tag:blogger.com,1999:blog-5348793239426382522024-03-06T10:28:07.981+07:00Restoe IbuJika kita merasa benar, untuk apa belajar?Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-534879323942638252.post-6013704703136895082012-01-16T22:04:00.001+07:002012-01-16T22:10:47.669+07:00Memasang Mp3 Player di Blog<img alt="" height="245" 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width="400" /> <br />
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Baiklah, pada kesempatan kali ini saya akan menjelaskan bagaimana caranya memasang mp3 pada blog yang kita miliki. Sebelumnya, saya telah menjelaskan tentang cara memasang flash di blog, klik <a href="http://blog-jelek-m4a1.blogspot.com/2012/01/cara-memasang-file-flash-pada-blog.html" target="_blank">disini</a> untuk membacanya apabila kalian belum pernah membacanya. Langkah - langkah hampir sama dengan cara bagaimana kita memasang flash di blog, untuk proses registrasi, login, upload, dan embed link file sebelumnya telah dijelaskan <a href="http://blog-jelek-m4a1.blogspot.com/2012/01/cara-memasang-file-flash-pada-blog.html" target="_blank">disini</a>, berikut langkah - langkah secara singkatnya :<br />
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1. Masuk ke halaman <a href="http://boomp3.com/mp3s/" target="_blank">http://boomp3.com/mp3s/</a> dan lakukanlah registrasi.<br />
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<img alt="" src="data:image/png;base64,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" /><br />
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2. Lakukan registrasi terlebih dahulu pada website dropbox.com atau login dengan menggunakan akun facebook teman - teman.<br />
dropbox.com ini ialah web hosting yang kita gunakan untuk mengupload file mp3 yang kita miliki, yang nantinya akan kita embed ke dalam mp3 player yang dapat di pasang pada blog.<br />
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<a name='more'></a><br />
3. Setelah selesai melakukan registrasi, untuk mengupload file teman - teman harus login terlebih dahulu. Soo.. silahkan login dulu ya.. <img alt="" src="data:image/gif;base64,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" /> <br />
untuk mengupload file mp3, masuk ke folder public yang terdapat dalam halaman dropbox.com, lalu lakukanlah proses upload disana ...<br />
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<img alt="" height="246" 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" width="400" /> <br />
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4. Jika sudah terupload, klik kanan file yang barusan diupload tadi., lalu, pilih copy public link..<br />
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5. Kembali ke <a href="http://boomp3.com/mp3s/" target="_blank">http://boomp3.com/mp3s/</a> paste link yang tadi telah kita copy ke TEXT BOX "Paste that link here" , lalu klik save...<br />
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<img alt="" height="342" 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" width="400" /><br />
<br />
6. Daannnnn.. hasilnya akan menjadi seperti ini :<br />
<br />
<img alt="" height="180" 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TIU7+HjZKNFu+ehP3wcd9QiPAwd73ZL9NvtM380sawoHH/sOIkWpB/RghnFdqYLwCxDtGQy6yNbPwZpv+wAiBbMKIxagExAtAAAJCNaAACSES0AAMmIFgCAZEQLAEAyogUAIBnRAgCQjGgBAEhGtAAAJCNaAACSES0AAMmIFgCAZEQLAEAyogUAIBnRAgCQjGgBAEhGtAAAJCNaAACSES0AAMmIFgCAZEQLAEAyogUAIBnRAgCQjGgBAEhGtAAAJCNaAACSES0AAMmIFgCAZEQLAEAyogUAIBnRAgCQjGgBAEhGtGSyltbLfzv9xSdVxwBMv7+d/qKl9XLa+4G0IFoy2Xed3bdDA+MURaWjbocGLnfcSns/kBZESyb7rrM73W8uivpRF9FCtGQgooWi0ltEC9GSgYgWikpvES1ESwYiWigqvUW0TGW0BIqzFGvlVyS1etDrUty+VHda5VayvQHrYSS50ylidy5TeVSTiJa6FcrCkvbkl09DTWjX0ZXaSxYqK+rSdxipraU3nrarneq3O/UjlPONmIIrk/KBpXatiJapjpYJ957yoiX9MiBapnRr8ZulN1omeUEmFi1prxkbLfJqin9CiBaiZRrMoGipWxH/jZR50TLJ0yFabJdPIFqm7TKmtMmp+gkhWtIVLUGvS3EXaTNmeVWx2bO8qliDvHx1WVZRUFuxym2dWPNFmyl5+fEmxALFWUq+tyjbss2oijx970O9/UP+ouzol7GZPW3j4qmJ23flu13WST+7czFvwbh9cWFesZ5MFXk2h21lGy3tJQsVRRGCJbpAURThrVG3QllYUrJC+we9tfj+EVY0xFSdcTW9mfGNF2tlbrZwodi2vWSh2iKZXdud7Yq68fHxuhXRTdht2WmDdSuUhStWLIweUvQUxMOos14gcUvCcoc+MUFjh1NeuHCh2ED7NkWb2nz+tjSrM67ieG1XJFqe6JuiH4zxGyEemf13ZCqujG2ZD0zatVJfES3Tfq9FSA7FVezvH4qmhfo6UJwV7V7NDdy+IfHjv78o2/KvQ/6ibCVBtGhdsy/f5q6PIQv1fcW2H1vLKVoU25GW3bnEtmC3ffNJpTaAM0WLJVS097bwxtVe160Q3kztJdobVnhfmd9hYh8d6x0cPtuK3V9sr3Ydh91G7HctZJW5uzecrrjl2NnanYvY71mPzelMjdlkPjWna5/gOohN20v07K1boYjH4BSzpmbWVex3JF4Ah+UJfx4Slu13ZGquTLI/ITKvFdGS1lGLL85rwyRSdDxh2KA29+XL13rtoQS38WO55XRswk6NYx3zTh2jxXY6Lu65JHVSk4gW+8/NxqV27x9jM4eZEMcVnfZt/LRqaWbov839v9Ouk6q4W45zLomugG1ZNuUwgnPar9O+bJfHOR6nZhPbURIrTihbHFeawisT53CcXqd2rYiW2REt0bkp8zAo2xsQhy9DSUSLJQ+M9Ekwf1F2bHwT2752VI7RYnu+TueSX+GwfeNJpXzbKfGoxfxuTvptY5yviPWW9t2D42d2x6kGoSs2T4Y47Tqpz6R2W3baYPyeJW5HaDkKp94tfmOnfU1ZtDjtKOEBOF7DJMrmez01VybVca2Ma0W0zI5oid5jsN1gaqOWBNHS21/lVvIr+oNel+34JuGoJXG0mM9lqkctprdsCh/Ybd+xTh1ZkqMW0wE5dAd14rs0leFCvIqz5TiHneQVMM7kJB7MxW88a0ctqZXtd2R6rozDwTBqmbTZES3CDRhL3tjdq0jiXkvCaBmqyFPcRcVZtj27472QxNFiPpdpvNdiegNZZ7WF13XihFWdYRo59squK0juXou4wKH/jX7ENN5Uj7vrZMuyZacNxu9ZEp+p0CJx4to1tj/luth9MOnR4rSjxAcwmW9KnO/1FF8Z22ORea2Ilun/lUnroMR51BLvCTGbh6myioonPWqJPm9m6MrtnuDyx540K3YnM2qZ+BNiscfeJvOEmKWcnhCzndswZ4Ld1EJsueH2qlMjp2Z1KxRz/59w18mV8FhCvMOx2+OKOvvDMN5z1i7bihVxRy0JG9vva2FJSbzP5k5PiCXXXTrsKJkDcPqWJvENsn5HpuLKJFXSrpX6imjhD71YpP+3901S/mWdKfhDL5OcjEqlJv+bBplaEv+2wFTXNB/qzLsyRAvRYhb7dZY0Eh82s31OOi750TKNb91pDLGZX4ZP9YbJyh97zfQrQ7QQLYLoHNSMGLLoE242d48SkRwt6hzFdCSLOHFNqSVOUc6sD+bprhl9ZYgWoiUD8ZePKSq9RbQQLRmI/4ExRaWx+B8YEy2Z6Xb3QOftfgDpcrt7IO39QFoQLQAAyYgWAIBkRAsAQDKiBQAgGdECAJCMaAEASEa0AAAkI1oAAJIRLQAAyYgWAIBkRAsAQDKiBQAgGdECAJCMaAEASEa0AAAkI1oAAJIRLQAAyYgWAIBkRAsAQDKiBQAgGdECAJCMaAEASEa0AAAkI1oAAJIRLQAAyYgWAIBkRAsAQDKiBQAgGdECAJCMaAEASEa0ZL7u3vCdqoL+o+/eqSpQDWxfZRIuW61K+9FOzPZ9viRZ13103rwkWddtaGlraGkrPdZceqz5aH1ze2fXuaNVTWvWnH//hZaSbbrz779gXfdIUyjYN5zQkaZQ2i8vkCqiJfOFy1bfqX33Tu27w9Wrw6WeBGZhuhSUHU+JuO6j8+bl5OQ8+fSvEsrJyTGlS0NLWyQSKT3W7DnS7znSX1gZ7OoNRyKRlpJtTUueCZd6+naWqO7Uvtu0Zo24bk1TqGdoLEk1pAtmG6Il8w2XLQmXecJlnuGyJYOrE0v7Aafq6XW+lIjrPjpv3qJFi5KJlkWLFpmipb2zKxKJFFYGf7Gz8Rc7Gx8tath3tjUSiQwerWqaP39w9ZLBgmd1Tc8aLmxNU+hiz1iSiBbMOkRL5hsuWxIuteRKbfVgbfXsiZYqt5Jf4fCvi1fteWqdz9YnJxrart/qvHW7tb1TXbJ41R5xXTVakixTtPSEQmq0/NTb8PjOb37qbVhTGYxEIoO11U2PPXZn2aPiVW1a8oy4bpxoqWkKmf6VaMGsQ7RkvuGyJaZcCZd6IpFIJBIJl3oyNVoWr9rzyYmGBw8ePIhEIpHIgwcRdaHEaFFHLdXnQnM8R//bqqNzPEcLK4ORSCS4dm3TY48F5z8WnD9f1zR/vrhujXajRQ0S/c5KTVPoodw9D+XuKT3WLC5M9/UHUkO0ZD5reKQaLRV5SqzyqrTlVW5Fcfum5ywSRIvVU+t8N7q6I5HIze+7q/49sOP4+TjRkpOTo4ZHTk6O+tr6whothZXB+/fvq7db5niO/tTb0HblxoG/Hnpm95PL9/3c5NXfLhfXrWkK1d8cq785VtMUmuM5+rM1x/fWt9bfHPvZmuNz1lb/5wL/HM/R0mPNepu0/xQBKSFaMp8pVNTby2q09O0sUZfEiZaKPDFOgl6X/uXMjZb5ubsWr9oTDg+p/f783F3qEttoycnJefNf37zY1tbe2dXe2fV1fX17Z9f2XTuLt279ur7+fzz++IG/Hjrw10PW2/g/9TYUVgZrmkL379/vGRq7f//+e237f7L/mcLqxWWBp00KqxeL66pBolJjaY7n6JJdfvW16vGd35Qea65pCu2tb037TxGQEqIl84n3VyIOJd53Ma5e5VayvQFhiS9fifbyVW5FcRcVZ0WHM0KzgL5QUWLxE/S6sr1F+ULjoNelNXIV++OdRYJoyX4lZvGqPdv3+XZXHFOjpaGlTX3sWG1mGy3FW7e2d3bl5OS0d3YVb91avHXrxba2RYsWtXd2LVq06GJb26q1BbbR8vjOb+Z4js7xHO0ZGotEIis/OpR8tNR1jaoKK4Nz1lbriSL6T/+zuvRYM9GCWYdoyXyTixZxmGJS5VYULWaGKvL0eDCMZiry9DZBr0uMkKDXpWQVBdVm/qLsuOmSOFrUoYk4Xrl7d/Tu3VF1ziocHtJHM+K6P/nnR/RoeXTevPbOLs8b2zxvbFO/rPw3/9f19Rfb2tQE+sk/PyKuq/b+arTUNIUikUjvcGjlR4ee2f1kStGyt75VfQrARB21qA3S/lMEpIRoyXyTnBDTIsQ6tjBOiMVGM0ax5YYssbQPel1xptcSRIueK2p4tHd29YRC4fCQqicUau/sso2Wh+fOVaNFzY/2zq41f9q55k871S9fevnl9s6uffv2qdHy8Ny54rr6hFjblRs9odDdke5IJHL//n01XQqrF+tso0W9ga8q0B4zExVUBqubQkyIYTYiWjLf5G/ja7SMsb3XYo4KIZCEaNHb+4uyFUvFgsdm18lGi+qpdb6b33ffv39fvdeiD2tsoyUnJ+ell19Ws0T8Mjc3V50TU+/2m6Klpil0d6R7rLF0tObp4R3zh3fMH2ssVdPlNweeE6OlsHrxbw48J66rRsuzuwOqn689/l8K/FkfX9At8V2oPhcNHqIFsw7RkvmSj5bwds9waaKHjwPFWdE7JU7REg2VaE4YRy2GaElwf0WUcrTMz93V3tl19+7o7opjpjGNuO7Dc+eqyWG1fddOfchiGy3tnV13GwtGa56+63/2bmPBXf+zozVPq+nyXtt+08DFFC3q/fnqcz0FlcHHd36TVdEyvyKWK68f6ddzpaYpVHqsOe0/RUBKiJbMZ/9b98dqBo/ViEuGS6PTZYbVbaa59ERxiBZfviEzHKLFcQLNXrxocfp9ybYrN0a7b5cea/7ZmuPicnHdONFiYo2Wtis3orkiGK15Wr2fnzBa9ta37q1v/XN9656vW3cE+l4/0l9Q37cj0LenvvXP9a17BUQLZh2iJfPZR4v6B0iMuaL+kTHj6qZ77+pElvCEmG206DEQfVQs9jyYcDfFuGVfvmJ6FM0gcbT8bM1xkRotPaGQGi36QrnRMta4/YdP/6vobuPqy51dz+x+6pndTy7RFFYvfmb3k+K6hZXBvcb8iKOw0mmeEJihiJbMd/7gC+HtNvdU9Emw8HaPmit3at+1/Ru9hl+ZjMWM470WoX1+RayZ9Ua98PBxvFwZih8tq8uOv7br7JPrfCJTtKgLX9t1drXxz1M+PHdukr+Q/+i8eaZoqa1vvn/v7lhjyWjNU6qxxpK2ttbfHnQ/s/tJ3W8OPKcS11Xv/yeTKzVNIaIFsw7R8qNw/v0X7HPF+GePbXNlZogXLT194YKy46bZsNVlx9XnhndXHHtSW1hQdrynLyyu2x0afHju3Ln/9E8JPTx3bndoUFw31BeuPXu+7Upn2+Xv/Odba+ubDh4+9Oyep8Vc0dOlp++O6bALK4OFlUH1D/I7Uduk++IDKSNaAACSES0AAMmIFgCAZEQLAEAyogUAIBnRAgCQjGgBAEhGtAAAJCNaAACSES0AAMmIFgCAZEQLAEAyogUAIBnRAgCQjGgBAEhGtAAAJCNaAACSES0AAMmIFgCAZEQLAEAyogUAIBnRAgCQjGgBAEhGtAAAJCNaAACSES0AAMmIFgCAZEQLAEAyogUAIBnRktnG3Mq4ovxQYVg44nVZF0rZ1wNvIG4b3w+KMq4o41lFI+m+MgCmENGS2cbcyoMs17jbJywM3MtyPciSHy2JVeSNK3lj6b4mAKYc0ZLZxtzKA2/RD2KH7i964C66J0SLOogZV5RxxXXPH1v4wFukDjLUsYhtM8u+AtoL370stbE2lKnI01aP7jrhBgHMVkRLZlO7+zG3IUh+qAjo0TLidcVGEhV5ei8/4nWZkiY2i+UvemAXBmK0xCbchG2Koxan/QLIBERLZot29xV52pxY4F5W3livHi2Be8aZsTG3orY0ZEmv7wfjvZkRr2mSTdiXsBHzurFocdwvgExAtGS2aHfvL3qg5kT0hd6z+34wDhf0RDGEh7/ogTaXFWO5FZ9KtDjuN+1XDIAEREtm07r7wL0s1z2/egclMDSRaEk8YUW0AIgiWjKb3t2PeF0PvD41YIaSnBCzjYck9sWEGPBjR7RkttjvmqiTWtGRQXK38YW+3oUT72kAAAEVSURBVHhX3/eDYvMrLKlEC7fxgYxGtGQ24dcYA/eyDK8TPnxsGkYIzex/NTKlaHHaL4BMQLQAACQjWgAAkhEtAADJiJZMpijjs+6/ADIA0QIAkIxoAQBIRrQAACQjWgAAkhEtAADJiBYAgGRECwBAMqIFACAZ0QIAkIxoAQBIRrQAACQjWgAAksWixd987fuewbQfEABgVrvdM3g22BGNlpbLt65+15P2YwIAzGrXboTOX7oZjZa+gSF/87We3nDaDwsAMEv19IYD5691h+5Eo2V8fLyjM9TQfK2jM3SbmTEAQCpu9wxeuxEKnL929Xq3minRaBkfH+8dGDp/6ebZYMeZxqsAACTpbLDj/KWbPX1hPVD+P038VgkcgJ7YAAAAAElFTkSuQmCC" width="400" /><br />
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lalu, copy kan link embed yang tertera pada "Embed in your blog" ke tag HTML blog teman - teman.. <br />
mudah kan? hehehe.. semoga berhasil..<br />
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oiya, untuk membuat nya tidak auto play, teman - teman bisa lakukan dengan cara klik script embed tersebut, lalu pada check list auto play jangan dicentang.. <br />
loop digunakan untuk mengulang mp3 apabila telah selesai dimainkan, apabila loop di non-aktifkan, maka pada saat lagu selesai dimainkan, player tidak akan memutarkannya kemabli..<br />
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<img alt="" height="195" 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" width="400" /><br />
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Sekian, wassalam.. <img alt="" src="data:image/gif;base64,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" />Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com1Ngaglik, Indonesia-7.713659 110.40726300000006-7.756177 110.36894450000005 -7.6711409999999995 110.44558150000006tag:blogger.com,1999:blog-534879323942638252.post-29431610120806188992012-01-14T21:25:00.002+07:002012-01-14T21:54:02.366+07:00Cara Memasang Flash pada BlogBerikut ini saya akan menjelaskan langkah - langkah yang digunakan untuk menmasukkan / mengembed file flash yang kita miliki ke dalam blog atau website. Langkah pertama yang kita lakukan tentu saja ialah mempersiapkan file flash yang kita miliki yang nantinya akan kita upload ke file hosting, disini saya menggunakan file hosting dropbox.<br />
1. Masuk ke halaman https://www.dropbox.com, dan lakukan registrasi..<br />
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<img alt="" height="218" 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" width="400" /><br />
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ikutilah langkah - langkah dalam melakukan registrasi.,<br />
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2. Setelah proses registrasi selesai dilakukan, silahkan login..<img alt="" src="data:image/gif;base64,R0lGODdhMgAyAMZuAP///4BAENB+Bf/goP+LdtCgAMKgiP/gcLKIaqNxTf//meDAMLCAAKBgAJBQALBgAJBQIMBwAODPw6NqNtCwcJtlPsGSWv//gKBQANCwEIxNIKp0P//QkNG4pujb0pNND+7OkOfEh+CwUMCQYO/n4dCwINq5MeDAcLqUedCQIMmsl9CgEP/uz///75BgIO7eYNCgYLJ+SP+QcP+wgMCQAP/QgOLJYM2iA+jUTf/AkO7eoMBwEN2+QdjDtOvZkOjUgLmIUf/kabFoPf//3+vZVv/pv//Je9+veeDDUeXOROCAMOGjQKt9XNCQMNCAELCAEP+AYOy9Z/+ggJ1iDf+SWbhsLryVaOK6gtKEDqt1CuCAQNrFpNueQ9emJd2pVeGdLemYQ9V/E8iRE8+AWMSBJOa3p7aLSbd2KLB7Cf+HWdqBIf+kbpFPGv+QYP///wAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACH/C05FVFNDQVBFMi4wAwEAAAAh+QQJCABuACwAAAAAMgAyAAAH/oBugoOEhYUALIaKi4yNigAbAYMeEo6Wl4ZMAZJuJBABR1cbCJilixKbAUtLEwEfEVMBCaa0hJEBDxERmzsPm6S1lwAdmqkfAhG+rx+bHsGNAAYVqQGfuLqwTr6yz4tDxZsfuQ8PU07YusybBt2E0cYPyOjYTvIY6rIA7R7TARjzAANG2LGpgr5gEqzlEsgwwpI1IphtQPjpVUOGIgZoHPAJWCkAn6YwdLLESI0aA2oYMSJChJGNGq80+zjNYsAUMHPq3AgkwIhSKjbJA6hkp9GYFjjMtDRkU8OXR3dOGDEghs9LBgI4GBl154gJGkNsksDi4CIXARgwXJJzAoej/lc0JJhbwVo1dotcNcwIU6YFoxskABg8LMCEW3gNBRDJcI1OChDcaoSg8QgCwoQRBKgaoELeHXt3cmg1wgLYqkMwD856YkAkEgNAFApw0bHGDRMsXNFoYdNu14MlGCDcIcCOAUcCSFiwYPZFvhzsBtgwovTGCasDZDaO3GeBDEMI0W7IViMHGDGk/9UIhHDZwa0+XBkRIMWCJCfEP2gwxQHoeTjBBMMtm8Cw0QgdAKCgggaMsAEEFRWgwAUFhCcINdcAtFFyqWxgYE4QCKZgGTKUWGIVBQShgAJBgCfIBldcMaAaAb01QG9T2ajTaBsksMEGM8gghQxUpLjiikms/lCEGxzU8IUSLNGjhhZUrDGDFDl0tVEOMW7YRAFJHHnkAjy4McAXujhRAzZamOgmAVrmNNomU9AQ5pElIKHPAClgMwA6SsgwQ5BSECBonAPIWNEH9zCwAJI2DDKAErrgBBBKgx4xhlEyjhADgamgA4GdByxgVkotDWDEPE7ARN90peGWCgQJIGAAWSRscg42D3yQwQIDEELBRleQMU9RxE7HRI8GqCABCQsuKEE/C2HjAA0lzIbhPLZtRGu04EY7RD826cJfsIRIl6EufB3oQg8SSNBDuAxCCJlx6PhiyARuZLWuLshupFRB9BrwiVtzlovBLLN14EZQ/gwVgY4a/sEQQILRSoBCAC6M8BYM1vyjiy8ubICCw4JM4YIgqLhSbYAwRYKCAQYkUE1SA3BAAVrTORWBExgGAAwDASTiBgCabYJBLkqgJHB1pXmMnKepTGBAJBjI88DSycxEUCWDDNEKhhDgZvYEE0intiv/BYSBcm40ILQ7n2AQS9B4B+1AtQz5Uok/2g0SCWPoyOPEfzuAxkDiFwH0diUQxMJwVh/symrjmOuyAzMkuIGKLz990jZAlmcuENABJJbA0p35fLrEps/jS2KdaDAFQYtdVHrs6LzdOSE9LEZQAxeVQ04uO8De+CaKFPfPDruTzsAZFoD6wfX78U0PM0ws0gMELeVe9JJYIXZgQAw8p7L0fncHYKEiNsfjhBZtUMGQRvR1X4gEHYyg7nRGG0QgAAAh+QQJCABuACwAAAAAMgAyAAAH/oBugoOEhYUALIaKi4yNigAbAYMeEo6Wl4ZMAZJuJBABR1cbCJilixKbAUtLEwEfEVMBCaa0hJEBDxERmzsPm6S1lwAdmqkfAhG+rx+bHsGNAAYVqQGfuLqwTr6yz4tDxZsfuQ8PU07YusybBt2E0cYPyOjYTvIY6rIA7R7TARjzAANG2LGpgr5gEqzlEsgwwpI1IphtQPjpVUOGIgZoHPAJWCkAn6YwdLLESI0aA2oYMSJChJGNGq80+zjNYsAUMHPq3AgkwIhSKjbJA6hkp9GYFjjMtDRkU8OXR3dOGDEghs9LBgI4GBl154gJGkNsksDi4CIXARgwXJJzAoej/lc0JJhbwVo1dotcNcwIU6YFoxskABg8LMCEW3gNBRDJcI1OChDcaoSg8QgCwoQRBKgaoIIbjYUC7Ni7k0OrERbAVh2CeXDWEwMikVhQIvRFxxo3TLBwRaOFTb1jD5ZggHAH0QOOBOiQocQQQgEu8uVgN8CGEag3TnAdIDNy5U+SIAkC/SJbjRxgxKj+VyMQwmUHt/pwZcSHDBcUFHguCFeDKQ6MNg9OMMFwyyYwbDRCBwA02KABI2wAwSc0IKGAAkHwcBA11wC0kXKpbJBgThAI1mAZMqSYohgLXHhhEgvos8EVVxioRkBvDfDbVDnqZNoGCWywwQwySCHDCi26/nghbUNwUMMXSrBEjxpaULHGDFLk0NVGOdC4kQgFZKCkixdk8MMAX+jiRA3YaKHimwRsmZNpATRAQwH5uXiAmZ+lgM0A6CghwwxESkHAoHIOUGNFH2AwRQEHXHhBAUUIMoASuuAEEEqEHjGGUTWOEMOBqaAzhZgKLDDAICm1NIAR8zgB0wibXGeBbqlAkAACBpBFwibnYPPAEwtkSAgFG11BxjxFJWsdE0AaoIIEJDjooAT9LISNA2Hy1x+H8+C2ka7WlmvtEP3YpEsDLBZSXYe68KWgCz1IIEEP5j44IWSiofNAA6sSMoEbWcGrS7MbKVVQvgZ84had6mIwS2gd/rgRlD9DRdCjRjAsV64EKATgwghvwWDNP7r44sIGKFQsyBQuCIKKK9oSCFMkKBhgQALVJDUABxSgZZ1TETjBYQDAMBBAIm4AoNkmGOSiBEoJY4caycmJmsoEBkSCgTwPRJ3MTARVMsgQrXAIgW5sTzBBdXC7ImBAGARQSQNIu/OJo0f33bcD2jLkSyX+dDdIJIyhI48TAu4wGgOOXwRQ3ZVAEMvEWX0QbKySd67LDsyQ4AYqvvz0ydwAbe65QEYHkFgCUXdGNOsZrz6PL4l1osEUBC12keq2o1O36IT0sBhBDVxUDjm57FC75Jsoctw/OwCfOgNn3ErNB9z/Gzg9M8wwsUgPEKh70UtildiBATEInUrU/8ayibeG8ByPE1q0QQVDGtEqfiES6MAI3mUdpg0iEAAh+QQJCABuACwAAAAAMgAyAAAH/oBugoOEhYUALIaKi4yNigAbAYMeEo6Wl4ZMAZJuJBABR1cbCJilixKbAUtLEwEfEVMBCaa0hJEBDxERmzsPm6S1lwAdmqkfAhG+rx+bHsGNAAYVqQGfuLqwTr6yz4tDxZsfuQ8PU07YusybBt2E0cYPyOjYTvIY6rIA7R7TARjzAANG2LGpgr5gEqzlEsgwwpI1IphtQPjpVUOGIgZoHPAJWCkAn6YwdLLESI0aA2oYMSJChJGNGq80+zjNYsAUMHPq3AgkwIhSKjbJA6hkp9GYFjjMtDRkU8OXR3dOGDEghs9LBgI4GBl154gJGkNsksDi4CIXARgwXJJzAoej/lc0JJhbwVo1dotcNcwIU6YFoxskABg8LMCEW+yG2CgUQCTDNTopQHCrEYLGIwgIE0YQoGqACm5+FGC8Y+9ODq1GWABbdYjmwVlPDIhEYkGBAYQCXISsccMEC1c0WtgUfPZgCQYIdwiwY8CRAB0yBEGS+yJfDnYDbBiheuME2AE2M3ce4EkSBQuGDNLdkK1GDjBiZP+rEQjhsoNbfbgy4kMGBQogwcN6DzQwhQOlzYMTTDDcsgkMG43QAQAUUmjACBtA8EkBBwCoQBInCELNNQBt9FwqG0CYEwSCUViGDDDK0EYBQXgI4AI1uLHBFVc0qEZAbw0w3FRB6oTaBgls/rDBDDJIsQSNNnooHQc1fKEES/SooQUVa8wgRQ5dbZQDjxuVAGWUAF5w2xe6OFEDNlrEKCcBYeaE2gcNFLAAmkHcNkAK2AyAjhIyzMCkFAQUWucAPVb0wRR62nhBBuoNoIQuOAGEkqFHjGFUjyPE4GAq6IixJ4AZ4OZGSi0NYMQ8TsA0wibbWeBbKhAkgIABZJGwyTnYPLACEh/+MAgFG11BxjxFJasdE0gaoIIEJFRYoQT9LISNAxkckIFZI7KHDW8b5WrtudYO0Y9NujRg6mKDZEeiLnxF6EIPEkjQA7oWaigZc+gUWEARhEzgRlbz6tLsRkoVxK8Bn7iFml7Y/mCQwIC5deBGUP4MFUGRGsEA3bkSoBCACyO8BYM1/+jiiwsboKCxIFO4IAgqrmi7IEyRoGCAAQlUk9QAHFCAlnZOReBEuMAwEEAibgDA2SYY5KIESgxzp1rKzoWaygQGRIKBPA9UncxMBFUyyBCtjAiBb3BPMEF2dLuSYEAYBFBJAwF4FPUnGMQS7uDhOqAtQ75U4k94g0TiGDryOJHgDqUxQPlFAOVdCQSxzHKwK8DCivnouuzADAluoOLLT5/cDVDopAu0dAB4uZFA1Z8lLbvHsc/jS+2daDAFQY1dBHvv6OSNOiE9NEZQAxeVQ04uO/CO+SaKLPfPDse/zsAZPbZS88H4BR5ODzNMLNIDBOxe9JJYLHZgQAxHp1J1gYIHoN4iQcfjhBZtoAJDNDKr9BVCAh0Ygby0A7VBBAIAIfkECQgAbgAsAAAAADIAMgAAB/6AboKDhIWFACyGiouMjYoAGwGDHhKOlpeGTAGSbiQQAUdXGwiYpYsSmwFLSxMBHxFTAQmmtISRAQ8REZs7D5uktZcAHZqpHwIRvq8fmx7BjQAGFakBn7i6sE6+ss+LQ8WbH7kPD1NO2LrMmwbdhNHGD8jo2E7yGOqyAO0e0wEY8wADRtixqYK+YBKs5RLIMMKSNSKYbUD46VVDhiIGaBzwCVgpAJ+mMHSyxEiNGgNqGDEiQoSRjRqvNPs4zWLAFDBz6twIJMCIUio2yQOoZKfRmBY4zLQ0ZFPDl0d3ThgxIIbPSwYCOBgZdeeICRpDbJLA4uAiFwEYMFyScwKHo/5XNCSYW8FaNXaLXDXMCFOmBaMbJAAYPCzAhFt4DQUQyXCNTgoQ3GqEoPEIAsKEEQSoGqCCmyFBCgXYsXcnh1YjLICtOgTz4KwnBkQicaKAWTcBLjrWuGGChSsaLWwCLnuwBAOEO4wecCSAhAULBhDKXXoAB7sBNoxIvXHC6wCZlze3UOLAgukX2WrkACMG9r8agRAuO7jVhysjAqwIoqAEiEG4NDCFA6TNgxNMMNyyCQwbjdABABBCaMAIG0DwyRMLKKDABSUMIQg11wC0UXOpbMBgThAIBmEZMrTYIhkZaKhhEBl4uMEVVySoRkBvDSDcVD3qdNoGCWywwQwySP4hQwolyCijDRkUwUENXyjBEj1qaEHFGjNIkUNXG+WA44gFFHCBkzIuwMMAX+jiRA3YaOHinASAmdNpWjFQAH8ycogEAAOkgM0A6CghwwxISkHAoXYOkGNFH2AwBQ1IyFieIAMooQtOAKGE6BFjGJXjCDEomAo6HxRwgAIL2DBISi0NYMQ8TsCUX3ap9ZYKBAkgYABZJGxyDjblZHBBBmZRsNEVZMxT1LLZMUGkASpIQEKEEUrQz0LYOEBDBtIBCOI8u23EK7boYjtEPzbp0sAOthGCXYi68NWgCz1IIEEP6UpoIWSjofPABycUMoEbWdGry7MbKVVQvwZ84hae7f5iMItoHbgRlD9DRRCkRjAE8CC2EqAQgAsjvAWDNf/o4osLG6CQsSBTuCAIKq5weyBMkaBggAEJVJOUdRSglZ1TETgBYgDAMBBAIm4AoNkmGOSiBEoNb5daysyRmsoEBkSCgTwPVJ3MTARVMsgQrYAIQW9wTzABdnS7UmBAGDjnRgNMu/OJpEsHHrgD3DLkSyX+gDdIJIyhI48TBe5AGgOSXwRQ3pVAEMvFWX0wLK2Wh67LDsyQ4AYqvvz0yd0AfS66QEoHkFgCVXeGNOwdvz6PL4l1osEUBC12keu6o5O36YT0sBhBDVxUDjm57JC75Zsootw/OxDfOgNnWGDqBzrgP9BA4fQww8QiPUDQ7kUviZViBwbEYHQqVYsfyyYeLhJ0PE5o0QYVDNFIfs5XCAl0YATzyg7UBhEIACH5BAkIAG4ALAAAAAAxADIAAAf+gG6Cg4SFhQAshoqLjI2GABsBgx4SjpaXhUwBkm4kEAFHVxsImKWKEpsBS0sTAR8RUwEJprSDkQEPERGbOw+bpLWWAB2aqR8CEb6vH5sewYwABhWpAZ+4urBOvrLPikPFmx+5Dw9TTti6zJsG3YPRxg/I6NhO8hjqsgDdHtMBGPMAA0bYsamCvloSrOUSyDDCkjUimG1A+OlVQ4YiBmgc8AkYJgCfpjB0ssRIjRoDahgxIkKEkY0arzT7OM1iwBQwc+rcCCTACEwqNskDqGSn0ZgWOMx0NGRTw5dHd04YMSCGT0sGAjgYGXXniAkaQ2ySwOKgIhcBGDBcknMCh6P+VzQkmFvBWjV2ilw1zAhTpgWjGyQAGDwswIRbeAsFEMlwjU4KENxqhKDxCALChBEEqBqgQt4de3dyaDXCAtiqQzAPznpiQCQSA0AQCnDRscYNEyxc0Whh027XgyUYINwhwI4BRwJIWLBg9kW+HOwG2DCi9MYJqwNkNo7cZ4EMQwbRbshWIwcYMaT/1QiEcNnBrT5cGREgxYIkJ8Q/aDDFAeh5OMEEwy2bwLDRCB0AoKCCBoywAQQVFaDABQWE5wY11wC0UXKpbGBgThAIpmAZMpRYYhUFBKGAAkGA58YGV1wxoBoBvTVAb1PZqNNoGySwwQYzyCCFDFSkuOKKSaz+UAQHNXyhBEv0qKEFFWvMIEUOXW2UQ4wbNlFAEkceuQAPA3yhixM1YKOFiWwSkGVOo20yBQ1gHlkCEgAMkAI2A6CjhAwzBCkFAYC+OYCMFX1wDwMLIGmDIAMooQtOAKEU6BFjGCXjCDEQmAo6ENB5wAIHpdTSAEbM4wRM9E1XGm6pQJAAAgaQRcIm52DzwAcZLDDAIBRsdAUZ8xQl7HRM9GiAChKQsOCCEvSzEDYO0FDCbBjOY9tGsj7r7bND9GOTLvz9Ooh0GerC14Eu9CCBBD18yyCEkBmHji+FTOBGVunqYuxGShUkrwGfuBXnuBjMMlsHbgTlz1AR6KgRDAH+JPisBCgE4MIIb8FgzT+6+OLCBigw7MYULgiCiivTBghTJCgYYEAC1SQ1AAcUoDWdUxE4gWEApDAQQCJuAKDZJhjkogRKAFdXGsfIcZrKBAZEgoE8DySdTDMEVTLIEK1gCAFuZE8wgXRou/JfQBgo1wDQhIDkTyw/1/2zA9My5AsqbZsVCWPoyOPEfzuAxkDhFwHUdkKxKJzVB7mqmvjkuuzADAmo+PLTJ2sDFDnlAvkcAF4JJN0Zz6FDDPo8viRGggZTELTYRZ+vjk7bJBDSw2IENXBROeTksoPqiW9iSHH/7FC75wycYYGnH0S/X970MMOEIj1AMO5FL4kVYgclBsSgcypJ70d3ABYaQnM8TmjRBhUMaUTf9YVI0MEI6E5HtCCBAAA7" /><br />
Saat kita login, maka akan tampak tampilan seperti dibawah ini ...<br />
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<img alt="" height="246" 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" width="400" /><br />
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untuk mengupload file flash yang kita miliki di dalam PC, masuk pada folder public.. dan upload file kita disana ... Proses upload dapat dilakukan dengan menggunakan tombol upload yang terdapat pada toolbar disebelah atas...<br />
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<img alt="" height="194" 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" 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3. Apabila file yang kita upload telah selesai dilakukan, maka secara otomatis akan tertera pada folder public yang kita miliki. Disini misalkan saja saya akan memasukkan file flash jam.swf ke dalam blog atau website yang saya miliki. Caranya, dengan mengklik kanan file flash jam.swf tersebut lalu pilih copy public link ...<br />
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<img alt="" height="400" 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" width="640" /><br />
<br />
copy link yang tertera.. dan kita masuki halaman blog / website untuk memasukkan file flash tersebut kedalamnya..<br />
<br />
4. Untuk memasukkan file flash tersebut ke dalam blog atau website, gunakan script embed flash dibawah ini, ubah sample.swf dengan link yang tadi telah di copy kan melalui dropbox.com ..<br />
<br />
<br />
<br />
<pre><span style="font-size: x-small;"><OBJECT CLASSID="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000"
WIDTH="<span style="color: navy;"><i>400</i></span>" HEIGHT="<span style="color: navy;"><i>300</i></span>"
CODEBASE="http://active.macromedia.com/flash5/cabs/swflash.cab#version=5,0,0,0">
<PARAM NAME="MOVIE" VALUE="<span style="color: navy;"><i>sample.swf</i></span>">
<PARAM NAME="PLAY" VALUE="<span style="color: navy;"><i>true</i></span>">
<PARAM NAME="QUALITY" VALUE="<span style="color: navy;"><i>best</i></span>">
<PARAM NAME="LOOP" VALUE="<span style="color: navy;"><i>true</i></span>">
<EMBED SRC="<span style="color: navy;"><i>sample.swf</i></span>" WIDTH="<span style="color: navy;"><i>400</i></span>" HEIGHT="<i><span style="color: navy;">300</span></i>" PLAY="<span style="color: navy;"><i>true</i></span>" LOOP="<span style="color: navy;"><i>true</i></span>" QUALITY="<span style="color: navy;"><i>best</i></span>"
PLUGINSPAGE="http://www.macromedia.com/shockwave/download/index.cgi?P1_Prod_Version=ShockwaveFlash">
</EMBED>
</OBJECT></span></pre><pre><span style="font-size: x-small;"> </span></pre><pre><span style="font-size: x-small;"> </span></pre>5. Sekian, semoga berhasil <img alt="" src="data:image/gif;base64,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" /> dan saya mohon maaf apabila ada kata - kata yang kurang jelas <img alt="" 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" />.. wassalam.Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com2Ngaglik, Indonesia-7.7382079945039788 110.39199791601561-7.7807259945039791 110.35367941601561 -7.6956899945039785 110.43031641601561tag:blogger.com,1999:blog-534879323942638252.post-23243002766719847392012-01-11T22:10:00.001+07:002012-01-11T22:16:04.015+07:00Membuat Halaman Penomoran Untuk Laporan atau Skripsi dengan MS Word<img alt="" height="320" 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" width="292" /> <br />
