> yang terletak di sudut kanan atas.</li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_I0nxK6W0-dgzgLuj-fSow5Hya5JYDnTywm5m8YRMYiRotg7WGbR4bSL-XKQO7jaNTBTdld4dtUJkHOxF28w0gpp9y9FXhF15mHDqrCgwQze9pvJ7auQ4-YPkxokSt8u-z4eX7yUcT0k/s1600/4+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="221" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_I0nxK6W0-dgzgLuj-fSow5Hya5JYDnTywm5m8YRMYiRotg7WGbR4bSL-XKQO7jaNTBTdld4dtUJkHOxF28w0gpp9y9FXhF15mHDqrCgwQze9pvJ7auQ4-YPkxokSt8u-z4eX7yUcT0k/s400/4+PM.jpg" width="400" /></a></div>
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<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in; text-align: justify;">
<b><span style="color: #333333;">Langkah 3</span></b></div>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;">Anda dapat membuat tabel baru, dengan cara
klik</span><span style="color: #333333;"> <b>Create
โ Table </b></span><span style="color: #333333;">dalam group</span><span style="color: #333333;"> <b>Tables</b></span><span style="color: #333333;">, seperti gambar dibawah ini:</span></div>
<br />
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in;">
<span style="color: #333333;"><span class="Apple-style-span"><span class="Apple-style-span"></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkKaqUYU0xAInpBSiCsOaXRhtsix0kxRQ5SnnwkBrip-NDZj_4QJ7pucPPUshLT8SF7orU8OPlbkfABpBfSBQ7w3zT2tkOH4JAPJGulWqhRYYsJYVWlzXfjR0h9yTozALNEiUPpOD6KMc/s1600/5+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkKaqUYU0xAInpBSiCsOaXRhtsix0kxRQ5SnnwkBrip-NDZj_4QJ7pucPPUshLT8SF7orU8OPlbkfABpBfSBQ7w3zT2tkOH4JAPJGulWqhRYYsJYVWlzXfjR0h9yTozALNEiUPpOD6KMc/s320/5+PM.jpg" width="320" /></a></div>
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<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in;">
<span style="color: #333333;"> </span></div>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in;">
<span style="color: #333333;">Maka tabel baru akan
tampil, untuk mengganti nama field pada tabel dengan cara double klik pada nama
field tersebut, seperti gambar dibawah ini:</span></div>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in;">
<span style="color: #333333;"><br /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3d1t8RuL_cZ_bGZkxHju8P05UDwLTxPYP4wKF_gNhJpL_Zkkm4qbGolSiLt9kIi0Qd3sndEuweWRAAx9rimfW_W0wgHW0GjIW8drWT6S75vRnh3uDt1qKAbPZ4fwiG3R2rsyquvzc9-Y/s1600/6+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="218" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3d1t8RuL_cZ_bGZkxHju8P05UDwLTxPYP4wKF_gNhJpL_Zkkm4qbGolSiLt9kIi0Qd3sndEuweWRAAx9rimfW_W0wgHW0GjIW8drWT6S75vRnh3uDt1qKAbPZ4fwiG3R2rsyquvzc9-Y/s400/6+PM.jpg" width="400" /></a></div>
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<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;">Field baru akan tampil disebelah kanan field</span><span style="color: #333333;"> <b>Nama, </b></span><span style="color: #333333;">lanjutkan dengan memberi nama field lainnya.</span></div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHWbRQfv5c6drmiN727XedlA_bW5bpPH49KwP8g_JrHU_IlRhV7ZF_St6Y4ISm6FesJVRvatD5q-3gjSCsFVx64CuBQj1NzTN-VM8LY7tc5ToJ-NZ2eRCzOvluDcpJG5JftqC0a8Fbmbc/s1600/7+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHWbRQfv5c6drmiN727XedlA_bW5bpPH49KwP8g_JrHU_IlRhV7ZF_St6Y4ISm6FesJVRvatD5q-3gjSCsFVx64CuBQj1NzTN-VM8LY7tc5ToJ-NZ2eRCzOvluDcpJG5JftqC0a8Fbmbc/s400/7+PM.jpg" width="400" /></a></div>
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<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in; text-align: justify;">
<b><span style="color: #333333;">Langkah 4</span></b></div>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;">Jika telah selesai klik</span><span style="color: #333333;"> <b>Datasheet โ
View โ Design View</b></span><span style="color: #333333;">, seperti gambar
dibawah ini:</span></div>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;"><br /></span></div>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1kXTWFUqJNAje4FzyMDGR9PvZr188-wI-cpDVQhUdCBp_vnkXZJofa2vXiFGK_K6u0oe2vSGMf-3ELbbeQGtNhJOU-e2EhleLPW3d-SKWbYcHPvcfPWd4EwBBwv_ziu8sfNxGH0ET62M/s1600/8+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1kXTWFUqJNAje4FzyMDGR9PvZr188-wI-cpDVQhUdCBp_vnkXZJofa2vXiFGK_K6u0oe2vSGMf-3ELbbeQGtNhJOU-e2EhleLPW3d-SKWbYcHPvcfPWd4EwBBwv_ziu8sfNxGH0ET62M/s400/8+PM.jpg" width="400" /></a></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<b><span style="color: #333333;">Langkah 5</span></b>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;">Kotak dialog</span><span style="color: #333333;"> <b>Save As </b></span><span style="color: #333333;">akan tampil, simpan tabel dengan nama</span><span style="color: #333333;"> <b>tb_mahasiswa</b> </span><span style="color: #333333;">dan klik</span><span style="color: #333333;"> <b>Ok.</b></span></div>
</div>
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguQK2Fis4SzcX54gxZpkt3RNecDq3u1sJuMvDd8ZHXD2p7O_ydcqusr1vbkvZ3nXvDXdb245drDfJhLB38J4yhd6kd2WR15IrEUYt-3y0pl3BLXUcRZP15V-7sXW_URilaAz1AZ9FVCUI/s1600/9+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguQK2Fis4SzcX54gxZpkt3RNecDq3u1sJuMvDd8ZHXD2p7O_ydcqusr1vbkvZ3nXvDXdb245drDfJhLB38J4yhd6kd2WR15IrEUYt-3y0pl3BLXUcRZP15V-7sXW_URilaAz1AZ9FVCUI/s320/9+PM.jpg" width="320" /></a></div>
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<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;">Anda dapat melihat keterangan tabel yang dibuat
yaitu nama field, tipe data, penggunaan primary key dan lainnya.</span></div>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;"><br /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDpraBPDvtcz4s5OsH9S2gKjwjIWGS-d2SB4LhFCj-4mYG8ebjmuAlGybrw3J7PVwviWX-ee-6PsKibkSKp-IhhbQJmQYZkIKOOyNBsM5bp2e1bckAvWjnnXViYj4ZXw4vFqTNMGu3fkI/s1600/10+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDpraBPDvtcz4s5OsH9S2gKjwjIWGS-d2SB4LhFCj-4mYG8ebjmuAlGybrw3J7PVwviWX-ee-6PsKibkSKp-IhhbQJmQYZkIKOOyNBsM5bp2e1bckAvWjnnXViYj4ZXw4vFqTNMGu3fkI/s1600/10+PM.jpg" /></a></div>
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<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in; text-align: justify;">
<b><span style="color: #333333;">Langkah 6</span></b></div>
<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;"><span style="font-size: small;"><b>K</b></span>embali ketampilan
seblumnya, klik Design โ View โ Datasheet View, seperti gambar dibawah
ini:</span></div>
</span></span></span></div>
<div>
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: small;"><span class="Apple-style-span"><div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal" style="line-height: 16.5pt; margin-bottom: 0in; text-align: justify;">
<b><span style="color: #333333;">Langkah 7</span></b></div>
<div class="MsoNormal" style="line-height: 13.5pt; margin-bottom: 0in; text-align: justify;">
<span style="color: #333333;">Masukan data kedalama Field-field yang telah
disediakan.</span></div>
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<span style="color: #333333;"> </span></div>
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<b><span style="color: #333333;">Langkah 8</span></b></div>
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<span style="color: #333333;">Untuk menambah, mengedit atau pindah data
record, dapat menggunakan fungsi record yang disediakan dibawah jendela object.</span></div>
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<b><span style="color: #333333;">B. Membuat
Tabel Menggunakan Design View</span></b></div>
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<span style="color: #333333;"><span style="font-size: small;"> </span></span></div>
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<span style="color: #333333;"><span style="font-size: small;"> </span>Tabel Data Mahasiswa PalComTech</span></div>
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<b><span style="color: #333333;"><span style="font-size: small;"> </span>Berikut
Langkah-langkahnya:</span></b><span style="color: #333333;"></span></div>
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<span style="color: #333333;"> Masih di database</span><span style="color: #333333;"> <b>Latihan 1</b> </span><span style="color: #333333;">yang aktif</span></div>
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<b><span style="color: #333333;">Langkah 1</span></b></div>
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<span style="color: #333333;">Tambahkan tabel baru, klik</span><span style="color: #333333;"> <b>Create โ
Table Design,</b> </span><span style="color: #333333;">seperti gambar dibawah
ini:<br />
</span></div>
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<b><span style="color: #333333;">Langkah 2</span></b></div>
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<span style="color: #333333;">Masukan Field data yang disediakan.</span></div>
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<b><span style="color: #333333;">Langkah 3</span></b></div>
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<span style="color: #333333;">Jika telah selesai gunakan</span><span style="color: #333333;"> <b>Primary Key</b> </span><span style="color: #333333;">pada field</span><span style="color: #333333;"> <b>Nim</b></span><span style="color: #333333;">, seperti pada gambar dibawah ini:</span></div>
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<span style="color: #333333;"> Note : <b>Primary Key</b> berfungsi
sebagai pengunci data,</span><span style="color: #333333;"> Agar pengimputan data yang sama tidak dapat di proses di </span><span style="color: #333333;">Dalam sebuah field.</span></div>
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<b><span style="color: #333333;">Langkah 4</span></b></div>
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<span style="color: #333333;">Klik</span><span style="color: #333333;"> <b>Design โ View โ Datasheet View</b></span><span style="color: #333333;">, seperti gambar dibawah ini:</span></div>
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<span style="color: #333333;">Jika tampil kotak
dialog seperti dibawah ini, pilih</span><span style="color: #333333;"> <b>Save</b> </span><span style="color: #333333;">dan simpan dengan nama</span><b><span style="color: #333333;">Tb_data_mahasiswa, </span></b><span style="color: #333333;">seperti gambar dibawah ini:</span></div>
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<b><span style="color: #333333;">Langkah 5</span></b></div>
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<span style="color: #333333;">Setelah seluruh field di buat, masukanlah
datanya seperti gambar dibawah ini:</span></div>
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<span style="color: #333333;">Jika telah selesai tutup jendela database</span><span style="color: #333333;"> <b>Latihan 1</b></span><span style="color: #333333;">, dengan cara klik tombol</span><span style="color: #333333;"> <b>Office
Button </b></span><span style="color: #333333;"> dan klik </span><span style="color: #333333;"> <b>Close
Database.</b> </span><span style="color: #333333;"></span></div>
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Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-61593699659524048062013-02-19T22:31:00.000-08:002013-02-19T22:31:22.722-08:00Entity Relationship Diagram (ERD)Entity Relationship Diagram merupakan jaringan yang menggunakan susunan
data yang disimpan dari sistem secara abstrak.Diagram Entity
Relationship ini ditemukan oleh Chen pada tahun 1976.<br /><br />
<b>3 Hal yang harus di ketahui dalam Entity Relationship Diagram :</b><br />
<br />
1.Entity<br />
Entity adalah suatu objek yang dapat dibedakan
atau dapat diidentifikasikan secara unik dengan objek lainnya,dimana
semua informasi yang berkaitan dengannya dikumpulkan.Kumpulkan dari
entity yang sejenis dinamakan Entity Set.<br />
<br />
Yang biasa dilambangkan dengan simbol :<br />
<br />
<br />
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<div style="text-align: left;">
2.Relationship</div>
<div style="text-align: left;">
Relationship adalah hubungan yang terjadi
antara satu entity dengan entity lainnya.Relationship tidak mempunyai
keberadaan fisik atau konseptual kecuali yang sejenis dinamakan dengan
Relationship Diagram</div>
<div style="text-align: left;">
.</div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
Yang biasa dilambangkan dengan simbol :</div>
<div style="text-align: left;">
</div>
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3.Atribut
</div>
<div class="" style="clear: both; text-align: left;">
Atribut adalah karakteristik dari entity atau
relationship yang menyediakan penjelasan detail tentang entity atau
relationship tersebut.</div>
<div class="" style="clear: both; text-align: left;">
</div>
<div class="" style="clear: both; text-align: left;">
Yang biasa dilambangkan dengan simbol :</div>
<div class="" style="clear: both; text-align: left;">
</div>
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<b> Derajat Relationship</b>
</div>
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</div>
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1.Unary (Derajat Satu)</div>
<div class="" style="clear: both; text-align: left;">
Unary adalah satu buah relationship menghubungkan satu buah entity.</div>
Contoh:
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqi1KmEFX-BgFrzhyphenhyphenDtVRYeMfV6nBihBaohvmOcTlwfLZRHrs5mfKryY4ceiLwdIw3N-MndoCQR8fZNbi5l3p65V5Gp7QoRf08U005zDSEDl6jiHXJIK25WaV5oz-Vkys7Jnwjgv304-0/s1600/4+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqi1KmEFX-BgFrzhyphenhyphenDtVRYeMfV6nBihBaohvmOcTlwfLZRHrs5mfKryY4ceiLwdIw3N-MndoCQR8fZNbi5l3p65V5Gp7QoRf08U005zDSEDl6jiHXJIK25WaV5oz-Vkys7Jnwjgv304-0/s320/4+PM.jpg" width="320" /></a></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
2.Binary (Derajat Dua)
</div>
<div style="text-align: left;">
Binary adalah satu buah relationship yang menghubungkan dua buah entity.</div>
Contoh:
<div style="text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9tHx9Pt_6_hRg6BXtqY9wMO-v9JOwPLri_3eGhYZMoZXyEJAT6Uf_9YZ7S2T_OCflBvj0pqZfgAGjP4Ju9GP5sGwE-TJKq8xDZgr3rLH95ogAPTYx3s2cXDvTm8bCf9jXIvrrVwX8wQk/s1600/6+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9tHx9Pt_6_hRg6BXtqY9wMO-v9JOwPLri_3eGhYZMoZXyEJAT6Uf_9YZ7S2T_OCflBvj0pqZfgAGjP4Ju9GP5sGwE-TJKq8xDZgr3rLH95ogAPTYx3s2cXDvTm8bCf9jXIvrrVwX8wQk/s400/6+PM.jpg" width="400" /></a></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
3.Ternary (Derajat Tiga)
</div>
<div style="text-align: left;">
Ternary adalah satu buah relationship menghubungkan tiga buah entity.</div>
Contoh:
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA3EN9csnKklphO6riV3_W8_yYNxnnNXlu9Bg4i3xzM8mZms9AG7XUFbU7noUzj0LOz89eZTESYj4sn9EbdNHBR-C3GptcPlM9Vqo0yNE13j6o7KKn7jxIcrSQlJbmOPrJD0U4XspSBqY/s1600/7+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgA3EN9csnKklphO6riV3_W8_yYNxnnNXlu9Bg4i3xzM8mZms9AG7XUFbU7noUzj0LOz89eZTESYj4sn9EbdNHBR-C3GptcPlM9Vqo0yNE13j6o7KKn7jxIcrSQlJbmOPrJD0U4XspSBqY/s400/7+PM.jpg" width="400" /></a></div>
<b>Cardinality Rasio
</b><div style="text-align: left;">
</div>
<div style="text-align: left;">
1.One to One (1:1)
</div>
<div style="text-align: left;">
One to One adalah perbandingan antara entity pertama dengan entity kedua berbandin satu berbanding satu.</div>
Contoh :
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9tHx9Pt_6_hRg6BXtqY9wMO-v9JOwPLri_3eGhYZMoZXyEJAT6Uf_9YZ7S2T_OCflBvj0pqZfgAGjP4Ju9GP5sGwE-TJKq8xDZgr3rLH95ogAPTYx3s2cXDvTm8bCf9jXIvrrVwX8wQk/s1600/6+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9tHx9Pt_6_hRg6BXtqY9wMO-v9JOwPLri_3eGhYZMoZXyEJAT6Uf_9YZ7S2T_OCflBvj0pqZfgAGjP4Ju9GP5sGwE-TJKq8xDZgr3rLH95ogAPTYx3s2cXDvTm8bCf9jXIvrrVwX8wQk/s400/6+PM.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: left;">
2.One to Many (1:M)
</div>
<div class="separator" style="clear: both; text-align: left;">
One to Many adalah perbandingan antara entity pertama dengan entity kedua berbading satu berbanding banyak.</div>
<div class="separator" style="clear: both; text-align: left;">
Contoh:
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJIDlX4ezhVHOwcsq_nSTE_mQUItTMBAFEBrdLsw8tj2BV22NMdiTX1bf9Ne9pADPDQOF_ucmWBTR1MTKnQ9GcgwC1YwE8nWd_zelCvnbb4XOq2Su9DFJUAwdmmIhPjLDELdgVZcNV_pE/s1600/8+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="60" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJIDlX4ezhVHOwcsq_nSTE_mQUItTMBAFEBrdLsw8tj2BV22NMdiTX1bf9Ne9pADPDQOF_ucmWBTR1MTKnQ9GcgwC1YwE8nWd_zelCvnbb4XOq2Su9DFJUAwdmmIhPjLDELdgVZcNV_pE/s400/8+PM.jpg" width="400" /></a></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
</div>
3.Many to One(M:1)
<div style="text-align: left;">
Many to One adalah perbandingan antara entity pertama dengan entity kedua berbanding banyakberbanding satu.</div>
<div style="text-align: left;">
Contoh:
<br />
</div>
<div style="text-align: left;">
</div>
<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWQvR4j_e0XD21xg7wTt5gH5YUDWrDH7Q_m22kO95aU2ANS_7gipk3pglgis4dJQCgGllOna2-1xYetXmINMJZWjQQIYoZIMimZ6e8T4I-e3v-nyMUBX4pI0A_IWufCGLleWd-JII86WI/s1600/9+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="58" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWQvR4j_e0XD21xg7wTt5gH5YUDWrDH7Q_m22kO95aU2ANS_7gipk3pglgis4dJQCgGllOna2-1xYetXmINMJZWjQQIYoZIMimZ6e8T4I-e3v-nyMUBX4pI0A_IWufCGLleWd-JII86WI/s400/9+PM.jpg" width="400" /></a>
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: left;">
4.Many to Many (M:M)
</div>
<div class="" style="clear: both; text-align: left;">
<span style="color: #0000ee;"><u></u></span>Many to Many yaitu perbandingan antara entity pertama
dengan entity kedua berbanding banyak berbandingan banyak.</div>
<div class="" style="clear: both; text-align: left;">
<span style="color: #0000ee;"><u></u></span>Contoh: </div>
<div class="" style="clear: both; text-align: left;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsV9oxcnWCbX7Sn8vjVcpEBe-iZwNw3M38jmP08UZ9RZrIMe3Uy-4N1mp9jOvzmuVoVc8hUrgo2F0aDwZpdei9XrXqeXgnRJQSkQpRyQm4lSHr0xoJ8UjY-l2cO2KVM0qNjj-uDN4vOzE/s1600/10+PM.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="55" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsV9oxcnWCbX7Sn8vjVcpEBe-iZwNw3M38jmP08UZ9RZrIMe3Uy-4N1mp9jOvzmuVoVc8hUrgo2F0aDwZpdei9XrXqeXgnRJQSkQpRyQm4lSHr0xoJ8UjY-l2cO2KVM0qNjj-uDN4vOzE/s400/10+PM.jpg" width="400" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: left;">
<b>Langkah-Langkah Membuat ERD</b>
</div>
<div class="separator" style="clear: both; text-align: left;">
</div>
1. Mengidentifikasikan dan menetapkan seluruh himpunan entitas yang akan terlibat.
<div class="separator" style="clear: both; text-align: left;">
2. Menentukan atribut-atribut key dari masing masing himpunan entitas.</div>
<div class="separator" style="clear: both; text-align: left;">
3. Mengidentifikasikan dan menetapkan seluruh himpunan relasi
diantara himpunan entitas yang ada beserta foreign key-nya.</div>
4. Menentukan derajat dan cardinality rasio relasi untuk setiap himpunan relasi.<br />
5. Melengkapi himpunan relasi dengan atribut-atribut yang bukan kunci (non-key).Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-55438125157494864662013-02-19T22:10:00.001-08:002013-02-19T22:33:39.651-08:00Array<!--[if !mso]>
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<br />
<div class="MsoNormal">
Array adalah suatu tipe data terstruktur yang terdapat dalam
memori yang terdiri dari sejumlah elemen [tempat] yang mempunyai tipe data yang
sama. </div>
<div class="MsoNormal">
Ciri-ciri array:</div>
<br />
<ul>
<li>
Memiliki jumlah komponen yang jumlahnya tetap</li>
<li>Tersusun secara sequential</li>
<li>Array dapat berupa satu, dua, banyak dimensi </li>
</ul>
<br />
<a name='more'></a><br /><br />
<div class="MsoNormal">
Jenis-Jenis Array</div>
<div class="MsoListParagraph" style="margin-left: .25in; mso-add-space: auto; mso-list: l0 level1 lfo2; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Array Satu dimensi</div>
<div class="MsoNormal" style="text-indent: .25in;">
Array satu dimensi adalah kumpulan
elemen-elemen yang identik, yang tersusun dalam satu baris. Elemen mimiliki
tipe yang sama tetapi isi dari elemen bisa sama dan berbeda </div>
<div class="MsoNormal" style="text-indent: .25in;">
<br /></div>
<div class="MsoNormal">
Array Satu Dimensi [ C ++ ]</div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaI-yZr-AfhcKpd6VJKBPAPZrimuomMXw6fDJp6LAjsGn21R59-H5Vmv6qZtF3_ZGe_0chQQK7D5NquDac9HOtXqLTy3_K9WUNAujNOIz24C86b-cHu8x90SMfi69ML4NT-mgJfvysoV3g/s1600/22.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaI-yZr-AfhcKpd6VJKBPAPZrimuomMXw6fDJp6LAjsGn21R59-H5Vmv6qZtF3_ZGe_0chQQK7D5NquDac9HOtXqLTy3_K9WUNAujNOIz24C86b-cHu8x90SMfi69ML4NT-mgJfvysoV3g/s400/22.jpg" width="400" /></a></div>
<br />
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-no-proof: yes;"></span></div>
<div class="MsoNormal">
Array Satu Dimensi [ Pascal ]</div>
<div class="MsoNormal">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-no-proof: yes;"></span></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-no-proof: yes;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8If4sv6tIAt8x4SGDVwB8_4ueSXZMwEAf3Swa5CSewHjh8l6mvXXPkHP9oiHGM3t9vRijwo_7CMzGbMpagr0cvgbPPUTU3TI95X4w9rlULXMTaNrZCHXm5wJJSST0Fj135ljCzubSpv01/s1600/23.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8If4sv6tIAt8x4SGDVwB8_4ueSXZMwEAf3Swa5CSewHjh8l6mvXXPkHP9oiHGM3t9vRijwo_7CMzGbMpagr0cvgbPPUTU3TI95X4w9rlULXMTaNrZCHXm5wJJSST0Fj135ljCzubSpv01/s400/23.jpg" width="400" /> </a></div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Array Dua / Tiga / Banyak Dimensi</div>
<div class="MsoNormal" style="text-indent: .25in;">
Array Dua Sering digambarkan
sebagai sebuah matriks, adalah perluasan dari array satu dimensi.</div>
<div class="MsoNormal" style="text-indent: .25in;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<span style="mso-no-proof: yes;"></span></div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-indent: .25in;">
Array tiga dimensi sering
digunakan untuk menampilkan grafik yang berdasarkan kriteria-kriteria tertentu,
seperti : Grafik yang menampilkan kriteria tertentu. Array ini tidak terlalu
sering dipakai, tetapi pada beberapa bahasa pemrograman array tipe ini bisa
dipakai.</div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com1tag:blogger.com,1999:blog-2789267856108998958.post-45925106630590644242013-02-19T21:11:00.003-08:002013-02-19T21:50:18.508-08:00Key<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Key
adalah satu gabungan dari beberapa atribut yang dapat membedakan semua basis
data (row) dalam tabel secara unik.</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 13.5pt; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman";">Macam โ macam kunci pada pada
Basis data </span></div>
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<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 40.85pt; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
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<td style="background: #BFBFBF; border-left: none; border: solid black 1.0pt; height: 5.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Alamat</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Apriani
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kediri</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010002</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Arga Setya
Wahyudi</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 17.2pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kediri</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 5.0pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010003</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 107.1pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Bagus Prajoko</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Nganjuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 5.25pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; height: 5.25pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010004</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 5.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 107.1pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Evi Ina Ilung</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 5.25pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Tulungagung</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 5.0pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010005</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 107.1pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Lola ana
Ifrodha</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Kediri</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 5.0pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid black 1.0pt; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010006</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 107.1pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Siska Arhaja</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 5.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Trenggalek</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 3.85pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 3.85pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010007</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.85pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 107.1pt;" valign="top" width="143"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Tina
Sulistyaningtyas</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 3.85pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .95in;" valign="top" width="91"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Nganjuk</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: 13.65pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: 13.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Tabel 4</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: 13.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Tabel MKUL</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 40.85pt; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 12.5pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="background: #BFBFBF; border: solid black 1.0pt; height: 12.5pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.05pt;" valign="top" width="67"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KDMK</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="background: #BFBFBF; border-left: none; border: solid black 1.0pt; height: 12.5pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.25in;" valign="top" width="120"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">MTKULIAH</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="background: #BFBFBF; border-left: none; border: solid black 1.0pt; height: 12.5pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">SKS</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 13.05pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 13.05pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.05pt;" valign="top" width="67"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KK021</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 13.05pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.25in;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">P Basis Data</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 13.05pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">2</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 12.5pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 12.5pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.05pt;" valign="top" width="67"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KD132</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.5pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.25in;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">SIM</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.5pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">3</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 13.05pt; mso-yfti-irow: 3; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 13.05pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 50.05pt;" valign="top" width="67"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KD122</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 13.05pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 1.25in;" valign="top" width="120"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">JARKOM</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 13.05pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">2</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: 13.65pt;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: 13.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Tabel 5</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-layout-grid-align: none; text-autospace: none; text-indent: 13.65pt;">
<i style="mso-bidi-font-style: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Tabel NILAI</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: 40.85pt; mso-border-alt: solid black .5pt; mso-border-insideh: .5pt solid black; mso-border-insidev: .5pt solid black; mso-padding-alt: 0in 5.4pt 0in 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr style="height: 12.15pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid black 1.0pt; height: 12.15pt; mso-border-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">NIM</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 44.1pt;" valign="top" width="59"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KDMK</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.5pt;" valign="top" width="54"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">MID</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">FINAL</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 12.7pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid black 1.0pt; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010001</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 44.1pt;" valign="top" width="59"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KK021</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.5pt;" valign="top" width="54"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">60</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">75</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 12.15pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid black 1.0pt; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010002</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 44.1pt;" valign="top" width="59"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KD132</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.5pt;" valign="top" width="54"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">70</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">90</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 12.15pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid black 1.0pt; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010003</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 44.1pt;" valign="top" width="59"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KK021</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.5pt;" valign="top" width="54"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">55</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">40</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 12.15pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid black 1.0pt; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010004</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 44.1pt;" valign="top" width="59"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KD122</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.5pt;" valign="top" width="54"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">90</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">80</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 12.7pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid black 1.0pt; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010005</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 44.1pt;" valign="top" width="59"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KD122</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.5pt;" valign="top" width="54"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">75</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">75</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 12.15pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid black 1.0pt; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010006</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 44.1pt;" valign="top" width="59"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KD132</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.5pt;" valign="top" width="54"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">80</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.15pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">0</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
<tr style="height: 12.7pt; mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid black 1.0pt; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 55.45pt;" valign="top" width="74"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">11010007</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 44.1pt;" valign="top" width="59"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">KD132</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: 40.5pt;" valign="top" width="54"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">40</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; height: 12.7pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-top-alt: solid black .5pt; padding: 0in 5.4pt 0in 5.4pt; width: .75in;" valign="top" width="72"><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">30</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 31.5pt;">
<br />
<a name='more'></a><br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 31.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--></span></div>
<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>EN-US</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:DontVertAlignCellWithSp/>
<w:DontBreakConstrainedForcedTables/>
<w:DontVertAlignInTxbx/>
<w:Word11KerningPairs/>
<w:CachedColBalance/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]-->
<br />
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify; text-indent: -.25in;">
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Super Key<span style="mso-bidi-font-weight: bold;"> </span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; tab-stops: list 31.5pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Super
Key adalah s</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">ebuah atau sekumpulan atribut yang secara unik
mengidentifikasi sebuah tupel dalam tabel relasi. Berdasarkan contoh tabel MHS
sebelumnya, super key yang mungkin adalah (NIM), (NIM, Nama), (NIM, Alamat),
(Nama, Alamat), dan (NIM, Nama, Alamat).<b> </b></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Candidate Key<span style="mso-bidi-font-weight: bold;"> </span></span></b><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></b></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Candidate key adalah s</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">uper key
yang himpunan bagian yang sebenarnya tidak ada yang menjadi super key juga.
Berdasarkan contoh super key sebelumnya, candidate key yang mungkin adalah
(NIM) dan (Nama, Alamat). Atribut Nama dan Alamat dapat dijadikan candidate key
jika kombinasi keduanya bisa menjadi pengidentifikasi yang unik untuk sebuah
tabel relasi.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"><span style="mso-spacerun: yes;"> </span> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Primary Key<span style="mso-bidi-font-weight: bold;"> </span></span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Primary key adalah c</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">andidate key yang dipilih sebagai pengidentifikasi unik
untuk sebuah tabel relasi. Berdasarkan contoh candidate key sebelumnya, primary
key yang dipilih adalah (NIM), karena nilai NIM sangat unik dan tidak ada 2 mahasiswa
yang memiliki NIM yang sama.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Alternate Key</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Alterate key adalah c</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">andidate key yang tidak dipilih sebagai primary key.
Berdasarkan contoh candidate key sebelumnya, alternate key adalah (Nama,
Alamat).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";"></span></div>
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<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -13.5pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Composite</span></b><span lang="IN" style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> <b>key</b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Composite key
merupakan gabungan dua key atau lebih yang secara unik dapat </span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">menidentiifikasi</span><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"> sebuah tupel.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">
Contoh composite key adalah KDMK .</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 31.5pt; margin-right: 0in; margin-top: 0in; tab-stops: 31.5pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; tab-stops: 31.5pt; text-align: justify; text-indent: -.25in;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";">
</span></span></span></b><b style="mso-bidi-font-weight: normal;"><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman";">Foreign</span></b><b><span lang="IN" style="font-size: 12.0pt; mso-ansi-language: IN; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> Key</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 31.5pt;">
<span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";">Foreign Key merupakan atribut yang merupakan key pada
relasi lain.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: 31.5pt;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoK-hP03rkjT3f2-FAXvqoJL2Ucrdd_h1iWOUi70bxQxfiqNMA1Gi8VbcXJjgtE8ntdWl5Lkr6FF8Pyov48BfzW9hTnKr_AzlHg4_BF7xqFPdiN1enTssAsGoznnVQmSUQ7AeG8JU9uiQt/s1600/21.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjoK-hP03rkjT3f2-FAXvqoJL2Ucrdd_h1iWOUi70bxQxfiqNMA1Gi8VbcXJjgtE8ntdWl5Lkr6FF8Pyov48BfzW9hTnKr_AzlHg4_BF7xqFPdiN1enTssAsGoznnVQmSUQ7AeG8JU9uiQt/s320/21.jpg" width="320" /></a><span lang="IN" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: IN; mso-fareast-font-family: "Times New Roman";"></span></div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-11269748788196809542013-02-19T19:42:00.001-08:002013-02-19T21:48:46.582-08:00Tipe Data Database<!--[if !mso]>
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table.MsoNormalTable
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<br />
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; text-indent: -.25in;">
<b><span style="font-family: "Arial","sans-serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman";">Tipe Data Pada Acces</span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center; text-indent: -.25in;">
<br /></div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYgPP8GY4gqwnm7cOkmJ5qnFOBeiHFdFnQJBQJjwBnvysMLWZGwzoGXwPdivsMKno5dR2GBzKK-aBRsrSgTfT-7ryY9L19nyg-Ga_yHVGuzpw9ePhV7WjPJnLsUrrS49K56aQsEnc2bo24/s1600/18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYgPP8GY4gqwnm7cOkmJ5qnFOBeiHFdFnQJBQJjwBnvysMLWZGwzoGXwPdivsMKno5dR2GBzKK-aBRsrSgTfT-7ryY9L19nyg-Ga_yHVGuzpw9ePhV7WjPJnLsUrrS49K56aQsEnc2bo24/s1600/18.jpg" /></a></div>
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 0.25in;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Banyak orang mungkin lebih sering
menggunakan Ms Acces untuk membuat database karena selain lebih mudah dan tidak
begitu rumit, tetapi terkadang banyak orang yang belum mengerti dan mengetahui
berbagai macam jenis tipe data yang ada di dalam Ms Acces. Berikut beberapa
penjelasan tentang Ms Acces di dalam blog saya, dan didalam Ms Acces terdapat
10 tipe data berikut pengertian dan penjelasannya :</span></div>
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<a name='more'></a><br /></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Text,</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"> Adalah sebuah data yang bisa diisi dengan kombinasi
nilai antara text dan number, dan memiliki maximum karakter sebanyak 255
karakter.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Memo,</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"> Adalah sebuah data yang memiliki jenis sama dengan tipe
data Text, hanya saja memiliki jumlah maksimum karakter yang lebih banyak,
yaitu 63,999 karakter.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Number,</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"> Adalah sebuah data yang memiliki jenis
number (angka) yang digunakan untuk kalkulasi matematika dan keperluan lainnya.
Umumnya tipe data number ini terdiri dari 1, 2, 4 dan 8 bytes data. Khusus
untuk tipe data number jenis Replication ID mempunyai 16 bytes data.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Date and Time,</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"> Adalah sebuah tipe data dengan jenis
tanggal, waktu atau penggabungan dari tanggal dan waktu.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Currency,</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"> Adalah sebuah tipe data dengan jenis number,
hanya saja pada awal angka selalu disertakan symbol currency default sesuai
dengan regional setting yang digunakan, misalnya Rp, $, dll. Currency dapat
menggunakan angka dengan 15 digit dibelakang desimal dan 4 digit sesudah
desimal.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">AutoNumber,</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"> Adalah sebuah tipe data yang tidak dapat
kita isi secara manual melainkan ia terisi secara otomatis oleh Access, baik
secara menjumlah ataupun random (acak).</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Yes or No</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">, Adalah sebuah tipe data dengan jenis hanya
2 pillihan yaitu Yes (-1 atau True) atau No (0 atau False). Format yang
tersedia adalah : Yes/No, True/False, dan On/Off.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">8.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">OLE Object, </span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Adalah sebuat tipe data yang diambil dari
system OLE seperti Microsoft Excel spreadsheet, Microsoft Word document,
graphics, sounds, atau data-data biner lainnya baik yang dilink ataupun
dimasukkan secara permanen (embedded) kedalam table Microsoft Access.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">9.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Hyperlink,</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"> Adalah sebuah tipe data yang digunakan untuk
menyimpan alamat internet atau file yang ditunjukkan melalui alamat URL.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">10.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Attachment,</span></b><span style="color: black; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"> Adalah sebuat tipe data yang digunakan untuk
menyimpan attachment file yang berformat apa saja (bebas, bisa file gambar,
file suara, dll).</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">11.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Bookman Old Style","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Tabel </span></b><span style="color: black; font-family: "Bookman Old Style","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">adalah tempat dimana kita menyimpan data. Semua tabel di
dalam Access mengikuti aturan basis data relasional yang terdiri dari baris dan
kolom. Setiap basis data bisa berisi lebih dari satu tabel.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-left: .25in; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .25in; text-align: justify; text-indent: -.25in;">
<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"><span style="mso-list: Ignore;">12.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 7.0pt; mso-fareast-font-family: "Bookman Old Style"; mso-themecolor: text1;"><span style="mso-spacerun: yes;"> </span></span><b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Bookman Old Style","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">Field Name</span></b><span style="color: black; font-family: "Bookman Old Style","serif"; font-size: 12.0pt; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;">
berfungsi untuk mengisi nama data atau keterangan saat kita membuat table.</span><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-themecolor: text1;"></span></div>
<br />
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<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<b><span style="font-family: "Times","serif"; font-size: 24.0pt; mso-fareast-font-family: "Times New Roman";">Tipe
Data MySQL</span></b></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
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</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></b></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLvG6IAUTI4lCNsNZlnaTCFA8mSc0UgZfTuOdrfktuKV3ZnT7a6SNvJGlkpqme7m_yyyLRxr85I6vY74fuNCaVH5iblGu16mPUsPEovkg40RvtzNAU3LwrQpsKPVRQ6qDxJ5ZWhnDb7yi7/s1600/19.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLvG6IAUTI4lCNsNZlnaTCFA8mSc0UgZfTuOdrfktuKV3ZnT7a6SNvJGlkpqme7m_yyyLRxr85I6vY74fuNCaVH5iblGu16mPUsPEovkg40RvtzNAU3LwrQpsKPVRQ6qDxJ5ZWhnDb7yi7/s1600/19.jpg" /></a> </span></div>