Terkadang kita mengalami kesulitan pada saat membuat skripsi atau laporan PI khususnya dalam hal memberikan nomor halaman pada BAB baru yang memiliki penomoran yang berbeda - beda. Biasanya dalam satu file word hanya dapat memberikan penomoran yang berbeda pada awal dan akhir saja, tidak untuk pertengahannya. Berikut ini adalah cara untuk memberikan halaman yang berbeda pada pertengahan file word, sehingga kita tidak perlu lagi untuk memilah - milah file word tersebut... cekidot..<br />
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1. Buka MS Word<br />
2. Misalkan kita membuat membuat 2 buah halaman pada MS Word.<br />
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<img alt="" height="183" 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" width="320" /><br />
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3. Beri halaman page tersebut dengan menggunakan page number dan beri halaman pada bagian pojok kanan atas kertas, <br />
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<img alt="" height="99" 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" width="320" /><br />
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lalu pada halaman pertama di set sebagai different fist page..<br />
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<img alt="" height="43" 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" width="320" /> <br />
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Pada fist page footer, isi dengan angka 1, maka hasilnya akan menjadi seperti :<br />
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<img alt="" height="202" src="data:image/png;base64,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" width="320" /><br />
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4. Kita anggap halaman 1 ialah BAB I laporan kita, biasanya pada penomoran halaman pada awal BAB penomoran halaman dilakukan pada bagian tengah bawah halaman, nah untuk selanjutnya kita akan membuat satu BAB lagi dimana kita akan memberikan penomoran halaman yang sama dengan BAB I.<br />
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5. Masuk pada halaman 2, pilih menu page layout pada toolbar MS Word kamu, masuk pada menu break yang terdapat pada kolom Page Setup, lalu pilih Next Page.<br />
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<img alt="" height="191" 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rmoqKiwSBgKCwuLioqKiwqKS0pKymtLK+tKyqvIZHJBfl5+fn4hgoKCgoKCgvz8/Ly8vLy8PL6b6P3c3NzMzEwsVQP1JiUlcRcw4uMTEhLi4+JhLhsdHR0ZGZmYmBgbGxsWFhYUFOTn5weE6uDgYGtra21jY2lhYWFhYW5ubmZmBoRqZGQEc1OUVnV0dJA1YE20JdTUVFWxDaCkBO2hgmkcVaSR+MxzsFyL7eXIa8DDvui7gV6j7wz6FqFabujrFy5cwHb0Eyc2NdhCBcmdTJB475w4ceLEyZMnTgqB0JsnT76zOcqjiQq1ceWDUBtXQWmA1xx8k4afAmDxCOICkCjMA9AxAiu8nz93/lkgOAl4aqATC5hAIOsXJ6G2jxw5isoxfKbyWysYMOCtIUzgMbwXnaZoCM0JSfz1p06cT9gSzf2/JIA7Dxw4AM/81ltvHTt27OTJk+Li4ufOnZOQkLh06ZKsrKySkpKKioq6urqmpiYs26MrlPq8uIwBuq5nuGMYITDGAFXUwTCooaGhqqqqpKQkLy8vIyODw+FgtMHi4sWLUlJSsrKywJ1qamoaGhra2tr6+vqQi4mJiZmZmfmvCjMEpgIAFjA2NhZLjIkMJsX7ZrV33/jw87/+8I8fON/+wPnme87X33H+BuGfnK+/4/z9u/8YB7c6E+PlQovezBt5tfXurvFPX73191c+4Lz8J85L/8V56S+cXZ9wXrn33StzfxJr29hffUO1ZDS8ZKKj68OR3i/a27+4mrgRGn4nLmaqpqayqqqqmhe1NVWUmsqqqsq62soaantZy/XSng9rBz+rHXxU0zFdU1tfVVUBMasAlZWVlZUV5RXl5eXY+5UIKioqysvLS0pKyMXk4uJiMplMJpMpdZR6an1dbV11VXV1VXVBQWFGZmZmZhYQbUpKSmFhIZQtPSMjKioqNCw0MDDQx8fH3d0dpqc2NjZW1tZW1taWVlbIPNXUxMQEpVVDQ0Msp27OUzeXejehjkhbqIkNr7kNT2RVDJSVVVRUVFVUVJSVVVSEiUuCohPC4MpKysogSQIxy8rKSktLA6eiy8Po8MqdKW2KkKe21Qihv8NqiU6fPnP2LI9qCDOSC7kvqCziK8lWU7FNiualYT4mFuTgbSF0Uwr6LToNRTVUIGULqqcuPQOwGijJZ1B5CaqwYFw7d+4c1DbUJCgq0Md/azsIrRkRlbntlh6hEMiNL2V+cWqHyQoVtoRy/68CkNiOHDkCshrKoNLS0mChrampqaura2BgYGJiYm5ubmVlZWtra2tra2dnx2Ouac9vuYkabz4pBI3XwKbM3t7e1tbWysrKzMzM2NhYX19fW1tbXV0ddgqATC8tLQ0zY3l5eWVlZXV1dS0tLV1dXSMjI1NTU0tLS1tbWzBSQ03hfgtw44UrAhcXF7FYUoR7QnXf4h84HA6Hw/nyW87DP3E++gvn479w7v+R8+7nnN9/yfnDXzlff8cxDW5NuZqamZpMiM9WCy0QT2k+Rpl8pXPxhZENsdF3xUbv7+q7dbhl8RR51qKSmd89+4fP/sJB8COHQ4i8qa1RRgikNzc3NDQ0NjU1NSNobWmqaWgvpdDaW+trGzpT6zciKj7yzrnnnrLimX0vteXz6vaFhqbWlpamlpYW7m+amhoaGurr6xsaGpoQNDY2NjY2NiCgUqkUCqWpsamhvqG6urqmpubmws31tfWVpZVrM9fGGeP11HoymVxcUgJEm5ub29raGhcXV1paWllZefXq1djY2IiICAKBgPf1dffwcHJ2tndwuHLliq2dnY2trbUNuoDKlVyAVoFQ+ZZRuUbUyGyVa8CMGHxiDcfRO1paWlraWlraWpqamlra2prc32lqaGgijKsJ3IumCV+hlAwWpmh8QeNYNTU1YFww1AKrK6lLUhKSm8MrdlaElSURnrgoBBcuXrhwERsNCEXUqC7J8+0lSZ5lYHStYueztE2iPnMGazgmWiMqfIrMS8+Ak8jqDnb96cyZM7DGg2rYQFuFqtfkMIq1p4PsziDzJAAdoJQUDgzxoKqBVqHSBB9/a2wqFtC6wQSo5Hewqe1kJVgAwvPiajNOnjyxKUs9cfqCy8lbCVK/GFBtB6hwJSQkpKSk5OTklJWVNTU19fT0LCwswOzfzc3NxcXF3d2dbz8P324rwZ0FIoyTtwKfxXhQUBAYUfv5+cHGKm9vbycnJ2tra3NzcyMjI3Sqqq6uDruzYOwCCcDU1NTKysrBwcHb2xtMi319fWGDU1RUVHR0dFhYGJi/hD5XhIWFxcTExMXFgRkNFmBqA0uBkZGRUVFRYGcTFhYWGRmJ3VoZFBQkFhIaQSwa+vqfP46994+QgT83rn3z7p//nTP5VdLIF903v84b+lNQ7ePgyof3P/rWJY6WnJKRk5HW0dJQmJOZmpZNSsqzJybZRWSZReTZxeR6JrZdJa8kXb39xWf/QEn03xzOP/7101dff+saOmto1OAX0EWjdXR0dHR1ddEQ9PZ0kqlDweTr1a3DKVVzbrn3jOOX1X2n1P3pyv5DV1I2rjY8au4cpNM6u2ndNBqtq6urq6urs7Ozs7MTkkLRiaCjo6Otra2b1s1msgcHBpuam5qamm7M3ri5cHN2anagb6C+vr6mpqautrampgbmtaWlpTQaLTc3t76+nkqlZmVnpaamxsXHhYeHE4hBwKbOLi4ODg5X7O2vXLlia2tnY2trbW1tbW1tZWVlaWllYWFhhsxT0UmqAcxTubbVOroYvkStqy/r6SOW1JvGzHp6urp6urp6uqCjgQv4FZd0eU3PdXR0dXR4TNLhSx0dPYiiw80ce83lbFjcVVHhcqqcnBxOWsgiqxQCnDRORgYnIy0jLQ2jMU4Gu1wrhZOSwiE2UjI4nDQOJy0jw7dgI4MM+NLSMtKyMpujPz8lgEYaJ81XGJRrRc+9Ll7cZGKUjAX1nMLny9sBO41GTSQkkWUqUFvxbUJ9dgjdpCu4KLCTaEpKSorIaj2sCyBL8tJQ1RcvSkCloctd25qobG2Sgtb5uTNnIKlNKeeJsFVeZ7cQoZ4IIlaUfxWgqo5z585JInsNVFRUtLS0Ll++bGpqam5uLisrCzKcqqpqQEAA2FcCAwHAEhNMRgQ356D7cxKeEIkYJCQkgH0oiUSKjo729/fX0tKyt7d3d3d3cnKytbW1sLCAmQa6ImZoaAjlt7a2tre3d3Nzs7GxUVVVdXd3h62rUDAXFxdbW9v4+Hhra2t3d3ehNqpPB0jK0tJSU1MzKioqLy8vLS0NvkpLS/Py8vL3909OTk5LSyMQCE5OTklJScnJyWFhYc7OzvHx8ahJbFJSkhgxOJJYPs3hcMrm/yp29YFexx8ffPkvydL3d8feTmV84lK2IaY7IOM/tf74b16J9PSM7PyczNbmpoKC/EYqpa2pvrK4kFpV2lJX3dlYQWtfnZvhlFd89ac//Qt49Kf/cL797sf//tvXjz/525WgOX//dUJgR38/nU6n9/X19ff39/f39/X1DQ/2VjePeeVvRNZ+SCj/xIS0qOk75pc2Wlw/6J/cquLPJJa939EzNjzYNzAwAL8ZGhwcBTBGGQxGH4Le3t6+3r7e3t4eeg+dTmcz2bPTsz20nrbWto6OjpnJmQnmxMjgCNxBZ7H19fX19fXV1dW9fX1kMrm1tbW5ubmwqBBWWxMSEyJJpKDgID8/P08vLxdnZ0dHR3sHB3t7hyv29nb29nZ2dmDla21tY2llbWlpia6nmpmamZiYGBsZGRrCFiN9ZFFVHy4FlyiMuH8N+GEocOsy3/+dgGelwxBJE2bP2traGhoaqmqqyirK3KVZBXl5eXk5eTk5eX7zBAUFeUVFRQU+22R5BXluQBdxFRQUFCFwx3dlZWVlJTSgg7mSkpLyZuD9XklJUVGRWxj+aZqcnOzmtaysnCBXoxMvVDhAsY02dWcAIQMEBzDxkJOTE3TggG5CfUZstQ13J3G2Arqojy4NYPX/UG9QJ4ImjijQ2uCVu/hx6ZKUpCQkhYo7GI2GSKAqDqF5XUIalFeWEp6sMHUKvyZGqLy1ExnrOQKkNElJSRwOJy8vr6Kioqmpqa+vb2JiAtM4Ozu7w4cP43A4XV3d8+fP43C4sLAwsM0UNPDMysrKzs7Ozs7OysqCa+xFDoLc3FzsRXZ2NvoRgP0Ihin5+fkhISHW1tYpKSnOzs44HO7gwYN2dnZBQUF4PB4I1c7ODpl4WFpaWlpbW9vZ2Tk6Orq6unp7exOJRDMzs5dffvny5ctJSUmpqanZ2dkxMTEHDhw4c+ZMRkaGn59fWFgYajQD5jUFBQVYMxq4j36F3uH7CHdKS0vd3NzOnz9va2ubkJBga2t79erVoqKigoKC4uJiT09PfX399PT0srIyGxub48ePJyQklJaWenl56enpZWRkFBYW5iMQIwRHBpTP/ofDmXv8o2r9J9LUj+9+8YN02eMXw1fjh/4wcPMvu21Y5N7Hf//nT5YhbZnZeeTC3I72tqKiwnoqpbmpsaSkuLq6mkKlNjXVNddfH2f8mJP38Wef/xOo9Lsf//3Xb775+POvVx/+xdCLYe10jUDoGh4ZHBgYGBoaGh4eHh4eHhoaYjIGqtvZVmmP3MlfEeu/d4oaScyj0/tHbkwN51YxFP2vBZAfdQ9Mj48OjYyMjIyMTE1Px0RHS0vj4D3X1dUdGBhgMBhDQ0ODg0ODg4ODg4P9/f3DQ8M35m6wxlitza1dnV09PT3MMWYvvZfeTe+h9bS1tLW1tbV3tLe3t7e1tbW1ttY3NAwODZWWlnZ0dHR0dNTU1MTGxZ45c0ZcXPzkOydPnDhx/PjxU+LiLq6ubm5uTs4uTs7Ojk5Ojk5OsN5wxd7ezo47VbWxsbGxseF2GQsLC3NzMzNTExNjExNjY6NNGBsZwTqrqYmJqYkJLGqbmZjAejYsa5uZmZmamZrBFQITJKKJiampqRkazMzM0bVxZJ0c/crM3BxdvbewMLdAVdOw4mtkZGRgyOVUTW2uEbKa+ubwqqKqsrlaq6YKDKGmvrnsq6amrqaqDrcxC7ub36qrqwtjEw0NTQ1RTKPOVUfzGdGJhrIyBMwi8RN6UHoivStq7ghmh7DdGZ5IS0tLhPUH1wZEH5GyUOhfvqx/WWhkodvJdxhN9IZ00FWgigqoc9D/KyhwJSQRSmZMTfAIXRjpCqlbbjr8e75RoWcroHoLYXlh7e/4N5RvlZRQXTfW7v2JFCE/B0DDIScnp6SkpK6urqura2hoCBpdZ2dnLy8vFxcXcXFxb2/v9PT0kJCQs2fPOjg4AHOAAWZBQQGZTC4sLCSDzSfCQ8XFxWBHUlxcXFJSAh9LS0vhZmlpaUlJCZlMLikpgeuysjLBO/CrsrKyyspKLy8vCQmJtLS0yMhIV1fXc+fOubi4REVFhYSEBAQE+Pj4eHh4uLi4ODs7g68M0EWDLhcUuVeuXHn99ddVVVVJJFJBQUFRUZGfn9/hw4cVFRULCwupVGpNTU15eTlYw5SVlZWVlWE/VlRUVFVVwX3UaAYbs6qqCj6CkU1tba2hoaG+vn59fX1WVtbZs2djYmIgTlVVVXp6ura2dkZGRnFxsY2NjYKCQmhoKIVCMTc39/X1hSygHsrLy8UIQRH+pTM//Jvz/p85du2fHcl/1Ln+tzN574oRloidv6dOfPqC8cjQwuccDsfIvzE3r7CspKib1lVaQm5sqG9va62qrKDUUZoaGzvaGyi1c8OD/8rI/ei997/5+z/+9eevvvv4s/+6896XM7f+OHr9sarToJnNONG3YXycwWAwxkZHx8e4mGIzatqmVMMfacZ+gS/5q3fBuzXt02zm2OzkaH4NS4V4h1j2+97haTZzdHx8fHx8nMVijYwwdHR0xcTEXnzxxWJyMYvFGh0dZTAYDAZjhDHCGGEMDw2Pj40v3FgYHR7t6Ojo6+vr7+sfGhii0+l9vX39vf0tTS3t7e1dXV2dnR0dHR3t7e1NTU2jo6MVFRVdXV09PT2g8oKTcYYAACAASURBVCWTi8nk4oKCwty8/JzcvJSUFB8fH3d3Dzd3d1dXN1dXVxdXV+gcqBsXewcHWFK1v3LFztbW1tbWxtraysrS0sLcwsLcwtzM3IxrEmZubg6UZgnB0pIrrVlaWlpacP9bWVpaWVlbWVlZb8LSysrKypr7nZU1Gqyt4cIKFM7Yb62tbWxsoDSYvwisra2BWVENDHeVV3fTVxaPQywEiMYaA20dbYGAVUTr84/7enrIsI+5x70N32zmoq2jraWtraW96aMLlp+1NNEFY4SgeZxoaWhqYleI1VR5zLiEYoecraKioqKswhUsMLNPWASChwJtAGruaCIAUxNUdkJNA01NTUwFY6I2bnzYSRxsZKH3jYyMQWtxGbPSr62trakJzIrZLS0ApC54ag8Ru9RUeStcBTGaE1RZb7XpArv1As2Ot8XUBNLfTFz0Lg6+3AW3pT3pWvVzhLy8vJKSkpqampaWFjoZtbe3d3V19fLyAgdqZ86c8fb2Tk5OzsvLA0vawsLCqKioCxcuiIuLq6qqZmZm1tTUkMlkAwOD06dPKygo5OTkwN6E6urq3NxcXV3dzMzMoKAgAwMDIyOjU6dOubu7e3h4nD59+tKlS7GxsfX19bm5uZqamhcvXtTW1q6oqAgMDNTR0VFTUzt16pSzs3N6evqZM2dee+01aWnpuLi4/Px8KSkpd3f3hIQEWOAkEAj+/v7gsRK7iBsYGBgcHBwREZGQkHDlyhUZGRkNDQ1nZ+eKioq8vDwTExMLCws1NbXKykp7e3sfH5+Ghob8/HxVVdUzZ84YGRmVl5eDWlhLS4tMJvv7+4P+39bWtrq6uqysTEdH59y5czo6OkB7GhoaZ86ckZCQSE5OjoqKApsyS0tLVVXVPXv2iIuLE4nEhoYGCoVSXV1taGiYkJCQkZFhbm5uaWnp7OxMoVA0NTUTEhLq6+sDAgJgucHS0lIsgBjhVzzz3U+c9//EcW359MWoNZWSR0eT7rwesSyVsKIUs3jYYXxu/b/+w+EY+jYUFBZXlZf09nSXlpY0NzV1dXbU1lQ31Ne3tbTQu1trq270dv4wwvwpJf2joOgN/9ANx4BlM+9rOg7jOIsea5cpSzumhw+FzRobHxtjMpksBLNT45SuGbPYdZu4FXPShEHQuGNYK2N0fGaKmVLG1Ah7N75mY2SUPTXJnpiYmGCzWUzWzMzMtWvXjY1NSktLl5aWWCwWk8kcRzE2PjY6xmKxFq4vjI2M0bpogwODQ4NDgwMD/f39Y6NjjGFGS1NLR3tHT08PrNd2dXW1tbUxmcyqqqqenp7+/n4KhVJXV1daWpqQkBCfEB8ZGenv7x8REQHilaenl4enp7uHB9Cqm5u7q5ubq6ubi6srGLaBkZujoyN3bdXOzs7WxsbG2hbDiDbw18bG1sYGZrK2NjZ2dna2trZ2dlzrO7srdleAlhH/hagPRexdrG/FK7ywv4Ia6zk6wjyaF9xCXrmCOqMwtzA3MzMzNjExMjZCFM+i9MWbMDA0EBawamVh474xErA3jCEYGxsbGxkbGRoZGRoZGiDluMwT0M1IW0EP2f4r6PtLqAtoPgeb20KHV1zQ09O7fPmyoYEBWPODksDC3JwrHQnAGisooQBjccHYXFGJB08Xh0d4s4StXuh2L3NTU1N0u5e+/mU9PR5XJFtgGy+sOjo62to6WlqbKWhqbspA2yqikYjYzHS0eRKHhtNGZCytrVIWoTznM6B/Gunq+QF2tsBk1MzMDJwgurm5+fj4BAQEhIaGBgQEnD171t/fPzMzk0wmW1tbm5qapqWl4XA4Ly+vnJwcWMqprKyEfpiZmVlQUEClUs3NzY2Njevr6/Py8iQlJbOysnx9fQ8ePEggEKKjo99++21bW9ucnBx4g5qamvT19S9fvkwkEk1NTYODgz08PI4dOxYdHR0eHn7hwoXs7Gw8Hi8tLX316tXi4uLs7GwoQGpqanx8fFRUFOwwBL+SDg4O9vb2Hh4eQUFBoaGhkZGRsbGxqampjo6Oqqqqzs7OZmZmRUVFcXFx4A5dXV29rq5OX1/fycmpsrJSW1vbw8OjqKiorKyssbFRSUlJW1u7pKQkPj5eSkoqMTExLy9PRUXF398/KipKVVU1Ozu7tra2qakJLJyLiooCAgKUlZWLiorMzMz09fUrKirS09MlJSUjIyMhJhjGOjo6EgiE+Ph4Jyen6Ohod3f3q1evmpiYlJaWpqamSkpKxsbG5uXlqaqqivkTI/zIU9/9yNn4Aye5/y+vR62+RFzUyNsoHP3kgNe0mAXDM2914/c//PXb/xjh64tLyutqKgb7+yoqyltbWnp6aFRqXUtTU0d7e19vR0XZtUbKP0dHOVTK98lpD2KS74eFzXt5M/A+Y56es/YuM0amvW4+NZOTTCZznMVisTfBYrFY40z2OJM5zmSNMyfGxtkzMxMMxkhA3rxZ6mcN3fNz08xJwMTkxMQEi8Wampqam7s2MzMD/AqpMDFgMVkzUzOsMVYfvW9ocAiUyeOjY9dnr4+NjLU2t9K6aL29vXQ6vaenp6enp729nc1m19TU0On0/oF+sA2Oj49/4403wFGWuLi4f0BAcEiIv3+Ar6+fr68v3tfXG4/3weO9vbmOvz29vD09PT0QgM20i6srd97q5MglLnt7B3t77gTW3sHRwdHR0dHJEfUOirE1d3WBua8wuPF9dnFxdRESFTUm98AAvBRzi+ru7u7m7gYOnrjm7NzVX2vMLNmCqxfmBc9ojUyw+YLgmG5tbW1jY21jY8MVKFDqsLKy4V5abU6xraysYNC34M7tLcw3tdPI5i9zjArczBQTEEW36dazMVHY+U477LQP7CksLCysrKxA4X/Fzk5wHwJXxnFwhD7AA7jpsCWEbmzYKsJWcZCYPJFBrrK1tbW23jRTR/dSoyZ1qIQldMeh4L5Dob/lNwAQCT4pDrNUwp1VGxkZGQpLX2RS/NH4NOSina/+3NDT0zMwMDA2NjY3N7exsXFwcHBzc/Py8goICAgODiaRSEFBQefOnQsMDMzNzS0rK4NDrpKSknA4XF5eXmdnJ4lEMjU1TU5OlpeXT0hIaG1tbWpqamlpgZZtbGwsKiqSl5fPycnx9fXV0NCgUChUKlVeXj4yMpJGowUEBGhqapaWliooKIiLi4NJWnBwMCwZNjY21tbWysnJpaSkkEgkZWXlsrKy6urqnJwcaWlpPB6flZWVnJwMbBoeHh4WFubi4nLq1Knjx4/r6OjAuQtwGEBWVpaLi4uiomJGRoahoWFQUJClpWVcXFxERIS6ujqFQjExMXF3d09PT5eVla2srOzs7Gxvb29padHW1g4MDKTRaHBSTVtbW29vr5eXl4eHR2pqqrq6uqenZ35+fk1NjZqaWlhYWH9/f2VlpbGxcV5enouLi7W1dUdHR2Vlpby8fG5uLmgom5qaWltbk5KSjI2NYfZPJpPBAMrLy4tCoYSFhamoqDQ3N/f29uLxeDF/YoRv4eQ/f+Tc+ojTfv3vkrG3XvSYCax/OP/gr4ecJsT0+0vp7238nvPx5z+Z+tWXV1Q31teODA5WVpS3t7X29/U2NzS0tbZ2dXYODnSVlUxWl3/d0fafwuIvrezDZJR1HLzC0skNIVezbV27zSzZmjptbu7k6Wn2BJs1wWZPoGCzJyfYU5MTkxPs6anJmenpmZnpmempuo4547iPI8vvjTFZM9OTU1NTCJtyMTk5yUbS2eRkJmtzkjo2Ps4YHxkaYY4xWUzWBHti/tqNmakZWhetra2NTqcDlQI6OzvZbHZ1dTWdTh8cGmpsbKypqens7MzOyj6w/8A777xTXFySmJgYHBxMJAYRCEQCgRAQGAjW5P4BAf7+AX7+/n5+/qC7QE/e8Pb29vLy9PTw8HB39+BuTHJ1c3V1c3VzdXV1c3Vzc3Nzd+N+4Y641fbw8PD02jzZwdvLy9vHBzkbZxM+3j78N5CTc3gBrvz9wJcTKFf4fPrjffGI00QPd3d3Vzc3ZxcXJ2cu9cO4fGULCNmzxp00bwa+AR2lDicnRycnR0cnHhLhv8ElFUcHdMS/cuWKHTfY8QLVWttA4E74YfnaBrW4FjF7e2pYgeYdVTbY2trZ2cEjc/2nO7uAM/HntVVO8OQiETvhdpigq6ubq6ubiwusXLg4OjrZ2zug5Ap6C765rKg64QpCombATwHRmaLpmwuKXDsAdj/+DnXmPx/AR4GlpSXwqIuLi6enp5+fH5FIDA8Pj42NDQkJuXjxIolEqq2tjYmJkZGRCQ0Nzc7OPnv2bFZWVm9vb0BAgJGRUWFhoYKCQkhICI1GAxICQZlGo+Xn50tKSgKV6ujoUKnU2tpaRUXFqKiojo6OgIAALS2t8vJyBQUFPB7f398/MDBAp9NdXV0NDAwaGxurqqoUFBRSUlJCQ0NVVFTq6uqampoqKirk5eVDQ0PJZHJaWlpSUlJsbCyJRAI2RY+diYyMjI6OBmtY0DkrKCgUFxd7e3srKChoaWnV1dWRSCR1dXUqlWpiYuLh4ZGfny8tLZ2fnz84OEin01tbW4FKOzs7Q0JCZGVl29vbh4aGbGxsvL29u7q6BgcHvby8ZGVls7Ky1NXV/f39GQxGcXGxlpZWaWmpg4ODpaVlW1tbSUmJrKxscXExjUaDKWlra2tJSYmioqKWllZOTk5ra6uzs/PRo0cjIiI6OzvDw8NxOFxzc/PQ0JCdnZ2YHzESn8f+54+c5Q84U3d/woUtihkPprY/mr3z1R6zITHl9nbm4/XHnPc++dHUl1pdTWltqh9lDFdVVna0tw8ODLS2NHV2tHfTaMND3UUlk4WF31RW/ZST/2dTa8Kew4fSCmq/53CahplalrWaur2K6hR3l5KZmQk2mzU5OTk1NTU1OYnyI4rp6emZ6am2/kXXvE+Mox9R2yZuXJuE+NPT01NTU5NTU1NTUxMTE5MTkxNsNpoA0CqLzWKzWSwWm8lkjjBGBvsH+3v7B/sGhweHGUMMxhCD1klrbWml99DBfhg1/aXRaJOTk9XV1b29vUPDw03NTVQqtaysrL2jPTEpKScnNycnhxQVRSKRIiIiwsLDYb9RcHBIUHAwnKIG6gsCgQi7tLg0G+APPn65DgnxPvituM4H7ytsKxj34DYCIZBAAKfBcGhDAG+Agxy22iEmsAeMH8QgIgFJ38+f65EY9od5ciUB/qFZAO5ocIdxe/PO5lDuwQtPHnh4enh4bk6ZMRN87vQZUwxXbuCdl7vA0rUgUKWAIERM14RO74RveAcFA+b4EdjA7ubKcxCHiEOKngJ4BDuJtvMEfZBO6uXl7enp6e7uARvSUZsRkA9EVseOpr8i5DPREN4CghKdwHqHaAjKZDa8EKaI/3lhY2MDAhkcJeTp6YnH4wMDA2GzY3x8fHh4+JEjR2RlZQ0MDBQVFV1dXSsrK8vLy01MTBQVFU1MTFRVVUNCQlpbWwkEAg6HMzIycnR0rKysjI2NlZWVNTIy0tfXP3bsWE5OjpeXl4qKCoVCqa2tlZKSCg8P7+zsxOPxioqKVCoVj8efP3/e2NjYysoqNTXVxcVFS0uroaGhqqpKUlISHMmJi4tbWVn5+PgYGhru378fh8O5u7tnZGTAxBQ2hoJTdNjuEhUVFRsbm5iYmJKSkpeX5+zsLCUlBRZSFy5ccHd3b29vDw0NlZeXp1Kpenp6Tk5OLS0tbm5usrKylpaW/v7+VCpVTU0Nj8d3dXUVFxdrampqa2ubmJjo6uqC4ZKtrS0oQsrKyohEopycnJmZmZaWlpubW1dXl5WVlZGRUWtra01NjYyMjJaWVnJycltbG0zcGxsbNTQ0xMXFYeHPyclpz549SUlJPT09QMaampomJiba2tpivoRIfC7r+39zln7Puf4uJ7PrC0LFh5TRv/bM/OCd8we39N83jH5Nn+N88NlPZr71dZTGzrZm1vhYdXVVZ0fHyPBwR3trN62rl94zyugpypvOSfuqqPjvpl4zGmYe2eUVY+ylTz//a0VdrbxenqxWp6Qixc0+d2ZmcmKCzaVShEhhigk3Z2amp6ZmSjvuBJS8W9E6yWKzpqengWKBSjd/ODE5OTGBfsROT9lsNpPJGh0dGx4a7unuaWtpa2poamxobG5qhiXSgf4BQSqdmJiAKhsaGmpqbqLWU6urqwuLCusbG4tLSmD7VFxcHPjKjyJFRUaSIiIjI7ge8yPCw8PDwsLBwS/q4zc4OCQkKIhIJBKDiEFcXuOeXgTUhz0ti0AgAB8HBQUFB22eHRiKpMmHkNDQ0LDQMAThOwCcOSh4zGVERER4RER4eHhYSGhIaEhwSDCUB/H4D+QuZOxFwvbw8+U/nvMp4Ofnjy0HMvTzwFsA6EmcQuGxHTCSgvtWwcPdw8N9UziAE7uwx3XBBnkCgUAk8As1wUHB2yAoOBiENUEZiMjtXCIgSobil6iCUJkL0/r+fn5+eDxXusKuC4iEByo3Qd1sO2/eOXYyw3Z33xTjdggXzAKJCLHsFwaUysPDA/oS2OnAzlHwgWpnZwcaaTweX15eDrasxcXFdnZ2JiYmRCIR2JFCoXh7e5uZmTk4OJDJZAqF4u/vb25u7uXlFRQUVF5enp6eTiKR6urqamtrw8LC8vLyGhsbMzMzIyMj6+rqGhoaIL6lpWViYmJ6enp0dDSFQqmpqQkNDS0uLq6srIR1UG9vb9AKGBkZAZWmpKSAT9aYmBj07OSoqKiYmJj4+PikpKS0tDTY+hIQEEAmk6uqqpKSkkpLSxsbG/Py8kgkEpVKjY+PT0tLa2lpoVAoLi4uFhYWfn5+dXV1sbGx2dnZTU1NbW1teXl5MNvOzMxsb2/PyckBiSQmJga0wQQCwdLS0t3dnUqltra2JicnJyYmNjY2NjU1xcTE2NnZJSUlAYkCMjMz4+LiGhoaWltbCwoKSCRSZWVlc3NzS0tLfn4+5JWamiqGJ5A8MpkcDueb7zl/+yfnux85P/7E+epbzqdfcv77G87f/sH59EvOx3/mfP33fxt61dc3tnbTOibZ7Jrq6q7OjvFRRndXZy+9u7+PPjLS19bMik+65ek/r2HSctk0PyZmICSk1S+0w8o2VVUlWVWlUFY63tYuZXpqgs1msbEK3k1FL5diJyanB8aujYxPXJ+dmJoCxpzYVPAKsCabzWaz2EzMUun4+PjY2DiDMTo6Ojo0NNTf3w9a3N7eXpRBsQulPT09nZ2dLBarvLy8q6trYGCgsbGRQqFUVVWVlJTk5eVlZ2eDc0E4oCY+ISE+PiEuLi42Ni42NjYmNjY6hrsbGs7ZhjUAlKa4PMalPIyvDcTjBhCh4JHOgid4CwLdiB0dE8PdjL01YJe24EZteIqYmJhopK8Dvwp1/b/FGZk7Gqy3Iw2eg9lDgkNChH3LUwYCETv/Ro9/F+rYBUPJPy+w53pCMeGhwkLDwsOEHKe8I0RERkZEREb8EkA7LKJ94YpWaDVuJVvtfO77PCA08WdKX1Am8/oNAEgUFFRBQUGhoaERERHR0dFxcXFXr17Nzc0tLCyEDS35+fmw+6WsrAxWPWtra8sQUKlU2EwPblbr6+ubm5vRO3V1dfX19eCEtaGhoba2trKyEkgUPKrCCmJrayv4kmtoaAD/Nk1NTbW1tTU1NY2NjeD9pra2tqqqqry8vLCwEEZOcH4O3s5RxxFxcXGJiYnJycnp6emZmZmFhYWw5aa0tLQW8Z9TX1/f0tJSV1cHRa2traVSqe3t7R0dHa2trRQKBZivrq6urq6usbERvPQ0NTVByeEjpEChUNra2kC/DTUDulz4bUtLC/pDFDA9BfECCBV+CB9h52RjY6NYSGS8gmfzldh+pzi6YwzdMbrHMYrmSOpyJHU5RnY6hnc6hLU7hrebBbQp2ZV3dfUM9NEZI8MTbNbkBHt4cKCP3tPf1zs40D88NMgYGaZ1M5paRro7R2mdE82NIw31/XXU/samobaWgbYmenMjrb2jn5cA2WDEixgNbVojTU2ypibYLBY3ApPJ5PsJSpmo7e7Y2DjXbQMXI0OAQS4GBgb7+/t7e3uBO1HbXahrWD0dGRkZHh6Giq6rq6uqqiotLS0qKgI2zczMTE9PT01NTUlJTU5J5juLBj3uDXveL/dUGpjJYgAUiCVCuOL3SBIfn7C1F5JEYcCeG5y0ias7BDwOem4dV5CMjoqKjtoUDrhTcSHYCSOQMOARCkgkCEK+4olFQkvCO/pvnqYXhoHQ6XyIMOyQ5ncoB6CeyVB1FjiC4fM7E/8UiIuPj4tDw88E5DwlVDokRUZGYvg19OkqB1kQeT4Qkr7w2ftOgZ2U8wlnvyJAaxUUFAT9KiIiAjulS0lJASrKzs4Gbwmg2wSAY1TYAFpSUgJEBSgThvKtUSES5eXl6G5UcHQAw2ZGRgb4FUpKSkJHSHCuBDyalpYG7iNyc3NBDoBNq5CjoM92LGp2BhEpPCNA8hCLi40Li0oihiWGRiVHxqbHJuUkpRWkZZZk5VXkkWuLyupLKpvKa9qq6jpbO+hDgwNDgwODgwNjowzGyMjgwADcGRocGBkeHmUwWEzG9NT47Ax7dmZidmZiZmZidmZidmYSrmdmJqenJrjmtRjwmN3ygslkjY8zx8eZsJ2UyeRej4+Pj42NAXGiFwwGA4gQjHWHhobAO1JvL88EtLu7G2VQ2FEKXhpaWlqamppA0oF9RSCUlZWVkcnkgoKCvPx8WDHNzMwCJ/jgBz8tPT0NOQAOe9IqD5nxsh0fHWJJkct76NFxiIcrcHO1FdIwSE9Ph7+CEDzbbqvT7tBDZNHjdLDn1okYfncyRmNJQYiAAFP+rQUIHk7BDPpYoLNwQfFlU3UgkqqfBViFAZY4E+LjoYnRwwH5PZmlpKSmpKZCU8PFc/KRJpjXVtGwQJoeWj8RKpy7wBEV/dR1tdNZ+JPIZM8rC+y8HJ2d/0bAJ5DFxcWBuz4YHOAFB6dF4IQoLy8PdceD+vpB3f3wsSyKEpEo3RowLQZ3EMCjubm56AwEhpTNsRHp/yiPonIAFAz8RaCE+owQIR88O8rKysTi4mJTkuIz0pJzs9OLCnMrSsl11RWN9XUdrc10WsdAX8/IUP/46DCbNcZmjXE99Y0yRkdHRhmMUQZjdJQBF+BygTk+zmYxJ9jsCVC5orpXNjK7RMBneYtON3mnrNxZKZPJws4+sTyKmYMysCQ6ODg4MDAAilw6nQ52ut3d3T09Pd00WldXVwfCo21t4OyotbmlpYmr62jkUmlNTXV1NbBpcXExmVyMdUmVn5+fhznQDTxpZefkZPEiMzMTe9Ybl6tEUl1mZmYm8vPsbNRpF4+nLjRf9A56uhyKfAEU7Az5vM8FTsW4csPmYe1A4YIhDbmPBQ/x8xxNC9yfnpaWnpbGPRA+HfkknP6xv8VKMNhrocTAQxE/P1CyTEUkIZg6QLPyeWJ7Rgg6dXu69KG5sUC7MVrzqIzFLy/+r0Di1lLvbwRYaQyoCNoF27X4mhU9fRLLqXyECuwlyKyCEMGvqAcl7DiJ7VrokAhAvRWiAxTKo5Cs6Fkydq78s5IlFoJFKisrE8Ms+WYVFhaUlZVWV1c3NDS0tbXRaLS+vr7h4eGxsVEWsssEUbkyNwNznMUcZzNZLBaTzWZNTLCnJichTE5OIuZEPMAyKN/0VNhUlcudKIny8Sg6EwUeHRgcBHNt7GpoN0ad29XV1dHR0dbeDgza0tICB840NTc3cF3yNoBHe1hRh0WFioqKsrLysrIyrvxVWlqCdBroN6hHLiwhYSHIf0KAoUARUuS23f2p5UqsgInKmPBo8AjChmshyM3le5n5vn0OwCaIHfS3RCbPO/wLACWhbIxAhB0yoGV3MniRsdgigmAnEYwr9JxgLLDp8PVqtBvDg/AJi5mZmRkZmYJyz/9ECMq4ab89YCVv1IkuTOy2GFeEjC1C+8xORhjRQw1ft0S94GKHRxRwn08L/XT6518GQksllpAQn56alJ+dUlyQWVVeWF9X1tZcS+9sGurrHGf0TrGGr00zF69PrizNLi/OcMMC8ndhZnlhenlh+ub89M356eWF6eWFmZWFmZWF2ZXF2dXF2ZXF2ZWl2eVFgbAwAz+5OT+9ND+1dIMbbsxNTk1OCOh4+ddEsbNSoFKUTVEHvKiv/N7e3h46vbuHTqPRuru70QNk2js6gEpRNm1pbsYe1gZL8VQqlUKl1tbVwRo4iqrqaqyPR9TTY3lZWXl5+Zbaj5IS6HvFCEuhvQc8FJKLuVRXwtt5IH3IDrJEz2etwqCysrKiory8vKyiQpRKpLKyonI7VHEfrby8vLwMKT7Wh2dhQQGMr5uhgBvgK9TFNPejYOAmUlhYUFhUiIQivlBEJkOAuiLzkT321RUcDrCCzpOi8PkBy5dYnRW3qquqqqqqqqtErfoIWZzhBfa26LibTSzsJt99rLyPipLYChcxRP4PhaAuJ+83DMHSCut9wgVxPqn66YhqW23qE1EgOsqhIx5fhxTs4Sh+ybVSwSKJJSXGewTlmnqWmHuXWftW2gbU2BMpziENbuHNnqQ27+gOfFyXb3y3fyLdL6HHLxETEtDQzQ2J3Zs343v8Enr8E3r8E3v8E4QEP57Q7ZvQjY+jXS0aGGdNXpvj7njh0wALkit2kspgjAKrotNT0PHCcmlfX19vbx8Y8SLLpZu0iq6Ytre3Y8kVPVEV+BWOQa1HQKFQKQjA1qsWwVZNWFVdXVW12QxCKQzbL5D0uLZkFAyoVCrMm6kIKHV1VCq1raOrg0Zv7+rpoNGFhC4kCP1W+E962rt62ju72zu72zporR201nZaazutpb2rpb2rpW0ztLZzA3wF0dCPggESQaMJDx20to7uto7uts7u9q6e1raO2tpaqB6h3Vq0fLC1bPEEkUVA9CgDJYRmhQaFhkN7VMMOUf9MQDuM0Jt8wHZvtIej1Y6tFTWH6gAAIABJREFUKBEC+//hV4Fo5uMR4zBsJJyTardBHS92Emdb8I1122KH3f55gcILsSv4HCmHTkXSXdmIDdmwdZmwdZnQO9Khd6RDbuNCbuOC16SCbl0irl4irlwirkoSVyWJq8jHFUkCT4A4EJBoq5eCVi8Rb0kFCYRgbFiTCl6TjVjHeTAIV+kTU3M3blybm5ubnZ2dnZ2dQTCNgG9DKtAti8UGksVOW7mGvCMjw8PDQ0PDiB3vpi0SnzkSapGEPQ8Va5qELqxi6JafcTGT2kbRox9fT0D7QkNDA5oI6g2yRSSam5ubW1o6afSVtbtffPnfP2v4yy8Y+PK9uXq7vbMbPfVdsG533vUF5ZLn/nYJZgGFhGbFtmnbM6D1CdHS0iLiq236GKaT89U5lnGfC/gq8PkmLpjXz5r+bwd8PRL77qAvVOOO0bQ9mreC6M62QzxRt/9ZISZh26ad+tCo4LPL2Z9ezv5EMOhnfcwNmcjfzI/1Mj7Sy/xIL4M3wJ1MbpzNn2R9rJ/1BwhCs7ic/cnl7E+NCz7Xz/5Iyn24hca+tbIwPz9/48aNGzduXEdwDcHc3Bwf0aIUi7htQPmVO4vFTF4ZqE4YPZQNnbz2I3tOezHA7j1F6Ra78trZuXnkOMq+2JkuloZFj4DwFfwEEkGTRY83pwlDV1dXZxdtcfn2Dz/8i/O/F9//8MP80mobUj8iqlewkrd9G5+dpURkhM0CbVa0NaFf9ewY3SIhtIc8C7owwHZybEWhT7rl2PlseJ7DngCwAvETFaq5uaW55TcTmoWFlpat6g7b59FXqWMrdD4lup4QT9QzRb8I2DfiSYvxpBA7Y9tjkPcHzaSH6rH3BINazF0kbKhF31WLvqsatQ5/VaPWVaLuqkStq5CQEHVXNWpdNXpdLfquavRd1ei7atF31aI3eBKJ2RCakXrsPY34Bwb5n55zYzZ2TtxbX7158+bNmzeXECxisLCwsLCwybVYuhXKsogvpE1zJ6BYQTsm1BiYu/7Ku7UGURoPDg4ODiCz2/7+/r6+Ta9JfQJMjPIxCtGjJJ3eQ6f3gjcJSA34HV0AHkAwiMHAQH93T++djXd/bbL72bG2fq+L1t3bS9+qereq5K1eM97K32kzPQXPoVlgWxbacYgXwwLgiwCNzrtr+ufCAC/4fIRtWvY9bzzdoPlc8tr5SE6jddO6fzOBJix0d29Vd9g+j32b+p4Q/TvCAP/nrfHsnVbwfRGR3XOB2Fmbbt20R+ox66qRt/iCSuQtlYgVlYhVlYhV5fBV5fAVCErhK0qhy0qhy4phK0phy4qhSAhbUQxdVgpbVg5bUQpfUQ5bgV+pRKyqRKyoRKwoI6kJ5qUaeUstak0n/f1zLozWnpmHD9bX1tZu3bp169atVQxWVlZWVlaWESBce3NxcRHoFmVZINrr12/AdFaQYgW1xHDgDIvN4wICuy6L8q5Q9uWjYSxEjImCQGOOjIxgkx3FYEwY+voH19bv/dpM97Nj9fZdem8f1I9APW9T1du+coIctlWTbRthq7zQkqNtilqnA5jbYVwYhHaJ5whs9+OXODHWCf9DsYOh8tcu4vOGYD8WfKFGRhi8g5BwjD4VnrlLjkPYIZ7DOyASYmdtaJpX7ylH3lQMXeQLCiELCiHzCsEQFhSC5+WDbsgH35ALmpcj3pAj3pAl3pAj3JAj3pAl3JAlIHeIN+Thb9AN+eB5+eB5NB3FkHmFkBsKIQuKoQuC2SmFL2om3z/rNNLRd+39R/fW19fX19fv3Llz586d27xYW1tDiRblWizLCs5osfwKs1geXTHCsnwaY77VWSz78rkwFOLIUGCrDx89iwB29y0APQkHC75SDY8w/j+h0sGhYcEtyDupbcEXTETl77CxREBoRtiWxbqehtManggiuuVzh9B+jq2rX2zM2hY7HVyfYJx9iiR/09iqz7NYbCHvlTAnryLwhD1ranJyanKKP/yPg9gZa5pawppCyHXZwFlZAk+QCZyRDZyWDZyWCZyRCZyRCZyWDpiWDpg+5zX5tjPrbWfmcWfmaQ/2ea/JU+7sS37Tpz0mxD3YOL9paf9pnD83sjT8nDAjEzgtGzgjEzgtEzgtEzjDl5csYVaOOKeWcPuM4xBtcP7Dx+/eu3fv3r17GxsbGxsbd3mBZdn19fWHDx/evXsX+BV+giVX4FcsufJpibEUK3Rplm+NFjvBFcQMQsbz8/PLy8vz8/N8xLzztpmdnV1cXJybm5uZmUHTnxMAWrbRsfH/T6h0hDE6PT09swWwtT0/Pw9Nv7i4iKoipjDEMzMzs7i4OD8/jzaNaMbaltL4sDlgCCSCbVZsN7u+HdBoq6urS0tL0Afm5ubm5+dXV1fn5+f5+u3169dv3rx5/fp1qI1r164tLS3Nz8+jnWerTr4VeDo8ZhlF8KlF4Pr16/A+LiwsTE9PbzPcTk1dv35922hPja1YYWpqam5uDn0iaCn4+zOV5JcBbyedRvv1Vu/UVsPdTgHTFSTsBII98xmxs2yfHmJnrLtUYm/KECdxfkycPxpYOH+WlB8T5zeO82VKIUESz5TwHvfOX25iftw9+2nP3B8TG+5dSV1Ia74v6z8RVLoWXnVHxo99wZsp4cOS8GFK4pmXfMelfJlSftyA82NK+Y1L+bEgi80c/ZjSAWzl2KXT9gP0kZuffvz40aNHDxG8i+ABBvfv33/w4MHq6mpjY+Pi4iJ8pNFog4ODWMZdX18XOp3Fci2f0phvUovFogAWtgCVSk1MTKytrcXOiVHO5l5jKBwFfLWwsDA5OVlZWTk1NYXmwpc1X8FY7Ilbd7ah0h9//HGMNVVNaSqrps7dWHwWSvv4D58uLK3+9NNPz5IIiu+//37u+uJ//fdX28ZcWbvLYk8szM9vVfNoBc7Pz5eXl5NIpLCwsJycnNnZ2fn5+evXr6NVvbCwwGKxMjIyCgoKpqengVP52oi/yXi/wgphgndQyWyrJkabFRrx5o6xvLw8NzdXXFzc2dkJnXZ5eXlsbKywsJDBYGC7MXBnZWXl7OzsyMgIlUpdXFykUqn9/f0rKytCO/lWEOz8Qg0XsPKoUEAN1NbWRkVFhYWFpaamTkxM8DUNXEN8kEfLysqYTCY2GvYCG3/bAgiIJkLk5mvXrs3Pzw8PDzc2Nk5NT8MDDg4O1tXV0Wi0uro6wUcWWpInLcwviBvYjont0lu9WbxY5A9C+8d2eKIe+ETAvgJb9d7nCLEz1l3KMYvSBLaUL0PKbwwCzm8c5zcu5Tsm5TsqhR+T8h2Two9dwo9f9B474zLQMPLokz9/XdCxnky95Zl1TS+U6Z5x7bxL3+Dcx+ybf5TzHRN3GT3tNnrGjXHOY/SSz9gl/JgUGiBN33FuFkiOUr5juIAxpZgFcfuB/rGVzz798H0E72HwiBfvv//+/Px8YGDg1NTU48ePP/jgg5SUFDKZDLwLcd5999179+7dvXv3wYMHQMb379+/d+/e/fv3gWXv3LkDc9/19fVbW2BVGFa2xtraWlNTk7W1dW1tLbD4rVu34C8Q9tra2u3bt2EsW15evnXr1traGnxcXV1dW1tbX19nMpl+fn5MJnNtbW15eRlS5isDtoxT07PbUum33/49JjG9htJMHxjJKyqfnVt4avKbmZvPK6r4/vvvnzoFLL755tuUzILHH3y0bcyVtbuTU9MrK8si6h