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<span style="font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Pada
saat kita akan membuat database kita sering kali tidak mengetahui tipe data
mana yang akan kita gunakan dan apa fungsi dari tipe data tersebut. Dan kali
ini saya akan menuliskan dan memberikan penjelasan tentang berbagai macam tipe
- tipe data yang ada di dalam MySQL, berikut penjelasannya :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Tipe Data Numeric</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">INT</span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> , Adalah sebuah bilangan bulat
berukuran normal yang dapat ditanda tangani atau unsigned. Anda dapat
menentukan lebar ukuran data sampai dengan 11 digit.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">TINYINT,</span></b><b><span style="font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah sebuah bilangan yang sangat kecil yang dapat
ditandatangani atau unsigned. Anda dapat menentukan lebar ukuran data
sampai dengan 4 digit.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">SMALLINT,</span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Adalah sebuah integer kecil yang
dapat ditandatangani atau unsigned. Anda dapat menentukan lebar
sampai dengan 5 digit.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">MEDIUMINT,</span></b><b><span style="font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah sebuah bilangan menengah yang dapat
ditandatangani atau unsigned. Anda dapat menentukan lebar sampai dengan 9
digit.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">BIGINT,</span></b><b><span style="font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah Sebuah integer besar yang dapat
ditandatangani atau unsigned. Anda dapat menentukan lebar sampai dengan 11
digit.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Float (M,
D), </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah sebuah
angka floating-point yang tidak dapat unsigned. Anda dapat menentukan
panjang tampilan (M) dan jumlah desimal (D). Desimal presisi bisa
pergi ke 24 tempat untuk sebuah Float.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">DOUBLE (M,
D), </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah sebuah
presisi angka floating-point ganda yang tidak dapat unsigned. Anda dapat
menentukan panjang tampilan (M) dan jumlah desimal (D). Desimal presisi
bisa pergi ke 53 tempat untuk sebuah DOUBLE. REAL adalah sinonim untuk
DOUBLE.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l3 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">DECIMAL (M,
D), </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah sebuah
angka floating-point membongkar yang tidak dapat unsigned. Dalam
membongkar desimal, desimal masing-masing sesuai dengan satu byte.
Mendefinisikan panjang tampilan (M) dan jumlah desimal (D) diperlukan.
NUMERIC adalah sinonim untuk DECIMAL.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
</ul>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Jenis Tanggal dan Waktu</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<ul type="disc">
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">DateTime,</span></b><span style="font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Adalah suatu kombinasi tanggal dan waktu dalam
YYYY-MM-DD HH: MM: SS . Dan tipe data tersebut berukuran 8 byte.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l0 level1 lfo3; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">WAKTU</span></b><span style="font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> โ Menyimpan waktu di HH: MM: SS Format. Dat tipe
data tersebut berukuran 3 byte.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
</ul>
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<span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Times","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";">Jenis String</span><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">CHAR (M)</span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">, Asalah sebuah data string yang
tetap-panjang antara 1 dan 255 karakter, kanan diisi dengan spasi dengan
panjang tertentu bila disimpan. Mendefinisikan panjang tidak diperlukan,
tetapi defaultnya adalah 1.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
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(M), </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah sebuah
Variabel string panjang antara 1 dan 255 karakter, misalnya VARCHAR (25).
Anda harus menentukan panjang saat membuat bidang VARCHAR.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
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TEXT, </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah
sebuah Field dengan panjang maksimum 65535 karakter. Gumpalan adalah
โObjects Besar Binerโ dan digunakan untuk menyimpan sejumlah besar data
biner, seperti gambar atau jenis file lainnya. Fields didefinisikan
sebagai TEKS juga memegang sejumlah besar data, perbedaan antara keduanya
adalah bahwa macam dan perbandingan pada data yang tersimpan bersifat case
sensitif pada gumpalan dan tidak case sensitif di bidang TEKS. Anda tidak
menentukan panjang dengan BLOB atau TEXT. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
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TINYTEXT, </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah sebuah
BLOB atau TEXT kolom dengan panjang maksimum 255 karakter. Anda tidak
menentukan panjang dengan TINYBLOB atau TINYTEXT.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
<li class="MsoNormal" style="line-height: normal; mso-list: l4 level1 lfo4; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list .5in; text-align: justify;"><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> <b>MEDIUMBLOB
atau MEDIUMTEXT, </b>Adalah Sebuah BLOB atau TEXT dengan kolom
panjang maksimum 16777215 karakter. Anda tidak menentukan panjang dengan
MEDIUMBLOB atau MEDIUMTEXT.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
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LONGTEXT, </span></b><span style="background: white; font-family: "Times","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Adalah sebuah
BLOB atau TEXT dengan kolom panjang maksimum 4294967295 karakter. Anda
tidak menentukan panjang dengan LONGBLOB atau LONGTEXT</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
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sebuah enumerasi, yang merupakan istilah keren untuk daftar. Ketika
mendefinisikan sebuah ENUM, Anda membuat daftar item dari nilai yang harus
dipilih (atau dapat menjadi NULL). Sebagai contoh, jika Anda ingin untuk
memuat bidang โAโ atau โBโ atau โCโ, Anda akan mendefinisikan Anda sebagai
ENUM ENUM (โAโ, โBโ, โCโ) dan hanya nilai-nilai (atau NULL) pernah bisa
mengisi bidang tersebut.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></li>
</ul>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 24.0pt; line-height: 115%;"></span></b><b><span style="font-family: "Arial","sans-serif"; font-size: 24.0pt; line-height: 115%;">Tipe Data SQL Server 2008</span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Sebelum kita menggunakan dan membuat
database menggunakan SQL Server, ada baiknya kita mengenal dahulu tipe data
pada SQL Server dan juga mengetahui penjelasan - penjelasananya. Dan berikut
beberapa penjelasan dari tipe - tipe data pada SQL Server :</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"><br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span></div>
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</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">INT, </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data INT ini mungkin sudah banyak dikenal oleh Anda.
Tipe data ini dapat menerima nilai mulai dari -2<sup>31</sup> hingga 2<sup>31</sup>-1
. Tipe data ini menghabiskan 4 bytes untuk menyimpan data pada harddisk. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">BIT, </span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data BIT hanya bisa menerima input
angka 1 dan 0 sebagai nilai (atau bisa juga null, yang berarti tidak ada
nilai). Tipe data ini sangat membantu jika Anda ingin menghasilkan output
yes/no, true/false, dsb. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">SMALLINT, </span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data SMALLINT ini juga mirip dengan
tipe data INT , hanya saja nilai yang diterima lebih kecil dari tipe data
INT. Tipe data ini dapat menerima nilai mulai dari -2<sup>15</sup> hingga
2<sup>15</sup>-1. SMALLINT Sama seperti INT , membutuhkan 50% memory yang
digunakan INT. <i>INT </i>berfungsi untuk mendefinisikan integer,
bilangan bulat yang dapat menampung angka hingga 4byte. Sedangkan SMALLINT
hanya mampu mendefinisikan angka sebanyak 2byte.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">BIGINT, </span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data BIGINT ini mirip dengan tipe data
INT , hanya saja nilai yang diterima lebih besar dari pada tipe data INT. Tipe
data ini dapat menerima nilai mulai dari -2<sup>63</sup> hingga 2<sup>63</sup>-1.
Tipe data ini menghabiskan 8 bytes untuk menyimpan data pada
harddisk. </span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">DECIMAL, </span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data DECIMAL ini menerima nilai yang
lebih presisi dibanding tipe data integer yang telah dibahas sebelumnya. Tipe
data ini menggunakan 2 parameter untuk menentukan tingkat presisi nilai yang
diterima; precision</span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">dan scale. </span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Precision </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">adalah jumlah digit yang bisa diterima oleh field,
sedangkan </span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">scale </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">adalah jumlah angka di belakang koma yang
bisa diterima oleh field. Jadi, jika kita membuat parameter precision</span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">sebanyak
5 dan scale</span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">sebanyak 2 maka field</span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">kita
bisa menerima nilai seperti ini : 123,45. Tipe data ini bisa menerima nilai
mulai dari -10<sup>38</sup>hingga 10<sup>38</sup>-1. Tipe data ini menghabiskan
5-17 bytes</span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">untuk menyimpan data pada harddisk,
tergantung pada tingkat kepresisian nilai yang dimasukkan. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">NUMERIC, </span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data NUMERIC ini pada dasarnya sama
dengan tipe data DECIMAL. Jadi tipe data ini bisa disebut sinonim dari decimal.
Fungsinya adalah untuk mendefinisikan angka pecahan baik fixed desimal ataupun
floating point. Nilai n adalah jumlah bytes total dan p adalah presisi
angka dibelakang koma.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">DATETIME, </span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data DATETIME ini dapat menerima nilai
tanggal dan waktu. Berfungsi untuk mendefinisikan tanggal, menyimpan tahun,
bulan, hari, jam, menit, detik dan seperseribu detik (milliseconds). Tipe
data DATETIME ini menghabiskan 8 bytes</span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">untuk menyimpan data pada harddisk. </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">MONEY,</span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Tipe data MONEY merupakan Bilangan
pecahan dengan 4 angka dibelakang koma. Digunakan untuk perhitungan
moneter. Tipe data ini menghabiskan 8 bytes untuk menyimpan data pada
harddisk.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">TEXT,</span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> Tipe data TEXT dapat Menyimpan
teks sampai dengan 2 GB. Text disebut juga dengan binary large objects
(BLOBs).</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">IMAGE,<i> </i></span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data IMAGE berfungsi
untuk Mendefinisikan binary data untuk menyimpan image seperti GIF, JPG,
TIFF,dll.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 9.0pt; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo1; tab-stops: list 9.0pt; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">ยท<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">CHAR, </span></b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data CHAR berfungsi
untuk Mendefinisikan string sepanjang dan mempunyai karakter. Tipe
data CHAR ini dapat digunakan untuk memasukkan data karakter non-Unicode dengan
jumlah karakter yang fix. Tipe data CHAR ini bisa menerima hingga 8000
karakter, dan jumlah bytes</span><i><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"> </span></i><span style="background: white; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">yang dibutuhkan tergantung jumlah karakter
yang dimasukkan. Apabila jumlah karakter yang dimasukan adalah 1 karakter
maka membutuhkan 1 byte.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">ยท<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">VARCHAR, </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data VARCHAR ini dapat <span style="background: white;">Mendefinisikan string sepanjang variabel n. </span>Tipe data ini
mirip dengan tipe data char, namun tipe data ini berguna bagi Anda yang tidak
mengetahui secara pasti jumlah karakter yang akan dimasukkan oleh user. Tipe
data ini juga bisa menerima nilai hingga 8000 karakter. Jadi, jika pada tipe
data char, Anda mendefinisikan char(5), maka Anda akan selalu membutuhkan 5
bytes<i> </i>untuk menyimpan data pada harddisk, walaupun jumlah karakter
yang dimasukkan hanya 1 hingga 4 karakter; maka pada tipe data ini, jumlah
bytes<i> </i>yang dibutuhkan akan lebih fleksibel. Tipe data FLOAT
menghabiskan <span style="background: white;">4-8</span> <i>bytes</i> <span style="background: white;">untuk menyimpan data pada harddisk.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
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<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">ยท<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">LOAT,</span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data FLOAT ini mirip dengan tipe data DECIMAL, hanya
saja paramater scale<i> </i>pada tipe data ini bisa menerima nilai yang
tak terhingga, seperti pada nilai pi. Berfungsi untuk m<span style="background: white;">endefinisikan angka pecahan (floating point). Nilai n adalah jumlah
angka yang dapat ditampung.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 9.0pt; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo1; tab-stops: list 9.0pt; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">ยท<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">REAL, </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data REAL ini mirip dengan tipe data FLOAT, hanya saja
lebih kecil dibandingkan menerima nilai yang dengan FLOAT. <span style="background: white;">sama dengan float namun menempati memory 50% dari
float. Dan penyimpanan tipe data REAL pun hanya menggunakan </span>4 bytes<i> </i>untuk
menyimpan data pada harddisk.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 9.0pt; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo1; tab-stops: list 9.0pt; text-align: justify; text-indent: -9.0pt;">
<span style="font-family: Symbol; font-size: 10.0pt; mso-bidi-font-family: Symbol; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">ยท<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">BINARY, </span></b><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";">Tipe data BINARY ini dapat menerima data BINARY dengan
maksimum 8000 bytes<i> </i>data. Tipe data ini diinterpretasikan sebagai
string dari bit. dan berfungsi untuk <span style="background: white;">menyimpan
bit pattern seperti heksadecimal.</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman";"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com6tag:blogger.com,1999:blog-2789267856108998958.post-52668559939922455612013-02-19T06:33:00.001-08:002013-02-19T20:04:44.230-08:00Stack<br />
<div style="text-align: center;">
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<w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/>
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<w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/>
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</xml><![endif]--><!--[if gte mso 10]>
<style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
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mso-hansi-theme-font:minor-latin;
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mso-bidi-theme-font:minor-bidi;}
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; line-height: 115%;">STACK (Tumpukan)</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Stack
adalah suatu urutan yang elemennya dapat diambil dan ditambah hanya pada posisi
akhir(top)saja.contoh dalam kehidupan sehari-hari adalah tumpukan piring
disebuah restoran yang tumpukannya ditambah pada bagian paling atas dan jika mengambilnya
pun dari bagian paling atas pula.<span style="mso-no-proof: yes;"> </span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgljHt9N8CgkjioKSYpcplkt_uRTvtfQehcmh-gb-5iagdjJmX935qRslJFDzpNGXn7uXya94Bd2c-bJLac8L3-vncwAMIaJCNioZ_M85S3g_c9DSnWGowQeiVSh7_XTLNDqZ9Yl6kQEW0T/s1600/8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgljHt9N8CgkjioKSYpcplkt_uRTvtfQehcmh-gb-5iagdjJmX935qRslJFDzpNGXn7uXya94Bd2c-bJLac8L3-vncwAMIaJCNioZ_M85S3g_c9DSnWGowQeiVSh7_XTLNDqZ9Yl6kQEW0T/s320/8.jpg" width="320" /></a></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;">Bersifat <b>LIFO (Last In First Out)</b>. Benda yang
terakhir masuk ke dalam stack akan menjadi benda pertama yang dikeluarkan dari
stack.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div>
<div class="separator" style="clear: both; text-align: center;">
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" 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<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-weight: bold;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br />
<a name='more'></a><br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Macam-Macam
Stack</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Stack
ada 2 operasi paling besar yang dapat dilakukan,yaitu:</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l5 level1 lfo5; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
push yaitu operasi menambahkan elemen pada urutan terakhir(paling atas).</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l5 level1 lfo5; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
Pop yaitu mengambil sebuah elemen data pada urutan terakhir dan menghapus
elemen tersebut dari stack </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Sebagai
contoh,misalkan ada data sebagai berikut: </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">1<span style="mso-spacerun: yes;"> </span>3<span style="mso-spacerun: yes;">
</span>5<span style="mso-spacerun: yes;"> </span>6,maka data tersebut dapat
tersimpan dalam bentuk sebagai berikut:</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_WvdodV53kIUfCQTF5_bUDe3SER4b669o-w3doNzZAAINoPKv8GgwMZEbJCp8D72xl98KWhS88CXZKWH6ouaTQ0Yor5AWWTS6NL1XgBrk4ryC4T_X6TAQaHsipGpdfwiweeKiDzQ-xd5W/s1600/9.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="191" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_WvdodV53kIUfCQTF5_bUDe3SER4b669o-w3doNzZAAINoPKv8GgwMZEbJCp8D72xl98KWhS88CXZKWH6ouaTQ0Yor5AWWTS6NL1XgBrk4ryC4T_X6TAQaHsipGpdfwiweeKiDzQ-xd5W/s320/9.jpg" width="320" /></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Contoh
lain adalah ada sekumpulan perintah stack yaitu
push(5),push(7),pop,push(3),pop.jika dijalankan,maka akan terjadi adalah:</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgddT3vouSfLg0OqNk5Vsf8UiD7Z92KZpEewNUkKwbMM-_-kv0rHcefXnzCWK0xy-OcechI2BKwmDBzRGJLVguhgBzN70ncs1xHiTyJ3wmfdaMzJk0XhWJtXCIM6vMqaErfodU27nAdEdB/s1600/10.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="189" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgddT3vouSfLg0OqNk5Vsf8UiD7Z92KZpEewNUkKwbMM-_-kv0rHcefXnzCWK0xy-OcechI2BKwmDBzRGJLVguhgBzN70ncs1xHiTyJ3wmfdaMzJk0XhWJtXCIM6vMqaErfodU27nAdEdB/s320/10.jpg" width="320" /></a></div>
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses
Operasi Stack</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Selain
operasi dasar stack,ada lagi operasi lain dapat terjadi dalam stack<span style="mso-spacerun: yes;"> </span>yaitu:</span></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proes
Deklarasi<span style="mso-spacerun: yes;"> </span>yaitu proses
pendeklarasian stack.</span></li>
<li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses
Isempty<span style="mso-spacerun: yes;"> </span>yaitu proses pemeriksaan
apakah stack dalam keadaan kosong.</span></li>
<li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses Isfull<span style="mso-spacerun: yes;"> </span>yaitu proses pemeriksaan apakah stack
telah penuh.</span></li>
<li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses
inisialisasi yaitu proses pembuangan stack kosong,biasanya dengan
pemberian nilai untuk top.</span></li>
<li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses clear<span style="mso-spacerun: yes;"> </span>yaitu proses pengosongan stack.</span></li>
<li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses Print yaitu
proses menampilkan semua elemen-elemen stack </span></li>
</ol>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi-operasi
Stack</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<ol start="1" style="margin-top: 0in;" type="1">
<li class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l1 level1 lfo2; tab-stops: list .5in;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Pendeklarasian
stack</span></li>
</ol>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Proses
pembuatan struktur stack dalam memori.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo3; tab-stops: list .75in; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Top:
yang berisi posisi data terakhir </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo3; tab-stops: list .75in; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif";"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Elemen:
yang berisi data yang ada dalam stack bagian ini lah yang berbentuk array.</span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> Maks_elemen
yaitu variabel yang menunjuk maksimal banyaknya elemen dalam stack.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l3 level1 lfo3; tab-stops: list .75in; text-indent: -.25in;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyPpTeEb8Qe558Sb_FPiOOitwPFCPLlkYZHewvSFvzMougD0sUDg3-qAUotqHFOKjdamHiB0FNWvOg1WQtJLZucN3nIRKXcHW3Lv2c5BMnoqoRrVnzdthyphenhyphenRKT-Qspx5QxOKvN29urq2njD/s1600/11.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="172" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyPpTeEb8Qe558Sb_FPiOOitwPFCPLlkYZHewvSFvzMougD0sUDg3-qAUotqHFOKjdamHiB0FNWvOg1WQtJLZucN3nIRKXcHW3Lv2c5BMnoqoRrVnzdthyphenhyphenRKT-Qspx5QxOKvN29urq2njD/s320/11.jpg" width="320" /></a></div>
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses
Inisialisasi </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span>Inisialisasi stack adalah proses pembuatan
suatu stack kosong. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkEpow4_nL8V-i8Jnaoi6NfVSOenGJbBSmIpFKa5rzqaFNhjuDsjbLeqRiUu7YyqY0QeqTgCK2v1WBY6zqLVhIQiMxzV3dXUtcKWzyzOwiaiUwb_5QxboCH9l-IBmNclUlnVEK8FF5SkDU/s1600/12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="175" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkEpow4_nL8V-i8Jnaoi6NfVSOenGJbBSmIpFKa5rzqaFNhjuDsjbLeqRiUu7YyqY0QeqTgCK2v1WBY6zqLVhIQiMxzV3dXUtcKWzyzOwiaiUwb_5QxboCH9l-IBmNclUlnVEK8FF5SkDU/s320/12.jpg" width="320" /></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
IsEmpty </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi yang digunakan
untuk memeriksa apakah stack dalam keadaan kosong. Operasi ini dilakukan dengan
memeriksa field top.jika top bernilai 0 atau top bernilai -1,maka berarti stack
dalam keadaan empty. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Kc8QzCtG_ouIJ2Wsn1l1t6CBwoY9mmigc2OmFvhnJjmgynLt7qkysBwNg2_wA_d391cTrrralFZaVO6gnTK-JxlUkB1x0dA0z_wA2hZiWPwB9qMbTKMB9LQWsUybsAPVD14yc3VjdzML/s1600/13.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5Kc8QzCtG_ouIJ2Wsn1l1t6CBwoY9mmigc2OmFvhnJjmgynLt7qkysBwNg2_wA_d391cTrrralFZaVO6gnTK-JxlUkB1x0dA0z_wA2hZiWPwB9qMbTKMB9LQWsUybsAPVD14yc3VjdzML/s1600/13.jpg" /></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span>
<br />
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
IsFull </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Untuk
memeriksa keadaan stack apakah sudah penuh/belum.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Langkah-langkah
untuk operasi ini:</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l4 level1 lfo6; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">a.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
IsFull pada stack yang menggunakan array.</span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l4 level1 lfo6; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">b.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
ini akan memberikan nilai true(1) jika field top sama dengan field maks_elemen
-1.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUaO0EkIEQLqtRTJp3wnaEl8Jq5BWQDrsq-hkvL8G_YMouX47i2hkTgdQMXEUuJdk5cYVpai0D2nxDNwLGe6_ps0xLoNQqDD84DwFEZy6dj8DhOieXMoCfdUpBJ837mCjxjWRkCGt-jFBe/s1600/14.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUaO0EkIEQLqtRTJp3wnaEl8Jq5BWQDrsq-hkvL8G_YMouX47i2hkTgdQMXEUuJdk5cYVpai0D2nxDNwLGe6_ps0xLoNQqDD84DwFEZy6dj8DhOieXMoCfdUpBJ837mCjxjWRkCGt-jFBe/s320/14.jpg" width="320" /></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
Push</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi push adalah
operasi dasar dari stack yang berguna untuk menambah suatu elemen data baru
pada stack dan di simpan pada posisi top yang akan mengakibatkan posisi top
akan berubah.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Langkah-langkah
operasi ini:</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo4; tab-stops: list .75in; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Periksa
apakah stack penuh(isfull).jika bernilai false/0 (tidak penuh)maka proses push
dilaksanakan dan jika pemeriksaan ini bernilai true/1,maka proses push
digagalkan.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo4; tab-stops: list .75in; text-indent: -.25in;">
<span style="font-family: Wingdings; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Proses
push-nya sendiri adalah dengan menambahkan field top dengan 1,kemudian elemen
pada posisi top di isi dengan elemen data baru.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbqPTsOt8a6-MVbgnFEoatAxHNcuUHubzKeSvZhMakiq6iZH6oECcve2Xlh28fgSdNg5VKD4V_2bnZRB5YNpdCqqh4NEvw0Ehk4BUVVdQ9eti4uoixWvlRg1eFsnU5sy5QDsIisYeJtXpL/s1600/15.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="246" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbqPTsOt8a6-MVbgnFEoatAxHNcuUHubzKeSvZhMakiq6iZH6oECcve2Xlh28fgSdNg5VKD4V_2bnZRB5YNpdCqqh4NEvw0Ehk4BUVVdQ9eti4uoixWvlRg1eFsnU5sy5QDsIisYeJtXpL/s320/15.jpg" width="320" /></a></div>
</div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
Pop</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span>Operasi Pop adalah salah satu operasi paling
besar dari stack yang berguna untuk mengambil elemen terakhir(top) dan kemudian
menghapus elemen tersebut sehingga posisi top akan berpindah.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi ini biasanya
dibuat dalam bentuk function yang me-return-kan nilai sesuai data yang ada di
top. Operasi Pop pada Stack yang menggunakan array adalah terlebih dahulu
memeriksa apakah stack<span style="mso-spacerun: yes;"> </span>sedang keadaan
kosong,jika tidak kosong maka data diambil pada posisi yang ditunjuk oleh
posisi top,kemudian disimpan dalam variabel baru dengan nama โdataโ.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3chCDnrfoLZ0Rq9SOkEecODXRrYmoS8Pk-ESHYK7mZtYkh6FW5yuU4xJNi8Ak2kdJGehA-rDmeBA13qsoZLH-WSKFpiwmQMLBbSuff29BmuvDTKCHV2XKUK5cbmBEUD6XCTp2UMZoyJeM/s1600/16.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3chCDnrfoLZ0Rq9SOkEecODXRrYmoS8Pk-ESHYK7mZtYkh6FW5yuU4xJNi8Ak2kdJGehA-rDmeBA13qsoZLH-WSKFpiwmQMLBbSuff29BmuvDTKCHV2XKUK5cbmBEUD6XCTp2UMZoyJeM/s320/16.jpg" width="320" /></a></div>
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; tab-stops: list .5in; text-indent: -.25in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Operasi
Print</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Untuk menampilkan semua
elemen-elemen stack. Dengan cara looping semua nilai array secara terbalik,
karena kita harus mengaksesdari indeks array tertinggi terlebih dahulu baru ke
indeks yang kecil.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOFPP8pUz9ypicJVVJb_4-xiz4WOD7bS7yjLG20KgBb4qhKfAvl8_VUoMfHkq0rryotd2y2ERo7wMopakP4vKMyGQbq9-8oSLT6dMuOKGzPZQtRqoDMNl77fiIF4qjomE8YDzcf2Z2IcRA/s1600/17.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOFPP8pUz9ypicJVVJb_4-xiz4WOD7bS7yjLG20KgBb4qhKfAvl8_VUoMfHkq0rryotd2y2ERo7wMopakP4vKMyGQbq9-8oSLT6dMuOKGzPZQtRqoDMNl77fiIF4qjomE8YDzcf2Z2IcRA/s320/17.jpg" width="320" /></a></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"> </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-no-proof: yes;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"></span></div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com1tag:blogger.com,1999:blog-2789267856108998958.post-58119916713273353412013-02-18T07:46:00.000-08:002013-02-19T21:59:10.026-08:00Sorting (Pengurutan)<!--[if gte mso 9]><xml>
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<!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves>false</w:TrackMoves>
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</xml><![endif]-->Pengurutan
atau โSortingโ adalah suatu proses menyusun kembali data yang sebelumnya telah
disusun dengan suatu pola tertentu, sehingga tersusun secara teratur menurut
aturan tertentu ( untuk data yang bertipe numerik atau karakter).<br />
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<i>Dua Macam
Pengurutan</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l10 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ร<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Ascending
(urut naik) merupakan pengurutan dari angka yang nilainya lebih kecil kemudian
menuju ke nilainya yang lebih besar.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l10 level1 lfo1; tab-stops: list .25in; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ร<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Descending
(urut turun) adalah sebaliknya, yaitu pengurutan dari nilainya yang lebih besar
kemudian menuju ke nilainya yang lebih kecil.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Sebagai
contoh misalkan diberikan data berupa bilangan berikut ini:<br />
3<span style="mso-spacerun: yes;"> </span>9<span style="mso-spacerun: yes;">
</span>1<span style="mso-spacerun: yes;"> </span>4<span style="mso-spacerun: yes;"> </span>0<span style="mso-spacerun: yes;"> </span>2<br />
<br />
Hasil sorting:</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo2; tab-stops: list .25in; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ร<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="mso-spacerun: yes;"> </span>Ascending adalah 0<span style="mso-spacerun: yes;"> </span>1<span style="mso-spacerun: yes;">
</span>2<span style="mso-spacerun: yes;"> </span>3<span style="mso-spacerun: yes;"> </span>4<span style="mso-spacerun: yes;"> </span>9</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l2 level1 lfo2; tab-stops: list .25in; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">ร<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Descending
adalah 9<span style="mso-spacerun: yes;"> </span>4<span style="mso-spacerun: yes;"> </span>3<span style="mso-spacerun: yes;">
</span>2<span style="mso-spacerun: yes;"> </span>1<span style="mso-spacerun: yes;"> </span>0.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br />
<a name='more'></a><br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<b><span style="mso-bidi-font-style: italic;">Macam-Macam Sorting</span></b></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo8; tab-stops: .25in; text-indent: -.25in;">
<i><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i>Bubble
Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
Memindahkan element sekarang dengan elemen berikutnya , jika elemen
sekarang itu lebih besar / lebih kecil dari elemen berikutnya maka di tukar
(berpindah posisi).</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<i>Proses Bubble Sort</i></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l0 level1 lfo9; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Ascending</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; mso-list: l8 level1 lfo3; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Data
yang paling awal dibandingkan dengan data berikutnya jika ternyata lebih besar
maka tukar.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; mso-list: l8 level1 lfo3; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Data
yang paling akhir dibandingkan dengan data sebelumya jika ternyata lebih kecil
maka tukar.</div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Descending</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo4; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Data
yang paling awal dibandingkan dengan data berikutnya jika ternyata lebih kecil
maka tukar.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 49.5pt; margin-right: 0in; margin-top: 0in; mso-list: l5 level1 lfo4; tab-stops: list 49.5pt; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Data
yang paling akhir dibandingkan dengan data sebelumya jika ternyata lebih besar
maka tukar.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<i>Contoh Bubble Sort</i><br />
<i>Ascending (Urutan Naik) </i><br />
<div class="separator" style="clear: both; text-align: center;">
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<i><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;"> </span></span></i><br />
<i><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i>Exchange
Sort</i></div>
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Exchange sort itu sangat mirip dengan buble sort. Bahkan banyak yang
mengatakan bahwa exchange sort sama dengan buble sort. Bedanya jika bubble sort
proses pertukarannya harus sistematis, dari awal atau dari belakang. Sedangkan
exchange sort proses pertukaran hanya akan dilakukan jika diperlukan saja.</div>
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<i>Proses Exchange Sort</i></div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Ascending</div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika terdapat elemen sebelumnya lebih besar dari
elemen berikutnya maka tukar.</div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Jika terdapat elemen sesudahnya lebih kecil dari
elemen sebelumnya maka tukar.</div>
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<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Descending</div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Jika
terdapat elemen sebelumnya lebih kecil dari elemen berikutnya maka tukar.</div>
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<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Jika
terdapat elemen sesudahnya lebih besar dari elemen sebelumnya maka tukar.</div>
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<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<i>Contoh Exchange Sort</i></div>
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Ascending
(Urutan Naik)<br />
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sJq/BBAGlAHjILiUnAGnwG3g6AABkoKgIDgIXr2eyBy/MFYdLyMlCJAMJAN5UZEXl4IB55KcZq3HrwSnwG1qmN4K8JSD3wsVlbD3ICxYtLtv/63Xdt16Vdf114Wb8S/B3v1gew0wToDlk9zvs2iFDhQ+++TTe/r/CakqPj5+/Pjxtm3v3btXSrlmzZr169efOHHC5/Nt3Ljx0KFDAHD06NEffvhhy5YtALBjx4727dsvXLhQSVXffvvtyJEjcZL07dt3xowZ+Gbt2rVrRkbGpk2bGGM7d+5ct24demBv27atoqLi+PHj+Kbcs2fP2rVrjx07BgB9+/ZNTEw8ceKEYRiJiYk5OTnIa5fJ6xLAaeSlbAcouiNh4RzSdR0lf2U0VZ70eAJmoVDyFNo+kOBQvMLCldSG0j6+ii+UwV5IJJ9qFhNCSFyJExQEBVntM4BapcBoReQs7ljlefXF+IuUqCvy6hIu0ANSD3lRYEII4KKacBlwLn2mYRGT2X6wdDB18Hjh+w3+6ckLbuq8vMX16zqGpjVvmdu7N6z+CiqLgZRVsYpSq8IGAAlgA1BInjETvV5WrlzZp0+fb775ZtGiRa1btwaABQsWNGnS5McffwSA119//Ztvvlm3bt3kyZPnzZv3+OOPL1y4cMOGDTfffPOMGTMqKytREBszZgxKSR6P58knn3z99deFELNnz37ooYdWrFjRtm3bL774YuHChVdeeWVZWVlqaurHH3/89ttvf/nllwCQkZExdOjQ999//5577jEMo1+/fg899NBPP/0khEhJSRkyZMhltfGSQU3JSy02428oDSkjKEpYuq5Lx13e6/UiYaHqhws9aN7CEErkRF3XkZVwdqpFdOlYW397VwnpIi/8UCm4ZEIwkNyRnPBfCpJLwU7zO1e0JX7WGgWSl3DIS/Jfuwk/h1ELicumArjjDIGGeeYsRDD8CU9B8kIHLQESBAfLAK8Pjp2A5d98MzrhX9fdmN6u86HHh8K8BVn399/+4VtQdQjsE5RXMrA9RDcpM3Ri+wkImJOc0qVLl7y8vDlz5qxZswYACgsLw8LCUIQfNWrU3LlzLctCUWvQoEFffvmllPKbb7655ZZbqqqqevTosW3bNmWpuOuuu7KysnDK3X///UOGDMnPz09NTcXLb7311ry8PADo0qVLaWnpa6+9NnTo0I0bN+7fv58xtm7duvT09MWLF19zzTVSyoSEhClTpqBNY+nSpV27dv0tJ9hl/Ko4jbzqsJXUCV4HzrWc/0kbaquZdX3vhoDTPj9fi8YsyZEUat/T/VEEUv2bUE4YvzIEc3RYDoKDpAwoBSIkAU7AJoBBizYDxqRgghpALbAJ2AI1XJuD35aGSYFw8JqwbY/v5XfmdYlMbn3jgn79TqZkwLEyOFnu2/gDO3QQqAnE0j0Vuu6T1bH3zLYpAHzy6bT+9/0FHFMpAKxbty4qKgqF98LCwqFDh+7cubO4uNiyrNtuu23hwoWc84MHD95+++179uzp2bPn999/D87645133jlv3jwsZ+DAgei1o9LJ9e7de968eZZltWvXrrS09NixY88//3zHjh1Xr14tpczOzp4zZ05RUVHbtm0BYMiQIW+99RaWvHTp0ltvvdUwjNrvyF+cJ5dxAVH/A36e5PW/wv+qhWfZ5ksHgqGfmpRIXhzJiyN5UQI2A5OBzYQQFBizvUB1yQWjQKxqt1qgAJSCzwtfLtv4RHRGm5DMNp0PxMTDt99B6YlqMY1Q4ABMEL/hyJ4SbaM2YV6fPuHlySFh4WhHR5eaRYsWtWrV6vDhw+gz0bNnz7fffhuH44UXXhg8eHBlZeXixYsnTpxoGEaLFi0yMjIOHjwIAIZhjBgx4t///jcAlJWV9e7de/LkyX6/3+fzocfpnXfeOXHixK+++iowMLCgoOCjjz46evTopEmTXnnlFQDo1avXCy+8sGrVqubNm5eUlERHRw8cOPDw4cMA8OGHHw4ePFiZKS6T1+8awlmcOU/yqqfc35686sIlPSk5A66DtKrdrSSKfVRiEi6gslo39AP4QQCYulV+nJo+ABBAKySrNMDyw96NxW+/tCQyPK351Qtuv8NITocTXvCYQDhwATZB8pI2JX4DGJdcgJBou/Tr5qHikjfefmfwY4+vWrUKV2OklPn5+Y8++uiWLVvQvPD111/v27cPFwcZY6mpqR999FFaWhquVn/00UevvPJKRUUF2iXWrl07ePBgSumSJUtiY2MnTJiACiPaHJYsWZKYmLhs2bI333zz+PHjWVlZ06dPLygo8Pv9Xq/366+/HjVqVFFR0XPPPbdx48a9e/c+8sgjqMnGxMQUFBTUmOfYj5fJ62JGXbxxGnld6EqeP35LNrxIIEBSYDZwE6QFUB2TJEBwoAIsjLzE5QYAL4AXwBQGA9sDotTrp+UE/ADFpbBi2eIn/jotpNXnN1xRPOqfsH4dePzClBaAbRIgBAhhhsEMC2UuYtnUJmjcJITohiUBDEIlALqASlfGSrR7oqSDS0AoiCmhGBe1bSf5uHQcwdauXYunKaccn88nnSQi0qEbd1FCCMwaAC63WOUNaxjGjh07MP/l/29T5feOusbrd09eF0SauxjAQGISC8B1B1L9kQw4B85BMgBeHeajA+gAVczyE4MYPtAN8Ouwc4/5yttf3Xr7tNZXZd/d/fjc96HiJzh5GE6d5Bw8BCQAMXRBbJACuKA24ZQxxnD5hTFmU2LZVAL4/IZfr+YpXddxoUZ58wkhiLMTAv7k9/tN06ysrFRnoqMWut2gOIb8ePLkSWXIV+lQ0MEVBTG86tSpU3gv27ZxIfvYsWOGYUgn1wj+6/P5TNP8/2eSXBqoa7x+3+SlWnXGhYILXbtfFwykD6gBtJq5KEjHx4MxEBTAArBBcqAS/T4kSACfAV4/VFbAl4tW/+ORzBvaZrS+/kDSaFhVBNYR6T/Mq44Dsw3Jym2TSmGaOqU2gMBlaPTyw9liEbvK6/H5DcoEoZzQn/ODK2dAFLjQK1DJSio8SIUrqiRzSpJCEQmXuVXOOFzRxkUARYJYiJQSwyQty1LZerEymNYcRTxwvBEv43eEGk+3+v5SIK/6VzkvdB1/LVCQHiAeIERIImQVQBWAxYEyMKiglINOwbAk07n0A/eC7YcqAhUUtu8ue/2N+SEhyS2uWv3gnyumTYWyEigvA58NNoDFCNVN8Frgt8GqTr4hGeatlwBMcNO2XNnwQQjgXArxcypKJXNJKZV7s3Q2MVD/qkQR7mOkSCEEEpkiHSwZv0TRDNcfpay2vqFkpza4opQqX0LpTHSPx4MhHG5c8lPl9w53Sj73k37pkFeNhl3y/MVA+sDWgVHOLCHKQZSDMCSjlNq2CYYfKqugogJ8ZWAeB+MYVJ2AI1VQ+N+1Q0d93L793A7tikePgBWLoOooqTwJEkAHqACgAEB1OKlDOQObg7AFsQVBqqKccScc26aES8wMoSYSKNEMx0JJQMpVkDhJumt8r/LxCte2KUrrVLsTgCtNmyI1Fb6mpC11X/UlkppwZS1XuLTnySUA9BasEUTIa2RSvdCVPDco5sL2qEmsTCFoPFbRThcVsM6EEBU8rFLBEEKUJEKcKOUzQjBu64bn+EmQYDDLy/xUmLa/AnynQPfA4WL46UfYtRlKd4PvAOzeyF95d16nW6e0bJ163z37pv8bDm6HimPk5HHbJJYBzAfgA/By0HWdV1RCRRXxUOA+y++3dQ5gUkKl0G1LNw0Uvny6H2UaxgQh7DfrvTN0hRAqWA19pOvptwsFnKVuoRLtgxe6XjWBJkh8Z2A8Mgq5KpkaLrAQ8vO6za8KlKN1Xdd1XaWHU++nS4G8mJOEGlzZnZhrj6KLENLZqE26dgkgrvQvP4s0Z7gYBKEgALgEISgxhDBA+oB6oKoCli37dtTohfcPmH/v3T8ljuLT3lv38F/nX9+hqGP48Vf/BSX7gFQA6IybEqojBIRwthRhIIHZwBi4vWCBCE5ldbJ//KDkpVxVLyCwo0zTdItdFyGUgOl+/C5OcNemhbW/UYob/+XNIv6XlQEAjOpRj/bvkrykk99C8dfOnTv79esXHh4eHh7ep0+f3r17t2vXLiIiIvwiQ7du3cLCwnr06BEeHh4REdGlS5fbbrstPDw8LCysV69e4eHhPXv27N69e/fu3bt27VpXIWHdwzuGdevUo3tYr6guYZ0jIkJuj+zyh54dB3VqMyfyD4s6957dun3aje3ntrphXovrN7TpuuzKG1KCm71xRbNh17e8N6RNl9Cbb+xxS5fePTt0796pR0SnHt079+jeLax7RGj3qJCI7t1uDQuPCu0e3im0c0SvyIhekaFh3aJu7dkjMiI0rFu38LDQsG6dQ7r0iIyIjOwZHt4jIiKqZ89ev1kH1kCXLl3CwsJuv/32yMjIXr16de/ePSIiIiws7ELVpy706NEjMjIyMjKyZ8+e4eHhkZGR4eHhnTp1utD1OgN69OjRtWvXqKiobt26devWrXPnzuHh4Tgne/fujd9HRERERETgNP5VERYW1qFDh65du44cORLTioCL/X/H5OU22G/cuFHTtMGDB48aNWro0KHx8fHx8fGjLz7ExMQkJCQkJSWNGDFi9OjRw4cPT0pKGj58eHx8fGJi4siRI0eMGDF8+PAxY8bExcWNHDmyjmLixj393IjR8U/Gjnx85JPx8cOejn7s5aGDJ94akXbNLV+36b7tkce3Dh+6a9jwfQMf+r5F582tw9ZG/uGLvw588+G/jI9/YvQLiYPihw9JSoh9/vl/xscOjR81LG5kdOzI0TGx8TGJ8SOfiY0ZN2p03PBRI8aMS4qOGTF0+LDY+Li4hPjh0SMSxyTFJcQ/NfSfI0fFxMSMjo9PTEoaGxPzW3bhaYiPjx87dmxMTMzIkSPj4uIeffTRMWPGjBo16oJVqA7885//HDNmTHx8/COPPJKUlBQdHZ2QkDB27NgLXa+awN6Lj4/H+fnMM8888cQTiYmJcXFxw4YNi4uLGz16NP4UExMTGxv7a9cnLi4uKSkpJCSkZcuWKKmASyn5fZOX4q+SkpKgoCBMugKu9ayLE+4VE5U3WR3USI52pusBqjgQYAAmEAATbC/8uH390NFFN0WW/GMk7NgA+kHwHoTjh/xPv5LZrMOmvzwMK/4LvpPAPQRsL1AbwABJam+J5iwlUk6EYJRW62LKV0t1rASwbCok8Au6+YbbGwNce8xchKiRV1a64tguEqjec8s4ah3GPSd/m8rjyH788cdXXnklOBlxa+4edKG56HzgXlXcvHlzkyZNMAeLpmmapjVo0CAgIEC7KNG4cePAwEBN0xo2bKhp2qRJk5588kn1p6ZpDRo0qOfyhlrgdVrTK7UGWmCg1lhromm3aNqLLdrmd+3zWYt2QzStjaY1bKhpwVoLTbtb015u1ja9U8Tr115/q6a11LRgTdMCA7SghkGNmmqBgVqgpgVomqYFVP8fjKdomtao0WnVmDp16h133KF6ODCoQVBww+AGjTQt8H/XN+eD5s2b40FmZuZNN910YStTFxo2bHjLLbckJydrmta0aVPNNdwXD7BiCo8//jgAtGrVStO0oKAgTdMCAwOx2gEBAb/N8/XQQw9NmDChWbNm4OSk+d3bvBCKvPbs2RMcHJydnY37GxUUFGRnZ6empuZeZJg3b15WVlZ6enpeXl5OTk5hYeGNN9746quv/v3vfw8LC8vPz583b97cuXPT09MzMzMXLFhwxkIKsvOzZmV9OW9x9hcLU+em/HdOyroXXv2i852F7Xqvf/75dbP/k5v8fmbGf75YOHdeRkrR9OSdH38+t0v3nA6dV4+O/WlO2vKUrMK0/MK5i9JS8ubmFszNy8rOy8jNTZufkz4/OzMnLzsrL3fhwvmZGWmZGWm5OVnzC+flZGVf1ezK5Fmfh4eH//Wvf83Ly8vLy8vOyZs9J3VuVk5+wbzfuBsVFixY8Pnnn+fk5Hz66acNGzacP39+QEDAsxsC6xkAACAASURBVM8+e6HqUxcKCwvj4uJatmy5dOlSTdM+//zzlJSUjIyMC12vmpg9e/YXX3yRmpo6f/78WbNmDR48WNf1li1bJiUlZTnIy8tLT0/Pz8/PzMz8tevTt2/fBx544O2337766qvBMd4rJ5vfN3kp7N27NyAgACWvFStWqL27Lza4lVmsZOfOnV966aVBgwb179+fO/vl4AnM2aWuBjCnmOBgAYC0wVNu/mdm2hVdtw6MhsqT0jgK4AcwgZogBGMMdGN3/LjMmzqUPPc8lJaBj4IJwEFWb7/IQRKQFmYXlCAkgBRMcIo7OwrGQUKTRo2TZ30eEhLyzDPPoDwvZLWKadn0N+7G03oDQAhRUVGhadrixYuDgoIwZdhFBQCYP39+y5YtFy5cqGlaZWWlvCgTB0B1viMCAIcOHUpKSgIATdOSk5OV8qi0udpOv/9zxMbGPvDAA1OmTGnSpAk45iD5u/awr+2GumfPHk3T8LX25ZdfYhQeLp8ruP1H6Olw+7mg2u/z+VDh93q9aFkzDEN5ZqHbDuaYxY2Xavin2HWAEILnY/UIISEhIS+99NLAgQPvvvturDae4PZXqlFP26aWziyd6T4DjErYvSb3zls/aRUKGcuhslKvOOL1nfT5K5jXIwx/uVkB3IQVq2eGR80J6wTL58PxUrvCSwCqTA6GCV4/+CxqWh7mr+J+y7KYSW3Twk3ObdvG+XrFFVfMnj37lltuSUxMRAccXPvHf+tqL64Q+f1+9A/C+CFsIHasZVmY8YYQgv/WHjKsRl3ABJkHDx7UNK2oqEjTtPz8fEKI3+/H1Ph4x/oLwXqiZxMhxOPxYE5N27ZRVTEMAx2gCCHYkHqGWLUC744+SpmZmc2aNVu0aJGmaUeOHMGxrn1h/fMHnD0JmbMLPWZaxw1u8PHGDkGHsnrqeUagVxeOxZ49e0aPHi2E0DTt448/xkF315A4Wz3ZTm5R27ZVPJay4WJsg8fjQfcxd+ecPqt/vrtt29jGoUOH3nvvvW+//XaLFi2EEwr2+zbY10Vey5YtQwqTUtq2je08o8N9DXu/As6AsrIycFzypJR4jHlf8QTMfA1OFlnl+Ft/uJLyTeOc4+PEGAsNDZ00adKDDz547733SmejAHy9MNcu4u7aMiYEB6JT0G3wnvRNe3VOtzbLBj4B6w+Bx08tj00NAGFVVIJgBGxqVkC5Z+FjQ2Z0vN7z7kQ4VQqG4eMCwxHBsMGUQMELtAoo7vbGCFfGUZwrSF5du3Z9+umnheOmKKXkzv6vZ4R0toYVQij2d9vXcYpjHHWNPQ1qB4WcsT/xHXPo0CGUvDRNw3SGyiiuLM11FSKcvXJtJ7AJnDgBTPJDnEAlDM90B3ifscmqQ/Du+EhnZ2dfddVVSK/Hjh3DKXrGa+vpT5/Pp4JAMVEHWoKwE6qqqoiTnx37s5561gXl8r1v3764uDgACAgImDZtmnR2wBSuYVXhWcpj0ev1qiTylmVVVlbin16vVzqpQWo8NWqYlLYhnH0w/r8gr927dyN5BQQELFu2zN0L4uyCP/BMcLb1xmOv11tRUXHixAns2YqKCs55eXm52ppQPVrnVHmsHt6xW7dukyZNGjRo0H333YePkPthg9PhlACWQZlBgAnwVawfNmjGzdccee3fcESHKj9IunHzD6u/WwWMV5w4tnzVsorSYvDqp2Z+/smNLZf/9W44dggMQzcsDgCUgE3AloKBDlQHKgQAZsN2soHjQdOmTZOTk0NDQ5955hkpJbZdOpO4HoCTDRwASktLv/rqq7Vr1y5fvnzjxo3IVijJ7tix48SJE7WfpV/sT3xci4uLAwIClixZEhAQgDsYuYOH5C/paIpPpZS7du1asWKFWsQ8fvw45/zAgQNHjhxRI1J/e9VNpcsVOTc3t3nz5khepaWl4ESnn9PkwcJRvKKUrl+//uuvvwYnqgSr980336hl97MvWZXPnU289u/fr8hr+vTp0iEv6ajq6j0kpVTbXCBVFRcX//DDDyhgAgDmeispKZEuD013F0nnuVCqKNJxDfKC0xc9LxHy2rVrl1IbkbxwZtQlCtUuB6ECjAkh+/fvX7FiRWlpaVFR0YEDB8BZ5sCU6hhF7C68rhrWhhoDIUTXrl2Vzas2edXVcMkBmATDhE0bsnt2zejSHr7+DqrYd/MWPvL3B999/z3dtjZ+v/7B+wd89J8PBtx955b8QtjxY1ZE2PRON8Ga1eCtAsIIYUAoECqJoAwMSQxJUPLCvdvcUxnJq2vXruPGjcMHEvm3HrEIT1OzixDy8ssvN27cuEWLFs2bN3/qqadw7n3//ff333//Rx99hOxQW4Ctpz/V84Nq4+LFixV5oVYincwEvyh5oZ6Snp4+fvz4H3/88cEHH/z222+RcysqKm6//XaU6FHXq6coefrzqSLVc3Nzr7rqKlQbcX8jt8BeT4E16ql8VoYNG7ZkyZLPPvssPj4eJ/xPP/00ZsyY2bNno0quyPHs4WaHffv2xcbGSik1TZs2bZoQwnbt2uuWu7FvUdfjnG/duvWVV15ZtWpVXFxcQUGBEGLdunV9+vR54403ZB3kJZzdedRL/YySl3tCXjrkhZIXktfSpUsVC7ivcoswtYcNOxS1GCklpTQ5OXn//v1SytWrV8+bNw97s7i4+M0331y+fDk45sPa5CXqdtGqMUWEECEhIRMmTKhBXnU9bD/PdcbB7wfDOJGZMaNN6y0P/x1KT67LmXdLq9bfrf6WA+iUPvnkPxsEBAIXf4yMeOSPfaG4eE/s6Kmtr/1x6vug+4FQQSimkOYCqAQuGZcMBIAAIaqpU0leV1xxhZK81CSDs/D3wcBDPCgoKJg1a9aqVauio6NnzZrFOV+2bNmNN964detWcGSlGlA9VheQvA4cOFCDvFAxgdMlr7oKUU7bAwcOHDt2LOf8zjvv/PDDD/HL+fPnX3nllfn5+eDaL/KMULdQU044seVu8jp69CjUWpCpvxsRyIOmae7atatRo0amaRYXF7dt25ZSumXLlqFDh+7duxf+b85ubvJSNi/cg87ddlVhNb7gSFhDhgxJTk4GgK+++upPf/oT5siNjY2Njo5WaqP7wcHZLl0CnWrpsGHD+vfv/84777Ro0UKe/jaFS4a8lM1LqY31k9cZmyycNzCaPz744IPjx48DQHl5+WeffWbb9smTJ4uLi9PS0nbv3g0Afr//jGJX7XvVuKkaA+GSvJTaqB7X2iWrwbYtg5WXgcez9eWXP7mmFX/rLSgu7tcj4tEHBqWlZWz88SdTwh133tW0QRNg8Ld7+l+pabBtC6SnfXLTTXMH/R2OnwCvFzgHwblk6KoqBAPOcAmSsWqRqobNS5GX+r5+ZpGOLQOFoOPHj+MDMHz48FOnTgkhOnbs+OCDD06fPh3zNYs6JK96boEFos1ryZIlgYGBixYtAldGHdWf9ZSDJxiGkZKS0rVr14kTJ37yySfl5eUAsGbNmhUrVgwcOBATSSuTQl3trTHQirzy8vKaN2/+xRdfKLWx/vlZD4QQuq4/+uijDz744BtvvIEVGzVq1NNPP11UVLRu3TpwkhScB1SHuyWvesgLeR/N7Thkffr0Ubv8tmvXbtOmTQCA7vu8DpsXnE5e0lEbFXm1bNlS/v9DXm61sbYI4x4td8n4MsSX+dKlSzMzM0+dOrVp06Y5c+bYtr1nzx6fz5eZmblx40afz+c2J9dTwxq1FafbvEJDQydOnFiXzQtLq1FVIRgAA8MLm7Zm3XXvJ61vgEULT3yzoqGmTf9s1gcffqoFNVi3bfvcrJwGWnBBSs5f77g35Ka2ct8uWLsmq/ftn4ZFwvJvwOeRxARGmeA6MEMyzggQAlQKJjmXSvJS5IVqozLYu83hdUFtP+yWBVauXPnSSy8BwPr164ODg6dOnTpr1qymTZt+9913dUledUE9UcrmheQlpcTHSTrrHnAWBns8SEpKatWq1fvvv885P378+OLFiwGgb9++eIALiPUUhWOkZgV38i/m5eVdffXVbpvXLy5H1AY+0ijLbNu2rVevXu3atauoqCgvLw8PD//uu++2bdvWuXNn1AzOqWTVD2r6KZtXPWqjcOUdMgwDaWjmzJl/+tOfFi9evGbNmk6dOpWUlBBCxo8fHxcXV5fkJepQG2uTl3C9zC4R8nLbvFBtrKHwn2WB4CgvaKrYu3fvyZMn58yZs3HjxgMHDixbtmz79u3Tp0/Pzs72er2Ypr32mmA9t8NBkk6WNc45vuf/9re/odqoVNEaL5ka5GXbHjD9kDd/WofQRXfdAwf2r0qZHaxpc7PyN+7YozVq8so773IB369euzTni44t28YMHQq2Dtu3Lh/8j7TOEd4PPgXDa+kVwBmXwgBuAOXCBkqr97Os22D/9NNPy7M22CtykVLquo4UNmXKlJSUFADIyckJDAzMzc3dsmVLUFDQlClT6lptrOcWymCPkhe6+8E5GuzBcX18//3333jjjTVr1jRu3HjZsmVffPHFs88+O3PmzA4dOiQkJBw5ckTpOPUUJU9fbfxFg/0vzk8FPNM0zSNHjjz66KObN29OTEyMioo6evRoSEjInj17AOAf//hHYmIiONs/nyvU9HNLXnUZ7MXpWdKQqRljixcv3rNnD4adIndjDK88R4P9GclLPQ6XCHn99NNP6OEVHByMb8iqqip3u+DsoNYolbLz008/FRYWmqZ59OjRTZs2bdq06bPPPissLESNUnFQjbrVVb4abOG8RTt06DBp0qSBAwcOHDhQOtnX1MniTGqj4DaACaeO+197d86NnTcmJEL5SWPPziBNm/jqlF0lJ7TgRrlfFBHCgMPEhOfvjPxD8f4DYBtQeXLz8y+mXNP+eOLzUF4KQgcmBJMGUD9YlFvAKFCJ5IVQxqBmzZrNmjUrNDQUHRfVYiv8UmoUlQtQrUM9++yz+/btA4Dt27drmvbBBx/s2rUrICAgPz+/hnvELw6fcBTb4uLihg0bolK2aNEi9UpX5ZzN0BNC/vKXv7z++usA0K9fv3feeae0tPS9995LTk7u0qVLTExMeXl5/eakGuPFnaRXAJCVldWqVat58+YFBQXh5DmjE3L9lVRi0caNG9u0aSOEOHLkSNu2bY8fPz58+PD09HTbthMSEnD7OOWJfvZQdO/1eo8fPz527FjDMIKCgj799FPVNOqkzAVXpI6UUm01jTXcsGHDkCFDkO4ZYxMnThw3bhwKreAIsDWMkm6dA+8SHx/ft2/fd9555+qrr1aJedXzdYmQF0pey5YtCwwMXLFihWp/jQvVINVVMgD4fD7cnfTQoUNLlixZu3atexLoup6bm7t582ZwPCdqPxu/WHk8DYcnNDT0pZdeeuihh+677z7pWIjAWb5xt1E9kMBs5iuD40cOPjEq+aobS/7zEfjKwVc5/T//eejRoSOfnvDPxLFVhM4vnDd2VNyr41/ev3UvCPAePwZVp/ScvMLrOm/60wNweI+tl4FJhS11Yetg2cISnAKVQKXk4CYmSmmLFi2QvPCtruQpqDsSQDpua9giXOBfs2bN5MmTBbr+A0ydOvXRRx+Njo6OiYmpqqqq7dtVf2eq7tq7d6+macuXL2/cuHFubm5d5FVXOaZp4iivWLEiPj5+5syZzz///IEDB7Dytm3fcccdy5cvt20bl5jrKqcGF0jXpkeFhYWtWrVCej169Kji9HOSvMCR106dOvXKK69MnTp14sSJH3zwAQAsXbo0MTExLS3ttddeU4lnz7JYBbdVa8+ePbgijJIXnG7TUGdyxysVO/zkyZNbtmx566233n333eLiYiklIWT37t09e/b8wx/+UFZWhpsPKPnOzUc4XuDswAIAjz322D333DN16tRWrVqBo2hfauR14MCBoKCgZcuWBQcHL1myBCfiWdpN3FBvEs45bneKbtamaUpHQzl69Ci+BIgrQa1bga/njmpKoTsypbRHjx6TJ08ePHjw3XffDc4eFugGWaMJeMAYA2oB9UPxvnW3/ymz1c3i6+Vge4Hp0jAPHj65bd+xSi4IQNmxo6dKjgAF4GD4TRACmA2rv13T/Y//7RoF61cC90mvLfzcZJYuDUtalBNJBBABsnrlSGlJ11xzzaeffhoeHp6UlCSEwF/VDK6nvXi58v/0eDwnTpwAgNLSUvQFLykpwdU3cCRZN4XVP3xoQCGEHD16tFGjRgUFBSh51Tac1Z45teuJT2BZWVlJSUlZWZl0pAl8k+HGusL1UqkNd22VfQdHPDs7u2nTpoWFhQ0aNCgvL8eZVrue9UNZcjGEAKuKtbIsq7y8/PDhw+jRXs+g1AN8cNB6tXv37lGjRgFAw4YNp02bpr5X1VZVwn6Tzpvs1KlTuOUwAKDzxOHDh48cOVJSUnLq1Ck3eam24PsAxx0P0AQ5bNiwAQMG/Otf/2rQoAG4BMNLirz27duHcSGBgYFo80Ln+Nqov70q9Adjd5TIIJ19t9Sziqs5Z7R51fNm5q7tc7Co9u3bP/fcc4888sgdd9whHMcodV9xJrURiAVGFV84b37bTuvv6A/F+4X/JPOeEIYfBBAAvwBDEmb7md8LDIjFbZOZuiGICUdKNvW9L61pc/OLPKgqBR8FQzJGCNgWEAKshuQFTnLaxo0bp6WlderUady4caoT1FSuq70qogX7EH0pwaVuqKigGk5z7sGtB0oS2b59e0BAQFFRUYMGDRYsWFCjBNWldZWDJnBw9i6SjncYxhhxx5aMD2Rtib7GALlngvIczM3NveGGG1DyOnz4MHMSQ599Y1VD0GUfVTDGGDqjYZZR4Yo6qGdc6ilfhfUcOnRo5MiRjDFN03D1UC0xq1eaW3rCTe3U3AAAv9+PHUucWEjqbPiEx9xxhZN1qI1Dhw7t37//e++917x5c3Ai81Q/XCLktWPHjoCAgK+//lqRF+4GWCM28BehnjT1IlIPm3reKisr1exRF7ptzPWUL6XE8lUkxw033DBp0qS///3vAwYMAGeTVAxCApdwh6i2iOl+8Fb6P5+Ve32bzQ/8DY4Ug7RA+rmlm5VCMKjwGQY3/P5TuKmG12faFmdEmqYJPn9ZTGxysysOfPQWnCoBD5G64LZBuF+Xhp9bxKLUICCBOmFoWM/AwMCZM2f27Nlz/PjxHo9HbdGouvqMEKerbFgmOtwjWymyRp3RHd93NuOlIv6Ki4sbNGiA8WEFBQU1CvnFocEnE8/H1xIGM6nqoYm9srISJYK6yqmx2qBGDQBSUlKaNGkyb948TdPQCcMdKniWrfb7/dLZlolz7vF4sLYnT56UDpXg7VSMzjlBMZeu68pg37Rp06lTp6rxUiSu6oxEj27bhBBUUxSRYfdWVVXhmxsvUQGn3PHIYU4wL94FZd7Ro0f36dPn1Vdfbdq0KdRydrlEyAtXypcuXRoQEPDVV19ho87DVU+9rJRoKoTA+F51Avs/pDmsca1pmlFRUe++++6gQYMGDx5cY7xFXYZ/QqC84sgbb+a0bVM2Lgn8XgCqm2UAFAiABRyAAQUwpNR1YjAAv05AgmUy8Osw49Osm1qvjBsK3nKwMBUhA7BtoDYIKQE4MPJzyjfEzTffPGvWrI4dOz7zzDNKElEkWw9wglJKUUk8vR1ESVvn0IkuCMf+cuLEiaZNm+bn5zdt2nTVqlXi7Iz07kq6LZvuNPPMtUMCnJcVHJGdnX3jjTcuWbLkiiuuKCkpUaoW4lxLc08k9zHuXEldNvVzgnQJX0ePHk1KSrJtOzg4uLCwUCn+SuJ2S2FnrB6erF4PcLqjwxnvLp3lWiw2NjZ20KBB77///vXXX69KVsNxiZDX1q1b0bU6ODi4U6dO7du3j4iIwEzhbnR3UFfO7B49eoSFhXXv3j0yMjIsLKxz587du3fv27cvlhYaGnrLLbfcdtttUVFRbdq0UWm2a6Ou8qOiosLCwjp27Ni5c+fIyMi77rqrYcOG8fHx999/f3BwcGRkZJcuXSIiIrACXbp0cddZVfuPnbo8fHXLT8LCc265+e3rW9zfoUPX0E6du7cP7x4ScXNk32539up1W9tb2oT3aB8R1aldaIeQyIjwyFtv7dknpFPYnde1nti8UWaXG2f0jvjHddf98ZbuPbr2jAoNiQjv3DkqpFNUt/DwHpFhEZE9orAOHTp0aNeuXa9evTRN++STT0JDQ1u2bBkVFRUSEoLNPJuc8ZjyHBPMR0REhIaGdurUCZP3d+/ePSoqKjw8PDIyMiQkpHsdqKfk8PDwDh063HbbbZqmzZ8/PzAw8Nprr8X862efzL5379633nprSEhIx44db7vttpCQkJ49e3bu3DksLKx3794RERHt27fv0aNHREREp06d6qlPeB3zAQe9efPmM2bM0DQNy7z11lt/ccLUbm/Hjh1xYoeFhYWEhERFRYWGhnbv3r1jx45hYWGRkZGYhB5n8lkW6y6/W7duPXv2vO2225o2bTp48GAA0DStWbNm+Cxgbbt169ajR49u3bphTbBDOnfu3Llz59DQ0NDQUEzVHxUV1bFjR2wpfo+jiT2JKfC7deuG36sK45iGhob26NEjKCioX79+L774YosWLVAoFpeeq8T+/ftxpfzFF19MSEjANNsjRoyIdSHOhdg6EBcXl5CQEBcXh5m8x40bl5CQMGzYsISEhKFDh44bNy4xMTEmJiY+Ph7PxGT5cbVQV/kJCQmY/zspKQnzgicmJhYVFWVnZz/11FOYLDwhKXHYiOFxCfFjx46tXe3RcbEThg5L//sjn3TokBrSLnvgPS8+/o9Ro0aOHjtydGz0c9Hjn49+fsSw6Lgxo2MT/xk9+vH4cYkjRsc/OWx49MjY0aMSXxk6MvuB++dGhn7Spd20P9838YlRcdFJcTGjRo0eMTxhxIjEkXFxCQlxY+LjEzG/fkJCAnbCqFGjvv322xkzZgwfPnz06NHR0dFY2zraOwr/i4mJSUxMjItLiI2NT0wcEzs6cWR0bEL82NjRiXFxCdHRw+Pi4pISn4kZGTdq1Mix4xLi4xPj4xPj4kbHxcfExY2Oi4uLi0uIi0uoqz9jYmJiYmIwGfzIkSO3b9/+7LPPPv300zExMZjJ3n1yjT/dwKTyI0eOHD9+PDYc24XeSbjtAJ4wbty4+Pj4uso542TAqTJixIiJEyfu2LHjpZdeeuKJJ3A3A5Wsva4Ca5efkJCgLkRHqoSEhOjo6KeffnrMmDGYyz8xMfEsC6yBpKSk0c5OCyNHjkxPT/f7/RMnTnzmmWewS1Ub8Xy100KSg8TExFGjRo0YMQJHAR8i3KUBoS6MdwH/xH5ISEiIjY3Fa4cOHZqcnDxlypQrrrhCCXS/72SEtckLPex37NhhO/mn6hJo64eyQCu5F3tKOrKuEoDluYv6tW/0MyQwQgGACW4QmwNwEExQABCMg0BZGiQABwBThzXf5XTtnHvPnbB7O9h+CUwCBSlAB7ABJHAQJvdIsDGlIOWMgTAlgAWw7fCS+x/ODu8M3ywBL0U1kwBQMAFskAAuHc520q6rPlHqA3d8aF39LJwPq95wm3Pp5MUXmNyQg6RAsZLCBsCmAqG6BMM515agS2Du3bnrAXXlyVOaLK/l4nuWI8KddXr32pY8PQnMOUE6LpdSSpyfNVTyc4Jb9FDmbXDFcsLpmyScX/nK1IsGLDjdpYs5cReqc9y6v/tL9zw/++Fwa5eMsWeffbZ169bgpE6Sl5jBfvfu3Q0bNiwoKMB824jzyBGOlwQHB6tM7Y0bN1a/BgQEqO81TcM89OeBBg0aYEZwxMsvv/zY4EcC8O4BmhYUqAUHaoGaFqhhnvAATQvEf7RALSjoek17WtMKunR+pkXLME27StMaNA3WArRmjZtcrTVtrAUHaIFaoKY11rQgLUhrEKw1DG4YoAVrWnBgIy24t9Z0cqtbZrVuPqGx1lnTGmpNtIBmWnBDLVALCNACtMAArQGmpQ8KCmrUqJGmaY0aNQoMDJw+fXqfPn1Uq909cwYEaFqAhpdrWqCmBQdoDQK0RoFa4waBV2pak8CAho0aYyc0CQpo1rBRYKPGgZrWQNOCsaGapjkJ9YPrSpOPmdSDg4M1TQsODs7MzLzxxhvPY0SCgoKwXcHBwQEBATgNsIG4n4A6of7tBeoC9kOnTp3S0tIaNWqEFT4/uCuAx40aNcLppPZtCAgIcHr+fIDNDwwMjImJAQDs0sDAwGAH6szAwEDVMzWAVWrcuLF7gH7x1rXz4j/xxBMvvPDC9ddfj2sCbhK8RMgLJS8M2Z8wYUJeXh7mCM+pA9l1IDMzMzMzMycnZ+7cuWlpaTk5Ofn5+ampqZi3Oy0trbCwMC0tLT8/Pzs7Oy0tra5y6kJBQQEmAs/MzMR04DfccMO777771ONDekZGZWVlZeVkp2fNnZubMyP580VFX2BNcrNzcrNzMjOz5mblZOXlf/P57JV/faiwU9iiwY9tmj69MCU5JTN1bl5WXk5uzuy0grS5ubnZ6blpKdnJc/My8rPyUj9PycpNz16Yk794Ud6c9LUffL78H9HJNzT/bvB9m5JTCjMKMrLmZ+QX5hTMycqalZU5Nycrf/78hbm5uSkpKdnZ2RkZGSkpKYGBgSkpKd27dx8wYEB2djZWPi0tLSMjo6CgIDt7rvOp2Z+5udm5udk5uZm5OVkZ6XNS5szKSE9dMG/hnOSU/LycjPTZ2TmzMjNnpKdmpM7OzM7Mz8nKzslOz8nOyMnKz5lbkJOVnZuTVdc4pqamzp49Oy8v76OPPtI0rbCwMCgo6MUXX8zNzc3IyJg7d25OTg52OB7UNS7p6elZWVlFRUUzZsxIT09fuHDh559/jvMnKysrIyMjKysL9xbIzs7G0T8jcGrhjbCGeGFubu7YsWOvu+469ESbPXt2RkZGamoq1u3s5w9Ov7y8vMLCwoyMjNmzZ2P1Zs6cmZeXl5WVhXMVD+bNm3f2JSNS6nsq5wAAIABJREFUU1OLiopwC4UPP/xwyJAhAKBpWnx8fHp6On6fk5ODMx//RGAz1TE+gDk5Ofjg4DE+UPU8kjk5Obm5uWrIcnNz77rrrsGDB3/wwQfNmjWrEf1y6ZAX+nl9+eWXgYGBGzZsgNPTdZ49lOjrjtGpcYL65jw0CLfzFB506tRp7NixDwz868AB90spCSGUMw7AAQRIiRVAtUs5uHh1eOfDlOtu2jXxdfD4gTGTUwZAqMTLmOAEaCU5xcBGPc7ihp95DEmAMKik+vSU1DYtD8QOgYpyoEAJ7n6mc+kByUE4OqxL5r/66qunTZvWpUuX8ePHw+mJUCi1AUMioaaq4vxECfUJYQCY+OHMZNQGIQEoQBWAHzXK6pz6gldrr/iR7BdVx9LS0iZNmixatCggIGD+/Plw7mojuHRk9+qYSkmm9Kn6i1WzVF2FK6qLFi1q1qxZUVFR48aN0SEGTo8Ac19eV+Fq/riVOPetlcIlT3eXP3uotfWTJ08mJCQAgKZpqampwpVixD3za1QAD5RSeX5L86oV0dHRd955p9qAA07v/0uEvDC90ddff61p2sKFCzEXrag31/gZIaVEdxVcO8dM0MRJai6EwITrGE2CninnCpwceBfbtkNCQt54443H//HYgD//hVJqWZZFbMMyCaMen9e0LdM0qU2oTSzD5DYRhELp8V1PDc1qczOdkwulHutUlU6415Y+E2wD/B44Xu6zgOngO2kc9+tVhu7zWR5T+jkwVlUFx8qN1IzsW1rvGDIQDuwB3TQ8umlbtvR4rOO25ec2oTaRUmLya0zfHhQUNGPGjJ49e44ZMwYAKioq6M/5yE2b+G3it23Ttqlt8eqPTQmxKDNMq8qwTlJeJcBn0wq/ccJvnCDUZ5o6Y+zEiRM+nw4CvJUGMymzbG5wbnBuUmERMImwCLHO3JmVlZXo669E7+Dg4KKiIvTMwJ/wTOzbugZFnQkAR44cwah7cFyZAMDj8VRWVqINqJ5ybCdJvwIm3QWA1NTUK6644ssvv9Q07cCBA+jbbBgGZnOucVVdhUsp/X4/Okt7PB7DMDweD6UUPSQAwOv1Ynzb+c1/AKisrESr3M6dO9UGHJjaDIebO4mwbSdjvWoptkX5i/l8PkIIZtnHfNB13Ze4EtvjcKCX+IgRI/r37//vf//7mmuucbsWXlLk9eOPP2qatmDBguDgYEyMyznHHRPOiPoLV168ysOQO3kmmBOPipPjXGsOjkuRcHJsdu3a9fnnnx/w57/c+6d7sEBKqU/3SwAmuADJBJdSgpDAOAgAKuBoyZr7/5TcsrnMWgSnbDC5TsBLwAYwTWAMTIaGeFZFPCBBcPATgwEzbT+rqgLdhqLFqW2v/uHBu2D3dmAUTMIYYaD76CnBbUmZYFw5aiOuv/76WbNm3XzzzSNGjBBOHInTIUICkUCk5FKCFM5HSiGJZfskWAC2kKZN/FzYAggHkwPVdS45SAbUAtMPIEByAVygoxpwCvznLBdnHEd8QoQQmzdvDg4OXr58OSqP0pUSBwUf6eQ7qmdcakgKKhLYdiQyFR9T//xRwGmD7mypqamtW7fG3YMwMPvUqVPUldbqbOanGhHb8ecEx+Mf05dLl+yjzNtnD7eL/P79+5966qmKioqmTZti+CR6bGGjsJ7KFxd7W32p+hC7znbEpXqeRzWgWAIO2eOPP37XXXf961//uuaaa2qMy6VDXvv370fyaty48eLFi4UQHo9H+UCeE1SHoF9JeXk5JqgAR9crKSnBd855QAVFSmeihIeHv/zyy4888vDAgQNA/iy0SwDdNBhIyhnnnFMGhADjoJuwZ+eSP3ZZ1P1mKFoBxyygYHOoMuH7zZVLlvm+Xw9LlhXvKfabAAZAZQWcOGZv2LLjRGU5phkEi8K677++vcfCqC6w4VugNhiE2KYJ/ipaLrgtLGKb1atjnHOcl1deeeVHH33Uo0eP8ePHo3uqdJ4Tw/AzYTNhc46pUCXnSBkUgFq2jwubc+71WZyDFGDacOTkkf+uW8s4eKtgx0bYugGIARKTIDICFIBK4H5gBhAAAoLVDANEVFVV4eOBqXSRvDD1sMqqrh45eqZMrQgV+IXZZpYsWYJ5L1BeQ3GspKQEi3XHXdaA4iyEerABoKCgAPN5BQcH79+/3+1SXzvIrJ4pJKXUdR2luU2bNq1evRrJApsgpVy5cuX27duhjsy09UO9p6WUu3btwgTTKHkpFpautLTuJVrXfDDKy8u/+uqrgwcPAoBlWSh87d27t55bu6MdcciEEHFxcQMHDnzzzTevuuoqcHb6uDQlL0xGiIk0ccn8XEsGJ7oNALZs2bJly5b9+/cXFRWpzRds205NTd2zZw/K9nW9SeoBAODMQ/Jq27bt5MmTH3hgYL9+d4AEThnam2xK0DGCoRAjGFAGjIHXBzs2L+x184KwG2HdZvAD9dgM4EgZ9Lj1yfadYkLDx3Xq8tia709ZAMcr4K03C158dsaa73fpFgcumNcHNoWfflrd7w9zO94oVn4Ftg0G5TaxgXiFH21mIKQKysOeady4cWpqateuXZG8xGmpBQSXhEsihGu7JkmEtAFsyjCWBSwDOIN9u+GddwqenjBl/bajHi/Exy6a/OKmxNGLJ724yFMFXICQtuRCCgZCB1kdLoA59c84Xvi0lJSUBAcHo5NqUVGRenTBZUUSdUs0+PxYljV58uT+/ft/++23AwYMmD59OuccKSY6OnrEiBFK2Kln/tT4FR9LxlhhYWGjRo1wfyOM8aau+GR5up2r/imKZY4bN27u3LkpKSlJSUmopn333XfPPvtsRkYGynTnN/+VcHfw4MHY2FiMbZw+fbqKkBMu2x93Xvao9FFKq6qqDhw4MGHChB9//PHZZ5/FLK+7du3q/v/Y++7oqKrt/zshJKGKKKIoggSSkEpVnj57xwcCdpCWXgC7FNFnA9sTRUAEEtImPWAUEZSiIioWpAgKSOiQQNqUO7ec9vn9cTKXIU2i+P2txXt7zcpKMjP7nrv3OZ+7zzn7fHZU1BtvvNHCdX1/sZD0gQceuPXWW996663AwEB4T8WL82zNy6oepJxZgKPBx/5Qp+yd0k8ZGRmHDh3inG/dulXyl5umefDgwddff33z5s3W8DhL/b4Xgg+5h6TEuXf0yNtuu0VmewnGGaFCgHGYnOmUCHBwBsOEbsCgxobPVkT3/OrGgdi6HRrnqsdk+O7HY/Pf/3LtRjL3rR/T0rIPH4bDjUcnLH70wXRTBWXQTJgqAQM0goqT3999R3r3rq6VJdAMqESY3C2IWxgQABGC1d+U9Wjt0KHDsmXLJJOqaERGyMGYsJCLcmEKoXHuZsLNuME4iAHNiVPHkTA+P3aivcoFleHLr9D1wmmLFlSs/RRdO6WsXU0IhyFcOnGbxMOZLncPOIEQzXZR2cvLy8slk6pc+YJP3hNrqqBJgwBHfn7fvn0dOnTo27cvgLvuuuuGG26QMWZZWVmbNm0kBbsVmLTgXEu/8JIRApBkhPJgtlWA4+z7pxTpC0qp7PCEkC1btlx11VUOh2Pfvn1jx46VHPZnA4LN6bfM1YBJVTQiI7T+IyHPWlQZPnz4kiVLAOTm5o4aNaq6uloIIdN0fS1vhVeWxawITnjnJZKM8L+iAMdfBy/L67W1te+9954s1uRwON577z1VVY8cOVJRUZGXlyfDclnF75yDF3zAi0DonNaDl65D06GZ6iefLO956ffDb8Xv+2EaWt1JAAZBrRvHqrFlG159+RNdRU52Tfv2k5YurC3Mqd61iwgOpgsQwXWKGsdv4x7J7dmjJjsbLhUqYQQeCFVwwSFMLteYxJ8HL0MIlXMnoLnctUJAc4PpyM2o6NYx5Y1XjmbmuKtdWL8RijJm8QeVBw+iQ9un3nrtgMGhQ9WYy6Aq5UxiFmuRHeGcgJc83uxyuR544AFFUe66665BgwZ9+OGHuq6Xl5dnZGQoihIXF8c5lyQTLTtX/G3gJXchADidznHjxt1yyy1z5sxZsWIFgPvvv3/atGmff/75mjVrJJq0qltKaS14wSeR2zRNOaW4+uqr8/PzZTAYHBz8448/Apg6dWpqaqoVGVht414Wlv+B118FLzl3EEIYhvHFF1/k5OSUl5dv27YtIyODUrpv3z5N01asWLF+/Xrr8+cMvG6/CeDcJKBcmBwcjIMCJrgPeBlwaycLStJ7hOwZF4djR2DUqbWHTEPVPDAYVOC5V7M/X1suNIx7aHXXzrN3/ICI4BlTp3ygugATTKcetwGXdurJp7J6XHZ8/nycqoFqMgod0AQ4+3PgJYjgjMsVWSq4KcGLc6duuCkFJ9BdmPBQQa/us/fsQL8+i+8dvfZwJa69afbIMe8tWVp9YftZHyxw6gQ6Nz3cpTOPycAFmDAZ9wjREsvQOYm85HLk8ePHe/XqpSjK4MGDDx48ePLkyW3btjmdzqCgIKvCWAvj5e8GLwBut1sq3L59+7Bhw0JCQioqKk6ePBkZGfnFF18cOHAgMjJSchO0ECG2oL9V4CVFzjRVVZXPgIULF15//fWbNm1as2bNtddeW15ebpqmPMkkvBtiVqAgvBsp/wOvczNthDeTZe/evdXV1cuXL//++++PHz9eVla2d+/eZcuWlZaWyi3qcwRe033AywBFA/AigoMTaBo0HS71wAdZiy8JO5IyA5WV4C6gBlA9Lu5W8esRx6MJT4Oi6ijuHZ5/ZY/X1RqMuGvp5ZfeWXGcgoKazKOaUDXy+mtLul20/8WXcLwSmkF8wIvT02PvbMCLQ3AwCV6MQzAITgU3OHdTWidgCg5CUH0Kd9/+Tp+ez6k1uOkfn0f0f7/8GL7boa5aW/fyS1s7BSbt3AbNhM65JtwSvBgDg0bhFGiWQuscThtVVY2Li5s1a9Yrr7zSpk2biRMnfvDBB//85z/vuusuRVGCg4M3bdrEvcsuLThX/G3gZcU4J06cuO222/bt2zdhwoTBgwcfP358yJAhu3fv5pzffvvtTz31lNwoOEu1lrQWvKxUMkKIzISQf37++ec//vhjbGxsbGysbPDUqVMTExMt41j7iRb4/A+8zsG00Vrpl4/i33777YsvvnC5XBUVFV9//fXu3bvfeeedkpKS6urqcwtet/qAF7zgZQA6uMFoPXh5dDjVnW8tePfCPjWz3kCtC1wDqkGquU6FwNpNPy5aXgAKoxYzpm/o0CGu4jhGDH/7+msT6qrATHDOKRPwaFi8cFmPbrufehJHjsIkOmWagMHBOcBbC16MgxDQevCSFPiMgumAqhk1ADcITBPTptk7tBujq7huiH3ggLdVCh3Y/RuGDHn69bnfqC4YBAaDzt2E6ZSCU3Ch8b8fvCS/mMPhCAgIyMjIkCN2+PDhGzZsWLRo0cyZMwMCAv7xj3/I5YL/v5GX/Ll169awsDCXy7Vnz55LL73UMIw777xz1apVAGJjY2WlMnkssVXyJyIveLNJ5LfkuOCcb9u2LS4ubu/evfL2n3nmmalTp8rSB9y75sV8Nvf/B17nALxk5WQhxL59+77//vstW7b4lsDTdX3FihXffvutfMicE/CaMetM8CKnwUuD0MF1ZkBQeDzweOBwbXnx1QXde+lvvos6U9d1YVR6avfrdTXUwLRnX9ny8z6ucRDsL8eoh+bNfumz+x6YW1a6AxSq2yBUYwBqq5G5JKvXZT/GxeJAOYimMWJwmFyGnKeNdtbgZRKYp8FL5ttTQ9drAFXAOH7yFBU4eAz3PfTalKkrHro/b8N6sXuf47W3l6Wlvp+Z8TOjIBSEgDCTcJUxItO8xP8JeBne8/wvvvjiQw89tGDBgltuuUUu1shlr6CgIFmwUv6nZeeKvznycrvdhmHMmDFj7ty5c+bMyc7OBvDTTz9NnTr1vffee+GFF2S+aKu6pZTWgpdlEOuLpmn+8MMPb7/99pw5c2QuLud8586dN91009VXX11ZWWlVO7VWvqyf/wOvvwReEpJkBrzT6Tx69Ci8rLuyC5qmefz4cStd6/8AvEzA4CZAoLrgcqPWuXH6MwuvvJi+Nw8OEALADf0EdDf1oNYFhwvCTT3VNR6GahO/HSYV1TA8AIOum5rpMgWB4xRW5GZc2e2r+0dj725Qtyo0UyZXcUOAyKQH0TrwMhgHYxAEggAEoAzwAG6XdpxCdTOzzsCxahyuRI0DhKKiEgcOckctGIPbTU3mIayOcgcTbk4ZN8BNgBpCqP8H4CVvk1JaVVX122+/WcTQMrG7srLy4MGDchH6/+9uo0U0qGnaiRMnfv/9d2uxae/evUePHrVc9n+w5sV9Jo8yOV5+UebEcW9anMfj+f333w8ePFhbW2uxVxMfSmjxP/D66+AlnyFy5mglvEifyUDXooVhPiTc5xS8iO+alyEEBShnEBweN1xOnKz+amra+30uEunzoYJRgBuGswKmxnXU1sLUABMQhtNw1AlTB1QCweBxQQAm8+jMgO7Ehk/e79Hls7tvx65tIG5d6DKhjNLT6VribBfsGYfJhMm4XDKDIBAUnArOdA6XyWsZ3E7DYQA6oFJopnB5BKcQFLoHLpcQIJTXUVbNeB3nHk4ZNyV4EcGNv3vBXoB7dM3hdAMwDE2AALSm9qSmqYCssMshQIkEhWar8vzd4GXhrMxulZrlOJdoK4TQNE2mEP/fRF4WclmDDj5sQvIYiUUxxLxZcvJEka9f/nvBa9++fW3atJEVPTdu3CjPdsnEk1ZJc2evSDPSWv0AXC6XEEIe4AJw5ZVXzpo9c+SoEbfcdrMglGpE9ximaXJhGqZqEJNQTkw4HZpm6HDW4veDm8c++kFwDxRmwaO5HB63aqgeXfcYRBeOWuau48ypM92tMmctcdS6tZo6qnngdHIBuD0up9MJTcW6telXXZF/zQDs+AlqrYdouql5dA0CmmpKgJbn1GS/tNlssgCHdTBbsrx7e6d8EUIYMQUxBSGyZKFuEo9hqprh9uiqqnlcmulWDU03NZ3qmtA90DWha1TXPbrhNolqEo9p6qZpmgY3DU4M0zT1FkwqhPB4PEePHrVoRT788MPmWOGb1ECYqVGPRkzNFIYpDKrqpM6QL9NpmKphGIbODQ2GBsMghqlSajat6syrEKvsAJCVldW1a1fJHXDkyBHmrc/aKrEUWmcJVVV1u916I5H9trX6Za6DYRgyVkpKSjIMo23btosWLeLeQwvyVG/LjPueZqS58dVce8aNG3fDDTfMmzevU6dO1Hsy73yjgZZ1Gzdv3uzv7//ll1/Km7LCorMXtFJaq9+anlh1aIYOHfr8v2ffM2L4mPtHE9WAl0ICkFMv7tGI5JcwARAN+w5uuf+hjPBgbPocjmpwQQGnAd3g8KbkS1p6BmKCUIBzmeQJp0cT8kjHiQrs3be871VlN/4De3dCd5vUEOCmaXpcJjgYqTeFdTbtkksuWbx4cVRU1KxZs1prJUss950rO1srvseOHZMdoG3btl9++WWT3aY5PUzIM1MmFfUkikxQLgwuJAeGAekVLnkRObzT6rMRa1q6YsUKWT2obdu2EiNa23ka26252/xDu7WsX66K1NbWytJniqLk5eVpmmZZW0qDP/+KNNeeKVOmjB49esaMGbJ6kPCWH5RynoCXnDZKsqTw8PCwsLA+ffoMHjw4upXSWs7v1uq32LslsXdYWJiiKE8/+9SY+0cHBLWNCo0YFDUwOmZgr769r+x1WWRUaO/eV159zXX9Qwb27BkaPnjQsODeT/TondE/cknIVVO6dRwVExYTEX7FVf1irv5nZNTAsLCwmIjIAeGRA8MiosPCQyPDQqMiIiIHREYMjIm5JiQ0MnJATN+Q4KuvvvqWPsHJ7dvbIyPm977i2X5XXXdV76iYyCt794yKirrxn7dGhMWEhfSPjIwcPHhw3759BwwYIBniFy1a1L9///bt2wcHB/fv318Suvft21eSjjcpZ8ND/xftLPnaBw4c2KZNm6ysLEVRunTp4nvdP/RIVEx4xKA+EYP6RMVERkVdExVxc2T4TVGRQ6KiIiKi+kRE9Y6MCImMCI2M7BsZ2Scysk9kZN/o6LN1vWxDTExMr169LrjggvT09LZt20ZHR4eEhPzF/ul7j81x4bdWf0RERHBw8KBBg4KDgy+//PIHH3wQQGBg4EUXXTRw4EDJWB8aGioJ5qNbP15a619FUUaPHv3KK6/06NFDjnfmwxdwnoDXr7/+euGFF65du/bxxx+fNGmSJMmeNGlSfCsloZXSWv2S8Ds1NTU+Pv7RRx9NTEz897//XVRSuGjxwsTkhCmJqYmTEybHxidPTUlOiUtMmpySlpyQmJqS+MSU1GcmJiQ8NvahhdffujSk/7LwkLzRdz5z/4hJE8clpE6dmJQ6fsKktNTk5PjJyXGTUiZNTpocNyk+aWJ8Unx8YkJ8Slx8yvgJsVOemDo5bsLkyRNnPzo++8477dGRy0JD8+4dOePRcYnJSalTkpKTE8c9MiE+NiktZcrEiRMll39sbGxcXNzMmTM3bdr08ssvp6ampqWlWczlMn+ntXZLbKU0Z0/Jpj9p0qTJkydPnjx57969Tz75ZHJycqxX4s6UZrw+MS7p4bikB+MSJ8bGpsZOnBU7cXbc5GlxcXHxCePjE8clxMcmxE9KSHw4IWlMQuKDCQmPxCecbdeS1x07duykSZNmzZq1a9cu2SrJjt/a/nO6yWdasjnbtlZtUlLStGnTJk6cmJKSMm7cOLvdbhhGSkqKNK+vcslef6783lx7JkyYsHTpUlmAgzEm1zHOt8jrl19+URTll19+gbdi5Z+oe/Z/I5RSX6oZTdMIMwV4TV01TC5MbpiUgTMYjOsmNeS0kVE4NBWGii83lw67bsX112HvDug1hLhkWoKu6wCpZ/vjFN5JpEUCzwTXDLcAATg0Dbt+2TxqVHq/UKz5DJrhdLsI0wHqcWsQkKz5vgXfLLoLq069tXTq258aiPhrTP9/KKLRLMmamLdGKGB4Z4iApIKs/z8BeD0nIgygDqgG6mRBzCbb49skq7vKP61KxtauZeub+vcKpZR7C76a3tLu1ruNrf1/0CSXy/XSSy/Juo3w2U/AeQNeBw4cUBRl1apVl1xyiaIoF1xwgUXm3Sr5Q47tBvIn9Puy4Et5+515Dzx0v2JTOrfr1CGgfWBQe0ni7t9WsbVRAgPb2ZRAmxIU2KH9hYpyv6Is6RPyxuU97lKUboriH6AoNsUW0E5RlDZ+Shub0samBNTzwLdVlLZtFEUSxbcN9A9s30ZywV+sKHcryoLgPvb+0eMUpZuidLqgs2Sd91NsNsXPpigXXHCBbyM7dOiQmZk5dOhQxUtPbrGkN76jcy5/6C9Jo7569WrfIgYtf/e0+Cm2NoqtjWKrLxoQpChtFaWehl9RFJsSaFMCbYpisyk2P++r+fY02Z38/PxCQ0Ozs7N9G/wn+s85sVvL+iVdvaIokydPJoTIntC+ffsGt/Mn2tPadiqKMmbMmOeff/6iiy5qwIdz/oCXXPP68ssvFUV57LHHCgsLJeV2fiulOYLtomaktfozMjLKysqysrLS09PLysrKysq6deuWkpZ63wNjhlw9dEVhaWZG1rLMLHtxflFpbk7uMnt+dlFRSV5OyfKM3LyiwlVL39/93PNL+oQtiYw5umjBivdeW1mWl5mbsywz69NPVudmLSssWlZcuKy0ILekoLCgcEVBYWlxfm5Jfo49L6tkRWFufmZ+UU5Z2crVy9K3vfRS6Q03ZvYJ/yn58c+WpBcVFS1NX2zPyyotKSrIy1/10cdFRUWLFy8uKipatWqV3W632WyLFy8eOHDgmDFjCgsL09PTc3Nzi4uLi4uL7XZ7c/ZpTs6VnUtLS0tKSvLy8hYsWODv719aWtqhQ4dnnnnG4lbPO1Oa1lKQnV+wOL9gSV5enj23yJ5baLfbc/OycvOXFRSlFxQtLyjMKSgoKLR/XGj/uDCvtDC/FX6X1y0oKEhOTr788suLiopsNtuCBQsKCwslA32r5Gzs+Vf6Z2lpaVZW1ocffihNOm7cOEJIUFDQhAkTcnNzc3JySktLpc0l531r/ducNNeeu+66a+TIkXPnzu3SpQv3yTE6r8Br9+7dbdq0kRy7ksP+z8XkzV3xT6hqQbg3Y4UxFhYWNvuF50eOGnHHXXfK/SyDcUMQAQMwBKhhGHLawgSH24EtPy66su+q4aNReRJmHRNunRkMoCaD4PXTH07kLiSFJIAnABfghGsCxDR1GAZOVX43fuKS7leh5BO4Jf2hTCkjEBDs9PxLTsA7d+68dOnS0NBQmSrxJ+Rs7Nla+1Pvmd5Tp04piiJ5wCWtQmuEAG5AtbYUJXGtgPSCVj9JpN6d3FbOloQQlNKNGzd27tz5ww8/VBRF5je0spH1qv6mPumrX/5SVVU1YcIEeDnscWYVuD+31dha/yYlJd1www1vvvnmhRdeKP9zHu42SgpzmaS6Zs0a7s1JaZkR3FfkJ+XZK4fDIfNoTNN0Op1ut9vlcsmPeTwet9utaZpkCrfybhokFjV3FfkBuewl/+zXr98z05+9Z8Twm265GQSaauqUacww4dGJUzdVj8cjDDBduN1OaC7kFbzb/cqP7r4fB47BU2dQh0Z1t25UVdYxXVRX13o8usPhqKmrpUCN2+2scxiqh3Ouap46Z7VJNY/HA5cTB/dvGjsu/dJgZBTCobtcLsoNVXNSYhiaToz6dsocHM55UFDQkiVL+vXrN3XqVEqpNI5MuqHN58fJ70qjwXv0SjKvS+bPyspKVVUdDockSyCESMvL3DqZtN2CPa29p/LyckVR5NPrww8/lFeRtQjkJ+UvjZ0ls6Y0j4Mz4nJwjxuaTuucDlXzOFS3wXhtndMkME1UVQiig5nQ1DPylXwVGV4Wdqvj6bouD8QUFBR06tRJZqIdO3ZMCOH7sbMUALKLSnp4aTeZ7SlLosgcwhFRAAAgAElEQVRrSSZ7eDkCz14sK3HO9+7dm5iYKIRQFOXdd981DENVVeserWbLRBB5aVnhQQ6W2tpamdJYV1cnO7zk85G5aZLt3rKeNIX8mPyP0+kkhPxXJKn6gtfatWuFl8K88SctDY0V1idbC2FlZhre4ScTyl0uFyFEiNOL2Zbys8wpY17+bznmKaVhYWEzZs0cOWrErbffBg5TZyYXhiAUusncJtVM0wQDCDRNheZGftGCHsEf/2ssjlTDVBk0t+ESABjqKhgYqk4xxuDWqAHU6aapw3RDcAgvOysAeDSU7/li3LjM7sFYWgC3YRiGADWpBi4YoYzUH/qnXjr/9u3bp6enywx7q/3CW220OU9RL+M7ANl9rbBfVVXDm6lrPcalqaVy5sP91IJI8JKLnhZ4+XYAS4mlSjraJ/PTgDAZNXUV3AQjYByaDsLhdIMKeAxI6gxNhaYZjdOSGvcr6/8yw55zXlhY2LlzZ98M+9YeAhFCSFyQXdRKW5fDnlJaVVVlemsdyUdFY3P94SUsB1kZ9jabrWU+L+vwLyGkpqZGPn6kiyWFumQntvq/bHyDnsPPrGIr3fpfB17yeJDp5du25GyiWe5lm5NmOnLkSHV1tcPhEF6HSU84nU7hc3Tm7EU0ySrx3Kx7R4+87Y7bwUEMbgIGGINBuEqFTikFByiI6YHmhL3w/R5914yJxTEnak4a1KWaruoaJwhgYPPG2q831VZUQmM4oepuDk5Q/qvx264KQmDoTNdNw+TQNBw/8ENyQsbFV2JBJlyGaeoClHJDME5NxinjPuc8AHTs2DEjI6N///7yfLJ1EISfxZaTHGZWF2eMbd26devWrdKAP/7448aNG+Gdn1r4LnwgoAV7ynjk4MGDiqJIkuWysjL40EBLJb5NtXxdD2FMI/QkpXXg+HWb8cWn+jcbsaqs4re9IAw1TkYB1aA//Lz1yLHDUkMLcOB7CXjhGEBxcbHksLfZbCdOnECjs4dn34t0XWeMud3uDRs2bN++vbq6Gj6lwnfv3r1z507rSdzaS1gGLy8vlxRmcrkTZ24rCx+KC6uqtpyRAKiqqvrss89kbSfp1oqKikOHDllmb4BcDRTCmx393wVeNptNgldzT2xfDQ0USoNa4cDWrVu3b9++Z8+etWvXHjt2TI4ESmlJSclPP/0Eb90aS0+DHtCcWMGddKEErzMiL0AHZTBM5iZcY4yAASa4qcHjRJZ90WXB6x9KwgkXNI+AQaELoPYYxt772ivPbflsNW6/c8Y3P510ArUmThzG3Tc+9/GHPwsOcGgeqhscuoHKQ1tS4pZ3vRz/WQynxzA0DkKYyQinpuBUNIi8OnTokJ6e3r9//ybJCFsWSqkcWoZhVFVVPfnkk+np6UePHhVCPP/882VlZatWrXriiSesK55x6tsHxZr0pow1JHitWbPGZrNZ4EVbPNt4Ov5iGmWnCKlVXZj86Ku9usdGBM/o0ytx0fs/eXSYHHlFm+5/KLHs009P1lYKcJlr7iuNO5g1OK3TiBK8Vq9ebbPZZPWgJrtoy5YEIPnvDx8+fM011yxatGj+/PkjR448fPgwgH379k2cOPGxxx7btm2bPOrYQgub08+94NXgbCPn3Iq8hPc0tW8yjWEY0ss//vjjiy++uHv37vj4+G+++YZS+v33399www1z5szhPsEX9am4IXzONsKHnfW/Drw+//xzNH+k3vd+fR8jUq18tshDWMuXL5esEl988UVZWZm0+IEDB+bOnSsjBWt2czbdzrqEBV7yu9a08ZbbbpXgZQihgRDoOncTrnFOZVQlqAZ3DZYtX3hpn9Lhj6BKg6PWqdcIGE6HsWbl3iu6PDp18tYThzBw8PNPzy6pBap0PDX1665tx2cu+Z4YAIPugRCASVC5f3Pq5PzuPfHGQrhUQgwOwgSVhDaMcAtKZKfxnTaKRuDV8sPcwv1Tp0499NBD27Ztk+Cybt26W265Ra6gjRgxQk73LPDiTT2iG4scP4cOHbLA66OPPrLAS3hxBGfO8c8UAhiqu85RaxbYv8rJ3LN2NXnggUXrNhiGiVde3XDbbS/uLwfloMDxU0cFDIt1o7kOZpmFe8vWFhUVychLUZQmI68GfbJJsU6VzZ07t2PHjna7/eDBg4GBgatXr66rqxs0aNCMGTOEt66PDNAa98+WLyE/DECebRRCKIqyePFicWYVW+vu5F0Qb30mAKNHj/7ggw8opevXr7/ppptkvcu4uLiJEyfCZ/JoeZZ7p4rwiY7/SyMvX/BqFaxwb8k5Sdg0f/78rVu3Aqiqqpo/fz6A2traAwcO5OTk7Ny5U3gJIa05zllaknunjfKK1rRRRl5y2qiDUhiGUAnXAEllL8AMuGuweNnCS3t/NXEKqtwgmgm3ZtZyhvJfENlzVshlGQ/e+8uo0St3HcAhFzb8gBeePXFF5xc/LDhKDahOuJ0QAlBVnNz/09PJhd2vwKvz4HJTalJucAhBAS+ZqvA+YAF06NDBd9pogZrwIcNsLFZ3lED/2muvxcbGlpSUfPbZZ7quL1u2bMiQIRLapkyZIodKk5FXC9I48rLAq8G0UTQVwXm9IhdiQChUFccqMOv5MocL+/fj4oviUhM35Oc6tmwhlIMBKnH4EPY3MW0UZ8aMMmApKiq64IILfMHLWvP6wz7jK9I+3333XadOnS677LIxY8aMGTPm1KlT06dP79atW25ublFREbwFX2X/PJtngK+/RFORl/CCV4OPyVVg4q3nCODqq6+Wu5O1tbX9+vXbvXs3gLS0NOlfa7XRF7zEmWte8OZC/9eBly8lTpNhc5MiPwZvGjTn/JNPPikuLj506NAPP/yQk5Pjcrl27dpVWVm5cuXKrVu3yvVm+XhvDF7NXUW+aw1+IUR4ePis2c/Vr3kJmE2ClwmuU3ATziq+8IOF3Xttjn8MR0/BXW3CLaAaGuDB2nx0C8hur6Q//PCW8hP4dg+qDBRkoIvyWmlelSAAheEBY4DTiZpD26an5XbtJma/CpebMp0wUwCcgBNwejqfQ96XBK/w8HCZKtEAvJq7X/isYamqeuutt6anp7vd7ujo6MzMzOrq6jvvvPOVV17Ztm3bfffdJ0tjNRl5tWDPFqaNTa55NdmRhBCaZjhdusHhJij4cP38xWuqnVi4qKJDuymbN2Jq4taw4Onl5aACJmfEu9zfeP4ozlzWkVuxohnwOvv+6WtSGX+9/PLLAQEBiqI8+eSTsiMNGDDghx9+UBRl9uzZppejhjRVF7IF5bwReNlsNskqIVGYe59qvvZkjJmmKfc6ly5devPNN69fv/67774bOHDgnj17HA5HampqSkoK81bhtQaOJcy70CwV/pdOGy3wYs0vWIozg2dLLWNM7u9KCNu9e3dlZWVmZuamTZt27NixcuXKAwcOvPnmm8XFxXLn0Zr9ibOLvKwu4rtgP2vWrAa7jToohalzt840AU5NQTUiuAHHKbJg4Xvdr/g+dRqqToGqLtNpCl3XsPdnPHB7Yfa7eGREeWCbJxZ8cDL2idI7Ry276ep1PTu/M+mRjCMHBTeheaDrgKbBfWLr9NTsLt3ozJfgcnNhElALvBgBa2q3sbUL9tbNyuArOjp606ZNpmk+9dRT9957L4AdO3Z89tlnmzdvHjJkyLZt23hTu42N/egrzS3Y++6HSg0WEFuOsC7BIQjlDKhxaRrY9BfnfPNTpU4w59WdF3aasnkDMhbTToETV69SPRpMBlpfVbeJ5STfboDWLNiLP5rQof5Zwik1f/hhy0033ZCbmz1o0ABFUQoKCvr16zd06DUALr+8Z1RUlJXL0mBl42wuwRvxeTW3YM+89P/yn7Jqt2ma69ev//rrr5977rmxY8fKd+UZxjNsfmbPEf+1C/a//fZbUFBQSUlJu3bt1q1bxxj7c6wjMgaW6wXyl19//bW4uJgQUlFRsXv37q1bt86dO/fTTz+tqKhoORWjOf3S2Ya3yN2VV175/PPPjxw14pZbbgGD7jIEYAri0h0Mhi50AsEFCOUmc8Nx3Fy04N1LL9v25FRUHgbT6gzdBFQP1qz8vfeF9x/6BT9+ic7+Y99feLD4Q+e8hYcSJnx7cfu0Z5+011TB6RBCgAHEUQfHsW3PPZHT9XL+whtwuCgnBtd1SsBBdGHq9WGL4U1V7dix45IlS8LDwyV4yYen1X2bu1/5deKtGj1hwoR58+YBeOGFF5555hnTW/UvPj4+PT39T/uLEHL48GE/P78VK1YEBQWVlZUJb6qEOBO8mvQRE5wBBqMaFRTYW35y9kuL6lxwu7F6ldql44ObNiJj6eGune7duQ2UQjdAGRgjjDXBjeODaOAclHLTpACWL18uF+wDAwN9I69mOg98XlIo55QQA6Cqp27O3Bcv6X6BSVwfLJlv81O++uqre+4ZcXmPXgAC2rYfOXIUAM5hVS8/S3vCZwN3+/btchdFUZSFCxfK6Qh8koTEmatg1qlpaecffvhh7NixklKVEPLcc8+lpaXJlDTOua7rHo/H2q8XZ/Igcu9IiYuLk0mqXbt2ta7Ozr8Me/ngtdls69evt8D7LH1mCfWmX2qatn///k2bNu3cuVNm08nnpKZpH3744ZYtW2QCS+OWNG6hr1jukWE2Y6xv377Tp0//18h7br/9djAQN4EAEZzBcOkOD3Q3Mw0mDwsb0Kvpkvf/0+3CLyY/grpjYJoBOEwYFKYbSY+++srMFc8/vSJl0pITh+FU4SHIzaq4oN3dH63YLjiEgNtNq+s0obrhOPb9M2mZXXvwf78Fp4uDEZgeotUf5BbwnURrmtalS5dly5ZFRUWlpaVRn7PlnHPZrZsbDHIHyjTN6urq3bt3Jycnv/fee7Nnzy4vLz906NDy5cvnzJnzySefcM7/hL/g3VD7/fffFUXZuHGjoihWhWDqrfAszqwZ0cBHTFAC0wSlgClQWLp28ZKVmg5KoLowc3rR1LSMKanL5ry60jRhmPBo4AJCMO+rXhqMIwBCgDFBKWeMFRcXX3rppTKb58CBA1aCW4udx7eDUc4pY4QLE6C/7Pp51Oh7/vP2nLQp8bFx4wF89eU3I/41etrUJx+4/5Fvv93CmFBV7Uz4O32h5uzpyyF88uTJCRMmyONBixYtYt6ENStpTuqx0rmlhqqqqh07dsybN+/111/fu3evTJ44fvx4TEzMNddcc/ToUYfDYYXz8FJ0iWbA69FHH73zzjvfeuutTp06EW89JAsuzxPw2rdvn81m27Bhg6IoH3/8sbTOH+Y3NjkYrJjCMIxTp07V1NTI/1u2q6qqkqNCFp1t1bKF7BkSDuRVBgwY8Oyzz941/M7hw4eDwXAaxBR1bpcAIVwzYJgAA5wercZ9Eno17Dnze1yybvwDqDsKtdpJPAbgIcLwCFAc2Os4dsBQ6yA4qlWoHE4XDu3nVSehazB1GKaQO3+oO/b9kynZF1+Bt5fArZrUIDAFuGDQPQQCkjCTe5/GXbt2XbBgQVhY2LRp0wDI0wWSbriFiEkOAzlQ5Sc9Hs+xY8fks93hcJSXlx88eFD4bNK1SqzDukeOHLGmjXLX0gIv1mi3UYrlOMqJzt0Mhoe4GeihYxWqDt1ETS00DZoHv+5WT5wA4zApVB0MYIJLNGmw7eirX4j6yIsQZhjGypUrO3fubLfbFUWRyVDWmlczN9dE75X9R/acioqK8vLfjx49DMAwCICamrp9+/bLQK+uzmkh+9nbU35F+kvWVQOgKMqCBQusaKBB+OP7eJDNO378eHl5uS82HT9+/MSJE4cOHaqpqZGJJtblhBDEh8zeWvmSiPbwww/fdtttr776aufOna0uJJt3/oCXfPCWlZXJNGs5SFpeK2lOszSItaYDQC4hW8GX8Pqpha3u5vSbpmlx9UgX9uvXb8asmXeNuFtGXqbLhJAcNsThrqagDk31aFTIdXtXJV+yeN5F3TZNGo9TFaBGneGp0TwUUF0eplPJ4GJopm6qBoxa01ldp4FDcBg6BAejMExuVp3CsT0/PJGSf3kfvLkItXUAF6AeXXU7NXBQk1khvRznQUFBWVlZkZGRjz32GOdc3oXwps43d79Sg6Zp0lk1NTXSNcI747DmHQ2omhpIc/qt59P+/fv9/PyKi4s7dOggK4D5Rl68qSRVH2E6cTJoBCqBxkAZoBHOAMrBBAiDxwADXJqHwqRC58K0wKtxF/J2y/rIixAGoKCgoHPnzmVlZYGBgYcOHXK73b59uNGdssaRnWVRzUMoAQQYhcWsTwiR7zJ22uwNHPGH9gQgF3MB7Ny501rzevvtt+HzGLA8JXw6vEz0l39KdGM+9c0aNEO+5euRBp6SqmJjY2+++eY333xTMqk2OBB6noDXrl27/P39161bFxAQsG7dOkqpPBvVWpFbIYbPoTPqZUmXPpAHr2SZP/l8MJtn8m4scuhqmuZwOOT479mz5/SZM+64587b77xDRl5Oh0fVPIbpZlyvddcYjEJA16jTVQ3HSWQsf6/b5R/d8yCOVKPONAEPQ53LZATg0F0mNQXR3JS76sjJGqMSANHhcQtDAzWFaVIh/+U4/nXihJzLeuPdpaiocrkcuqkCnBuCagwChBBN0+QxNAD+/v4ZGRnR0dHPPPMMpVR2cQlDEneaFFkMgnpPOMI7D5W9UE69Jbu57Ie0GWnBpPJ5cPjwYZnu5O/vX1BQINsmh5M8QGdtcjX+umnqhOmq7qDCw6G7PNVVtccZDIN4HC6nSYkAXGodh26wWiJqKBwmUU1T977MM7WZ3l7BTJPquqlpBmPMbrd37NixpKREUZSTJ08K7ym0ZvqPQahW/yJWCQWma5RRmIYwdE4JNA/nFJqHulz1tPoAr6mpsapb+Wo8G3taqa1Op3PHjh1TpkwB0L59+zfeeEMGuXIgyOUqaVjriKIMCa3AzVp3ljGE5pXG92ttPkpryGElA/+4uLhBgwa9/PLL8mB2A+g8T8Dr4MGDfn5+q1evDgoKsjjsjT/DS9cE45oVITNvGh68ke2f0+/7BBs0aNCLL780/N57/jVyBHETMMlqAGKqABGg8tyioVGAQKtDQeGyK/t+OmocjrtgwKXVMx143CrXTXAQw4QwAbVGO0rhBjjxMEmWQAzKKQMARzWO7f11xuNZl/XCMjtcGsBNUwe4ZMGXGfa+be7Zs+eSJUvCwsKeffZZ660/tDD1OdtodVDrXcNb+1J+Uvb1Von16Ja7jZ999lmXLl3komfj/ayW9EAIQDc1ySQhoAkYmukQIAwG4ZpOnAKqyWsF6oioqScp9LIUtiAy+GKMlZaW9urV66OPPgoMDDx+/Dj37jaIRmFRfYvqWSxog6sQU3Dm5ZjkEKyebFIiKef1n/clEWytSL/U1NQkJCRomiaXEX03Fq0ZX5Nf993qkfDk+8XG3xJnzlfgHSMApkyZMmrUqDfeeOOiiy6SsOv79fMEvH7++We55BEQENC3b98+ffpERkYOGTIkopUSGhoaExMzaNCg8PDwPn36BAcHR0REDBgwICwsTLKwS57viIgISeLu+11fTu7m9IeFhQ0YMMBSMmTIEJvN9uTTT93xr7vaBAZE948JDw6PiR48aMjgqMjQ/uF9Bw4eENY/Ijx0wNVD/hEVHXbjld1fvaJnRq/gd8IiJ1x2xbUhoSHh/Xv1Cw6PiQgL7TN0QGT/fn1D+lwVFdZn0KCQ0OgrooeE9evdN6rfgOj+AyLDo2KiIwcPig4LCxly1eVTY/q+eGW3wuCQt6/oc+Oll4f3D42I6B8Z0T+0d+i1g6+NjoyJiooaPHhwSEhIcHDwkCFDFEWZN29enz59Lr300mHDhkkLSCb1BnbwlaFDh/bt2zcyMjI8PHzo0KEDBw7s27dvdHT0wIEDe/fufc011wwYMGDw4MGhoaE9e/a87rrrWuuvoUOHBgcHh4SEXHvttYqifPTRR4qi9OzZMyoqKjQ0NDw8XPK7W45rxkdRwX3Crxl6U3CfsL59Q/r3D40ZENEvpPc1wwYH9+3Vp0/v6OjIf1w7NCo6rE/w5VcPi4qI6hMZFRYZGe59nWaUP5NjPiYyMjo8PLJ//4hrrrnmkksu8fPzy8zM9PPzkz1q6NCh4eHhzXSe/k29IkJCQkJCwmJiBkaEx4SFRkVFDokIHzRwwNCIiIjwiJCrrxkUERkaFhYSExM1YEB0aGi/xhaLjIyOjIxuzp69e/ceMGCA5LAPCQm5//77Oeft2rVr166dvMewsLCBAwdKh8bExERFRfXv319+NyQkJCwsLCYmJiYmJjw8fODAgYMGDZL+jY6Olh8bOHCg7C3hXpGukcqlNaSn5IhTFOWf//znc889d9lll8F7mP98A6/ff//dZrNt2rTp6aefjo+PT01NHT9+fGxsbGu50lNTUyX3eVpa2rRp05KTkyVfeFJSUkpKSkJCQmpqalxcXFJSUnx8fEpKSmMNSUlJSUlJzelPTk5OTEwcP358QkLClClTYmNjk5KSPv5kVW5RXnxyUuz4uNS41MSE1AkTJiQlTk5KnBwbOykpKSVuUkpCbEp8wqSZD48uuOnm4siYhZERC0bc8/i4B1PSElOmJY+b9Eha8sTkuPEJkyc8MTU1KX58auqkiQkPxSZMeDz5qbRJjyfHpSbExaelJiYlTk5InPx8wuT/3H1T+tBoe5++pTfe9vyDj6QkJ8bFTZ42NS1pUlLSpKTU5DRJZJ6YmJiWlibtsHnz5rfffnuSV+RbsbGxLXCTT548edq0aXFxcSkpKePHj09MTJw2bZrkxX/88ccnT54sjZmcnDxlyhTJkt4q7nNZryAhIWHy5MmxsbG//vrrCy+8IP9pKZca5C9Neych9bGpsx4dm5wY/1ha6uPys/HxsUlJCUlJCVOnTo2LS3j00QkpKSlpaWlxcZPjEyYlJMRZr4bKTjc4OTExOT4+MTY2fuLEiXFxca+88srPP/+clpY2fvz4qVOnTpw40fpwklca3WK87ys+PjY1NTktLW3ixImpqVOSk6bExyXHxycmJsYnJsU+Ov7hqdNSkpISxo8fN2VKamJifFM2TE5MTG7OnmlpaZLJPiUlZezYsXa7nRDy+OOPJycnWwUN0tLSEhISJk6cmJaWJqsxJCUlpaamJntFcts/8cQTY8eOTUtLk5pjY2OnTJmSkJBgDajk5GTfu5b6ExIS5ECLi4tLTk6eMGFCTk7OnDlzAgICrPDtfEuVkEyq8tSOxGZxZhLKWUqDSaI4M8S1dkOsWLe5Fv7hhXyXwylnHqozyZVOIDiEEMT0yCkDIUzOGyjToTlRULSg26Vr/zUc+3+F4QaIw1PLJHu90OuLdFGDUc2ER4BDFnrl0DWVMx0gnBkwVBw7sCMhNqtXMJbnQtXkXENwWl88TdTfoEWxYjWYeNdZWztrtsxirR7KP+V6f6tUNRAraa4B4frZqhUAgyBeokEBCEbMemPKeZiu8vp3OWg9sVDT08bG15WTV7mIA4AQYtUBOLv7495ZpKyGV58t4dGc8i1KTdmPAG4Y1grA6cacvXmtuIb7pPJbPYH6sH343B339WyDtFXuk6Xcsvi20/cSnPPHHntMrnlZxwbkW+cJeP32228BAQFlZWXdu3e3iLHbtm3bWg5vKX5+fk1SdLdr105ye0vlLXBvt8DJrShKmzZtpB75n+eenzUhfpLS1tZG8fdX/APatm/fvr1NUdr4KYqitPEPUJRARWmr2JRuihJn81s5cOhrl116t6JcrCjt27VV2iiKTbEpir/koFf82vr7tWvfVmmrKDala2D3QKVTG8W/rb9fh/ZtJS37xYpyi6LMvqBjUVTMtA6dL60nEldsihKoBPor/jbFT1GUgIAAeQBFtnbhwoXDhg0LDAy02Wz+/v7SAn/IQe7v728ZzWazBQQEyD+tn5LNXf5sTlrQ7+fnFxAQ0K5du4CAgLy8vMsvv1x6UH7RcqXNZpPU+02Jv5/SPrDNhTYl0Kb4SxMFtLX52ZQ2Nr82toCgtp3b+nXoEHSRTWlnU9oF+neQF/e+mmiVzWbz8/P38/O32drIVthstn79+mVlZbVp08big2/mttr42QL8bAF+fv71jfcS59fT6tsUm5/S+YJ28vcOHdpZ/bNNm9N9rGXTNWdPX5kwYYJpmhdeeKH0VEBAQNu2bS1vWk703m+9nS2fWtKxY0ffJjUWa7hJf1k6FUUZN27czJkze/ToITcK4AP65wl4ycjr888/VxTlxRdfLCgoyMrKyszMzG2l5OTk5OXlyd8lAXlOTo7dbs/Pz8/IyCgpKbHb7dnZ2dnZ2StXrszIyLA3I83pLy4uLigoyMnJkT9XrlzZvXv3N956fczD9/ft38+emVeYXbg8Iyc/Pz8j/YOiQrvdbs8vKLHnrMjNKSwoLdyQnfFj2tSlPYNLr791x0uvfpFpz8uy5+TmFRWXZmdmFReWFBWuLMgvzcnKzspOzy/NyS/JW7YwvSRrZU5GbmFhfnZOel5+1qqPy9YsW7rjxX+vvv2296/svf3p6Z9+8EFmZkZhkb20pKC0oCQnI1fStGdkZMhSAHl5ee3atcvKyoqKihoxYkRhYWFxcXF+fn5ubm52dnZpaWkL92u32zMzM/Pz88vKyoqLi5cvX75s2TJJl758+fKCgoK8vDy73Z6ent4sx3x+fnP68/Lyli1blpWV9e677yqK8uWXX/r5+T377LPSldJ3drs9JycnNzfXbrcXNC1Fmctzc3LseXl5+QU5ObnLcu3phUXZufbl+fn2jIyMnOz8nOyCgvyVhQUflpasysmW7cn2vk6Lr+vt9ny7PT83Ny8nx15SUhIfH9+1a1fJpLpo0aLs7OyCgoLmbsueW2jPLbTb871U/Fm59sxc+3J7XkauPb2gMCcvPysza5k9L6ugIC89fWlJyQq7PT8nx15QUJCVlWO35xcUFBUUFDXQ+4f9s6CgYOXKlVlZWbm5udOv6g8AACAASURBVO+9996kSZMA+Pn5paamyoIA+fn5BQUF0qHSnrIPSF9Y+ktLS7Ozs4uLi60iAzk5OVlZWc351xp0lr+k766//voxY8a888478niQdVjivAIvmee1bt06Pz8/SQXx57YarUjVmh5aMC9DVuqtOY5WhP2nxdp9sy5x1VVXTXt86g233XTHPXeCAwymIdVSgApA06nMGKrzOGG48c23BZEDV15/I8oPwq0SVRMyL4wLYlAhoHoIAJO5Kdwac9RXQBMQ4AbxCBCPxw1Nw/ETX4wYsTQkFF9ugmYIcMYN3XBzg4FDbkr62iEoKOjNN98MDg5++umnAcgNcvlWC9Nz4c2ctn7h3kxI7kNtCm81sOY8/oeGPXHihL+//4oVK/z8/NasWWN1EqsZf6jEMCRXvUG5A1ANUgcY3s0+EFMQUwhev7UH4Ox3GzmHaZqlpaUXX3xxSUlJQECAdXat+a81vhAFCBcGQHTDLUS9X0yTWociTu9CApRy2W3O0oCWyBwgACdOnIiLiwMQEBCwfPly7uUThs80sLFy7sNxIA8DwSettAX/+qoS3mljamrqdddd99JLL8k8L5y5yHCegNeePXvat2+/bt06RVFWrFghieeFly337EXa3aLoNr0c6jLtS+a2AJDE4fCmfTWW5vRbSWSEELfbTQjp16/fy6++NPL+UXeNuFt3GTUnajxuQ9M0zeN0u2o1Q9cId2uoduoqKDQn1n5eOGBgVkx/bPsG1UchNKerxu1xMKozRmqcKgOqHCfd5JQHJ2v1I4S4dLfL7fZUnjopwJkwnU4nNAObt5T988blUTH4qAxV1QzQDLdJPGDcXevSPRpjTHYUzrlhGB07diwoKBgwYMDjjz8OwOFwyFRpeS/NiUwLkmkQctFHZslJG5reIobSYpIivVX2rKmpMU3T6XSWl5e3a9fuk08+CQoKKigoML3lC+TXfQnamxSAO101uuHQjBrdrKbc4VJPGqZTN1xCMMnvBsAwjNraaoATYvi8mvCyledlGETXTc55WVlZp06d8vLyFEU5dOiQZLJsoSd6X4QQw8op03WPpmm6bho6c9TpxAA14XJwZx2ROauOOg8xoWvUo9Y3wDSp14r1SppssxRKqczhopTu2LFj8uTJABRFeeeddyQGWU7nPgeD5Od9nSVHinS0zEyWuWMt+Ncaa5abTNNMSkq6+eabX3vttS5dushL+wLleQJeu3btatOmTWlpaVBQkCwew1s8c9eCmD4HUInP7gbzFhrwPvFM1rw0p1w+taQe2QlCQ0OffPqJ24bfcc+ofwkTVKXec4UUoA7VLVN9Tjo0Nyi0Ony9+at77skdHIavP0XNMaHXEdMjAKfTbRqcMHhMSbxq1NKTJlRNU70VccDANaobJoVmYMvWwiHXfBAegW3bYBg6JarmBKhMBwMXhBDrgenxeDp06LBo0aJevXolJSXBy4phJb61cL/WcRb4JFJLSmgrdpNMHi3sALSgXzZG5nnJIxZlZWWyYcT7NLJoDJrrUTLHTTdcAjqgCXgAAyCmqVscx7W11YRqACHU45th36BJPr1AyPR606RCiLy8vMDAwLVr1yqKIsezdfCgOZEG9nkxzuFRzfoqRwyuOggCagAcjED3gDNwVn+UQibfU8q93BKnVTV3RZk2LP1y5MiRCRMmcM6DgoLee+8961Ft3aOvhSX6+IKLjM6snHgZWbfgX4sAw1fzAw88cP3117/00kvdu3e3Pnm+HQ/av3+/7LXt2rVbvXq1EOJPl5ayTFNXV1dTU+NyuSzSXkII5/zgwYMyrPsTSapW0Eu8fEYxMTGzZs+8c8Tdtw+/AxTUacoDJ5RoLnctA+pUvc7NXBQeALoD27d/cc89S0KuwtoyeOq4W6UGHA5GDQiGXbvdH63eWVUDE3BQ1BlgJmoqxfff7XS59VqXU2eG6tFR7cSOPe9fFboseiD27oXbZTAqQCnTHXU1ECDG6VuTGNGtW7f09PTo6Ojp06czb9GHBhZr0p5W6qnL5bIqRW/fvn3btm2Msbq6um3btu3YsYN52TWblBbsKX/57bff5LqBrN4ompk2NqefUC7nW7t/27Xhi/XrN6775NNVe/btZRwC8Gjk4KEj33z37anqCgFiUNUnd7SJqZ+3n54+mM05Lyoq6ty5swQvySrRYv+xlFMB4j0kBCa3Pj1gJuqqsGtbzQ+bT7hrQQ2YOjQV4Pjph90upwkBzUM4A+dNHDlq/rqnrbpnz574+Hh4zzYKn8NYOHPOy70rAPIzHo+nurr666+/Li8v55wbhiEX2svLy1vwr6+/uJdwOC4ubvjw4a+//nqXLl3gU3JcynkCXr/++qviJRWQZxsleDVnrBaMKIGJMbZv3z45rjZs2FBRUSEHnq7rBQUF33//vXVuuflnZrOD0Eo055z36dPnuednj3pwzD9uuFY+TqlGBOOcEQGqEsMATKBOJ07igebAocMbHrh/cZ/LUZgF1Sk8BhhMFY5TuG/0i088u+KzL7Wbb33qlz1wcxyvweuvlE5/bOH33+2vdRIK6JRwAWgGPlm7vF944XU3YM9e6G4DzGMaTPD6pzavJ8WWTRVCBAUFpaenBwcHP/XUU9aOtdXbmrtf4V28kBQoEmWeeuqpJUuWVFZWUkrnzZu3Zs2azMzMp59+uoFnz9Ke8rT8vn37OnXqVFpa6u/v/9FHHzHGiA9L+h9FXtB06nLrXGDaY0/0Cw0ZcvXQy3pc8cyzMwSgeswFCz/494sv/7J7lwA/VV0hQBsERJZwH74qCVty5ghAnrv86KOPgoKCysvLraD+j4QwblCmU8opgWkISiE4jhzGXbdNXzDv57ysI/eNeu34MQgO1YXNm/YNvyNl47o9QkDXTW/kZcrDQ77RTXP2tEKkAwcOxMfH67oeFBT0/vvvU29VIUKI8Fb3kd6xzEsprampOXjw4B133LF48eIbb7xx48aNpml+9913I0aMGDx4cAv+pV4SSuaNvCiljzzyyB133PHmm2/abDarp1krbucJeMndRt/qQaQ1daWsj8nAWI667OzsPXv2ANi8ebPdbhdCMMaOHDnyxhtvbNq0CT5UzuKsD76KpqoHzZg1c+SY0ZJJVRgElAtCOeemIBqIDuGiBgejmgtuJ6pqN06d8n7vi5HxDtw17rpaUAENn5dV+7cZnTLjxyNudOuZ/MprO2o9eGhCflLcct0JylDjgsFAAafbBZcDqz5Jv7LXupGj8euv4O5aoXo4TBPM0CEoZ/XAxHxooFvgsG9OrO4u+2JFRcUDDzzw9ddfS50rVqy44447pDXuvvvuvLy8BlD1h46zLlFeXm6z2dasWaMoyscff4w/KsDRwO8AhMCRI0e+/fZbuU43f/780tJSADNnPvfaa2/I8QnA7Xb6zmKbdK6lWXgpRgFIJlXf0me+D78z1UgqLtTHTdwU3OQMjEIANU7VFJi/aHNA29j0ZThYjqCg1OLS/aoGtwsj7nrhkk4Tvv0CjEM3NcIoYSZlKuO6nFHKeK45Y/qaS5IRCiEULw202aj0mcWpT7xngCiliYmJiqIAkLn4ErwuuOCCHj16CCFcLpecicuxJryEl779TfxXMameK/CyTOF0OufPn79v3z4AFRUV//nPfwAcOXLk4MGDJSUl27ZtI4RYzGriL4PXKF/wIhwm5ZybnGmgOpiLqVwYcLvgVuFwb5g+/d1uncy3X4LmFJJd0IOfvkR05NsXXfWfOx7ZdOeIFeWHkGHHRd2fm/vvrSuLju7+TWgMLg2aTiml8DhRmLf8iiu+fmQ8ft8L7qiBWwMoBTcNUP1cgZf8rjzHDmDOnDkPPvjgp59+KgsD2+32YcOGSVBIS0t78skn/3+BlzX8AJimWVdXN23atJMnT+7YseOGG2746quvioqKZFkp5qVD+HvBS/iAl9AENyR4uVQnBapcWLtB7d373Yu7Zg8fvv/hh7dXVKLyFL77Rk+NX9mt3cyvP4PLCZMzQjlhJuUuxj1/B3jBh2lSCEEpdTqdI0aMUBSFUnrvvfd26NBB0nZGRUWFhITAZ93T2taEz/bi/8Drz4MXpdQ6HL9hw4acnJyjR49u3749JyfH4XDs3buXUpqdnS33BCzyPKnkL4LXrbff5gteQggJXhqom3sY1+vBy6l+//LczF69XS+8AFXlDLUVuqsCwoUSO9p1favjJfPvHfV55Qk88OCujh1f/30HokMem/bYMpcBjw6Pagoh4HFi6ZLMHpdvT5mCQwdBah3crQNUQBgGDM+5Ai/rkSBBYejQobm5uSdPnhwwYEB2drbH4xkyZMirr766c+fO4cOHz5071xe8zsZx4tyBFwC3211bW8sY27JlS2JiIoBnnnlm1KhRVVVV8fHx9913H7xrPX8zeAkOxgTlwuTCEMIlhMo5Z0wQZhoMHgKd4K03tEu6LmsX+P7TT9YYHmz83OOqxqvP7bo44KUtG8BMuDUQAkI5ZSrjHs4leAk0pNk5LX8CvOS0XQght3cBZGZmyoThkSNHdu7cubKy0ul0hoaGXnbZZbIMrSQjsQaLnIf+D7z+KniRMw/N//777zU1NdnZ2Vu2bDl8+HBxcfGuXbs++OCD0tJSWdm8wRg7G0s2Bq+ZM2feO3qUBC9uEtB68CKCS/AyYAgQaCo8Hri0XW/PX9qtx9HkNFRV1288mdi7DSPuyJ/3Du578Ec/Jf7NOdX/Gvn9ZZfNN2sx+s53L77kxqOVTEi+VFOHqw7z311+WY89M2bh2FGYdS7u0QCTAaYJUztX4AUvUZcQwjTNYcOGrVmzhjH21FNPPfLII6Zp7t69e926dZs3bx42bNgvv/zCG8kf2vOcR15CiNmzZ3/yyScAUlJSJAXQli1bevToIfX4Mr426VzxV8GLcZgMGhcahyrgFMLFOWVMAJwBVGDzt+YtN2RmZ2DY0E87tpuVk+lIiS9ImrTi6sj/XNH5jccTfq48Ds2Q4AXKtHrw4oAgEGYjmrDT/moVeFnLTzLLwdqc2bBhw/r167t06TJ69GipKioqqlevXlK/2+02DIN51yX/F3mds2mj6SWllfvZW7duXbdunaqqJ06c+PLLL3/55Ze33367uLj41KlTcnHkLGc3vtdqCrxG3nbbLRZ4CVIPXjq4BkolNYqpQ9fg1g4tyVjQodPJlFQ4VV3XT9bV6ASff1x7YeD43/dg/Wfo1HZcQQ5LSvtJsU3w1OCeW14aOmzciZNMHtPTPE7UnmRzX11+afdDc19HZQWMOo1rKodGAUpAzXMFXtZuoEwQSUhI+H/sXWd4VVXWPkmAUGRARUQZRaWFdAKIOuo4zswnM7YZC6IokEKoioINHMuIKCrjACMCAgHSCEhvCQlFRGyIgoP0ToCQcuvpu7zfj5V7vCS5GZhRKd734eG5ufecfdYu591rr732WuPGjQMwbNiwF198kX4yDGPkyJE5OTnB7XnmFPZj2bxI81JVlTGWmpp64MABKeXcuXP/9Kc/ASgqKrr55ptlYH766cnL4FCryUv6pFSlIHu5cHt8XGLsuIVdOj3nLsf0D9DiV8Pn51ctW1j51t8/73XHB60bj5407qS3EoLXIC8hhIC0AOPHIi8ZFG+S2tzv95MfzLhx42JiYg4cOEB/9uzZs02bNpqmOV57zosTJq8fjbwozB5jbNeuXVu2bPn444+p9Z3YoXl5eZs3b0bAF/nHIq/f//53kOCmBSbAuJTSlsKE1ME5OVjbFkwLqlWVvyC79VV7HnwIhw9xphtQTeDgPozIzHv5hVWvvLh6aFrWiaPYexSPpc15aticIRn/WLLia8OG6uVgYIaKU8cqnnlq1pWty6Z+AHcVdLfFdL+An0lwSjn745AXWUNoIwnA119/PWLEiPfff3/s2LEnTpzYvXv3jBkzJkyYMHv2bBqHtZXZn4e8OP/BE7W4uPjll18mZrFt+5VXXvnnP/85YcKE9evXu91uZ5v4JyYvm8MU0hLSksKUwpRcCMa5MAEIgUOHrN4PTpj6rwOPP5o/eNBHtglmg5l4+cWSK5tnfr4BksE0YbPgZaMQAj8ueSHgV+F4Bfp8vs2bN2dmZj799NNHjhxRVVVKmZWV1bx587Zt265fv76srMxpQGf2kmHy+t/Jyzm34fP5DMNwGtrr9UopGWMej8flctE6qM6X7UyEr01e9/3lXiIv27TABZ3OIfdUQzAOAWnDMmFZMGyrsGTxNR22/7EX9u0AvBVm6RHvScOC34WTh3Bkl615YFrwChxzY9feU6dOaSYHlzC8AiZgGzh+6Ps+D824opWvYB40PzQP44YG+IUEZ7DNH3HZKAKWRHKALC8vP3bsmMvloul6165djtOTDEQxDy7z5yEvGZj/AVRWVlZWVlKnk9/MkSNHDh06RG8K6eM/MXlJIcFF9T/KoCE5BOOCm6alejwexuBy4UQpDuyHbUPT4VNRWYXSozi0G+Wl0HVIMJtbNjeqDfYCgkNKHuQ4Vkd/na3mFexpTB8OHDhQWloKgLzkbdumAPZHjhw5cuSICBwYcqKHi6BIFWHy+u/Ji5yeeSDqNgJRm2VgFJIGQS6awZ5ENd63+p8VkrwA27RkgLyEBCfPLEjOLBgmbAaL4ePPll7b5avf/A5bP4N0+1B1ilUZHJYGWDAqabBbp1TTLcAhLKb7Ddvns2EDJmAZOLrvi15/nNaqpb5qBQwdfg+zdR3Q6YCcbgj2wyFE+b/tNjrmJMMwqqqq6DO1pKPM0kETEWSqr9E19ZT/Y5EX+Y6THsECSaTI5ZLYx+PxkA4efHKjzs6V/yt5Ve820r9qp3kOwW3LVCkqjt/v11TObEgBrx8602zoHNBNcAvMgoSwhNsWui10JjzObiO1WajG/C/IC0Endh1fMHpxqOI0UfEgT+PAkSwgKObSL5e89uzZQ96J5Krq8XgoxtPZItTZK5pDan95tuUj6IwFudFeddVVr7zyyv3333vLLTdJKVkgNLiqGYxLLmAx27IsaVuwGQxDutzYc3h98h2Lf90FmzbBX6nBd9J0+UzTXakJD6SXcdVrGFVuy3TZpt/06obXp/o11VKrNOgCpo6d367skbQ0KRaff4byUzANZqh+zgwAzBaGwe3qoMz0v2EY0dHR2dnZnTt3HjFiBOeczn7S4UERcFOsDefQnNNidFeoM4Zn2IxOsUII8lk5ePBgVFQUUcPSpUuDD+udOZwTdiQk8VedOEPxHADIzc1t3rw5SXj06FFKPVX7SjIH2Qy2Xf2P2WA2uC04s2xLsy3VMv2mRf9U07QNS9XZSZ2V6nalYamGyQ3TNliVwSpt5reZ3+Zem2m2BdsCnZesR3gETFdHjx5NT083TTMiImLSpElSSmocJy5NDaFrvBp1IlR7hmgH+4knnrjpppvee++9yy67zLGfOjx4kZAXnQ7ZtGlTdHQ0eZDidMNqDfx3z0UQaktyJuUjKKcL9UHPnj1ffvnlP/+518MPP4ig0PiBSAEQFOPBWUhYFsqqPr/tz9mXXostW2F6be41wNyqAQlYgAVwC9KyIU1IAToOImj1yVwaNA27/700qUvhLd2xby80A4xJ27IhGel7NqfIBDIQ0NGyrNatW3/44YedO3d+6aWXcLrNwg7EYj+TFvuxWp7gnFIi8lq3bl2zZs3WrVt3tjKEugYhcCblBF9mGMby5ctbtWq1fPnyqKgoSh0UqvDg3pfOH2T3lBySS8GksAR8Aj4hLSF1jnKOcg6vgCFgC1gCfg4fYAOsOjzGD5EqQo5Pkoroye/3U1SJyMjI3Nzc2ueig/+sp+/OBKHaYeTIkffdd9+LL754+eWXI8h4SrhIyIuWjQsXLlQUJTExsWPHju3bt09JSUkMgaQQCHV9nbec1cWEmJiYzp0733bbbcnJyTfccANF6R49enTvhx9sHN0wISEuISEuLiG+Q6eO17a7Pik5JSmpa2JickJcfHJ8Qkp8/I0JiT0TEh+8/obJl16xtGPM6I4d7+l4bVzHK67t0rbrjbe2b5/QPS6xR1x897jkrvEpcUnJcUkpCQk9EhO6XX/dtd27JSXFdr05vsdv2103oG3rvE7XzLjhqvt/3fbm2IRuXWITusTEd02I75qQFBefFBff/vobbrzxxu7du1NCgNtuu01RlPfffz8xMbFZs2YUlr5bt24dOnTo0KFDt27dQtX3bNu5/usTaqFbt2433HBDz549ExISGjVqVFBQoChK69ata195hv3ufJOcnJycnPy/14ueTsH7mzVrNmvWrKioqMTExGuvvTb0+IyPT4qJT+qUkBiTkNglUIGYhMSYxMTExISUxLiUxPikxMQOiYkdEhPiEhISEhI7JSR2SkyMp9sTk2ITk2ITE+MTE5MTE5OrPyf0SEzokZiYmJgUm5SUUKf83bp1i4uLu/322zt37ty2bdu7776bNK9WrVpR+HkKY9+lS5fgtjrbfjxzKIpy7733vvbaa23bthVBBv6Lirx27drVqlWrwsLCZ599lkJoDxkyZMCAARlnifTQqPPisy2fpOrXr99jjz02ePDgYcOGDRkyZPny5VM/eD9zYPrQoYMzBw8cOChz+FNPZg4aMmjw0IEDB2VmDBqUnpGZlp45IC1zwIBBqaljH+m99Dfdl8V3fCsx5u1H7ntp2ONpAx8bMHBwv9TBmWnpg9L6D0odmJk6MD1tUFr64PTUpzJSh44YNji136NDBg1/JuPJlx56ZOIf78ju0Ca/a+e3Hnlk+ICM9Cf6pw7ol5GZmj5wQNqA1MHpg54cNrxfv34DBgx45plnHn/88b59+z711FNbt2596623nGjoFI+f4p3X055n20ShynGQFoTMzEyKjk/ZAL799tsxY8ZkZGQEX1N/J9Yo3/mG4qn/L3IGi/r444+np6e/8MILu3fvpmGZmZlJge3rGmr9UzMeTR34SFrGo2npfdPSBqSlDUhL75uW/kR6+sD01OEZA57KSB2ckfFYevoj6akZ6amZaWlpaWkZ6WlD09MGZ2SkZWSkpacPTE8bTN8EpKHPqekZ/TIy0uqU//HHHx80aFC/fv2GDh3ar1+/efPmAXjhhRcyMjJIbIpST/LXaJ+zauczRP/+/adNm/bcc8+Rzcu8KDNm79ixQ1GUb7/91uFm58hCnahHYz8rnG35JJUIeMPatl1ZWQkAEKrfCwjD0jVDp6ByqmYA1RmuAmtICcmhuox3X83pcMWB10bg+C64KyAZg21BVK8yyDIvA4EJJMB12CokYAMevWLqlMmtmx5/bgg8fjBA0KW2hC0YD8Tk+cF2C4AxRkn9nIWkY3OtJ6rEz4AaUSfJpn5+giL/ILAuC14BnQ4G6IAK6IBZnV4AuoQpASkDsfarrwEk6EB9IMiFqF4k1gh7Ub1sZIG8bf8B5Efq7CGKoMiU1eX9eO9RPTAMY9y4cZdccgn9aQVyCeOiIS8K57R48eLWrVtTzOzgSNvnFZo1axb8Z/PmzV977bVHej+kKEp0dMMGjaKiohspEYqiREZFNYxQIiOUyAZKVAMlqoFSHWO8jaI8rij58e3e7nz1nYpylaJEK5FKFAWxb6AokRER1X9FKZEUlD1aUVpeEqUoDRorkR0V5ckrLs+Pv+ZvLaOuU5SmSnSkEqVEKlGR1RHSI5UoRVEaN25MElJLNmrUKDs7+6abboqMjKTkAE2aNKmzRj8F6gm1TqH0ScjFixdfe+21Z3hj7ct+FDnr+fWGG26ghW1wXP+6ywkErY+IUCIioiKoR6MUJaKRojRXlJaK0kSJVJTqoPANFaWhokQrSjPKdaBE0pfNFOUSRWmmKA0UJVJRohWlQXUf/yeQeJmZmbZtN2/eXFEUJ+5+jfr+WE0XCo888sjf//53MtgHJ+W+eMhrz549iqKsXbtWUZSRI0fOmzePImHnhUCoWNr1x6Sv/c3Zll9QUDBjxozZs2fPnz9/+fLlM2fObNmy5ciRI/s+1qdr16RZs2bMzZkzJzdnxuys/Hnz582bn5dTMC+7oCA7f152fkFuXn5uXk5e7poZ03ePfu6Da695r2OXnW/+c+OU7EWzFsyYXTDro8Uz8nKzcudk52TlZc8omDs9f+6MnOw5eXOz5kz7x5KCrKzsnCXZ87+cOHXm7+6Ydl3L74c9sWnKtCU5i/LzFszJm1uQNyc/Jyt7ztycnDyKUj979uzc3NxFixZlZWVFRUV98MEHKSkpvXr1mj179qxZsyh4+dy5c0NVlmKT1xk3PVQ711NOcFEO5s2bN3fu3Pnz50+YMCEyMnL+/PmNGjV69tlna19Zf78El+8I6YTAPys567y+oKAgPT39yiuvXL58eURExIcffrhw4cJ6ciDk5eTnURj7nPk5OYtycgty8mfl5M/KyZ2fk700J3tlTu78nILJ2QUTsvNmUij93Jy5eTkFebnZefMm582bnJubm5u9KDd7SW72Ioqmn5vzUW5OQW7enNy8Wfn5dVeB4tMXFBTk5+dPmjQpIyNDCNGkSZMnnniCWuajAJzkA8H4j/17trjjjjvuv//+N954w9G8HBfLi4e8KHsQbeXQ4rH+3ZxzCJo6KNgugM6dO7/66qv33vPnXr3+TwgmISRg2pYEOJenKf+0AwjA0PHdvxf+5raZST3w74M4ZcCE4DAABsHBAkmUTUCHZJA2pGrrVRKAX8PBw+v69vmwy1XYvhleDRwSMIUFmNWLTQkELQZpjdOiRYuZM2d26NBh5MiROH3JIM9m+UD99b83I5XjLGQqKioaNmxIof4ohv2P8pQfC0KINWvWNG3alCRkjP2HjNZBtgLKUSBhS9i0bAx845aoFNAkbAmreqkIG3ADblASvB92GM9i2UhNV1ZWNnDgQACKomRlZTnfs6AINnXe+yO2fFpa2u9+97vx48c3bdqUvqHRSLhIyIt2G2lkrF69mnNOGSJI1QzldRIMIwDKykt3SSnJyV7TNoU7CAAAIABJREFUNOfkncvl0jTNtu1gl6UzcXIxAyG6aeySe0unTp1eeOGFe+6553e/+50Qglz7LMsinwnTNC3DtE3LNn8oHF4vvvlu7UMP/6t9OzZrFio1eIWnwmebzPCUm363AVQawmOZhum3PS7mcTFNs3UDtoGKU/i4eHLndrN6xmHfd6jy6ZrQDa6bmsGqTNttGaZlcMuqjgxnBbL1RUdHT58+vVOnTk899ZQjv3O2NlR9aaiRo6+qqhRyXkrp9Xrdbrdt2x6Phxy1KisrHd8xp3HMgIt2qPIZY+R6QqF0V65cqSjKokWLbNtWVZUak5y5Lctywu3X9jNSVZXeRoqaS33t3Oj3++lBdISofliBNAVOdfx+P+c8Pz+/efPm5Ip47NgxKaVZ3/i0f/hncNO0TVM3Td2yGGfwejRN0yxbLa84JmF7PC7T1H0+D2PMsgzLVm2mGYYRCGDveC8yy2IUd78e4R3fvb1791LIb0VRJk6caJomJRlwLqP21zSNbHlkIKPLdF0/efIkxbynF4p8xyicgaZpdNxCSunxeJymcMaVZVler9e27V+Ek+revXsVRSkuLo6IiCgqKkJQjsz/6HsVfI0ZdBaP/K2co1ucc4/H4yy5rUAM+xqFi/8Ean074J0fExMzevTo++677w9/+AMCVlLHXl4D1X4uqoYq98b09KnXXY1p7+NEBSpUCKgeN4QOZrh17mIwgUpXBbgNXZcWBJOwDbjLkDf7g+uvXvpALxzeB79pWTBsmMKypYcJj2BcMHAuSU6aZgE0bdp0xowZ/8XxIJJcBiZtYn9qQFVViRcQ8Nh22NBpK+cpdUIGjqeQ0XP16tWKoixdutQZADJw5Ah1BcJ3GhaBAysIuAdWU4htM8YoCgLVusbxoDpFkrU87KWU5GFP9EonouyzOQRCcIKbO55ipmmSTZ1qQUkuEPAudipYp5B1ggW85MnDHkBEREQoD3srEJSZTgRLKWlXx9GI6U/iOPrGSb5LzeuQjwiKLi0DR/p/QeRFqc+Ki4sROHsRfFco1TT4GisoJa9t26WlpW632+Vy0RqKFK6ysrKKigoaPaGGQj3PEoHjQXRvbGzsSy+99Je//IViitKAlkFH7YJvJP6CocPj2TNu7PuXtTw2ZDAq3Kys0lZNwzC+3fbVnn07OaBb8Ks6II4fOVh6+JDkgJCM+aFVul/+24dtWm8fPQKnDkO3GYMtYYMJ+ABNSilFdeDz4FFIPkqxsbG0bCT58Z/WjA73AaisrHRCpmzdunXnzp3005YtWz777DMEHdAVQbHn6ymcQF12+PBhOh4UGRm5bNkyBIgSQUeIz0TU48ePr1y5cvny5Zs3bz5w4IDb7eaBPGCrV6+mK2tsugXDeYQzDERgZ3nBggUtW7ZctWpVRESEkxXhTMZM7UfIwKGrdevWffXVV/S9ruvl5eUAduzYEdwyZwtHkgMHDhB5KYoydepUnL49WmN4OIcT6KGaphUWFu7cuRMA6Wt0KuOTTz6pqKjA6ZuGwQPJeTrNSb8I8iKD/Zo1ayIiIuhsIwsRYD5UOc47Qwxl2/a+ffu+/PLLffv2lZSUHDt2zBki8+bNo5ct1LRWPxzNi+7t0qXLmDFj/vKXv/zxj39E0Gxcu1OEkxHPNOCuQlHhB7/61b/vux+lx1DlBsfAgYOee+mF/gNThwx9ChJlJ4+/MfbVG264Yd2G9ZxLZpum6YL/1HcPPZJ12RXuWZPhPQnN4gymgCltKVUIVQghJDivVqmCNa+ZM2d26dLlmWeeceRHXQcGg+GokEQlhmEcPXp02LBh06dPP3r0KOf89ddfX7Vq1dKlS4cMGSICqoozQB3eCdWYMjDfOJpXREREPZpXDQpwQOoVgOHDhyckJCQnJ1933XXDhg0D4PP53n333TFjxnz99ddEr5qm1dO/TsWd6pDWVlvzqnOI1j/ynbfa6/U+/fTTCxcuzM7OHjZsGC29AcycOfPWW2+lJVidt9f/vge3+f79+wcNGiQDZxuFEI7mRfVybqE5Sdd10gE3btz4xBNPfPHFFyNGjJgyZQo9rrCwcNSoUUVFRY65QARl8JRBZxvp+l/Q2cZgm1fwweza99aYZGr/agVO4S5YsKC0tJRz/tlnny1fvpyC6pWWlr7zzjuffvopDaDaZdbfns6bWWPZeP/99xN50RwlTg/XWYP7YNuwTHz1VVFCclFiIr76FLpv++Yvm0RfMiVr1qatXytK5NdfbZHC7Nf/USUiMn/BIgkYuo/bVSjduz7lNx+1uQ5FS6BXQjOFCVVChcW5D0xjglsCLGjZSMLUWDZagUj/wYMpFGhwSykNw+jdu/cXX3xBJaxdu5b0TZ/Pd9ddd1HiDDph51TWeUlCjYRQy8Zgeg2eDOpsVZLz0KFDmzZtIo3gX//6V05Ojt/vnzRpEp2IQlBWl3pEoitFEO0GLxuDD2bXeayq/pYEYJqmrus7duxo0KCBlHLHjh3XX3+9z+cjq9yQIUPi4+MRmIND0Ws95TvDb9++fQ55TZ06VQbOijkjHAGucSyb1GWTJ0/u3LkzgHHjxvXq1YtzvmjRon79+jl6N4UFdywzwQU6ffEL1bycZaMMMj2cYZlkcqKBNWHChH379gFwu90TJ07Udb2qquro0aMzZ86kDU3KG0q31xgB9T9FBiwLQogampcViFiA0HFXwBl0HXv3bf3z/VNbtDCWzYfhXjEnNzqyyZy8+QeOn4xsEDXmpeclzOx5c5SIyDVrN3LANHxgbmwqWXJNzKcpt+GbzTAqodrSgCrhhyWEFiAvyUTdUSXq1Lzqqa8dCHBOmWX//ve/Dx06tKioqKSkBEBeXl5KSgq12MiRI4cPH85Pz7HIzyBWWrDmVVhYGBERQctGO3RUidrvM81M1P60A/D4449zzr/88suePXuuX78+JyenrKzMiZhUjzw4PaoEkRcCy8aVK1dGRETU0Lzqr2AwzIBHblVVVd++ff/0pz89++yz1JhVVVUrV66cOnXqrbfeagWFaqjNXPULz4OiSgwZMgRBNi/HROU0gkOFDhOpqrpv3764uLihQ4e+/PLLW7duraqquvvuu2ky2L59OwLmTgTZQ+XpNi8EbM2/IPIig30weZ3hyo4HwXktFy1atGrVqr17927dujU/P1/X9X379lVUVMyfP//LL7+kYXS2y0ZZV0icMWPGBGtedGWdL0n1T4wztxce/75Bg2dc13bnOy/DfxJlFfHXxd79p4dmZ89XGigTp/3DD8/498c3im720cJlDLC0SqgVxz+YnHPpr48+loHSfTDdUG0Y8EN4YDFpgBuccy5+0FbqJC8E5T0ToZVEp6b0P2Ps9ttvnzJlyrFjx+Li4igtwG233TZ27Nivv/76oYceGj9+vDg9TVn9SqgIWjYePny4BnnRNqUMzBMyaKVTexQhkJzNNE0hxKeffvrMM88IId588827775b07TevXv379+fXk4ZegPB6WJnYLBAlvU6yetsLQ8AdF2nUwR79uyJj4/v0aMH7V1+8sknBw8e/PLLL7t27eqEiKghWJ11r1G+CFo2Ogb7KVOmiIAKKU7vGsfng2YLWu7l5eV16NDh4YcfBvDpp5926dKlqqoqNzf3zjvvPHjwIAJh0ag6PJAyDkFa7S9o2Vjb5uVshwUDtVDjAs65E70LwLZt206cOJGbm/vpp5/u2bNn0aJF+/bt+9e//rV06VKXy/VfzJyils2r9m6jY2kOll8E5bYTlg1b4kS5PWP6xOuvXpPeGwf/jVOnfMdd61dvHvnM6EbNor/e/ZUb3nFTxjdo2HTpkkIdtu05gfIT3z8zauqv2nheGgt/FWwf/DY06ZPcBcsUhuC01/nD8raGzSvUbmPthnWaF4HVlqqq3bp1o7xnzz777D333EMtvGnTpg0bNnTt2pXS0J7VslGG3m2sc9lY+3WlR7BARCriheeee66kpEQIkZqa+vTTTwMoKSm57rrryKZTTxQNpymcz0IIur7O3cY6760HPGAgP3DgQO/evXfs2NGnT5+bbrqpvLz82WefzcrKGjFixDXXXLNmzRrHTF4nM9bzCKdDaywbUZfBHkG6kuNfsm7dur59++7cuTMmJmbkyJGFhYW//e1vaQBcfvnlGzZsAOB4wyDIzoVfpsF+7969jRs3nj9/fuPGjSkiihPorgbqry8CSZkcxXv37t2LFy/2eDylpaXffvvtF1988c477xQXF9P4qzEm6pSw9rghIy713DXXXPO3v/3tnnvu6dWrF4LMzDUGymlCCgkb8Kr4ZMN7CZ2mJnfG1s3Q/LBRuudUx3ZxE9572yurfPBPzv0gQmm0rniTBQa1HN9u2/Tnv866oTNy8qG6pKVBFdCFCuaCpUnL5ha3GbcZs2x6tczAEdEmTZrMmjWrU6dOI0aMAEBudAi9MUKg+dOZnPv16/fee+9JKUeNGvXSSy853TF69Oj3338fofdAQvWaEIJe0UOHDjVs2HDFihURERGUddghL6dn6+kXuoak9Xg8mZmZ+/fvZ4wtX778rrvuAlBYWNirVy9n1VZPlYMHgAy4SgghsrOz27Ztu2DBgqioKCfQaI1hU//IEc52M7Br1662bdtalnXgwIGOHTuWlZXl5+d/+OGHTz/99NVXX71ixQrHXeu/A2Ns586dTz31lJQyMjJy8uTJIhDAi1qV9i54IO8vAlYUzvmkSZPuuOMOAG+++eb//d//6bqekJBAZ3hvvvnm7777zolsE9yewGn6Pl0wcOBAiufVokUL59EOg18k5LV9+3Yy2EdFRRUXF9Pod3ymzlwtd7lc1KCGYezcuXPDhg1bt26lzV3nNS4oKNi0aZPX6w0uv8aD6pzTqFgiBRqFUspOnTqNHj364Ycf/v3vf28H5V+xLKv2rlb1IxiHADw+HDmw+NEH/nXtlSiYi707Jr01flj603mzP+LCZFC/PfzNPY/erygNh2Q+ue/wHmgVWLZ6YYfEj37/B2z5HJoXUhB5aZK5YKmwTM6kzWAxyU9zL2CMXXrppdOnT4+JiXnyySdrDLvQB4zh1EUIoWnavn37nnzyyYkTJ77xxhvl5eWHDx+ePHny+PHj8/PzEdiUZHWldK6zHWiep0eQk2pJSUmjRo3y8/OllDQ9yKBNktrFOiArOHXQ+vXr33zzTdIWKyoqXn75ZQq6T6YlM+B5WydECPICkJ2dTcEIGzdufPDgQSokVH3rb0wAfr9/3Lhx77zzzpgxYyZPnkyMpqpqYWFh9+7dETggEaq+9ZRPzAXgxIkTjz32GIJcJZzdGwS0MNpIdZ5FjLZjx45+/fq9//77gwcP/vjjj23bzs/P//vf//7Pf/4zOzu7hvukDNLinZ4iC5qU8tFHH73zzjvHjx9/6aWXInA4/GI7mH3w4EFnt5GcVKWUTnayMycvpw8YY6qqnjp1yjlVT8YLzvmpU6dotnd87ms/pc6wkNTfmqY5fvxSyuTk5Oeff/6BBx6gZSO58jsxLUO9tDZnMAxUlO0c/0be9e329n8M32+pKj1UeqQcApamlpcfNaHtOrjrwP6jh/YeLD9xABXH8Y/3513dfmnfPig7Am77vSp0CYPrsL2wVXCLDhfZHLI6Vi8Z2oUQrVq1ol0kIi+/30+u59Rooerr9XodsYnvKJtcRUWFlLKysrKiooLC3pLT9hn2V/BLSBR28ODBiIiI+fPn0wAQQtA8Qa8iD9o5DVUgNbhhGOXl5VVVVeQ8IaX0+/0HDx50uVwyKKR1qPqKEOSl6/qCBQtat25NEjpqO91Vm79Cle/kRqTalZaWHj16lP4kaQ3D2LNnD4WBrT1+/uP4pD6iELLHjh174oknADRq1GjixIk0OOkCcogXgb0IMxCpxu/303PLy8uPHDlCzSilpM2u0tJSmpsdn1WqqQyYIx3yYoxRyenp6ffee+/f/va3Jk2aOPQqL7Jl4/fff0/2Wlo7SCmd7fkaqL++ZHH0+/3OSkcGIqxToztZsulNE3UZvOqZ1nhAWXDerg4dOpDBnuwCNHfRc+2gTIKnVR9S56a0DZh6ZX5+Tpu22/70fyg/BNdJCHhVYesaYJuGv6qqAhLcr8NWUXro89v/78MWrSsLZsNy26rKbcACbGmD6+AGUB1JlUvLMIOP7wNo0qTJhx9+2KVLlyeffJJzToqJCJiQ66kyArZzxpiTawOBfA10CgQBC279bVi7qektArB79+7GjRuTk2pBQQGC3CCdaUnUa+vhgV1mZ9fMUTSoHLfbTSzz32leOTk5LVq0WLp0aWRk5LFjx2h2tIPSIJzhEEJAOeIB6w9lG6M335lr8d9GB6KDOwC++eab1NRUAIqivPfeewjy+3XGhgxYWpz9KzoLRXzttCqNFkfZDO4a+/RMqTKw40nfP/bYY7169Zo4cWKbNm0QxJ6Ei4S8yGC/dOlSii2BQA6+Gue2/iOccckCKRioHR3+klJSAiH6PlThoWY2RzCXy0X02q5du5deeun++++/8847SVVxjtTZIeKCG5buNb2a4QNj2Lv/09/eOeeKy9T8mXAdZ5p1yqN7vV5b1yy/Bi4t1YRpobwMmz7OadtuYXwCvvsczGObDBLQGXRDZ5qfGxpjpiW4aQnDIM2LlEQSOzIykvy8nnvuOWcY0eshAypJnXBa1QzEMvN6vT6fjzJu0Jd0wpFm8jqbsc52oAmfLqM44KtWrVICMezphJ0dOCDJAskB6oSUsry8nOigrKyMzmDSAKCX2e12O4f7EFrzch5BR//oA+lEM2fObN68OW0pkM2LeJC6u8YoClW+w/gASH93GIqmAeoUVVXpXE6o+oYq3+EXVVW3bdv21FNPAWjQoMG7775L4lGv0f80f1MjO4erSCqSR9M0Ur4QSMNBSaSc7qAmJa2cSI0+0M4vY6x///49e/Z86623mjVrhqBwBhcVee3du5dOh0RHRxcXF1v/1cEIpylEkIWYBwXkc+bwMymkTiBoeqHh27Vr11dfffUvf/nLX//6V0eFCb6mjsIhbFgCtuXXUFZpvfLa/Ha/3vni0/CUw2+YFMVeCtgSDLZXh9uHE6cq3n5nztVtT40aAV+p0MptS9rVwSoEB2NOIEMJSAH5g58UAMuy2rZtm5WVFRcXN3LkSIfiRWhTenBP0TU0yp0pF4HlhmOCCdYazhB2YLuqqqrq0ksvXbp0aePGjWm7mZ+B92wwRK1tU8f+iKClCjFOPf1bG1TB+fPnt2nTZsWKFdHR0cQsRGp13lXP4EdAeXEalojAmVxlULrMUJWtp78QUJT8fv+wYcM8Hk90dPTChQupTDtof9AOeMY5DeiU7+hoxFAIvEoIMrfX/yrRr0OHDr333nsnTJjQsmVLBIxuF1sY6H//+9+KoixbtiwqKqpTp06dOnVKTEzs2rVr7SjmwZHFayMuLo7ic3fv3p3iecfFxaWkpMTGxt5yyy1JSUn0Z1xcXLt27ULF5HYioNdGly5dUlJSunbtSjJ0795dUZSnn376rrvuatKkyS233EKS1xnwO1jMlB6J3W/smtL1xrtu6PJCsybZ1141/6aUJ29od2tMbKfklM49eiT0vDG+S3K3zl1v6pL4x2vbP3Nd5/m33DGt7ZXPNFMe7HLVb3p06ZrSMy7ppoTE5MTE+Ljk2ISk+KSElK7xKV0TEpMS4+Pj45OSkm6++Waq8k033aQoyoQJE2JjY1u1ahUfH9+xY8fExMSUlBQKah6qvlSLhISEpKSk22+/vVOnTsnJyV27do2Pj+/UqVNcXNxvfvObmJiYuLi4Tp063XbbbXV2Vuh2SOjZs2dSUlK7du1SUlJoADRs2PDKK69MSkrq0qVLXFwchV0nAeopNiYm5pZbbomNjaX2j4uLi42NTUlJiYmJ6dGjR1JSUvfu3du2bUtVDlXZ5ORkp+/oWfSBJLnmmmuaN2+en5+vKAqJd/PNN4eqbKjyu3Xr1rFjRwonHx8f36VLl+7du1OT3nTTTe3bt+/Ro0d8fHxsbOyNN94YExMTqr6hyqcOuummm5KTk6+88sp7770XQKNGjVq0aBEfH0/jNiUlhUZ4UlISDYD4+Pjk5OT4+PjOnTvT4arExEQK2//b3/42NjaW6hgXF5ecnJyQkBAbGxsXFxcfH0+X0Qe6iz5QFZKTkxs3bnz77bc///zzLVq0cIwVDi4S8iLNa+PGjaNGjaLQ5o8++mi/fv1qhNAeGECoGNuDBg0aOHAgBeF2YpDTjampqenp6cOHD+/fvz/Fbq9drINQMbmHDBmSmZnZt2/f1NTUoUOHUoHFxcU5OTlPPPHE0KFDH330UeeJwThdzLQB/R9Lz+jff0DGs3375/X+67I7bsm9ocPkLomv9unbu3eftGFD+6Sl908bNPCxAc881Ocff3l4euJN71161ZJbb17Y597ne/8pI+Ox9MxhAzKezBg4JCNzYNqg9IzM9MyMQYPTBw1JTx+ckTooM2PAgAFDhw6lyOUkwCeffDJhwoS0tDRHJIoyPmzYsFD1TU1NHTx48KBBg/r06TNw4MCnnnqqX79+6enpFAWf2rB///5Dhgyh0Omh+itUx9Ejhg4dSp+3b9/+9NNPDx06dODAgf37909NTXX6wunWUP2ekZExYMCAESNG9OvXj4ZBampqZmYm1ffxxx9/5plnhgwZQr/WE3bdaRl6XFpaWv/+/QcNGpSWlvbiiy/u3r171KhRAwYMcC6oXcd6xg+VQ5kQHCEphwB1xIABAzIzM4cPH167MWu0W6jyMzMz+/Xrl5mZ2adPn48++siyrOeff37IkCFONgBqkwEDBlAjDxs2LDU1dcCAAdSJ1Dh0McXpp/FMNSXx0tPTKQECtXBqaqrz6g0cOJBKSE1NpWGTlZU1btw4yh5Er7yzQLmwycvZnfnmm29atmy5adMmBB1cqEcpPU/g1Ogs7xOADWFbzAa34a+qnPbBiusTt/zuL9i9F7ofhhASFgDB4PVix8499z++omPXw6PHoOwouF9D9eqS1okc9E8ADMIGtyHraL2zl/MnR6ixca7lqgMy4Glce316vsFpyTNxrfipwRgbNWpU69atHQupY7O/gMmLB9yCbNumg9lRUdUxvaOiopwI6xco6gkNHqEojRSleeOG9Lm5onRTlHHKJWtieo5o2apnRMQ1kdGNlAZKlNJYUXoqygtNm6/qmDShwa8eVJT4hkqUoigNFaVBQ0WJjlKio5SGihJZHRA9UmmkKNFKdWz0nzo8+f+OM4lPH3zlzyPVGeJ8k0f5WWLSny0oQ0L79u1rGzEvMPLC6ZGtnK2oEydOTJs2LTs7u6CgoKCgICsrKy8vLysrK/v8Q3Aod/pm7ty59V9WA/nZcxdkZa1e+NHcuXPz83OX5Wd/Om3KgZf/Pv2azjOvi/skdfiGKVMX5MyakzNt4bR/FKanzuzY5cNrO+18cuQ3k95bNm1STv7srAX5OQUfzZ6ZM3/WvIKs/Ozs3Kzc7Jn5WbNzs/LnZhXMycrJnhMsQz1ynlvUCJ1eQ+BghPr+58TcAM4TeWoj9/QQ/oRz2O9ZWVm5ubkzZ86kUxOcc3IhuCDJy0Gw5kWbL3bQUeHgfaKLEQJcQAgfs/2WAW5B8+HYoa3PjJxxZcdv7nsCX3+Hqgr43Ti0//N+aRN/3W5D/1Rs3w7NDe5nYH4wCUhDwgJsQIJBmBAMDBC021gD1OznorIXFS6gNgx+3c61LD94YATjQiUvWSt8M7n2OLvI5F7Ezm/U8GOqx1sqGBYzXX63X5pewCWFqVvC7YJdha2fbL63d+6l7XPap5wcOsbz5KuLY2+a2ub6Zb3uwZYvobthedxaRYXprdB9EIAFaAy6xZllCEuFpcKyOeM2q+Oh9Up4zhuwhpyhpD1/5DxXktSPOpuR3LLOCShAPh0CJaYK9hG5wMirtkc7yS8CZ/cBOD6+st7jbOcQNTYcqJ/qvKzO25mwGZgG5gKqOGBD+g1dL4f/ODas33TfQ3Njumb9OmbeZZ3mXR1Xcs+D2LQJrjKYHpdeoYGpEJpkEIDXgG7DNAU3dZgqbA2ccelElQiWIZSQ5xaiFuj7s2rPnwHO23iuBLhA4bCTHXDEv+A97GsDp4dAwenZns9nOPLX82vNykrODZUxyyelAUADVHDVB9uFykPY//XBBTM/e330d8+P9k6biV3fQ6uC1DUYbpg+CC+4xiwwCVvAZuA2YFtgBoSz/xhKmJ+mDS5+BA/UMM4cwSde7Frn/y9U8qrhKiGCIvwF0/a5FvM/I9hbzYHTPbU1CyGEFAyGBin8QlqA5ZWwAA5Tc9nslJSl4IdhHoPvFDwV8Hmk3+03VS+YD6gC94AbQnDdBGNgFoTFYBmwDXAb1U4TNdL6OaL+7M3zn1F3E52OGhX5+eGMUsePp045zzlqKD7nXE7qtRo5Li9sD/tfLAJjiXFm2NzwQ3gBn4DKYNnStk2Vuz3ypEeW+kWpYZZJfxVcKtwm51KD9AJeQJUwuQDjYCakJWGYMAxYJiTDDzlJz3VdwwgjJMLkdeHB0bykbXBm2NzSpPAALsDPoXKpc1OF1w+XD5VeeHSmwS/hqz4MaQpoAgaHJSTnnAtTwGIwTBgmLBtSCsAOk1cY5zvC5HXhgcgLXMCwodvQTVi2KbkHqAK8AGeAZcMyYGuMGzYTzAI3iZKkYLAZTA5LSEtwS5o2LBuGCcOGJcjHPkxeYZz3CJPXhYcfyMsEDAHDgmlwYWrgLsALMAvQAd2CYUjbMrlQBQwGMMCSxF+Mw5TSlNwCI/JiMAQsSA4O0MVh8grjPEaYvC48BGxeEBySAdyCUIXQmDB1CRXQOAwGkwubWza3DMH8EqoEuIDNwDjn0hLQJQzAgGCwBSxIC9KC4BCSrPVShodEGOcvwuR14aF6j1XAErAEhLSk9EF4wP2cS4vDL+AXMDk4t7kwLWmq4Bq4FBa4JQVjguuQOqADBoQArz5w+KbTAAAgAElEQVSJzWwwDiEpv8e5rmgYYdSHMHldeHDIyxCwBMBsMC9EJbgHti1sGAymDeiAZsHWhPDr0DQYHLqQJpeWKbkGqQE6RZUQEtyGbcOuJq/wZmMY5z/C5HXhwSEvk8NigM3B/BAeyT0wLWnBsGGbgCrhN2GqkvlMqRpQBQwO0wazIIxqtSsQsZ4ybticyMuGDJNXGOc5wuR14QJCQkhASBDbSBtCQkBISEGOphKCQ9oCXIBLyaXkdORaQDJIIasZqrosISGklNUXhBHG+YwweYURRhgXJMLkFUYYYVyQCJNXGGGEcUEiTF5hhBHGBYkweYURRhgXJMLkFUYYYVyQCJNXGGGEcUHiNPJygts7CR0pi/eZRHo7w4c5acENw+BBib+da/7HR4RxcUAEpTUUp6c4pAucz/UPztpfhifpiwankRcAr9eLIHg8ntqdXWMY1Uad40kEwjFLKSkKom3b9CFMWGEEQwSlZRVCUNx356fgoSICcXRDUViYvC5inEZeNESop3lQcsdQ01oohCIvyuvjaHZOaP3ggLPBYv2kNQ/jvEUweXHOKQMQD+TOqJHDIvhzqIEXnhovSpxGXjQCvF4vUYymaU4mxB9lEBAfmaap67oQgjFmmiatH2uE95bhGfIXjOCur5+8KCNDnQHXw+R10aPmstE0TfqBsnRIKXVdD3Xb2T6MBp/f72eMWZal6zpZ2UINu/+xbmFcoKhNXpQ00CEvZ8DwuvKb1RhFtfX6MC4OnEZefr9f13WXy2UYhsfjKSsro4uCE0AGj5JQhYaa90itq7En4PV6Qw27n6sRwjjv4IwHUs8pnbCsZeSqvYqswWK1SU2GHp+hhKlXmTuLcsL4cVFT8zp8+PDbb7993333jRs3bvLkya+//vrBgwdD5fgNVWioTiUjPYDNmzePHTu2d+/e8+fPJ1ubMwTD3R+GlNIZCaSkB2tedZLXGSZz/e9IJ0xe5ydOIy+fz2fb9tq1axVFeffdd0+ePNmwYcMHHnigznv+u2WjEOLkyZObN2/+6quvrrzyypiYGI/HQ0YNh7xk2GD/y0Bw4B1B8XkogitFGIPkgA1mMZMzSwomueBc2kzYTFD2EJMzi9k2Z/SPVZObLRgXdVFZmLwuJpxGXpRE++OPP1YU5e233wZw/fXXX3XVVcXFxR9//PGBAwdKSkrKy8sBbNiwoaioyOVyASgrK9u0adOnn3566NAhKufbb78tLi7et28fgNLS0k8++eSTTz7RdZ0Hthd1XV+7du2tt966bNkyR/OqPbzOdeOE8RNCQNrgNngguBhsIJDhCJaEDqiwVZiG1CVTYWrgsC1pMKnL6kiKHtvyc+a1DY+lWxB+SzMsndm64XLDsiEkWSdEwE3H7/c7G+j0Eznr0DKCc25ZlhDC5/NZlmUYhqqqJO3JkyfpBTEMgxI4Sykdp0XOudvtdl4ix5jr9/sty5JS0i26rtMrRg/VNI1sL86eQw0rc/gtqB81yYtz/vnnn7ds2TI1NfWFF15ISUlZvnx5+/bto6Ojp02bpihKbm7uI4888sADD0ydOrVnz5579+597bXXxowZ8+qrr06cOFEIMWnSpN///vfDhw/v1avX9u3bu3btunjx4gcffHD79u1SSlVVVVU1DKNv376KovTv3//UqVM11P4wef0SICAFOAMXxF8SDNVhFKUAF7AAA0KDrcO0hc6ZwQ0GAcPkXk23BGfMMvweCKZVnIKwuaX6fS7LVAGmezzM0E3d2LFjx4IFC5YsWVJQUPDNN98AcLlc69atKygooHmXMWYYBk3DRChklqXRSIYOn89Hv1ZVVdGHHTt2rF69+qOPPlq5cmVOTk5lZSUCftfER36/n+x0tm3Tmpdsu+Q4qes68ZdlWadOnXKWMowxehYtRMJvQf04jbyEENS1iqKMHj36xIkTXq/Xtu0777zz6quv3r59+2effbZy5cqoqKjx48f7/f5GjRpNmTJl1KhR0dHRmZmZR44cAXDjjTdeddVVq1atuu6661atWhUXF5eUlPTmm2/S7OfMgZqm/fa3v42KiiosLKxtswh320UPCAnOwavju0JwMA5LwpKwABv0v+SwJXyAD9LQmeryCcOCZcLngd8Dvx/HjsHjxalTKD0GXYOmWpahMWYIISBPnjyZkpIyfPhwl8v13HPPDR8+XAjx3XffFRQUmKYphCBdTAjBGNM0jdQxv99vGEZFRYWU8ssvv1RV1bIsWnMAKCoqWrVq1erVq6+44oqNGzfu3bv3nnvuITbUdd2yLI/HQ7ZdTdPIKkK+R4Zh6LpOap0Q4siRI/v379+1a9dbb7117Ngx0h7I+UMI4bgoneuOOn9xGnlRi3/11VcNGzacNm2alJJmpF69erVp02b//v0ASkpKFEWZMGGC3+9XFOW5554rLy9/5plnGjZs+Nprr+m63q5duzZt2mzduvWrr746fvz4V199deONNzZu3PiLL74A4Ha7y8rKjh07xhibNm1agwYNNm3aVKfNNdxtFzcgJBgDY0IwIRi4BduCZcG0YHGYEhRm34Tg8AFuQBUcENBVduwQ9u8xVq32TZ3p+cfk3aNfXdC33775BTBUcMuvqRwwbJgWM02zd+/eb7zxBvFUUlJScXGxDLLbAiDdx+/30/gnyy/9tGzZsj59+rhcLtLC3G73unXrnn32Wfp8/fXXk22kpKQkNjbW7XYLIQzDoArSPE3rRAS8Jh2TrqqqDz/88Lp16wCsXbt2+PDhpNYRfwUfyzuXnXR+4zTy8nq9hmFMnTpVUZRBgwb5/X5N0wzD6NSpU4MGDbZs2UL90b59+6FDhy5evLhp06br169/5ZVXtmzZMnz48AcffNA0zVdffVVRlEmTJn3++ecrV64cNWrUtm3bbr311tmzZ9PK//XXX2/VqtWqVat+//vfDxw4UNf1sOb1ywSXgkshBJPCgjAhTClMCBPChs3J6AUNMGAy+AAXmMt2AX64T+z7x7uzY1MKfx2/qlWHuZe3m3BDp2OLC6BXCmm6fH5YgB9gME0zPT197Nixuq7v3r07Njb2+++/nzx58ogRIwzDGDBgQN++fWn9+OSTT5aWlu7fv/+DDz744IMPRo0aparqW2+91aJFiyVLlti2TTT017/+df78+VLKPXv2JCUl7d271zCMGTNmPPzww1OnTr3nnnvKysqGDBnyxBNPVFVVrV69esqUKa+//vqpU6cOHjz44osvvvDCC2PGjNF1fePGjZdeeukbb7xRVlYG4J577lm4cCEC9l/SCsNvQf04jbwAHDhwYPr06c8///wrr7yyfft2zrnX6x0/fvyTTz7pcrlIxz58+PCcOXPeeeedjRs3Ali+fHleXl5+fj4ZNV0u14cffpiZmblr1659+/bl5eUtWrRo+fLlCJzKrqqqGjVq1KhRo7Kzs52lfu39oHPdMmH8tBCQpuSm5Ja0mbC5MLkwmDQsaXBpScFgSuiABugQOnSGcu5xGaXwH8eR/Zi38Jtuv/vyspgvW3Ve3Kb90TEvoaKU+06YQldNBi+gQuhCSvnII4889NBD27Zte/HFF7OysmzbHjBgwL333ss5X758+e23326a5rFjx7Zv3+52u+++++6tW7cahpGRkfGPf/zjiy++6NGjB60/GGO7d+/u2bMnmUdOnTrVrl27goKCFStWDBo06Jtvvjl69Ohll13m9/tzcnK6d+8O4A9/+MPmzZs3bdrkdrtXrFjx9ttvf/31182bN6dZvGvXrkuXLqVX5tlnnx0yZAjtD9AqNfwi/EecRl60MndU1mATFf1Kk48M0rppinDUbPpAd5HF0SnWsVA6p7IRMEyGaesXCCIvDVwFV8FNojBuW9LWwXzgKrgmhW0yqXKonGmaDS/0ozi+HwsWVzyYtib6mm/aJC265Nd5iSlYsxLqKa6Xc2lxAaiAH6pbA9CnT5/09PQDBw4cPnyYTFpjx469//77pZT060cffbRz505d17ds2ZKYmEgjc9q0affee29xcfEtt9xCNnjO+fbt2+Pi4mhf68iRI/Hx8StXrjx8+DBN6tu2bYuJiWGMLVy48I477jBN8/3334+NjX3jjTfKy8uPHz8+bdq0adOmdezY8fDhw5zzxMTEzz77jF63gQMHkg5I2wW0WRl+HepHTc2LtmlN06T+ILZijDnbMUIIWv9rmkYtS5ZFUnfpFtKxyU7p7Bk75RORGYZB3ebsqgT3E118zloljJ8eAtIS3JRcB9dAGbylKWAKaJA+SC+YD6Zmq0z3weeGpxxmOfZ8fezt8fPjuy9rHfPp9Tfuv+uxqdfE7H7rTbhPicqjgO43fW6/Kk3YqtT8OoCHHnro3XffJXs8jdXXXnvtgQceIG+JjRs3duvWbe/evbqul5WVJSUlLVy4kHM+YcKEcePGffrpp+3atVNV9eTJk0KIioqKbt26bdu2jWxeHTt2JEM7GViOHz9+5ZVXVlRUTJkyJTk5eefOnVu3bt2zZ09KSsp333332GOPTZ8+ff/+/S1atDh48CCAa6+9tqioyDAMr9f7t7/9bejQoc7ilPYow+RVP04jr3MtTBi/FNBrCQhuGkI1YEudwS3gAfwSQoDbgORC6garFLwc1imUH0BJ4eaHek+88tpZ7WJ3PDYIKzdg/WfLn3kOx46i6pRteHSm+bnh48zHhZ8Jw7S/+eab2NjYO++8c//+/TxwTLJ///7XX3/9zp07Afh8vvT09L1790opASxevDg1NTUrK2v69OllZWWHDx9OSEh46aWXOOeqqnLOBw0aNH36dAAffPDB5Zdf/vrrr5eWlpKyVlVV9ec//7lfv34TJ07885//vG3btuHDhxcUFIwdO9blcv3zn//s3r37jBkz/vCHP+Tn5wN4+OGHe/XqdfToUdM077rrrs2bNzszOs3x57qXzneEySuMcwAhhOSCmwZ0AxbAwBg0CQMwJJgGqDZsQxgVMEphn8D+LVXTJhXEJc1sdW3hnb3MaTPx7b9RegJVblRUwe0VqmbaliaZH8wD2y0tn7C8mso5P3ToEDk9eDweTdMYYydOnCAnBs45mZ98Pp/P55NSAqioqFBV1e/3k9GjvLycDvzSfuX3339P5HX48GFN09xuN5lByEmVnI1UVS0rKxNCWJZFHyh0XVlZGW1l6rqu67rH46moqKAnfvjhhyQJrVdIQzzXvXS+I0xeYZwDVC+IBAOzwQADtk9wFTDA/BI2wIWpVsAsg34CG1d92fvBOVdcnX/VDSefeg6ffIyTh2FUwfLC60WlBh+gwragSrggPGB+bhiWTqxEY9vxVCBnerJXeL1e+p784GnVJoQgWwf5ygMgjnMMu45ahIDPPX1P/OW42iNgPuacOz5iRHA+n88wDHqQEELTNGdPgKzACDj9h1EPwuQVxjlA9bJRwjYt22TVJ4PIN1W3bY8b3iroXuz9ft/Yv+d275bb7oYVid34u5Ow9VuolZBeH7xemIwxWNXmea7Dz6RHSj+YxUzbMhA4NEL+7gjsHQU7zRN9IBAakzzgHeIgApJSkve847TlxEQhkJWdPI0QFCLYMAwWCPAppQw+kISAQdnhRE3TSPnigfDo57CDLgiEySuMcwBaNoLBUm3Vtm1IWJZUfUL3cK0CZgW0Kiwr2nb348tadVnQutOWgen4ehP8lTA9gN+C6oHmg27btlQ5dMAPqQrL4DYTXABcgHHLMHE6iLwIDr8QU5BXffBlpKkFE43f75dSkrJGd5GO5hCQZVk8EGKMvnG2qhzedEiTPti2TZzlMKMTQuNc99L5jjB5hXEOIISQHBCwTOnnTJW6bbigVcIsh3oSpbv2Thj/UdIt2c2v39r9T/jnLBzYBd8J032iylfhtjwu2+OyvAwMEKaqweawBLO4bXPGhOQAAwRsk5mmSWYmOvyM0715iC/Iu8pReYJ1MRYIKUxiB1OMs0tOupVDi7RfH0xYwb5ExGuO4karRedBCDgPIZB2JIx6ECavMM4BhBBcwJLw2/AxU+c+wANWjtKdKFm19a8PLu6YMOOq6zc9+gRK1sBbDq0SvioIYZo2E1xCAMzQfabhY1w3YWgwvbA9YD7JDSZhAiYk/yFPgsMgtOfofFnDiUcEpYkJtm058ZoQcAZCwKQlpaRAiQ6vOb5Ezu30mQpxWsBhKwSCCdPBoPCy8QwRJq8wfizwwD+KxgVWHR7CCXojGbiUHJKDQXAYEiqHofuk7wTUw9i/xfWPN1bc2D378qtWJ91Y9eY7OLAPzGtxL2c6OPN7dckhmLRNC5xJ27BMv4Chw/DD9MCqglnFLa9uWSrjmrBNRg5TdN7Q2VuUUhJrOAziZLFyDlTLAL84BiwEDOoIslvR6s8xsTuRbYJ9GOliokIKs+5cScYyzjlZx6hM56z4ue3O8x8XKnk5/nucc2dR4JgqaLjIQCT+8xD0FiHg9EuSy0D4dgSpAMFmmp8f1JKOTiGlDLYEOceMAQCsOh6XBKs+2MM1GBoMnds+ZnulYcCSMGEbdGhRMAgGWXUC2glsXr7hr3cuaN0q74ortgxOx8fF8Hjg9XhtzQeoEqrBuYAQAb9zLqSoPtQtIVRLYxAu1Wdyxrg0dUuwkPGwzkE7Om0UOHTtuHQFH2I5T0CM7GywOorquYIMigfpqNLOq31hkxdtddNU5rxmTt2clCLnD0gwmm+dzqgNZ1P/XMnpjNoaqeqc0eJ8YIwxbgAapAEBLqACXghVmAbXDcMwOfPCdEG1uB+2CRVwARrgUXHg+4MTXsvv0fHDVk0+Tkk2xo7Fzm2w/GCW1+/zc2YCBsCAUKxDgjldX7vFar8MPylCdajTnsHX1ENeP7Wc9cjvREZ0hHGUzZ9NToewaL50lBIENoUJFwN5sUBGSFJkPB4PvXL2+Qdnn4uWJxQPjxYONDPTssLxITpXcjorHcd/kmZjol1iXlpqWZbFmSVtA5YB0xKW7ZPSLYRh2kI1oJrM6ymz3GXS6zd9hruKV3ng8sGvYuuWrY/3mdu6RVH7Xx/s9zCWz0d5KQxDCOEzVc3wwbKgqlz1AYKFADlnOe6d5F/qqOQOnOt//pYk0Ik6R0gEfCnOlTyhQCHJnAUv9fXPMA5DdRBlYCHPXmcL5YInLxGUXcaxRwSvsxwt/bwCSegoMjUWhsEW5Xr0sp8NznTnWKxrdwcASIB8FDiDZAywACkAC/BZ0DQNppd2AS0LmgqvGxvWVbw0+qMrWm244go8/DDy81F5AppPVXWvDb+o3o+EqcJ0kwW+zsGAgP5Ctq1z1lJnAEc9dKxd51ScuhHchjJoI+Icwg5aSDn2RPrmQiUvebrmderUqXXr1hUWFq5fv37ZsmVFRUUlJSXr168vPM+wbt06CsVJ0q5Zs2bjxo3FxcVFRUVFRUUbNmwoLCwsKiqiy4qKis6VnGvWrFmzZk1RUVFxcfGKFSsKCwvXr19fXFy8cuVKaliKKUpir15ZuH7luvWriovWLCssXrKmaHXR6pLC1euLV5R8s6rk81WrFhctmb960YbVhd8Xrtmfl33k7XGf/eH/llxx5cZrfv1l22u2tG7nfuAJ7Z8f7sld+FnJxrUbP1+zel3RkuUbli3dtGbpupKFRcWL1hSvWlMXSkpKCgsLV6xYsW7duvXr169fv37NmjWO/MEoLi4uLi7+qdutKATWrl27YsWK4uLikpKSkpISR5hQ1//UcoYCDUXq4uXLl3/88ccbNmxYsWLFTy1nqDLXrVtHI3Dz5s1SSlozOo5yFzB50bLFtm0hxM6dOxVFURQlOjq6QYMGTZs2bdGiRYMGDZqcZ/jVr37VsGHD5s2bR0dHR0VFXXLJJdHR0YqiREVFKYrSsmXLZs2aNWjQoFmzZo0aNWrWrNm5kjM6OrpJkyaXXHJJ48aNIyMjL7300oYNGyqKEhkZGR0d3bRpU7qMJGwY1ah5w5ZNGzePah7ZsLnSIrphi0bNGjZuEd24eXMlokWDyGYtm7b4VdMrFKWzojwSoUy85uqP2l27/Lrrpl152fRWV6y8tsvCNp3eaHB5H6XxVYpyaXTjKxpf2iyiSVRURHTzqCaXRTRqrjRp1qhpXWjSpEnjxo2bNWtGraooSrNmzRzxguFcf05AQlIv08ikrj9X8oQCDcumTZs2bty4adOm1OmXXHLJzylD4yBQhyqK0qFDh9r7VxcqeSFgLSanmB07djRo0KCoqIjm2CVLlixbtox0nPMKq1atWrp06dq1a5ctW7Zy5cqVK1dSSKnt27dTTofVq1cvWbKksLBw5cqVhYWF51DOFStWrF69msRYt27dwoUL9+/fv3HjxlWrVi1evHj58uU0Sa5ataqwcM2qlWuXrypeuHbZkpJFa1cuW7ti9eKiNR+tWVO8ft2SpR8tWrLgy8LCQ3MXfjtizKpbbptz3TUbH7hbnfPBV1mTPp/5r90T3lvxh7uLYlKKetyy/18TvsiZsXnxynVFGwqK/5+99w6vqzj6x/cWddmWG7bBhNBcId8E8ktISHgDphMwwbzhBRwwDjWEbsBgSiimmeLgigsuuEq2uq6uiuWOjZv6vVdX1ZYsN9VbTtsyvz/GZ3OsZslAeF+TefToueXcPXNmZmdnd2c/k/9VvnvDpo3puUlZ2endsZqenr558+Z169alp6d7vd7NmzdnZWVlnkpZJv0b5NYlZWZmYgRRX1+fnp6elJSEsu3u+u+bz+4Io8KcnBzU79atW1taWnp4ru+PE9m+2+2eNm3a0KFDcXUID9j/H3ZewtyJk2sxPp+PEJKZmZmQkEAIiYiIsNvt5H8f4djrdDoJITisORyOF1988Z577omNjSWEINs45vyAhHw6HA673W6z2QghERERc+bMufzyyzHAkdcQQpwRUYREEHsEiSDESRyE2AghEYRE2omTOGMiouxkBCF/JpELRoxedf7Fb8bHXEfICEKIg5AoMpSQawn5MCY29dKLZgyOvI6Qcwixk0gS2Y9ExZAIQiKwxW75JKbENmzYMGTIkM6X2Uz6ToXUBdm6J6fTec4556xYsQJVjP+7u/j75rM7klzhi/vvv98wjOjo6O+bzx4axEIEAwcO7JAJ/H/SeYlTS4HiJ5WVlYSQnJwcQsjatWurq6uLi4s9Ho+3j1ReXl5ZWenz+bxer8/nq62tLSoqqqioqKys9Hq9FRUVZWVlFRUVPp/P4/FgAZgO5PF4erivx+OpqKjAa0pLSw8fPnzBBRe89dZbf/rTn37zm9/U1NTs2bOnuLi4rKwMGeiuHZ/PV1VVhU35fD7kRzJWXFxcW1uLn+ND9VUOsjWkgwcPOp3OxYsXX3rppQ899FBdXV1paakUhc9fUVpRUeqr9Hoqvd6K0oryQn/JvqrivZXFJZX+Cq/Pt3t3uyu/aOJDGSPH77jlNshJbyrctadw97662j1VNUUHCpu+2Rn4av7aX4/98ryBB196Nnhg9/69+8q8deUVDSUeb1VNZQ98lpWVlZaWbtu2zel0ZmRkREZGLl++3Ov1FhcXl5aW4uOjlLqUg8dCPp+vurra6/VWVlaWlpZWVlb6/X6/319SUuLz+UpKSvBtz/KU6sDXqOiqqqrZs2cPHTp0/fr1Dodjy5YtVVVVhYWFXf62Z72XlZVVV1eXl5f7/f7KykqUQEVFhdfrLSkpOXjwYHFxsTTgHvjskqqqqjweT3l5eVVV1bZt2yZPngwAcXFxL7/8Mt5UPhqKy+PxoEAOHTpUVlZWWVlZU1ODzyu/qq2tRXtGbv1+P/4QxWsVvtc0vPLy8tLS0oqKigceeGDChAnvv/9+QkKCRLUV/3eTVEVXzsvr9RJCcnNzIyIi8vLycEf/DLY2ZGq1sJztkFIDS24ObneeWftImKF28cUXv/zyy5MmTbr11luh14mp3ITqtvLT4YIuc4t6zyc+skw7SEhI+PLLL6+44ooXX3xRCIE5CifbB2DAAQAoAAMNIARUBU0HTQgBbWEIaLBpx+pho5NGXAJ7dkLwKDA1CBACONpGDY2DoUCgvvWLj9aed+7+226Hoj3AFFAFYEHa7tmXKb61tbXx8fFpaWmRkZFJSUlgaq2vD45CkztcEoJCWHL0+tomzg/WrFkzfPjwDRs2xMbGYjmuMyAp8w670vK4krzsDJ5d/hapoqLi0UcfBQC73b506VLoPjFNAinLm1KzlC/yZpyaMS4zTrtjUv72R+G8/H4/ISQ7Oxv/G2Zmjd53Agtsk0zJAYsdI14dmKX6UDeSem4c3YFEIACAMWPGvPrqq9ddd90111xjGAaW4cI2MdujS7ImyGBT+DocDlvdCpgHX85ACFZjFULEx8fPnTv30ksvfeqppzBJBc2IUsqozvQQKCoEAUIQpLyFK+2sRdVbQFHgWDvs8+2899FVI0cdfuEFaKunwcawohkGtDcqEAAIAxw+Dk2NULRvy+9uXRh3Xtl7b0PTITjWCKoOYa6HKNU7pm4hhUIh7Cc1NTUOh2Pjxo0RERGZmZn4laIohgWXXNaC7awpAGhvbw8EAjg3YZY62BLhS45kWH6xS8J74QuJio4trF27Nj4+HiOvQ4cOYeOaSb3UCwoc25cWiNlC2Nubm5tlUW50HH0iwwShBoDKyspHH31UCEEI+fzzz3Vdx/og8jL5dPKIFVi8qjwHig8IZmU564iLBo9GK7O6DMNQFAXzCn8UzquiooIQkpWVRQhxu93CkiPeJ6KUouCkGmRSnFQq51yWI5EMyBY6vO1MnHPEb8KMylGjRr366quTJk267bbb0BxlTYCeiZkFLvF6GQmifWCVUzT3HjK5e2jcMAxVVQ3DQHMZMGDAwoULx4wZ88wzz2Bgq0vkT2YAV4EaiMxlcFCBaxAGFoRgO7SEIHPb4vPGfHXZFVBaCEpjC2ttVY1gEIACKMBrT0C7wUIBCCuwaOOykT/LvP1OKN8PrQ1ghE4CfvGuTVTmN1ZWVtpsttTUVEJIcmyCXbkAACAASURBVHIyykEGy6Kr4wpWK7KmPuJrlCeOWJiZBebZwx5MS1jOHsgXqJd169bFxMQkJyfbbLaGhgb0Bae1lg5kzRVAPg0L0o419jmzPDJuQmUIIbxe79SpUymlhJD58+eLU4/cyRtZP+ScBwIBTBRHq5OH3mViAADouo4DQIfWpDSkMf+InFd2drbNZsvPz4dTJ1a9JzD7rTCPSqDhog7a29vlcVxZ4R2p9+1bNQ0Ao0ePnj59+m233Xb99deDmWzJOe+5WSEEOix5slfiUskIET2XvFdf5QCnRvWDBg1aunTp2LFjn3/+ebAUiMLmgYbBUBHRATRgOuhU40Y7BI5BZUX9g08tG/zT4lemQ/B4INDYAmoAoJnS46C3gy6CqmhVQIA40Q77KpJuuGvJT8fAmq+g/SCEjkLQAA2Y0XWSvWQPV+Xcbjc6LyEEjuHCnPzii84tyEAMAJqbmw3LUVlErTHMYlfNzc0yqu1BdFYTFWY2IgDghDE9PZ0QghUbO7fTpYV30As3O7amabIoNwbdVmBrAMDR8Qz0jlRRUfHwww8LIex2+9y5cznnaFFIMtbDEAyHfIzH8ectLS2yHhKGwABw7NgxYeILWc/zyWEGX8gM8x+F88JpIy7Yu91uzjkWcO9ry+iSdF1XVbW1tRVXQL/++mvpERhjX3/9td/vBzMW412tL3TXPqLZYadCdY4ZM2bGjBm33377DTfcgAyctpEOt5P6rqurKy4u3rNnDxZzZoz5/f6CggLEaO8TUROySvaW+Pj4BQsWXHTRRX//+9/lFAwdPWMGYtADExIZlXEAFgZ6HLx7Uy6+bP35Y9pSkqDlMGeqp7bq489nL9+4ppo1uw5sXbl8xSfvfrhr5x6gAK2txW/PXJhwbuMTT8HxKqCtoJ6EuOmys0l0wIMHD8p1g8zMTGuXEJYgyPpb69gD5uLAp59+et99902aNOnuu+9ev349PmljY+O6deu++OKLuro6jH26kxs3k3ikVXDOkZPExMR+/fplZGQQQhoaGuTg1Ce9MMbwkcPh8K5du5YsWTJ//vxvvvlGPsWePXuwSDicEZy0PKwGAJWVlY899hgA2O12a+QlOUE/wi3Lo8IsBbBq1aoVK1Z8+eWXjY2NGK4eO3Zs5cqVSUlJXq8XfZlcr5QDoTQ5tKsfi/PCJNWcnBybzZabmwtnGnnpluWe7du3FxYWNjc3u93uPXv24LDW0tLy/vvv5+Xl4ZBCTbCnHji0knQ3OD9ljF166aWvvPLKXXfddfPNN4NZVs5q+l0SNeGfDBN8vb6+PjU1NRQKHTx4MDc3t7q6WlXV3bt3f/zxxxjD94mwv8nOL8xp4/jx41944QU4dW3YABoCVQUVuAH6SedFKQiqgFpbtfyDlT8ZWXrXPeD3ANVcX62/8/cTEpcsOX6krjF4rN+5A2e8PP2rRUuHDRpwoqEKWBPdnJV6yeWZl/0K9uwApgAFpgGjwLoiyUZ9fT0hxOVyEULS0tLARCW1dgnrA3ZoB52Uoih33HHHZZddNnny5OHDh69atUrX9bKysokTJ77xxhs+n09GCt3JTQbL1nAPFZSUlDRkyJDs7OyoqCh0Xrq5Btr7yF0Gm0eOHDn//PPr6uq++eab0aNHY3QTCASmTZt28cUXoyH1vllJVs1WV1c/9thjjDFCyLx58zjn1mresnHpQHAyGAqFNmzYcOWVVwLA888/f8sttwBAbW3ttGnTli9f3tTUJAdduRwpTJckhYZfCSF+FM4L87xyc3PRgoUQaBlnoDxczQmHw++9997hw4cBoKqqatGiRQAQCAS8Xu+iRYt8Pp9uHrPq0n/1cAthLoKgaxg3btyMGTNuvfXWG264ASzbZ6flU5oaqrO8vHz27NnYZkpKSl5enhCipaVl7ty5Zzx9sD5XQkLCokWLxo4d+8wzz6DnxfiRc24AC4CmgP4v56UBMwC0EKjVuc/es+Dc4Udeeg3CweL9e4Y54ue/+SEEFeDGijXLiJ2sW7nqaPVBByFz//mB0I7CwfI9t929aNDIptXLIHCMhZnBgfGu/bgwl71qamoIIQUFBYSQjIyM0zovJOk7MOxqaGhoaGjgnIfD4SlTprS0tCiKctVVV1133XVy/R6r/vQgOqsB4As0lfXr1w8YMCA5Odm6YN/5hz3bD0oeADwez4gRIzDN9b777sN4cPfu3W+//fbVV1+NLVBLXdReEpjgiEKIqqqqJ554QkZe3DJtlD6OmlBUOPXGmeCKFSuGDRvm9Xrfeuutt99+Wwjx2GOPvfbaa7gkQikNhUJYTc56U6umflzTxvLycjlrwLAIPXef/BczsYBRH8uWLdu1axdj7OjRo/PmzcMBpK6uLikpaceOHWDu9UjnJfnpWZ7csmIlhBg7duz06dNvv/32G2+8ESxrXqeVACpOLj1UVVXNmjWroaEhFAphaj4AHD9+vEPk1XsJC9M68UVsbOySJUvGjBnz7LPPchPIASVsCK4BD1MdMxtEiIMBQgdQA7Dftf4Pl68Yczmk5IJuTHrgvhFDz0lcte5Xv/5duivHU1lud5D3Xnu9ZNdeh8Pxzsx3QRjQ1tr+wWdfnH/Brr/eDS21PBgIAaiUyXECpS1fYP+pqamx2+1oAOnp6dJ5iVPXvLrTu6YhfBVVFA0AiopKnnrqGUq5251LiH3+/IVTpkx94YUXOYeTR9F71IvotOYlhFi/fn3//v1x2oiDYncRXA96QQvBKVVKSsqAAQPuvfdeXPlqaWkpKChITU298sorratIfVI9N1OFUKSYKtEh8pLy56ajAQuoP3r5d955JyIiYubMmQDg8/nGjh27a9euN9988/3338c4V8IuYi0lbpl7Ypt4rylTpkyYMOG9994bNGgQcmhd6DxLnFdFRYXdbsfICxfs8eE7/BA6UYcLcFjDCd2xY8dWr15dW1ubmpq6du3a48ePFxUVqaq6fPnyLVu2yG1Bdipob+dbdL4jWLKQxo0b9+qrr95xxx033XQTmNgDp21HCCH3y6kJtFJcXJydnX3o0KE5c+YUFRVRSg8dOrRkyZLW1tZe8taZpJeMj4/HBfvnnnsOLGCknHMBwAA0xgUFYAAGABNAGQRb+ZIPl1w0eMdd90HtCdYW+NUNf4iKixUA51/ys/MuGa9wZdasdybdcuvn78+yOyJceQWayiCoQWLywot+6prwCyjMBzXYpOoa4x0GCavFA0Btba3D4cAFe4y8OnTgDlLtbBjB4MkNx5aWtvfe+2DdukQAeOedmVFRMfX1hz/8cFa/fgO2bt1uvbJnBckX6AsSExMTEhIyMzMJIY2NjdDVmlQv1REMBkOh0IoVK959993LLrvso48+AoCPPvqovLw8Kytr7NixQoi2trbW1tbu3FbP7aODqK2tRedls9kWLFiAJid/Lg1DItNJ/Jz29vYZM2Z8+umnP/nJT/bt25eWlvbLX/5SCFFeXh4XF7d7924wAVS4ZdYJln1hzjnG9T8K5+Xz+Ww2Gy7YY+QlMadOO/JYr5Hr5YqioGSbm5sXLFhw5MiRw4cPZ2Vlbdiw4ZNPPvnyyy9xfoFzlg536Vme/LuIvMCcsYIlHxUDcp/Pl5KSgsNgKBT69NNP5bSxj2I+xcnGxcXJyEuYs3JhhvEcmMEoo8ANAAagMzAYtB5r+scL84fHV0ybDo3N7YePTJp8b1RMtAD41W8nDB150ZGWI7oRgLBy1y1/vOo3VzcHg4wCKAZ4KtKu/a/V40fC+kWgKW0a1XSqm7lvVuJm5FVdXS0jL+ual7CM57z7qZkUIGYIPvfcc6WlpQAwa9Ysh8Ph8/mWLl0qTavnhXDpBeRdZOQ1YMAAa+TVeVp3Wo3IEauoqGjs2LEAsHHjxmHDhlVVVT3zzDOvvvrqTTfdNGjQoC+++AJnptZwtcNaYZfEzA1EIURNTc0jjzwihMBUCW5Z85J6tyYVyqStOXPm/OEPfwCAP//5z7feemtVVdXvf//79vZ2IcSECRP27NnT1taGKWOYLyaDOOsLdG0/CueFC/Y48KKF6SbSbm/MQl4GAJiBBeZW9Pr169EOmpubW1tbGWOLFy8uKCgwDKO1tdW64NVL+/tOnBcS3h2hDYPBYE1NTVVVVVZWFg7sQojq6uo33nijrq6u993DSmCZNnZwXjL/yzRlgwlucKDovDQdqAGN9Tsm3rjiJ+cEl34J7UGg/KNPP4uKic7MdF1xxe/uue8hCtTrL3592ot333bH7n37KQAzAE60wZFjpU8+vmhkQuM/pkF7W1jRNM2Q6ZHWFAdmbktVV1fbbDar85L7WbJLdH78Ds4Ld/pzcnKmT5+O7R85ciQhIWH27NlvvvnmpZdeevToUZnA3IPQRKdpI5hrXj07r94MWshATU3NFVdckZeXl5iYeOeddwYCgaampsbGxk8//XT48OGY5NHc3HxmzktOGx955BEAkM7Lur0u/0unL8f7tWvX3nLLLR6P5+23337jjTc0Tfvv//7vtLS0rVu3Tp48ubq6Gn2OdfWKWxYlpfMSP5LIy+v1yshr06ZNUgH4LfSC5JXcDLj279+/d+/eY8eOoUalbrZt21ZTUyNtnVtC397cS3SaNr7yyit9nTYyS14MLhC0tLSUlpZWV1djiWbOeSAQKCwsdLlcu3btkqLrjSg63wjMaeO4ceM65Hlhm4JTIQQF0DkAB1AUoBqUF6f+/PLl5w6DvV9DezNvD4KA/Pz8d96Z+dXypEDAqDtS9/E/P1qxeDFXdZUaOgCnAE2t0HQiMG/2oqH9PQ/dB0ePCM2guiHdVodOiBxihj2OXrjmJVcDuSUc7lIdwuyEuE66ZcsWNCF0E998881bb701f/58jMXk5KhnspoTmmJSUhJOG20225EjR6CbKkE9N4tN4fL8zp07V61atXz5co/HAwBHjx7lnDc0NLz44ovyyi69Yc9sS6XX1dXJVIkFCxaApU/BqfNiDPNxCRgvS05OnjNnzsqVK3EJrL6+ft68efPmzcM4IBwOY+VwbEHm1nYW2o/FecnIC1MlcE3KauidRzkk6zVyU0laMwDIqsuhUAjTCymlbW1t7GSWE+vQDu+0E2/9Cru93CYfPXr0yy+//Mc//vH6668XQuAO92nbkd0SucVejTnWAIDHXLi5BdFlO52fvctrZIQVExOzePHi0aNHP/PMM9xcsMcWBOPAqGEYOoBChTAohIKghQJpKcuGjdjxX38AfykEm0DT9ZAGXDCDCw0EBZXrFAwQXAkEVU6DusoMgLAOrc2QkbJm5IidE66FyipQFKoquK3e4XgQMyOvqqoqm82GqRKpqalgboGhwFlXC/YdnhTM0UgIgTIMhUJWxHS0NFmqtgehyZviC4ym161b179/f0xSbWhoADM2lNSzLpBwTiDzZsWpFbmZWcmhpaWFdsqjtj5+D7eAriKvefPmYeOyHWqWR8KxE8xV9hMnTkilSDBxa8UGXddlwgRG02D6cTneUPP82Y/CeeG0EWcNOTk5Qgg8G9VLy5CXAYCqqnhY7Pjx4/gCFxo455gx3NbWhhmw3Fzzko10XpTpQMz0d5jkSSkdNWrUSy+9dNttt02YMIFzjrlj8uLu2kHXLJP9cMsGxzTZV1VVDQaDLS0twjxC1LmrnJZb6aSio6MXLVo0evTop59+WvKPLXDKQHAlHKQAQcp1aoAShtZmz3szvxx87omnnoXGai10DHS97XiLoahqQAENQq1KyFDa1DY1GAIuWsPtQV1VwwaEdGg5Dvt3bb7yirXnnw9btkJzswh3cYzUMI9/ovOSeV6pqalCCHR23LIu2dkMLHrnLS1NABxfhEIBAC4E03VVVcOqGg4G21U1jG91Xe1ZaKhlqW40lbVr1/br1y8tLY0QUl9fL4To8Dg968Lk86R9Msba29vb29tbWlowR0FRlPb2dnnrzkrv8sG7vAVae3V19cMPP8w5J4TMnTuXUiqLLTCzNjg3dydxjwvM/FJmrmbouo6bochhIBDg5lEhXITh5okiVBBybhgG+rsfhfPCaWNubq7NZsOY3/qQvSfDrAOKb2XwIk49MkbNkh/i1CBc/LumjXLKZmWPWeawMiaXV/aGt+5uBJ2mjcyyYAHAQXBVCTEADYACANWg6diev/190cARMHs+BI4ZrBUEBw4nKzuqAAZQ4KpQQQDVDQqcAgcBYAgwFGg52jh58uLYfpCeAYEQ6Lqc/XUpz7q6uoiICDQAzLCX0ujNg1OqA3DGDMYMdGGU6pgCLN/iNebfaUhYZlVy2jhw4MCsrCw5bew8pzttsydDXcuV1DI7xk/YqUsZp22zM9to3tZp48KFC+HUY4yyZWquioLlJCOasVX+8rfCsi0gH6pDm8J0Uj8K54XHg/Bg9jvvvJOfn5+cnIzAqv+rKC8vLy0tDV9nZmbm5+ePHDnylVdemThx4s9//vO8vDyJTrlly5bU1NTu2sk16ftjNT8/H/PFtmzZgsvMX3755ahRoyZNmpSeno4Q7C6XKz8/3+XKzM3JzsxMz83bnOHOW5eV/E1uRsOiL3JvuX1uwnm+Z17an7I6NWNdXl5OVoYrbUPqtpyCLRn5BVm5WbmuzFxXTnZuTnZuZl5mZq5r65adG9cm7czLOZyevP+22zb+5KdbHn3cu2b95pRUlIwV7xwZyMnJycrKWr58eWRkZHJyckxMzPTp091uN6Jxog3gxT3aQ7b1z+124Z/1w9xct/zrvRiR1YKCghdeeOGcc85JTEwkhKxatWrTpk0pKSmdUeHPTFnZXcHhn0E7mzZtysvLQ0TfRYsWTZ06FQBsNtuLL76YlpbmcrnS0tKwUABe2Rs7zLVQ52+RVVnGAa9BfeXk5PzmN7+54447ZsyYMWjQIDC3s6T/OkucF655uVyu888/3+FwDBo0CMFUI/6XkcPh6Nevn81mi4iIiImJGTJkSP/+/V9//fWnnnqKEBIdHY0X2O32yMhIBLzvkiIt9H3wicxERkYiiuawYcMGDBgwb968iRMnxsTEIJJ9TEwMQsIOGNCP2Eh0dGSEI9oRFWvrH9WPkImEzBs+MvmK399HIocSEhFNiJNEx8QNHzwsktj7O2L6OWOcMRGOmIioqJioqBhHrMMR64iIiEqIGxBJyEWEvOZ0bLjoojfOHfkLQgYR4nQ68cGjTIqMjHQ6nf369UPA9X79+q1du3bMmDERERFRUVERERFOpzMqKio6Ohovxg+7IYf1z+m041+Hzy1/vSWn04mcO53Oyy+/PCsrC40zMjIyISFBfvstCS0hqhP1tR1CSFxc3ODBgxHA/rnnntN1/cILL3Q6nQkJCYMGDYqNjcUyEXa7Ha20N3bY8zVOpxNViS/wtcPhiIiI6N+///333//mm28OGDBA+iwZsp0lzgtRJYqKijIzM/FwDI69fR15cvtIfW0/KysrJydn48aN2dnZO3bsWLNmzVdffVVRUbF3796kpKScnJyUlJSsrKyCgoK8vLzk5ORe8tlXNk5LWL4oOzt78+bNCLSfmJh48ODB7OzsNWvWIBz7xo0bt2/f7nK5kjYmbt5RsHb9mtysvO3bdiVmpxZvymx///0Nl45fNP6X/k/mlbjS09IT07Iz0t3u9NSM3Ex3foY7N9OVlZ2Zke1yudwulys9Jy09J83lcmckZ2alpReuX1f+9yfWXHLRxj9MaFmzfseGDRKN3opxnpubi2jraWlpGzdubGtrS0pKSk1NdblcmZmZCMOPARr+sAd59iznPkmvw68wpti+ffuGDRtqa2s3btyIxpmZmdnh+tPerjs77A5Uvk9s55iFl9atW4fljrKzsxVFwfuuX78+NTUVizDgJ1hQ6rRs9+a58vLyrBfLKGzdunW5ubmzZs2KiYmR+wxn27SxsrIyMjJy/fr1GBT0EUH7300Soj4uLs5ms7388sv33HMPfmKz2ST/AwYM+GH4MykyMhJfYGWAOXPmTJgwgZiI4xI/Pq5fLHEQe5TNQZw2YicOMpSQRwnJHH3560N/+nviHEJIXLSNOAhxOvr1G+Ak9khij7DZbQ5ic9jttki73U6chEQQQuyxUf2j7JHDCbmPkIUXj3xrYMJ1hCAufXcY6hgeEkJWr16NtXkkb3a7XSLx/+BlDYYPH75mzRr5Vor325MUiP1UOoOmIiIisJyC0+mcMmUKAGBEhlFSTEzMd8Vzb8jhcNx1110zZ84cMmQImKXm5RrZWeK8SkpKIiIi3G630+lcs2aN3++34rv/76Hq6uqSkpK6ujqv11tUVOTxeC6++OLp06f/8Y9/vOmmmxDqu7S0FBHiCwsLu2unoqLCijH/nROij+P/ysrKsrKy+Pj4JUuWjB8/fsqUKfgJYsN7vd79hftKq8vLKst8nsqywtK9+/eEi/aceOapNcPO2zb1KfimpLW0yFO894C35IDPe6CwtLzUU15aVl5WUlZWVlZWVl7qKyvzFHv3F3sKfRWVJYWeak9NuNzXsuqLjTddveGqq4wvVxzds6f0VMLfIid+vz8/Pz86OjojI8Nut8+bN6+8vLykpKSkpAT5PHmj8vLePHtnUPnugOq7pAoLyZ9XV1fPnDlz5MiRWVlZDofj66+/rq+v37Nnz2lb6yV1EIukvraDAPZFRUXl5eWbN29++OGHASAyMnLmzJnFxcX79++X1RWqq6uxl3Vph92JqzsZIrC9z5QeXlBRUXHrrbfefvvt7733nsPh0E+Fuj57nBcW4HC5XA6HY9OmTYZZsL6v1FdO+to+Zh7hXgwqY9SoUa+//vqdd9557bXXgpmc/Z3z3Fc+5RY4mHtP/fv3nz9//ujRo5966ik4deOJAW9noTCoWOgaBIdAs/rytK+GnOP/x0fQrECgHYyQDlwFUAwLhCEAiJMQ9QI0BpqmU+AgQgBhAxq82ff/cd4F50PiRgh3rU0JqFJfX484lHK3sU/Us41ZLa2v8pTXp6WlDRw4cMOGDTab7ejRo3JbuU+a+q70e1rinB86dOjxxx+nlBJC5s6dCyaUE5y6jdglb93JrfOHHX7e4fWjjz7661//+v3338cFe13Xrf36LHFeiCqxY8cOm82GCdYAgLAb/6uIWwBAsP9jAY677777mmuuAbOmObcgdp2WepMf1Fc+re4V5Tx48OAvvvjisssue/LJJznnVhSUoBbSgGpAgyFNCygiFIaDNdWT71l37ghl+XpoM6ClGbjWFGg5Fg6GNKrpVKGqZqiGphsaNTSu61SjAYUFwroBHEQbh7YwNNe6H7v74yGDYfFyaGvHPK8OoO/CzMyura0lZp7Xxo0bkTEEYKCUGibmevcy5B3+DIMZBtN1in+GcfIaxgRjomfpocSs2tF1ffHixUOHDs3NzSWE1NfXgwXyu6/a6VJfXWLh97WdcDgcCoVQUH6/HyFxCCH//Oc/0WJ1M2dForZIstpb53S8Dp93eHBunhVB0clvH3rooRtvvPHjjz+Oi4uzIq+eVc4LcxQxVSI/P5+aiZqdx8+eqa/K7mv70iOgqVFKx44d+9prr2GelzDBi+Ww1lduu3NeZ8An8oADXSgUiomJWb58+WWXXYYFOISZa65pGhM0zMIBPaAbDARAOAyV/pr/uWfV0GE0KROCBjQfA2EYFCiAwaAtABoHnQOjwChQCpQB5RrlGuPADeDtAAqDtoYt0x5efO7Q0D/egkBAMC4fUAofzNyi6upqp9OJBpCZmSks0P7CctKwe1EanKFrEwYFg4JhgGGAqnFNF5oGug7UAMaEYN3CuvagIwBITEwcPHjw6tWro6Ki8JxGZ/vp0sI7t/Z9WCYSmIcHAKCuru6hhx5C57Vo0aIOtV3wSFB3XHWXedvZc8kHx7f4+Mx0ZJMnT77xxhtff/31YcOGgXmI8myLvHw+HzFhoHNycuBUsKTetyksszZUD55xlQcd5FfcPOLT+1vIG4GZW8g5Hzt2LOZ5IYa9PPvas1LkBchGOBwWJminRKyWNV0kZFLv+eRmRigzUyIRzwshcYQQMvOeUso5FVznTAPgwUAL6EGo8u/67XXJ544S7m2gUy6UtnC7EQTQIRwERYOwDkEFKIewjsCr0NwcDod0wQEY8DCAwkBpPfDBa18NjYOXnoWWZmHohq4CcIPpihYWwBkzhBCcMhBQU2UezLaRtIx06MXBbG6O9ozqIFRuBA09xEEwgIACVMDxNmgJgyEgpABjoKoA4mSOKqcMM1oZMzinnFMhGPZlqRfZJ3tzMLuXegETMEuYuA7Hjx/nJyHJNGmxMmTuUrOnvR1eUF1d/fjjjzPGbDYbwkB3gMSRV3JzkQG9EnaTuro6ZmZ0c3PYbm1txRNXOAEUnfqdFCBa74MPPnj99de///77AwcOlL5VnGVghN+V8wKz1AJ2fixBunfvXpQSIkEXFBTg2TR5MPvf77yoef4DLNTU1LRv3z5cHuZmIfEDBw5IaOnvyXkJToFqYCgCDCXcBjQIZaXbfn51ynljYXcRaFqr3qYBgAJ5SSUP/WX2/ZM/n3T3u8tX7lZ1CBtQfRg2pHtWrsgoK/YxAwQDrjHQDTCCZXM/2jBkgP74I3D8OBgG01QATrkRNhQBnHID+L+cl53YXO5sYiMpZ+C8QAOhA0BbANraYffepk/nJm/7pl4VsDGtbMEX2z7+OL3arwMDtZ0zlf9QzgvPNra3t2ualpycPHPmzOXLl0sIIIxr3nnnHb/fj45GRjrMAop72v7ee+cF5iQO/SYAYO2+xMTEpKSkxYsX19XVoRtqbW3NzMxctmxZU1OTLGSDbk4e0vyP8/pWzkvqAABSUlKKiooURUlJSUH0QdTNzJkzt27diusvP5TzAvPkPTdrU9bX12/cuDEUCtXX169evbquri4cDn/zzTcffPAB4g18386La2HBdaaHgIXhm93uUb/IvvgX4KsDZjQpJzRg7Ufpp/9Y9bvfPP7ne2Zf87vXH31kGaVw5vYGuwAAIABJREFU+Ag89reNf3syqbjwiGCg65QzgxthMNqBtdavWpo87CdH7n4ADh8H3eC6JgSj3NAMVQBngn4nzotSPRRspQYYGrQ2w5KFh//7v5cmZ/sCFLbsgJE/eTzL3frAg/Nuv+mzUAtQDQCo9Fz//sgLezWCGmZlZR04cICYYAQA8NJLLxFCdu/e3WHJ6XtyXtJWcTRtb2/nnK9bt+63v/2tYRhPPfXUvffeCwD19fXPPffcsmXLjhw5Io+aggl9IyX2H+f1bSMvjLDC4fDy5cuxDE97e/uSJUsAQFGUioqK+fPn79u3D8zVgR/Keck+iQsBfr9/9uzZ2ML69et37twJJhihbPP7cl6MA6VcCzOqAlOBKfqm/JTzx+y88g9Q5AVmBIxWBQwwoL5cqfSBpsMLz2YU7Qc1BC++mHH5/3tv126gGhgqGDpQpjLWBsZxYM2hrOT0kaPLrpsINQ2gG8LQBaecU51q6LyE+G6clwCuqkANSE82EuKeW7sGQhRadfjgo+qY2IdLymDliuZBcU9uzQVdBQEG49oP5byam5uFEPPnzyeE/OUvf8nJybnwwgt37NihaVpJScnNN99srf7XpWZPe7veOy9mOeqraRpOaVeuXDl06NDa2tpZs2Yhhv0TTzzx+uuvy6q9iqLItV10UuI/zus7cV6oAErp7NmzEave5/N9/vnnlNLq6uqGhob09PT9+/dzzq1FBPrE/Ld3XsLiX7CXHjx4cOnSpTif3bx5c1JSUjgcPnTo0Lx5806cOPG9Oy/OuK5RQwGqAg21p6UlDr/Ye+MkqGkAbiisrU1t09sFCwAzoK4epk9PrqmChjoYOvDx558veW2G728PpR+tBaaDQRXGW5neCPQ47MzLunjU17+8BrzVuIrOqC4EM5hOgX1XzstgethQmlpBC8OE3y+7+qoVX62E31+7cE8xLFjS4ox+KD0d5sxWo2x/zUzTqICQHqT8h4m85ELBiRMnJk2ahMm377zzDkY3J06cmDFjRmRk5IEDB3RLUdsOT/0dOi8wd5Yk6A3OBD/44ANCyIwZMwCgoqJi7NixO3funDlz5iuvvIIbmjiPMUxgEvEf5/XtnRcOCyiTurq67Oxsn8+HB02ampq+/vprXddXrVqVl5cncYh+EOeFHGLoh0Al7e3tO3fudLlcZWVlCxcu9Hq9AHD8+PG5c+cePnz43+C8gBrUUMBQQQueWLtm3dALGu6ZAoePCj2s8naNK0aQgga6DstX7Zq/cHNbK2SnQSSZOn9BMD0NBkX+/auFRwQFVQ9R3sqMw6AfgaIdOaNHb7rs/0FJORgUKKXGyZmjAZQDE9/Fgr3BqM4Z5VBWDD8975XJ9+dUV0NE1JP3PZjX2ASPPJnz6MOFzz/jT4ifcvgwUAFBVfmhnBf+KhwOt7a2vv322zfeeKPT6bzyyis9Hs+sWbPy8vIefPBBQkhiYiKeYf6+p43C4r/wFuFwuKWlZcaMGZ999tl55523d+/e5OTkX/ziFwBQVFR0wQUXFBYWovUih8ik+I/z+k52GzGBRSY0hMPh1atXHz582O/3JyYmlpSUzJgxY+3atc3NzVaY/D4x/+2dFzXR2cFCuJrr9/vXrVuH66ZNTU2ff/65VWK9Z1L0YbeRc8pAMMpU0EMQajuy/MtVA0c0TXkCjhxjekgTbVSEjZDGQtDWDu999FXu5lKdwo58iI3466Ivj3q8EEMem/NenaAQVgMcAoKfAO0YePfkjLska/SlcKAQDAaU4Zo9E1Q6L8a+tfOiXKUirEFjI5w74v4/3TWvuRXOGTbtrj9vPNEOAQ0a6uFn49994snFARVUChSA8h9mwV7C+H322WfnnnsuY+yJJ54ghCxcuPDuu+/+7W9/e8kll9jt9vvvv7+xsRHT3L5X52Wd+lGzJtDChQtvu+02AHjggQcmTZq0b9++X//613gZQlcjM7gtZpXYf5zXt3Je3CzooOv6iRMnDh06tHnz5tLSUjRBxH5bsmSJ2+3GmPyHTZVgJpCTqqqKojQ3N5eVlW3YsAExdg3DqKmpeeONNyorK79v54VGzIUOehiCbUcXLVrR/5ymvz4JR48yqmi0TaNtQjNoUBxqCP7t2X80BURLAIIt8F9Xz/zL1EVfrqy96NxnS3cDZRBQ2zgEQbSDegIqitzjRqVdfCHs2QcGA8atzot+R86LUq5q3GBAGbzw4pIrfzl1+w52ztCHvlhSf6QFdn6jTH1o7eTJC4MKHG1pogCajjlKP0zkhXtKa9asGTJkSGlp6ZtvvjlkyJCqqipFUY4ePXr//fcTSxmHLjV72tv13nmBCVgmwVSRt+uuu660tPTdd9999tlnGWMTJ07cuHFjYWHhPffcg3i/shGcN4gfs/PCJFVMX968ebMQorvjFz1TMBhEjxAOh/1+f2FhIa4igZlcGggEioqK/H6/NV2bd6Lu2pdZMJicBQAXXnjhjBkz7rjjDnRezAIt3TP/YGK2GYYRDofr6+uLi4s9Hg9mSGPMWFJSkp2dvWvXrs4c9synNaBDTqKiopYuXYoZ9sJ0XpJhs1NR0AIQaj/0z9lrh4xseexpaG4xaFijbTptA0r1kFHmOZTq2hbSQKPAKHh88Pmigg//6dq9M8Q00CiovJ1DGEABpRnq6zJGj0u+4FLYcwDCGqg6V086L4WqKtNOJjRRdri+wYZQujaSkZXZ3dN1lgCmRgYDhmAgBBxv0lJSd378yYb0jIPBEHyz78T8RVl5ebWUAwejJVDPuCaEMAzNMDRKdUp1qwvr1DKTeZW4jI27hOi8eqkLK2GXxqdevXr1559/Pnv27P3798u1sPnz5z///PO4aIDTsT6RHBEppbW1tX//+98BgBDSAcOem3W2hGW9hVoS6DMyMhYsWLBs2TK09pqampUrV65YseLo0aOBQAD3xyXPcgzm5g6mzGKdOnXqNddcM2fOnKioKG7Z1jyrnBeebczLy4uLi8MFKTx7AX0n7PkyrJCSlWthiNQMp57v6z1xS9H2cDg8evToN954449//CNWDwoGgxIEFb1blyQnjHIgYoxhOSmwYJkrimJN/ugTydRW5Grw4MFLliwZNWrU008/DWaSIfZPXdcNykNKGIBCuA2aTtS+98H6wSPbn3wejhzlYABoQihMDTGVqgaEDdAFNLWGggpQgHYOIQ6MAzOAg6FD0OCK4BqoAag/lHPZFevOu1jP3w4hFSgHygSnihY2mM6AC6xrb9CGQ/U2QrZu3kIISU5NkSnd7FTqXitgqEINa4wxLkDRQNOAMWAcAiHQNKBMhNXjjDcDGJoaNl0VFYJhzNUlwqrVVtPT0wcOHJienu50OhFJvAf9dkdCCMMwMM8TFST1K2eUwWBQCIF5PH1tH3+CuMzV1dV/+ctfOOcOh0PCQGNiNnRzsNHqtcFc1cLH5BaYcmGBq5dfdWgNP7z33ntvvPHGmTNnnnvuucIM/eRlZ4nz8ng8DocDT4dkZ2fjQ7W1tWl9JMMwgsEgJgFyM3EZy6LgFolM72KM4ewMqfe3oJS2tLSgHXDOL7vsspdffvl//ud/rr76amrW5mhtbUW07+4aQXRwDN/QZ1Gz/BRySE2g6tbWViwg0lc5aJomzKxIIcTAgQPnzZt3ySWXYNFZbBlNGZ2XAGBUFU1HobXl0Hsfrh14buCZF6GpWWUaYyGqtWvBtlBbe2tQaQ2HDdAD4SZFb9NAPa62nFACms41zQhr7WEjqFMDBIChw8G6gl9esXTgINhXDAEF2oLhpmZdUwym61RrVwJMcMYY1Q1vucdGiNuVHRUVlZGRoXU65dfhaCTSSd0pKlUMrjGmCk2hqhLQNEUNQygEgaBKOVO1YFvr8XC4WVdatXAb00OqElKUkKKEEOFeVcOapmia0rlxRVHQyy9dujQ2NhYjr9raWhxmVAv1Ui/CDLp1XQ8Gg1iAFu1WUZSmpqampiZhbkP3Ve+4gY7dp7Gx8ZFHHtF13el0zp8/n5mFGjHnWVVVa/+ST4pOubm5GW0Sa7KFQqFwONzW1oZJElhdAeePaMPyLCrqCJvSNO2RRx6ZMGHCK6+8ggezwYIQfVY5r4iICHRe+/fvlzr+NsTN2jnWD+UYfmbtW1vDch6XXnrpjBkz7rzzzuuuu+7M+LSKRXJovaDzyNYnPrEFQsiSJUuuuOKKadOm6SaUJZJm6DpHbAgKhgJNTcXPvbA2YRh79W0IKQozdC0IwgBBQYBKWUANCggxaAUIMggGoaWdtzLBhQABlAFVNc50AMah4WDprdevOGcgK9gKbWEwODAOggvgAjgFdhKTQkCgrT02OmZj0gbr6NVrCYKJrw9cE5oa4DwMwIUAXdcFGEKEABQEwOBayETq5139dStPt9s9YsSI1NRUm82GI9MZzAxkYoFVBcIMSaxhOJpEX9sHE85ACHHo0CHEsMezjXLm0cuArkOUJMzVfaRe2uSjjz563XXXzZ07Nzo6GgAw+pPfniXOy+fzRUZGJiUlOZ3Od955ByFA+wojmZOTs2nTJrfbjSCiubm5eXl5CNSdnp6eY+Jt5ufnIxJmfn5+d6CR3bVfUFCQmpqal5e3devW/Pz83Nzc4cOHz5gx4/bbb7/iiiskLjhiYCKsZZeEX3XAqMSnRgjN7OxsRG3dsmXLli1b+iqHrVu3ZmRkJCYmYhHDrKysuLi45cuXjxs3buLEiS6XC2+Unp6ekZGRm5+XnVeQ6c7JdqXvSt9Yv37d9gemZoy82P8/U0pSMlLc2dkZ6ZuzszZlZ7td2Vk5uXlbct25G7Lcq93uDXmb01zbU7K3ZW7K35GfsyM9PdOVnePK2lTg3rZrU0HN2pW7//DLr0YM2PfpZ7sz3Ltz8rdku92ZGZmujLxNua687ExXVm5+ntuVvWbVapw2ogF0B+jepYJyc7LdmWm5rqz87E0FOZsL8jcXbMrbtCkrL9eV595ckL+1oCDT7U51p+cXuHdsznO7s5Jz3JkdEO5N8PuOyPF4961bt06bNq1///64YJ+SkrJt2zY0pD5Bzm/fvj0/Px81m5eXJ8118+bNBQUFGRkZ+HlKSkp2dvb27dv7qvf09PSCgoKsrKxt27atXLkSMewjIyNfeuklWVEhOzsbe8emTZs6SFI+C6KhYikJtJOCggL5vNgCsopXynY6IKlec80111577SeffBIREQGnhl1nj/Pat28fbjaNHj3abrfHxcVFRUUhqmpfCZG2EaM9JiYGEbsltHZkZGR8fHxsbCziu3eHHd4DxcbGxsfHExMkPioq6q233nr66acJIXFxcYQQvKkEX++S8LcS9js6Ohovxk9iYmLi4uIkFjghpK9CiI6Ojo+Pj4yM7NevHzI2dOjQ2bNn33LLLfHx8YgEi7jmcXFxkdFRMf0SiNMxeFC/AYSMI+TVwcPcF475hy36QpvTHhsfGxnVP9IZ43DYiY047M7oqJjYiNhYe3Q0sTkJcRLiIE5HdFxMf7vdPnDQkIEJwyNt0VGEXGUjc6JtmaN/ejUhP4nq15/YogmJctgjopzR/WKIg0RGR8XExUZFRCb0HzBk0OCk9YmXXHKJ0+mM7oqkYK2Eio1wkugoe7+YyLiY2EhHrI3YbTYSEUki7HF2Eh0VaY9wEhuJio1KGNgv1mYjUdGOqKiIzn8SrN3SeGRkZCQCvV555ZXJycnx8fFoooQQKwZ8b/RCTGzY/v37I8o7agF1FBkZ6XA4YmJi4uPj8eIz0DsqHVX8zDPPMMbOPfdcQkhCQgJ+GxMTI9HoO0nyFOrfvz/2F7TJiFNLEKDF4iPIroSakq/79et3//33v/HGG+effz6mNAoLdMJZ4rwaGxsJIfv27Vu/fj1Cg6PL7+vII8c0DH8kbjoGL7KAjSxF09eRE0eVtLS05OTknTt3ZmRkrFu3rrKycvfu3atXr8YGMXSSqN5dkgTpl3EWkvW1HB7PIAhFYHisIrNp0yaXy5WYmFhTU7N9+/YVK1bk5OTgQOpyuVJTUzOyMlMys9OyMpMSVx/ITju+cYPr9j9tGDrSd++UbxJTEjOzMlPTNmVkbs7J25SX78rNSc/KdWfsys3clp250ZWdlrupKK+g0J2Tlpm1On9TVmZmeuL65NysnF35uXs+/2f5zXcsSzjnwCfz8lcnbUvP2rWpYFOOOzU9JSvXleHOzHRlZWW7sjIyNyQmbUhMamw4nJ2dnWlSVieyPqNFda7NW/LcOWnpGavTM5Jy3AUFm3bm5+dm57gLNu10u7bm5hRgBOp2u7JdmVlZGV2WGnK7/2UbHSgzM3Pz5s2pqanV1dVY00jGF720HCSM1rOystAAcnNzMzIy0tPTsdQAos5jFONyuXqYAfRAGCjl5eVhIB8MBjGKz87OTktLS0tLQ4aRgW7k6Zb8ZGVlof2gZeKV1rmC7ErW8k4y8lqxYsWuXbtef/312NhYOVOWexRnifM6cOBATEzMmjVr4uPjEXIbAbD7ipltRUbHFhABXb614o5/G0x0HHgJIVFRUS+88MI999wzcOBA/ETewspJd9xaocrxejwy0puf90w4ulo/WbBgwVVXXWV9aofDYbPZHBFO4nAQpyPKSQYSMo6Q6UPOSb/wktdszpGEEEd0JLFHEbuN2ImNEDux2Rw2khBtGxgdQWyEEDKYkEHEQSJiiM1GoiKdERFRDps9kpDxhCzvPzz3kp9fS6KHkog4QqIIQaXaIu3EQYiNEBux2+1REZEOmz1pfeKghIFdCqqDZjtdQRxOEhFFbA5CiNNui7HZnYTYCYlwOuMJiSDEjpeRM7IrlOSIESOSk5OJaTndYdh34tNu/sn3/7rACtgfERFhs9nMi50dftVLkgUWCCFTp04VQiCkvd1udzqdkrfTWhf2Hcmk1ZY697IuW8BrHnrooWnTpiUkJJzNa16EkLy8PELIypUrfT7f3r17CwsLy08lj0nl3RCCZ1dXVx84cKCsrKyioqKwsLCysrKysrKoqAgBtrEd+QKpA2h3d+2XlpaWl5dXVFSUlZV5PJ7a2trzzjtv+vTpf/rTn37729/W1tbu27evtLRUou931w6ifeODIPS4BCxHLHPECC8pKfH7/Z35Oa0ckAH5OHV1dVh5dMy4sVMf/mvtwbqSstIyT7nPX1HmKS8sLfFU+Q8U7a/1ljfu28u++XrP809/OWLQwb892rptZ4P/UKOnvnBnkafm4H5/aXHp11W+fRWlpcV791b6Sqt9ZZ69pZ6isur6in0lOyrKDnj2H/B6KotLPB6fl+/ds2XUz1IGnXdw+aqDxSXVxcWVpcXlhYVeT1lpeVlxeVmZr6KwqKSopHjHjh12YtuUl28jZNEXC7xeb3FxMUoS0etRCJ3R6E08dU9paXFZeZG/0uP1VpSXeysqKkpLSz0en99fVVRUUlNT4/F4SkqKEFu9O7lJ2crXZWVlxcXF5eXl8+bNGzRoUE5ODiFk+/btXRqJ1IvHV+7xlZd7PeUen6fc7yn3e8v93nKf31exb+83VT5veVmJp7zU76soKSnxer2V/vKS4n2lJUW11TUlhZ76umOlxVXlZVVlpb7y8tIyb1GZ90C5r7DcV1zuLSv3dqt3tCJEkc/Pz3/wwQcBICoqatq0aX6/3ypPKVI0ZgShLy0txbcVFRX79+9HeHt8rtraWoTG93g82At8Pl9ZWVlJSQnK0+v1yjoDUmj33Xff9ddfP3PmzMGDB4O5GXW2IamWlJQQQnJycpxOJ6YXn3GSF1hAB7ER/C8sxYTBkmF8ZiSzW8ePH//mm2/ecccdN9xwgzWbTGZmd/dz3K6SPPBTYcVxw8iwgND3iWTSMzchdxISEpYtW/azn/+/F16cxgRXdY0JLgA4CAqCAmiGDoxDezucaKz48O1Vl4w48dJT0N6uHGmBMAAFFaAdKEAIRAA3H4NtJ0AYYHAwaJsS0LExykAAw8rbJ46VXvW7TSMvgr37gBnAKHAKBha1BgGgc8EABMChhnqn3ZGRlu4gJC01GQT0dUdYWE65y7eyhQ4m0SfC7bk1a9bExcVlZmY6nc5jx45Z2+yCGeCYxYZ7qSbSPwdBAQwQKqMK7ngqigLAATQBYQCqaQbTQQkBcKAn+zgVoAlQBGgCDHayZsDpefZ6vRIGeunSpdD9FiEzj2TLPoJmLJPCOhuz1XR7aPP++++//vrr3333XayYjWZ/tjkvzLB3u902mw2xjTRNQ5EhGb0jFDEmN+EnQgjETZWox4qiIG4RXm+l07bPzcRX1Cul9OKLL3722WdvvvnmCRMmgKWgJlJ37QgLzDH6F8yRMQwD4XrRemSdqL7KwWqmQgjGWL9+/RYuXHjBhT/929+fNBhVdU2nBuUM/1MAgSijqgJtzb4P314yYuCRZ/8Gx4/y9iCojKv0WDDUDqBTAyjTwqL5eBCAMi2sN4VZCEIUQgKYpoqwIjiEdaYyBQ5VbRs9fl10AuzYAUoIVAUMVQ+HDF3VNE2nhsa4IYCDqK6tsRGSmZ4R5bC7s7OYQcPhMJ6RwmQiaiLZd0l48gETnTB/CqWHyyuhUAjPsaIN9Gw/1hsZ5lEHAFizZk1sbGxaWhohpLGxUXbprvXCqMGobjDdQEhljRoKpcFQ6KhuNAEEBQRVvSWstYfVkKqHAspRAaHWthMCgBpgGBBWKAeh6iGNBjQa0GhIp5pODUubXZA1Daiqqko6rzlz5qBpGWY1AEw6MwwDswjBRBvG1EjOOaYioqFy89QwHgYyzBECR2uZqIiiwBbwXpMnT77hhhveffddPB7ETLT7s8p51dTUEDwdQkhOTo4QAjuz9Vc9uHmrv8eUQpkAjW9RslLosux4B8Z6eQu0Wrx+/Pjxr776qsSwl4mvpx3h5R078Ibouthj0Rzxkz4xKVM60UAppf379//iiy/Gjh/3/LQXBIDBKFalMBjlAsIh3dA403QIB6C9qeKjmV8MGXD06Seg5QSEgzzYznUtzEEFaGgMtjQDM0BRgIpgMHgEKDAFghRUABAMqAoCDMoBNDh2aM8vfpUx/Cewew8YGnAKggI1EMlUAFAAlTJFUysq/REOZ06220nIhqT1IE7CrcCpp/C6I81EZ+fmiQLUUTAYlHEEihczQntQSgft4CCnadq6deuGDBnidrsJIVVVVSjV7vQirPEWcAEGgAoQBggBhJgIBpVWARBSmU5Bo9AaPqGJgKKpx5tDQoCm4W8pgxCDEAONA+PC2ma3/KPZCCH8fv/DDz9MKSWE4NlG64NLniXneKalra0NXQwOAJjIqigKngoAAMMwEEmVmUD1shGpKRSaEOKBBx648cYbrc5LnH27jR6PByMvu92O00YZr0qy/op1Q2DGPvLnbW1tMuxCqAYwj/gY3R9v7K59YRYaQN9KKR09evT06dMnTpx48803Q6cjR921g5ECBnGKoqCmNU2TALtgmZV0+G0v5QCnTp0GDhy4ePHi0WPHPP3sMzo1QkpY1TV0YYwJYAAcGDNAD4LSXDfnk2VDBx9/6kloqKVKG0CIM7UlqGsAgTAEg9DUDBSgWakU0KgEgswABeBwwBCgCxqgnCmaCjwEtd7N436eft4lsHsPaAroKgjKdQ0HaQ6C8ZO98VBDfaQzIisj00lIeloK8JOlTGSoKyyn6DsTmE4f0dyw16EMDfM4jmEY8tvu5CZvIV/L06yJiYkyzwsjr57sU1AmKOeUMYNxjXGNcZVxVTdCAKBqXKfAGFAKJ46DpgEFCBrBoMKDCjAOwTC0hYI6hA3RaohWg6kYHjMDOAPOobsCSGCeMQSA6urqRx99VAhht9vnzp3LGMOJIRIzYSoAAJ8xEAhghj2YcCzSeBhjuq5zzqULwxvhACm9kjwzhA0yxqTzSkhIkJeJs+xso9frJYTk5uY6HA63200pxVi0ww87jBudSdd1eR6wpaUFVxOLi4utcdC2bduqqqrAnLd3bryH9qETjRs3DpNUO6x59awUawvo73Rdr6+v93g8JSUlPp8PIZ8wuaEzKF0vbyH/M8bi4+PnzZs37rLxzz7/HAdhMPqv6ECcTDhXdQVoGwSP1S+c89WQ4Qcf+CucOAoizIxmVWtjArx+/YMPty5fcXDhFyWbdxzSQWlVGoDBrq+Pzpqb1YKLXjRIOaNUBwhCxX73qLHZl1wGhYUnsVYF5cwQnFJKBYCqGZQJAVBTU2Oz2TLTMyLtNnd2FkDXkVdn+SOhxjHOopQmJycjXq4QoqCgYM2aNYsWLfL7/dgt29vbT6sa+ZqbazRr166NjY1NTU0l5sFso9PB6X91bGAcmBBMgIF/XGhc6EIILoBxOFQPUx/6ZOpDiyff++VTf19d26C2qfx4K1RVs89mp2ze6gkousrbKbRQaGOCMg6cgmAgOAjRrd7loAgANTU1jz/+uBCiu8gLzAFSjhAo6mPHjs2bN2/hwoWzZs0qLCxELxYOh1NSUj7//PN9+/bhxEL2Kbn+Jf1mD5GXVY9nifOqqKjA3Uan04kYuHJSbb2sN8TMOV1+fn5hYWFjY+OWLVsOHDiAbqWlpWXmzJkY3CmK0mEAP23jckVJRm1jxoyZPn36XXfddfPNNwshZK1J0eNMRz4gM0F1Dx48mJ6eHggEDh486HK56uvrNU3bv3//+++/jwVm+iQHuU4hzWPAgAGLFi0aNWb0088+g5ERThtVXdNVA3QAA8JGCCAE6omWVSsSh19UeddkOHIEWDgQPBxW2jQFHp46Z+yY6fX18NTfyq/61YcBFQJhOFILN10768qrXmsOg26AomiaLhjVgTdD6bbsMZds/f9+BWXFwDSuhYEbjOqC05M9/6T3FDU1NU6n0+Vy2QhJ3piE3rwDJI7ovqQYmOeZVVWdOXPmJ598gmhT+/btmzhxYlNTU15e3p133omHn3sWnfVGwjQnzvn69esHDx6ck5Njt9vr6+uZuTbUvV4Y55QLnQudC+2k8wIIBrluQF7ewStEPXNtAAAgAElEQVR+8bebb/rkxuvm33zjZ4caQRPw4cfZd9/9QWrqoWNNoHNQeFiHFh3aKDcoBU5P+i8QrAfmJVVXVz/22GOMMem8rNEAtyBA4CNjtNXc3PyPf/yDEKKq6rvvvjt06NDW1lZN06ZMmfLwww/v3bu3Q/WgDj6LW7Dthem8Zs6cKRfswbJvcJY4L+uCfU5ODo4JndekxKkDY5eEg0lra+tHH32ExlpUVDRv3jwACAQC5eXly5cv9/v9OFZ3Dvh79hHy7mjQADB+/PgZM2bceuutN9xwA5xa57VnX9Nh39Pv9y9atAjfrl69evv27ehqZ82aFQgEzkAO8lt8xoSEhKVLl44dP+65F57nIFRd0wydcsYEBwGgA+hC4WEBQTBa25PWbxh+SekNk6CuEZjGIaAZqhaEP9/5qY1MWbIYnnmi+br/Smw8CoEAFLhgUNzjt9y28tARoBwUlYXDnKsqaEdhrztt1AVfX3MN+MpA6FQNCa5j5IVjgG4wyoQQoq6uLiIiwuVy2W0kNWUjWPYNZZcQ3TsvYVao/Oyzzx588MHW1lZ8+8ADDyCWcTAYvOaaa3Jzc61Tpx5UzC3LN6jTtWvXxsfHp6eny2ljl/o19SLjI8aFzoXCIcSFolOFATAB+4tbGo+ApsG6dYF3390T1iE5/eAFFzy4YnmjroCiQiAMKtd1aNOhjXLGGHAKnAEIBkIX3fgvKxRHRUUFLtjbbLYFCxYI02iR5JAg5wrSdO+8807coHzjjTd+9rOfhcPhGTNmDB48uLa2Vl4pMUtkJ+3gxdB5/eUvf5HOS0rsbHNeOG3E1VC32w2nghH27AU6tIwxUTgcXrhwIZaxqKurW7x4MQBUVFQ0NDQkJSV9/fXXQoj/v70rj6+qOv43OyEJSUgIQRSLyiICVetStVo3cFdUaqv9qbRAtVULkpD1JS9hBwsi+y5gNOwIBLKHJITNooIsAkEkJISQ5OXlbXc7y/z+mLzTSzYSBEFkPoHPfe/de+7cOefMnZkz5zsYbBIGc1tuhz8J9AgA6N27d1xc3IsvvoiQOGIDxAV5Fm8hPPj+++9nzpxZU1OjaRruxASAysrKBQsWWK3WNj5+s6ziCOnYsePixYv79rt91IejKWeyqqi61hDz0gnIFFTNSW1OUgO6BfbuXBV+S37/h+GHStBVxmW7rIEGewrhrgGLQ4Jm9O21akcx2BzwzX75hyNwx23jH3184bk6UBmoGuMAitUCcpWemb6mZ/f9L74I1WeJ6mCaTInCGlAAcYsyUMoBoKyszMPDIyMjw9vLA5UXWl7cHZ1pOsiZAYWKMYYrM3feeWdaWtqqVav+8pe/AMAnn3zyyCOPlJeX67r+6KOP4jC4oNBED4p5yBhbtWpVUFAQKi8EiWs0RA2DBxht+KOUU6ZS7qBQR6GWg9VFLE7NoQFUWaDeBeMmb8rIrHa44JVX5937u8nLFjuff2ZRcRFzukBloIFLAwdhlFHguJccFAAXhxahvkQQvbS0FGNekiTNmTOHc44Mi8AT5xzcS/P4mLh2dODAgQEDBnh4eAQGBu7cuVOW5eDg4GHDhiUnJ7/wwgto0qK7QN3IOex8ywvbAYBhw4Y9/vjjEydODA0NFezxa8xtLC0t9fDwyM3NFZYXrrnir9BmYozZ7Xa0qmpra1euXHn48OHMzMz09PSysrJvv/22pqYmLS0tKysLu0pYXm28ETds+ke90KdPn4SEBBGwV90YihfkUywdoL5DlMSsrKzS0tJFixYh+uu5c+fmz58vkJ4ugsRbLjAwcMmSJbff0Q9jXqi5KGc6JYxQUAgQVeYOJ7UAtcI3X23ofkdOnwfh8CnQmUuuJxxAhe/3wf+9VvL732V09PtPzJhTR76H+XN35W+FW25MeegPC/buA6cKskKBAzidoNTaVi/+7MaIE2//FepqKJEZVRlVEfnPEGAGADh9+rSnp+fWrVt9vD03fbkB3Fi1YAg/NeoIbtBfKPZvv/32jjvu+OGHH1RVHTBgwLJlywDgnXfemThxYl5eXu/evQ8dOgTuOsTNEjeYtOIA55sRSRUtr1ZWqzkzxqcoAycDK4Mah3pahxoCDoUrTgKl5fVxyfPOVENFJfTtE/X0oOXnzkCX0H+88Ox0QsChgMZVwl2UUkYBKCAAGoATs+ha7/ETJ068++67AODp6YmeB22C5MXddhB+efbsWeyLN9988/777/f19R0+fPjevXslSZoxY8b+/ftx2zymQWALxjaFEKg7E/VXobyOHz+OAXsPDw+0vFQ3oGDbzS7OuTHhAMVXVVW1cOHCsrKy7777bsuWLTt37kxOTk5LS7NarVartan+4obXb7Occ/fLDdsXltdTTz0Fbba8jINMd+P/4KL+kSNHMjIycF1MUZTJkyeLSgcXQdS98hgQEICW1+gxH2KSqsjzYoSCooKuyNzhYvVA6+Hg/rw7Htz6m9/BzoPgUClRCIe6s/D6S3Pe/nOOywq9b149sG/a0rlVrz437+4+H/fsOrlrl4TFi884neByAVEBnC5w1Z6aNWlRl8DqqPegvpoyhVCFUIUQjRDNneYGhDDO+alTp9Dy8vLy2GiwvKBlt5E2YEA3pB0hQtnAgQPLysoA4PXXX580aZKYpSaTKTo6Wiw3t96/4gAM5TVXrVrVqVMntLxEwL4Fgx0oA+o2vhhjjGuUOyivB7BxcLiI1SpbCcDWvF0z566SdThXDX1u+/Ch+2eoDhh4e9KLz0+3WMDmAFXXNOrSdZ0QxggwqgNzcu5sxfIS8dbS0tJ33nmHn295cYO24gZkHofDIb5/8cUXn3/+eV3Xb7/99q5du27YsMHLy2vcuHGapnl7e0+ePJlSWl1djcEv9Dp/1ZZXUwx7Y4542/UXqhVETautrbVYLJmZmbi2iMtM1dXVCxcuzMnJEQ6j8BmNvLXCOb8UbiO4V/G5G0HcbrdXVlYeP368sLAQK61zzg8fPmw2mysqKtr4+M0KBEcIuo1GywuVl04JpTpTFKq6VKaoTObcCT8c2//4ixk3DYScPeBQgemyxqkCf3t91qvPL/p2L/y274LXXsqsKYczpeA8ByEd3rv3riknToCigqaDKhOw26G+5jtz7PzwQOe4OLA3KC+dyKQBfBnFfmHl1UrAXugvXBEjhCQmJqLEhg4d+s0339TV1Z05c2b69OmxsbFiZc3oNzXbv/x85SXcxkbKixDCmhB2Ly4pupUXzmpCmUKoTKhMuSbrWr1DTzR/VLL7uEMGux0++eRAr57v7SyC23u/N2VinssJlIOqEY3Iuq4SQhihnBFgKudySzEv3ja30WglCanq7tzmd999d+DAgdXV1b/73e9+//vf19bWPvbYY0OHDv3ss898fHxwPU1YW0Kqv17lhauNOTk5np6emGFvFDFvs+eIGXr4Vjxy5MiePXtqa2vtdrvL5RI2yL59+06ePKnrOq42Nmq/9dtxg9uIN+rTpw8W4EDLSzVA77fOqvHxCSEWi+X48eOHDh2y2+14gq7rX3311datWzFyd3FktLyWLFnSr/8dmKSKmosBJ4xyToFgOWtOmK4zGSpPlb/xtw2Rt7I1GWB1MKeVA6gKVFXAqhWHFs75ZvmKY2cqATTQ7GCrhpgx62fP3i1roFEA0KnqArsN6qx7xkQt7NpFnTIB7LWEK4SphKmU6pyLTLT/xbzQbfT29vzyyw3QXKpEs92Bw0m8/+12+6effrpo0aJvv/2WMXbw4MGPPvoIR5SmaWjPtgLfzJtzG7Gj0W1EJFWRYd90bDdcBQi4CIwDZ8AZAAWgwHTQNSA6cA52G6z8LFOWQZHB6QS7EzI2l8eOTV/1xfdUB00DhwMopZgmxrjW0GTrWaoGYPETJ04gGKGHhwe6jcIgECcTAx465xynidPpnD59+qJFi6ZPn44u9vHjxxcuXDhjxgxcpj937hxGvri7CAP/NbuNqLzQ8srMzOS8IUexaRqeeOU2S+D2wjAr1biFXdd1RK9HnQVuWMumjTT7pfgJX8XUnfLXq1ev2NjY559/ftCgQdzd/a20IJ4CuRIHlFIsbQBu/F9umLGtt9bKXcTr1N/ff+HChc26jZRSRnVd1RgBTSN2xQZV5bZ//fuzTuG1sxZDdS0461TdVW1xcgYuGwABnUOdQ9OcOlOAKEAJuBSwucCpOTjYuW4Dpx3O1OQOe2fJjTexmdPBek4lTo3IGpEJ0SjV3TYs03XKGPvxxx8lSdqyZQtaXty9x4C5qznwFpJURb9TSkV2OBiqQqAAMQxK3HtdW+9fZsh7EvmW6enpQUFBuD1IBOyJgQzN6IQrhCuE6YRySoASoBpQDYABUHDadMRtxZ9UBVQdHDLoBCgFSsHpAocdOAAhpMFYYwqjOiOc6cBJi0mq1F3/BefUyJEjGWOSJM2aNYsa9rQJueG7VuwZAjdKvZCViLeixhehLhycIqGaurOIRUQF80h+FcoL3UZcbczMzGSMiRT2RiQGWbPEGBPhWHzN4h4RxNumbjMEYx9iYmCz4rjRoDQS/oTxOFxkue2222JiYp577rknn3ySMYb6sZUWkPBaQgiC1lN30I25NwMQQux2u6qqOHpab60lEuOVc96hQwdElWi02tgQuacUs700ldfLdrCeA1PSZ0HB3ycmg80GSl2drZICUXXNWW9TZLvFeZqCVZctXFV1Dc7VKA6Z6ZzJei3hNUCs4LLBkVOrnnst7dY+sOoLqK9B5aWfH/OiOtNVQikVysvTU9q4cT3KAbtM5NY1ejRqiHnZ7XbRuXV1dfgCw2RUAQlvt9t1XW9dnrq7BLSIKui6jvsiEa8Jk1TLy8u5eyOOIEMzGuGKymSdajphRAeiNygvxa6BzoEDZ5rLWQ9AqmsqGWgc1HpXHQN69lyVzS4TCrJLp5QTqhAqU+qkRKZEoxpQFagKRG/xETR3UbujR4+K7UGffPIJcY9b8Yzk/P1SuntHJ2PM4XC4XC50AsQmM5vNRghB9HOxjREnmuggbFxzl3f5VSgvEbAX24OYIawIbSbqrnuGH4357mCwqI1biBpR63fkza02otvYaLWxLWwLqwEMUQNognzQyl68CxI7f7Wx/8ABUWOjcW8jokrg/xxA1zi6Nk6mg+KA2bNWRUbu+vswsFSCtRJAlomTgQagAqvnYJFJBUAdMCdw4AwvJRycADagDnDZ4asDKx8etPrue2DvbnDZGOgcCHejxeMwAA7oQZaXl3t7e2dmZvr5+WzZsgkMbqNRmI0EK0YUfjQu9Ro7mrjDQPh/a2gQLaw2AsCaNWtCQkIyMjI8PDxwVY41CWsKqbsT6xkH9z4GXC7kuCWKACiU2gFclNsAnBqr4+BwqtUcVJ0qOkUDHLH29YY/xoEBEADSmufImqw2Gt1G46OBYWiJ0JVRUMbxKRQcNDd9+HW3EQtwLFq0CLEcMzMz868+2rVrV0FBwebNm/Py8goKCvr27ZuQkPDcc8/dc889RUVFmKKFIPeIg3pFKCcnp6ioaPv27QhuWVBQEBAQMH/+/N69e7/66qt79uzBLwsLC3Nzc3Ny8/OKdmdlFxRkbN1btH1Lfl7Jxg1lSeblPW788rH7zi6ecSR7S8aWjXkFuXkF2Vs3r9+el5mbk5WTuzUnf11+7obCzKyCzILsnIJteTmFhQW52zYXZ2w5vW3rj+aUpXf0W/rgvWXLFny1dXNubnZubnaumwQafVZW1u7du1esWCFJ0ubNm/38/KZOnSrgOvHkPDddbrnhvfAYUU8RI7SkpCQ+Pj4kJGTDhg0eHh5ffPEFDs68Fig/Pzc/P9fd6vbz//IL8NeCbPGXm5fZ8He+lNwfs3Nzs/Py8vLyCvJyC/NyC7Gdlig7O7ukpGT58uXDhg0DAEmSPvzwQ0TK37Fjx/bt2xE+v7i4+JILsJEcXnrppcGDB0+bNi0gIABn+jUIRrh//34fH59Nmzb5+/t7e3sjPCNiil5VJFAiEWIcKSkpaeTIkQI6Uvx0Bfk3YmAKlpYsWfLII48IJFVx4OPbUfLw7+DfKdjb00+SJG+vcG+fpyVpzk3dFvfqOlSSuklSB28vydPDw9czJDjAS5J8JH9PT28PH8nLW+ooSf6Sn+TlK3n7enn5+EpSN/+Ot0nSMElaO7BvzM0Rv5WkIAMCJxJCyAo+O3To4OnpuXbt2rCwMAT8NJ6GZyLu62UlcSMx/CQD5z169FizZo3UMoaqoIu4b7PU3vaNne7h4fHWW2/ZbLawsDBJkrDwAn6PJ1wEn63ft1l6+eWXcW+j0FnC8r1GlFdZWZkkSVgvmrnLW2otg/ldWRIGM1a7czgcdrtdZMo0643+zMTdlrkojIyBWKvVKvKhBZ+UNTgi3GkHrjp1HRwu+Hp/yZAhy265AbauA6fNYa9XGNGAMapznYAOlHIN6hmvB0UHFWQOTgBV1YECs1ig3uI0Jc0ODjo+MRmsleCyC9wrY9BKxE0sFktVVRW4C8q1FI2+3HJrGr8X3IIbNEZVVQyntuJ+tpdaCmA1mjhtbw0AsBAkAFRVVTWKn7CLqtvWdhIMYwxu3Lhxfn5+ANCoZNw1orwOHz4sSVJRUdGMGTOio6OTkpJMJtP48ePjrzKKjY2NjY2Ni4uLi4uLiYmJjo6eOnVqXl7exo0bp0yZEh0dHR8fHxMTk5iYGBsbGxUVdaX4FDKMjY2Nj49PSEiYNm1acXHx0qVLJ0yYEB0dnZCQEBMTEx8fbzKZxkSNHZuQ8u9R0Ulx0eOT4xJNyZ8kp6T/bfjSu+5af3uvoqEvz//3v+Jio8wTx38YG5uYEDfOlJwcn5KYmBSXPNqUNGpSTPz4GHN0snl0inlM1NiUmNjkUe9/8e8Pvnrq+fW39Joz6JFP3h8+ISYqISEhMTExMTHRZDKZTKakpKSkpKTY2FiTyRQVFRUXF2c2m0+cOPHxxx8nJCQkGchkoMstt6Z3FHyazeYpU6YcOXJk4sSJJpMpISFh7NixcS1Qe+9raoGM460t7ScmJo4ZMyYhIcFsNn/wwQfr169XVfXjjz/Gn+Li4qKiopKSkvDgIvhsnZryOXbs2PT09LFjxwYHB4Nb3V9ryuu///1vhw4dcnJy0L7t1q1bp06dAgMDw68yCgsLCw4O7tq1a5cuXbp163bjjTdKkhQbG/vCCy9IkhQaGhoeHt6lS5eIiIjQ0NDOnTtfKT5DQ0ORBzzu3r27JEmzZ8/u0aOHJEndunULCQnp0qVLcHBwSEhIZLfuoeHdu93Qo1tEaGgnv8DAwHAPr8f9/Kf07rO59+2jJOkub49uEaFBEWHeQYHdut7QqUNg56DwkE6hgZ19Q0K8b+gY1LVjqE9YmGeX0F639+3cwe/WkI6Pe3r+R/LfcHOvYV1D+gRIXYMCQpqjHj16BAUFRUREYIm2lStX+vj4eHl5NXtySEjIzyA3vFFwcDAKR3z09PQMDAxcuHAhdnRISEhkZGRYC9Te+wa3QO1ttmvXrgEBAZ07d46MjAwODh46dKiiKOgeRkREYPWz8PDwbt264U0vQkStUFM5eHh44MZsdBsbmXvXiPKqqKiQJGnr1q2+vr6Yk8kMObtXD0GTDJe7777bZDI9//zzL7/8MmOMc47l1PHXK8UndaOSY74YY+ymm25avHhx//79Y2JioPFSEcgy5wCyYgNQEVsebI5zs+esCO7m+CAarBbgqgZMAQAODQuGHDioADLoDAi4AOwANTYLUB0UB+z7etc9j23qeQf8dyfoVmDNL5iK0WyxWPz9/fPy8nx9fYuKilryRy633Fq6r6IomZmZ4eHh27Zt69ChQ319Pe5nbsm9vVT3bW+b2K0Yezl9+jSmSgQGBq5YsUKMWGZIzG4vnxe8eyPCitmTJk0KCAjAuyNOHx5fI8oLC3Dk5+dLkpSXl8cYw8z4Syvcn06EENxPj9EuXdd79uyZkJAwZMgQzPNCBHpM3+dNtrP8nISCxeGhaZqXl9f8+fPvuuuu9957T9M0DC1BA+ilDhxkhXDQNd0OGgGNQeVZ2L5j6613but7DxRtB92hMq1O1XSNAwOmAtGoTlyEOECRuao7GK0HqgLT7NVQc0b7/PO1XXvtfmgwlB4C1zmmu/TmCKE4AQDxvDDRb/369cYUKmMM6HILzRiPI24we+Rw8eLFQUFBWPoMtwfhW+oS3rcpNTqt2RlkJKGhdF0/ceLE//3f/wGAj48P4nkJhHG8oxEh59KSUF4jRox4/PHHZ8yY4e/vL4Ktgq4R5VVaWipJ0rZt27y8vDZs2ADnJ55cPSTS8ADAZrNRSu+5556xY8c+9dRTiOclRg9Gyq8gqzg0RZQhPDx8zpw5t9xyy6hRo8CdkYg7MQGA6MABFM0JoIOm8zobKBqUnsq646GNPQZAfg44LbrmUgF0DRQnISoQjRJdZrqLazLTVIVQB6MW3abbqsBWfSLetLTjDfX/ToCzp4nrnK65jJpIDG5RKuXkyZOSJH355Zd+fn5r1641RsqpYfPpzyM6MUoxXwk16bp16yIiItLS0jp27FhWVoaiu1SWV0szpb0NgjvJkRBSWlo6YsQIxpgkSf/5z3/AjX4j9i20l8kLUlM5vPXWW3/84x/NZjPGvJhbpNeU8mq6Mbu9eF6i8xCjlrldPAF3iVNFLLugDmpj403vIvq+b9++8fHxL7300pNPPgluJB9q2JTXLAkehAGC3wjscDGx4XzE17bzyQ35tADQsWPHJUuW9O3bd/To0ZxzsYmEMYZ4phyAA+GggU5A1UHRoNpaMSJqaWiPExPGgaNWr6+jAMChpsrakFxKSV31WcY1AAYc7E5HPXOAXgcVPxYNGbryhr7q1FlgrQJwMKo2O7fBnfeIGfbbtm3z8PDYtKkhSZWcvzG70eOLbiVuSBzOOSbQo2ksiqRgprgAGmm6imdsE5pDUgX33kaExGm6MbuN/QKGwqvEgEZJDbXFUGuLDmoXGXvciCoxb948xphAUgX4Xy6ryDhFfsQ+IRQaIUS8YIzvZuLees0Nu7vF3bkbG/Ltt99+8sknJ0+ejDDQRvauK6/GbeK+BBS0zWbbt28fFpSllIoNzxkZGUeOHBGz4oooL2rI0cfuk2X5+PHjWBa3tLQUz/n666937959EZOkvcqLM8zfphx0oBpoOugc6uT6lBlLIm8tGfYW/HAENLWionLmx3OWf5qWmjLx+NFSoBw4o6B/9vnyT6ZMP3n0uBOcoFtgR9GW3z+8svddsCkb5HrC7JSdp7yE5C+V8sI2xSs9Nzd39uzZBw4cYIxlZmauXLlyxYoVuCER9Vorcrusyku4Tjabbfjw4U8//fTgwYNff/31AwcOoGW0bdu22bNn796926gI2k7tVV4i2wMPcHetpmlr165dvnz53LlzcYcp6q/Vq1cvX77caLCjT00M+72vK6+LV17MnUUiy/KmTZuOHj1qs9lWrVq1c+dO0T2zZ89GJFURs2gv5z9deYF7CwV3d2R1dfWWLVvKy8tLS0vT09MrKipUVf3qq6+mTJlSWVl5uZUXZUAZMEaA60A1ThllAHYdMgqW9Lpj/UMPwqFv4VzVP4YN85A8dZ3GxSXcdkuvM6cqrJa6v7z95w9G//Prop1AwEVsoFpgwfzPety66cln4YcfQXcozPG/zYzn06VSXjjzcTtkfHz8zJkzEbP466+//tOf/uRwONLT0xH2A+dhK3K7rMoL1QeltKCgYMyYMTNnzpw7dy7CznDOZ82aNW3atJMnT7ZuHrZC7VVe3P0GxV5AG/+LL7547LHHAGDEiBFDhgxBCdfU1Nx3332IK11fX2+86rrldcncRkqp0+m0Wq1paWlnzpwhhJw9e3bOnDlo9B48eHD58uWIEH9l3UbmXhvCWV1aWjpr1izszXXr1uXl5SHI16xZs4yiaDufvB3Ki1MGnANwCkxnXKOcqQzAxeHoiayXX5nfNZzOnA5VVS8PGuQpeSxfvnzM6KiHf/8H4PDuP9/r0eumynOnQWVgcajOGnDVnv7Xe4s6RxyON0G9FeR6hbp0+r899pdDeYlZNG3atJEjR4p92m+88YbZbEY3bdCgQWlpaa3rhcutvMBNNTU1OL3Lysri4uJkWV6+fPmLL76ISIqcc3QU2tissf32uo34BqWGIowrVqwICws7duzYxIkTx48fj2vWubm5r732Giov8dZHFxirW11XXj9VeaGgsW9mzpy5fft2ADh69OhHH32kqmp5eXl1dfXq1asRrBVXlK+I8hLtCBPs+PHjs2bNOnv2LOe8sLBw27ZtAFBRUTFz5syzZ89ebuXVMJooB0op12SgLgogc3DY9kaPSusWIY8ZDbW1+wvybu4eKUnSLTf2OHboaOmJMr/A4H+8N8Jkiv7greFQbQPFAT8cLfrDH1d2vQEyNoGrXnPWudzKizahS6W88MyKioq77757w4YNixYt+vDDD+12+7Jlyx566CFKqaIoDz300KeffgoArZQ+u9zKC70wxCB1uVyyLKekpCBc9aOPPrpw4cKVK1eOGDECM/gvwvhqr/KibjQhfBYBezdu3Dhvb+8JEybgafv27Tt48ODo0aM/+OADUQ3bCIvGryuvn668cBC7XC7OeVlZWUZGxrFjxzIzM7Ozs2tra0tKSlwuV3p6OgJXiMHXXs5/uvISBO7ArSzLe/fuzc/PP3jw4CeffPLtt98CQG1t7aJFi+rq6i6r8mLgxgYkAJRqoDmBOgkQFUCzka2rM2/pUdx/AOw/QMrLXh3y3MOPPOAnSRPN47fmFUte3ms3pGdnbOgoSV98PBdkZ92a9PTuN5Y8+CD8cBS0ekW1u4hCDCtRxm69VMoLbatTp04NHDgQgep79eq1ePFiWZb/9a9/mUymzMzMvn37/vjjj8SNrNCS3H4Gy0tRFKzLCQDvvfdeeXm5xWLp0qULct6vXz8EsG5ar7Mt7bdLeYkVDDxGM6qmpmbq1KkpKS25H5kAABBSSURBVCk9evTYtWuX3W6fNm1aTU3N3//+95EjR547dw6fAvfDIfQNv668frryMiITcc6dTmdtbe2GDRtOnjxZWlq6Zs2a4uJis9n8+eefl5eXi/JN7eX8pysv7DWx2ogfEQvs5MmT69evR/Apm802c+ZMq9V6uZUXAeAcQAMgVAHVDtTJQNfBZS2HsgOHH7x3bQd/vmHjaw/e/4+//dXhtPYI73LrTT2/2LRVCuo0b94MW1VZkKfvoonTwFK3deSI9K5deUwMWCqA2xXqcnGNnp/kYJTDJVFemPp45syZ/v37l5eXA8ALL7wwb948YduazebRo0eL90QrcrvcygvjSugflJSUjB49mlJaW1v7wAMPHD9+3Gq1jh49evTo0TiW2tissf32uo0CbhuX6VVVXbBgwRNPPAEAb7755qBBg44dO/bGG2+YTKYHHnjg9ttvLy4uFmuORvPwuvK6BDEvVAcYMLJYLOvXr//uu+8AAGtn1tTULFmypKCgAB3MK6W8iLu0BP6PZdYtFst3332Xnp6OGWQ4pc1m8+nTpy+r8uIY86IMNAaEyqA5gKkUKAFCrOCsgITY1SFhu0f8c/xLLz/32P2nKo/f2a//yy/+qcJF+zzw0GuvvLRuxeLQjt5nv94H3x2aPfDutb3vgE1fgvUsB9UFigZMKK9GfF4q5SUMAdyKWFZW9sYbb3zzzTc1NTXHjh1bsGDB+++/j5NTv1ABjsuqvPDuAt5vxowZs2fPxjsmJiaOHTu2srJy6NChe/fu5efXiG0jXYTyElOGMYbG4OrVq//whz/8+OOPMTExuB/j1KlTtbW1Tz/99GuvvVZTU8MYQ9db5FXwX4/yEiT6HpNUs7OzPTw88vPz0QwRgmg7CT/carUeOXLkwIEDiBuH9jA2u3///mPHjuluPEmjNC8oSWrIx8GXZ58+fcxm8+DBgzFJtRHwdEvtiCQJkbdZU1Nz+PDhQ4cOCSRop9N56NChnJyc3bt3t1cO0KSYaEBAwNKlS3v16hUTEyOyxvFMxSUDZ8AIEAKMqUBlYIxw0Kmq1oP1DOzY+fldD6b1vMs2fe66+eMmzTItWbb0x8r6aoDSOufUiZP+k5q476utUP/DmbjEtFsGlrz9DpRVQH29BsxGZRUoa0GuzL1gX1lZ6enpiaphy5YtjRzMCz6vyIOxWq0LFixYuXLl/v37CSG7d+9eunQp1lsBgLq6OhRLK3JrdMzc6ypr1qwJCAjIysry9vbGrAtwJyG3vV/wRSX08pIlS86cOYORprq6us2bN8+bN2/Pnj1ijLW9ZdG+uLC0tBQz7CVJmjt3LnWDPvPzEQHFhcyQZfr5559/+umnK1asQKx6vHDVqlWbNm3CbxwOB3VvQWuWT2wQtwdNmTIlPDxcvGbEHLlGlBduD8rLy8M0a3wo+hMylcXY0jQNNZqws0Typ6IouhvttylLzZKY8BggAICePXvGxMQMHToUV+IRVFdsvmmpHaG8xBIPpVRUnBTRUF3XRU3QdpExloGZTQEBAQsWLOjXr9/YsWPFwp+7YjsDqgHTgOqcEQWYyinXNdAVCjqo9XC6/KBp4sJOt37/+kioLQWoZpqsAVRqUIVVGu3VoFfAf7M39h24MrKXumoT1NmZShUAGahM1VaUFzKJby8EWV6/fn3T9PoL9gtu2wJ3ijljDHtBFBkUe05b2RbTdADgcorL5fryyy8jIiIQzwvzMBotPrSFT+5Oj8KQBXKoKArm1jJ3JRFwA+23pU0jodZDC6u8vHzMmDGovBYuXCimADWAoxofk56Prg6GXDBcYcD6W3gthpXBbTg3kpigV155ZfDgwVOnTu3UqZOYdOCma0R5nThxwsfHB1+82dnZuPkO31HtIlmWnU4nYoGJ7kQMe7vdjlnXiIxOKa2vr8fMICPOVOvt44WqqopU2D59+iQlJQ0ZMuThhx8W9h2OPIxbNUvC49B1XYCOM7dydDqdNpsNnQvUsO0lHMQ2m03kEwYHBy9btqxfv37vv/++0+k05hnKslMnsk5kXVc1ojqZ7iIaUVRVletBqVHOgWyF/3795W+fWNipJ3yWBjUVYKmy1lW7iFZZW1VXUwGOKjhXvucvr30WduOpv70PZyxQU6e49DpZVRijhuheUz5RjIiJVFxc7OPjs3nzZs1NRom10jvM7XorimKz2XAMWK1W8aXD4bBYLA6HQ9M0fMG01C+CK8Ehzrc1a9b4+/vn5OQEBgZWVVXZ7XasP9CU1VYIBxuyJzQCAoThUFQUBR/BZrPh8GgXMcbwcs75999/P2zYMF3Xvby8Zs2axdwp3LhXn1JqnF/iKZAfnDI4DvHR6urq8BtZlm02m91uJ4YiCUYejDIZPnz4U089ZdyYLUyHa0d5HT16VHgN+/btgybw820kZjCbUZRN9b3wFoXc2t6+sJiQbDZbr1694uPjn3nmmWeffRbc2VvthakTYTIxmcVTsIvCjePu8ApzR+h8fX2XLFnSp0+f6Oho/B69lQY5AKNACDACrAEhnXEGvA60GrADOKHe4pq64LPuv90x6FXYuRcs50CtB9UKzAnECpVlMGNORp87t9z5e8jeDjVWcLiAAQFQCKetFutCxW21Wn19fREHHNNELo5EtFF8FLYtXBQIn+iCTZs2dezYcd26dZIkiRnY3vEDbi8erxVuAbKKb9x2tdaIxMAjhNTX13/wwQeEEC8vrwULFjCD39ASz40mppFbEc0wjk8xf1tqavjw4ffff/+ECRM6deqERoPx5GtEee3fvx9fvJ6enpMmTcrKysrMzMzJySloJxUVFRUWFhYWFhYVFRUXFyOOe0FBQXFx8c6dOxG9G38qKCjYvr0BCLzt7e/YsaOgoGDLli2FhYW7du3Kzc3t27dvbGzsK6+88uCDD2ZnZyM2fG5ubmFhIYLcN0uIj56Xl1dYWFhcXIxMFhYWIgp4UVHRjh07kLEdO3Ygt+2VQ2ZmZlFRET57fn5+cHDwokWLBgwYMHToUGQPb52ZmZmbm5u/PS+nMC+zuCCzuCB3e2FBQWFR7vb8/PzNuwvW7c7K2L7pQNaWM3OWbnzgmTn+PfYOfk1duqRizaf7t6YdLdhYvuELecHCvXc/tqZzz6zX/ly9ce1Xq9J3bcvemVtSVLhna05B5vaigu1F25ujgoKCkpKSnJyc5cuXS5KUkZERFhY2efJkY6eIkwsLC1t63qysrJycnMLCwqysrD179uTn52Pjubm5iNq+bdu23NxclDweNEt4lfEYe2T79u2pqandu3fH0mfr16/Pysratm1be8cPPsjOnTuzsrJKSkrwGKH6kX8cYIijn5mZ2faWkQoLCxGrvqSkZP78+X/9618BwMvLKz4+XrBaXFyMUP04PJolHHV4ghjVyF5RUVFJSUlxcTEO4JYawds988wzTzzxxKRJk4TbCO5dk9eO8jp79qwkSRs3bgwKCkKA7Y4dO7YCjP1TCCHDL/pyHx8fcezv7+/p6WkymYYMGSJJkkBkvyAZGTACmRuh8X8i+fv7i2Pkedq0affdd5+Xl5fAOBfP4oH/vCXJW5IkTy/J01fy9JA8JR9J8pMkX6mDJN0mSX+W/Jb95t4Vkf0+Du/2liQNkqSHJelvkrTwpr4rQnpOD+3+gCR1lqTOkhQgSR0kH2/JT/Lwlbx8JOkCAvfy8vL3909LS4uMjGz2hNax0r29vX19ffGRUbYeHh6INI+I+PiNv7+/n59fK93UOhz7zTffvGzZMnH5BZHsm6VGd8cu8Pb2NiL6Y9e0zkyzJMY2DqSRI0c6nU7kUwwtvGPrjRuf0dfX18fHp9n5KMZSK+28/vrr48aNQ1QJTAa61iyv7777rkOHDuXl5WiXoi3dSmXjCxJ3b34W9u1FN2WkRl4hql08rqurMzqnyEBbGjQ6Na3Y4RdBGFVBEsVELRaLKLvbIB/eAC6oAqj4EQtuUeCcK1TVmQxcBbsFamuh8Kv8p/9SNOCh3b3vzfrNbzdF9t/V+5GCu548FmeGYweBWyotPwDTQQdQAHQADipt0W3knGvu6mQYDK6uroaLKnknCn2KLwUckOgIdM3a6zmirLDuOgAIJEJj+KZdJB5N+Iki1mYcM20ZP40IRyAuTWBpBeOvokHuTqpoS5tibbpZYoZFhqZ07tw5xtjkyZPDwsLwG7EaANeM8sJ47VtvvZWamoqg3SkpKSaTKbEFagnzOykpKTExMSEhwWQymc1ms9mMcPJ4gCfEx8cjSrrxwja2jxciInh8fHx0dLTJZIqJiYmKikpJSUlKSkpNTR0zZkxSUtK4ceOQjWYpLi4uKSnJbDbjx+TkZOQ8Li4uOTk5OTkZ2UBocBRFeyk+Pj41NTUpKQmh9CdPnoyw5XFxcfg9Hk+YMCE+Ni41LjE5IXFsclKMOdmckDIhNmVCbMq4WHNKrCklwZRiik+Ij45LGDU++oMZw/6+9NlXEjw6Lg3stj7yjm09753rdUNqp5vnvfXm5Jj345NGmaaYPowZE/XhmAmJKamx5vi4pPik5KQWKCoqymw2JyUloWBFEYAENzXqkZbGQ2pqanJyckpKSnJyMj4XihEbx76Oi4vDM4XYmxKeaRwA2AsxMTHYv6NGjUpNTY2KisIbtWXMNGo/JiYGQfGTk5PxAfEuOB5SUlLMZnNcXFxsbOy4cePa2+lmszk6OnrixIk4SidOnPjPf/4zISEhNjZWTAp8nAkTJsS3gJ0vagvgOExNTU1NTcVxiHNHzCDso/HjxxsvN8pk1KhRM2bM6NevX2RkJHVXIBeq7ZetvAQdOnSof//+gYGBkZGRfn5+YWFhCAAf+guhzi3QlearMTXLZFho54iQ8LDQ8MAu4YFdwiOCI24IiojsFBHZKeLG0K7dQ8JvCAkN69ypY9egoK6BPUIDBgT6Pds97PXfdPtHn1ve6dPrrz1/82Rk1z6dg7t1CrwxMKhLcLB3ZLB0Q3DHLqGdOod26hzWqXNYu/i5gnJriZ+rjc+W6GrjMyIiIjg4+Oabbx40aJAw34TFd40oLzAsCDZa5rhOPwdx4AAqgAYAFIA0OJLA3B+BOYHYQQdQgcqg1QO1AbUCtQFzAJWBqKBT0AAY2AHqgKlAsGR0+1bjrtM1RJi6wQ1ustFXvUaUlwgfCC8dHWn6CyHSAl1pvhpTs0zqlGiMykDtwGXgoAGoQCjIHDQOhHKuMaoTB2gOUICooKogq6AooNmpVq9qNk13ob7TKMgcZKCEqaApoKpAKKUtwiX/UuiX0r9XGwEAohUCQH19PT8/jnmNKC9U0rp7n5Te6ga0q5BYC3Sl+WpMzTJJOdOAycAcADIAEAACGgcZQAZQARgDxkABpgMBQkGjoKE5RijoGmg6Z0ABGMgACgAwDkQDogDRQOdAAVqQxNUmt5b4udr4bImuNj5F9rWo+kHdm4SuHeUlctPBsCP3ElYkvk6tEwOuA5eBK7gSxYAAqAAKgAKAWaYcABB5QgOqYNlsooOmAGlwNik0oFPoDIiugaoCAR3Ql2yWWhoPP+ezX838tJeuNv5FLEhUbmdNk1Sv03W6Ttfpl0XXldd1uk7X6RdJ/w+CWKBHkPRQHgAAAABJRU5ErkJggg==" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><br />
<div style="text-align: center;">
</div>
</div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-no-proof: yes;"></span><span style="mso-bidi-font-style: italic;"></span></i></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-no-proof: yes;"></span><span style="mso-bidi-font-style: italic;"></span></i></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<i style="mso-bidi-font-style: normal;"><span style="mso-no-proof: yes;"></span><span style="mso-bidi-font-style: italic;"></span></i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo8; tab-stops: .25in; text-indent: -.25in;">
<i><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i>Selection
Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
Memindahkan elemen dengan cara membandingkan elemen sekarang dengan
elemen yang berikutnya sampai dengan elemen terakhir . Jika ditemukan elemen
lain yang lebih kecil / lebih besar dari elemen sekarang maka dicatat posisinya
dan kemudian ditukar dan begitu seterusnya. <span style="mso-tab-count: 1;"> </span><span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<i>Proses Selection Sort</i></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l11 level1 lfo12; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Ascending</div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo6; tab-stops: list .75in; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Elemen
yang paling besar diletakkan di akhir.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l1 level1 lfo6; tab-stops: list .75in; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Elemen
yang paling kecil diletakkan di awal.</div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; mso-list: l11 level1 lfo12; text-indent: -.25in;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Descending</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo7; tab-stops: list .75in; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Elemen
yang paling kecil diletakkan di akhir.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in; mso-list: l4 level1 lfo7; tab-stops: list .75in; text-indent: -.25in;">
<span style="font-family: Wingdings; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;"><span style="mso-list: Ignore;">v<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Elemen
yang paling besar diletakkan di awal.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .75in; margin-right: 0in; margin-top: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<i>Contoh Selection Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Ascending
(Urutan Naik)</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0u5dtozq62CPUDHADDjc4o1ZyBg21cQNy-SlZ6ATbvQdWN3jEjAaSUAHcMIV1xTQuuTc7hWH0S5AtlacbAqIgA24HiG_tlGrWtmF7aTK8Pi0PBehHPmn2UxmsEbko_9oNZXlQXc3rtHuQ/s1600/selection%2520%2520sort_thumb4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0u5dtozq62CPUDHADDjc4o1ZyBg21cQNy-SlZ6ATbvQdWN3jEjAaSUAHcMIV1xTQuuTc7hWH0S5AtlacbAqIgA24HiG_tlGrWtmF7aTK8Pi0PBehHPmn2UxmsEbko_9oNZXlQXc3rtHuQ/s1600/selection%2520%2520sort_thumb4.jpg" /></a></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
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<span style="mso-no-proof: yes;"></span></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo8; tab-stops: .25in; text-indent: -.25in;">
<i><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i>Insertion
Sort</i></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
Pengurutan yang dilakukan dengan cara membandingkan dengan data ke-2
sampai data terakhir. Jika ditemukan data yang lebih kecil atau lebih besar
maka data tersebut disisipkan kedepan sesuai posisi yang seharusnya.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<i>Contoh Insertion Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Ascending
(Urutan Naik)</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqBEdM4AmXOT2IAe_fsZm5teVDtv_1kcMtZymXxmgtTs0HueleLeuLe75OOLQ6aWek9yqRA8g4E0BVekPsyq8nTeBOAjcB5UppCFxgVvcb1OugLFrLXbPOZ9RrItq2Xy5z6WZOvCh6VE4S/s1600/insertion+++sort_thumb%5B1%5D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqBEdM4AmXOT2IAe_fsZm5teVDtv_1kcMtZymXxmgtTs0HueleLeuLe75OOLQ6aWek9yqRA8g4E0BVekPsyq8nTeBOAjcB5UppCFxgVvcb1OugLFrLXbPOZ9RrItq2Xy5z6WZOvCh6VE4S/s1600/insertion+++sort_thumb%5B1%5D.jpg" /></a></div>
</div>
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<i><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">5.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i>Shell
Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
Merupakan proses pengurutan data yang sebelumnya acak menjadi data yang
terurut dengan cara menentukan jarak antar elemen yang akan dibandingkan.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<i>Contoh <span style="mso-spacerun: yes;"> </span>Shell <span style="mso-spacerun: yes;"> </span>Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Ascending
(Urutan Naik)</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo8; tab-stops: .25in; text-indent: -.25in;">
<i><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">6.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i>Merge
Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; tab-stops: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
Merupakan proses pengurutan data yang menggunakan merging dua buah
vector. Pada proses merge sort, data dibuat sepasang-sepasang, yang terdiri
dari dua elemen. Jika N ganjil, maka ada satu vector yang terdiri dari 1
elemen. Lalu kemudian data tersebut di merging sampai terurut.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<i>Contoh Merge Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Ascending
(Urutan Naik)</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuW0fCrvOLzGatoFNf5VSpMjg5dk9PLjCPIu6cDkU23rW_3EmbXH-P726L9cWBOl0X68r7VqNhVjNomeCcW_nq4fxnJmi81_wbTgBLP8viN4bomWkSDcprxYPDT6gUwYYu9BtU2S9qauh2/s1600/sort.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuW0fCrvOLzGatoFNf5VSpMjg5dk9PLjCPIu6cDkU23rW_3EmbXH-P726L9cWBOl0X68r7VqNhVjNomeCcW_nq4fxnJmi81_wbTgBLP8viN4bomWkSDcprxYPDT6gUwYYu9BtU2S9qauh2/s1600/sort.png" /></a></div>
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-list: l6 level1 lfo8; tab-stops: .25in; text-indent: -.25in;">
<i><span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">7.<span style="font: 7.0pt "Times New Roman";"> </span></span></span></i><i>Quick
Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
Merupakan proses penyusunan elemen yang membandingkan suatu elemen
(pivot) denan elemen yang lain, dan menyusunnya sedemikian rupa sehingga elemen
โelemen lain yang lebih kecil dari pivot terletak disebelah kiri pivot. Dan
elemen yang lebih besar dari pivot terletak disebelah kanan pivot.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
Dengan demikian akan terbentuk dua sublist, yang terletak disebelah
kanan dan kiri pivot. Lalu pada sublist kiri dan kanan itu kita anggap sebuah
list baru, dan kita kerjakan proses yang sama seperti yang sebelumnya. Demikian
seterusnya sampai tidak terdapat sublist lagi.</div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-indent: .25in;">
<i>Contoh Quick Sort</i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in;">
Ascending
(Urutan Naik)</div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHitATFuPVC3hrTI-iL_0t5BlKZqDWgmIMAQK36183XL8sEbwjQCLvfTjoN9HrZNIx4anFJbp4FHwskELYVKdITCQJPUVBJwR8S-sIhCzj9-OplIeLuyml_pXr27uLTP51ydzkFf82ZTBt/s1600/1.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHitATFuPVC3hrTI-iL_0t5BlKZqDWgmIMAQK36183XL8sEbwjQCLvfTjoN9HrZNIx4anFJbp4FHwskELYVKdITCQJPUVBJwR8S-sIhCzj9-OplIeLuyml_pXr27uLTP51ydzkFf82ZTBt/s400/1.jpg" width="400" /> </a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQha7FRg99QsUMEbPXgcuzoSL1BIM_-eR-iCIfTYLDpIHoahbTsoDYhU_A3Qmd0DfAn7i7Qz66_Vqo-xjd9hhzvqDgG9GhxQp3TuVt5h5kWW9yWi-86JeY2U58zpTgiH0ZoDLun1Bfjwhl/s1600/2.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="90" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQha7FRg99QsUMEbPXgcuzoSL1BIM_-eR-iCIfTYLDpIHoahbTsoDYhU_A3Qmd0DfAn7i7Qz66_Vqo-xjd9hhzvqDgG9GhxQp3TuVt5h5kWW9yWi-86JeY2U58zpTgiH0ZoDLun1Bfjwhl/s400/2.jpg" width="400" /></a> </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT8tKKQRGWEAvGyWPJiFg24_xXw9lU8wqXUdO8HFdlUgSoUXYR2XVtwGWHS8hwi_3N5yhfFIVWGH-5bbkmViaBHac-GMPafxyk7B10FWBqqmuigjj74gMwFZcWE-oaBhwFTTYCvP3CzrJf/s1600/3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjT8tKKQRGWEAvGyWPJiFg24_xXw9lU8wqXUdO8HFdlUgSoUXYR2XVtwGWHS8hwi_3N5yhfFIVWGH-5bbkmViaBHac-GMPafxyk7B10FWBqqmuigjj74gMwFZcWE-oaBhwFTTYCvP3CzrJf/s400/3.jpg" width="400" /></a></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: center;">
<span style="mso-no-proof: yes;"><br /></span></div>
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sJq/BBAGlAHjILiUnAGnwG3g6AABkoKgIDgIXr2eyBy/MFYdLyMlCJAMJAN5UZEXl4IB55KcZq3HrwSnwG1qmN4K8JSD3wsVlbD3ICxYtLtv/63Xdt16Vdf114Wb8S/B3v1gew0wToDlk9zvs2iFDhQ+++TTe/r/CakqPj5+/Pjxtm3v3btXSrlmzZr169efOHHC5/Nt3Ljx0KFDAHD06NEffvhhy5YtALBjx4727dsvXLhQSVXffvvtyJEjcZL07dt3xowZ+Gbt2rVrRkbGpk2bGGM7d+5ct24demBv27atoqLi+PHj+Kbcs2fP2rVrjx07BgB9+/ZNTEw8ceKEYRiJiYk5OTnIa5fJ6xLAaeSlbAcouiNh4RzSdR0lf2U0VZ70eAJmoVDyFNo+kOBQvMLCldSG0j6+ii+UwV5IJJ9qFhNCSFyJExQEBVntM4BapcBoReQs7ljlefXF+IuUqCvy6hIu0ANSD3lRYEII4KKacBlwLn2mYRGT2X6wdDB18Hjh+w3+6ckLbuq8vMX16zqGpjVvmdu7N6z+CiqLgZRVsYpSq8IGAAlgA1BInjETvV5WrlzZp0+fb775ZtGiRa1btwaABQsWNGnS5McffwSA119//Ztvvlm3bt3kyZPnzZv3+OOPL1y4cMOGDTfffPOMGTMqKytREBszZgxKSR6P58knn3z99deFELNnz37ooYdWrFjRtm3bL774YuHChVdeeWVZWVlqaurHH3/89ttvf/nllwCQkZExdOjQ999//5577jEMo1+/fg899NBPP/0khEhJSRkyZMhltfGSQU3JSy02428oDSkjKEpYuq5Lx13e6/UiYaHqhws9aN7CEErkRF3XkZVwdqpFdOlYW397VwnpIi/8UCm4ZEIwkNyRnPBfCpJLwU7zO1e0JX7WGgWSl3DIS/Jfuwk/h1ELicumArjjDIGGeeYsRDD8CU9B8kIHLQESBAfLAK8Pjp2A5d98MzrhX9fdmN6u86HHh8K8BVn399/+4VtQdQjsE5RXMrA9RDcpM3Ri+wkImJOc0qVLl7y8vDlz5qxZswYACgsLw8LCUIQfNWrU3LlzLctCUWvQoEFffvmllPKbb7655ZZbqqqqevTosW3bNmWpuOuuu7KysnDK3X///UOGDMnPz09NTcXLb7311ry8PADo0qVLaWnpa6+9NnTo0I0bN+7fv58xtm7duvT09MWLF19zzTVSyoSEhClTpqBNY+nSpV27dv0tJ9hl/Ko4jbzqsJXUCV4HzrWc/0kbaquZdX3vhoDTPj9fi8YsyZEUat/T/VEEUv2bUE4YvzIEc3RYDoKDpAwoBSIkAU7AJoBBizYDxqRgghpALbAJ2AI1XJuD35aGSYFw8JqwbY/v5XfmdYlMbn3jgn79TqZkwLEyOFnu2/gDO3QQqAnE0j0Vuu6T1bH3zLYpAHzy6bT+9/0FHFMpAKxbty4qKgqF98LCwqFDh+7cubO4uNiyrNtuu23hwoWc84MHD95+++179uzp2bPn999/D87645133jlv3jwsZ+DAgei1o9LJ9e7de968eZZltWvXrrS09NixY88//3zHjh1Xr14tpczOzp4zZ05RUVHbtm0BYMiQIW+99RaWvHTp0ltvvdUwjNrvyF+cJ5dxAVH/A36e5PW/wv+qhWfZ5ksHgqGfmpRIXhzJiyN5UQI2A5OBzYQQFBizvUB1yQWjQKxqt1qgAJSCzwtfLtv4RHRGm5DMNp0PxMTDt99B6YlqMY1Q4ABMEL/hyJ4SbaM2YV6fPuHlySFh4WhHR5eaRYsWtWrV6vDhw+gz0bNnz7fffhuH44UXXhg8eHBlZeXixYsnTpxoGEaLFi0yMjIOHjwIAIZhjBgx4t///jcAlJWV9e7de/LkyX6/3+fzocfpnXfeOXHixK+++iowMLCgoOCjjz46evTopEmTXnnlFQDo1avXCy+8sGrVqubNm5eUlERHRw8cOPDw4cMA8OGHHw4ePFiZKS6T1+8awlmcOU/yqqfc35686sIlPSk5A66DtKrdrSSKfVRiEi6gslo39AP4QQCYulV+nJo+ABBAKySrNMDyw96NxW+/tCQyPK351Qtuv8NITocTXvCYQDhwATZB8pI2JX4DGJdcgJBou/Tr5qHikjfefmfwY4+vWrUKV2OklPn5+Y8++uiWLVvQvPD111/v27cPFwcZY6mpqR999FFaWhquVn/00UevvPJKRUUF2iXWrl07ePBgSumSJUtiY2MnTJiACiPaHJYsWZKYmLhs2bI333zz+PHjWVlZ06dPLygo8Pv9Xq/366+/HjVqVFFR0XPPPbdx48a9e/c+8sgjqMnGxMQUFBTUmOfYj5fJ62JGXbxxGnld6EqeP35LNrxIIEBSYDZwE6QFUB2TJEBwoAIsjLzE5QYAL4AXwBQGA9sDotTrp+UE/ADFpbBi2eIn/jotpNXnN1xRPOqfsH4dePzClBaAbRIgBAhhhsEMC2UuYtnUJmjcJITohiUBDEIlALqASlfGSrR7oqSDS0AoiCmhGBe1bSf5uHQcwdauXYunKaccn88nnSQi0qEbd1FCCMwaAC63WOUNaxjGjh07MP/l/29T5feOusbrd09eF0SauxjAQGISC8B1B1L9kQw4B85BMgBeHeajA+gAVczyE4MYPtAN8Ouwc4/5yttf3Xr7tNZXZd/d/fjc96HiJzh5GE6d5Bw8BCQAMXRBbJACuKA24ZQxxnD5hTFmU2LZVAL4/IZfr+YpXddxoUZ58wkhiLMTAv7k9/tN06ysrFRnoqMWut2gOIb8ePLkSWXIV+lQ0MEVBTG86tSpU3gv27ZxIfvYsWOGYUgn1wj+6/P5TNP8/2eSXBqoa7x+3+SlWnXGhYILXbtfFwykD6gBtJq5KEjHx4MxEBTAArBBcqAS/T4kSACfAV4/VFbAl4tW/+ORzBvaZrS+/kDSaFhVBNYR6T/Mq44Dsw3Jym2TSmGaOqU2gMBlaPTyw9liEbvK6/H5DcoEoZzQn/ODK2dAFLjQK1DJSio8SIUrqiRzSpJCEQmXuVXOOFzRxkUARYJYiJQSwyQty1LZerEymNYcRTxwvBEv43eEGk+3+v5SIK/6VzkvdB1/LVCQHiAeIERIImQVQBWAxYEyMKiglINOwbAk07n0A/eC7YcqAhUUtu8ue/2N+SEhyS2uWv3gnyumTYWyEigvA58NNoDFCNVN8Frgt8GqTr4hGeatlwBMcNO2XNnwQQjgXArxcypKJXNJKZV7s3Q2MVD/qkQR7mOkSCEEEpkiHSwZv0TRDNcfpay2vqFkpza4opQqX0LpTHSPx4MhHG5c8lPl9w53Sj73k37pkFeNhl3y/MVA+sDWgVHOLCHKQZSDMCSjlNq2CYYfKqugogJ8ZWAeB+MYVJ2AI1VQ+N+1Q0d93L793A7tikePgBWLoOooqTwJEkAHqACgAEB1OKlDOQObg7AFsQVBqqKccScc26aES8wMoSYSKNEMx0JJQMpVkDhJumt8r/LxCte2KUrrVLsTgCtNmyI1Fb6mpC11X/UlkppwZS1XuLTnySUA9BasEUTIa2RSvdCVPDco5sL2qEmsTCFoPFbRThcVsM6EEBU8rFLBEEKUJEKcKOUzQjBu64bn+EmQYDDLy/xUmLa/AnynQPfA4WL46UfYtRlKd4PvAOzeyF95d16nW6e0bJ163z37pv8bDm6HimPk5HHbJJYBzAfgA/By0HWdV1RCRRXxUOA+y++3dQ5gUkKl0G1LNw0Uvny6H2UaxgQh7DfrvTN0hRAqWA19pOvptwsFnKVuoRLtgxe6XjWBJkh8Z2A8Mgq5KpkaLrAQ8vO6za8KlKN1Xdd1XaWHU++nS4G8mJOEGlzZnZhrj6KLENLZqE26dgkgrvQvP4s0Z7gYBKEgALgEISgxhDBA+oB6oKoCli37dtTohfcPmH/v3T8ljuLT3lv38F/nX9+hqGP48Vf/BSX7gFQA6IybEqojBIRwthRhIIHZwBi4vWCBCE5ldbJ//KDkpVxVLyCwo0zTdItdFyGUgOl+/C5OcNemhbW/UYob/+XNIv6XlQEAjOpRj/bvkrykk99C8dfOnTv79esXHh4eHh7ep0+f3r17t2vXLiIiIvwiQ7du3cLCwnr06BEeHh4REdGlS5fbbrstPDw8LCysV69e4eHhPXv27N69e/fu3bt27VpXIWHdwzuGdevUo3tYr6guYZ0jIkJuj+zyh54dB3VqMyfyD4s6957dun3aje3ntrphXovrN7TpuuzKG1KCm71xRbNh17e8N6RNl9Cbb+xxS5fePTt0796pR0SnHt079+jeLax7RGj3qJCI7t1uDQuPCu0e3im0c0SvyIhekaFh3aJu7dkjMiI0rFu38LDQsG6dQ7r0iIyIjOwZHt4jIiKqZ89ev1kH1kCXLl3CwsJuv/32yMjIXr16de/ePSIiIiws7ELVpy706NEjMjIyMjKyZ8+e4eHhkZGR4eHhnTp1utD1OgN69OjRtWvXqKiobt26devWrXPnzuHh4Tgne/fujd9HRERERETgNP5VERYW1qFDh65du44cORLTioCL/X/H5OU22G/cuFHTtMGDB48aNWro0KHx8fHx8fGjLz7ExMQkJCQkJSWNGDFi9OjRw4cPT0pKGj58eHx8fGJi4siRI0eMGDF8+PAxY8bExcWNHDmyjmLixj393IjR8U/Gjnx85JPx8cOejn7s5aGDJ94akXbNLV+36b7tkce3Dh+6a9jwfQMf+r5F582tw9ZG/uGLvw588+G/jI9/YvQLiYPihw9JSoh9/vl/xscOjR81LG5kdOzI0TGx8TGJ8SOfiY0ZN2p03PBRI8aMS4qOGTF0+LDY+Li4hPjh0SMSxyTFJcQ/NfSfI0fFxMSMjo9PTEoaGxPzW3bhaYiPjx87dmxMTMzIkSPj4uIeffTRMWPGjBo16oJVqA7885//HDNmTHx8/COPPJKUlBQdHZ2QkDB27NgLXa+awN6Lj4/H+fnMM8888cQTiYmJcXFxw4YNi4uLGz16NP4UExMTGxv7a9cnLi4uKSkpJCSkZcuWKKmASyn5fZOX4q+SkpKgoCBMugKu9ayLE+4VE5U3WR3USI52pusBqjgQYAAmEAATbC/8uH390NFFN0WW/GMk7NgA+kHwHoTjh/xPv5LZrMOmvzwMK/4LvpPAPQRsL1AbwABJam+J5iwlUk6EYJRW62LKV0t1rASwbCok8Au6+YbbGwNce8xchKiRV1a64tguEqjec8s4ah3GPSd/m8rjyH788cdXXnklOBlxa+4edKG56HzgXlXcvHlzkyZNMAeLpmmapjVo0CAgIEC7KNG4cePAwEBN0xo2bKhp2qRJk5588kn1p6ZpDRo0qOfyhlrgdVrTK7UGWmCg1lhromm3aNqLLdrmd+3zWYt2QzStjaY1bKhpwVoLTbtb015u1ja9U8Tr115/q6a11LRgTdMCA7SghkGNmmqBgVqgpgVomqYFVP8fjKdomtao0WnVmDp16h133KF6ODCoQVBww+AGjTQt8H/XN+eD5s2b40FmZuZNN910YStTFxo2bHjLLbckJydrmta0aVPNNdwXD7BiCo8//jgAtGrVStO0oKAgTdMCAwOx2gEBAb/N8/XQQw9NmDChWbNm4OSk+d3bvBCKvPbs2RMcHJydnY37GxUUFGRnZ6empuZeZJg3b15WVlZ6enpeXl5OTk5hYeGNN9746quv/v3vfw8LC8vPz583b97cuXPT09MzMzMXLFhwxkIKsvOzZmV9OW9x9hcLU+em/HdOyroXXv2i852F7Xqvf/75dbP/k5v8fmbGf75YOHdeRkrR9OSdH38+t0v3nA6dV4+O/WlO2vKUrMK0/MK5i9JS8ubmFszNy8rOy8jNTZufkz4/OzMnLzsrL3fhwvmZGWmZGWm5OVnzC+flZGVf1ezK5Fmfh4eH//Wvf83Ly8vLy8vOyZs9J3VuVk5+wbzfuBsVFixY8Pnnn+fk5Hz66acNGzacP39+QEDAsxsC6xkAACAASURBVM8+e6HqUxcKCwvj4uJatmy5dOlSTdM+//zzlJSUjIyMC12vmpg9e/YXX3yRmpo6f/78WbNmDR48WNf1li1bJiUlZTnIy8tLT0/Pz8/PzMz8tevTt2/fBx544O2337766qvBMd4rJ5vfN3kp7N27NyAgACWvFStWqL27Lza4lVmsZOfOnV966aVBgwb179+fO/vl4AnM2aWuBjCnmOBgAYC0wVNu/mdm2hVdtw6MhsqT0jgK4AcwgZogBGMMdGN3/LjMmzqUPPc8lJaBj4IJwEFWb7/IQRKQFmYXlCAkgBRMcIo7OwrGQUKTRo2TZ30eEhLyzDPPoDwvZLWKadn0N+7G03oDQAhRUVGhadrixYuDgoIwZdhFBQCYP39+y5YtFy5cqGlaZWWlvCgTB0B1viMCAIcOHUpKSgIATdOSk5OV8qi0udpOv/9zxMbGPvDAA1OmTGnSpAk45iD5u/awr+2GumfPHk3T8LX25ZdfYhQeLp8ruP1H6Olw+7mg2u/z+VDh93q9aFkzDEN5ZqHbDuaYxY2Xavin2HWAEILnY/UIISEhIS+99NLAgQPvvvturDae4PZXqlFP26aWziyd6T4DjErYvSb3zls/aRUKGcuhslKvOOL1nfT5K5jXIwx/uVkB3IQVq2eGR80J6wTL58PxUrvCSwCqTA6GCV4/+CxqWh7mr+J+y7KYSW3Twk3ObdvG+XrFFVfMnj37lltuSUxMRAccXPvHf+tqL64Q+f1+9A/C+CFsIHasZVmY8YYQgv/WHjKsRl3ABJkHDx7UNK2oqEjTtPz8fEKI3+/H1Ph4x/oLwXqiZxMhxOPxYE5N27ZRVTEMAx2gCCHYkHqGWLUC744+SpmZmc2aNVu0aJGmaUeOHMGxrn1h/fMHnD0JmbMLPWZaxw1u8PHGDkGHsnrqeUagVxeOxZ49e0aPHi2E0DTt448/xkF315A4Wz3ZTm5R27ZVPJay4WJsg8fjQfcxd+ecPqt/vrtt29jGoUOH3nvvvW+//XaLFi2EEwr2+zbY10Vey5YtQwqTUtq2je08o8N9DXu/As6AsrIycFzypJR4jHlf8QTMfA1OFlnl+Ft/uJLyTeOc4+PEGAsNDZ00adKDDz547733SmejAHy9MNcu4u7aMiYEB6JT0G3wnvRNe3VOtzbLBj4B6w+Bx08tj00NAGFVVIJgBGxqVkC5Z+FjQ2Z0vN7z7kQ4VQqG4eMCwxHBsMGUQMELtAoo7vbGCFfGUZwrSF5du3Z9+umnheOmKKXkzv6vZ4R0toYVQij2d9vXcYpjHHWNPQ1qB4WcsT/xHXPo0CGUvDRNw3SGyiiuLM11FSKcvXJtJ7AJnDgBTPJDnEAlDM90B3ifscmqQ/Du+EhnZ2dfddVVSK/Hjh3DKXrGa+vpT5/Pp4JAMVEHWoKwE6qqqoiTnx37s5561gXl8r1v3764uDgACAgImDZtmnR2wBSuYVXhWcpj0ev1qiTylmVVVlbin16vVzqpQWo8NWqYlLYhnH0w/r8gr927dyN5BQQELFu2zN0L4uyCP/BMcLb1xmOv11tRUXHixAns2YqKCs55eXm52ppQPVrnVHmsHt6xW7dukyZNGjRo0H333YePkPthg9PhlACWQZlBgAnwVawfNmjGzdccee3fcESHKj9IunHzD6u/WwWMV5w4tnzVsorSYvDqp2Z+/smNLZf/9W44dggMQzcsDgCUgE3AloKBDlQHKgQAZsN2soHjQdOmTZOTk0NDQ5955hkpJbZdOpO4HoCTDRwASktLv/rqq7Vr1y5fvnzjxo3IVijJ7tix48SJE7WfpV/sT3xci4uLAwIClixZEhAQgDsYuYOH5C/paIpPpZS7du1asWKFWsQ8fvw45/zAgQNHjhxRI1J/e9VNpcsVOTc3t3nz5khepaWl4ESnn9PkwcJRvKKUrl+//uuvvwYnqgSr980336hl97MvWZXPnU289u/fr8hr+vTp0iEv6ajq6j0kpVTbXCBVFRcX//DDDyhgAgDmeispKZEuD013F0nnuVCqKNJxDfKC0xc9LxHy2rVrl1IbkbxwZtQlCtUuB6ECjAkh+/fvX7FiRWlpaVFR0YEDB8BZ5sCU6hhF7C68rhrWhhoDIUTXrl2Vzas2edXVcMkBmATDhE0bsnt2zejSHr7+DqrYd/MWPvL3B999/z3dtjZ+v/7B+wd89J8PBtx955b8QtjxY1ZE2PRON8Ga1eCtAsIIYUAoECqJoAwMSQxJUPLCvdvcUxnJq2vXruPGjcMHEvm3HrEIT1OzixDy8ssvN27cuEWLFs2bN3/qqadw7n3//ff333//Rx99hOxQW4Ctpz/V84Nq4+LFixV5oVYincwEvyh5oZ6Snp4+fvz4H3/88cEHH/z222+RcysqKm6//XaU6FHXq6coefrzqSLVc3Nzr7rqKlQbcX8jt8BeT4E16ql8VoYNG7ZkyZLPPvssPj4eJ/xPP/00ZsyY2bNno0quyPHs4WaHffv2xcbGSik1TZs2bZoQwnbt2uuWu7FvUdfjnG/duvWVV15ZtWpVXFxcQUGBEGLdunV9+vR54403ZB3kJZzdedRL/YySl3tCXjrkhZIXktfSpUsVC7ivcoswtYcNOxS1GCklpTQ5OXn//v1SytWrV8+bNw97s7i4+M0331y+fDk45sPa5CXqdtGqMUWEECEhIRMmTKhBXnU9bD/PdcbB7wfDOJGZMaNN6y0P/x1KT67LmXdLq9bfrf6WA+iUPvnkPxsEBAIXf4yMeOSPfaG4eE/s6Kmtr/1x6vug+4FQQSimkOYCqAQuGZcMBIAAIaqpU0leV1xxhZK81CSDs/D3wcBDPCgoKJg1a9aqVauio6NnzZrFOV+2bNmNN964detWcGSlGlA9VheQvA4cOFCDvFAxgdMlr7oKUU7bAwcOHDt2LOf8zjvv/PDDD/HL+fPnX3nllfn5+eDaL/KMULdQU044seVu8jp69CjUWpCpvxsRyIOmae7atatRo0amaRYXF7dt25ZSumXLlqFDh+7duxf+b85ubvJSNi/cg87ddlVhNb7gSFhDhgxJTk4GgK+++upPf/oT5siNjY2Njo5WaqP7wcHZLl0CnWrpsGHD+vfv/84777Ro0UKe/jaFS4a8lM1LqY31k9cZmyycNzCaPz744IPjx48DQHl5+WeffWbb9smTJ4uLi9PS0nbv3g0Afr//jGJX7XvVuKkaA+GSvJTaqB7X2iWrwbYtg5WXgcez9eWXP7mmFX/rLSgu7tcj4tEHBqWlZWz88SdTwh133tW0QRNg8Ld7+l+pabBtC6SnfXLTTXMH/R2OnwCvFzgHwblk6KoqBAPOcAmSsWqRqobNS5GX+r5+ZpGOLQOFoOPHj+MDMHz48FOnTgkhOnbs+OCDD06fPh3zNYs6JK96boEFos1ryZIlgYGBixYtAldGHdWf9ZSDJxiGkZKS0rVr14kTJ37yySfl5eUAsGbNmhUrVgwcOBATSSuTQl3trTHQirzy8vKaN2/+xRdfKLWx/vlZD4QQuq4/+uijDz744BtvvIEVGzVq1NNPP11UVLRu3TpwkhScB1SHuyWvesgLeR/N7Thkffr0Ubv8tmvXbtOmTQCA7vu8DpsXnE5e0lEbFXm1bNlS/v9DXm61sbYI4x4td8n4MsSX+dKlSzMzM0+dOrVp06Y5c+bYtr1nzx6fz5eZmblx40afz+c2J9dTwxq1FafbvEJDQydOnFiXzQtLq1FVIRgAA8MLm7Zm3XXvJ61vgEULT3yzoqGmTf9s1gcffqoFNVi3bfvcrJwGWnBBSs5f77g35Ka2ct8uWLsmq/ftn4ZFwvJvwOeRxARGmeA6MEMyzggQAlQKJjmXSvJS5IVqozLYu83hdUFtP+yWBVauXPnSSy8BwPr164ODg6dOnTpr1qymTZt+9913dUledUE9UcrmheQlpcTHSTrrHnAWBns8SEpKatWq1fvvv885P378+OLFiwGgb9++eIALiPUUhWOkZgV38i/m5eVdffXVbpvXLy5H1AY+0ijLbNu2rVevXu3atauoqCgvLw8PD//uu++2bdvWuXNn1AzOqWTVD2r6KZtXPWqjcOUdMgwDaWjmzJl/+tOfFi9evGbNmk6dOpWUlBBCxo8fHxcXV5fkJepQG2uTl3C9zC4R8nLbvFBtrKHwn2WB4CgvaKrYu3fvyZMn58yZs3HjxgMHDixbtmz79u3Tp0/Pzs72er2Ypr32mmA9t8NBkk6WNc45vuf/9re/odqoVNEaL5ka5GXbHjD9kDd/WofQRXfdAwf2r0qZHaxpc7PyN+7YozVq8so773IB369euzTni44t28YMHQq2Dtu3Lh/8j7TOEd4PPgXDa+kVwBmXwgBuAOXCBkqr97Os22D/9NNPy7M22CtykVLquo4UNmXKlJSUFADIyckJDAzMzc3dsmVLUFDQlClT6lptrOcWymCPkhe6+8E5GuzBcX18//3333jjjTVr1jRu3HjZsmVffPHFs88+O3PmzA4dOiQkJBw5ckTpOPUUJU9fbfxFg/0vzk8FPNM0zSNHjjz66KObN29OTEyMioo6evRoSEjInj17AOAf//hHYmIiONs/nyvU9HNLXnUZ7MXpWdKQqRljixcv3rNnD4adIndjDK88R4P9GclLPQ6XCHn99NNP6OEVHByMb8iqqip3u+DsoNYolbLz008/FRYWmqZ59OjRTZs2bdq06bPPPissLESNUnFQjbrVVb4abOG8RTt06DBp0qSBAwcOHDhQOtnX1MniTGqj4DaACaeO+197d86NnTcmJEL5SWPPziBNm/jqlF0lJ7TgRrlfFBHCgMPEhOfvjPxD8f4DYBtQeXLz8y+mXNP+eOLzUF4KQgcmBJMGUD9YlFvAKFCJ5IVQxqBmzZrNmjUrNDQUHRfVYiv8UmoUlQtQrUM9++yz+/btA4Dt27drmvbBBx/s2rUrICAgPz+/hnvELw6fcBTb4uLihg0bolK2aNEi9UpX5ZzN0BNC/vKXv7z++usA0K9fv3feeae0tPS9995LTk7u0qVLTExMeXl5/eakGuPFnaRXAJCVldWqVat58+YFBQXh5DmjE3L9lVRi0caNG9u0aSOEOHLkSNu2bY8fPz58+PD09HTbthMSEnD7OOWJfvZQdO/1eo8fPz527FjDMIKCgj799FPVNOqkzAVXpI6UUm01jTXcsGHDkCFDkO4ZYxMnThw3bhwKreAIsDWMkm6dA+8SHx/ft2/fd9555+qrr1aJedXzdYmQF0pey5YtCwwMXLFihWp/jQvVINVVMgD4fD7cnfTQoUNLlixZu3atexLoup6bm7t582ZwPCdqPxu/WHk8DYcnNDT0pZdeeuihh+677z7pWIjAWb5xt1E9kMBs5iuD40cOPjEq+aobS/7zEfjKwVc5/T//eejRoSOfnvDPxLFVhM4vnDd2VNyr41/ev3UvCPAePwZVp/ScvMLrOm/60wNweI+tl4FJhS11Yetg2cISnAKVQKXk4CYmSmmLFi2QvPCtruQpqDsSQDpua9giXOBfs2bN5MmTBbr+A0ydOvXRRx+Njo6OiYmpqqqq7dtVf2eq7tq7d6+macuXL2/cuHFubm5d5FVXOaZp4iivWLEiPj5+5syZzz///IEDB7Dytm3fcccdy5cvt20bl5jrKqcGF0jXpkeFhYWtWrVCej169Kji9HOSvMCR106dOvXKK69MnTp14sSJH3zwAQAsXbo0MTExLS3ttddeU4lnz7JYBbdVa8+ePbgijJIXnG7TUGdyxysVO/zkyZNbtmx566233n333eLiYiklIWT37t09e/b8wx/+UFZWhpsPKPnOzUc4XuDswAIAjz322D333DN16tRWrVqBo2hfauR14MCBoKCgZcuWBQcHL1myBCfiWdpN3FBvEs45bneKbtamaUpHQzl69Ci+BIgrQa1bga/njmpKoTsypbRHjx6TJ08ePHjw3XffDc4eFugGWaMJeMAYA2oB9UPxvnW3/ymz1c3i6+Vge4Hp0jAPHj65bd+xSi4IQNmxo6dKjgAF4GD4TRACmA2rv13T/Y//7RoF61cC90mvLfzcZJYuDUtalBNJBBABsnrlSGlJ11xzzaeffhoeHp6UlCSEwF/VDK6nvXi58v/0eDwnTpwAgNLSUvQFLykpwdU3cCRZN4XVP3xoQCGEHD16tFGjRgUFBSh51Tac1Z45teuJT2BZWVlJSUlZWZl0pAl8k+HGusL1UqkNd22VfQdHPDs7u2nTpoWFhQ0aNCgvL8eZVrue9UNZcjGEAKuKtbIsq7y8/PDhw+jRXs+g1AN8cNB6tXv37lGjRgFAw4YNp02bpr5X1VZVwn6Tzpvs1KlTuOUwAKDzxOHDh48cOVJSUnLq1Ck3eam24PsAxx0P0AQ5bNiwAQMG/Otf/2rQoAG4BMNLirz27duHcSGBgYFo80Ln+Nqov70q9Adjd5TIIJ19t9Sziqs5Z7R51fNm5q7tc7Co9u3bP/fcc4888sgdd9whHMcodV9xJrURiAVGFV84b37bTuvv6A/F+4X/JPOeEIYfBBAAvwBDEmb7md8LDIjFbZOZuiGICUdKNvW9L61pc/OLPKgqBR8FQzJGCNgWEAKshuQFTnLaxo0bp6WlderUady4caoT1FSuq70qogX7EH0pwaVuqKigGk5z7sGtB0oS2b59e0BAQFFRUYMGDRYsWFCjBNWldZWDJnBw9i6SjncYxhhxx5aMD2Rtib7GALlngvIczM3NveGGG1DyOnz4MHMSQ599Y1VD0GUfVTDGGDqjYZZR4Yo6qGdc6ilfhfUcOnRo5MiRjDFN03D1UC0xq1eaW3rCTe3U3AAAv9+PHUucWEjqbPiEx9xxhZN1qI1Dhw7t37//e++917x5c3Ai81Q/XCLktWPHjoCAgK+//lqRF+4GWCM28BehnjT1IlIPm3reKisr1exRF7ptzPWUL6XE8lUkxw033DBp0qS///3vAwYMAGeTVAxCApdwh6i2iOl+8Fb6P5+Ve32bzQ/8DY4Ug7RA+rmlm5VCMKjwGQY3/P5TuKmG12faFmdEmqYJPn9ZTGxysysOfPQWnCoBD5G64LZBuF+Xhp9bxKLUICCBOmFoWM/AwMCZM2f27Nlz/PjxHo9HbdGouvqMEKerbFgmOtwjWymyRp3RHd93NuOlIv6Ki4sbNGiA8WEFBQU1CvnFocEnE8/H1xIGM6nqoYm9srISJYK6yqmx2qBGDQBSUlKaNGkyb948TdPQCcMdKniWrfb7/dLZlolz7vF4sLYnT56UDpXg7VSMzjlBMZeu68pg37Rp06lTp6rxUiSu6oxEj27bhBBUUxSRYfdWVVXhmxsvUQGn3PHIYU4wL94FZd7Ro0f36dPn1Vdfbdq0KdRydrlEyAtXypcuXRoQEPDVV19ho87DVU+9rJRoKoTA+F51Avs/pDmsca1pmlFRUe++++6gQYMGDx5cY7xFXYZ/QqC84sgbb+a0bVM2Lgn8XgCqm2UAFAiABRyAAQUwpNR1YjAAv05AgmUy8Osw49Osm1qvjBsK3nKwMBUhA7BtoDYIKQE4MPJzyjfEzTffPGvWrI4dOz7zzDNKElEkWw9wglJKUUk8vR1ESVvn0IkuCMf+cuLEiaZNm+bn5zdt2nTVqlXi7Iz07kq6LZvuNPPMtUMCnJcVHJGdnX3jjTcuWbLkiiuuKCkpUaoW4lxLc08k9zHuXEldNvVzgnQJX0ePHk1KSrJtOzg4uLCwUCn+SuJ2S2FnrB6erF4PcLqjwxnvLp3lWiw2NjZ20KBB77///vXXX69KVsNxiZDX1q1b0bU6ODi4U6dO7du3j4iIwEzhbnR3UFfO7B49eoSFhXXv3j0yMjIsLKxz587du3fv27cvlhYaGnrLLbfcdtttUVFRbdq0UWm2a6Ou8qOiosLCwjp27Ni5c+fIyMi77rqrYcOG8fHx999/f3BwcGRkZJcuXSIiIrACXbp0cddZVfuPnbo8fHXLT8LCc265+e3rW9zfoUPX0E6du7cP7x4ScXNk32539up1W9tb2oT3aB8R1aldaIeQyIjwyFtv7dknpFPYnde1nti8UWaXG2f0jvjHddf98ZbuPbr2jAoNiQjv3DkqpFNUt/DwHpFhEZE9orAOHTp0aNeuXa9evTRN++STT0JDQ1u2bBkVFRUSEoLNPJuc8ZjyHBPMR0REhIaGdurUCZP3d+/ePSoqKjw8PDIyMiQkpHsdqKfk8PDwDh063HbbbZqmzZ8/PzAw8Nprr8X862efzL5379633nprSEhIx44db7vttpCQkJ49e3bu3DksLKx3794RERHt27fv0aNHREREp06d6qlPeB3zAQe9efPmM2bM0DQNy7z11lt/ccLUbm/Hjh1xYoeFhYWEhERFRYWGhnbv3r1jx45hYWGRkZGYhB5n8lkW6y6/W7duPXv2vO2225o2bTp48GAA0DStWbNm+Cxgbbt169ajR49u3bphTbBDOnfu3Llz59DQ0NDQUEzVHxUV1bFjR2wpfo+jiT2JKfC7deuG36sK45iGhob26NEjKCioX79+L774YosWLVAoFpeeq8T+/ftxpfzFF19MSEjANNsjRoyIdSHOhdg6EBcXl5CQEBcXh5m8x40bl5CQMGzYsISEhKFDh44bNy4xMTEmJiY+Ph7PxGT5cbVQV/kJCQmY/zspKQnzgicmJhYVFWVnZz/11FOYLDwhKXHYiOFxCfFjx46tXe3RcbEThg5L//sjn3TokBrSLnvgPS8+/o9Ro0aOHjtydGz0c9Hjn49+fsSw6Lgxo2MT/xk9+vH4cYkjRsc/OWx49MjY0aMSXxk6MvuB++dGhn7Spd20P9838YlRcdFJcTGjRo0eMTxhxIjEkXFxCQlxY+LjEzG/fkJCAnbCqFGjvv322xkzZgwfPnz06NHR0dFY2zraOwr/i4mJSUxMjItLiI2NT0wcEzs6cWR0bEL82NjRiXFxCdHRw+Pi4pISn4kZGTdq1Mix4xLi4xPj4xPj4kbHxcfExY2Oi4uLi0uIi0uoqz9jYmJiYmIwGfzIkSO3b9/+7LPPPv300zExMZjJ3n1yjT/dwKTyI0eOHD9+PDYc24XeSbjtAJ4wbty4+Pj4uso542TAqTJixIiJEyfu2LHjpZdeeuKJJ3A3A5Wsva4Ca5efkJCgLkRHqoSEhOjo6KeffnrMmDGYyz8xMfEsC6yBpKSk0c5OCyNHjkxPT/f7/RMnTnzmmWewS1Ub8Xy100KSg8TExFGjRo0YMQJHAR8i3KUBoS6MdwH/xH5ISEiIjY3Fa4cOHZqcnDxlypQrrrhCCXS/72SEtckLPex37NhhO/mn6hJo64eyQCu5F3tKOrKuEoDluYv6tW/0MyQwQgGACW4QmwNwEExQABCMg0BZGiQABwBThzXf5XTtnHvPnbB7O9h+CUwCBSlAB7ABJHAQJvdIsDGlIOWMgTAlgAWw7fCS+x/ODu8M3ywBL0U1kwBQMAFskAAuHc520q6rPlHqA3d8aF39LJwPq95wm3Pp5MUXmNyQg6RAsZLCBsCmAqG6BMM515agS2Du3bnrAXXlyVOaLK/l4nuWI8KddXr32pY8PQnMOUE6LpdSSpyfNVTyc4Jb9FDmbXDFcsLpmyScX/nK1IsGLDjdpYs5cReqc9y6v/tL9zw/++Fwa5eMsWeffbZ169bgpE6Sl5jBfvfu3Q0bNiwoKMB824jzyBGOlwQHB6tM7Y0bN1a/BgQEqO81TcM89OeBBg0aYEZwxMsvv/zY4EcC8O4BmhYUqAUHaoGaFqhhnvAATQvEf7RALSjoek17WtMKunR+pkXLME27StMaNA3WArRmjZtcrTVtrAUHaIFaoKY11rQgLUhrEKw1DG4YoAVrWnBgIy24t9Z0cqtbZrVuPqGx1lnTGmpNtIBmWnBDLVALCNACtMAArQGmpQ8KCmrUqJGmaY0aNQoMDJw+fXqfPn1Uq909cwYEaFqAhpdrWqCmBQdoDQK0RoFa4waBV2pak8CAho0aYyc0CQpo1rBRYKPGgZrWQNOCsaGapjkJ9YPrSpOPmdSDg4M1TQsODs7MzLzxxhvPY0SCgoKwXcHBwQEBATgNsIG4n4A6of7tBeoC9kOnTp3S0tIaNWqEFT4/uCuAx40aNcLppPZtCAgIcHr+fIDNDwwMjImJAQDs0sDAwGAH6szAwEDVMzWAVWrcuLF7gH7x1rXz4j/xxBMvvPDC9ddfj2sCbhK8RMgLJS8M2Z8wYUJeXh7mCM+pA9l1IDMzMzMzMycnZ+7cuWlpaTk5Ofn5+ampqZi3Oy0trbCwMC0tLT8/Pzs7Oy0tra5y6kJBQQEmAs/MzMR04DfccMO777771ONDekZGZWVlZeVkp2fNnZubMyP580VFX2BNcrNzcrNzMjOz5mblZOXlf/P57JV/faiwU9iiwY9tmj69MCU5JTN1bl5WXk5uzuy0grS5ubnZ6blpKdnJc/My8rPyUj9PycpNz16Yk794Ud6c9LUffL78H9HJNzT/bvB9m5JTCjMKMrLmZ+QX5hTMycqalZU5Nycrf/78hbm5uSkpKdnZ2RkZGSkpKYGBgSkpKd27dx8wYEB2djZWPi0tLSMjo6CgIDt7rvOp2Z+5udm5udk5uZm5OVkZ6XNS5szKSE9dMG/hnOSU/LycjPTZ2TmzMjNnpKdmpM7OzM7Mz8nKzslOz8nOyMnKz5lbkJOVnZuTVdc4pqamzp49Oy8v76OPPtI0rbCwMCgo6MUXX8zNzc3IyJg7d25OTg52OB7UNS7p6elZWVlFRUUzZsxIT09fuHDh559/jvMnKysrIyMjKysL9xbIzs7G0T8jcGrhjbCGeGFubu7YsWOvu+469ESbPXt2RkZGamoq1u3s5w9Ov7y8vMLCwoyMjNmzZ2P1Zs6cmZeXl5WVhXMVD+bNm3f2JSNS6nsq5wAAIABJREFUU1OLiopwC4UPP/xwyJAhAKBpWnx8fHp6On6fk5ODMx//RGAz1TE+gDk5Ofjg4DE+UPU8kjk5Obm5uWrIcnNz77rrrsGDB3/wwQfNmjWrEf1y6ZAX+nl9+eWXgYGBGzZsgNPTdZ49lOjrjtGpcYL65jw0CLfzFB506tRp7NixDwz868AB90spCSGUMw7AAQRIiRVAtUs5uHh1eOfDlOtu2jXxdfD4gTGTUwZAqMTLmOAEaCU5xcBGPc7ihp95DEmAMKik+vSU1DYtD8QOgYpyoEAJ7n6mc+kByUE4OqxL5r/66qunTZvWpUuX8ePHw+mJUCi1AUMioaaq4vxECfUJYQCY+OHMZNQGIQEoQBWAHzXK6pz6gldrr/iR7BdVx9LS0iZNmixatCggIGD+/Plw7mojuHRk9+qYSkmm9Kn6i1WzVF2FK6qLFi1q1qxZUVFR48aN0SEGTo8Ac19eV+Fq/riVOPetlcIlT3eXP3uotfWTJ08mJCQAgKZpqampwpVixD3za1QAD5RSeX5L86oV0dHRd955p9qAA07v/0uEvDC90ddff61p2sKFCzEXrag31/gZIaVEdxVcO8dM0MRJai6EwITrGE2CninnCpwceBfbtkNCQt54443H//HYgD//hVJqWZZFbMMyCaMen9e0LdM0qU2oTSzD5DYRhELp8V1PDc1qczOdkwulHutUlU6415Y+E2wD/B44Xu6zgOngO2kc9+tVhu7zWR5T+jkwVlUFx8qN1IzsW1rvGDIQDuwB3TQ8umlbtvR4rOO25ec2oTaRUmLya0zfHhQUNGPGjJ49e44ZMwYAKioq6M/5yE2b+G3it23Ttqlt8eqPTQmxKDNMq8qwTlJeJcBn0wq/ccJvnCDUZ5o6Y+zEiRM+nw4CvJUGMymzbG5wbnBuUmERMImwCLHO3JmVlZXo669E7+Dg4KKiIvTMwJ/wTOzbugZFnQkAR44cwah7cFyZAMDj8VRWVqINqJ5ybCdJvwIm3QWA1NTUK6644ssvv9Q07cCBA+jbbBgGZnOucVVdhUsp/X4/Okt7PB7DMDweD6UUPSQAwOv1Ynzb+c1/AKisrESr3M6dO9UGHJjaDIebO4mwbSdjvWoptkX5i/l8PkIIZtnHfNB13Ze4EtvjcKCX+IgRI/r37//vf//7mmuucbsWXlLk9eOPP2qatmDBguDgYEyMyznHHRPOiPoLV168ysOQO3kmmBOPipPjXGsOjkuRcHJsdu3a9fnnnx/w57/c+6d7sEBKqU/3SwAmuADJBJdSgpDAOAgAKuBoyZr7/5TcsrnMWgSnbDC5TsBLwAYwTWAMTIaGeFZFPCBBcPATgwEzbT+rqgLdhqLFqW2v/uHBu2D3dmAUTMIYYaD76CnBbUmZYFw5aiOuv/76WbNm3XzzzSNGjBBOHInTIUICkUCk5FKCFM5HSiGJZfskWAC2kKZN/FzYAggHkwPVdS45SAbUAtMPIEByAVygoxpwCvznLBdnHEd8QoQQmzdvDg4OXr58OSqP0pUSBwUf6eQ7qmdcakgKKhLYdiQyFR9T//xRwGmD7mypqamtW7fG3YMwMPvUqVPUldbqbOanGhHb8ecEx+Mf05dLl+yjzNtnD7eL/P79+5966qmKioqmTZti+CR6bGGjsJ7KFxd7W32p+hC7znbEpXqeRzWgWAIO2eOPP37XXXf961//uuaaa2qMy6VDXvv370fyaty48eLFi4UQHo9H+UCeE1SHoF9JeXk5JqgAR9crKSnBd855QAVFSmeihIeHv/zyy4888vDAgQNA/iy0SwDdNBhIyhnnnFMGhADjoJuwZ+eSP3ZZ1P1mKFoBxyygYHOoMuH7zZVLlvm+Xw9LlhXvKfabAAZAZQWcOGZv2LLjRGU5phkEi8K677++vcfCqC6w4VugNhiE2KYJ/ipaLrgtLGKb1atjnHOcl1deeeVHH33Uo0eP8ePHo3uqdJ4Tw/AzYTNhc46pUCXnSBkUgFq2jwubc+71WZyDFGDacOTkkf+uW8s4eKtgx0bYugGIARKTIDICFIBK4H5gBhAAAoLVDANEVFVV4eOBqXSRvDD1sMqqrh45eqZMrQgV+IXZZpYsWYJ5L1BeQ3GspKQEi3XHXdaA4iyEerABoKCgAPN5BQcH79+/3+1SXzvIrJ4pJKXUdR2luU2bNq1evRrJApsgpVy5cuX27duhjsy09UO9p6WUu3btwgTTKHkpFpautLTuJVrXfDDKy8u/+uqrgwcPAoBlWSh87d27t55bu6MdcciEEHFxcQMHDnzzzTevuuoqcHb6uDQlL0xGiIk0ccn8XEsGJ7oNALZs2bJly5b9+/cXFRWpzRds205NTd2zZw/K9nW9SeoBAODMQ/Jq27bt5MmTH3hgYL9+d4AEThnam2xK0DGCoRAjGFAGjIHXBzs2L+x184KwG2HdZvAD9dgM4EgZ9Lj1yfadYkLDx3Xq8tia709ZAMcr4K03C158dsaa73fpFgcumNcHNoWfflrd7w9zO94oVn4Ftg0G5TaxgXiFH21mIKQKysOeady4cWpqateuXZG8xGmpBQSXhEsihGu7JkmEtAFsyjCWBSwDOIN9u+GddwqenjBl/bajHi/Exy6a/OKmxNGLJ724yFMFXICQtuRCCgZCB1kdLoA59c84Xvi0lJSUBAcHo5NqUVGRenTBZUUSdUs0+PxYljV58uT+/ft/++23AwYMmD59OuccKSY6OnrEiBFK2Kln/tT4FR9LxlhhYWGjRo1wfyOM8aau+GR5up2r/imKZY4bN27u3LkpKSlJSUmopn333XfPPvtsRkYGynTnN/+VcHfw4MHY2FiMbZw+fbqKkBMu2x93Xvao9FFKq6qqDhw4MGHChB9//PHZZ5/FLK+7du3q/v/Y++7oqKrt/zshJKGKKKIoggSSkEpVnj57xwcCdpCWXgC7FNFnA9sTRUAEEtImPWAUEZSiIioWpAgKSOiQQNqUO7ec9vn9cTKXIU2i+P2txXt7zcpKMjP7nrv3OZ+7zzn7fHZU1BtvvNHCdX1/sZD0gQceuPXWW996663AwEB4T8WL82zNy6oepJxZgKPBx/5Qp+yd0k8ZGRmHDh3inG/dulXyl5umefDgwddff33z5s3W8DhL/b4Xgg+5h6TEuXf0yNtuu0VmewnGGaFCgHGYnOmUCHBwBsOEbsCgxobPVkT3/OrGgdi6HRrnqsdk+O7HY/Pf/3LtRjL3rR/T0rIPH4bDjUcnLH70wXRTBWXQTJgqAQM0goqT3999R3r3rq6VJdAMqESY3C2IWxgQABGC1d+U9Wjt0KHDsmXLJJOqaERGyMGYsJCLcmEKoXHuZsLNuME4iAHNiVPHkTA+P3aivcoFleHLr9D1wmmLFlSs/RRdO6WsXU0IhyFcOnGbxMOZLncPOIEQzXZR2cvLy8slk6pc+YJP3hNrqqBJgwBHfn7fvn0dOnTo27cvgLvuuuuGG26QMWZZWVmbNm0kBbsVmLTgXEu/8JIRApBkhPJgtlWA4+z7pxTpC0qp7PCEkC1btlx11VUOh2Pfvn1jx46VHPZnA4LN6bfM1YBJVTQiI7T+IyHPWlQZPnz4kiVLAOTm5o4aNaq6uloIIdN0fS1vhVeWxawITnjnJZKM8L+iAMdfBy/L67W1te+9954s1uRwON577z1VVY8cOVJRUZGXlyfDclnF75yDF3zAi0DonNaDl65D06GZ6iefLO956ffDb8Xv+2EaWt1JAAZBrRvHqrFlG159+RNdRU52Tfv2k5YurC3Mqd61iwgOpgsQwXWKGsdv4x7J7dmjJjsbLhUqYQQeCFVwwSFMLteYxJ8HL0MIlXMnoLnctUJAc4PpyM2o6NYx5Y1XjmbmuKtdWL8RijJm8QeVBw+iQ9un3nrtgMGhQ9WYy6Aq5UxiFmuRHeGcgJc83uxyuR544AFFUe66665BgwZ9+OGHuq6Xl5dnZGQoihIXF8c5lyQTLTtX/G3gJXchADidznHjxt1yyy1z5sxZsWIFgPvvv3/atGmff/75mjVrJJq0qltKaS14wSeR2zRNOaW4+uqr8/PzZTAYHBz8448/Apg6dWpqaqoVGVht414Wlv+B118FLzl3EEIYhvHFF1/k5OSUl5dv27YtIyODUrpv3z5N01asWLF+/Xrr8+cMvG6/CeDcJKBcmBwcjIMCJrgPeBlwaycLStJ7hOwZF4djR2DUqbWHTEPVPDAYVOC5V7M/X1suNIx7aHXXzrN3/ICI4BlTp3ygugATTKcetwGXdurJp7J6XHZ8/nycqoFqMgod0AQ4+3PgJYjgjMsVWSq4KcGLc6duuCkFJ9BdmPBQQa/us/fsQL8+i+8dvfZwJa69afbIMe8tWVp9YftZHyxw6gQ6Nz3cpTOPycAFmDAZ9wjREsvQOYm85HLk8ePHe/XqpSjK4MGDDx48ePLkyW3btjmdzqCgIKvCWAvj5e8GLwBut1sq3L59+7Bhw0JCQioqKk6ePBkZGfnFF18cOHAgMjJSchO0ECG2oL9V4CVFzjRVVZXPgIULF15//fWbNm1as2bNtddeW15ebpqmPMkkvBtiVqAgvBsp/wOvczNthDeTZe/evdXV1cuXL//++++PHz9eVla2d+/eZcuWlZaWyi3qcwRe033AywBFA/AigoMTaBo0HS71wAdZiy8JO5IyA5WV4C6gBlA9Lu5W8esRx6MJT4Oi6ijuHZ5/ZY/X1RqMuGvp5ZfeWXGcgoKazKOaUDXy+mtLul20/8WXcLwSmkF8wIvT02PvbMCLQ3AwCV6MQzAITgU3OHdTWidgCg5CUH0Kd9/+Tp+ez6k1uOkfn0f0f7/8GL7boa5aW/fyS1s7BSbt3AbNhM65JtwSvBgDg0bhFGiWQuscThtVVY2Li5s1a9Yrr7zSpk2biRMnfvDBB//85z/vuusuRVGCg4M3bdrEvcsuLThX/G3gZcU4J06cuO222/bt2zdhwoTBgwcfP358yJAhu3fv5pzffvvtTz31lNwoOEu1lrQWvKxUMkKIzISQf37++ec//vhjbGxsbGysbPDUqVMTExMt41j7iRb4/A+8zsG00Vrpl4/i33777YsvvnC5XBUVFV9//fXu3bvfeeedkpKS6urqcwtet/qAF7zgZQA6uMFoPXh5dDjVnW8tePfCPjWz3kCtC1wDqkGquU6FwNpNPy5aXgAKoxYzpm/o0CGu4jhGDH/7+msT6qrATHDOKRPwaFi8cFmPbrufehJHjsIkOmWagMHBOcBbC16MgxDQevCSFPiMgumAqhk1ADcITBPTptk7tBujq7huiH3ggLdVCh3Y/RuGDHn69bnfqC4YBAaDzt2E6ZSCU3Ch8b8fvCS/mMPhCAgIyMjIkCN2+PDhGzZsWLRo0cyZMwMCAv7xj3/I5YL/v5GX/Ll169awsDCXy7Vnz55LL73UMIw777xz1apVAGJjY2WlMnkssVXyJyIveLNJ5LfkuOCcb9u2LS4ubu/evfL2n3nmmalTp8rSB9y75sV8Nvf/B17nALxk5WQhxL59+77//vstW7b4lsDTdX3FihXffvutfMicE/CaMetM8CKnwUuD0MF1ZkBQeDzweOBwbXnx1QXde+lvvos6U9d1YVR6avfrdTXUwLRnX9ny8z6ucRDsL8eoh+bNfumz+x6YW1a6AxSq2yBUYwBqq5G5JKvXZT/GxeJAOYimMWJwmFyGnKeNdtbgZRKYp8FL5ttTQ9drAFXAOH7yFBU4eAz3PfTalKkrHro/b8N6sXuf47W3l6Wlvp+Z8TOjIBSEgDCTcJUxItO8xP8JeBne8/wvvvjiQw89tGDBgltuuUUu1shlr6CgIFmwUv6nZeeKvznycrvdhmHMmDFj7ty5c+bMyc7OBvDTTz9NnTr1vffee+GFF2S+aKu6pZTWgpdlEOuLpmn+8MMPb7/99pw5c2QuLud8586dN91009VXX11ZWWlVO7VWvqyf/wOvvwReEpJkBrzT6Tx69Ci8rLuyC5qmefz4cStd6/8AvEzA4CZAoLrgcqPWuXH6MwuvvJi+Nw8OEALADf0EdDf1oNYFhwvCTT3VNR6GahO/HSYV1TA8AIOum5rpMgWB4xRW5GZc2e2r+0dj725Qtyo0UyZXcUOAyKQH0TrwMhgHYxAEggAEoAzwAG6XdpxCdTOzzsCxahyuRI0DhKKiEgcOckctGIPbTU3mIayOcgcTbk4ZN8BNgBpCqP8H4CVvk1JaVVX122+/WcTQMrG7srLy4MGDchH6/+9uo0U0qGnaiRMnfv/9d2uxae/evUePHrVc9n+w5sV9Jo8yOV5+UebEcW9anMfj+f333w8ePFhbW2uxVxMfSmjxP/D66+AlnyFy5mglvEifyUDXooVhPiTc5xS8iO+alyEEBShnEBweN1xOnKz+amra+30uEunzoYJRgBuGswKmxnXU1sLUABMQhtNw1AlTB1QCweBxQQAm8+jMgO7Ehk/e79Hls7tvx65tIG5d6DKhjNLT6VribBfsGYfJhMm4XDKDIBAUnArOdA6XyWsZ3E7DYQA6oFJopnB5BKcQFLoHLpcQIJTXUVbNeB3nHk4ZNyV4EcGNv3vBXoB7dM3hdAMwDE2AALSm9qSmqYCssMshQIkEhWar8vzd4GXhrMxulZrlOJdoK4TQNE2mEP/fRF4WclmDDj5sQvIYiUUxxLxZcvJEka9f/nvBa9++fW3atJEVPTdu3CjPdsnEk1ZJc2evSDPSWv0AXC6XEEIe4AJw5ZVXzpo9c+SoEbfcdrMglGpE9ximaXJhGqZqEJNQTkw4HZpm6HDW4veDm8c++kFwDxRmwaO5HB63aqgeXfcYRBeOWuau48ypM92tMmctcdS6tZo6qnngdHIBuD0up9MJTcW6telXXZF/zQDs+AlqrYdouql5dA0CmmpKgJbn1GS/tNlssgCHdTBbsrx7e6d8EUIYMQUxBSGyZKFuEo9hqprh9uiqqnlcmulWDU03NZ3qmtA90DWha1TXPbrhNolqEo9p6qZpmgY3DU4M0zT1FkwqhPB4PEePHrVoRT788MPmWOGb1ECYqVGPRkzNFIYpDKrqpM6QL9NpmKphGIbODQ2GBsMghqlSajat6syrEKvsAJCVldW1a1fJHXDkyBHmrc/aKrEUWmcJVVV1u916I5H9trX6Za6DYRgyVkpKSjIMo23btosWLeLeQwvyVG/LjPueZqS58dVce8aNG3fDDTfMmzevU6dO1Hsy73yjgZZ1Gzdv3uzv7//ll1/Km7LCorMXtFJaq9+anlh1aIYOHfr8v2ffM2L4mPtHE9WAl0ICkFMv7tGI5JcwARAN+w5uuf+hjPBgbPocjmpwQQGnAd3g8KbkS1p6BmKCUIBzmeQJp0cT8kjHiQrs3be871VlN/4De3dCd5vUEOCmaXpcJjgYqTeFdTbtkksuWbx4cVRU1KxZs1prJUss950rO1srvseOHZMdoG3btl9++WWT3aY5PUzIM1MmFfUkikxQLgwuJAeGAekVLnkRObzT6rMRa1q6YsUKWT2obdu2EiNa23ka26252/xDu7WsX66K1NbWytJniqLk5eVpmmZZW0qDP/+KNNeeKVOmjB49esaMGbJ6kPCWH5RynoCXnDZKsqTw8PCwsLA+ffoMHjw4upXSWs7v1uq32LslsXdYWJiiKE8/+9SY+0cHBLWNCo0YFDUwOmZgr769r+x1WWRUaO/eV159zXX9Qwb27BkaPnjQsODeT/TondE/cknIVVO6dRwVExYTEX7FVf1irv5nZNTAsLCwmIjIAeGRA8MiosPCQyPDQqMiIiIHREYMjIm5JiQ0MnJATN+Q4KuvvvqWPsHJ7dvbIyPm977i2X5XXXdV76iYyCt794yKirrxn7dGhMWEhfSPjIwcPHhw3759BwwYIBniFy1a1L9///bt2wcHB/fv318Suvft21eSjjcpZ8ND/xftLPnaBw4c2KZNm6ysLEVRunTp4nvdP/RIVEx4xKA+EYP6RMVERkVdExVxc2T4TVGRQ6KiIiKi+kRE9Y6MCImMCI2M7BsZ2Scysk9kZN/o6LN1vWxDTExMr169LrjggvT09LZt20ZHR4eEhPzF/ul7j81x4bdWf0RERHBw8KBBg4KDgy+//PIHH3wQQGBg4EUXXTRw4EDJWB8aGioJ5qNbP15a619FUUaPHv3KK6/06NFDjnfmwxdwnoDXr7/+euGFF65du/bxxx+fNGmSJMmeNGlSfCsloZXSWv2S8Ds1NTU+Pv7RRx9NTEz897//XVRSuGjxwsTkhCmJqYmTEybHxidPTUlOiUtMmpySlpyQmJqS+MSU1GcmJiQ8NvahhdffujSk/7LwkLzRdz5z/4hJE8clpE6dmJQ6fsKktNTk5PjJyXGTUiZNTpocNyk+aWJ8Unx8YkJ8Slx8yvgJsVOemDo5bsLkyRNnPzo++8477dGRy0JD8+4dOePRcYnJSalTkpKTE8c9MiE+NiktZcrEiRMll39sbGxcXNzMmTM3bdr08ssvp6ampqWlWczlMn+ntXZLbKU0Z0/Jpj9p0qTJkydPnjx57969Tz75ZHJycqxX4s6UZrw+MS7p4bikB+MSJ8bGpsZOnBU7cXbc5GlxcXHxCePjE8clxMcmxE9KSHw4IWlMQuKDCQmPxCecbdeS1x07duykSZNmzZq1a9cu2SrJjt/a/nO6yWdasjnbtlZtUlLStGnTJk6cmJKSMm7cOLvdbhhGSkqKNK+vcslef6783lx7JkyYsHTpUlmAgzEm1zHOt8jrl19+URTll19+gbdi5Z+oe/Z/I5RSX6oZTdMIMwV4TV01TC5MbpiUgTMYjOsmNeS0kVE4NBWGii83lw67bsX112HvDug1hLhkWoKu6wCpZ/vjFN5JpEUCzwTXDLcAATg0Dbt+2TxqVHq/UKz5DJrhdLsI0wHqcWsQkKz5vgXfLLoLq069tXTq258aiPhrTP9/KKLRLMmamLdGKGB4Z4iApIKs/z8BeD0nIgygDqgG6mRBzCbb49skq7vKP61KxtauZeub+vcKpZR7C76a3tLu1ruNrf1/0CSXy/XSSy/Juo3w2U/AeQNeBw4cUBRl1apVl1xyiaIoF1xwgUXm3Sr5Q47tBvIn9Puy4Et5+515Dzx0v2JTOrfr1CGgfWBQe0ni7t9WsbVRAgPb2ZRAmxIU2KH9hYpyv6Is6RPyxuU97lKUboriH6AoNsUW0E5RlDZ+Shub0samBNTzwLdVlLZtFEUSxbcN9A9s30ZywV+sKHcryoLgPvb+0eMUpZuidLqgs2Sd91NsNsXPpigXXHCBbyM7dOiQmZk5dOhQxUtPbrGkN76jcy5/6C9Jo7569WrfIgYtf/e0+Cm2NoqtjWKrLxoQpChtFaWehl9RFJsSaFMCbYpisyk2P++r+fY02Z38/PxCQ0Ozs7N9G/wn+s85sVvL+iVdvaIokydPJoTIntC+ffsGt/Mn2tPadiqKMmbMmOeff/6iiy5qwIdz/oCXXPP68ssvFUV57LHHCgsLJeV2fiulOYLtomaktfozMjLKysqysrLS09PLysrKysq6deuWkpZ63wNjhlw9dEVhaWZG1rLMLHtxflFpbk7uMnt+dlFRSV5OyfKM3LyiwlVL39/93PNL+oQtiYw5umjBivdeW1mWl5mbsywz69NPVudmLSssWlZcuKy0ILekoLCgcEVBYWlxfm5Jfo49L6tkRWFufmZ+UU5Z2crVy9K3vfRS6Q03ZvYJ/yn58c+WpBcVFS1NX2zPyyotKSrIy1/10cdFRUWLFy8uKipatWqV3W632WyLFy8eOHDgmDFjCgsL09PTc3Nzi4uLi4uL7XZ7c/ZpTs6VnUtLS0tKSvLy8hYsWODv719aWtqhQ4dnnnnG4lbPO1Oa1lKQnV+wOL9gSV5enj23yJ5baLfbc/OycvOXFRSlFxQtLyjMKSgoKLR/XGj/uDCvtDC/FX6X1y0oKEhOTr788suLiopsNtuCBQsKCwslA32r5Gzs+Vf6Z2lpaVZW1ocffihNOm7cOEJIUFDQhAkTcnNzc3JySktLpc0l531r/ducNNeeu+66a+TIkXPnzu3SpQv3yTE6r8Br9+7dbdq0kRy7ksP+z8XkzV3xT6hqQbg3Y4UxFhYWNvuF50eOGnHHXXfK/SyDcUMQAQMwBKhhGHLawgSH24EtPy66su+q4aNReRJmHRNunRkMoCaD4PXTH07kLiSFJIAnABfghGsCxDR1GAZOVX43fuKS7leh5BO4Jf2hTCkjEBDs9PxLTsA7d+68dOnS0NBQmSrxJ+Rs7Nla+1Pvmd5Tp04piiJ5wCWtQmuEAG5AtbYUJXGtgPSCVj9JpN6d3FbOloQQlNKNGzd27tz5ww8/VBRF5je0spH1qv6mPumrX/5SVVU1YcIEeDnscWYVuD+31dha/yYlJd1www1vvvnmhRdeKP9zHu42SgpzmaS6Zs0a7s1JaZkR3FfkJ+XZK4fDIfNoTNN0Op1ut9vlcsmPeTwet9utaZpkCrfybhokFjV3FfkBuewl/+zXr98z05+9Z8Twm265GQSaauqUacww4dGJUzdVj8cjDDBduN1OaC7kFbzb/cqP7r4fB47BU2dQh0Z1t25UVdYxXVRX13o8usPhqKmrpUCN2+2scxiqh3Ouap46Z7VJNY/HA5cTB/dvGjsu/dJgZBTCobtcLsoNVXNSYhiaToz6dsocHM55UFDQkiVL+vXrN3XqVEqpNI5MuqHN58fJ70qjwXv0SjKvS+bPyspKVVUdDockSyCESMvL3DqZtN2CPa29p/LyckVR5NPrww8/lFeRtQjkJ+UvjZ0ls6Y0j4Mz4nJwjxuaTuucDlXzOFS3wXhtndMkME1UVQiig5nQ1DPylXwVGV4Wdqvj6bouD8QUFBR06tRJZqIdO3ZMCOH7sbMUALKLSnp4aTeZ7SlLosgcwhFRAAAgAElEQVRrSSZ7eDkCz14sK3HO9+7dm5iYKIRQFOXdd981DENVVeserWbLRBB5aVnhQQ6W2tpamdJYV1cnO7zk85G5aZLt3rKeNIX8mPyP0+kkhPxXJKn6gtfatWuFl8K88SctDY0V1idbC2FlZhre4ScTyl0uFyFEiNOL2Zbys8wpY17+bznmKaVhYWEzZs0cOWrErbffBg5TZyYXhiAUusncJtVM0wQDCDRNheZGftGCHsEf/2ssjlTDVBk0t+ESABjqKhgYqk4xxuDWqAHU6aapw3RDcAgvOysAeDSU7/li3LjM7sFYWgC3YRiGADWpBi4YoYzUH/qnXjr/9u3bp6enywx7q/3CW220OU9RL+M7ANl9rbBfVVXDm6lrPcalqaVy5sP91IJI8JKLnhZ4+XYAS4mlSjraJ/PTgDAZNXUV3AQjYByaDsLhdIMKeAxI6gxNhaYZjdOSGvcr6/8yw55zXlhY2LlzZ98M+9YeAhFCSFyQXdRKW5fDnlJaVVVlemsdyUdFY3P94SUsB1kZ9jabrWU+L+vwLyGkpqZGPn6kiyWFumQntvq/bHyDnsPPrGIr3fpfB17yeJDp5du25GyiWe5lm5NmOnLkSHV1tcPhEF6HSU84nU7hc3Tm7EU0ySrx3Kx7R4+87Y7bwUEMbgIGGINBuEqFTikFByiI6YHmhL3w/R5914yJxTEnak4a1KWaruoaJwhgYPPG2q831VZUQmM4oepuDk5Q/qvx264KQmDoTNdNw+TQNBw/8ENyQsbFV2JBJlyGaeoClHJDME5NxinjPuc8AHTs2DEjI6N///7yfLJ1EISfxZaTHGZWF2eMbd26devWrdKAP/7448aNG+Gdn1r4LnwgoAV7ynjk4MGDiqJIkuWysjL40EBLJb5NtXxdD2FMI/QkpXXg+HWb8cWn+jcbsaqs4re9IAw1TkYB1aA//Lz1yLHDUkMLcOB7CXjhGEBxcbHksLfZbCdOnECjs4dn34t0XWeMud3uDRs2bN++vbq6Gj6lwnfv3r1z507rSdzaS1gGLy8vlxRmcrkTZ24rCx+KC6uqtpyRAKiqqvrss89kbSfp1oqKikOHDllmb4BcDRTCmx393wVeNptNgldzT2xfDQ0USoNa4cDWrVu3b9++Z8+etWvXHjt2TI4ESmlJSclPP/0Eb90aS0+DHtCcWMGddKEErzMiL0AHZTBM5iZcY4yAASa4qcHjRJZ90WXB6x9KwgkXNI+AQaELoPYYxt772ivPbflsNW6/c8Y3P510ArUmThzG3Tc+9/GHPwsOcGgeqhscuoHKQ1tS4pZ3vRz/WQynxzA0DkKYyQinpuBUNIi8OnTokJ6e3r9//ybJCFsWSqkcWoZhVFVVPfnkk+np6UePHhVCPP/882VlZatWrXriiSesK55x6tsHxZr0pow1JHitWbPGZrNZ4EVbPNt4Ov5iGmWnCKlVXZj86Ku9usdGBM/o0ytx0fs/eXSYHHlFm+5/KLHs009P1lYKcJlr7iuNO5g1OK3TiBK8Vq9ebbPZZPWgJrtoy5YEIPnvDx8+fM011yxatGj+/PkjR448fPgwgH379k2cOPGxxx7btm2bPOrYQgub08+94NXgbCPn3Iq8hPc0tW8yjWEY0ss//vjjiy++uHv37vj4+G+++YZS+v33399www1z5szhPsEX9am4IXzONsKHnfW/Drw+//xzNH+k3vd+fR8jUq18tshDWMuXL5esEl988UVZWZm0+IEDB+bOnSsjBWt2czbdzrqEBV7yu9a08ZbbbpXgZQihgRDoOncTrnFOZVQlqAZ3DZYtX3hpn9Lhj6BKg6PWqdcIGE6HsWbl3iu6PDp18tYThzBw8PNPzy6pBap0PDX1665tx2cu+Z4YAIPugRCASVC5f3Pq5PzuPfHGQrhUQgwOwgSVhDaMcAtKZKfxnTaKRuDV8sPcwv1Tp0499NBD27Ztk+Cybt26W265Ra6gjRgxQk73LPDiTT2iG4scP4cOHbLA66OPPrLAS3hxBGfO8c8UAhiqu85RaxbYv8rJ3LN2NXnggUXrNhiGiVde3XDbbS/uLwfloMDxU0cFDIt1o7kOZpmFe8vWFhUVychLUZQmI68GfbJJsU6VzZ07t2PHjna7/eDBg4GBgatXr66rqxs0aNCMGTOEt66PDNAa98+WLyE/DECebRRCKIqyePFicWYVW+vu5F0Qb30mAKNHj/7ggw8opevXr7/ppptkvcu4uLiJEyfCZ/JoeZZ7p4rwiY7/SyMvX/BqFaxwb8k5Sdg0f/78rVu3Aqiqqpo/fz6A2traAwcO5OTk7Ny5U3gJIa05zllaknunjfKK1rRRRl5y2qiDUhiGUAnXAEllL8AMuGuweNnCS3t/NXEKqtwgmgm3ZtZyhvJfENlzVshlGQ/e+8uo0St3HcAhFzb8gBeePXFF5xc/LDhKDahOuJ0QAlBVnNz/09PJhd2vwKvz4HJTalJucAhBAS+ZqvA+YAF06NDBd9pogZrwIcNsLFZ3lED/2muvxcbGlpSUfPbZZ7quL1u2bMiQIRLapkyZIodKk5FXC9I48rLAq8G0UTQVwXm9IhdiQChUFccqMOv5MocL+/fj4oviUhM35Oc6tmwhlIMBKnH4EPY3MW0UZ8aMMmApKiq64IILfMHLWvP6wz7jK9I+3333XadOnS677LIxY8aMGTPm1KlT06dP79atW25ublFREbwFX2X/PJtngK+/RFORl/CCV4OPyVVg4q3nCODqq6+Wu5O1tbX9+vXbvXs3gLS0NOlfa7XRF7zEmWte8OZC/9eBly8lTpNhc5MiPwZvGjTn/JNPPikuLj506NAPP/yQk5Pjcrl27dpVWVm5cuXKrVu3yvVm+XhvDF7NXUW+aw1+IUR4ePis2c/Vr3kJmE2ClwmuU3ATziq+8IOF3Xttjn8MR0/BXW3CLaAaGuDB2nx0C8hur6Q//PCW8hP4dg+qDBRkoIvyWmlelSAAheEBY4DTiZpD26an5XbtJma/CpebMp0wUwCcgBNwejqfQ96XBK/w8HCZKtEAvJq7X/isYamqeuutt6anp7vd7ujo6MzMzOrq6jvvvPOVV17Ztm3bfffdJ0tjNRl5tWDPFqaNTa55NdmRhBCaZjhdusHhJij4cP38xWuqnVi4qKJDuymbN2Jq4taw4Onl5aACJmfEu9zfeP4ozlzWkVuxohnwOvv+6WtSGX+9/PLLAQEBiqI8+eSTsiMNGDDghx9+UBRl9uzZppejhjRVF7IF5bwReNlsNskqIVGYe59qvvZkjJmmKfc6ly5devPNN69fv/67774bOHDgnj17HA5HampqSkoK81bhtQaOJcy70CwV/pdOGy3wYs0vWIozg2dLLWNM7u9KCNu9e3dlZWVmZuamTZt27NixcuXKAwcOvPnmm8XFxXLn0Zr9ibOLvKwu4rtgP2vWrAa7jToohalzt840AU5NQTUiuAHHKbJg4Xvdr/g+dRqqToGqLtNpCl3XsPdnPHB7Yfa7eGREeWCbJxZ8cDL2idI7Ry276ep1PTu/M+mRjCMHBTeheaDrgKbBfWLr9NTsLt3ozJfgcnNhElALvBgBa2q3sbUL9tbNyuArOjp606ZNpmk+9dRT9957L4AdO3Z89tlnmzdvHjJkyLZt23hTu42N/egrzS3Y++6HSg0WEFuOsC7BIQjlDKhxaRrY9BfnfPNTpU4w59WdF3aasnkDMhbTToETV69SPRpMBlpfVbeJ5STfboDWLNiLP5rQof5Zwik1f/hhy0033ZCbmz1o0ABFUQoKCvr16zd06DUALr+8Z1RUlJXL0mBl42wuwRvxeTW3YM+89P/yn7Jqt2ma69ev//rrr5977rmxY8fKd+UZxjNsfmbPEf+1C/a//fZbUFBQSUlJu3bt1q1bxxj7c6wjMgaW6wXyl19//bW4uJgQUlFRsXv37q1bt86dO/fTTz+tqKhoORWjOf3S2Ya3yN2VV175/PPPjxw14pZbbgGD7jIEYAri0h0Mhi50AsEFCOUmc8Nx3Fy04N1LL9v25FRUHgbT6gzdBFQP1qz8vfeF9x/6BT9+ic7+Y99feLD4Q+e8hYcSJnx7cfu0Z5+011TB6RBCgAHEUQfHsW3PPZHT9XL+whtwuCgnBtd1SsBBdGHq9WGL4U1V7dix45IlS8LDwyV4yYen1X2bu1/5deKtGj1hwoR58+YBeOGFF5555hnTW/UvPj4+PT39T/uLEHL48GE/P78VK1YEBQWVlZUJb6qEOBO8mvQRE5wBBqMaFRTYW35y9kuL6lxwu7F6ldql44ObNiJj6eGune7duQ2UQjdAGRgjjDXBjeODaOAclHLTpACWL18uF+wDAwN9I69mOg98XlIo55QQA6Cqp27O3Bcv6X6BSVwfLJlv81O++uqre+4ZcXmPXgAC2rYfOXIUAM5hVS8/S3vCZwN3+/btchdFUZSFCxfK6Qh8koTEmatg1qlpaecffvhh7NixklKVEPLcc8+lpaXJlDTOua7rHo/H2q8XZ/Igcu9IiYuLk0mqXbt2ta7Ozr8Me/ngtdls69evt8D7LH1mCfWmX2qatn///k2bNu3cuVNm08nnpKZpH3744ZYtW2QCS+OWNG6hr1jukWE2Y6xv377Tp0//18h7br/9djAQN4EAEZzBcOkOD3Q3Mw0mDwsb0Kvpkvf/0+3CLyY/grpjYJoBOEwYFKYbSY+++srMFc8/vSJl0pITh+FU4SHIzaq4oN3dH63YLjiEgNtNq+s0obrhOPb9M2mZXXvwf78Fp4uDEZgeotUf5BbwnURrmtalS5dly5ZFRUWlpaVRn7PlnHPZrZsbDHIHyjTN6urq3bt3Jycnv/fee7Nnzy4vLz906NDy5cvnzJnzySefcM7/hL/g3VD7/fffFUXZuHGjoihWhWDqrfAszqwZ0cBHTFAC0wSlgClQWLp28ZKVmg5KoLowc3rR1LSMKanL5ry60jRhmPBo4AJCMO+rXhqMIwBCgDFBKWeMFRcXX3rppTKb58CBA1aCW4udx7eDUc4pY4QLE6C/7Pp51Oh7/vP2nLQp8bFx4wF89eU3I/41etrUJx+4/5Fvv93CmFBV7Uz4O32h5uzpyyF88uTJCRMmyONBixYtYt6ENStpTuqx0rmlhqqqqh07dsybN+/111/fu3evTJ44fvx4TEzMNddcc/ToUYfDYYXz8FJ0iWbA69FHH73zzjvfeuutTp06EW89JAsuzxPw2rdvn81m27Bhg6IoH3/8sbTOH+Y3NjkYrJjCMIxTp07V1NTI/1u2q6qqkqNCFp1t1bKF7BkSDuRVBgwY8Oyzz941/M7hw4eDwXAaxBR1bpcAIVwzYJgAA5wercZ9Eno17Dnze1yybvwDqDsKtdpJPAbgIcLwCFAc2Os4dsBQ6yA4qlWoHE4XDu3nVSehazB1GKaQO3+oO/b9kynZF1+Bt5fArZrUIDAFuGDQPQQCkjCTe5/GXbt2XbBgQVhY2LRp0wDI0wWSbriFiEkOAzlQ5Sc9Hs+xY8fks93hcJSXlx88eFD4bNK1SqzDukeOHLGmjXLX0gIv1mi3UYrlOMqJzt0Mhoe4GeihYxWqDt1ETS00DZoHv+5WT5wA4zApVB0MYIJLNGmw7eirX4j6yIsQZhjGypUrO3fubLfbFUWRyVDWmlczN9dE75X9R/acioqK8vLfjx49DMAwCICamrp9+/bLQK+uzmkh+9nbU35F+kvWVQOgKMqCBQusaKBB+OP7eJDNO378eHl5uS82HT9+/MSJE4cOHaqpqZGJJtblhBDEh8zeWvmSiPbwww/fdtttr776aufOna0uJJt3/oCXfPCWlZXJNGs5SFpeK2lOszSItaYDQC4hW8GX8Pqpha3u5vSbpmlx9UgX9uvXb8asmXeNuFtGXqbLhJAcNsThrqagDk31aFTIdXtXJV+yeN5F3TZNGo9TFaBGneGp0TwUUF0eplPJ4GJopm6qBoxa01ldp4FDcBg6BAejMExuVp3CsT0/PJGSf3kfvLkItXUAF6AeXXU7NXBQk1khvRznQUFBWVlZkZGRjz32GOdc3oXwps43d79Sg6Zp0lk1NTXSNcI747DmHQ2omhpIc/qt59P+/fv9/PyKi4s7dOggK4D5Rl68qSRVH2E6cTJoBCqBxkAZoBHOAMrBBAiDxwADXJqHwqRC58K0wKtxF/J2y/rIixAGoKCgoHPnzmVlZYGBgYcOHXK73b59uNGdssaRnWVRzUMoAQQYhcWsTwiR7zJ22uwNHPGH9gQgF3MB7Ny501rzevvtt+HzGLA8JXw6vEz0l39KdGM+9c0aNEO+5euRBp6SqmJjY2+++eY333xTMqk2OBB6noDXrl27/P39161bFxAQsG7dOkqpPBvVWpFbIYbPoTPqZUmXPpAHr2SZP/l8MJtn8m4scuhqmuZwOOT479mz5/SZM+64587b77xDRl5Oh0fVPIbpZlyvddcYjEJA16jTVQ3HSWQsf6/b5R/d8yCOVKPONAEPQ53LZATg0F0mNQXR3JS76sjJGqMSANHhcQtDAzWFaVIh/+U4/nXihJzLeuPdpaiocrkcuqkCnBuCagwChBBN0+QxNAD+/v4ZGRnR0dHPPPMMpVR2cQlDEneaFFkMgnpPOMI7D5W9UE69Jbu57Ie0GWnBpPJ5cPjwYZnu5O/vX1BQINsmh5M8QGdtcjX+umnqhOmq7qDCw6G7PNVVtccZDIN4HC6nSYkAXGodh26wWiJqKBwmUU1T977MM7WZ3l7BTJPquqlpBmPMbrd37NixpKREUZSTJ08K7ym0ZvqPQahW/yJWCQWma5RRmIYwdE4JNA/nFJqHulz1tPoAr6mpsapb+Wo8G3taqa1Op3PHjh1TpkwB0L59+zfeeEMGuXIgyOUqaVjriKIMCa3AzVp3ljGE5pXG92ttPkpryGElA/+4uLhBgwa9/PLL8mB2A+g8T8Dr4MGDfn5+q1evDgoKsjjsjT/DS9cE45oVITNvGh68ke2f0+/7BBs0aNCLL780/N57/jVyBHETMMlqAGKqABGg8tyioVGAQKtDQeGyK/t+OmocjrtgwKXVMx143CrXTXAQw4QwAbVGO0rhBjjxMEmWQAzKKQMARzWO7f11xuNZl/XCMjtcGsBNUwe4ZMGXGfa+be7Zs+eSJUvCwsKeffZZ660/tDD1OdtodVDrXcNb+1J+Uvb1Von16Ja7jZ999lmXLl3komfj/ayW9EAIQDc1ySQhoAkYmukQIAwG4ZpOnAKqyWsF6oioqScp9LIUtiAy+GKMlZaW9urV66OPPgoMDDx+/Dj37jaIRmFRfYvqWSxog6sQU3Dm5ZjkEKyebFIiKef1n/clEWytSL/U1NQkJCRomiaXEX03Fq0ZX5Nf993qkfDk+8XG3xJnzlfgHSMApkyZMmrUqDfeeOOiiy6SsOv79fMEvH7++We55BEQENC3b98+ffpERkYOGTIkopUSGhoaExMzaNCg8PDwPn36BAcHR0REDBgwICwsTLKwS57viIgISeLu+11fTu7m9IeFhQ0YMMBSMmTIEJvN9uTTT93xr7vaBAZE948JDw6PiR48aMjgqMjQ/uF9Bw4eENY/Ijx0wNVD/hEVHXbjld1fvaJnRq/gd8IiJ1x2xbUhoSHh/Xv1Cw6PiQgL7TN0QGT/fn1D+lwVFdZn0KCQ0OgrooeE9evdN6rfgOj+AyLDo2KiIwcPig4LCxly1eVTY/q+eGW3wuCQt6/oc+Oll4f3D42I6B8Z0T+0d+i1g6+NjoyJiooaPHhwSEhIcHDwkCFDFEWZN29enz59Lr300mHDhkkLSCb1BnbwlaFDh/bt2zcyMjI8PHzo0KEDBw7s27dvdHT0wIEDe/fufc011wwYMGDw4MGhoaE9e/a87rrrWuuvoUOHBgcHh4SEXHvttYqifPTRR4qi9OzZMyoqKjQ0NDw8XPK7W45rxkdRwX3Crxl6U3CfsL59Q/r3D40ZENEvpPc1wwYH9+3Vp0/v6OjIf1w7NCo6rE/w5VcPi4qI6hMZFRYZGe59nWaUP5NjPiYyMjo8PLJ//4hrrrnmkksu8fPzy8zM9PPzkz1q6NCh4eHhzXSe/k29IkJCQkJCwmJiBkaEx4SFRkVFDokIHzRwwNCIiIjwiJCrrxkUERkaFhYSExM1YEB0aGi/xhaLjIyOjIxuzp69e/ceMGCA5LAPCQm5//77Oeft2rVr166dvMewsLCBAwdKh8bExERFRfXv319+NyQkJCwsLCYmJiYmJjw8fODAgYMGDZL+jY6Olh8bOHCg7C3hXpGukcqlNaSn5IhTFOWf//znc889d9lll8F7mP98A6/ff//dZrNt2rTp6aefjo+PT01NHT9+fGxsbGu50lNTUyX3eVpa2rRp05KTkyVfeFJSUkpKSkJCQmpqalxcXFJSUnx8fEpKSmMNSUlJSUlJzelPTk5OTEwcP358QkLClClTYmNjk5KSPv5kVW5RXnxyUuz4uNS41MSE1AkTJiQlTk5KnBwbOykpKSVuUkpCbEp8wqSZD48uuOnm4siYhZERC0bc8/i4B1PSElOmJY+b9Eha8sTkuPEJkyc8MTU1KX58auqkiQkPxSZMeDz5qbRJjyfHpSbExaelJiYlTk5InPx8wuT/3H1T+tBoe5++pTfe9vyDj6QkJ8bFTZ42NS1pUlLSpKTU5DRJZJ6YmJiWlibtsHnz5rfffnuSV+RbsbGxLXCTT548edq0aXFxcSkpKePHj09MTJw2bZrkxX/88ccnT54sjZmcnDxlyhTJkt4q7nNZryAhIWHy5MmxsbG//vrrCy+8IP9pKZca5C9Neych9bGpsx4dm5wY/1ha6uPys/HxsUlJCUlJCVOnTo2LS3j00QkpKSlpaWlxcZPjEyYlJMRZr4bKTjc4OTExOT4+MTY2fuLEiXFxca+88srPP/+clpY2fvz4qVOnTpw40fpwklca3WK87ys+PjY1NTktLW3ixImpqVOSk6bExyXHxycmJsYnJsU+Ov7hqdNSkpISxo8fN2VKamJifFM2TE5MTG7OnmlpaZLJPiUlZezYsXa7nRDy+OOPJycnWwUN0tLSEhISJk6cmJaWJqsxJCUlpaamJntFcts/8cQTY8eOTUtLk5pjY2OnTJmSkJBgDajk5GTfu5b6ExIS5ECLi4tLTk6eMGFCTk7OnDlzAgICrPDtfEuVkEyq8tSOxGZxZhLKWUqDSaI4M8S1dkOsWLe5Fv7hhXyXwylnHqozyZVOIDiEEMT0yCkDIUzOGyjToTlRULSg26Vr/zUc+3+F4QaIw1PLJHu90OuLdFGDUc2ER4BDFnrl0DWVMx0gnBkwVBw7sCMhNqtXMJbnQtXkXENwWl88TdTfoEWxYjWYeNdZWztrtsxirR7KP+V6f6tUNRAraa4B4frZqhUAgyBeokEBCEbMemPKeZiu8vp3OWg9sVDT08bG15WTV7mIA4AQYtUBOLv7495ZpKyGV58t4dGc8i1KTdmPAG4Y1grA6cacvXmtuIb7pPJbPYH6sH343B339WyDtFXuk6Xcsvi20/cSnPPHHntMrnlZxwbkW+cJeP32228BAQFlZWXdu3e3iLHbtm3bWg5vKX5+fk1SdLdr105ye0vlLXBvt8DJrShKmzZtpB75n+eenzUhfpLS1tZG8fdX/APatm/fvr1NUdr4KYqitPEPUJRARWmr2JRuihJn81s5cOhrl116t6JcrCjt27VV2iiKTbEpir/koFf82vr7tWvfVmmrKDala2D3QKVTG8W/rb9fh/ZtJS37xYpyi6LMvqBjUVTMtA6dL60nEldsihKoBPor/jbFT1GUgIAAeQBFtnbhwoXDhg0LDAy02Wz+/v7SAn/IQe7v728ZzWazBQQEyD+tn5LNXf5sTlrQ7+fnFxAQ0K5du4CAgLy8vMsvv1x6UH7RcqXNZpPU+02Jv5/SPrDNhTYl0Kb4SxMFtLX52ZQ2Nr82toCgtp3b+nXoEHSRTWlnU9oF+neQF/e+mmiVzWbz8/P38/O32drIVthstn79+mVlZbVp08big2/mttr42QL8bAF+fv71jfcS59fT6tsUm5/S+YJ28vcOHdpZ/bNNm9N9rGXTNWdPX5kwYYJpmhdeeKH0VEBAQNu2bS1vWk703m+9nS2fWtKxY0ffJjUWa7hJf1k6FUUZN27czJkze/ToITcK4AP65wl4ycjr888/VxTlxRdfLCgoyMrKyszMzG2l5OTk5OXlyd8lAXlOTo7dbs/Pz8/IyCgpKbHb7dnZ2dnZ2StXrszIyLA3I83pLy4uLigoyMnJkT9XrlzZvXv3N956fczD9/ft38+emVeYXbg8Iyc/Pz8j/YOiQrvdbs8vKLHnrMjNKSwoLdyQnfFj2tSlPYNLr791x0uvfpFpz8uy5+TmFRWXZmdmFReWFBWuLMgvzcnKzspOzy/NyS/JW7YwvSRrZU5GbmFhfnZOel5+1qqPy9YsW7rjxX+vvv2296/svf3p6Z9+8EFmZkZhkb20pKC0oCQnI1fStGdkZMhSAHl5ee3atcvKyoqKihoxYkRhYWFxcXF+fn5ubm52dnZpaWkL92u32zMzM/Pz88vKyoqLi5cvX75s2TJJl758+fKCgoK8vDy73Z6ent4sx3x+fnP68/Lyli1blpWV9e677yqK8uWXX/r5+T377LPSldJ3drs9JycnNzfXbrcXNC1Fmctzc3LseXl5+QU5ObnLcu3phUXZufbl+fn2jIyMnOz8nOyCgvyVhQUflpasysmW7cn2vk6Lr+vt9ny7PT83Ny8nx15SUhIfH9+1a1fJpLpo0aLs7OyCgoLmbsueW2jPLbTb871U/Fm59sxc+3J7XkauPb2gMCcvPysza5k9L6ugIC89fWlJyQq7PT8nx15QUJCVlWO35xcUFBUUFDXQ+4f9s6CgYOXKlVlZWbm5udOv6g8AACAASURBVO+9996kSZMA+Pn5paamyoIA+fn5BQUF0qHSnrIPSF9Y+ktLS7Ozs4uLi60iAzk5OVlZWc351xp0lr+k766//voxY8a888478niQdVjivAIvmee1bt06Pz8/SQXx57YarUjVmh5aMC9DVuqtOY5WhP2nxdp9sy5x1VVXTXt86g233XTHPXeCAwymIdVSgApA06nMGKrzOGG48c23BZEDV15/I8oPwq0SVRMyL4wLYlAhoHoIAJO5Kdwac9RXQBMQ4AbxCBCPxw1Nw/ETX4wYsTQkFF9ugmYIcMYN3XBzg4FDbkr62iEoKOjNN98MDg5++umnAcgNcvlWC9Nz4c2ctn7h3kxI7kNtCm81sOY8/oeGPXHihL+//4oVK/z8/NasWWN1EqsZf6jEMCRXvUG5A1ANUgcY3s0+EFMQUwhev7UH4Ox3GzmHaZqlpaUXX3xxSUlJQECAdXat+a81vhAFCBcGQHTDLUS9X0yTWociTu9CApRy2W3O0oCWyBwgACdOnIiLiwMQEBCwfPly7uUThs80sLFy7sNxIA8DwSettAX/+qoS3mljamrqdddd99JLL8k8L5y5yHCegNeePXvat2+/bt06RVFWrFghieeFly337EXa3aLoNr0c6jLtS+a2AJDE4fCmfTWW5vRbSWSEELfbTQjp16/fy6++NPL+UXeNuFt3GTUnajxuQ9M0zeN0u2o1Q9cId2uoduoqKDQn1n5eOGBgVkx/bPsG1UchNKerxu1xMKozRmqcKgOqHCfd5JQHJ2v1I4S4dLfL7fZUnjopwJkwnU4nNAObt5T988blUTH4qAxV1QzQDLdJPGDcXevSPRpjTHYUzrlhGB07diwoKBgwYMDjjz8OwOFwyFRpeS/NiUwLkmkQctFHZslJG5reIobSYpIivVX2rKmpMU3T6XSWl5e3a9fuk08+CQoKKigoML3lC+TXfQnamxSAO101uuHQjBrdrKbc4VJPGqZTN1xCMMnvBsAwjNraaoATYvi8mvCyledlGETXTc55WVlZp06d8vLyFEU5dOiQZLJsoSd6X4QQw8op03WPpmm6bho6c9TpxAA14XJwZx2ROauOOg8xoWvUo9Y3wDSp14r1SppssxRKqczhopTu2LFj8uTJABRFeeeddyQGWU7nPgeD5Od9nSVHinS0zEyWuWMt+Ncaa5abTNNMSkq6+eabX3vttS5dushL+wLleQJeu3btatOmTWlpaVBQkCwew1s8c9eCmD4HUInP7gbzFhrwPvFM1rw0p1w+taQe2QlCQ0OffPqJ24bfcc+ofwkTVKXec4UUoA7VLVN9Tjo0Nyi0Ony9+at77skdHIavP0XNMaHXEdMjAKfTbRqcMHhMSbxq1NKTJlRNU70VccDANaobJoVmYMvWwiHXfBAegW3bYBg6JarmBKhMBwMXhBDrgenxeDp06LBo0aJevXolJSXBy4phJb61cL/WcRb4JFJLSmgrdpNMHi3sALSgXzZG5nnJIxZlZWWyYcT7NLJoDJrrUTLHTTdcAjqgCXgAAyCmqVscx7W11YRqACHU45th36BJPr1AyPR606RCiLy8vMDAwLVr1yqKIsezdfCgOZEG9nkxzuFRzfoqRwyuOggCagAcjED3gDNwVn+UQibfU8q93BKnVTV3RZk2LP1y5MiRCRMmcM6DgoLee+8961Ft3aOvhSX6+IKLjM6snHgZWbfgX4sAw1fzAw88cP3117/00kvdu3e3Pnm+HQ/av3+/7LXt2rVbvXq1EOJPl5ayTFNXV1dTU+NyuSzSXkII5/zgwYMyrPsTSapW0Eu8fEYxMTGzZs+8c8Tdtw+/AxTUacoDJ5RoLnctA+pUvc7NXBQeALoD27d/cc89S0KuwtoyeOq4W6UGHA5GDQiGXbvdH63eWVUDE3BQ1BlgJmoqxfff7XS59VqXU2eG6tFR7cSOPe9fFboseiD27oXbZTAqQCnTHXU1ECDG6VuTGNGtW7f09PTo6Ojp06czb9GHBhZr0p5W6qnL5bIqRW/fvn3btm2Msbq6um3btu3YsYN52TWblBbsKX/57bff5LqBrN4ompk2NqefUC7nW7t/27Xhi/XrN6775NNVe/btZRwC8Gjk4KEj33z37anqCgFiUNUnd7SJqZ+3n54+mM05Lyoq6ty5swQvySrRYv+xlFMB4j0kBCa3Pj1gJuqqsGtbzQ+bT7hrQQ2YOjQV4Pjph90upwkBzUM4A+dNHDlq/rqnrbpnz574+Hh4zzYKn8NYOHPOy70rAPIzHo+nurr666+/Li8v55wbhiEX2svLy1vwr6+/uJdwOC4ubvjw4a+//nqXLl3gU3JcynkCXr/++qviJRWQZxsleDVnrBaMKIGJMbZv3z45rjZs2FBRUSEHnq7rBQUF33//vXVuuflnZrOD0Eo055z36dPnuednj3pwzD9uuFY+TqlGBOOcEQGqEsMATKBOJ07igebAocMbHrh/cZ/LUZgF1Sk8BhhMFY5TuG/0i088u+KzL7Wbb33qlz1wcxyvweuvlE5/bOH33+2vdRIK6JRwAWgGPlm7vF944XU3YM9e6G4DzGMaTPD6pzavJ8WWTRVCBAUFpaenBwcHP/XUU9aOtdXbmrtf4V28kBQoEmWeeuqpJUuWVFZWUkrnzZu3Zs2azMzMp59+uoFnz9Ke8rT8vn37OnXqVFpa6u/v/9FHHzHGiA9L+h9FXtB06nLrXGDaY0/0Cw0ZcvXQy3pc8cyzMwSgeswFCz/494sv/7J7lwA/VV0hQBsERJZwH74qCVty5ghAnrv86KOPgoKCysvLraD+j4QwblCmU8opgWkISiE4jhzGXbdNXzDv57ysI/eNeu34MQgO1YXNm/YNvyNl47o9QkDXTW/kZcrDQ77RTXP2tEKkAwcOxMfH67oeFBT0/vvvU29VIUKI8Fb3kd6xzEsprampOXjw4B133LF48eIbb7xx48aNpml+9913I0aMGDx4cAv+pV4SSuaNvCiljzzyyB133PHmm2/abDarp1krbucJeMndRt/qQaQ1daWsj8nAWI667OzsPXv2ANi8ebPdbhdCMMaOHDnyxhtvbNq0CT5UzuKsD76KpqoHzZg1c+SY0ZJJVRgElAtCOeemIBqIDuGiBgejmgtuJ6pqN06d8n7vi5HxDtw17rpaUAENn5dV+7cZnTLjxyNudOuZ/MprO2o9eGhCflLcct0JylDjgsFAAafbBZcDqz5Jv7LXupGj8euv4O5aoXo4TBPM0CEoZ/XAxHxooFvgsG9OrO4u+2JFRcUDDzzw9ddfS50rVqy44447pDXuvvvuvLy8BlD1h46zLlFeXm6z2dasWaMoyscff4w/KsDRwO8AhMCRI0e+/fZbuU43f/780tJSADNnPvfaa2/I8QnA7Xb6zmKbdK6lWXgpRgFIJlXf0me+D78z1UgqLtTHTdwU3OQMjEIANU7VFJi/aHNA29j0ZThYjqCg1OLS/aoGtwsj7nrhkk4Tvv0CjEM3NcIoYSZlKuO6nFHKeK45Y/qaS5IRCiEULw202aj0mcWpT7xngCiliYmJiqIAkLn4ErwuuOCCHj16CCFcLpecicuxJryEl779TfxXMameK/CyTOF0OufPn79v3z4AFRUV//nPfwAcOXLk4MGDJSUl27ZtI4RYzGriL4PXKF/wIhwm5ZybnGmgOpiLqVwYcLvgVuFwb5g+/d1uncy3X4LmFJJd0IOfvkR05NsXXfWfOx7ZdOeIFeWHkGHHRd2fm/vvrSuLju7+TWgMLg2aTiml8DhRmLf8iiu+fmQ8ft8L7qiBWwMoBTcNUP1cgZf8rjzHDmDOnDkPPvjgp59+KgsD2+32YcOGSVBIS0t78skn/3+BlzX8AJimWVdXN23atJMnT+7YseOGG2746quvioqKZFkp5qVD+HvBS/iAl9AENyR4uVQnBapcWLtB7d373Yu7Zg8fvv/hh7dXVKLyFL77Rk+NX9mt3cyvP4PLCZMzQjlhJuUuxj1/B3jBh2lSCEEpdTqdI0aMUBSFUnrvvfd26NBB0nZGRUWFhITAZ93T2taEz/bi/8Drz4MXpdQ6HL9hw4acnJyjR49u3749JyfH4XDs3buXUpqdnS33BCzyPKnkL4LXrbff5gteQggJXhqom3sY1+vBy6l+//LczF69XS+8AFXlDLUVuqsCwoUSO9p1favjJfPvHfV55Qk88OCujh1f/30HokMem/bYMpcBjw6Pagoh4HFi6ZLMHpdvT5mCQwdBah3crQNUQBgGDM+5Ai/rkSBBYejQobm5uSdPnhwwYEB2drbH4xkyZMirr766c+fO4cOHz5071xe8zsZx4tyBFwC3211bW8sY27JlS2JiIoBnnnlm1KhRVVVV8fHx9913H7xrPX8zeAkOxgTlwuTCEMIlhMo5Z0wQZhoMHgKd4K03tEu6LmsX+P7TT9YYHmz83OOqxqvP7bo44KUtG8BMuDUQAkI5ZSrjHs4leAk0pNk5LX8CvOS0XQght3cBZGZmyoThkSNHdu7cubKy0ul0hoaGXnbZZbIMrSQjsQaLnIf+D7z+KniRMw/N//777zU1NdnZ2Vu2bDl8+HBxcfGuXbs++OCD0tJSWdm8wRg7G0s2Bq+ZM2feO3qUBC9uEtB68CKCS/AyYAgQaCo8Hri0XW/PX9qtx9HkNFRV1288mdi7DSPuyJ/3Du578Ec/Jf7NOdX/Gvn9ZZfNN2sx+s53L77kxqOVTEi+VFOHqw7z311+WY89M2bh2FGYdS7u0QCTAaYJUztX4AUvUZcQwjTNYcOGrVmzhjH21FNPPfLII6Zp7t69e926dZs3bx42bNgvv/zCG8kf2vOcR15CiNmzZ3/yyScAUlJSJAXQli1bevToIfX4Mr426VzxV8GLcZgMGhcahyrgFMLFOWVMAJwBVGDzt+YtN2RmZ2DY0E87tpuVk+lIiS9ImrTi6sj/XNH5jccTfq48Ds2Q4AXKtHrw4oAgEGYjmrDT/moVeFnLTzLLwdqc2bBhw/r167t06TJ69GipKioqqlevXlK/2+02DIN51yX/F3mds2mj6SWllfvZW7duXbdunaqqJ06c+PLLL3/55Ze33367uLj41KlTcnHkLGc3vtdqCrxG3nbbLRZ4CVIPXjq4BkolNYqpQ9fg1g4tyVjQodPJlFQ4VV3XT9bV6ASff1x7YeD43/dg/Wfo1HZcQQ5LSvtJsU3w1OCeW14aOmzciZNMHtPTPE7UnmRzX11+afdDc19HZQWMOo1rKodGAUpAzXMFXtZuoEwQSUhI+H/sXWd4VVXWPkmAUGRARUQZRaWFdAKIOuo4zswnM7YZC6IokEKoioINHMuIKCrjACMCAgHSCEhvCQlFRGyIgoP0ToCQcuvpu7zfj5V7vCS5GZhRKd734eG5ufecfdYu591rr732WuPGjQMwbNiwF198kX4yDGPkyJE5OTnB7XnmFPZj2bxI81JVlTGWmpp64MABKeXcuXP/9Kc/ASgqKrr55ptlYH766cnL4FCryUv6pFSlIHu5cHt8XGLsuIVdOj3nLsf0D9DiV8Pn51ctW1j51t8/73XHB60bj5407qS3EoLXIC8hhIC0AOPHIi8ZFG+S2tzv95MfzLhx42JiYg4cOEB/9uzZs02bNpqmOV57zosTJq8fjbwozB5jbNeuXVu2bPn444+p9Z3YoXl5eZs3b0bAF/nHIq/f//53kOCmBSbAuJTSlsKE1ME5OVjbFkwLqlWVvyC79VV7HnwIhw9xphtQTeDgPozIzHv5hVWvvLh6aFrWiaPYexSPpc15aticIRn/WLLia8OG6uVgYIaKU8cqnnlq1pWty6Z+AHcVdLfFdL+An0lwSjn745AXWUNoIwnA119/PWLEiPfff3/s2LEnTpzYvXv3jBkzJkyYMHv2bBqHtZXZn4e8OP/BE7W4uPjll18mZrFt+5VXXvnnP/85YcKE9evXu91uZ5v4JyYvm8MU0hLSksKUwpRcCMa5MAEIgUOHrN4PTpj6rwOPP5o/eNBHtglmg5l4+cWSK5tnfr4BksE0YbPgZaMQAj8ueSHgV+F4Bfp8vs2bN2dmZj799NNHjhxRVVVKmZWV1bx587Zt265fv76srMxpQGf2kmHy+t/Jyzm34fP5DMNwGtrr9UopGWMej8flctE6qM6X7UyEr01e9/3lXiIv27TABZ3OIfdUQzAOAWnDMmFZMGyrsGTxNR22/7EX9u0AvBVm6RHvScOC34WTh3Bkl615YFrwChxzY9feU6dOaSYHlzC8AiZgGzh+6Ps+D824opWvYB40PzQP44YG+IUEZ7DNH3HZKAKWRHKALC8vP3bsmMvloul6165djtOTDEQxDy7z5yEvGZj/AVRWVlZWVlKnk9/MkSNHDh06RG8K6eM/MXlJIcFF9T/KoCE5BOOCm6alejwexuBy4UQpDuyHbUPT4VNRWYXSozi0G+Wl0HVIMJtbNjeqDfYCgkNKHuQ4Vkd/na3mFexpTB8OHDhQWloKgLzkbdumAPZHjhw5cuSICBwYcqKHi6BIFWHy+u/Ji5yeeSDqNgJRm2VgFJIGQS6awZ5ENd63+p8VkrwA27RkgLyEBCfPLEjOLBgmbAaL4ePPll7b5avf/A5bP4N0+1B1ilUZHJYGWDAqabBbp1TTLcAhLKb7Ddvns2EDJmAZOLrvi15/nNaqpb5qBQwdfg+zdR3Q6YCcbgj2wyFE+b/tNjrmJMMwqqqq6DO1pKPM0kETEWSqr9E19ZT/Y5EX+Y6THsECSaTI5ZLYx+PxkA4efHKjzs6V/yt5Ve820r9qp3kOwW3LVCkqjt/v11TObEgBrx8602zoHNBNcAvMgoSwhNsWui10JjzObiO1WajG/C/IC0Endh1fMHpxqOI0UfEgT+PAkSwgKObSL5e89uzZQ96J5Krq8XgoxtPZItTZK5pDan95tuUj6IwFudFeddVVr7zyyv3333vLLTdJKVkgNLiqGYxLLmAx27IsaVuwGQxDutzYc3h98h2Lf90FmzbBX6nBd9J0+UzTXakJD6SXcdVrGFVuy3TZpt/06obXp/o11VKrNOgCpo6d367skbQ0KRaff4byUzANZqh+zgwAzBaGwe3qoMz0v2EY0dHR2dnZnTt3HjFiBOeczn7S4UERcFOsDefQnNNidFeoM4Zn2IxOsUII8lk5ePBgVFQUUcPSpUuDD+udOZwTdiQk8VedOEPxHADIzc1t3rw5SXj06FFKPVX7SjIH2Qy2Xf2P2WA2uC04s2xLsy3VMv2mRf9U07QNS9XZSZ2V6nalYamGyQ3TNliVwSpt5reZ3+Zem2m2BdsCnZesR3gETFdHjx5NT083TTMiImLSpElSSmocJy5NDaFrvBp1IlR7hmgH+4knnrjpppvee++9yy67zLGfOjx4kZAXnQ7ZtGlTdHQ0eZDidMNqDfx3z0UQaktyJuUjKKcL9UHPnj1ffvnlP/+518MPP4ig0PiBSAEQFOPBWUhYFsqqPr/tz9mXXostW2F6be41wNyqAQlYgAVwC9KyIU1IAToOImj1yVwaNA27/700qUvhLd2xby80A4xJ27IhGel7NqfIBDIQ0NGyrNatW3/44YedO3d+6aWXcLrNwg7EYj+TFvuxWp7gnFIi8lq3bl2zZs3WrVt3tjKEugYhcCblBF9mGMby5ctbtWq1fPnyqKgoSh0UqvDg3pfOH2T3lBySS8GksAR8Aj4hLSF1jnKOcg6vgCFgC1gCfg4fYAOsOjzGD5EqQo5Pkoroye/3U1SJyMjI3Nzc2ueig/+sp+/OBKHaYeTIkffdd9+LL754+eWXI8h4SrhIyIuWjQsXLlQUJTExsWPHju3bt09JSUkMgaQQCHV9nbec1cWEmJiYzp0733bbbcnJyTfccANF6R49enTvhx9sHN0wISEuISEuLiG+Q6eO17a7Pik5JSmpa2JickJcfHJ8Qkp8/I0JiT0TEh+8/obJl16xtGPM6I4d7+l4bVzHK67t0rbrjbe2b5/QPS6xR1x897jkrvEpcUnJcUkpCQk9EhO6XX/dtd27JSXFdr05vsdv2103oG3rvE7XzLjhqvt/3fbm2IRuXWITusTEd02I75qQFBefFBff/vobbrzxxu7du1NCgNtuu01RlPfffz8xMbFZs2YUlr5bt24dOnTo0KFDt27dQtX3bNu5/usTaqFbt2433HBDz549ExISGjVqVFBQoChK69ata195hv3ufJOcnJycnPy/14ueTsH7mzVrNmvWrKioqMTExGuvvTb0+IyPT4qJT+qUkBiTkNglUIGYhMSYxMTExISUxLiUxPikxMQOiYkdEhPiEhISEhI7JSR2SkyMp9sTk2ITk2ITE+MTE5MTE5OrPyf0SEzokZiYmJgUm5SUUKf83bp1i4uLu/322zt37ty2bdu7776bNK9WrVpR+HkKY9+lS5fgtjrbfjxzKIpy7733vvbaa23bthVBBv6Lirx27drVqlWrwsLCZ599lkJoDxkyZMCAARlnifTQqPPisy2fpOrXr99jjz02ePDgYcOGDRkyZPny5VM/eD9zYPrQoYMzBw8cOChz+FNPZg4aMmjw0IEDB2VmDBqUnpGZlp45IC1zwIBBqaljH+m99Dfdl8V3fCsx5u1H7ntp2ONpAx8bMHBwv9TBmWnpg9L6D0odmJk6MD1tUFr64PTUpzJSh44YNji136NDBg1/JuPJlx56ZOIf78ju0Ca/a+e3Hnlk+ICM9Cf6pw7ol5GZmj5wQNqA1MHpg54cNrxfv34DBgx45plnHn/88b59+z711FNbt2596623nGjoFI+f4p3X055n20ShynGQFoTMzEyKjk/ZAL799tsxY8ZkZGQEX1N/J9Yo3/mG4qn/L3IGi/r444+np6e/8MILu3fvpmGZmZlJge3rGmr9UzMeTR34SFrGo2npfdPSBqSlDUhL75uW/kR6+sD01OEZA57KSB2ckfFYevoj6akZ6amZaWlpaWkZ6WlD09MGZ2SkZWSkpacPTE8bTN8EpKHPqekZ/TIy0uqU//HHHx80aFC/fv2GDh3ar1+/efPmAXjhhRcyMjJIbIpST/LXaJ+zauczRP/+/adNm/bcc8+Rzcu8KDNm79ixQ1GUb7/91uFm58hCnahHYz8rnG35JJUIeMPatl1ZWQkAEKrfCwjD0jVDp6ByqmYA1RmuAmtICcmhuox3X83pcMWB10bg+C64KyAZg21BVK8yyDIvA4EJJMB12CokYAMevWLqlMmtmx5/bgg8fjBA0KW2hC0YD8Tk+cF2C4AxRkn9nIWkY3OtJ6rEz4AaUSfJpn5+giL/ILAuC14BnQ4G6IAK6IBZnV4AuoQpASkDsfarrwEk6EB9IMiFqF4k1gh7Ub1sZIG8bf8B5Efq7CGKoMiU1eX9eO9RPTAMY9y4cZdccgn9aQVyCeOiIS8K57R48eLWrVtTzOzgSNvnFZo1axb8Z/PmzV977bVHej+kKEp0dMMGjaKiohspEYqiREZFNYxQIiOUyAZKVAMlqoFSHWO8jaI8rij58e3e7nz1nYpylaJEK5FKFAWxb6AokRER1X9FKZEUlD1aUVpeEqUoDRorkR0V5ckrLs+Pv+ZvLaOuU5SmSnSkEqVEKlGR1RHSI5UoRVEaN25MElJLNmrUKDs7+6abboqMjKTkAE2aNKmzRj8F6gm1TqH0ScjFixdfe+21Z3hj7ct+FDnr+fWGG26ghW1wXP+6ywkErY+IUCIioiKoR6MUJaKRojRXlJaK0kSJVJTqoPANFaWhokQrSjPKdaBE0pfNFOUSRWmmKA0UJVJRohWlQXUf/yeQeJmZmbZtN2/eXFEUJ+5+jfr+WE0XCo888sjf//53MtgHJ+W+eMhrz549iqKsXbtWUZSRI0fOmzePImHnhUCoWNr1x6Sv/c3Zll9QUDBjxozZs2fPnz9/+fLlM2fObNmy5ciRI/s+1qdr16RZs2bMzZkzJzdnxuys/Hnz582bn5dTMC+7oCA7f152fkFuXn5uXk5e7poZ03ePfu6Da695r2OXnW/+c+OU7EWzFsyYXTDro8Uz8nKzcudk52TlZc8omDs9f+6MnOw5eXOz5kz7x5KCrKzsnCXZ87+cOHXm7+6Ydl3L74c9sWnKtCU5i/LzFszJm1uQNyc/Jyt7ztycnDyKUj979uzc3NxFixZlZWVFRUV98MEHKSkpvXr1mj179qxZsyh4+dy5c0NVlmKT1xk3PVQ711NOcFEO5s2bN3fu3Pnz50+YMCEyMnL+/PmNGjV69tlna19Zf78El+8I6YTAPys567y+oKAgPT39yiuvXL58eURExIcffrhw4cJ6ciDk5eTnURj7nPk5OYtycgty8mfl5M/KyZ2fk700J3tlTu78nILJ2QUTsvNmUij93Jy5eTkFebnZefMm582bnJubm5u9KDd7SW72Ioqmn5vzUW5OQW7enNy8Wfn5dVeB4tMXFBTk5+dPmjQpIyNDCNGkSZMnnniCWuajAJzkA8H4j/17trjjjjvuv//+N954w9G8HBfLi4e8KHsQbeXQ4rH+3ZxzCJo6KNgugM6dO7/66qv33vPnXr3+TwgmISRg2pYEOJenKf+0AwjA0PHdvxf+5raZST3w74M4ZcCE4DAABsHBAkmUTUCHZJA2pGrrVRKAX8PBw+v69vmwy1XYvhleDRwSMIUFmNWLTQkELQZpjdOiRYuZM2d26NBh5MiROH3JIM9m+UD99b83I5XjLGQqKioaNmxIof4ohv2P8pQfC0KINWvWNG3alCRkjP2HjNZBtgLKUSBhS9i0bAx845aoFNAkbAmreqkIG3ADblASvB92GM9i2UhNV1ZWNnDgQACKomRlZTnfs6AINnXe+yO2fFpa2u9+97vx48c3bdqUvqHRSLhIyIt2G2lkrF69mnNOGSJI1QzldRIMIwDKykt3SSnJyV7TNoU7CAAAIABJREFUNOfkncvl0jTNtu1gl6UzcXIxAyG6aeySe0unTp1eeOGFe+6553e/+50Qglz7LMsinwnTNC3DtE3LNn8oHF4vvvlu7UMP/6t9OzZrFio1eIWnwmebzPCUm363AVQawmOZhum3PS7mcTFNs3UDtoGKU/i4eHLndrN6xmHfd6jy6ZrQDa6bmsGqTNttGaZlcMuqjgxnBbL1RUdHT58+vVOnTk899ZQjv3O2NlR9aaiRo6+qqhRyXkrp9Xrdbrdt2x6Phxy1KisrHd8xp3HMgIt2qPIZY+R6QqF0V65cqSjKokWLbNtWVZUak5y5Lctywu3X9jNSVZXeRoqaS33t3Oj3++lBdISofliBNAVOdfx+P+c8Pz+/efPm5Ip47NgxKaVZ3/i0f/hncNO0TVM3Td2yGGfwejRN0yxbLa84JmF7PC7T1H0+D2PMsgzLVm2mGYYRCGDveC8yy2IUd78e4R3fvb1791LIb0VRJk6caJomJRlwLqP21zSNbHlkIKPLdF0/efIkxbynF4p8xyicgaZpdNxCSunxeJymcMaVZVler9e27V+Ek+revXsVRSkuLo6IiCgqKkJQjsz/6HsVfI0ZdBaP/K2co1ucc4/H4yy5rUAM+xqFi/8Ean074J0fExMzevTo++677w9/+AMCVlLHXl4D1X4uqoYq98b09KnXXY1p7+NEBSpUCKgeN4QOZrh17mIwgUpXBbgNXZcWBJOwDbjLkDf7g+uvXvpALxzeB79pWTBsmMKypYcJj2BcMHAuSU6aZgE0bdp0xowZ/8XxIJJcBiZtYn9qQFVViRcQ8Nh22NBpK+cpdUIGjqeQ0XP16tWKoixdutQZADJw5Ah1BcJ3GhaBAysIuAdWU4htM8YoCgLVusbxoDpFkrU87KWU5GFP9EonouyzOQRCcIKbO55ipmmSTZ1qQUkuEPAudipYp5B1ggW85MnDHkBEREQoD3srEJSZTgRLKWlXx9GI6U/iOPrGSb5LzeuQjwiKLi0DR/p/QeRFqc+Ki4sROHsRfFco1TT4GisoJa9t26WlpW632+Vy0RqKFK6ysrKKigoaPaGGQj3PEoHjQXRvbGzsSy+99Je//IViitKAlkFH7YJvJP6CocPj2TNu7PuXtTw2ZDAq3Kys0lZNwzC+3fbVnn07OaBb8Ks6II4fOVh6+JDkgJCM+aFVul/+24dtWm8fPQKnDkO3GYMtYYMJ+ABNSilFdeDz4FFIPkqxsbG0bCT58Z/WjA73AaisrHRCpmzdunXnzp3005YtWz777DMEHdAVQbHn6ymcQF12+PBhOh4UGRm5bNkyBIgSQUeIz0TU48ePr1y5cvny5Zs3bz5w4IDb7eaBPGCrV6+mK2tsugXDeYQzDERgZ3nBggUtW7ZctWpVRESEkxXhTMZM7UfIwKGrdevWffXVV/S9ruvl5eUAduzYEdwyZwtHkgMHDhB5KYoydepUnL49WmN4OIcT6KGaphUWFu7cuRMA6Wt0KuOTTz6pqKjA6ZuGwQPJeTrNSb8I8iKD/Zo1ayIiIuhsIwsRYD5UOc47Qwxl2/a+ffu+/PLLffv2lZSUHDt2zBki8+bNo5ct1LRWPxzNi+7t0qXLmDFj/vKXv/zxj39E0Gxcu1OEkxHPNOCuQlHhB7/61b/vux+lx1DlBsfAgYOee+mF/gNThwx9ChJlJ4+/MfbVG264Yd2G9ZxLZpum6YL/1HcPPZJ12RXuWZPhPQnN4gymgCltKVUIVQghJDivVqmCNa+ZM2d26dLlmWeeceRHXQcGg+GokEQlhmEcPXp02LBh06dPP3r0KOf89ddfX7Vq1dKlS4cMGSICqoozQB3eCdWYMjDfOJpXREREPZpXDQpwQOoVgOHDhyckJCQnJ1933XXDhg0D4PP53n333TFjxnz99ddEr5qm1dO/TsWd6pDWVlvzqnOI1j/ynbfa6/U+/fTTCxcuzM7OHjZsGC29AcycOfPWW2+lJVidt9f/vge3+f79+wcNGiQDZxuFEI7mRfVybqE5Sdd10gE3btz4xBNPfPHFFyNGjJgyZQo9rrCwcNSoUUVFRY65QARl8JRBZxvp+l/Q2cZgm1fwweza99aYZGr/agVO4S5YsKC0tJRz/tlnny1fvpyC6pWWlr7zzjuffvopDaDaZdbfns6bWWPZeP/99xN50RwlTg/XWYP7YNuwTHz1VVFCclFiIr76FLpv++Yvm0RfMiVr1qatXytK5NdfbZHC7Nf/USUiMn/BIgkYuo/bVSjduz7lNx+1uQ5FS6BXQjOFCVVChcW5D0xjglsCLGjZSMLUWDZagUj/wYMpFGhwSykNw+jdu/cXX3xBJaxdu5b0TZ/Pd9ddd1HiDDph51TWeUlCjYRQy8Zgeg2eDOpsVZLz0KFDmzZtIo3gX//6V05Ojt/vnzRpEp2IQlBWl3pEoitFEO0GLxuDD2bXeayq/pYEYJqmrus7duxo0KCBlHLHjh3XX3+9z+cjq9yQIUPi4+MRmIND0Ws95TvDb9++fQ55TZ06VQbOijkjHAGucSyb1GWTJ0/u3LkzgHHjxvXq1YtzvmjRon79+jl6N4UFdywzwQU6ffEL1bycZaMMMj2cYZlkcqKBNWHChH379gFwu90TJ07Udb2qquro0aMzZ86kDU3KG0q31xgB9T9FBiwLQogampcViFiA0HFXwBl0HXv3bf3z/VNbtDCWzYfhXjEnNzqyyZy8+QeOn4xsEDXmpeclzOx5c5SIyDVrN3LANHxgbmwqWXJNzKcpt+GbzTAqodrSgCrhhyWEFiAvyUTdUSXq1Lzqqa8dCHBOmWX//ve/Dx06tKioqKSkBEBeXl5KSgq12MiRI4cPH85Pz7HIzyBWWrDmVVhYGBERQctGO3RUidrvM81M1P60A/D4449zzr/88suePXuuX78+JyenrKzMiZhUjzw4PaoEkRcCy8aVK1dGRETU0Lzqr2AwzIBHblVVVd++ff/0pz89++yz1JhVVVUrV66cOnXqrbfeagWFaqjNXPULz4OiSgwZMgRBNi/HROU0gkOFDhOpqrpv3764uLihQ4e+/PLLW7duraqquvvuu2ky2L59OwLmTgTZQ+XpNi8EbM2/IPIig30weZ3hyo4HwXktFy1atGrVqr17927dujU/P1/X9X379lVUVMyfP//LL7+kYXS2y0ZZV0icMWPGBGtedGWdL0n1T4wztxce/75Bg2dc13bnOy/DfxJlFfHXxd79p4dmZ89XGigTp/3DD8/498c3im720cJlDLC0SqgVxz+YnHPpr48+loHSfTDdUG0Y8EN4YDFpgBuccy5+0FbqJC8E5T0ToZVEp6b0P2Ps9ttvnzJlyrFjx+Li4igtwG233TZ27Nivv/76oYceGj9+vDg9TVn9SqgIWjYePny4BnnRNqUMzBMyaKVTexQhkJzNNE0hxKeffvrMM88IId588827775b07TevXv379+fXk4ZegPB6WJnYLBAlvU6yetsLQ8AdF2nUwR79uyJj4/v0aMH7V1+8sknBw8e/PLLL7t27eqEiKghWJ11r1G+CFo2Ogb7KVOmiIAKKU7vGsfng2YLWu7l5eV16NDh4YcfBvDpp5926dKlqqoqNzf3zjvvPHjwIAJh0ag6PJAyDkFa7S9o2Vjb5uVshwUDtVDjAs65E70LwLZt206cOJGbm/vpp5/u2bNn0aJF+/bt+9e//rV06VKXy/VfzJyils2r9m6jY2kOll8E5bYTlg1b4kS5PWP6xOuvXpPeGwf/jVOnfMdd61dvHvnM6EbNor/e/ZUb3nFTxjdo2HTpkkIdtu05gfIT3z8zauqv2nheGgt/FWwf/DY06ZPcBcsUhuC01/nD8raGzSvUbmPthnWaF4HVlqqq3bp1o7xnzz777D333EMtvGnTpg0bNnTt2pXS0J7VslGG3m2sc9lY+3WlR7BARCriheeee66kpEQIkZqa+vTTTwMoKSm57rrryKZTTxQNpymcz0IIur7O3cY6760HPGAgP3DgQO/evXfs2NGnT5+bbrqpvLz82WefzcrKGjFixDXXXLNmzRrHTF4nM9bzCKdDaywbUZfBHkG6kuNfsm7dur59++7cuTMmJmbkyJGFhYW//e1vaQBcfvnlGzZsAOB4wyDIzoVfpsF+7969jRs3nj9/fuPGjSkiihPorgbqry8CSZkcxXv37t2LFy/2eDylpaXffvvtF1988c477xQXF9P4qzEm6pSw9rghIy713DXXXPO3v/3tnnvu6dWrF4LMzDUGymlCCgkb8Kr4ZMN7CZ2mJnfG1s3Q/LBRuudUx3ZxE9572yurfPBPzv0gQmm0rniTBQa1HN9u2/Tnv866oTNy8qG6pKVBFdCFCuaCpUnL5ha3GbcZs2x6tczAEdEmTZrMmjWrU6dOI0aMAEBudAi9MUKg+dOZnPv16/fee+9JKUeNGvXSSy853TF69Oj3338fofdAQvWaEIJe0UOHDjVs2HDFihURERGUddghL6dn6+kXuoak9Xg8mZmZ+/fvZ4wtX778rrvuAlBYWNirVy9n1VZPlYMHgAy4SgghsrOz27Ztu2DBgqioKCfQaI1hU//IEc52M7Br1662bdtalnXgwIGOHTuWlZXl5+d/+OGHTz/99NVXX71ixQrHXeu/A2Ns586dTz31lJQyMjJy8uTJIhDAi1qV9i54IO8vAlYUzvmkSZPuuOMOAG+++eb//d//6bqekJBAZ3hvvvnm7777zolsE9yewGn6Pl0wcOBAiufVokUL59EOg18k5LV9+3Yy2EdFRRUXF9Pod3ymzlwtd7lc1KCGYezcuXPDhg1bt26lzV3nNS4oKNi0aZPX6w0uv8aD6pzTqFgiBRqFUspOnTqNHj364Ycf/v3vf28H5V+xLKv2rlb1IxiHADw+HDmw+NEH/nXtlSiYi707Jr01flj603mzP+LCZFC/PfzNPY/erygNh2Q+ue/wHmgVWLZ6YYfEj37/B2z5HJoXUhB5aZK5YKmwTM6kzWAxyU9zL2CMXXrppdOnT4+JiXnyySdrDLvQB4zh1EUIoWnavn37nnzyyYkTJ77xxhvl5eWHDx+ePHny+PHj8/PzEdiUZHWldK6zHWiep0eQk2pJSUmjRo3y8/OllDQ9yKBNktrFOiArOHXQ+vXr33zzTdIWKyoqXn75ZQq6T6YlM+B5WydECPICkJ2dTcEIGzdufPDgQSokVH3rb0wAfr9/3Lhx77zzzpgxYyZPnkyMpqpqYWFh9+7dETggEaq+9ZRPzAXgxIkTjz32GIJcJZzdGwS0MNpIdZ5FjLZjx45+/fq9//77gwcP/vjjj23bzs/P//vf//7Pf/4zOzu7hvukDNLinZ4iC5qU8tFHH73zzjvHjx9/6aWXInA4/GI7mH3w4EFnt5GcVKWUTnayMycvpw8YY6qqnjp1yjlVT8YLzvmpU6dotnd87ms/pc6wkNTfmqY5fvxSyuTk5Oeff/6BBx6gZSO58jsxLUO9tDZnMAxUlO0c/0be9e329n8M32+pKj1UeqQcApamlpcfNaHtOrjrwP6jh/YeLD9xABXH8Y/3513dfmnfPig7Am77vSp0CYPrsL2wVXCLDhfZHLI6Vi8Z2oUQrVq1ol0kIi+/30+u59Rooerr9XodsYnvKJtcRUWFlLKysrKiooLC3pLT9hn2V/BLSBR28ODBiIiI+fPn0wAQQtA8Qa8iD9o5DVUgNbhhGOXl5VVVVeQ8IaX0+/0HDx50uVwyKKR1qPqKEOSl6/qCBQtat25NEjpqO91Vm79Cle/kRqTalZaWHj16lP4kaQ3D2LNnD4WBrT1+/uP4pD6iELLHjh174oknADRq1GjixIk0OOkCcogXgb0IMxCpxu/303PLy8uPHDlCzSilpM2u0tJSmpsdn1WqqQyYIx3yYoxRyenp6ffee+/f/va3Jk2aOPQqL7Jl4/fff0/2Wlo7SCmd7fkaqL++ZHH0+/3OSkcGIqxToztZsulNE3UZvOqZ1nhAWXDerg4dOpDBnuwCNHfRc+2gTIKnVR9S56a0DZh6ZX5+Tpu22/70fyg/BNdJCHhVYesaYJuGv6qqAhLcr8NWUXro89v/78MWrSsLZsNy26rKbcACbGmD6+AGUB1JlUvLMIOP7wNo0qTJhx9+2KVLlyeffJJzToqJCJiQ66kyArZzxpiTawOBfA10CgQBC279bVi7qektArB79+7GjRuTk2pBQQGC3CCdaUnUa+vhgV1mZ9fMUTSoHLfbTSzz32leOTk5LVq0WLp0aWRk5LFjx2h2tIPSIJzhEEJAOeIB6w9lG6M335lr8d9GB6KDOwC++eab1NRUAIqivPfeewjy+3XGhgxYWpz9KzoLRXzttCqNFkfZDO4a+/RMqTKw40nfP/bYY7169Zo4cWKbNm0QxJ6Ei4S8yGC/dOlSii2BQA6+Gue2/iOccckCKRioHR3+klJSAiH6PlThoWY2RzCXy0X02q5du5deeun++++/8847SVVxjtTZIeKCG5buNb2a4QNj2Lv/09/eOeeKy9T8mXAdZ5p1yqN7vV5b1yy/Bi4t1YRpobwMmz7OadtuYXwCvvsczGObDBLQGXRDZ5qfGxpjpiW4aQnDIM2LlEQSOzIykvy8nnvuOWcY0eshAypJnXBa1QzEMvN6vT6fjzJu0Jd0wpFm8jqbsc52oAmfLqM44KtWrVICMezphJ0dOCDJAskB6oSUsry8nOigrKyMzmDSAKCX2e12O4f7EFrzch5BR//oA+lEM2fObN68OW0pkM2LeJC6u8YoClW+w/gASH93GIqmAeoUVVXpXE6o+oYq3+EXVVW3bdv21FNPAWjQoMG7775L4lGv0f80f1MjO4erSCqSR9M0Ur4QSMNBSaSc7qAmJa2cSI0+0M4vY6x///49e/Z86623mjVrhqBwBhcVee3du5dOh0RHRxcXF1v/1cEIpylEkIWYBwXkc+bwMymkTiBoeqHh27Vr11dfffUvf/nLX//6V0eFCb6mjsIhbFgCtuXXUFZpvfLa/Ha/3vni0/CUw2+YFMVeCtgSDLZXh9uHE6cq3n5nztVtT40aAV+p0MptS9rVwSoEB2NOIEMJSAH5g58UAMuy2rZtm5WVFRcXN3LkSIfiRWhTenBP0TU0yp0pF4HlhmOCCdYazhB2YLuqqqrq0ksvXbp0aePGjWm7mZ+B92wwRK1tU8f+iKClCjFOPf1bG1TB+fPnt2nTZsWKFdHR0cQsRGp13lXP4EdAeXEalojAmVxlULrMUJWtp78QUJT8fv+wYcM8Hk90dPTChQupTDtof9AOeMY5DeiU7+hoxFAIvEoIMrfX/yrRr0OHDr333nsnTJjQsmVLBIxuF1sY6H//+9+KoixbtiwqKqpTp06dOnVKTEzs2rVr7SjmwZHFayMuLo7ic3fv3p3iecfFxaWkpMTGxt5yyy1JSUn0Z1xcXLt27ULF5HYioNdGly5dUlJSunbtSjJ0795dUZSnn376rrvuatKkyS233EKS1xnwO1jMlB6J3W/smtL1xrtu6PJCsybZ1141/6aUJ29od2tMbKfklM49eiT0vDG+S3K3zl1v6pL4x2vbP3Nd5/m33DGt7ZXPNFMe7HLVb3p06ZrSMy7ppoTE5MTE+Ljk2ISk+KSElK7xKV0TEpMS4+Pj45OSkm6++Waq8k033aQoyoQJE2JjY1u1ahUfH9+xY8fExMSUlBQKah6qvlSLhISEpKSk22+/vVOnTsnJyV27do2Pj+/UqVNcXNxvfvObmJiYuLi4Tp063XbbbXV2Vuh2SOjZs2dSUlK7du1SUlJoADRs2PDKK69MSkrq0qVLXFwchV0nAeopNiYm5pZbbomNjaX2j4uLi42NTUlJiYmJ6dGjR1JSUvfu3du2bUtVDlXZ5ORkp+/oWfSBJLnmmmuaN2+en5+vKAqJd/PNN4eqbKjyu3Xr1rFjRwonHx8f36VLl+7du1OT3nTTTe3bt+/Ro0d8fHxsbOyNN94YExMTqr6hyqcOuummm5KTk6+88sp7770XQKNGjVq0aBEfH0/jNiUlhUZ4UlISDYD4+Pjk5OT4+PjOnTvT4arExEQK2//b3/42NjaW6hgXF5ecnJyQkBAbGxsXFxcfH0+X0Qe6iz5QFZKTkxs3bnz77bc///zzLVq0cIwVDi4S8iLNa+PGjaNGjaLQ5o8++mi/fv1qhNAeGECoGNuDBg0aOHAgBeF2YpDTjampqenp6cOHD+/fvz/Fbq9drINQMbmHDBmSmZnZt2/f1NTUoUOHUoHFxcU5OTlPPPHE0KFDH330UeeJwThdzLQB/R9Lz+jff0DGs3375/X+67I7bsm9ocPkLomv9unbu3eftGFD+6Sl908bNPCxAc881Ocff3l4euJN71161ZJbb17Y597ne/8pI+Ox9MxhAzKezBg4JCNzYNqg9IzM9MyMQYPTBw1JTx+ckTooM2PAgAFDhw6lyOUkwCeffDJhwoS0tDRHJIoyPmzYsFD1TU1NHTx48KBBg/r06TNw4MCnnnqqX79+6enpFAWf2rB///5Dhgyh0Omh+itUx9Ejhg4dSp+3b9/+9NNPDx06dODAgf37909NTXX6wunWUP2ekZExYMCAESNG9OvXj4ZBampqZmYm1ffxxx9/5plnhgwZQr/WE3bdaRl6XFpaWv/+/QcNGpSWlvbiiy/u3r171KhRAwYMcC6oXcd6xg+VQ5kQHCEphwB1xIABAzIzM4cPH167MWu0W6jyMzMz+/Xrl5mZ2adPn48++siyrOeff37IkCFONgBqkwEDBlAjDxs2LDU1dcCAAdSJ1Dh0McXpp/FMNSXx0tPTKQECtXBqaqrz6g0cOJBKSE1NpWGTlZU1btw4yh5Er7yzQLmwycvZnfnmm29atmy5adMmBB1cqEcpPU/g1Ogs7xOADWFbzAa34a+qnPbBiusTt/zuL9i9F7ofhhASFgDB4PVix8499z++omPXw6PHoOwouF9D9eqS1okc9E8ADMIGtyHraL2zl/MnR6ixca7lqgMy4Glce316vsFpyTNxrfipwRgbNWpU69atHQupY7O/gMmLB9yCbNumg9lRUdUxvaOiopwI6xco6gkNHqEojRSleeOG9Lm5onRTlHHKJWtieo5o2apnRMQ1kdGNlAZKlNJYUXoqygtNm6/qmDShwa8eVJT4hkqUoigNFaVBQ0WJjlKio5SGihJZHRA9UmmkKNFKdWz0nzo8+f+OM4lPH3zlzyPVGeJ8k0f5WWLSny0oQ0L79u1rGzEvMPLC6ZGtnK2oEydOTJs2LTs7u6CgoKCgICsrKy8vLysrK/v8Q3Aod/pm7ty59V9WA/nZcxdkZa1e+NHcuXPz83OX5Wd/Om3KgZf/Pv2azjOvi/skdfiGKVMX5MyakzNt4bR/FKanzuzY5cNrO+18cuQ3k95bNm1STv7srAX5OQUfzZ6ZM3/WvIKs/Ozs3Kzc7Jn5WbNzs/LnZhXMycrJnhMsQz1ynlvUCJ1eQ+BghPr+58TcAM4TeWoj9/QQ/oRz2O9ZWVm5ubkzZ86kUxOcc3IhuCDJy0Gw5kWbL3bQUeHgfaKLEQJcQAgfs/2WAW5B8+HYoa3PjJxxZcdv7nsCX3+Hqgr43Ti0//N+aRN/3W5D/1Rs3w7NDe5nYH4wCUhDwgJsQIJBmBAMDBC021gD1OznorIXFS6gNgx+3c61LD94YATjQiUvWSt8M7n2OLvI5F7Ezm/U8GOqx1sqGBYzXX63X5pewCWFqVvC7YJdha2fbL63d+6l7XPap5wcOsbz5KuLY2+a2ub6Zb3uwZYvobthedxaRYXprdB9EIAFaAy6xZllCEuFpcKyOeM2q+Oh9Up4zhuwhpyhpD1/5DxXktSPOpuR3LLOCShAPh0CJaYK9hG5wMirtkc7yS8CZ/cBOD6+st7jbOcQNTYcqJ/qvKzO25mwGZgG5gKqOGBD+g1dL4f/ODas33TfQ3Njumb9OmbeZZ3mXR1Xcs+D2LQJrjKYHpdeoYGpEJpkEIDXgG7DNAU3dZgqbA2ccelElQiWIZSQ5xaiFuj7s2rPnwHO23iuBLhA4bCTHXDEv+A97GsDp4dAwenZns9nOPLX82vNykrODZUxyyelAUADVHDVB9uFykPY//XBBTM/e330d8+P9k6biV3fQ6uC1DUYbpg+CC+4xiwwCVvAZuA2YFtgBoSz/xhKmJ+mDS5+BA/UMM4cwSde7Frn/y9U8qrhKiGCIvwF0/a5FvM/I9hbzYHTPbU1CyGEFAyGBin8QlqA5ZWwAA5Tc9nslJSl4IdhHoPvFDwV8Hmk3+03VS+YD6gC94AbQnDdBGNgFoTFYBmwDXAb1U4TNdL6OaL+7M3zn1F3E52OGhX5+eGMUsePp045zzlqKD7nXE7qtRo5Li9sD/tfLAJjiXFm2NzwQ3gBn4DKYNnStk2Vuz3ypEeW+kWpYZZJfxVcKtwm51KD9AJeQJUwuQDjYCakJWGYMAxYJiTDDzlJz3VdwwgjJMLkdeHB0bykbXBm2NzSpPAALsDPoXKpc1OF1w+XD5VeeHSmwS/hqz4MaQpoAgaHJSTnnAtTwGIwTBgmLBtSCsAOk1cY5zvC5HXhgcgLXMCwodvQTVi2KbkHqAK8AGeAZcMyYGuMGzYTzAI3iZKkYLAZTA5LSEtwS5o2LBuGCcOGJcjHPkxeYZz3CJPXhYcfyMsEDAHDgmlwYWrgLsALMAvQAd2CYUjbMrlQBQwGMMCSxF+Mw5TSlNwCI/JiMAQsSA4O0MVh8grjPEaYvC48BGxeEBySAdyCUIXQmDB1CRXQOAwGkwubWza3DMH8EqoEuIDNwDjn0hLQJQzAgGCwBSxIC9KC4BCSrPVShodEGOcvwuR14aF6j1XAErAEhLSk9EF4wP2cS4vDL+AXMDk4t7kwLWmq4Bq4FBa4JQVjguuQOqADBoQArz5w+KbTAAAgAElEQVSJzWwwDiEpv8e5rmgYYdSHMHldeHDIyxCwBMBsMC9EJbgHti1sGAymDeiAZsHWhPDr0DQYHLqQJpeWKbkGqQE6RZUQEtyGbcOuJq/wZmMY5z/C5HXhwSEvk8NigM3B/BAeyT0wLWnBsGGbgCrhN2GqkvlMqRpQBQwO0wazIIxqtSsQsZ4ybticyMuGDJNXGOc5wuR14QJCQkhASBDbSBtCQkBISEGOphKCQ9oCXIBLyaXkdORaQDJIIasZqrosISGklNUXhBHG+YwweYURRhgXJMLkFUYYYVyQCJNXGGGEcUEiTF5hhBHGBYkweYURRhgXJMLkFUYYYVyQCJNXGGGEcUHiNPJygts7CR0pi/eZRHo7w4c5acENw+BBib+da/7HR4RxcUAEpTUUp6c4pAucz/UPztpfhifpiwankRcAr9eLIHg8ntqdXWMY1Uad40kEwjFLKSkKom3b9CFMWGEEQwSlZRVCUNx356fgoSICcXRDUViYvC5inEZeNESop3lQcsdQ01oohCIvyuvjaHZOaP3ggLPBYv2kNQ/jvEUweXHOKQMQD+TOqJHDIvhzqIEXnhovSpxGXjQCvF4vUYymaU4mxB9lEBAfmaap67oQgjFmmiatH2uE95bhGfIXjOCur5+8KCNDnQHXw+R10aPmstE0TfqBsnRIKXVdD3Xb2T6MBp/f72eMWZal6zpZ2UINu/+xbmFcoKhNXpQ00CEvZ8DwuvKb1RhFtfX6MC4OnEZefr9f13WXy2UYhsfjKSsro4uCE0AGj5JQhYaa90itq7En4PV6Qw27n6sRwjjv4IwHUs8pnbCsZeSqvYqswWK1SU2GHp+hhKlXmTuLcsL4cVFT8zp8+PDbb7993333jRs3bvLkya+//vrBgwdD5fgNVWioTiUjPYDNmzePHTu2d+/e8+fPJ1ubMwTD3R+GlNIZCaSkB2tedZLXGSZz/e9IJ0xe5ydOIy+fz2fb9tq1axVFeffdd0+ePNmwYcMHHnigznv+u2WjEOLkyZObN2/+6quvrrzyypiYGI/HQ0YNh7xk2GD/y0Bw4B1B8XkogitFGIPkgA1mMZMzSwomueBc2kzYTFD2EJMzi9k2Z/SPVZObLRgXdVFZmLwuJpxGXpRE++OPP1YU5e233wZw/fXXX3XVVcXFxR9//PGBAwdKSkrKy8sBbNiwoaioyOVyASgrK9u0adOnn3566NAhKufbb78tLi7et28fgNLS0k8++eSTTz7RdZ0Hthd1XV+7du2tt966bNkyR/OqPbzOdeOE8RNCQNrgNngguBhsIJDhCJaEDqiwVZiG1CVTYWrgsC1pMKnL6kiKHtvyc+a1DY+lWxB+SzMsndm64XLDsiEkWSdEwE3H7/c7G+j0Eznr0DKCc25ZlhDC5/NZlmUYhqqqJO3JkyfpBTEMgxI4Sykdp0XOudvtdl4ix5jr9/sty5JS0i26rtMrRg/VNI1sL86eQw0rc/gtqB81yYtz/vnnn7ds2TI1NfWFF15ISUlZvnx5+/bto6Ojp02bpihKbm7uI4888sADD0ydOrVnz5579+597bXXxowZ8+qrr06cOFEIMWnSpN///vfDhw/v1avX9u3bu3btunjx4gcffHD79u1SSlVVVVU1DKNv376KovTv3//UqVM11P4wef0SICAFOAMXxF8SDNVhFKUAF7AAA0KDrcO0hc6ZwQ0GAcPkXk23BGfMMvweCKZVnIKwuaX6fS7LVAGmezzM0E3d2LFjx4IFC5YsWVJQUPDNN98AcLlc69atKygooHmXMWYYBk3DRChklqXRSIYOn89Hv1ZVVdGHHTt2rF69+qOPPlq5cmVOTk5lZSUCftfER36/n+x0tm3Tmpdsu+Q4qes68ZdlWadOnXKWMowxehYtRMJvQf04jbyEENS1iqKMHj36xIkTXq/Xtu0777zz6quv3r59+2effbZy5cqoqKjx48f7/f5GjRpNmTJl1KhR0dHRmZmZR44cAXDjjTdeddVVq1atuu6661atWhUXF5eUlPTmm2/S7OfMgZqm/fa3v42KiiosLKxtswh320UPCAnOwavju0JwMA5LwpKwABv0v+SwJXyAD9LQmeryCcOCZcLngd8Dvx/HjsHjxalTKD0GXYOmWpahMWYIISBPnjyZkpIyfPhwl8v13HPPDR8+XAjx3XffFRQUmKYphCBdTAjBGNM0jdQxv99vGEZFRYWU8ssvv1RV1bIsWnMAKCoqWrVq1erVq6+44oqNGzfu3bv3nnvuITbUdd2yLI/HQ7ZdTdPIKkK+R4Zh6LpOap0Q4siRI/v379+1a9dbb7117Ngx0h7I+UMI4bgoneuOOn9xGnlRi3/11VcNGzacNm2alJJmpF69erVp02b//v0ASkpKFEWZMGGC3+9XFOW5554rLy9/5plnGjZs+Nprr+m63q5duzZt2mzduvWrr746fvz4V199deONNzZu3PiLL74A4Ha7y8rKjh07xhibNm1agwYNNm3aVKfNNdxtFzcgJBgDY0IwIRi4BduCZcG0YHGYEhRm34Tg8AFuQBUcENBVduwQ9u8xVq32TZ3p+cfk3aNfXdC33775BTBUcMuvqRwwbJgWM02zd+/eb7zxBvFUUlJScXGxDLLbAiDdx+/30/gnyy/9tGzZsj59+rhcLtLC3G73unXrnn32Wfp8/fXXk22kpKQkNjbW7XYLIQzDoArSPE3rRAS8Jh2TrqqqDz/88Lp16wCsXbt2+PDhpNYRfwUfyzuXnXR+4zTy8nq9hmFMnTpVUZRBgwb5/X5N0wzD6NSpU4MGDbZs2UL90b59+6FDhy5evLhp06br169/5ZVXtmzZMnz48AcffNA0zVdffVVRlEmTJn3++ecrV64cNWrUtm3bbr311tmzZ9PK//XXX2/VqtWqVat+//vfDxw4UNf1sOb1ywSXgkshBJPCgjAhTClMCBPChs3J6AUNMGAy+AAXmMt2AX64T+z7x7uzY1MKfx2/qlWHuZe3m3BDp2OLC6BXCmm6fH5YgB9gME0zPT197Nixuq7v3r07Njb2+++/nzx58ogRIwzDGDBgQN++fWn9+OSTT5aWlu7fv/+DDz744IMPRo0aparqW2+91aJFiyVLlti2TTT017/+df78+VLKPXv2JCUl7d271zCMGTNmPPzww1OnTr3nnnvKysqGDBnyxBNPVFVVrV69esqUKa+//vqpU6cOHjz44osvvvDCC2PGjNF1fePGjZdeeukbb7xRVlYG4J577lm4cCEC9l/SCsNvQf04jbwAHDhwYPr06c8///wrr7yyfft2zrnX6x0/fvyTTz7pcrlIxz58+PCcOXPeeeedjRs3Ali+fHleXl5+fj4ZNV0u14cffpiZmblr1659+/bl5eUtWrRo+fLlCJzKrqqqGjVq1KhRo7Kzs52lfu39oHPdMmH8tBCQpuSm5Ja0mbC5MLkwmDQsaXBpScFgSuiABugQOnSGcu5xGaXwH8eR/Zi38Jtuv/vyspgvW3Ve3Kb90TEvoaKU+06YQldNBi+gQuhCSvnII4889NBD27Zte/HFF7OysmzbHjBgwL333ss5X758+e23326a5rFjx7Zv3+52u+++++6tW7cahpGRkfGPf/zjiy++6NGjB60/GGO7d+/u2bMnmUdOnTrVrl27goKCFStWDBo06Jtvvjl69Ohll13m9/tzcnK6d+8O4A9/+MPmzZs3bdrkdrtXrFjx9ttvf/31182bN6dZvGvXrkuXLqVX5tlnnx0yZAjtD9AqNfwi/EecRl60MndU1mATFf1Kk48M0rppinDUbPpAd5HF0SnWsVA6p7IRMEyGaesXCCIvDVwFV8FNojBuW9LWwXzgKrgmhW0yqXKonGmaDS/0ozi+HwsWVzyYtib6mm/aJC265Nd5iSlYsxLqKa6Xc2lxAaiAH6pbA9CnT5/09PQDBw4cPnyYTFpjx469//77pZT060cffbRz505d17ds2ZKYmEgjc9q0affee29xcfEtt9xCNnjO+fbt2+Pi4mhf68iRI/Hx8StXrjx8+DBN6tu2bYuJiWGMLVy48I477jBN8/3334+NjX3jjTfKy8uPHz8+bdq0adOmdezY8fDhw5zzxMTEzz77jF63gQMHkg5I2wW0WRl+HepHTc2LtmlN06T+ILZijDnbMUIIWv9rmkYtS5ZFUnfpFtKxyU7p7Bk75RORGYZB3ebsqgT3E118zloljJ8eAtIS3JRcB9dAGbylKWAKaJA+SC+YD6Zmq0z3weeGpxxmOfZ8fezt8fPjuy9rHfPp9Tfuv+uxqdfE7H7rTbhPicqjgO43fW6/Kk3YqtT8OoCHHnro3XffJXs8jdXXXnvtgQceIG+JjRs3duvWbe/evbqul5WVJSUlLVy4kHM+YcKEcePGffrpp+3atVNV9eTJk0KIioqKbt26bdu2jWxeHTt2JEM7GViOHz9+5ZVXVlRUTJkyJTk5eefOnVu3bt2zZ09KSsp333332GOPTZ8+ff/+/S1atDh48CCAa6+9tqioyDAMr9f7t7/9bejQoc7ilPYow+RVP04jr3MtTBi/FNBrCQhuGkI1YEudwS3gAfwSQoDbgORC6garFLwc1imUH0BJ4eaHek+88tpZ7WJ3PDYIKzdg/WfLn3kOx46i6pRteHSm+bnh48zHhZ8Jw7S/+eab2NjYO++8c//+/TxwTLJ///7XX3/9zp07Afh8vvT09L1790opASxevDg1NTUrK2v69OllZWWHDx9OSEh46aWXOOeqqnLOBw0aNH36dAAffPDB5Zdf/vrrr5eWlpKyVlVV9ec//7lfv34TJ07885//vG3btuHDhxcUFIwdO9blcv3zn//s3r37jBkz/vCHP+Tn5wN4+OGHe/XqdfToUdM077rrrs2bNzszOs3x57qXzneEySuMcwAhhOSCmwZ0AxbAwBg0CQMwJJgGqDZsQxgVMEphn8D+LVXTJhXEJc1sdW3hnb3MaTPx7b9RegJVblRUwe0VqmbaliaZH8wD2y0tn7C8mso5P3ToEDk9eDweTdMYYydOnCAnBs45mZ98Pp/P55NSAqioqFBV1e/3k9GjvLycDvzSfuX3339P5HX48GFN09xuN5lByEmVnI1UVS0rKxNCWJZFHyh0XVlZGW1l6rqu67rH46moqKAnfvjhhyQJrVdIQzzXvXS+I0xeYZwDVC+IBAOzwQADtk9wFTDA/BI2wIWpVsAsg34CG1d92fvBOVdcnX/VDSefeg6ffIyTh2FUwfLC60WlBh+gwragSrggPGB+bhiWTqxEY9vxVCBnerJXeL1e+p784GnVJoQgWwf5ygMgjnMMu45ahIDPPX1P/OW42iNgPuacOz5iRHA+n88wDHqQEELTNGdPgKzACDj9h1EPwuQVxjlA9bJRwjYt22TVJ4PIN1W3bY8b3iroXuz9ft/Yv+d275bb7oYVid34u5Ow9VuolZBeH7xemIwxWNXmea7Dz6RHSj+YxUzbMhA4NEL+7gjsHQU7zRN9IBAakzzgHeIgApJSkve847TlxEQhkJWdPI0QFCLYMAwWCPAppQw+kISAQdnhRE3TSPnigfDo57CDLgiEySuMcwBaNoLBUm3Vtm1IWJZUfUL3cK0CZgW0Kiwr2nb348tadVnQutOWgen4ehP8lTA9gN+C6oHmg27btlQ5dMAPqQrL4DYTXABcgHHLMHE6iLwIDr8QU5BXffBlpKkFE43f75dSkrJGd5GO5hCQZVk8EGKMvnG2qhzedEiTPti2TZzlMKMTQuNc99L5jjB5hXEOIISQHBCwTOnnTJW6bbigVcIsh3oSpbv2Thj/UdIt2c2v39r9T/jnLBzYBd8J032iylfhtjwu2+OyvAwMEKaqweawBLO4bXPGhOQAAwRsk5mmSWYmOvyM0715iC/Iu8pReYJ1MRYIKUxiB1OMs0tOupVDi7RfH0xYwb5ExGuO4karRedBCDgPIZB2JIx6ECavMM4BhBBcwJLw2/AxU+c+wANWjtKdKFm19a8PLu6YMOOq6zc9+gRK1sBbDq0SvioIYZo2E1xCAMzQfabhY1w3YWgwvbA9YD7JDSZhAiYk/yFPgsMgtOfofFnDiUcEpYkJtm058ZoQcAZCwKQlpaRAiQ6vOb5Ezu30mQpxWsBhKwSCCdPBoPCy8QwRJq8wfizwwD+KxgVWHR7CCXojGbiUHJKDQXAYEiqHofuk7wTUw9i/xfWPN1bc2D378qtWJ91Y9eY7OLAPzGtxL2c6OPN7dckhmLRNC5xJ27BMv4Chw/DD9MCqglnFLa9uWSrjmrBNRg5TdN7Q2VuUUhJrOAziZLFyDlTLAL84BiwEDOoIslvR6s8xsTuRbYJ9GOliokIKs+5cScYyzjlZx6hM56z4ue3O8x8XKnk5/nucc2dR4JgqaLjIQCT+8xD0FiHg9EuSy0D4dgSpAMFmmp8f1JKOTiGlDLYEOceMAQCsOh6XBKs+2MM1GBoMnds+ZnulYcCSMGEbdGhRMAgGWXUC2glsXr7hr3cuaN0q74ortgxOx8fF8Hjg9XhtzQeoEqrBuYAQAb9zLqSoPtQtIVRLYxAu1Wdyxrg0dUuwkPGwzkE7Om0UOHTtuHQFH2I5T0CM7GywOorquYIMigfpqNLOq31hkxdtddNU5rxmTt2clCLnD0gwmm+dzqgNZ1P/XMnpjNoaqeqc0eJ8YIwxbgAapAEBLqACXghVmAbXDcMwOfPCdEG1uB+2CRVwARrgUXHg+4MTXsvv0fHDVk0+Tkk2xo7Fzm2w/GCW1+/zc2YCBsCAUKxDgjldX7vFar8MPylCdajTnsHX1ENeP7Wc9cjvREZ0hHGUzZ9NToewaL50lBIENoUJFwN5sUBGSFJkPB4PvXL2+Qdnn4uWJxQPjxYONDPTssLxITpXcjorHcd/kmZjol1iXlpqWZbFmSVtA5YB0xKW7ZPSLYRh2kI1oJrM6ymz3GXS6zd9hruKV3ng8sGvYuuWrY/3mdu6RVH7Xx/s9zCWz0d5KQxDCOEzVc3wwbKgqlz1AYKFADlnOe6d5F/qqOQOnOt//pYk0Ik6R0gEfCnOlTyhQCHJnAUv9fXPMA5DdRBlYCHPXmcL5YInLxGUXcaxRwSvsxwt/bwCSegoMjUWhsEW5Xr0sp8NznTnWKxrdwcASIB8FDiDZAywACkAC/BZ0DQNppd2AS0LmgqvGxvWVbw0+qMrWm244go8/DDy81F5AppPVXWvDb+o3o+EqcJ0kwW+zsGAgP5Ctq1z1lJnAEc9dKxd51ScuhHchjJoI+Icwg5aSDn2RPrmQiUvebrmderUqXXr1hUWFq5fv37ZsmVFRUUlJSXr168vPM+wbt06CsVJ0q5Zs2bjxo3FxcVFRUVFRUUbNmwoLCwsKiqiy4qKis6VnGvWrFmzZk1RUVFxcfGKFSsKCwvXr19fXFy8cuVKaliKKUpir15ZuH7luvWriovWLCssXrKmaHXR6pLC1euLV5R8s6rk81WrFhctmb960YbVhd8Xrtmfl33k7XGf/eH/llxx5cZrfv1l22u2tG7nfuAJ7Z8f7sld+FnJxrUbP1+zel3RkuUbli3dtGbpupKFRcWL1hSvWlMXSkpKCgsLV6xYsW7duvXr169fv37NmjWO/MEoLi4uLi7+qdutKATWrl27YsWK4uLikpKSkpISR5hQ1//UcoYCDUXq4uXLl3/88ccbNmxYsWLFTy1nqDLXrVtHI3Dz5s1SSlozOo5yFzB50bLFtm0hxM6dOxVFURQlOjq6QYMGTZs2bdGiRYMGDZqcZ/jVr37VsGHD5s2bR0dHR0VFXXLJJdHR0YqiREVFKYrSsmXLZs2aNWjQoFmzZo0aNWrWrNm5kjM6OrpJkyaXXHJJ48aNIyMjL7300oYNGyqKEhkZGR0d3bRpU7qMJGwY1ah5w5ZNGzePah7ZsLnSIrphi0bNGjZuEd24eXMlokWDyGYtm7b4VdMrFKWzojwSoUy85uqP2l27/Lrrpl152fRWV6y8tsvCNp3eaHB5H6XxVYpyaXTjKxpf2iyiSVRURHTzqCaXRTRqrjRp1qhpXWjSpEnjxo2bNWtGraooSrNmzRzxguFcf05AQlIv08ikrj9X8oQCDcumTZs2bty4adOm1OmXXHLJzylD4yBQhyqK0qFDh9r7VxcqeSFgLSanmB07djRo0KCoqIjm2CVLlixbtox0nPMKq1atWrp06dq1a5ctW7Zy5cqVK1dSSKnt27dTTofVq1cvWbKksLBw5cqVhYWF51DOFStWrF69msRYt27dwoUL9+/fv3HjxlWrVi1evHj58uU0Sa5ataqwcM2qlWuXrypeuHbZkpJFa1cuW7ti9eKiNR+tWVO8ft2SpR8tWrLgy8LCQ3MXfjtizKpbbptz3TUbH7hbnfPBV1mTPp/5r90T3lvxh7uLYlKKetyy/18TvsiZsXnxynVFGwqK/5+99w6vqzj6x/cWddmWG7bBhNBcId8E8ktISHgDphMwwbzhBRwwDjWEbsBgSiimmeLgigsuuEq2uq6uiuWOjZv6vVdX1ZYsN9VbTtsyvz/GZ3OsZslAeF+TefToueXcPXNmZmdnd2c/k/9VvnvDpo3puUlZ2endsZqenr558+Z169alp6d7vd7NmzdnZWVlnkpZJv0b5NYlZWZmYgRRX1+fnp6elJSEsu3u+u+bz+4Io8KcnBzU79atW1taWnp4ru+PE9m+2+2eNm3a0KFDcXUID9j/H3ZewtyJk2sxPp+PEJKZmZmQkEAIiYiIsNvt5H8f4djrdDoJITisORyOF1988Z577omNjSWEINs45vyAhHw6HA673W6z2QghERERc+bMufzyyzHAkdcQQpwRUYREEHsEiSDESRyE2AghEYRE2omTOGMiouxkBCF/JpELRoxedf7Fb8bHXEfICEKIg5AoMpSQawn5MCY29dKLZgyOvI6Qcwixk0gS2Y9ExZAIQiKwxW75JKbENmzYMGTIkM6X2Uz6ToXUBdm6J6fTec4556xYsQJVjP+7u/j75rM7klzhi/vvv98wjOjo6O+bzx4axEIEAwcO7JAJ/H/SeYlTS4HiJ5WVlYSQnJwcQsjatWurq6uLi4s9Ho+3j1ReXl5ZWenz+bxer8/nq62tLSoqqqioqKys9Hq9FRUVZWVlFRUVPp/P4/FgAZgO5PF4erivx+OpqKjAa0pLSw8fPnzBBRe89dZbf/rTn37zm9/U1NTs2bOnuLi4rKwMGeiuHZ/PV1VVhU35fD7kRzJWXFxcW1uLn+ND9VUOsjWkgwcPOp3OxYsXX3rppQ899FBdXV1paakUhc9fUVpRUeqr9Hoqvd6K0oryQn/JvqrivZXFJZX+Cq/Pt3t3uyu/aOJDGSPH77jlNshJbyrctadw97662j1VNUUHCpu+2Rn4av7aX4/98ryBB196Nnhg9/69+8q8deUVDSUeb1VNZQ98lpWVlZaWbtu2zel0ZmRkREZGLl++3Ov1FhcXl5aW4uOjlLqUg8dCPp+vurra6/VWVlaWlpZWVlb6/X6/319SUuLz+UpKSvBtz/KU6sDXqOiqqqrZs2cPHTp0/fr1Dodjy5YtVVVVhYWFXf62Z72XlZVVV1eXl5f7/f7KykqUQEVFhdfrLSkpOXjwYHFxsTTgHvjskqqqqjweT3l5eVVV1bZt2yZPngwAcXFxL7/8Mt5UPhqKy+PxoEAOHTpUVlZWWVlZU1ODzyu/qq2tRXtGbv1+P/4QxWsVvtc0vPLy8tLS0oqKigceeGDChAnvv/9+QkKCRLUV/3eTVEVXzsvr9RJCcnNzIyIi8vLycEf/DLY2ZGq1sJztkFIDS24ObneeWftImKF28cUXv/zyy5MmTbr11luh14mp3ITqtvLT4YIuc4t6zyc+skw7SEhI+PLLL6+44ooXX3xRCIE5CifbB2DAAQAoAAMNIARUBU0HTQgBbWEIaLBpx+pho5NGXAJ7dkLwKDA1CBACONpGDY2DoUCgvvWLj9aed+7+226Hoj3AFFAFYEHa7tmXKb61tbXx8fFpaWmRkZFJSUlgaq2vD45CkztcEoJCWHL0+tomzg/WrFkzfPjwDRs2xMbGYjmuMyAp8w670vK4krzsDJ5d/hapoqLi0UcfBQC73b506VLoPjFNAinLm1KzlC/yZpyaMS4zTrtjUv72R+G8/H4/ISQ7Oxv/G2Zmjd53Agtsk0zJAYsdI14dmKX6UDeSem4c3YFEIACAMWPGvPrqq9ddd90111xjGAaW4cI2MdujS7ImyGBT+DocDlvdCpgHX85ACFZjFULEx8fPnTv30ksvfeqppzBJBc2IUsqozvQQKCoEAUIQpLyFK+2sRdVbQFHgWDvs8+2899FVI0cdfuEFaKunwcawohkGtDcqEAAIAxw+Dk2NULRvy+9uXRh3Xtl7b0PTITjWCKoOYa6HKNU7pm4hhUIh7Cc1NTUOh2Pjxo0RERGZmZn4laIohgWXXNaC7awpAGhvbw8EAjg3YZY62BLhS45kWH6xS8J74QuJio4trF27Nj4+HiOvQ4cOYeOaSb3UCwoc25cWiNlC2Nubm5tlUW50HH0iwwShBoDKyspHH31UCEEI+fzzz3Vdx/og8jL5dPKIFVi8qjwHig8IZmU564iLBo9GK7O6DMNQFAXzCn8UzquiooIQkpWVRQhxu93CkiPeJ6KUouCkGmRSnFQq51yWI5EMyBY6vO1MnHPEb8KMylGjRr366quTJk267bbb0BxlTYCeiZkFLvF6GQmifWCVUzT3HjK5e2jcMAxVVQ3DQHMZMGDAwoULx4wZ88wzz2Bgq0vkT2YAV4EaiMxlcFCBaxAGFoRgO7SEIHPb4vPGfHXZFVBaCEpjC2ttVY1gEIACKMBrT0C7wUIBCCuwaOOykT/LvP1OKN8PrQ1ghE4CfvGuTVTmN1ZWVtpsttTUVEJIcmyCXbkAACAASURBVHIyykEGy6Kr4wpWK7KmPuJrlCeOWJiZBebZwx5MS1jOHsgXqJd169bFxMQkJyfbbLaGhgb0Bae1lg5kzRVAPg0L0o419jmzPDJuQmUIIbxe79SpUymlhJD58+eLU4/cyRtZP+ScBwIBTBRHq5OH3mViAADouo4DQIfWpDSkMf+InFd2drbNZsvPz4dTJ1a9JzD7rTCPSqDhog7a29vlcVxZ4R2p9+1bNQ0Ao0ePnj59+m233Xb99deDmWzJOe+5WSEEOix5slfiUskIET2XvFdf5QCnRvWDBg1aunTp2LFjn3/+ebAUiMLmgYbBUBHRATRgOuhU40Y7BI5BZUX9g08tG/zT4lemQ/B4INDYAmoAoJnS46C3gy6CqmhVQIA40Q77KpJuuGvJT8fAmq+g/SCEjkLQAA2Y0XWSvWQPV+Xcbjc6LyEEjuHCnPzii84tyEAMAJqbmw3LUVlErTHMYlfNzc0yqu1BdFYTFWY2IgDghDE9PZ0QghUbO7fTpYV30As3O7amabIoNwbdVmBrAMDR8Qz0jlRRUfHwww8LIex2+9y5cznnaFFIMtbDEAyHfIzH8ectLS2yHhKGwABw7NgxYeILWc/zyWEGX8gM8x+F88JpIy7Yu91uzjkWcO9ry+iSdF1XVbW1tRVXQL/++mvpERhjX3/9td/vBzMW412tL3TXPqLZYadCdY4ZM2bGjBm33377DTfcgAyctpEOt5P6rqurKy4u3rNnDxZzZoz5/f6CggLEaO8TUROySvaW+Pj4BQsWXHTRRX//+9/lFAwdPWMGYtADExIZlXEAFgZ6HLx7Uy6+bP35Y9pSkqDlMGeqp7bq489nL9+4ppo1uw5sXbl8xSfvfrhr5x6gAK2txW/PXJhwbuMTT8HxKqCtoJ6EuOmys0l0wIMHD8p1g8zMTGuXEJYgyPpb69gD5uLAp59+et99902aNOnuu+9ev349PmljY+O6deu++OKLuro6jH26kxs3k3ikVXDOkZPExMR+/fplZGQQQhoaGuTg1Ce9MMbwkcPh8K5du5YsWTJ//vxvvvlGPsWePXuwSDicEZy0PKwGAJWVlY899hgA2O12a+QlOUE/wi3Lo8IsBbBq1aoVK1Z8+eWXjY2NGK4eO3Zs5cqVSUlJXq8XfZlcr5QDoTQ5tKsfi/PCJNWcnBybzZabmwtnGnnpluWe7du3FxYWNjc3u93uPXv24LDW0tLy/vvv5+Xl4ZBCTbCnHji0knQ3OD9ljF166aWvvPLKXXfddfPNN4NZVs5q+l0SNeGfDBN8vb6+PjU1NRQKHTx4MDc3t7q6WlXV3bt3f/zxxxjD94mwv8nOL8xp4/jx41944QU4dW3YABoCVQUVuAH6SedFKQiqgFpbtfyDlT8ZWXrXPeD3ANVcX62/8/cTEpcsOX6krjF4rN+5A2e8PP2rRUuHDRpwoqEKWBPdnJV6yeWZl/0K9uwApgAFpgGjwLoiyUZ9fT0hxOVyEULS0tLARCW1dgnrA3ZoB52Uoih33HHHZZddNnny5OHDh69atUrX9bKysokTJ77xxhs+n09GCt3JTQbL1nAPFZSUlDRkyJDs7OyoqCh0Xrq5Btr7yF0Gm0eOHDn//PPr6uq++eab0aNHY3QTCASmTZt28cUXoyH1vllJVs1WV1c/9thjjDFCyLx58zjn1mresnHpQHAyGAqFNmzYcOWVVwLA888/f8sttwBAbW3ttGnTli9f3tTUJAdduRwpTJckhYZfCSF+FM4L87xyc3PRgoUQaBlnoDxczQmHw++9997hw4cBoKqqatGiRQAQCAS8Xu+iRYt8Pp9uHrPq0n/1cAthLoKgaxg3btyMGTNuvfXWG264ASzbZ6flU5oaqrO8vHz27NnYZkpKSl5enhCipaVl7ty5Zzx9sD5XQkLCokWLxo4d+8wzz6DnxfiRc24AC4CmgP4v56UBMwC0EKjVuc/es+Dc4Udeeg3CweL9e4Y54ue/+SEEFeDGijXLiJ2sW7nqaPVBByFz//mB0I7CwfI9t929aNDIptXLIHCMhZnBgfGu/bgwl71qamoIIQUFBYSQjIyM0zovJOk7MOxqaGhoaGjgnIfD4SlTprS0tCiKctVVV1133XVy/R6r/vQgOqsB4As0lfXr1w8YMCA5Odm6YN/5hz3bD0oeADwez4gRIzDN9b777sN4cPfu3W+//fbVV1+NLVBLXdReEpjgiEKIqqqqJ554QkZe3DJtlD6OmlBUOPXGmeCKFSuGDRvm9Xrfeuutt99+Wwjx2GOPvfbaa7gkQikNhUJYTc56U6umflzTxvLycjlrwLAIPXef/BczsYBRH8uWLdu1axdj7OjRo/PmzcMBpK6uLikpaceOHWDu9UjnJfnpWZ7csmIlhBg7duz06dNvv/32G2+8ESxrXqeVACpOLj1UVVXNmjWroaEhFAphaj4AHD9+vEPk1XsJC9M68UVsbOySJUvGjBnz7LPPchPIASVsCK4BD1MdMxtEiIMBQgdQA7Dftf4Pl68Yczmk5IJuTHrgvhFDz0lcte5Xv/5duivHU1lud5D3Xnu9ZNdeh8Pxzsx3QRjQ1tr+wWdfnH/Brr/eDS21PBgIAaiUyXECpS1fYP+pqamx2+1oAOnp6dJ5iVPXvLrTu6YhfBVVFA0AiopKnnrqGUq5251LiH3+/IVTpkx94YUXOYeTR9F71IvotOYlhFi/fn3//v1x2oiDYncRXA96QQvBKVVKSsqAAQPuvfdeXPlqaWkpKChITU298sorratIfVI9N1OFUKSYKtEh8pLy56ajAQuoP3r5d955JyIiYubMmQDg8/nGjh27a9euN9988/3338c4V8IuYi0lbpl7Ypt4rylTpkyYMOG9994bNGgQcmhd6DxLnFdFRYXdbsfICxfs8eE7/BA6UYcLcFjDCd2xY8dWr15dW1ubmpq6du3a48ePFxUVqaq6fPnyLVu2yG1Bdipob+dbdL4jWLKQxo0b9+qrr95xxx033XQTmNgDp21HCCH3y6kJtFJcXJydnX3o0KE5c+YUFRVRSg8dOrRkyZLW1tZe8taZpJeMj4/HBfvnnnsOLGCknHMBwAA0xgUFYAAGABNAGQRb+ZIPl1w0eMdd90HtCdYW+NUNf4iKixUA51/ys/MuGa9wZdasdybdcuvn78+yOyJceQWayiCoQWLywot+6prwCyjMBzXYpOoa4x0GCavFA0Btba3D4cAFe4y8OnTgDlLtbBjB4MkNx5aWtvfe+2DdukQAeOedmVFRMfX1hz/8cFa/fgO2bt1uvbJnBckX6AsSExMTEhIyMzMJIY2NjdDVmlQv1REMBkOh0IoVK959993LLrvso48+AoCPPvqovLw8Kytr7NixQoi2trbW1tbu3FbP7aODqK2tRedls9kWLFiAJid/Lg1DItNJ/Jz29vYZM2Z8+umnP/nJT/bt25eWlvbLX/5SCFFeXh4XF7d7924wAVS4ZdYJln1hzjnG9T8K5+Xz+Ww2Gy7YY+QlMadOO/JYr5Hr5YqioGSbm5sXLFhw5MiRw4cPZ2Vlbdiw4ZNPPvnyyy9xfoFzlg536Vme/LuIvMCcsYIlHxUDcp/Pl5KSgsNgKBT69NNP5bSxj2I+xcnGxcXJyEuYs3JhhvEcmMEoo8ANAAagMzAYtB5r+scL84fHV0ybDo3N7YePTJp8b1RMtAD41W8nDB150ZGWI7oRgLBy1y1/vOo3VzcHg4wCKAZ4KtKu/a/V40fC+kWgKW0a1XSqm7lvVuJm5FVdXS0jL+ual7CM57z7qZkUIGYIPvfcc6WlpQAwa9Ysh8Ph8/mWLl0qTavnhXDpBeRdZOQ1YMAAa+TVeVp3Wo3IEauoqGjs2LEAsHHjxmHDhlVVVT3zzDOvvvrqTTfdNGjQoC+++AJnptZwtcNaYZfEzA1EIURNTc0jjzwihMBUCW5Z85J6tyYVyqStOXPm/OEPfwCAP//5z7feemtVVdXvf//79vZ2IcSECRP27NnT1taGKWOYLyaDOOsLdG0/CueFC/Y48KKF6SbSbm/MQl4GAJiBBeZW9Pr169EOmpubW1tbGWOLFy8uKCgwDKO1tdW64NVL+/tOnBcS3h2hDYPBYE1NTVVVVVZWFg7sQojq6uo33nijrq6u993DSmCZNnZwXjL/yzRlgwlucKDovDQdqAGN9Tsm3rjiJ+cEl34J7UGg/KNPP4uKic7MdF1xxe/uue8hCtTrL3592ot333bH7n37KQAzAE60wZFjpU8+vmhkQuM/pkF7W1jRNM2Q6ZHWFAdmbktVV1fbbDar85L7WbJLdH78Ds4Ld/pzcnKmT5+O7R85ciQhIWH27NlvvvnmpZdeevToUZnA3IPQRKdpI5hrXj07r94MWshATU3NFVdckZeXl5iYeOeddwYCgaampsbGxk8//XT48OGY5NHc3HxmzktOGx955BEAkM7Lur0u/0unL8f7tWvX3nLLLR6P5+23337jjTc0Tfvv//7vtLS0rVu3Tp48ubq6Gn2OdfWKWxYlpfMSP5LIy+v1yshr06ZNUgH4LfSC5JXcDLj279+/d+/eY8eOoUalbrZt21ZTUyNtnVtC397cS3SaNr7yyit9nTYyS14MLhC0tLSUlpZWV1djiWbOeSAQKCwsdLlcu3btkqLrjSg63wjMaeO4ceM65Hlhm4JTIQQF0DkAB1AUoBqUF6f+/PLl5w6DvV9DezNvD4KA/Pz8d96Z+dXypEDAqDtS9/E/P1qxeDFXdZUaOgCnAE2t0HQiMG/2oqH9PQ/dB0ePCM2guiHdVodOiBxihj2OXrjmJVcDuSUc7lIdwuyEuE66ZcsWNCF0E998881bb701f/58jMXk5KhnspoTmmJSUhJOG20225EjR6CbKkE9N4tN4fL8zp07V61atXz5co/HAwBHjx7lnDc0NLz44ovyyi69Yc9sS6XX1dXJVIkFCxaApU/BqfNiDPNxCRgvS05OnjNnzsqVK3EJrL6+ft68efPmzcM4IBwOY+VwbEHm1nYW2o/FecnIC1MlcE3KauidRzkk6zVyU0laMwDIqsuhUAjTCymlbW1t7GSWE+vQDu+0E2/9Cru93CYfPXr0yy+//Mc//vH6668XQuAO92nbkd0SucVejTnWAIDHXLi5BdFlO52fvctrZIQVExOzePHi0aNHP/PMM9xcsMcWBOPAqGEYOoBChTAohIKghQJpKcuGjdjxX38AfykEm0DT9ZAGXDCDCw0EBZXrFAwQXAkEVU6DusoMgLAOrc2QkbJm5IidE66FyipQFKoquK3e4XgQMyOvqqoqm82GqRKpqalgboGhwFlXC/YdnhTM0UgIgTIMhUJWxHS0NFmqtgehyZviC4ym161b179/f0xSbWhoADM2lNSzLpBwTiDzZsWpFbmZWcmhpaWFdsqjtj5+D7eAriKvefPmYeOyHWqWR8KxE8xV9hMnTkilSDBxa8UGXddlwgRG02D6cTneUPP82Y/CeeG0EWcNOTk5Qgg8G9VLy5CXAYCqqnhY7Pjx4/gCFxo455gx3NbWhhmw3Fzzko10XpTpQMz0d5jkSSkdNWrUSy+9dNttt02YMIFzjrlj8uLu2kHXLJP9cMsGxzTZV1VVDQaDLS0twjxC1LmrnJZb6aSio6MXLVo0evTop59+WvKPLXDKQHAlHKQAQcp1aoAShtZmz3szvxx87omnnoXGai10DHS97XiLoahqQAENQq1KyFDa1DY1GAIuWsPtQV1VwwaEdGg5Dvt3bb7yirXnnw9btkJzswh3cYzUMI9/ovOSeV6pqalCCHR23LIu2dkMLHrnLS1NABxfhEIBAC4E03VVVcOqGg4G21U1jG91Xe1ZaKhlqW40lbVr1/br1y8tLY0QUl9fL4To8Dg968Lk86R9Msba29vb29tbWlowR0FRlPb2dnnrzkrv8sG7vAVae3V19cMPP8w5J4TMnTuXUiqLLTCzNjg3dydxjwvM/FJmrmbouo6bochhIBDg5lEhXITh5okiVBBybhgG+rsfhfPCaWNubq7NZsOY3/qQvSfDrAOKb2XwIk49MkbNkh/i1CBc/LumjXLKZmWPWeawMiaXV/aGt+5uBJ2mjcyyYAHAQXBVCTEADYACANWg6diev/190cARMHs+BI4ZrBUEBw4nKzuqAAZQ4KpQQQDVDQqcAgcBYAgwFGg52jh58uLYfpCeAYEQ6Lqc/XUpz7q6uoiICDQAzLCX0ujNg1OqA3DGDMYMdGGU6pgCLN/iNebfaUhYZlVy2jhw4MCsrCw5bew8pzttsydDXcuV1DI7xk/YqUsZp22zM9to3tZp48KFC+HUY4yyZWquioLlJCOasVX+8rfCsi0gH6pDm8J0Uj8K54XHg/Bg9jvvvJOfn5+cnIzAqv+rKC8vLy0tDV9nZmbm5+ePHDnylVdemThx4s9//vO8vDyJTrlly5bU1NTu2sk16ftjNT8/H/PFtmzZgsvMX3755ahRoyZNmpSeno4Q7C6XKz8/3+XKzM3JzsxMz83bnOHOW5eV/E1uRsOiL3JvuX1uwnm+Z17an7I6NWNdXl5OVoYrbUPqtpyCLRn5BVm5WbmuzFxXTnZuTnZuZl5mZq5r65adG9cm7czLOZyevP+22zb+5KdbHn3cu2b95pRUlIwV7xwZyMnJycrKWr58eWRkZHJyckxMzPTp091uN6Jxog3gxT3aQ7b1z+124Z/1w9xct/zrvRiR1YKCghdeeOGcc85JTEwkhKxatWrTpk0pKSmdUeHPTFnZXcHhn0E7mzZtysvLQ0TfRYsWTZ06FQBsNtuLL76YlpbmcrnS0tKwUABe2Rs7zLVQ52+RVVnGAa9BfeXk5PzmN7+54447ZsyYMWjQIDC3s6T/OkucF655uVyu888/3+FwDBo0CMFUI/6XkcPh6Nevn81mi4iIiImJGTJkSP/+/V9//fWnnnqKEBIdHY0X2O32yMhIBLzvkiIt9H3wicxERkYiiuawYcMGDBgwb968iRMnxsTEIJJ9TEwMQsIOGNCP2Eh0dGSEI9oRFWvrH9WPkImEzBs+MvmK399HIocSEhFNiJNEx8QNHzwsktj7O2L6OWOcMRGOmIioqJioqBhHrMMR64iIiEqIGxBJyEWEvOZ0bLjoojfOHfkLQgYR4nQ68cGjTIqMjHQ6nf369UPA9X79+q1du3bMmDERERFRUVERERFOpzMqKio6Ohovxg+7IYf1z+m041+Hzy1/vSWn04mcO53Oyy+/PCsrC40zMjIyISFBfvstCS0hqhP1tR1CSFxc3ODBgxHA/rnnntN1/cILL3Q6nQkJCYMGDYqNjcUyEXa7Ha20N3bY8zVOpxNViS/wtcPhiIiI6N+///333//mm28OGDBA+iwZsp0lzgtRJYqKijIzM/FwDI69fR15cvtIfW0/KysrJydn48aN2dnZO3bsWLNmzVdffVVRUbF3796kpKScnJyUlJSsrKyCgoK8vLzk5ORe8tlXNk5LWL4oOzt78+bNCLSfmJh48ODB7OzsNWvWIBz7xo0bt2/f7nK5kjYmbt5RsHb9mtysvO3bdiVmpxZvymx///0Nl45fNP6X/k/mlbjS09IT07Iz0t3u9NSM3Ex3foY7N9OVlZ2Zke1yudwulys9Jy09J83lcmckZ2alpReuX1f+9yfWXHLRxj9MaFmzfseGDRKN3opxnpubi2jraWlpGzdubGtrS0pKSk1NdblcmZmZCMOPARr+sAd59iznPkmvw68wpti+ffuGDRtqa2s3btyIxpmZmdnh+tPerjs77A5Uvk9s55iFl9atW4fljrKzsxVFwfuuX78+NTUVizDgJ1hQ6rRs9+a58vLyrBfLKGzdunW5ubmzZs2KiYmR+wxn27SxsrIyMjJy/fr1GBT0EUH7300Soj4uLs5ms7388sv33HMPfmKz2ST/AwYM+GH4MykyMhJfYGWAOXPmTJgwgZiI4xI/Pq5fLHEQe5TNQZw2YicOMpSQRwnJHH3560N/+nviHEJIXLSNOAhxOvr1G+Ak9khij7DZbQ5ic9jttki73U6chEQQQuyxUf2j7JHDCbmPkIUXj3xrYMJ1hCAufXcY6hgeEkJWr16NtXkkb3a7XSLx/+BlDYYPH75mzRr5Vor325MUiP1UOoOmIiIisJyC0+mcMmUKAGBEhlFSTEzMd8Vzb8jhcNx1110zZ84cMmQImKXm5RrZWeK8SkpKIiIi3G630+lcs2aN3++34rv/76Hq6uqSkpK6ujqv11tUVOTxeC6++OLp06f/8Y9/vOmmmxDqu7S0FBHiCwsLu2unoqLCijH/nROij+P/ysrKsrKy+Pj4JUuWjB8/fsqUKfgJYsN7vd79hftKq8vLKst8nsqywtK9+/eEi/aceOapNcPO2zb1KfimpLW0yFO894C35IDPe6CwtLzUU15aVl5WUlZWVlZWVl7qKyvzFHv3F3sKfRWVJYWeak9NuNzXsuqLjTddveGqq4wvVxzds6f0VMLfIid+vz8/Pz86OjojI8Nut8+bN6+8vLykpKSkpAT5PHmj8vLePHtnUPnugOq7pAoLyZ9XV1fPnDlz5MiRWVlZDofj66+/rq+v37Nnz2lb6yV1EIukvraDAPZFRUXl5eWbN29++OGHASAyMnLmzJnFxcX79++X1RWqq6uxl3Vph92JqzsZIrC9z5QeXlBRUXHrrbfefvvt7733nsPh0E+Fuj57nBcW4HC5XA6HY9OmTYZZsL6v1FdO+to+Zh7hXgwqY9SoUa+//vqdd9557bXXgpmc/Z3z3Fc+5RY4mHtP/fv3nz9//ujRo5966ik4deOJAW9noTCoWOgaBIdAs/rytK+GnOP/x0fQrECgHYyQDlwFUAwLhCEAiJMQ9QI0BpqmU+AgQgBhAxq82ff/cd4F50PiRgh3rU0JqFJfX484lHK3sU/Us41ZLa2v8pTXp6WlDRw4cMOGDTab7ejRo3JbuU+a+q70e1rinB86dOjxxx+nlBJC5s6dCyaUE5y6jdglb93JrfOHHX7e4fWjjz7661//+v3338cFe13Xrf36LHFeiCqxY8cOm82GCdYAgLAb/6uIWwBAsP9jAY677777mmuuAbOmObcgdp2WepMf1Fc+re4V5Tx48OAvvvjisssue/LJJznnVhSUoBbSgGpAgyFNCygiFIaDNdWT71l37ghl+XpoM6ClGbjWFGg5Fg6GNKrpVKGqZqiGphsaNTSu61SjAYUFwroBHEQbh7YwNNe6H7v74yGDYfFyaGvHPK8OoO/CzMyura0lZp7Xxo0bkTEEYKCUGibmevcy5B3+DIMZBtN1in+GcfIaxgRjomfpocSs2tF1ffHixUOHDs3NzSWE1NfXgwXyu6/a6VJfXWLh97WdcDgcCoVQUH6/HyFxCCH//Oc/0WJ1M2dForZIstpb53S8Dp93eHBunhVB0clvH3rooRtvvPHjjz+Oi4uzIq+eVc4LcxQxVSI/P5+aiZqdx8+eqa/K7mv70iOgqVFKx44d+9prr2GelzDBi+Ww1lduu3NeZ8An8oADXSgUiomJWb58+WWXXYYFOISZa65pGhM0zMIBPaAbDARAOAyV/pr/uWfV0GE0KROCBjQfA2EYFCiAwaAtABoHnQOjwChQCpQB5RrlGuPADeDtAAqDtoYt0x5efO7Q0D/egkBAMC4fUAofzNyi6upqp9OJBpCZmSks0P7CctKwe1EanKFrEwYFg4JhgGGAqnFNF5oGug7UAMaEYN3CuvagIwBITEwcPHjw6tWro6Ki8JxGZ/vp0sI7t/Z9WCYSmIcHAKCuru6hhx5C57Vo0aIOtV3wSFB3XHWXedvZc8kHx7f4+Mx0ZJMnT77xxhtff/31YcOGgXmI8myLvHw+HzFhoHNycuBUsKTetyksszZUD55xlQcd5FfcPOLT+1vIG4GZW8g5Hzt2LOZ5IYa9PPvas1LkBchGOBwWJminRKyWNV0kZFLv+eRmRigzUyIRzwshcYQQMvOeUso5FVznTAPgwUAL6EGo8u/67XXJ544S7m2gUy6UtnC7EQTQIRwERYOwDkEFKIewjsCr0NwcDod0wQEY8DCAwkBpPfDBa18NjYOXnoWWZmHohq4CcIPpihYWwBkzhBCcMhBQU2UezLaRtIx06MXBbG6O9ozqIFRuBA09xEEwgIACVMDxNmgJgyEgpABjoKoA4mSOKqcMM1oZMzinnFMhGPZlqRfZJ3tzMLuXegETMEuYuA7Hjx/nJyHJNGmxMmTuUrOnvR1eUF1d/fjjjzPGbDYbwkB3gMSRV3JzkQG9EnaTuro6ZmZ0c3PYbm1txRNXOAEUnfqdFCBa74MPPnj99de///77AwcOlL5VnGVghN+V8wKz1AJ2fixBunfvXpQSIkEXFBTg2TR5MPvf77yoef4DLNTU1LRv3z5cHuZmIfEDBw5IaOnvyXkJToFqYCgCDCXcBjQIZaXbfn51ynljYXcRaFqr3qYBgAJ5SSUP/WX2/ZM/n3T3u8tX7lZ1CBtQfRg2pHtWrsgoK/YxAwQDrjHQDTCCZXM/2jBkgP74I3D8OBgG01QATrkRNhQBnHID+L+cl53YXO5sYiMpZ+C8QAOhA0BbANraYffepk/nJm/7pl4VsDGtbMEX2z7+OL3arwMDtZ0zlf9QzgvPNra3t2ualpycPHPmzOXLl0sIIIxr3nnnHb/fj45GRjrMAop72v7ee+cF5iQO/SYAYO2+xMTEpKSkxYsX19XVoRtqbW3NzMxctmxZU1OTLGSDbk4e0vyP8/pWzkvqAABSUlKKiooURUlJSUH0QdTNzJkzt27diusvP5TzAvPkPTdrU9bX12/cuDEUCtXX169evbquri4cDn/zzTcffPAB4g18386La2HBdaaHgIXhm93uUb/IvvgX4KsDZjQpJzRg7Ufpp/9Y9bvfPP7ne2Zf87vXH31kGaVw5vYGuwAAIABJREFU+Ag89reNf3syqbjwiGCg65QzgxthMNqBtdavWpo87CdH7n4ADh8H3eC6JgSj3NAMVQBngn4nzotSPRRspQYYGrQ2w5KFh//7v5cmZ/sCFLbsgJE/eTzL3frAg/Nuv+mzUAtQDQCo9Fz//sgLezWCGmZlZR04cICYYAQA8NJLLxFCdu/e3WHJ6XtyXtJWcTRtb2/nnK9bt+63v/2tYRhPPfXUvffeCwD19fXPPffcsmXLjhw5Io+aggl9IyX2H+f1bSMvjLDC4fDy5cuxDE97e/uSJUsAQFGUioqK+fPn79u3D8zVgR/Keck+iQsBfr9/9uzZ2ML69et37twJJhihbPP7cl6MA6VcCzOqAlOBKfqm/JTzx+y88g9Q5AVmBIxWBQwwoL5cqfSBpsMLz2YU7Qc1BC++mHH5/3tv126gGhgqGDpQpjLWBsZxYM2hrOT0kaPLrpsINQ2gG8LQBaecU51q6LyE+G6clwCuqkANSE82EuKeW7sGQhRadfjgo+qY2IdLymDliuZBcU9uzQVdBQEG49oP5byam5uFEPPnzyeE/OUvf8nJybnwwgt37NihaVpJScnNN99srf7XpWZPe7veOy9mOeqraRpOaVeuXDl06NDa2tpZs2Yhhv0TTzzx+uuvy6q9iqLItV10UuI/zus7cV6oAErp7NmzEave5/N9/vnnlNLq6uqGhob09PT9+/dzzq1FBPrE/Ld3XsLiX7CXHjx4cOnSpTif3bx5c1JSUjgcPnTo0Lx5806cOPG9Oy/OuK5RQwGqAg21p6UlDr/Ye+MkqGkAbiisrU1t09sFCwAzoK4epk9PrqmChjoYOvDx558veW2G728PpR+tBaaDQRXGW5neCPQ47MzLunjU17+8BrzVuIrOqC4EM5hOgX1XzstgethQmlpBC8OE3y+7+qoVX62E31+7cE8xLFjS4ox+KD0d5sxWo2x/zUzTqICQHqT8h4m85ELBiRMnJk2ahMm377zzDkY3J06cmDFjRmRk5IEDB3RLUdsOT/0dOi8wd5Yk6A3OBD/44ANCyIwZMwCgoqJi7NixO3funDlz5iuvvIIbmjiPMUxgEvEf5/XtnRcOCyiTurq67Oxsn8+HB02ampq+/vprXddXrVqVl5cncYh+EOeFHGLoh0Al7e3tO3fudLlcZWVlCxcu9Hq9AHD8+PG5c+cePnz43+C8gBrUUMBQQQueWLtm3dALGu6ZAoePCj2s8naNK0aQgga6DstX7Zq/cHNbK2SnQSSZOn9BMD0NBkX+/auFRwQFVQ9R3sqMw6AfgaIdOaNHb7rs/0FJORgUKKXGyZmjAZQDE9/Fgr3BqM4Z5VBWDD8975XJ9+dUV0NE1JP3PZjX2ASPPJnz6MOFzz/jT4ifcvgwUAFBVfmhnBf+KhwOt7a2vv322zfeeKPT6bzyyis9Hs+sWbPy8vIefPBBQkhiYiKeYf6+p43C4r/wFuFwuKWlZcaMGZ999tl55523d+/e5OTkX/ziFwBQVFR0wQUXFBYWovUih8ik+I/z+k52GzGBRSY0hMPh1atXHz582O/3JyYmlpSUzJgxY+3atc3NzVaY/D4x/+2dFzXR2cFCuJrr9/vXrVuH66ZNTU2ff/65VWK9Z1L0YbeRc8pAMMpU0EMQajuy/MtVA0c0TXkCjhxjekgTbVSEjZDGQtDWDu999FXu5lKdwo58iI3466Ivj3q8EEMem/NenaAQVgMcAoKfAO0YePfkjLska/SlcKAQDAaU4Zo9E1Q6L8a+tfOiXKUirEFjI5w74v4/3TWvuRXOGTbtrj9vPNEOAQ0a6uFn49994snFARVUChSA8h9mwV7C+H322WfnnnsuY+yJJ54ghCxcuPDuu+/+7W9/e8kll9jt9vvvv7+xsRHT3L5X52Wd+lGzJtDChQtvu+02AHjggQcmTZq0b9++X//613gZQlcjM7gtZpXYf5zXt3Je3CzooOv6iRMnDh06tHnz5tLSUjRBxH5bsmSJ2+3GmPyHTZVgJpCTqqqKojQ3N5eVlW3YsAExdg3DqKmpeeONNyorK79v54VGzIUOehiCbUcXLVrR/5ymvz4JR48yqmi0TaNtQjNoUBxqCP7t2X80BURLAIIt8F9Xz/zL1EVfrqy96NxnS3cDZRBQ2zgEQbSDegIqitzjRqVdfCHs2QcGA8atzot+R86LUq5q3GBAGbzw4pIrfzl1+w52ztCHvlhSf6QFdn6jTH1o7eTJC4MKHG1pogCajjlKP0zkhXtKa9asGTJkSGlp6ZtvvjlkyJCqqipFUY4ePXr//fcTSxmHLjV72tv13nmBCVgmwVSRt+uuu660tPTdd9999tlnGWMTJ07cuHFjYWHhPffcg3i/shGcN4gfs/PCJFVMX968ebMQorvjFz1TMBhEjxAOh/1+f2FhIa4igZlcGggEioqK/H6/NV2bd6Lu2pdZMJicBQAXXnjhjBkz7rjjDnRezAIt3TP/YGK2GYYRDofr6+uLi4s9Hg9mSGPMWFJSkp2dvWvXrs4c9synNaBDTqKiopYuXYoZ9sJ0XpJhs1NR0AIQaj/0z9lrh4xseexpaG4xaFijbTptA0r1kFHmOZTq2hbSQKPAKHh88Pmigg//6dq9M8Q00CiovJ1DGEABpRnq6zJGj0u+4FLYcwDCGqg6V086L4WqKtNOJjRRdri+wYZQujaSkZXZ3dN1lgCmRgYDhmAgBBxv0lJSd378yYb0jIPBEHyz78T8RVl5ebWUAwejJVDPuCaEMAzNMDRKdUp1qwvr1DKTeZW4jI27hOi8eqkLK2GXxqdevXr1559/Pnv27P3798u1sPnz5z///PO4aIDTsT6RHBEppbW1tX//+98BgBDSAcOem3W2hGW9hVoS6DMyMhYsWLBs2TK09pqampUrV65YseLo0aOBQAD3xyXPcgzm5g6mzGKdOnXqNddcM2fOnKioKG7Z1jyrnBeebczLy4uLi8MFKTx7AX0n7PkyrJCSlWthiNQMp57v6z1xS9H2cDg8evToN954449//CNWDwoGgxIEFb1blyQnjHIgYoxhOSmwYJkrimJN/ugTydRW5Grw4MFLliwZNWrU008/DWaSIfZPXdcNykNKGIBCuA2aTtS+98H6wSPbn3wejhzlYABoQihMDTGVqgaEDdAFNLWGggpQgHYOIQ6MAzOAg6FD0OCK4BqoAag/lHPZFevOu1jP3w4hFSgHygSnihY2mM6AC6xrb9CGQ/U2QrZu3kIISU5NkSnd7FTqXitgqEINa4wxLkDRQNOAMWAcAiHQNKBMhNXjjDcDGJoaNl0VFYJhzNUlwqrVVtPT0wcOHJienu50OhFJvAf9dkdCCMMwMM8TFST1K2eUwWBQCIF5PH1tH3+CuMzV1dV/+ctfOOcOh0PCQGNiNnRzsNHqtcFc1cLH5BaYcmGBq5dfdWgNP7z33ntvvPHGmTNnnnvuucIM/eRlZ4nz8ng8DocDT4dkZ2fjQ7W1tWl9JMMwgsEgJgFyM3EZy6LgFolM72KM4ewMqfe3oJS2tLSgHXDOL7vsspdffvl//ud/rr76amrW5mhtbUW07+4aQXRwDN/QZ1Gz/BRySE2g6tbWViwg0lc5aJomzKxIIcTAgQPnzZt3ySWXYNFZbBlNGZ2XAGBUFU1HobXl0Hsfrh14buCZF6GpWWUaYyGqtWvBtlBbe2tQaQ2HDdAD4SZFb9NAPa62nFACms41zQhr7WEjqFMDBIChw8G6gl9esXTgINhXDAEF2oLhpmZdUwym61RrVwJMcMYY1Q1vucdGiNuVHRUVlZGRoXU65dfhaCTSSd0pKlUMrjGmCk2hqhLQNEUNQygEgaBKOVO1YFvr8XC4WVdatXAb00OqElKUkKKEEOFeVcOapmia0rlxRVHQyy9dujQ2NhYjr9raWhxmVAv1Ui/CDLp1XQ8Gg1iAFu1WUZSmpqampiZhbkP3Ve+4gY7dp7Gx8ZFHHtF13el0zp8/n5mFGjHnWVVVa/+ST4pOubm5GW0Sa7KFQqFwONzW1oZJElhdAeePaMPyLCrqCJvSNO2RRx6ZMGHCK6+8ggezwYIQfVY5r4iICHRe+/fvlzr+NsTN2jnWD+UYfmbtW1vDch6XXnrpjBkz7rzzzuuuu+7M+LSKRXJovaDzyNYnPrEFQsiSJUuuuOKKadOm6SaUJZJm6DpHbAgKhgJNTcXPvbA2YRh79W0IKQozdC0IwgBBQYBKWUANCggxaAUIMggGoaWdtzLBhQABlAFVNc50AMah4WDprdevOGcgK9gKbWEwODAOggvgAjgFdhKTQkCgrT02OmZj0gbr6NVrCYKJrw9cE5oa4DwMwIUAXdcFGEKEABQEwOBayETq5139dStPt9s9YsSI1NRUm82GI9MZzAxkYoFVBcIMSaxhOJpEX9sHE85ACHHo0CHEsMezjXLm0cuArkOUJMzVfaRe2uSjjz563XXXzZ07Nzo6GgAw+pPfniXOy+fzRUZGJiUlOZ3Od955ByFA+wojmZOTs2nTJrfbjSCiubm5eXl5CNSdnp6eY+Jt5ufnIxJmfn5+d6CR3bVfUFCQmpqal5e3devW/Pz83Nzc4cOHz5gx4/bbb7/iiiskLjhiYCKsZZeEX3XAqMSnRgjN7OxsRG3dsmXLli1b+iqHrVu3ZmRkJCYmYhHDrKysuLi45cuXjxs3buLEiS6XC2+Unp6ekZGRm5+XnVeQ6c7JdqXvSt9Yv37d9gemZoy82P8/U0pSMlLc2dkZ6ZuzszZlZ7td2Vk5uXlbct25G7Lcq93uDXmb01zbU7K3ZW7K35GfsyM9PdOVnePK2lTg3rZrU0HN2pW7//DLr0YM2PfpZ7sz3Ltz8rdku92ZGZmujLxNua687ExXVm5+ntuVvWbVapw2ogF0B+jepYJyc7LdmWm5rqz87E0FOZsL8jcXbMrbtCkrL9eV595ckL+1oCDT7U51p+cXuHdsznO7s5Jz3JkdEO5N8PuOyPF4961bt06bNq1///64YJ+SkrJt2zY0pD5Bzm/fvj0/Px81m5eXJ8118+bNBQUFGRkZ+HlKSkp2dvb27dv7qvf09PSCgoKsrKxt27atXLkSMewjIyNfeuklWVEhOzsbe8emTZs6SFI+C6KhYikJtJOCggL5vNgCsopXynY6IKlec80111577SeffBIREQGnhl1nj/Pat28fbjaNHj3abrfHxcVFRUUhqmpfCZG2EaM9JiYGEbsltHZkZGR8fHxsbCziu3eHHd4DxcbGxsfHExMkPioq6q233nr66acJIXFxcYQQvKkEX++S8LcS9js6Ohovxk9iYmLi4uIkFjghpK9CiI6Ojo+Pj4yM7NevHzI2dOjQ2bNn33LLLfHx8YgEi7jmcXFxkdFRMf0SiNMxeFC/AYSMI+TVwcPcF475hy36QpvTHhsfGxnVP9IZ43DYiY047M7oqJjYiNhYe3Q0sTkJcRLiIE5HdFxMf7vdPnDQkIEJwyNt0VGEXGUjc6JtmaN/ejUhP4nq15/YogmJctgjopzR/WKIg0RGR8XExUZFRCb0HzBk0OCk9YmXXHKJ0+mM7oqkYK2Eio1wkugoe7+YyLiY2EhHrI3YbTYSEUki7HF2Eh0VaY9wEhuJio1KGNgv1mYjUdGOqKiIzn8SrN3SeGRkZCQCvV555ZXJycnx8fFoooQQKwZ8b/RCTGzY/v37I8o7agF1FBkZ6XA4YmJi4uPj8eIz0DsqHVX8zDPPMMbOPfdcQkhCQgJ+GxMTI9HoO0nyFOrfvz/2F7TJiFNLEKDF4iPIroSakq/79et3//33v/HGG+effz6mNAoLdMJZ4rwaGxsJIfv27Vu/fj1Cg6PL7+vII8c0DH8kbjoGL7KAjSxF09eRE0eVtLS05OTknTt3ZmRkrFu3rrKycvfu3atXr8YGMXSSqN5dkgTpl3EWkvW1HB7PIAhFYHisIrNp0yaXy5WYmFhTU7N9+/YVK1bk5OTgQOpyuVJTUzOyMlMys9OyMpMSVx/ITju+cYPr9j9tGDrSd++UbxJTEjOzMlPTNmVkbs7J25SX78rNSc/KdWfsys3clp250ZWdlrupKK+g0J2Tlpm1On9TVmZmeuL65NysnF35uXs+/2f5zXcsSzjnwCfz8lcnbUvP2rWpYFOOOzU9JSvXleHOzHRlZWW7sjIyNyQmbUhMamw4nJ2dnWlSVieyPqNFda7NW/LcOWnpGavTM5Jy3AUFm3bm5+dm57gLNu10u7bm5hRgBOp2u7JdmVlZGV2WGnK7/2UbHSgzM3Pz5s2pqanV1dVY00jGF720HCSM1rOystAAcnNzMzIy0tPTsdQAos5jFONyuXqYAfRAGCjl5eVhIB8MBjGKz87OTktLS0tLQ4aRgW7k6Zb8ZGVlof2gZeKV1rmC7ErW8k4y8lqxYsWuXbtef/312NhYOVOWexRnifM6cOBATEzMmjVr4uPjEXIbAbD7ipltRUbHFhABXb614o5/G0x0HHgJIVFRUS+88MI999wzcOBA/ETewspJd9xaocrxejwy0puf90w4ulo/WbBgwVVXXWV9aofDYbPZHBFO4nAQpyPKSQYSMo6Q6UPOSb/wktdszpGEEEd0JLFHEbuN2ImNEDux2Rw2khBtGxgdQWyEEDKYkEHEQSJiiM1GoiKdERFRDps9kpDxhCzvPzz3kp9fS6KHkog4QqIIQaXaIu3EQYiNEBux2+1REZEOmz1pfeKghIFdCqqDZjtdQRxOEhFFbA5CiNNui7HZnYTYCYlwOuMJiSDEjpeRM7IrlOSIESOSk5OJaTndYdh34tNu/sn3/7rACtgfERFhs9nMi50dftVLkgUWCCFTp04VQiCkvd1udzqdkrfTWhf2Hcmk1ZY697IuW8BrHnrooWnTpiUkJJzNa16EkLy8PELIypUrfT7f3r17CwsLy08lj0nl3RCCZ1dXVx84cKCsrKyioqKwsLCysrKysrKoqAgBtrEd+QKpA2h3d+2XlpaWl5dXVFSUlZV5PJ7a2trzzjtv+vTpf/rTn37729/W1tbu27evtLRUou931w6ifeODIPS4BCxHLHPECC8pKfH7/Z35Oa0ckAH5OHV1dVh5dMy4sVMf/mvtwbqSstIyT7nPX1HmKS8sLfFU+Q8U7a/1ljfu28u++XrP809/OWLQwb892rptZ4P/UKOnvnBnkafm4H5/aXHp11W+fRWlpcV791b6Sqt9ZZ69pZ6isur6in0lOyrKDnj2H/B6KotLPB6fl+/ds2XUz1IGnXdw+aqDxSXVxcWVpcXlhYVeT1lpeVlxeVmZr6KwqKSopHjHjh12YtuUl28jZNEXC7xeb3FxMUoS0etRCJ3R6E08dU9paXFZeZG/0uP1VpSXeysqKkpLSz0en99fVVRUUlNT4/F4SkqKEFu9O7lJ2crXZWVlxcXF5eXl8+bNGzRoUE5ODiFk+/btXRqJ1IvHV+7xlZd7PeUen6fc7yn3e8v93nKf31exb+83VT5veVmJp7zU76soKSnxer2V/vKS4n2lJUW11TUlhZ76umOlxVXlZVVlpb7y8tIyb1GZ90C5r7DcV1zuLSv3dqt3tCJEkc/Pz3/wwQcBICoqatq0aX6/3ypPKVI0ZgShLy0txbcVFRX79+9HeHt8rtraWoTG93g82At8Pl9ZWVlJSQnK0+v1yjoDUmj33Xff9ddfP3PmzMGDB4O5GXW2IamWlJQQQnJycpxOJ6YXn3GSF1hAB7ER/C8sxYTBkmF8ZiSzW8ePH//mm2/ecccdN9xwgzWbTGZmd/dz3K6SPPBTYcVxw8iwgND3iWTSMzchdxISEpYtW/azn/+/F16cxgRXdY0JLgA4CAqCAmiGDoxDezucaKz48O1Vl4w48dJT0N6uHGmBMAAFFaAdKEAIRAA3H4NtJ0AYYHAwaJsS0LExykAAw8rbJ46VXvW7TSMvgr37gBnAKHAKBha1BgGgc8EABMChhnqn3ZGRlu4gJC01GQT0dUdYWE65y7eyhQ4m0SfC7bk1a9bExcVlZmY6nc5jx45Z2+yCGeCYxYZ7qSbSPwdBAQwQKqMK7ngqigLAATQBYQCqaQbTQQkBcKAn+zgVoAlQBGgCDHayZsDpefZ6vRIGeunSpdD9FiEzj2TLPoJmLJPCOhuz1XR7aPP++++//vrr3333XayYjWZ/tjkvzLB3u902mw2xjTRNQ5EhGb0jFDEmN+EnQgjETZWox4qiIG4RXm+l07bPzcRX1Cul9OKLL3722WdvvvnmCRMmgKWgJlJ37QgLzDH6F8yRMQwD4XrRemSdqL7KwWqmQgjGWL9+/RYuXHjBhT/929+fNBhVdU2nBuUM/1MAgSijqgJtzb4P314yYuCRZ/8Gx4/y9iCojKv0WDDUDqBTAyjTwqL5eBCAMi2sN4VZCEIUQgKYpoqwIjiEdaYyBQ5VbRs9fl10AuzYAUoIVAUMVQ+HDF3VNE2nhsa4IYCDqK6tsRGSmZ4R5bC7s7OYQcPhMJ6RwmQiaiLZd0l48gETnTB/CqWHyyuhUAjPsaIN9Gw/1hsZ5lEHAFizZk1sbGxaWhohpLGxUXbprvXCqMGobjDdQEhljRoKpcFQ6KhuNAEEBQRVvSWstYfVkKqHAspRAaHWthMCgBpgGBBWKAeh6iGNBjQa0GhIp5pODUubXZA1Daiqqko6rzlz5qBpGWY1AEw6MwwDswjBRBvG1EjOOaYioqFy89QwHgYyzBECR2uZqIiiwBbwXpMnT77hhhveffddPB7ETLT7s8p51dTUEDwdQkhOTo4QAjuz9Vc9uHmrv8eUQpkAjW9RslLosux4B8Z6eQu0Wrx+/Pjxr776qsSwl4mvpx3h5R078Ibouthj0Rzxkz4xKVM60UAppf379//iiy/Gjh/3/LQXBIDBKFalMBjlAsIh3dA403QIB6C9qeKjmV8MGXD06Seg5QSEgzzYznUtzEEFaGgMtjQDM0BRgIpgMHgEKDAFghRUABAMqAoCDMoBNDh2aM8vfpUx/Cewew8YGnAKggI1EMlUAFAAlTJFUysq/REOZ06220nIhqT1IE7CrcCpp/C6I81EZ+fmiQLUUTAYlHEEihczQntQSgft4CCnadq6deuGDBnidrsJIVVVVSjV7vQirPEWcAEGgAoQBggBhJgIBpVWARBSmU5Bo9AaPqGJgKKpx5tDQoCm4W8pgxCDEAONA+PC2ma3/KPZCCH8fv/DDz9MKSWE4NlG64NLniXneKalra0NXQwOAJjIqigKngoAAMMwEEmVmUD1shGpKRSaEOKBBx648cYbrc5LnH27jR6PByMvu92O00YZr0qy/op1Q2DGPvLnbW1tMuxCqAYwj/gY3R9v7K59YRYaQN9KKR09evT06dMnTpx48803Q6cjR921g5ECBnGKoqCmNU2TALtgmZV0+G0v5QCnTp0GDhy4ePHi0WPHPP3sMzo1QkpY1TV0YYwJYAAcGDNAD4LSXDfnk2VDBx9/6kloqKVKG0CIM7UlqGsAgTAEg9DUDBSgWakU0KgEgswABeBwwBCgCxqgnCmaCjwEtd7N436eft4lsHsPaAroKgjKdQ0HaQ6C8ZO98VBDfaQzIisj00lIeloK8JOlTGSoKyyn6DsTmE4f0dyw16EMDfM4jmEY8tvu5CZvIV/L06yJiYkyzwsjr57sU1AmKOeUMYNxjXGNcZVxVTdCAKBqXKfAGFAKJ46DpgEFCBrBoMKDCjAOwTC0hYI6hA3RaohWg6kYHjMDOAPOobsCSGCeMQSA6urqRx99VAhht9vnzp3LGMOJIRIzYSoAAJ8xEAhghj2YcCzSeBhjuq5zzqULwxvhACm9kjwzhA0yxqTzSkhIkJeJs+xso9frJYTk5uY6HA63200pxVi0ww87jBudSdd1eR6wpaUFVxOLi4utcdC2bduqqqrAnLd3bryH9qETjRs3DpNUO6x59awUawvo73Rdr6+v93g8JSUlPp8PIZ8wuaEzKF0vbyH/M8bi4+PnzZs37rLxzz7/HAdhMPqv6ECcTDhXdQVoGwSP1S+c89WQ4Qcf+CucOAoizIxmVWtjArx+/YMPty5fcXDhFyWbdxzSQWlVGoDBrq+Pzpqb1YKLXjRIOaNUBwhCxX73qLHZl1wGhYUnsVYF5cwQnFJKBYCqGZQJAVBTU2Oz2TLTMyLtNnd2FkDXkVdn+SOhxjHOopQmJycjXq4QoqCgYM2aNYsWLfL7/dgt29vbT6sa+ZqbazRr166NjY1NTU0l5sFso9PB6X91bGAcmBBMgIF/XGhc6EIILoBxOFQPUx/6ZOpDiyff++VTf19d26C2qfx4K1RVs89mp2ze6gkousrbKbRQaGOCMg6cgmAgOAjRrd7loAgANTU1jz/+uBCiu8gLzAFSjhAo6mPHjs2bN2/hwoWzZs0qLCxELxYOh1NSUj7//PN9+/bhxEL2Kbn+Jf1mD5GXVY9nifOqqKjA3Uan04kYuHJSbb2sN8TMOV1+fn5hYWFjY+OWLVsOHDiAbqWlpWXmzJkY3CmK0mEAP23jckVJRm1jxoyZPn36XXfddfPNNwshZK1J0eNMRz4gM0F1Dx48mJ6eHggEDh486HK56uvrNU3bv3//+++/jwVm+iQHuU4hzWPAgAGLFi0aNWb0088+g5ERThtVXdNVA3QAA8JGCCAE6omWVSsSh19UeddkOHIEWDgQPBxW2jQFHp46Z+yY6fX18NTfyq/61YcBFQJhOFILN10768qrXmsOg26AomiaLhjVgTdD6bbsMZds/f9+BWXFwDSuhYEbjOqC05M9/6T3FDU1NU6n0+Vy2QhJ3piE3rwDJI7ovqQYmOeZVVWdOXPmJ598gmhT+/btmzhxYlNTU15e3p133omHn3sWnfVGwjQnzvn69esHDx6ck5Njt9vr6+uZuTbUvV4Y55QLnQudC+2k8wIIBrluQF7ewStEPXNtAAAgAElEQVR+8bebb/rkxuvm33zjZ4caQRPw4cfZd9/9QWrqoWNNoHNQeFiHFh3aKDcoBU5P+i8QrAfmJVVXVz/22GOMMem8rNEAtyBA4CNjtNXc3PyPf/yDEKKq6rvvvjt06NDW1lZN06ZMmfLwww/v3bu3Q/WgDj6LW7Dthem8Zs6cKRfswbJvcJY4L+uCfU5ODo4JndekxKkDY5eEg0lra+tHH32ExlpUVDRv3jwACAQC5eXly5cv9/v9OFZ3Dvh79hHy7mjQADB+/PgZM2bceuutN9xwA5xa57VnX9Nh39Pv9y9atAjfrl69evv27ehqZ82aFQgEzkAO8lt8xoSEhKVLl44dP+65F57nIFRd0wydcsYEBwGgA+hC4WEBQTBa25PWbxh+SekNk6CuEZjGIaAZqhaEP9/5qY1MWbIYnnmi+br/Smw8CoEAFLhgUNzjt9y28tARoBwUlYXDnKsqaEdhrztt1AVfX3MN+MpA6FQNCa5j5IVjgG4wyoQQoq6uLiIiwuVy2W0kNWUjWPYNZZcQ3TsvYVao/Oyzzx588MHW1lZ8+8ADDyCWcTAYvOaaa3Jzc61Tpx5UzC3LN6jTtWvXxsfHp6eny2ljl/o19SLjI8aFzoXCIcSFolOFATAB+4tbGo+ApsG6dYF3390T1iE5/eAFFzy4YnmjroCiQiAMKtd1aNOhjXLGGHAKnAEIBkIX3fgvKxRHRUUFLtjbbLYFCxYI02iR5JAg5wrSdO+8807coHzjjTd+9rOfhcPhGTNmDB48uLa2Vl4pMUtkJ+3gxdB5/eUvf5HOS0rsbHNeOG3E1VC32w2nghH27AU6tIwxUTgcXrhwIZaxqKurW7x4MQBUVFQ0NDQkJSV9/fXXQoj/v70rj6+qOv43OyEJSUgIQRSLyiICVetStVo3cFdUaqv9qbRAtVULkpD1JS9hBwsi+y5gNOwIBLKHJITNooIsAkEkJISQ5OXlbXc7y/z+mLzTSzYSBEFkPoHPfe/de+7cOefMnZkz5zsYbBIGc1tuhz8J9AgA6N27d1xc3IsvvoiQOGIDxAV5Fm8hPPj+++9nzpxZU1OjaRruxASAysrKBQsWWK3WNj5+s6ziCOnYsePixYv79rt91IejKWeyqqi61hDz0gnIFFTNSW1OUgO6BfbuXBV+S37/h+GHStBVxmW7rIEGewrhrgGLQ4Jm9O21akcx2BzwzX75hyNwx23jH3184bk6UBmoGuMAitUCcpWemb6mZ/f9L74I1WeJ6mCaTInCGlAAcYsyUMoBoKyszMPDIyMjw9vLA5UXWl7cHZ1pOsiZAYWKMYYrM3feeWdaWtqqVav+8pe/AMAnn3zyyCOPlJeX67r+6KOP4jC4oNBED4p5yBhbtWpVUFAQKi8EiWs0RA2DBxht+KOUU6ZS7qBQR6GWg9VFLE7NoQFUWaDeBeMmb8rIrHa44JVX5937u8nLFjuff2ZRcRFzukBloIFLAwdhlFHguJccFAAXhxahvkQQvbS0FGNekiTNmTOHc44Mi8AT5xzcS/P4mLh2dODAgQEDBnh4eAQGBu7cuVOW5eDg4GHDhiUnJ7/wwgto0qK7QN3IOex8ywvbAYBhw4Y9/vjjEydODA0NFezxa8xtLC0t9fDwyM3NFZYXrrnir9BmYozZ7Xa0qmpra1euXHn48OHMzMz09PSysrJvv/22pqYmLS0tKysLu0pYXm28ETds+ke90KdPn4SEBBGwV90YihfkUywdoL5DlMSsrKzS0tJFixYh+uu5c+fmz58vkJ4ugsRbLjAwcMmSJbff0Q9jXqi5KGc6JYxQUAgQVeYOJ7UAtcI3X23ofkdOnwfh8CnQmUuuJxxAhe/3wf+9VvL732V09PtPzJhTR76H+XN35W+FW25MeegPC/buA6cKskKBAzidoNTaVi/+7MaIE2//FepqKJEZVRlVEfnPEGAGADh9+rSnp+fWrVt9vD03fbkB3Fi1YAg/NeoIbtBfKPZvv/32jjvu+OGHH1RVHTBgwLJlywDgnXfemThxYl5eXu/evQ8dOgTuOsTNEjeYtOIA55sRSRUtr1ZWqzkzxqcoAycDK4Mah3pahxoCDoUrTgKl5fVxyfPOVENFJfTtE/X0oOXnzkCX0H+88Ox0QsChgMZVwl2UUkYBKCAAGoATs+ha7/ETJ068++67AODp6YmeB22C5MXddhB+efbsWeyLN9988/777/f19R0+fPjevXslSZoxY8b+/ftx2zymQWALxjaFEKg7E/VXobyOHz+OAXsPDw+0vFQ3oGDbzS7OuTHhAMVXVVW1cOHCsrKy7777bsuWLTt37kxOTk5LS7NarVartan+4obXb7Occ/fLDdsXltdTTz0Fbba8jINMd+P/4KL+kSNHMjIycF1MUZTJkyeLSgcXQdS98hgQEICW1+gxH2KSqsjzYoSCooKuyNzhYvVA6+Hg/rw7Htz6m9/BzoPgUClRCIe6s/D6S3Pe/nOOywq9b149sG/a0rlVrz437+4+H/fsOrlrl4TFi884neByAVEBnC5w1Z6aNWlRl8DqqPegvpoyhVCFUIUQjRDNneYGhDDO+alTp9Dy8vLy2GiwvKBlt5E2YEA3pB0hQtnAgQPLysoA4PXXX580aZKYpSaTKTo6Wiw3t96/4gAM5TVXrVrVqVMntLxEwL4Fgx0oA+o2vhhjjGuUOyivB7BxcLiI1SpbCcDWvF0z566SdThXDX1u+/Ch+2eoDhh4e9KLz0+3WMDmAFXXNOrSdZ0QxggwqgNzcu5sxfIS8dbS0tJ33nmHn295cYO24gZkHofDIb5/8cUXn3/+eV3Xb7/99q5du27YsMHLy2vcuHGapnl7e0+ePJlSWl1djcEv9Dp/1ZZXUwx7Y4542/UXqhVETautrbVYLJmZmbi2iMtM1dXVCxcuzMnJEQ6j8BmNvLXCOb8UbiO4V/G5G0HcbrdXVlYeP368sLAQK61zzg8fPmw2mysqKtr4+M0KBEcIuo1GywuVl04JpTpTFKq6VKaoTObcCT8c2//4ixk3DYScPeBQgemyxqkCf3t91qvPL/p2L/y274LXXsqsKYczpeA8ByEd3rv3riknToCigqaDKhOw26G+5jtz7PzwQOe4OLA3KC+dyKQBfBnFfmHl1UrAXugvXBEjhCQmJqLEhg4d+s0339TV1Z05c2b69OmxsbFiZc3oNzXbv/x85SXcxkbKixDCmhB2Ly4pupUXzmpCmUKoTKhMuSbrWr1DTzR/VLL7uEMGux0++eRAr57v7SyC23u/N2VinssJlIOqEY3Iuq4SQhihnBFgKudySzEv3ja30WglCanq7tzmd999d+DAgdXV1b/73e9+//vf19bWPvbYY0OHDv3ss898fHxwPU1YW0Kqv17lhauNOTk5np6emGFvFDFvs+eIGXr4Vjxy5MiePXtqa2vtdrvL5RI2yL59+06ePKnrOq42Nmq/9dtxg9uIN+rTpw8W4EDLSzVA77fOqvHxCSEWi+X48eOHDh2y2+14gq7rX3311datWzFyd3FktLyWLFnSr/8dmKSKmosBJ4xyToFgOWtOmK4zGSpPlb/xtw2Rt7I1GWB1MKeVA6gKVFXAqhWHFs75ZvmKY2cqATTQ7GCrhpgx62fP3i1roFEA0KnqArsN6qx7xkQt7NpFnTIB7LWEK4SphKmU6pyLTLT/xbzQbfT29vzyyw3QXKpEs92Bw0m8/+12+6effrpo0aJvv/2WMXbw4MGPPvoIR5SmaWjPtgLfzJtzG7Gj0W1EJFWRYd90bDdcBQi4CIwDZ8AZAAWgwHTQNSA6cA52G6z8LFOWQZHB6QS7EzI2l8eOTV/1xfdUB00DhwMopZgmxrjW0GTrWaoGYPETJ04gGKGHhwe6jcIgECcTAx465xynidPpnD59+qJFi6ZPn44u9vHjxxcuXDhjxgxcpj937hxGvri7CAP/NbuNqLzQ8srMzOS8IUexaRqeeOU2S+D2wjAr1biFXdd1RK9HnQVuWMumjTT7pfgJX8XUnfLXq1ev2NjY559/ftCgQdzd/a20IJ4CuRIHlFIsbQBu/F9umLGtt9bKXcTr1N/ff+HChc26jZRSRnVd1RgBTSN2xQZV5bZ//fuzTuG1sxZDdS0461TdVW1xcgYuGwABnUOdQ9OcOlOAKEAJuBSwucCpOTjYuW4Dpx3O1OQOe2fJjTexmdPBek4lTo3IGpEJ0SjV3TYs03XKGPvxxx8lSdqyZQtaXty9x4C5qznwFpJURb9TSkV2OBiqQqAAMQxK3HtdW+9fZsh7EvmW6enpQUFBuD1IBOyJgQzN6IQrhCuE6YRySoASoBpQDYABUHDadMRtxZ9UBVQdHDLoBCgFSsHpAocdOAAhpMFYYwqjOiOc6cBJi0mq1F3/BefUyJEjGWOSJM2aNYsa9rQJueG7VuwZAjdKvZCViLeixhehLhycIqGaurOIRUQF80h+FcoL3UZcbczMzGSMiRT2RiQGWbPEGBPhWHzN4h4RxNumbjMEYx9iYmCz4rjRoDQS/oTxOFxkue2222JiYp577rknn3ySMYb6sZUWkPBaQgiC1lN30I25NwMQQux2u6qqOHpab60lEuOVc96hQwdElWi02tgQuacUs700ldfLdrCeA1PSZ0HB3ycmg80GSl2drZICUXXNWW9TZLvFeZqCVZctXFV1Dc7VKA6Z6ZzJei3hNUCs4LLBkVOrnnst7dY+sOoLqK9B5aWfH/OiOtNVQikVysvTU9q4cT3KAbtM5NY1ejRqiHnZ7XbRuXV1dfgCw2RUAQlvt9t1XW9dnrq7BLSIKui6jvsiEa8Jk1TLy8u5eyOOIEMzGuGKymSdajphRAeiNygvxa6BzoEDZ5rLWQ9AqmsqGWgc1HpXHQN69lyVzS4TCrJLp5QTqhAqU+qkRKZEoxpQFagKRG/xETR3UbujR4+K7UGffPIJcY9b8Yzk/P1SuntHJ2PM4XC4XC50AsQmM5vNRghB9HOxjREnmuggbFxzl3f5VSgvEbAX24OYIawIbSbqrnuGH4357mCwqI1biBpR63fkza02otvYaLWxLWwLqwEMUQNognzQyl68CxI7f7Wx/8ABUWOjcW8jokrg/xxA1zi6Nk6mg+KA2bNWRUbu+vswsFSCtRJAlomTgQagAqvnYJFJBUAdMCdw4AwvJRycADagDnDZ4asDKx8etPrue2DvbnDZGOgcCHejxeMwAA7oQZaXl3t7e2dmZvr5+WzZsgkMbqNRmI0EK0YUfjQu9Ro7mrjDQPh/a2gQLaw2AsCaNWtCQkIyMjI8PDxwVY41CWsKqbsT6xkH9z4GXC7kuCWKACiU2gFclNsAnBqr4+BwqtUcVJ0qOkUDHLH29YY/xoEBEADSmufImqw2Gt1G46OBYWiJ0JVRUMbxKRQcNDd9+HW3EQtwLFq0CLEcMzMz868+2rVrV0FBwebNm/Py8goKCvr27ZuQkPDcc8/dc889RUVFmKKFIPeIg3pFKCcnp6ioaPv27QhuWVBQEBAQMH/+/N69e7/66qt79uzBLwsLC3Nzc3Ny8/OKdmdlFxRkbN1btH1Lfl7Jxg1lSeblPW788rH7zi6ecSR7S8aWjXkFuXkF2Vs3r9+el5mbk5WTuzUnf11+7obCzKyCzILsnIJteTmFhQW52zYXZ2w5vW3rj+aUpXf0W/rgvWXLFny1dXNubnZubnaumwQafVZW1u7du1esWCFJ0ubNm/38/KZOnSrgOvHkPDddbrnhvfAYUU8RI7SkpCQ+Pj4kJGTDhg0eHh5ffPEFDs68Fig/Pzc/P9fd6vbz//IL8NeCbPGXm5fZ8He+lNwfs3Nzs/Py8vLyCvJyC/NyC7Gdlig7O7ukpGT58uXDhg0DAEmSPvzwQ0TK37Fjx/bt2xE+v7i4+JILsJEcXnrppcGDB0+bNi0gIABn+jUIRrh//34fH59Nmzb5+/t7e3sjPCNiil5VJFAiEWIcKSkpaeTIkQI6Uvx0Bfk3YmAKlpYsWfLII48IJFVx4OPbUfLw7+DfKdjb00+SJG+vcG+fpyVpzk3dFvfqOlSSuklSB28vydPDw9czJDjAS5J8JH9PT28PH8nLW+ooSf6Sn+TlK3n7enn5+EpSN/+Ot0nSMElaO7BvzM0Rv5WkIAMCJxJCyAo+O3To4OnpuXbt2rCwMAT8NJ6GZyLu62UlcSMx/CQD5z169FizZo3UMoaqoIu4b7PU3vaNne7h4fHWW2/ZbLawsDBJkrDwAn6PJ1wEn63ft1l6+eWXcW+j0FnC8r1GlFdZWZkkSVgvmrnLW2otg/ldWRIGM1a7czgcdrtdZMo0643+zMTdlrkojIyBWKvVKvKhBZ+UNTgi3GkHrjp1HRwu+Hp/yZAhy265AbauA6fNYa9XGNGAMapznYAOlHIN6hmvB0UHFWQOTgBV1YECs1ig3uI0Jc0ODjo+MRmsleCyC9wrY9BKxE0sFktVVRW4C8q1FI2+3HJrGr8X3IIbNEZVVQyntuJ+tpdaCmA1mjhtbw0AsBAkAFRVVTWKn7CLqtvWdhIMYwxu3Lhxfn5+ANCoZNw1orwOHz4sSVJRUdGMGTOio6OTkpJMJtP48ePjrzKKjY2NjY2Ni4uLi4uLiYmJjo6eOnVqXl7exo0bp0yZEh0dHR8fHxMTk5iYGBsbGxUVdaX4FDKMjY2Nj49PSEiYNm1acXHx0qVLJ0yYEB0dnZCQEBMTEx8fbzKZxkSNHZuQ8u9R0Ulx0eOT4xJNyZ8kp6T/bfjSu+5af3uvoqEvz//3v+Jio8wTx38YG5uYEDfOlJwcn5KYmBSXPNqUNGpSTPz4GHN0snl0inlM1NiUmNjkUe9/8e8Pvnrq+fW39Joz6JFP3h8+ISYqISEhMTExMTHRZDKZTKakpKSkpKTY2FiTyRQVFRUXF2c2m0+cOPHxxx8nJCQkGchkoMstt6Z3FHyazeYpU6YcOXJk4sSJJpMpISFh7NixcS1Qe+9raoGM460t7ScmJo4ZMyYhIcFsNn/wwQfr169XVfXjjz/Gn+Li4qKiopKSkvDgIvhsnZryOXbs2PT09LFjxwYHB4Nb3V9ryuu///1vhw4dcnJy0L7t1q1bp06dAgMDw68yCgsLCw4O7tq1a5cuXbp163bjjTdKkhQbG/vCCy9IkhQaGhoeHt6lS5eIiIjQ0NDOnTtfKT5DQ0ORBzzu3r27JEmzZ8/u0aOHJEndunULCQnp0qVLcHBwSEhIZLfuoeHdu93Qo1tEaGgnv8DAwHAPr8f9/Kf07rO59+2jJOkub49uEaFBEWHeQYHdut7QqUNg56DwkE6hgZ19Q0K8b+gY1LVjqE9YmGeX0F639+3cwe/WkI6Pe3r+R/LfcHOvYV1D+gRIXYMCQpqjHj16BAUFRUREYIm2lStX+vj4eHl5NXtySEjIzyA3vFFwcDAKR3z09PQMDAxcuHAhdnRISEhkZGRYC9Te+wa3QO1ttmvXrgEBAZ07d46MjAwODh46dKiiKOgeRkREYPWz8PDwbt264U0vQkStUFM5eHh44MZsdBsbmXvXiPKqqKiQJGnr1q2+vr6Yk8kMObtXD0GTDJe7777bZDI9//zzL7/8MmOMc47l1PHXK8UndaOSY74YY+ymm25avHhx//79Y2JioPFSEcgy5wCyYgNQEVsebI5zs+esCO7m+CAarBbgqgZMAQAODQuGHDioADLoDAi4AOwANTYLUB0UB+z7etc9j23qeQf8dyfoVmDNL5iK0WyxWPz9/fPy8nx9fYuKilryRy633Fq6r6IomZmZ4eHh27Zt69ChQ319Pe5nbsm9vVT3bW+b2K0Yezl9+jSmSgQGBq5YsUKMWGZIzG4vnxe8eyPCitmTJk0KCAjAuyNOHx5fI8oLC3Dk5+dLkpSXl8cYw8z4Syvcn06EENxPj9EuXdd79uyZkJAwZMgQzPNCBHpM3+dNtrP8nISCxeGhaZqXl9f8+fPvuuuu9957T9M0DC1BA+ilDhxkhXDQNd0OGgGNQeVZ2L5j6613but7DxRtB92hMq1O1XSNAwOmAtGoTlyEOECRuao7GK0HqgLT7NVQc0b7/PO1XXvtfmgwlB4C1zmmu/TmCKE4AQDxvDDRb/369cYUKmMM6HILzRiPI24we+Rw8eLFQUFBWPoMtwfhW+oS3rcpNTqt2RlkJKGhdF0/ceLE//3f/wGAj48P4nkJhHG8oxEh59KSUF4jRox4/PHHZ8yY4e/vL4Ktgq4R5VVaWipJ0rZt27y8vDZs2ADnJ55cPSTS8ADAZrNRSu+5556xY8c+9dRTiOclRg9Gyq8gqzg0RZQhPDx8zpw5t9xyy6hRo8CdkYg7MQGA6MABFM0JoIOm8zobKBqUnsq646GNPQZAfg44LbrmUgF0DRQnISoQjRJdZrqLazLTVIVQB6MW3abbqsBWfSLetLTjDfX/ToCzp4nrnK65jJpIDG5RKuXkyZOSJH355Zd+fn5r1641RsqpYfPpzyM6MUoxXwk16bp16yIiItLS0jp27FhWVoaiu1SWV0szpb0NgjvJkRBSWlo6YsQIxpgkSf/5z3/AjX4j9i20l8kLUlM5vPXWW3/84x/NZjPGvJhbpNeU8mq6Mbu9eF6i8xCjlrldPAF3iVNFLLugDmpj403vIvq+b9++8fHxL7300pNPPgluJB9q2JTXLAkehAGC3wjscDGx4XzE17bzyQ35tADQsWPHJUuW9O3bd/To0ZxzsYmEMYZ4phyAA+GggU5A1UHRoNpaMSJqaWiPExPGgaNWr6+jAMChpsrakFxKSV31WcY1AAYc7E5HPXOAXgcVPxYNGbryhr7q1FlgrQJwMKo2O7fBnfeIGfbbtm3z8PDYtKkhSZWcvzG70eOLbiVuSBzOOSbQo2ksiqRgprgAGmm6imdsE5pDUgX33kaExGm6MbuN/QKGwqvEgEZJDbXFUGuLDmoXGXvciCoxb948xphAUgX4Xy6ryDhFfsQ+IRQaIUS8YIzvZuLees0Nu7vF3bkbG/Ltt99+8sknJ0+ejDDQRvauK6/GbeK+BBS0zWbbt28fFpSllIoNzxkZGUeOHBGz4oooL2rI0cfuk2X5+PHjWBa3tLQUz/n666937959EZOkvcqLM8zfphx0oBpoOugc6uT6lBlLIm8tGfYW/HAENLWionLmx3OWf5qWmjLx+NFSoBw4o6B/9vnyT6ZMP3n0uBOcoFtgR9GW3z+8svddsCkb5HrC7JSdp7yE5C+V8sI2xSs9Nzd39uzZBw4cYIxlZmauXLlyxYoVuCER9Vorcrusyku4Tjabbfjw4U8//fTgwYNff/31AwcOoGW0bdu22bNn796926gI2k7tVV4i2wMPcHetpmlr165dvnz53LlzcYcp6q/Vq1cvX77caLCjT00M+72vK6+LV17MnUUiy/KmTZuOHj1qs9lWrVq1c+dO0T2zZ89GJFURs2gv5z9deYF7CwV3d2R1dfWWLVvKy8tLS0vT09MrKipUVf3qq6+mTJlSWVl5uZUXZUAZMEaA60A1ThllAHYdMgqW9Lpj/UMPwqFv4VzVP4YN85A8dZ3GxSXcdkuvM6cqrJa6v7z95w9G//Prop1AwEVsoFpgwfzPety66cln4YcfQXcozPG/zYzn06VSXjjzcTtkfHz8zJkzEbP466+//tOf/uRwONLT0xH2A+dhK3K7rMoL1QeltKCgYMyYMTNnzpw7dy7CznDOZ82aNW3atJMnT7ZuHrZC7VVe3P0GxV5AG/+LL7547LHHAGDEiBFDhgxBCdfU1Nx3332IK11fX2+86rrldcncRkqp0+m0Wq1paWlnzpwhhJw9e3bOnDlo9B48eHD58uWIEH9l3UbmXhvCWV1aWjpr1izszXXr1uXl5SHI16xZs4yiaDufvB3Ki1MGnANwCkxnXKOcqQzAxeHoiayXX5nfNZzOnA5VVS8PGuQpeSxfvnzM6KiHf/8H4PDuP9/r0eumynOnQWVgcajOGnDVnv7Xe4s6RxyON0G9FeR6hbp0+r899pdDeYlZNG3atJEjR4p92m+88YbZbEY3bdCgQWlpaa3rhcutvMBNNTU1OL3Lysri4uJkWV6+fPmLL76ISIqcc3QU2tissf32uo34BqWGIowrVqwICws7duzYxIkTx48fj2vWubm5r732Giov8dZHFxirW11XXj9VeaGgsW9mzpy5fft2ADh69OhHH32kqmp5eXl1dfXq1asRrBVXlK+I8hLtCBPs+PHjs2bNOnv2LOe8sLBw27ZtAFBRUTFz5syzZ89ebuXVMJooB0op12SgLgogc3DY9kaPSusWIY8ZDbW1+wvybu4eKUnSLTf2OHboaOmJMr/A4H+8N8Jkiv7greFQbQPFAT8cLfrDH1d2vQEyNoGrXnPWudzKizahS6W88MyKioq77757w4YNixYt+vDDD+12+7Jlyx566CFKqaIoDz300KeffgoArZQ+u9zKC70wxCB1uVyyLKekpCBc9aOPPrpw4cKVK1eOGDECM/gvwvhqr/KibjQhfBYBezdu3Dhvb+8JEybgafv27Tt48ODo0aM/+OADUQ3bCIvGryuvn668cBC7XC7OeVlZWUZGxrFjxzIzM7Ozs2tra0tKSlwuV3p6OgJXiMHXXs5/uvISBO7ArSzLe/fuzc/PP3jw4CeffPLtt98CQG1t7aJFi+rq6i6r8mLgxgYkAJRqoDmBOgkQFUCzka2rM2/pUdx/AOw/QMrLXh3y3MOPPOAnSRPN47fmFUte3ms3pGdnbOgoSV98PBdkZ92a9PTuN5Y8+CD8cBS0ekW1u4hCDCtRxm69VMoLbatTp04NHDgQgep79eq1ePFiWZb/9a9/mUymzMzMvn37/vjjj8SNrNCS3H4Gy0tRFKzLCQDvvfdeeXm5xWLp0qULct6vXz8EsG5ar7Mt7bdLeYkVDDxGM6qmpmbq1KkpKS25H5kAABBSSURBVCk9evTYtWuX3W6fNm1aTU3N3//+95EjR547dw6fAvfDIfQNv668frryMiITcc6dTmdtbe2GDRtOnjxZWlq6Zs2a4uJis9n8+eefl5eXi/JN7eX8pysv7DWx2ogfEQvs5MmT69evR/Apm802c+ZMq9V6uZUXAeAcQAMgVAHVDtTJQNfBZS2HsgOHH7x3bQd/vmHjaw/e/4+//dXhtPYI73LrTT2/2LRVCuo0b94MW1VZkKfvoonTwFK3deSI9K5deUwMWCqA2xXqcnGNnp/kYJTDJVFemPp45syZ/v37l5eXA8ALL7wwb948YduazebRo0eL90QrcrvcygvjSugflJSUjB49mlJaW1v7wAMPHD9+3Gq1jh49evTo0TiW2tissf32uo0CbhuX6VVVXbBgwRNPPAEAb7755qBBg44dO/bGG2+YTKYHHnjg9ttvLy4uFmuORvPwuvK6BDEvVAcYMLJYLOvXr//uu+8AAGtn1tTULFmypKCgAB3MK6W8iLu0BP6PZdYtFst3332Xnp6OGWQ4pc1m8+nTpy+r8uIY86IMNAaEyqA5gKkUKAFCrOCsgITY1SFhu0f8c/xLLz/32P2nKo/f2a//yy/+qcJF+zzw0GuvvLRuxeLQjt5nv94H3x2aPfDutb3vgE1fgvUsB9UFigZMKK9GfF4q5SUMAdyKWFZW9sYbb3zzzTc1NTXHjh1bsGDB+++/j5NTv1ABjsuqvPDuAt5vxowZs2fPxjsmJiaOHTu2srJy6NChe/fu5efXiG0jXYTyElOGMYbG4OrVq//whz/8+OOPMTExuB/j1KlTtbW1Tz/99GuvvVZTU8MYQ9db5FXwX4/yEiT6HpNUs7OzPTw88vPz0QwRgmg7CT/carUeOXLkwIEDiBuH9jA2u3///mPHjuluPEmjNC8oSWrIx8GXZ58+fcxm8+DBgzFJtRHwdEvtiCQJkbdZU1Nz+PDhQ4cOCSRop9N56NChnJyc3bt3t1cO0KSYaEBAwNKlS3v16hUTEyOyxvFMxSUDZ8AIEAKMqUBlYIxw0Kmq1oP1DOzY+fldD6b1vMs2fe66+eMmzTItWbb0x8r6aoDSOufUiZP+k5q476utUP/DmbjEtFsGlrz9DpRVQH29BsxGZRUoa0GuzL1gX1lZ6enpiaphy5YtjRzMCz6vyIOxWq0LFixYuXLl/v37CSG7d+9eunQp1lsBgLq6OhRLK3JrdMzc6ypr1qwJCAjIysry9vbGrAtwJyG3vV/wRSX08pIlS86cOYORprq6us2bN8+bN2/Pnj1ijLW9ZdG+uLC0tBQz7CVJmjt3LnWDPvPzEQHFhcyQZfr5559/+umnK1asQKx6vHDVqlWbNm3CbxwOB3VvQWuWT2wQtwdNmTIlPDxcvGbEHLlGlBduD8rLy8M0a3wo+hMylcXY0jQNNZqws0Typ6IouhvttylLzZKY8BggAICePXvGxMQMHToUV+IRVFdsvmmpHaG8xBIPpVRUnBTRUF3XRU3QdpExloGZTQEBAQsWLOjXr9/YsWPFwp+7YjsDqgHTgOqcEQWYyinXNdAVCjqo9XC6/KBp4sJOt37/+kioLQWoZpqsAVRqUIVVGu3VoFfAf7M39h24MrKXumoT1NmZShUAGahM1VaUFzKJby8EWV6/fn3T9PoL9gtu2wJ3ijljDHtBFBkUe05b2RbTdADgcorL5fryyy8jIiIQzwvzMBotPrSFT+5Oj8KQBXKoKArm1jJ3JRFwA+23pU0jodZDC6u8vHzMmDGovBYuXCimADWAoxofk56Prg6GXDBcYcD6W3gthpXBbTg3kpigV155ZfDgwVOnTu3UqZOYdOCma0R5nThxwsfHB1+82dnZuPkO31HtIlmWnU4nYoGJ7kQMe7vdjlnXiIxOKa2vr8fMICPOVOvt44WqqopU2D59+iQlJQ0ZMuThhx8W9h2OPIxbNUvC49B1XYCOM7dydDqdNpsNnQvUsO0lHMQ2m03kEwYHBy9btqxfv37vv/++0+k05hnKslMnsk5kXVc1ojqZ7iIaUVRVletBqVHOgWyF/3795W+fWNipJ3yWBjUVYKmy1lW7iFZZW1VXUwGOKjhXvucvr30WduOpv70PZyxQU6e49DpZVRijhuheUz5RjIiJVFxc7OPjs3nzZs1NRom10jvM7XorimKz2XAMWK1W8aXD4bBYLA6HQ9M0fMG01C+CK8Ehzrc1a9b4+/vn5OQEBgZWVVXZ7XasP9CU1VYIBxuyJzQCAoThUFQUBR/BZrPh8GgXMcbwcs75999/P2zYMF3Xvby8Zs2axdwp3LhXn1JqnF/iKZAfnDI4DvHR6urq8BtZlm02m91uJ4YiCUYejDIZPnz4U089ZdyYLUyHa0d5HT16VHgN+/btgybw820kZjCbUZRN9b3wFoXc2t6+sJiQbDZbr1694uPjn3nmmWeffRbc2VvthakTYTIxmcVTsIvCjePu8ApzR+h8fX2XLFnSp0+f6Oho/B69lQY5AKNACDACrAEhnXEGvA60GrADOKHe4pq64LPuv90x6FXYuRcs50CtB9UKzAnECpVlMGNORp87t9z5e8jeDjVWcLiAAQFQCKetFutCxW21Wn19fREHHNNELo5EtFF8FLYtXBQIn+iCTZs2dezYcd26dZIkiRnY3vEDbi8erxVuAbKKb9x2tdaIxMAjhNTX13/wwQeEEC8vrwULFjCD39ASz40mppFbEc0wjk8xf1tqavjw4ffff/+ECRM6deqERoPx5GtEee3fvx9fvJ6enpMmTcrKysrMzMzJySloJxUVFRUWFhYWFhYVFRUXFyOOe0FBQXFx8c6dOxG9G38qKCjYvr0BCLzt7e/YsaOgoGDLli2FhYW7du3Kzc3t27dvbGzsK6+88uCDD2ZnZyM2fG5ubmFhIYLcN0uIj56Xl1dYWFhcXIxMFhYWIgp4UVHRjh07kLEdO3Ygt+2VQ2ZmZlFRET57fn5+cHDwokWLBgwYMHToUGQPb52ZmZmbm5u/PS+nMC+zuCCzuCB3e2FBQWFR7vb8/PzNuwvW7c7K2L7pQNaWM3OWbnzgmTn+PfYOfk1duqRizaf7t6YdLdhYvuELecHCvXc/tqZzz6zX/ly9ce1Xq9J3bcvemVtSVLhna05B5vaigu1F25ujgoKCkpKSnJyc5cuXS5KUkZERFhY2efJkY6eIkwsLC1t63qysrJycnMLCwqysrD179uTn52Pjubm5iNq+bdu23NxclDweNEt4lfEYe2T79u2pqandu3fH0mfr16/Pysratm1be8cPPsjOnTuzsrJKSkrwGKH6kX8cYIijn5mZ2faWkQoLCxGrvqSkZP78+X/9618BwMvLKz4+XrBaXFyMUP04PJolHHV4ghjVyF5RUVFJSUlxcTEO4JYawds988wzTzzxxKRJk4TbCO5dk9eO8jp79qwkSRs3bgwKCkKA7Y4dO7YCjP1TCCHDL/pyHx8fcezv7+/p6WkymYYMGSJJkkBkvyAZGTACmRuh8X8i+fv7i2Pkedq0affdd5+Xl5fAOBfP4oH/vCXJW5IkTy/J01fy9JA8JR9J8pMkX6mDJN0mSX+W/Jb95t4Vkf0+Du/2liQNkqSHJelvkrTwpr4rQnpOD+3+gCR1lqTOkhQgSR0kH2/JT/Lwlbx8JOkCAvfy8vL3909LS4uMjGz2hNax0r29vX19ffGRUbYeHh6INI+I+PiNv7+/n59fK93UOhz7zTffvGzZMnH5BZHsm6VGd8cu8Pb2NiL6Y9e0zkyzJMY2DqSRI0c6nU7kUwwtvGPrjRuf0dfX18fHp9n5KMZSK+28/vrr48aNQ1QJTAa61iyv7777rkOHDuXl5WiXoi3dSmXjCxJ3b34W9u1FN2WkRl4hql08rqurMzqnyEBbGjQ6Na3Y4RdBGFVBEsVELRaLKLvbIB/eAC6oAqj4EQtuUeCcK1TVmQxcBbsFamuh8Kv8p/9SNOCh3b3vzfrNbzdF9t/V+5GCu548FmeGYweBWyotPwDTQQdQAHQADipt0W3knGvu6mQYDK6uroaLKnknCn2KLwUckOgIdM3a6zmirLDuOgAIJEJj+KZdJB5N+Iki1mYcM20ZP40IRyAuTWBpBeOvokHuTqpoS5tibbpZYoZFhqZ07tw5xtjkyZPDwsLwG7EaANeM8sJ47VtvvZWamoqg3SkpKSaTKbEFagnzOykpKTExMSEhwWQymc1ms9mMcPJ4gCfEx8cjSrrxwja2jxciInh8fHx0dLTJZIqJiYmKikpJSUlKSkpNTR0zZkxSUtK4ceOQjWYpLi4uKSnJbDbjx+TkZOQ8Li4uOTk5OTkZ2UBocBRFeyk+Pj41NTUpKQmh9CdPnoyw5XFxcfg9Hk+YMCE+Ni41LjE5IXFsclKMOdmckDIhNmVCbMq4WHNKrCklwZRiik+Ij45LGDU++oMZw/6+9NlXEjw6Lg3stj7yjm09753rdUNqp5vnvfXm5Jj345NGmaaYPowZE/XhmAmJKamx5vi4pPik5KQWKCoqymw2JyUloWBFEYAENzXqkZbGQ2pqanJyckpKSnJyMj4XihEbx76Oi4vDM4XYmxKeaRwA2AsxMTHYv6NGjUpNTY2KisIbtWXMNGo/JiYGQfGTk5PxAfEuOB5SUlLMZnNcXFxsbOy4cePa2+lmszk6OnrixIk4SidOnPjPf/4zISEhNjZWTAp8nAkTJsS3gJ0vagvgOExNTU1NTcVxiHNHzCDso/HjxxsvN8pk1KhRM2bM6NevX2RkJHVXIBeq7ZetvAQdOnSof//+gYGBkZGRfn5+YWFhCAAf+guhzi3QlearMTXLZFho54iQ8LDQ8MAu4YFdwiOCI24IiojsFBHZKeLG0K7dQ8JvCAkN69ypY9egoK6BPUIDBgT6Pds97PXfdPtHn1ve6dPrrz1/82Rk1z6dg7t1CrwxMKhLcLB3ZLB0Q3DHLqGdOod26hzWqXNYu/i5gnJriZ+rjc+W6GrjMyIiIjg4+Oabbx40aJAw34TFd40oLzAsCDZa5rhOPwdx4AAqgAYAFIA0OJLA3B+BOYHYQQdQgcqg1QO1AbUCtQFzAJWBqKBT0AAY2AHqgKlAsGR0+1bjrtM1RJi6wQ1ustFXvUaUlwgfCC8dHWn6CyHSAl1pvhpTs0zqlGiMykDtwGXgoAGoQCjIHDQOhHKuMaoTB2gOUICooKogq6AooNmpVq9qNk13ob7TKMgcZKCEqaApoKpAKKUtwiX/UuiX0r9XGwEAohUCQH19PT8/jnmNKC9U0rp7n5Te6ga0q5BYC3Sl+WpMzTJJOdOAycAcADIAEAACGgcZQAZQARgDxkABpgMBQkGjoKE5RijoGmg6Z0ABGMgACgAwDkQDogDRQOdAAVqQxNUmt5b4udr4bImuNj5F9rWo+kHdm4SuHeUlctPBsCP3ElYkvk6tEwOuA5eBK7gSxYAAqAAKgAKAWaYcABB5QgOqYNlsooOmAGlwNik0oFPoDIiugaoCAR3Ql2yWWhoPP+ezX838tJeuNv5FLEhUbmdNk1Sv03W6Ttfpl0XXldd1uk7X6RdJ/w+CWKBHkPRQHgAAAABJRU5ErkJggg==" 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Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com5tag:blogger.com,1999:blog-2789267856108998958.post-27582527716455069992013-02-17T19:24:00.003-08:002013-02-19T21:58:46.338-08:00Himpunan (Set)<div class="post">
<h1>
Himpunan (Set)
</h1>
<div class="post-body">
<div style="text-align: justify;">
Dalam matematika, <b>himpunan</b> adalah segala koleksi benda-benda
tertentu yang dianggap sebagai satu kesatuan. Walaupun hal ini merupakan
ide yang sederhana, tidak salah jika himpunan merupakan salah satu
konsep penting dan mendasar dalam matematika modern, dan karenanya,
studi mengenai struktur kemungkinan himpunan dan <a href="http://elnicovengeance.wordpress.com/2011/06/22/fungsi/" title="Teori himpunan">teori himpunan</a>, sangatlah berguna.<br />
<a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" name="more"></a></div>
<div>
<div>
<a href="http://id.wikipedia.org/wiki/Berkas:Venn_A_intersect_B.svg"><img alt="" height="157" src="http://upload.wikimedia.org/wikipedia/commons/thumb/6/6d/Venn_A_intersect_B.svg/220px-Venn_A_intersect_B.svg.png" width="220" /></a><br />
<div>
<div>
<a href="http://id.wikipedia.org/wiki/Berkas:Venn_A_intersect_B.svg" title="Perbesar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>
Irisan dari dua himpunan yang dinyatakan dengan <a href="http://id.wikipedia.org/wiki/Diagram_Venn" title="Diagram Venn">diagram Venn</a><span id="more-825"></span></div>
</div>
</div>
<a href="http://id.wikipedia.org/wiki/Teori_himpunan" title="Teori himpunan">Teori himpunan</a>, yang baru diciptakan pada akhir <a href="http://id.wikipedia.org/wiki/Abad_ke-19" title="Abad ke-19">abad ke-19</a>, sekarang merupakan bagian yang tersebar dalam pendidikan matematika yang mulai diperkenalkan bahkan sejak tingkat <a href="http://id.wikipedia.org/wiki/Sekolah_dasar" title="Sekolah dasar">sekolah dasar</a>. <a href="http://id.wikipedia.org/wiki/Teori" title="Teori">Teori</a>
ini merupakan bahasa untuk menjelaskan matematika modern. Teori
himpunan dapat dianggap sebagai dasar yang membangun hampir semua aspek
dari matematika dan merupakan sumber dari mana semua matematika
diturunkan.<br />
<table id="toc" style="height: 30px; width: 666px;">
<tbody>
<tr>
<td><a name='more'></a></td>
</tr>
</tbody>
</table>
<h2>
Notasi Himpunan</h2>
<div>
<div>
<a href="http://id.wikipedia.org/wiki/Berkas:Amino_Acids_Venn_Diagram.png"><img alt="" height="140" src="http://upload.wikimedia.org/wikipedia/commons/thumb/b/b5/Amino_Acids_Venn_Diagram.png/220px-Amino_Acids_Venn_Diagram.png" width="220" /></a><br />
<div>
<div>
<a href="http://id.wikipedia.org/wiki/Berkas:Amino_Acids_Venn_Diagram.png" title="Perbesar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>
Hubungan di antara 8 buah set dengan menggunakan diagram Venn</div>
</div>
</div>
Biasanya, nama himpunan ditulis menggunakan huruf besar, misalnya <i>S</i>, <i>A</i>, atau <i>B</i>, sementara elemen himpunan ditulis menggunakan huruf kecil (<i>a</i>, <i>c</i>, <i>z</i>).
Cara penulisan ini adalah yang umum dipakai, tetapi tidak membatasi
bahwa setiap himpunan harus ditulis dengan cara seperti itu. Tabel di
bawah ini menunjukkan format penulisan himpunan yang umum dipakai.<br />
<dl><dd><table>
<tbody>
<tr>
<th><br /></th>
<th><b>Notasi</b></th>
<th><b>Contoh</b></th>
</tr>
<tr>
<td>Himpunan</td>
<td>Huruf besar</td>
<td><i>S</i></td>
</tr>
<tr>
<td>Elemen himpunan</td>
<td>Huruf kecil (jika merupakan huruf)</td>
<td><i>a</i></td>
</tr>
<tr>
<td>Kelas</td>
<td>Huruf tulisan tangan</td>
<td><img alt="\mathcal{C}" src="http://upload.wikimedia.org/math/9/8/c/98c20e34c90ebe87fa78ddb2b83977fd.png" /></td>
</tr>
</tbody>
</table>
</dd></dl>
Himpunan-himpunan bilangan yang cukup dikenal, seperti bilangan
kompleks, riil, bulat, dan sebagainya, menggunakan notasi yang khusus.<br />
<dl><dd><table>
<tbody>
<tr>
<th>Bilangan</th>
<td>Asli</td>
<td>Bulat</td>
<td>Rasional</td>
<td>Riil</td>
<td>Kompleks</td>
</tr>
<tr>
<th>Notasi</th>
<td><img alt="\mathbb{N}" src="http://upload.wikimedia.org/math/6/2/4/624e4cf68723f677d53e8cf2272f348a.png" /></td>
<td><img alt="\mathbb{Z}" src="http://upload.wikimedia.org/math/0/b/1/0b100eeff3848a15dbb46291e7fe52ad.png" /></td>
<td><img alt="\mathbb{Q}" src="http://upload.wikimedia.org/math/d/4/5/d45a4aa156a8ac07ab80e7d9cf5fa79f.png" /></td>
<td><img alt="\mathbb{R}" src="http://upload.wikimedia.org/math/6/9/a/69a45f1e602cd2b2c2e67e41811fd226.png" /></td>
<td><img alt="\mathbb{C}" src="http://upload.wikimedia.org/math/f/0/b/f0b01fe0a1eec87c634584ac0694fb71.png" /></td>
</tr>
</tbody>
</table>
</dd></dl>
Simbol-simbol khusus yang dipakai dalam teori himpunan adalah:<br />
<dl><dd><table>
<tbody>
<tr>
<th>Simbol</th>
<th>Arti</th>
</tr>
<tr>
<td>{} atau <img alt="\varnothing" src="http://upload.wikimedia.org/math/d/0/9/d096fc15d57854ec89d746709b02e52e.png" /></td>
<td>Himpunan kosong</td>
</tr>
<tr>
<td><img alt="\cup" src="http://upload.wikimedia.org/math/4/3/2/432c1df69e11aba7c5c5070e7578609f.png" /></td>
<td>Operasi gabungan dua himpunan</td>
</tr>
<tr>
<td><img alt="\cap" src="http://upload.wikimedia.org/math/e/7/8/e78f632038354aae583f795a73d4e6b8.png" /></td>
<td>Operasi irisan dua himpunan</td>
</tr>
<tr>
<td><img alt="\subseteq" src="http://upload.wikimedia.org/math/a/0/7/a07903a0504f50f27e2a85c27e47fbd5.png" />, <img alt="\subset" src="http://upload.wikimedia.org/math/7/a/f/7afa88c2877d79e6a8a190b360edfcd6.png" />, <img alt="\supseteq" src="http://upload.wikimedia.org/math/5/5/f/55fef34436f901c3e488cbaa41050df8.png" />, <img alt="\supset" src="http://upload.wikimedia.org/math/0/f/2/0f2c04f82a1eb8e3e371366214579f5b.png" /></td>
<td>Subhimpunan, Subhimpunan sejati, Superhimpunan, Superhimpunan sejati</td>
</tr>
<tr>
<td><i>A</i><sup><i>C</i></sup></td>
<td>Komplemen</td>
</tr>
<tr>
<td><img alt="\mathcal{P}(A)" src="http://upload.wikimedia.org/math/6/a/a/6aa5e2cb028a37f318151e3207c7dba9.png" /></td>
<td>Himpunan kuasa</td>
</tr>
</tbody>
</table>
</dd></dl>
Himpunan dapat didefinisikan dengan dua cara, yaitu:<br />
<ul>
<li><b>Enumerasi</b>, yaitu mendaftarkan semua anggota himpunan. Jika terlampau banyak tetapi mengikuti pola tertentu, dapat digunakan <a href="http://id.wikipedia.org/wiki/Elipsis" title="Elipsis">elipsis</a> (โฆ).</li>
</ul>
<dl><dd><img alt="B = \{ apel,\,jeruk,\,mangga,\,pisang\}" src="http://upload.wikimedia.org/math/6/e/a/6eaa9bc11416f2f3807245f2fbed7bde.png" /></dd><dd><img alt="A = \{ a,\,b,\,c,\,...,\,y,\,z\}" src="http://upload.wikimedia.org/math/f/3/a/f3a162677360a49bc4f0d4a53c807bbe.png" /></dd><dd><img alt="\mathbb{N} = \{1,\,2,\,3,\,4,\,...\}" src="http://upload.wikimedia.org/math/b/1/7/b17f511542083a8be388f6d3e774bceb.png" /></dd></dl>
<ul>
<li><b>Pembangun himpunan</b>, tidak dengan mendaftar, tetapi dengan mendeskripsikan sifat-sifat yang harus dipenuhi oleh setiap elemen himpuan tersebut.</li>
</ul>
<dl><dd><img alt="O = \{ u\, |\, u \mbox{ adalah bilangan ganjil} \}" src="http://upload.wikimedia.org/math/5/2/5/52569475f42ee818c5ec6dc8bc606b2c.png" /></dd><dd><img alt="E = \{ x\, |\, x \in \mathbb{Z} \and (x \mbox{ mod } 2 = 0)\}" src="http://upload.wikimedia.org/math/1/9/2/1927fb9146ef957ed43b2b2b3c4f6c05.png" /></dd><dd><img alt="P = \{ p\, |\, p \mbox{ adalah orang yang pernah menjabat sebagai Presiden RI} \}" src="http://upload.wikimedia.org/math/e/8/0/e80ace6112a90791f6fa9225c3fbdeb4.png" /></dd></dl>
Notasi pembangun himpunan dapat menimbulkan berbagai <a href="http://id.wikipedia.org/wiki/Paradoks" title="Paradoks">paradoks</a>, contohnya adalah himpunan berikut:<br />
<dl><dd><img alt="A = \{ x\, |\, x \notin A\}" src="http://upload.wikimedia.org/math/b/8/1/b81167518fd46420695433dc921c67b2.png" /></dd></dl>
Himpunan A tidak mungkin ada, karena jika A ada, berarti harus
mengandung anggota yang bukan merupakan anggotanya. Namun jika bukan
anggotanya, lalu bagaimana mungkin A bisa mengandung anggota tersebut.<br />
<br />
<b><span style="font-size: large;">Himpunan <span style="font-size: large;">K</span>osong</span></b><br />
<br />
Himpunan {<i>apel, jeruk, mangga, pisang</i>} memiliki anggota-anggota <i>apel</i>, <i>jeruk</i>, <i>mangga</i>, dan <i>pisang</i>.
Himpunan lain, semisal {5, 6} memiliki dua anggota, yaitu bilangan 5
dan 6. Kita boleh mendefinisikan sebuah himpunan yang tidak memiliki
anggota apa pun. Himpunan ini disebut sebagai <b>himpunan kosong</b>.<br />
Himpunan kosong tidak memiliki anggota apa pun, ditulis sebagai:<br />
<dl><dd><img alt="\varnothing = \{ \, \}" src="http://upload.wikimedia.org/math/b/f/4/bf499c83c4f731bee247bd56c09dcfc2.png" /><br />
<br />
<b><span style="font-size: large;">Relasi antar himpunan</span></b></dd></dl>
<h3>
Subhimpunan</h3>
Dari suatu himpunan, misalnya <i>A</i> = {<i>apel, jeruk, mangga, pisang</i>}, dapat dibuat himpunan-himpunan lain yang elemen-elemennya adalah diambil dari himpunan tersebut.<br />
<ul>
<li>{<i>apel, jeruk</i>}</li>
<li>{<i>jeruk, pisang</i>}</li>
<li>{<i>apel, mangga, pisang</i>}</li>
</ul>
Ketiga himpunan di atas memiliki sifat umum, yaitu setiap anggota himpunan itu adalah juga anggota himpunan <i>A</i>. Himpunan-himpunan ini disebut sebagai <b>subhimpunan</b> atau <b>himpunan bagian</b> dari <i>A</i>. Jadi dapat dirumuskan:<br />
<i>B adalah himpunan bagian dari A jika setiap elemen B juga terdapat dalam A.</i><br />
<dl><dd><img alt=" B \subseteq A \equiv \forall_x \, x \in B \rightarrow x \in A " src="http://upload.wikimedia.org/math/d/c/0/dc0672924acaedf207df8ad6280e8854.png" /></dd></dl>
Kalimat di atas tetap benar untuk <i>B</i> himpunan kosong. Maka <img alt="\varnothing" src="http://upload.wikimedia.org/math/d/0/9/d096fc15d57854ec89d746709b02e52e.png" /> juga subhimpunan dari <i>A</i>.<br />
<i>Untuk sembarang himpunan A,</i><br />
<dl><dd><img alt="\varnothing \subseteq A" src="http://upload.wikimedia.org/math/b/3/9/b390e76834d84741189fabdb993ebe6c.png" /></dd></dl>
Definisi di atas juga mencakup kemungkinan bahwa himpunan bagian dari <i>A</i> adalah <i>A</i> sendiri.<br />
<i>Untuk sembarang himpunan A,</i><br />
<dl><dd><img alt="A \subseteq A" src="http://upload.wikimedia.org/math/b/4/4/b444b62e47f299a19ce5782b5a1e5e89.png" /></dd></dl>
Istilah <i>subhimpunan</i> dari <i>A</i> biasanya berarti mencakup <i>A</i> sebagai subhimpunannya sendiri. Kadang-kadang istilah ini juga dipakai untuk menyebut himpunan bagian dari <i>A</i>, tetapi bukan <i>A</i> sendiri. Pengertian mana yang digunakan biasanya jelas dari konteksnya.<br />
<b>Subhimpunan sejati</b> dari <i>A</i> menunjuk pada <i>subhimpunan</i> dari <i>A</i>, tetapi tidak mencakup <i>A</i> sendiri.<br />
<dl><dd><img alt="B \subset A \equiv B \subseteq A \wedge B \neq A" src="http://upload.wikimedia.org/math/3/a/9/3a93b07baa3edb5f2ccce95505c3dfef.png" /></dd></dl>
<h3>
Superhimpunan</h3>
Kebalikan dari <i>subhimpunan</i> adalah <b>superhimpunan</b>, yaitu himpunan yang lebih besar yang mencakup himpunan tersebut.<br />
<dl><dd><img alt="A \supseteq B \equiv B \subseteq A" src="http://upload.wikimedia.org/math/b/7/f/b7f5576ed704b2a5c3a33c570118ad14.png" /></dd></dl>
<h3>
Kesamaan dua himpunan</h3>
Himpunan <i>A</i> dan <i>B</i> disebut sama, jika setiap anggota <i>A</i> adalah anggota <i>B</i>, dan sebaliknya, setiap anggota <i>B</i> adalah anggota <i>A</i>.<br />
<dl><dd><img alt="A = B \equiv \forall_x\; x \in A \leftrightarrow x \in B" src="http://upload.wikimedia.org/math/9/f/7/9f71f47c635440f3512d378b3e7b9293.png" /></dd></dl>
atau<br />
<dl><dd><img alt="A = B \equiv A \subseteq B \wedge B \subseteq A" src="http://upload.wikimedia.org/math/9/e/2/9e2850a7274a5bfcb54ae7d8acc3e91c.png" /></dd></dl>
Definisi di atas sangat berguna untuk membuktikan bahwa dua himpunan <i>A</i> dan <i>B</i> adalah sama. Pertama, buktikan dahulu <i>A</i> adalah subhimpunan <i>B</i>, kemudian buktikan bahwa <i>B</i> adalah subhimpunan <i>A</i>.<br />
<h3>
Himpunan Kuasa</h3>
<b>Himpunan kuasa</b> atau <b>himpunan pangkat</b> (<i>power set</i>) dari <i>A</i> adalah himpunan yang terdiri dari seluruh himpunan bagian dari <i>A</i>. Notasinya adalah <img alt="\mathcal{P}(A)" src="http://upload.wikimedia.org/math/6/a/a/6aa5e2cb028a37f318151e3207c7dba9.png" />.<br />
Jika <i>A</i> = {<i>apel, jeruk, mangga, pisang</i>}, maka <img alt="\mathcal{P}(A)" src="http://upload.wikimedia.org/math/6/a/a/6aa5e2cb028a37f318151e3207c7dba9.png" />:<br />
<pre> { { },
{<i>apel</i>}, {<i>jeruk</i>}, {<i>mangga</i>}, {<i>pisang</i>},
{<i>apel, jeruk</i>}, {<i>apel, mangga</i>}, {<i>apel, pisang</i>},
{<i>jeruk, mangga</i>}, {<i>jeruk, pisang</i>}, {<i>mangga, pisang</i>},
{<i>apel, jeruk, mangga</i>}, {<i>apel, jeruk, pisang</i>}, {<i>apel, mangga, pisang</i>}, {<i>jeruk, </i></pre>
<pre><i> mangga, pisang</i>},
{<i>apel, jeruk, mangga, pisang</i>} }</pre>
Banyaknya anggota yang terkandung dalam himpunan kuasa dari <i>A</i> adalah 2 pangkat banyaknya anggota <i>A</i>.<br />
<dl><dd><img alt="|\mathcal{P}(A)| = 2^{|A|}" src="http://upload.wikimedia.org/math/1/3/a/13a8a6b56808e8797a75e09b73858e1d.png" /><br />
<br />
<b><span style="font-size: large;">Kelas</span></b></dd></dl>
Suatu himpunan disebut sebagai <b>kelas</b>, atau <b>keluarga himpunan</b> jika himpunan tersebut terdiri dari himpunan-himpunan. Himpunan <img alt="A = \{ \{a,\,b\},\, \{c,\,d,\,e,\,f\},\,\{a,\,c\},\,\{,\}\}" src="http://upload.wikimedia.org/math/a/2/a/a2a0b3ceed0ff27a32ed7e8504826de5.png" /> adalah sebuah keluarga himpunan. Perhatikan bahwa untuk sembarang himpunan <i>A</i>, maka himpunan kuasanya, <img alt="\mathcal{P}(A)" src="http://upload.wikimedia.org/math/6/a/a/6aa5e2cb028a37f318151e3207c7dba9.png" /> adalah sebuah keluarga himpunan.<br />
Contoh berikut, <img alt="P = \{ \{a,\,b\}, c\}" src="http://upload.wikimedia.org/math/9/2/4/9249291d45b8e5a23e71e42896bc2ae5.png" /> bukanlah sebuah kelas, karena mengandung elemen <i>c</i> yang bukan himpunan.<br />
<br />
<b><span style="font-size: large;">Kardinalitas</span></b><br />
<br />
Kardinalitas dari sebuah himpunan dapat dimengerti sebagai ukuran
banyaknya elemen yang dikandung oleh himpunan tersebut. Banyaknya elemen
himpunan {<i>a</i><i>p</i><i>e</i><i>l</i>,<i>j</i><i>e</i><i>r</i><i>u</i><i>k</i>,<i>m</i><i>a</i><i>n</i><i>g</i><i>g</i><i>a</i>,<i>p</i><i>i</i><i>s</i><i>a</i><i>n</i><i>g</i>} adalah 4. Himpunan {<i>p</i>,<i>q</i>,<i>r</i>,<i>s</i>}
juga memiliki elemen sejumlah 4. Berarti kedua himpunan tersebut
ekivalen satu sama lain, atau dikatakan memiliki kardinalitas yang sama.<br />
Dua buah himpunan <i>A</i> dan <i>B</i> memiliki kardinalitas yang sama, jika terdapat fungsi korespondensi satu-satu yang memetakan <i>A</i> pada <i>B</i>. Karena dengan mudah kita membuat fungsi <img alt="\{(apel,\,p),\,(jeruk,\,q),\,(mangga,\,r),\,(pisang,\,s)\}" src="http://upload.wikimedia.org/math/f/1/8/f18d5fbc53d85a39722a2e143acf3c87.png" /> yang memetakan satu-satu dan kepada himpunan <i>A</i> ke <i>B</i>, maka kedua himpunan tersebut memiliki kardinalitas yang sama.<br />
<h3>
Himpunan Denumerabel</h3>
Jika sebuah himpunan ekivalen dengan himpunan <img alt="\mathbb{N}" src="http://upload.wikimedia.org/math/6/2/4/624e4cf68723f677d53e8cf2272f348a.png" />, yaitu himpunan bilangan asli, maka himpunan tersebut disebut <a href="http://id.wikipedia.org/w/index.php?title=Denumerabel&action=edit&redlink=1" title="Denumerabel (halaman belum tersedia)">denumerabel</a>. Kardinalitas dari himpunan tersebut disebut sebagai kardinalitas <img alt="\mathfrak{a}" src="http://upload.wikimedia.org/math/0/6/6/066fbdb59ac71f036f437526a6ddb724.png" />.<br />
Himpunan semua bilangan genap positif merupakan himpunan denumerabel,
karena memiliki korespondensi satu-satu antara himpunan tersebut dengan
himpunan bilangan asli, yang dinyatakan oleh <img alt="2n\," src="http://upload.wikimedia.org/math/d/7/e/d7e6be4b30546dba6ffd0e0e2bced213.png" />.<br />
<dl><dd><img alt="A = \{ 2,\, 4,\, 6,\, 8,\, ...\}" src="http://upload.wikimedia.org/math/f/f/4/ff47dc09498bad5f3bc536c7db5804ee.png" /></dd></dl>
<h3>
Himpunan Berhingga</h3>
Jika sebuah himpunan memiliki kardinalitas yang kurang dari kardinalitas <img alt="\mathfrak{a}" src="http://upload.wikimedia.org/math/0/6/6/066fbdb59ac71f036f437526a6ddb724.png" />, maka himpunan tersebut adalah himpunan berhingga.<br />
<h3>
Himpunan Tercacah</h3>
Himpunan disebut tercacah jika himpunan tersebut adalah berhingga atau denumerabel.<br />
<h3>
Himpunan Non-Denumerabel</h3>
Himpunan yang tidak tercacah disebut himpunan non-denumerabel. Contoh
dari himpunan ini adalah himpunan semua bilangan riil. Kardinalitas
dari himpunan jenis ini disebut sebagai kardinalitas <img alt="\mathfrak{c}" src="http://upload.wikimedia.org/math/9/2/0/920ad228e99057283bfec1abc7ae9cf1.png" />. Pembuktian bahwa bilangan riil tidak denumerabel dapat menggunakan <a href="http://id.wikipedia.org/w/index.php?title=Pembuktian_diagonal&action=edit&redlink=1" title="Pembuktian diagonal (halaman belum tersedia)">pembuktian diagonal</a>.<br />
Himpunan bilangan riil dalam interval (0,1) juga memiliki kardinalitas <img alt="\mathfrak{c}" src="http://upload.wikimedia.org/math/9/2/0/920ad228e99057283bfec1abc7ae9cf1.png" />,
karena terdapat korespondensi satu-satu dari himpunan tersebut dengan
himpunan seluruh bilangan riil, yang salah satunya adalah <img alt="y=tan(\pi x - \frac{1}{2}\pi)" src="http://upload.wikimedia.org/math/6/6/7/667d7429187cec7cbb0d6a123056e0f6.png" />.<br />
<br />
<b><span style="font-size: large;">Fungsi Karakteristik</span></b><br />
<br />
Fungsi karakteristik menunjukkan apakah sebuah elemen terdapat dalam sebuah himpunan atau tidak.<br />
<dl><dd><img alt="\chi_{A}(x) = \begin{cases} 1,\quad\mbox{jika } x \in A \\ 0,\quad\mbox{jika } x \notin A \end{cases}" src="http://upload.wikimedia.org/math/f/f/f/fff9a20c8de1b5f93d5c3eaa2faabe11.png" /></dd></dl>
Jika <img alt="A = \{apel,\,jeruk,\,mangga,\,pisang\}" src="http://upload.wikimedia.org/math/e/e/c/eecb16bcf76d5a8c0160751d6ae78216.png" /> maka:<br />
<dl><dd>ฯ<sub><i>A</i></sub>(<i>a</i><i>p</i><i>e</i><i>l</i>) = 1</dd><dd>ฯ<sub><i>A</i></sub>(<i>d</i><i>u</i><i>r</i><i>i</i><i>a</i><i>n</i>) = 0</dd><dd>ฯ<sub><i>A</i></sub>(<i>u</i><i>t</i><i>a</i><i>r</i><i>a</i>) = 0</dd><dd>ฯ<sub><i>A</i></sub>(<i>p</i><i>i</i><i>s</i><i>a</i><i>n</i><i>g</i>) = 1</dd><dd>ฯ<sub><i>A</i></sub>(<i>s</i><i>i</i><i>n</i><i>g</i><i>a</i>) = 0</dd></dl>
Terdapat korespondensi satu-satu antara himpunan kuasa <img alt="\mathcal{P}(S)" src="http://upload.wikimedia.org/math/5/6/9/569e5ac42905396230a866c9eeb01bf1.png" /> dengan himpunan dari semua fungsi karakteristik dari <i>S</i>.
Hal ini mengakibatkan kita dapat menuliskan himpunan sebagai barisan
bilangan 0 dan 1, yang menyatakan ada tidaknya sebuah elemen dalam
himpunan tersebut.<br />
<h3>
Representasi Biner</h3>
Jika konteks pembicaraan adalah pada sebuah himpunan semesta <i>S</i>, maka setiap himpunan bagian dari <i>S</i> bisa dituliskan dalam barisan angka 0 dan 1, atau disebut juga bentuk biner. <a href="http://id.wikipedia.org/w/index.php?title=Bilangan_biner&action=edit&redlink=1" title="Bilangan biner (halaman belum tersedia)">Bilangan biner</a> menggunakan angka 1 dan 0 pada setiap <a href="http://id.wikipedia.org/wiki/Digit" title="Digit">digitnya</a>. Setiap posisi bit dikaitkan dengan masing-masing elemen <i>S</i>,
sehingga nilai 1 menunjukkan bahwa elemen tersebut ada, dan nilai 0
menunjukkan bahwa elemen tersebut tidak ada. Dengan kata lain,
masing-masing bit merupakan fungsi karakteristik dari himpunan tersebut.
Sebagai contoh, jika himpunan <i>S</i> = {<i>a, b, c, d, e, f, g</i>}, <i>A</i> = {<i>a, c, e, f</i>}, dan B = {<i>b, c, d, f</i>}, maka:<br />
<pre> Himpunan Representasi Biner
---------------------------- -------------------
<b>a b c d e f g</b>
S = { a, b, c, d, e, f, g } --> 1 1 1 1 1 1 1
A = { a, c, e, f } --> 1 0 1 0 1 1 0
B = { b, c, d, f } --> 0 1 1 1 0 1 0</pre>
Cara menyatakan himpunan seperti ini sangat menguntungkan untuk melakukan operasi-operasi himpunan, seperti <a href="http://id.wikipedia.org/wiki/Union" title="Union">union</a>, <a href="http://id.wikipedia.org/wiki/Interseksi" title="Interseksi">interseksi</a>, dan <a href="http://id.wikipedia.org/w/index.php?title=Komplemen&action=edit&redlink=1" title="Komplemen (halaman belum tersedia)">komplemen</a>, karena kita tinggal menggunakan <a href="http://id.wikipedia.org/w/index.php?title=Operasi_bit&action=edit&redlink=1" title="Operasi bit (halaman belum tersedia)">operasi bit</a> untuk melakukannya.<br />
<ul>
<li>Operasi gabungan <img alt="A \cup B" src="http://upload.wikimedia.org/math/f/e/e/fee055b62470bc8713ed312fb67bbc55.png" /> setara dengan <i>A</i> <b>or</b> <i>B</i></li>
<li>Operasi irisan <img alt="A \cap B" src="http://upload.wikimedia.org/math/f/b/d/fbd0dfa8f015d48acfe4570aa6babc6a.png" /> setara dengan <i>A</i> <b>and</b> <i>B</i></li>
<li>Operasi komplemen <i>A</i><sup><i>C</i></sup> setara dengan <b>not</b> <i>A</i></li>
</ul>
Representasi himpunan dalam bentuk biner dipakai oleh kompiler-kompiler <a href="http://id.wikipedia.org/wiki/Pascal" title="Pascal">Pascal</a> dan juga <a href="http://id.wikipedia.org/wiki/Delphi" title="Delphi">Delphi</a>.
</div>
</div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-7288108352402121052013-02-17T19:15:00.002-08:002013-02-19T21:57:56.373-08:00Matriks<div class="post-body">
<div style="background-color: white; color: #333333; font-family: 'Trebuchet Ms',Arial,Helvetica,sans-serif; line-height: 15px; margin: 0px; padding: 0px; text-align: justify;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;">Metrika
adalah kumpulan bilangan berbentuk persegi panjang yang disusun menurut
baris dan kolom. Bilangan-bilangan yang terdapat di suatu matriks
disebut dengan elemen atau anggota matriks. Dengan representasi matriks,
perhitungan dapat dilakukan dengan lebih terstruktur. Pemanfaatannya
misalnya dalam menjelaskan persamaan linier, transformasi koordinat, dan
lainnya. Matriks seperti halnya variabel biasa dapat dikalkulasi,
seperti dikalikan, dijumlah, dikurangkan dan didekomposisikan.</span></span>
<span style="font-size: x-small;"><a href="http://www.blogger.com/blogger.g?blogID=2808826066015762590" name="more"></a></span></div>
<span style="font-size: x-small;">
<span style="background-color: white; color: #333333; font-family: Times,'Times New Roman',serif; line-height: 15px; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span><span style="background-color: white; color: #333333; font-family: 'Trebuchet Ms',Arial,Helvetica,sans-serif; line-height: 15px;"></span><span style="background-color: white; color: #333333; font-family: Times,'Times New Roman',serif; line-height: 15px; margin: 0px; padding: 0px;"></span></span><br />
<a href="http://www.blogger.com/blogger.g?blogID=2789267856108998958" name="more"></a><span style="font-size: x-small;"><span style="background-color: white; color: #333333; font-family: Times,'Times New Roman',serif; line-height: 15px; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span><span style="background-color: white; color: #333333; font-family: 'Trebuchet Ms',Arial,Helvetica,sans-serif; line-height: 15px;"></span><span style="background-color: white; color: #333333; font-family: Times,'Times New Roman',serif; line-height: 15px; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikipedia/id/math/d/1/0/d10c3440a5f8b2781a83b5ef12ee7f3e.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span><br />
<span style="background-color: white; color: #333333; font-family: Times,'Times New Roman',serif; line-height: 15px; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"></span></b></span></span></span><br />
<a name='more'></a><span style="font-size: x-small;"><span style="background-color: white; color: #333333; font-family: Times,'Times New Roman',serif; line-height: 15px; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />ORDO</span></b></span></span><br />
</span><br />
<div style="background-color: white; color: #333333; font-family: 'Trebuchet Ms',Arial,Helvetica,sans-serif; line-height: 15px; margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Ordo suatu matriks adalah bilangan yang menunjukkan banyaknya baris (m) dan banyaknya kolom (n).</span></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/e/1/d/e1d011f4a05f76523708076749a2a083.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> Matriks di atas berordo 2x3.</span></span></span></div>
<span style="font-size: x-small;">
<span style="background-color: white; color: #333333; font-family: Times,'Times New Roman',serif; line-height: 15px; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" />MATRIKS TRANSPOS</span></b><span style="color: black; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></b><span style="color: black; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span><br />
</span><br />
<div style="background-color: white; color: #333333; font-family: 'Trebuchet Ms',Arial,Helvetica,sans-serif; line-height: 15px; margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Matriks transpose adalah matriks yang mengalami pertukaran elemen dari baris menjadi kolom dan sebaliknya.</span><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span><br style="margin: 0px; padding: 0px;" />CONTOH<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/d/a/8/da856416bdd99de116f92d2f6f349ed6.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></b>maka matriks transposenya (A<sup style="margin: 0px; padding: 0px;">t</sup>) adalah<br style="margin: 0px; padding: 0px;" /><b style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></b></span></span></div>
<span style="font-size: x-small;">
</span>
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<div style="background-color: white; color: #333333; font-family: 'Trebuchet Ms',Arial,Helvetica,sans-serif; line-height: 15px; margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/d/e/0/de0b7da7841409ffe527ab5b970034d4.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></b><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"> </b></span></b></span></span></div>
<span style="font-size: x-small;">
</span>
<br />
<div style="background-color: white; color: #333333; font-family: 'Trebuchet Ms',Arial,Helvetica,sans-serif; line-height: 15px; margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">KESAMAAN MATRIKS</b></span></b></span></span>
<br />
<div style="margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Dua matriks A dan B dikatakan sama (ditulis A = B), jika</span></i></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">a. Ordonya sama <br style="margin: 0px; padding: 0px;" />b. Elemen-elemen yang seletak sama</span></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Contoh:<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/d/b/c/dbc5751f743c9710bbd89ac37c1df543.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Tentukan nilai 2x-y+5z!<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Jawab:</b></span></span></div>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"></span><br style="margin: 0px; padding: 0px;" /></span>
<br />
<dl style="margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/7/4/e/74efff3f6b6398b4bcb1bf969dedbf98.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> maka <img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/3/3/d/33dcfacbd5d349a7a6b15e35474ccf7e.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></b></span></span></dd><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/2/b/d/2bd4b13d511314edc76ebb69c0f96fc1.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> maka <img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/c/b/7/cb7f29c7588d5ae6f90c2385c3d2427b.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></b></span></span></dd><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/d/6/2/d62d0f074c5fb885b3d531b5da648fd0.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> maka <img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/2/0/c/20ccf9c05f69c2811827c125b484fcd3.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></b></span></span></dd></dl>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"></span><br style="margin: 0px; padding: 0px;" /></span>
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<dl style="margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/7/0/7/707311c71300da743a8365109e1ee652.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></b></span></span></dd><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/4/5/3/453cd3a6aff094082b08742169136ba5.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></b></span></span></dd><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/d/a/f/daf68498cf60d7462ab52f378898139c.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></b></span></span></dd></dl>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"></span><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" />Penjumlahan dan pengurangan matriks</b></span></span>
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<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Penjumlahan dan pengurangan matriks hanya dapat dilakukan apabila <b style="margin: 0px; padding: 0px;">kedua matriks memiliki ukuran atau ordo yang sama</b>. Elemen-elemen yang dijumlahkan atau dikurangi adalah elemen yang posisi atau letaknya sama.</span></span></span></div>
<dl style="color: black; line-height: 19px; margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikipedia/id/math/2/e/7/2e7bdc7c5904e220795e89fdd0287fb5.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span></dd></dl>
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<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">atau dalam representasi dekoratfinya</span></span></span></div>
<dl style="margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikipedia/id/math/4/1/7/4170b5f9e35c2e04af8dcf3d6b2123e4.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span></dd></dl>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" height="33" src="http://upload.wikimedia.org/wikibooks/id/math/a/f/0/af0bd9faa842976eaaea8414ca9288e2.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" width="400" /></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span></div>
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<span style="font-size: x-small;"><span style="clear: left; float: left; font-family: Times,'Times New Roman',serif; margin: 0px 1em 1em 0px; padding: 0px;"><img alt="" border="0" height="32" src="http://upload.wikimedia.org/wikibooks/id/math/5/3/1/531cfebf04ddc0b0fc7f72720de15aee.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" width="400" /></span></span></div>
<dl style="margin: 0.2em 0px 0.5em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"> </b></span></span></dl>
<dl style="margin: 0.2em 0px 0.5em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"> </b></span></span></dl>
<dl style="margin: 0.2em 0px 0.5em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">Perkalian Skalar</b></span></span></dl>
<dl style="margin: 0.2em 0px 0.5em 40px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Matriks dapat dikalikan dengan sebuah skalar.</span></span></span></dl>
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<dl style="color: black; line-height: 19px; margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikipedia/id/math/f/5/9/f59ed98ba5d4a57168bb496c75eca6e2.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span></dd></dl>
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<dl style="margin: 0.2em 0px 0.5em 40px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Contoh perhitungan :</span></span></span></dl>
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<dl style="color: black; line-height: 19px; margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" height="38" src="http://upload.wikimedia.org/wikipedia/id/math/3/8/1/3814f5596d736ea07b5a3f12bba6c468.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" width="400" /></span></span></dd></dl>
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<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">Perkalian matriks</b></span></span>
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<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Matriks
dapat dikalikan, dengan cara tiap baris dikalikan dengan tiap kolom,
lalu dijumlahkan pada baris yang sama. Namun dengan syarat, dua matriks A
dan B terdefinisi untuk dikalikan, jika<i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">banyaknya kolom A = banyaknya baris B</b>, dengan hasil suatu matriks C yang berukuran (memiliki ordo) baris A x kolom B.</i>Jika
syarat tersebut tidak dipenuhi (jumlah kolom matriks A tidak sama
dengan jumlah bari matriks B) maka kedua matriks tersebut tidak dapat
dikalikan.</span></span></span></div>
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<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">A <sub style="margin: 0px; padding: 0px;">m x n</sub> x B <sub style="margin: 0px; padding: 0px;">n x p</sub> = C<sub style="margin: 0px; padding: 0px;"> m x p</sub></b></i></span></span></span></div>
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<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"></span></span><br style="margin: 0px; padding: 0px;" /></span>
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<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" />(jumlah kolom matriks A sama dengan jumlah baris kolom B yaitu n)</b></i></span></span></span></div>
<dl style="color: black; line-height: 19px; margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 80px; padding: 0px; text-align: center;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikipedia/id/math/b/1/3/b13959ba2f284e6b586b23eb1de93a5f.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></i></span></span></dd></dl>
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<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;">Contoh perhitungan :</i></span></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><img alt="" border="0" height="31" src="http://upload.wikimedia.org/wikipedia/id/math/b/f/0/bf0fdd705d19fd33dd19c52ec170c16d.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" width="320" /></i></i></i><br style="margin: 0px; padding: 0px;" />diatas adalah matriks <span style="color: mediumblue; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">2</b></span>x<span style="color: firebrick; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">3</b></span> dikali matriks<b style="margin: 0px; padding: 0px;"> <span style="color: firebrick; margin: 0px; padding: 0px;">3</span></b>x<b style="margin: 0px; padding: 0px;"><span style="color: darkgreen; margin: 0px; padding: 0px;">2</span></b> yang hasilnya adalah matriks<b style="margin: 0px; padding: 0px;"><span style="color: mediumblue; margin: 0px; padding: 0px;"> 2</span></b>x<b style="margin: 0px; padding: 0px;"><span style="color: darkgreen; margin: 0px; padding: 0px;">2. </span></b><br style="margin: 0px; padding: 0px;" /><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Ket :</b></i></i></i><br style="margin: 0px; padding: 0px;" /><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;">perkalian matriks bersifat <i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">tidak komutatif</b></i> (AxB tidak sama dengan BxA) tetapi bersifat<i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">asosiatif</b></i> (AxB)xC = Ax(BxC).</i></i></i></i></i></i></i></i></i></i></i></i></i></i></span></span></div>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">MATRIKS SATUAN</b></span><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span></i></i></i></i></i></i></i></i></i></i></i></span></span>
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<div style="margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Matriks satuan adalah suatu matriks bujur sangkar, yang <b style="margin: 0px; padding: 0px;">semua elemen diagonal utamanya adalah 1</b>, sedangkan elemen lainya adalah 0.</span></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Notasi : I (Identitas)</span></span><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span></i></i></i><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span></i></i></i><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/6/7/d/67d6faa757e8758373075f5e7fc77ae2.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span></i></i></i><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">SIFAT AI = IA = A</span></b></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></span></span></div>
<div style="margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">DETERMINAN MATRIKS</span></b></span><span style="color: mediumblue; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">MATRIKS ORDO 2X2</b></span><span style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></b></span><br style="margin: 0px; padding: 0px;" />Misalkan:<br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/a/4/2/a42339d1e12a61055896c0b0efca9f4e.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />maka Determinan A (ditulis <img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/a/7/2/a72802b20cff0add713ab45c876f7913.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> ) adalah:<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/f/9/f/f9f508af12fa0fe525ef3856ed3b814e.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><b style="margin: 0px; padding: 0px;"><span style="color: mediumblue; margin: 0px; padding: 0px;">MATRIKS ORDO 3X3</span><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></b><span style="color: firebrick; margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;">CARA SARRUS</i></b></span><span style="color: gold; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span><br style="margin: 0px; padding: 0px;" />Misalkan:<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Jika<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/7/9/d/79da6df055f0ea25c10a29b0f814654f.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> maka tentukan <img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/a/7/2/a72802b20cff0add713ab45c876f7913.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" />!<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/0/0/b/00beb4e0ba5b5eeb33b9e9d5f177bd2d.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Penghitungan
matriks dilakukan dengan cara menambahkan elemen dari kiri atas ke
kanan bawah (mulai dari a โ e โ i, b โ f โ g, dan c โ d โ h) lalu
dikurangi dengan elemen dari kanan atas ke kiri bawah (mulai dari c โ e โ
g, a โ f โ h, dan b โ d โ i) sehingga menjadi:</span></b></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></span></span>
<br />
<dl style="margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" height="14" src="http://upload.wikimedia.org/wikibooks/id/math/b/3/7/b37eae4e73179efec2e3a1b9e327e93a.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" width="320" /></span></b></i></span></span></dd></dl>
<span style="font-size: x-small;"><span style="margin: 0px; padding: 0px;"><img alt="" border="0" height="10" src="http://upload.wikimedia.org/wikibooks/id/math/a/4/a/a4a4544285731677129e60f496ab5f55.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" width="400" /></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" />Contoh:<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/4/0/1/401dbbdd42e976f76bdb32bf6998c4f6.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> maka tentukan <img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/a/7/2/a72802b20cff0add713ab45c876f7913.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" />!<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/4/6/c/46ca1bee0a3a2a04575588a66f439cbb.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><b style="margin: 0px; padding: 0px;"><span style="color: firebrick; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" />CARA EKSPANSI BARIS KOLOM</i></span></b><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></i><i style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Misalkan:</span><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/6/5/b/65b86f563cd30601a687483e32fe28ce.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />maka tentukan <img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/b/3/7/b3757491d2376aee05c3a59c2bcfbeb3.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> </i>dengan ekspansi baris pertama!<br style="margin: 0px; padding: 0px;" /><i style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/f/2/8/f2809fb19670c9d7e244660db43817a1.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></i></span></b></i></span></span></div>
<div style="margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/2/e/5/2e5a85c55789e3872eb63e53f68ce61c.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></i></span></b></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"> </b></span></span></i></span></b></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></span></span></div>
<div style="margin: 0px 0px 0px 40px; padding: 0px;">
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><i style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">MATRIKS SINGULAR </b></span></span><b style="margin: 0px; padding: 0px;">Matriks singular</b> adalah matriks yang nilai determinannya 0.<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Contoh:<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" /><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/7/9/f/79f73667dc77b87b271c8c31a4d7d5d4.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /><br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Jika A matriks singular, tentukan nilai x!<br style="margin: 0px; padding: 0px;" /><br style="margin: 0px; padding: 0px;" />Jawab:</span></b></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></i></span></span>
<br />
<dl style="line-height: 19px; margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/3/5/e/35eee36ed0b3c7795023d0265f7ab110.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span></dd><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/b/f/2/bf2d753f488573f37806b3376aca883b.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span></dd><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/f/d/c/fdcc4ed253108d26776eab65588e8faf.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /> vs <img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/4/4/0/440bcb2225cd249b09bb29454f83249d.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span></dd></dl>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" />MATRIKS INVERS</b></span></span><span style="color: black; margin: 0px; padding: 0px;">Misalkan:</span></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/a/4/2/a42339d1e12a61055896c0b0efca9f4e.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">maka inversnya adalah:</span></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/3/3/f/33f00b7825f73f1643d6f1f983ba2e43.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span></span>
<br />
<ul style="line-height: 21px; list-style-type: none; margin: 15px 0px; padding: 0px 0px 0px 40px;">
<li style="list-style-position: outside; margin: 0px 0px 0px 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Bilangan (ad-bc) disebut determinan dari matriks A</span></span></span></li>
<li style="list-style-position: outside; margin: 0px 0px 0px 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Matriks A mempunyai invers jika <b style="margin: 0px; padding: 0px;">Determinan A ยน 0</b> dan disebut matriks <b style="margin: 0px; padding: 0px;">non singular</b>.</span></span></span></li>
</ul>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><b style="margin: 0px; padding: 0px;">Sifat-Sifat</b></span></span><br style="margin: 0px; padding: 0px;" /><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">1. (A<sup style="margin: 0px; padding: 0px;">t</sup>)<sup style="margin: 0px; padding: 0px;">t</sup> = A<br style="margin: 0px; padding: 0px;" />2. (A + B)<sup style="margin: 0px; padding: 0px;">t</sup> = A<sup style="margin: 0px; padding: 0px;">t</sup> + B<sup style="margin: 0px; padding: 0px;">t</sup><br style="margin: 0px; padding: 0px;" />3. (A . B)<sup style="margin: 0px; padding: 0px;">t</sup> = B<sup style="margin: 0px; padding: 0px;">t</sup> . A<sup style="margin: 0px; padding: 0px;">t</sup><br style="margin: 0px; padding: 0px;" />4. (A . B)<sup style="margin: 0px; padding: 0px;">-1</sup> = B<sup style="margin: 0px; padding: 0px;">-1 </sup>. A<sup style="margin: 0px; padding: 0px;">-1</sup></span><span style="margin: 0px; padding: 0px;">5. </span></span><b style="margin: 0px; padding: 0px;">A . A</b><sup style="margin: 0px; padding: 0px;">-1</sup><b style="margin: 0px; padding: 0px;"> = A</b><sup style="margin: 0px; padding: 0px;">-1</sup><b style="margin: 0px; padding: 0px;"> . A = I</b><span style="color: black; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span></span><b style="margin: 0px; padding: 0px;">Persamaan matriks</b></span></span>
<span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><br style="margin: 0px; padding: 0px;" /></span><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><span style="color: black; margin: 0px; padding: 0px;">Tentukan X matriks dari persamaan:</span></span></span>
<br />
<ul style="line-height: 21px; list-style-type: none; margin: 15px 0px; padding: 0px 0px 0px 40px;">
<li style="list-style-position: outside; margin: 0px 0px 0px 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;">Jika diketahui matriks A.X=B</span></span></li>
</ul>
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<dl style="color: black; line-height: 19px; margin: 0.2em 0px 0.5em; padding: 0px;"><dd style="line-height: 1.5em; margin: 0px 0px 0.1em 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;"><img alt="" border="0" src="http://upload.wikimedia.org/wikibooks/id/math/d/a/d/dada419c4f889782661f919fbbfb549c.png" style="border: medium none; margin: 0px; max-width: 600px; outline: medium none; padding: 10px;" /></span></span></dd></dl>
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<li style="list-style-position: outside; margin: 0px 0px 0px 1.6em; padding: 0px;"><span style="font-size: x-small;"><span style="font-family: Times,'Times New Roman',serif; margin: 0px; padding: 0px;">Jika diketahui matriks X.A=B</span></span></li>
</ul>
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Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com0tag:blogger.com,1999:blog-2789267856108998958.post-2097481163554947942013-02-17T08:18:00.000-08:002013-02-19T21:58:03.507-08:00Pengenalan Algoritma dan Struktur Data<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">A.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Pengertian Struktur Data</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Struktur data adalah cara menyimpan atau merepresentasikan
data di dalam komputer agar bisa dipakai secara efisien. Sedangkan data adalah
representasi dari fakta dunianyata. Fakta atau keterangan tentang kenyataan
yangdisimpan, direkam atau direpresentasikan dalambentuk tulisan, suara,
gambar, sinyal atau simbol. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Struktur Data, meliputi:</span></div>
<ul>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Struktur
data sederhana, misalnya: Array dan Record </span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Struktur
data majemuk, yang terdiri </span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Linier
: Stack, Queue, serta List dan Multilist </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Non
Linier : Pohon Biner dan Graph</span></div>
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<br />
<a name='more'></a><br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Pemakaian struktur data yang tepat di dalam
proses pemrograman akan menghasilkan algoritma yang lebih jelas dan
tepat,sehingga menjadikan program secara keseluruhan lebih efisien dan
sederhana. </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Struktur data yang<span style="mso-spacerun: yes;"> </span>standar<span style="mso-spacerun: yes;">
</span>yang biasanya digunakan dibidang informatika adalah :</span></div>
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">List linier (Linked List) dan variasinya</span></li>
</ul>
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">MultilistStack (Tumpukan)</span></li>
</ul>
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Queue (Antrian)</span></li>
</ul>
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Tree ( Pohon )</span></li>
</ul>
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Graph ( Graf ) </span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">B.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Ciri-Ciri Algoritma</span></div>
<div class="MsoNormalCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Ciri algoritma yang baik menurut Donald E.Knuth:</span></div>
<ul style="margin-top: 0in;" type="disc">
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Input:
ada minimal 0 input atau lebih</span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Ouput:
ada minimal 1 output atau lebih</span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Definite:
ada kejelasan apa yang dilakukan</span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Efective:
langkah yang dikerjakan harus efektif</span></li>
<li class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-list: l0 level1 lfo1; tab-stops: list .5in; text-align: justify;"><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Terminate:
langkah harus dapat berhenti (stop) secara jelas </span></li>
</ul>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;">C.<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Perbedaan Tipe Data, Objek Data dan Struktur Data
</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Tipe data adalah jenis data yang mampu ditangani
oleh suatu bahasa pemrograman pada komputer. Tiap-tiap bahasa pemrograman
memiliki tipe data yang memungkinkan:</span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> </span></div>
<ol>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Deklarasi terhadap variabel tipe data tersebut</span></li>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Menyediakan kumpulan operasi yang mungkin
terhadap variabel bertipe data tersebut</span></li>
</ol>
<ul>
<li><span style="font-family: Symbol; font-size: 12.0pt; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Jenis obyek data yang mungkin </span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Contoh
tipe data di C? Java? Pascal? .NET?</span>
</li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; tab-stops: 13.5pt; text-align: justify;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> </span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Secara
garis besar type data dapat dikategorikan Menjadi :</span>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Type
data sederhana </span></div>
<ul>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Type
data sederhana tunggal, misalnyaInteger, real, boolean dan karakter</span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"></span>Type data
sederhana majemuk, misalnya string </span></li>
</ul>
<div class="MsoListParagraphCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpLast" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; text-align: justify;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> Obyek
Data adalah kumpulan elemen yang mungkin untuk suatu tipe data tertentu.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Mis:
integer mengacu pada obyek data -32768 s/d 32767, byte 0 s/d 255, string adalah
kumpulan karakter maks 255 huruf </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Struktur Data adalah cara penyimpanan dan
pengorganisasian data-data pada memori komputer maupun file secara efektif
sehingga dapat digunakan secara efisien, termasuk operasi-operasi di dalamnya.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Di dalam struktur data kita berhubungan dengan 2
aktivitas:</span></div>
<ul>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Mendeskripsikan
kumpulan obyek data yang sah sesuai dengan tipe data yang ada</span></li>
</ul>
<ul>
<li><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Calibri; mso-hansi-font-family: Calibri;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"><span style="mso-spacerun: yes;"></span>Menunjukkan mekanisme kerja operasi-operasinya
</span></li>
</ul>
<div class="MsoNormalCxSpFirst" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .5in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; tab-stops: .5in; text-align: justify;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Contoh: integer (-32768 s/d 32767) dan jenis
operasi yang diperbolehkan adalah +, -, *, /, mod, ceil, floor, <, >, !=
dsb.</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; tab-stops: .5in; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: Symbol; mso-hansi-font-family: Calibri;">ยท <span style="mso-tab-count: 1;"> </span></span><span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;">Struktur
data = obyek data<span style="mso-spacerun: yes;"> </span>+ [operasi manipulasi
data]</span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; tab-stops: 49.5pt; text-align: justify; text-indent: -.25in;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0in; mso-add-space: auto; tab-stops: 49.5pt; text-align: justify; text-indent: -.25in;">
<span style="font-size: 12.0pt; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: "Times New Roman"; mso-hansi-font-family: Calibri;"> D. Hubungan Struktur Data dan Algoritma</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Dengan pemilihan struktur data yang baik, maka problem yang kompleks
dapat diselesaikan sehingga algoritma dapat digunakan secara efisien,
operasi-operasi penting dapat dieksekusi dengan sumber daya yang lebih kecil,
memori lebih kecil, dan waktu eksekusi yang lebih cepat.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .25in;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0in; text-align: justify; text-indent: .25in;">
<span style="font-size: 12.0pt; line-height: 115%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Tidak semua struktur data baik dan sesuai.<span style="mso-spacerun: yes;"> </span>Contoh untuk problem data bank: pengupdate-an
harus cepat, sedangkan penambahan/penghapusan data boleh lebih lambat.</span></div>
<br />
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin-bottom: 0in; margin-left: .25in; margin-right: 0in; margin-top: 0in; mso-add-space: auto; mso-list: l0 level1 lfo1; text-indent: -.25in;">
</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-size: small;"><span style="font-family: "Helvetica Neue",Arial,Helvetica,sans-serif;"></span></span></div>
Risahttp://www.blogger.com/profile/07242983759853684832noreply@blogger.com5