+wtLTk5+cXGRmZn59PIBAKCwtXV1fR2r5169b6+npjY6OPjw9IY3D/9u3bq6urN2/eRKMtLy+vrq6CKAYprCFAI6M3V1ZWbt68CX0Afnvz5k1oUzQmFmiz8nW5NZG4c+fOzMyMmZkZgUCADraxsVFUVKSvr9/R0bG+vo5Kk7dv315aWurp6QGhMzQ0dGlpaXBwcHJyEpQ6d+7cgchQQuh7KKDfQlIi3gisMMpH5ELlgJWVldDQUCKRWFBQEBISkp6eDj9EKwqu4eatW7cWFxe7urrm5ubgt2jdQtVBhd+6dQsShzuiZeKdYHV1dXR0NCUlpZvWffv27cXFpYKCguJi8tjYWG9vL1o2vgJDz4FuADWz9CRC0q+BZX6IeqtWITwP3ELDL4DnUmIREDtrQ1OKnscFMC/5jFzCM5Awegk/KunDuOQzKunDkPQZveQ9Kuk9esGLccqBXtF7d3T+o/MuvYfMu4/Y0G0Sp2sGHmoSGc2MR70zH0h4DGmHTbJWPl+4/2VC/Z1TLsOSPqOS3gxJb0iQIekzIunDzWIzRx+GlN+YYtT8aYf+Idbtv/z5kw8RfIDB7zF4/Pjxhx9+uLKyEh4ePjU19d57773//vuZmZmVlZUffPDByspKRESEm5tbcXExMCuZTE5LS4uMjGxra0tMTIyMjJyZmXn8+PHy8nJ0dDSRSKTT6Q8fPtzgxd27QjTMfLNeQdy7d+/69esRERHXrl3r6enJycm5evWqs7NzTU3N+vr66upqYWGhm5tbc3PzgwcPlpeX4+Pj/f3929vbHz58SKFQwLUmHo+/fPkygUAYHx+/d4+7eMxXBmxJr12/sS2VfvPNt/nFlX/+4i8cDmd4jN3aSV9eWUvLLkrJzL+5sgZx5pdWouJTO7v7m9u7P/r4Ew6H8/DR+1fTcytrG7/48ks0qRsLy2VV1B9++IHD4fz73//uHWDEp2QVldV89vmfbt3ZYE3O/vTTT7//8KP+oTEOh3P/waOElOzYq5nLq2scDueLL75sp/X97W9fczgc9tTc3PXFplaag7tfYmrOw0fvb0ulc9eur6/fEVH/gNXV1cjIyOHh4T/+8Y+NjY2xsbFQjTk5OT4+PhQKZXR01MHBwcjIqLq6en19/ebNm9HR0YGBgV1dXQ8fPqypqbl69Wpubu7S0tLk5GRgYGBERAS0RUFBAZlM9vb2DgkJGR8fB7EsMzPTzc2tsrLywYMHdDrdx8cnISFhbm5uY2OjoaHB09OzoKDg7t27d3iBbVZsx7snEg8ePFhYWPD29g4LCxsZGXnvvffm5+ehUw0PDy8sLCQkJHh4eGRmZi4vL9++fbu4uPjatWudnZ1xcXF37tyhUqk9PT1LS0s5OTlFRUUuLi5JSUnz8/OPHj1aXl4mkUghISH5+fkVFRX37t0bHx8PDg4mkUg3b968f//+Vmsu2Ie6LRIQJz4+vqOj49NPP6XT6WFhYWtraxsbGyUlJV5eXqWlpRMTEwUFBbOzswsLC2Qyua+vr7S0dHx8/MGDB729vVC3s7OzcOjVxsYGjUYrKiq6ffv21NRUZWXljRs3UHWUaKFEBECGAAdV77777sLCQkxMzOzs7NDQUFlZ2crKKrYvTU9Pl5SUsNnsjY2NgoKC3t7e27dvw9kYGxsboivk/7H3XuFRHem6sC/O/bk4/zl779mzZ8/sCYBxnPFEz5ztCTYOYPAYMMHkJKEcUY4IIaEsUEISkkBIQjm1ckud1Fmdc84557C6/oslsEyUELKZM7zP+/AsWquran1fVb1VX9Wq/r5BexhPa1UMmC8CzAf8DvBCSvwUvPbTvT2/TMLsODO57fjo9hNj20+MbT+5ym0n7n9yYhz+9+dfj//Hl70Vd1ZsTj9dZKHwLekN1OiKZY7M+nESom2Mf29BuvP4aPecZAApaRpiE7iGPyfO/teR0dVkV9MZ23ZidBucy2r6Y9uOj2w/Nf5OIvrH+wfHZulmo0ahUCgUCvkayL4NqVSqUCjodPrx48cPHjwI/77gp59+2tLSIhKJ4MM+xsfHCwsL7969K5FIoqKiLl++XFdXd/78+f7+/rS0tNbWVqlUWldXB5+qlZ+fT6PR+Hw+58lgs9lsNpvDZj+4fix4PB4KhYqPj8dgMC0tLQcOHLhz505HR8eZM2fQaPTExERCQsLo6CiZTOZyufX19aWlpRUVFdnZ2XCPHBUVNTU11dPTc+rUqZ6enpWVlUeze7RsGCyOQmM+U0ovl1WTqHSFUtXQ0jGHRDmdLjKVPo6Yqahp8PsDUpniRvMtHJ6Ewiyfj0tlsflms6X1Vjdier6+qW1qFhmJPEZKAQBanR67TOy409dzb5jDF9Y3tak1OhQWP46Y1Wr1zW1d84sYIoVWe+OmUqVRqbT5xWVGoxkA0HrrTt/gmFAkzcwrWUTh3G7PM6UUg8U9xfgP7EOn05OSktra2lAoVHl5eV1dnUQi6ejoKCwsrK+vT01NnZubu3r1alxc3NLSEpvNrqmpKSsrKy8vz8nJYTAYubm5sbGxc3NzJBKppKSktra2oKCgsrKSRqdduHAhLS1tdHQUPr9aIpF0dXUlJCT09vaSSKTFxcW8vLyGhob09PT29nY8Hp+UlHT79m0cDveoKD7qUO46IBAIlpeXExMTb9y4UV9fL5fLe3t729rakpKSRkZGuVze9PT0nTt30tLS4EnqxYsXZ2Zm+vr6MjIyWCxWTk5OU1PT8vLy4cOHr127NjY2Fhsb29jYKJVK6+vry8vLJyYm4J9J4XK5RUVF1dXVGAwGrthPbxpwyGftRodHAT91ZmZmXV0dGo2GzS4SiXp7e2G7paam9vf3FxYW3rlzZ3h4ODs7G4FAxMfHj42NodHo/Pz8GzduZGRktLa2NjU1Xb58mUqlVldXx8TEoFCo9vb2y5cvk0gkDoez+e5VIBDc7e4uvVpKplDGx8eLi4sZDGZnZ2dSUhKTyezs7ITr0qVLl4aHh3Nycru7u5eXl+Pj4ysqKrBYbH5+ATw+fpGa8ILBetyw7Rlt6wG/K3DXySeB89Tu+oXgtZ/t7X03CbP9DOIXx0e3nRjfdmJ828nx7SfHt58c33ZyfNsJ+Hpi+8mJ7Scnf35s4kf779X2MZAU9V/jEb88PfaLQ4OnS1AUnulv8ZNtY/yeOfGf46Y5MptAYSNxDEsr6t2XZn98eGT7ycnVRE7BKY+tzWLbifFfnBjddnLi7UTMj/cPIhZYdqtB/W2o7kO5BhqNhk6nJyQkTE1NMZlMNpudX1DQ0tLCYrESExNxOJzNZmtpably5YpAILh06dLY2NjCwkJycrJAIKitrYUHm+fOnTt06NCRI0dSU1NXVlYkEolwfRA8GWKxGLe8nJCQgMfjb926lZWVBX8eHx+PQCDQaHRqampnZyeXy+XxeNHR0QcOHDh69GhiYiKVSr127VplZaVcLicSiYmJiXg8XiKRPJrFo+XBE4jPlFKPx5uRe/l8bGpcclZ376Df75fJlRU1DfGp2QlpORaLbWERc6PlFgAgHA6XXqvj8YV8gfh0dGJ6TnFMYsbQ2CQEQY9KaSAQIFFW8orKzsWmlFffcLrc3X2DJPJKd++gXKGi0hjlVdfDUBgAUF3fjFkmqlSakvIas9kKALh9t394fMrr8ZVX35ApVE8vPyyleALxKcaHIRKJuFxubGzs559/fuTIkYqKCqFQKJVKc3Jy9u7de/z48TNnzmCx2K6urqKiIpFIxOFwzp0799VXXx05ciQ5OZlGo5WWltbX1ysUCiwWe+DAgWPHjh08ePDKlSt0Oj09Pb2vr0+j0fT29qanp/N4vPz8/ObmZrlcrlKphoaGPv/881OnTh08eLCpqYlGoxUUFNTU1KysrDy6SPFYh4qeBTgek5qaOjAwUFNTMzs7297ejkBMZWVljY2NsdnsGzdunDp1as+ePQ0NDUwmMzk5eWlpqb+/Pysri8/nFxUVtbe3E4nE+Ph4NBptMBiqq6uvXbvG4XCSk5OnpqYMBkNnZ2dOTo5YLG5sbMzPz8disXAoaC2e0iL4Twb8sBkZGbt37z58+HBxcTGHw1EoFOXl5Xv27Dl58uTx48cnJiZ6enpu3LjR1tbW3NxMo9FSUlJmZmbGx8fX2nZ+fv7SpUsIBKKurq6srKynp6eurq6np+ehMvCeF0KhkEwml5WVTU5ONjQ09Pb2SSSSu3fvZmZm8ni83Nw8uC6dPXsWiUTCZyj29fVdv36jpKRkbHy8qKiYSCQKhcKnWOOFg7duPgGP6Wy+xXX2j88D0ZO4SQif2l2/ELz2s3297yZht5+d+sWJsW0nx7edmth+amL76cntpyfhix2nJ3ecmdxxGrHjLGLbyckfH+yv72dOLst3nhj9wf6Rf98/dKYUTeWZPoxHtI3xe+YkH8SM0wSm7CbS/9zV+b8+u/3To0Pbz0y+fhax4zQCTmr7mcntp+9ncXpi+6mJbacmfnFibNupybcTMT/ZPzS1yHHaTbr70K6B5tvQ6XRMJjMlJYVMJptMJovFUn7t2s2bN3k8XmpqKhaLdbvdTU1N5eXlMpksMzMTgUAgkci0tDSBQACfSMnl8RITEycmJoxGo0ajkUgkD0WVH4owrwdisVgmk62srKSmptJotM7OzoKCArFYzOPxUlJSxsfHNRqNVCrNz8+vqakRiURJSUn9/f06nU6tVsMdSm1trVwuh4e3NBpNqVQ+CGs/mh1cYJlUSiJT1jMrLSmvZXN4wWAIAGC2WBtabsnkSqPZkn+53GAwLSxiam60AACgCFRUWsnlCdkc/uWyaqfL/VBSaCzhRnM7fM3lCRpvdkAQhMbiyyrrI1BkDonu7hu6dbvX5/OzONzy6huhUAgAUFnXRCBR1RpdSXmN2+0BADS3dQ2OTjoczivXatUa3XqklEymPtMrUqmUz+enpqYODw/j8fj8/HwEAqHX63NzcxsbG9VqtU6nUyqVbW1tBQUFIpGIx+MlJCSMjIzo9Xq1Wi2Xy0tLSxsaGhQKBQaDiYmJwePxBoNBqVTy+fz09PSRkRG1Wn3v3r3MzEyhUAhLqcFgMJlMAwMDSUlJbDZbr9fD9UetVjc3N2dkZAgEgofWKR5yq/TbkD0BCoWCSqUmJSVhMJiRkZG8vLx79+4xmczMzMzR0dHOzs7r168bjcaioqK6ujo2m52cnIxGo4eHh7OyssRicXFxcUdHB5VKTU5OxuPxOp2urq6usrKSz+cnJSVNTk7a7faOjo7MzEyRSGQymebm5mJiYggEgkKhkD4BT1qIeVSA4efNzs7u7OxcWVkpKioaGBgwGo1wSEChUMCumZ2dLSwshDdSCQSC5OTk+fn50dHRxMRENpttMBgUCgWHwykvL6+vr+/s7BwbG2toaKioqFhaWpLL5Zvtfe9DqVR2dnbBB/dTKBS1Wt3b25uVlSUUCPPz8+G6pNFolErl+Ph4eXl5VVXV7OxsU1NTS0tLXV2dWCwRiyUikfg75IbwaGUUi8USsUTymL7meSB9lFsP2SPccDe+Ubz2sy/63knGbT838/NTE784g9h2BrHt7NT2c1Pbz01tPzu14/zU6+emXz8/8/q5mR0XZrefmf7x4cG2cS6Wrv11FOKnJ2Z+cnTiYiVOqLTtSkb0zIoncIqdR+/dnhZwZdbLt1nnq4g7z03vODfz+oWZnednXj8/8/r56R3np3acQ2w/N7393NS2s1PbziB+cQbx81MTvziNeDsJ++ODI7NovsdlNd6H4dvQGwz6+zCZTCwWKzo6mkAgwFJaXFTU0NCg1+t7enpycnKqq6tzcnIWFhZ0Ol1CQsLExAQSiYyNjRWLxfDkT6VWNzU1paam3rhxY2pqSq1WKx+BQqlUPLheB5RKpVqtHhgY2Ldv39DQUHt7e1ZWFty2Y2JiEIgpFovV3t6ek5PT2dmpUqlaW1uTkpLq6urGx8d1Ot2VK1cqKys1Gg2TyYyKiqqurmYwGLDKPjYvGCqVkrpCf6aUOhzOnKKrD9YjnU7XjZb2m7fudPcNxiRe0ukMcoWqrKq+pf3O6MR0Ynoum8M3m611Da3Xm9pHJ6Y1Wv1aKb2YmNFzbwSNI/AForKq64MjE+XV1/OKyyJQRKZQll6rm5yehzPt7L7XeLOj405f481Os9nq8Xgbb3Y0ttyanJ6LT8vuGxj1+fwl5TVtnXe1OsMzpXSFRn+mK1QqlUQiiYuLGx0dNRqNo6OjaWlpZDJ5aGgoMTGxsrKyv79frVa3trZmZ2fLZDKlUgnvKa2vr5+cnNTpdHDsTqPR8Pn8K1euZGZkNDU1YTAYuVyekJAwNDRkNBp7e3tTUlKkUunY2FhqampVVRUSiaRQKNnZ2fn5+W1tbRQKRSKR3L17t6SkpKKiQiKRKJXKtcsWT3Lofbc+Hlqtlk6nR0VFwbtaMjMz5+bm1Go1XMmHh4eTkpI6OjqOHz9eW1vL5/NjYmKwWOzQ0FBqaqpcLs/Ly2tra6PT6XDbMZvNVVVVV69eValUN2/eTE5ObmlpSUtLy8zMVCgU09PTNTU1ubm5KysrsGY8BQ+e4tEFmgeA70xLS+vq6jIYDEgkMiUlBYvFTk9PJyYmlpeXd3d3S6VSBoORnJycnZ3N4XBEItHFixfn5ubodHpOTk5eXl5rayuZTNZqtS0tLfv375+fn2cwGAkJCUVFRQKBAB4MKRTfMq9coZDLHy6STPbwytFDUKvVRCLp7NlzNTU1crncYDD09NxNSUmRymQDAwOJiYlVVZX37t1TKpVsNuvixeiU5GShUDgwMHD69OnBwUENXJLvkoqNcW1lXE3gCR3bt/j0erCFUD0X19V1bwav/fzv/e+kErafn//F6elt52a3nZvdfn5ux4X5HRfmd1yY2xk1vzN64Y3ohTejkW9EL74RhfzZ8fEjhfOx1dg3z03tOI/cdmr6w6Tp9Ebiu6eGjl9eOl+O/clXA3+IHq++x+qaEWe2ruw8P7MzauGNi8g3LiLfuLjwRvTCzqi516Pmd1yY33F+bvv5uW3nZrednf3F6eltZ2beSib85KvRBZzA77Gb78P0OMAqazKZ5HL50NCQSCSCP5+ZmUGj0WaLRalUXr9+PS8vb2RkxGQyabXa4eFhOp3OZrOHhoZUKhX8RpXBYBCLxbW1tbm5uf39/Xq9/tG579OhfgTw52NjY/AqFA6Hm5iYgEV6YGCAyWTR6XR41ZbFYplMJolEcv369ZycnO7ubp1ONz09PT8/r9VqYT2uqqqiUqnfYDJYAAAgAElEQVTwVOmhLNZCq9XSGEzKyjOk1O8PoLB4k9nyjTJRaA0tt0Ynp5EorNPlAgAIxZKOO31tHd3ZBaXwtiOJVN54s6OhpUO8ZoetRqvr7O6ra2gdGZ+yO5xTs8iW9tuT0/NEygoAQG8wpmYV0hls+Ga1Rtfc1nWj5ZZEKoc/EUtk9Y1td+8NTc0i4WQpK4zOO31wjk+XUjqDudbyq454QLUG/kypVA4ODsLWUygUw8PDi4uLer0eDl02NTWpVCosFjsxMaFSqXQ6nUgkqqury83N7e3tNRgMU1NTi4uLWq1WbzCsrKyUlpbm5efPzs7qdLqhoSEKhWIwGIhE4vDwsFKpNJlMvb29+fn5w8PDBoMBhUIVFBQUFxcTCASZTFZbW1taWorFYg2Gh1cunu7TJ0Gn00kkkv7+foFAoFKpCAQCj8fTarVDQ0NMJpPH41dWVtbW1sILtAqFYnBwkM/nUygUeDKNQCCwWKxEIhkYGBAIBEajcWFhYXZ2Vq/Xq1Sqzs7OmpqalJSUyspKo9HY19eXn58/Njb2aJTom3DRI63mSY/54ElHR0eXl5fhij05OTkzMwPnlZubC0drtFrt6Ojo4OCgTqdTKBT9/f0MBsNoNKLRaPgXOvF4vNFoXF5ebmpq4vP5KpWqq6trdHQUNt2j+arUapVK/aTRyZMAt9x79+7hcDitVqfT6fB4wvDwiFKpUqs1HR0dcF1SKJQqlfru3Z7BwUGNRkNdWbnR0ECj07U63VNM8RJjtTVtGbRP4lbgfoXUbB1f+8X+/ndTyTuiFredXdh+HrnjAvL1qMWd0aidF5d2XkS9GbP0Vizq7Tj0O/GYt+Mw78Rj34pG/ujI6L9/NbozCvlOPO7tWNTPjk/924HRnx2f/OGhsR8eHt95fuGnJ6b+z/7hfzkw8sOj429ELbwTj30nHvN2PPbtOPRbsag3Y1FvxKDfuLj0evTS61GLOy4gt59f3HZ2Ydu5hbdTyD/9agy5LAr5Xbb7sD4OlvuwWq0+n89ms8G663a7nU6nyWSyWK1+vz8YDLrdbliP3S4X/EW3220ymRwOh8PhMBqNZrPZ6/X5/X6n0wlPfI2PA/wXwzqg1xv0er3dbvd6vXa73Wq12u12+E9OpxMeG3i9Xo/HYzab9Xq90Wh0u90+n8/hcOj1evip9Xo9fP+D276dhf7BJw9GFUwWh/wsKX0mXG73OGKmruFmXnH5wPC4//6uog2BwxXkFF7t7L7n8Xo3WZ5HQaIy2Bzuo+GKR6MX9w2+amSHw2GxWg0Gg8vl8vl8LpfLYDA88A4c5PB4PA8cYbfbYUfo9XqzxeL1er0+n9Vq1ev1DocDTtZisTgcDvjrTqfT6/XCX7FarV6v1+v1ms1mg8Hgdru9Xq/FYtHpdGt995BPH6p+a6/XDCJXx5FwbYfrtt1us1gsRqPR5XLB7cLv9/t8Po/HY7fbTSaT2+2GG4vL5TIajU6nE24yLpcLLqHD4YBthcFgrl69eunSpdTUVAKBYLPZXC5XIBBwOp2PbRdPbixPaSB62IYWiwV+6gemdjqdPp/P7XbDicCN9EFbgG1us9l8Ph9sT9jUHo/HZDLBnn3gDv39lrh5wCWBs9PrdbDTYXc9qEt6vUGvNzidTofDoTcYzGaz+37L1cOxtO+M+m+o0+mfTb1e95gn1q8xn+FxFXYzeKSGGNfwhWXxDe/XyS20+mvb9g+8m7qyIxqz7dzSjgvo16MwO6Oxb8Rg34rDvRWHeyse927C8i8T8L9KIryXTHwvmfReCunXycRfJ5N+nUL6TQrpNynk95JJq39KJr6XTPp1MunXyaT3kom/TiK+l0R8L4X4XjLpV0nEXyUTfplIfCcR/07C8tvxy2/H4d6Mwe6Mxu6Mxrwehd52bmn7edTbqSv/dWh8iSCBgh7HI7A7HHa7w/4IbHa7zWa3PQKrFebjYdk4zDDNMF8SfDOk4HB5m5fSQCDAYHHmkSgcgeT2PGMz7ZOgNxiXCWSb3bHJwjwWJCqDy+NbLC+PC14wnlIDv6m9MC3fcJ2wrOU3X/8mfR6PNzIyAr83CQ8En6OlfKvVvML3h8eG9NaBrS6X5WFavsWtwFY/Eiyl9Nej8dvPY1+PWt4ZjX8zhvBWHOHteNK7CaR3E0m/Sqa8l0L5TSr1t+krv7tE+/0l+h8yGb/PYv4hk/5+JuP9TMb7Wcw/ZjHff8AM+vuZjD/c5+8z6L9Lp/02feU3aSu/TqW+l0L5ZRL53UTyuwmkt+MIb8YQ3riI3xm9vP08dscF3NupjP86NI4iSUHY53K5nE/Go0K7KrdPhs3+GLl9OqwP+NLDZrNz+YLNS+nLDxKVzhcIH4Qrtqbdfc94ip+fNDrcaN1+fIW3Wl0uVzAYDIVCcLBnkyk/ZSz7Ct8BXlR9tFis6x6tvTywrSU8fNw6vLZt/+AvM9g74yg7ook7Y8lvxlHeTqS+k7TybjLtV6n099Lov7nE+G0m8/dZrPez2X/M5fwpj/N/8zkfFPD+u4D3QRH/z0X8Pxfy/1K0yj8X8v9cyPugkPdBIe+/C3j/nc/9Uz7nj7mc93PZf8hm/S6T+dsMxq/TGe+lMX6ZQns3eeXtROqb8ZQ34sivXyTuiCG9c4nz08OTKKIkEvKuSuYTVNP+BNV80gz1W8173dK4Zvz+2Or1UgAe01ltNt4/i5Qy+AKR1Wo1m82Whwebj4x2X6L4wbrwJC/fr5JbK6XfaiM224YSfXwLssD/vsL3g01WxrWzxpcG1nXTZrHYLFabxWqzWKxbN9+F8dp/fTH8yzzFzjThjiTezhTBm2nCtzNE72aKf5kteS9X+pt82e8KZH8olP/xsuJPJcr/LlV9cFX1lzL1365pP6zQfVih/ahKt6tS93GVbleVbleV7qNK3UeVug8rtH+t0P7lmuYvZZoPSpX/94ryTyWK94vlvyuU/TZf9us86Xs5knezRG9nCN9MF7yRyn89hbctkbMtkftWruKHX83gqCoAQCgYDAWDwWAwGAg8xEDAHwj4A36/3+97iD6/z+fz+Xxen8/r837DtfB4vZ7HwL1Ouh/wpYHH43F73EwWB0+ifd9Kt+VYJlJZbJ775fLAC8OTah1cbV9+erxPa0qv8I+KdXePW88N4n6d3Gq89u5XN/6UPvn7xNHfxY/8PmH0/cTRPyaP/Sll/L9TJz5Im/jLJcRfM6Y+zJz+KHt6V870J3kzn+TNflYwu7tofm/Rwt6ihX3FC/uKkV+ULH5Rsvj3ksW/lyz9vWTx7yWLX5QsfVGy+MXlxX3FyL2XF/cWL35euLinALmnYHF3AXJ3AfKz/IVP8xY+yZ3/JGfh4+z5XVlzH2fP776M/SC6t38Cx+DwqUzOCpOzwuTQWFw6i0tnc+lsHoPNY3B4TA6fxeGzuHwWV8DiCdg8AZsn5PCFXL6QyxdxBSKuQMwViHkwhWKeUMIXSvhCiUD0gFKh+D4lMtEaiiXydVEqF0vXd+dGKHqE6/mWRCrnCcSLqGWJTPF9K92WQyyRL6KX+ULxVtj/5abs5ebGn0i6Ve3oFV8A/zG8s97K+WjX+mL52vjszNgUYnwKMT49NT6FGJtCjMHX01PjU1Pj01MT09Pwf1cvpqbHp6fHp6cnpmcmp2cmZ2DOTs7MIuZmp+bmp+fmp+fnpxfmZxbmZ5HIuUXk/OLiwtISErW0iEahsGg0FoPGYbDLWNwyDofHLROW8YRlPHGZQMQTSQQylbSEI8yj8QsYAhJLWMQRlnCkpWUSCk9C48loPBlDIGMIFByRiiNRcaSVZfIKnryCJ9MIFDqRQidSGaQVBmmFSV5hkmlMMo1FobOodDaVwV5hcGjMB+TSWVw6i8tgcRlsHpPNY3L4MFnrI/z1dd78HZDB4q3nqKD/NyCVKxls3vdu841QwOL+45Aj+G7MwmTzaEwu8x/Mlf8sfOWdDfG177tX/EdFBIDIs+96hVd4hachHIa+7yK8whPxyjvrxyspfU4EAkF/IPh9l+IV/jGgWeln9cey+uNYA/EvNftjWf1xWvrQd2MWCIJ8Pv+DU51f4aXCK+9sCK+k9DnhDwSe7/iCV/hng4rSQ7n5FwvxoI1yxEY+4qAcspMP2Ej7v0Xyfjt5v52830E54KEdtpG/J1KOWPD7yTf/ql7p/w4sA0GQ1+d71Vm/nHjlnQ3h8VIKQRGzxa7RGV8YtUaL1R6JPCYmCkGQze6w2+EXXBwOO/x6qEOnN2vXUme2WB2PTeF7gd8f8PlfSekrPBv07qN2ylFgzAD6S0CfHlLnRPRXgKUUWK8CSxmwlgFrGbCUAWs5sJZBuit2YTrQpQP9pe+Hhgwb6RD97onvwDIQBHm8rzrrlxSvvLMhPF5KjSZrYkbFlar2yuu3N8b6rvrmuzdu9sBsaO1taO1tbOu7WtOenFNld7gezcvucEanlR04X3go+jLMr6KKv44tKbjaWHytqai8qai8qehaU96VG6m51U7Xc56/88Lh8wd8Pv86b/Z4/QqNSa42ytVGhcak1lng6ydRrbMoteYH9ztdvi19ln9aBENhndGm0lmej2q9xeF+tmvodw77OGeAKhXIk4HqIm75tkjrcbk9JqtTrrdKtVaRwioUmil8A5lrwtENp+LjwpJ4oEwG8u+DqlQv8xT97rHvwP4QBLk9vvDmOmuzzanSmWGPKHVmpdas1JoVWrNCY1JoTHKNSa42qfWWQDD0oor9JPgDIa3B+lBJlFqzQmtaLYzaJFMbzTbn5vMKBJ+dl1xtMlocz62FsHdeSek68XgpVaj0pdW3/IGgRKkXynXrp0JrwpDEc2guEsebx3BnUeyZJdbkPN1kdpbV3DKYrI/m5XQ6v4oq/t9/zvi3D7N/8GH2Dz7M/v8+uPTGl8VKlcjtUNksCptF4bApTQZpfmmDxbolZ9E9B3z+gHfdUrpMFVy/PTM4TRycJvZNLrf0IeHrx3CGODhNvNmHvDOKhT9p7pm7N4mFwqGXZ0a+pdAbnWKZaf336wxOqcLy7PseB6XO3NqPRCzRHsvJJdrk0so3XFyZWMPJJdrdcVzPODoUDESe2t3Q737tZZwCimQgTQTKaAy6U6gJaPQertBC5mqWaZpFvHYKLeue5vciJMNo5eHo2LA4DsgTgfT7oCLZQztB7z35fCbdECKRiMvt3UxnHQqF745hxxYosL8mFlfGkdSxecroPGVknjwySx6aIQ3OkOq7pieQFJ9/a4ekPLH61sDiNIo2h6bNoFdmllamF6mIRerkImUCSR6fI4/NkfomcddvTwulyk1uWxTJdLf6kQgMZ2pZNLksROCEkzjhBFY4jhWMYQSjKP4IStA3x6jtmKIwBZFI+DmygDbtnX8qPF5KlWp9dUO3VGXsGcdiKLz1c2iWuD+67ke/yfzP32b8x3up//p2wv/aefF//PDEHIrV0Nr7JCk9ElPybx9m/ccnuT/6JPdHn+T+69+y3jlYolKL3Q61zaK0WZQOm8pklBWWNb08Uur1+jze9bbMRQKHyBDD1/5ACEuXPv1+PEOqM68+KY0tLm/s9rpdL6pOB0MhBk+Oo/KXVwSPEkfhm62PCR58Z5jHCPcca7/ZTWq9S2p7Fm92k45e7Gm4hXm+jkmiNMxgGRv91oPN20KZrri2026zhsNP66roPce8tJNAlgikcUAehUE2CVVOndnOFpuoAjOBrcFR1LMEzQhWM4HR3ZtXHY2OgUSxQBYPxAlAkwyMKcCYAvTJQJ4AxPFAkrAOxgNxAlAlAU0iEMcD8Xq+cp/yJM/KcXrvqeew50YBQZDT5dnMNlF/IDgyR36m7xFLtMZe9Mjsssu1hXWbwZPjVwRBAEw+YPEDix+Y19IHrAEgN/tudC90jWCJmzuYjCNUY6hi4FEB2RyQzUUksyHhdJA/6eeN+bgjXtZQgDNo5cw03Z3rGMItYEmRyIaNvHnv/FPhiVJadeOOQKoj0IUbSg5H5U+hV85ntu78a9Gbfy14/YPcn79/6X+/EYvEcm7c7HmKlP7gw6wffZL7n5/k/ucnuf/2t6x3DpYoVSKXXWU1K6xmhd2qNBqkD0upXzzSUZ2bl198rXaU8WjKEYeGNte/pNyaBU2P1+f1rPdnT5aI3OWV+z8R6vahqeKn34+hiZW61SfCkJhZVxs8LucLkVIIgvRGc8OdGRSRi6Xw1xJD4WMp/H4E4VrLiFytf3ZaW4MFrPijr5pqmufLr89euzEHs+LGXEXDN3zw+fW2xb+fvlXdPB+J+J9j1i5VGaYx9Cf9NRIBUARAUCQMgXA4EgpDoVAkGIoEglAgCAEA6FxZcmGt1WJ+hpT2nfDRjgeFKS5OOlCcxcw2qYxBlcE9RxKPYpkDiys9c9zbCE77KKdpRHh7Xn4kOgYSXASSBKCM4XUfqk/fU5S2p6x4P5WcACTxQBQPxPFAHA9Ecd++XvvfeKCMVYx+Pdd12iaGv7XmBtGD/67hg3SkCR7K1/R7ZzZqzOcABEFOp+vp1ns6/IHg8CwpEHhi8BauE6PzFBpfNzBLbegadrsf/hH7FwUGX4Ff4avcYF4aQslXiVaEUMowWhFGKUIYFYTg2HsQRJHSXN4ytIgjPndeHJEKRVcCXp91IsO0VGeYq9TNXNNOlaonL6vGi1RjBdqJAsFEVe8YRqKxlzUPjUwvgg02kMd6R4m5U1dzrWmA+tQgtZs7i0CRFeuYaniFSzOLOMnLsm63CTxNSoUyHY7K31ByiwS2VGOh8eWHYuve/LDkrQ+LdnyQ84N3ExeXeddfrJR6Bf1l+akVzXd7+wZGJ0nyR5tHREXuzDxcvLw1Dcft8bk3IqV42n0p9fjRVNHT78esiBU6G3yNhqXU/WKkNBgMyOSqnjHsk24QynQt99DNvTM8kXzz2T0HdAYnjSkDYTeAfAAEHscgAAEQ8YOIH4AQX6Qmr4i8HtcLl1IQARAUgaAIBIEwBELhSCgcCYYiwVDEHwhHAKBzpImF1VaL5RlSeu8kxDwqwOaW37gJCWMJqPakq/0XMmpOp1V8nVJyLPXq8bSq4+mVJ1Mrv06t2nW25PPjZyOCGCCKB5rz/Rc/ij67917boc6cT7MuHdVI44AkDkjjgCgOCGOBKA5I4oAkDojjgCAWiOKAGGY80EVjSz/LunhQLkkE0jggjAXC+3eK4oAg9huKYr9JRBgLxPEe8tf0/rMbNeZzAIIgu+MFSGkoFPb5/GK5RqrUSZVaqVInVegkCq1QpjaYbQCA4TmKTGWweCM1XbMNXYOe5/3Jo6eDwVfgqTyVGyzKQhhlCKMIYZVhrArCqSGcOoJVhXFqaIpr75nAAQCW2cbsyg4kBv98ARWOSIWiKQC/34S/43S6fF6PDz5d0u3xebxejyfg9+n0pt5xLACAIjTHFzX2jEw/fSXiIYQf5x0jqy3qb/vy+thPlUnTcGZSSRPW9uxMrIjL6UVV8+b1F+tlxXNKKRR+fL+1SGBzJVpXAMwss744X/HWh5ff/Gvhf/4mDYXnX295mpT+618zfrgr+0e7sn+0K/tf/pLx9oHLKp3M7dHbHBqbQ+Nw6UxWZWF5830pjUimbpZd7WB9y59+/lxb+tHjp89eukvRAwD09N7i8xUkLwDAgmotjTlyIjqpbEEdBiAkQg03XcpMr7qzLHdosS0J5y/mVCC0a9IaH59sbG5pbGq5XHIFubT0aLE9Xp9r3VKKo/K7xnBYugRNFSFJgrElFooqXKIIl8jCRbIASRIiSYIFkmCByJ8n8ucI/MG5lQkUaxbPnScIKlpHc681vUAplcqUd0cxELTGgZFIJBKBIhEAAI0jm8IKOApLVsUtjlDy4BZ/IOj2bNVS081u4lcX7qQWjnu9fm8ggGdIkETeIom/QODOLbNnsCwEmj6xtDK2QBmZIw1M42UKdQQKRyKRB9Gn5+uO10opBEVCISgUhkIhKBgKB4OQPwiFwlAgCHkDYW8g7PWHPP6Q2xd0eUJeXygCAI0jTSqsWYeUngbMw1xM8fvRlOs3O82sAjIiCnXv6+Whk/ihU/ihU/ihk/ihk/jhk/jhk/ihU/yFaCCIBYI4oDo/nPhp/fVTEVW8YeyrkqKvPdqLzNaDDXGfpuV9xSBeDNNONJ/ddTL684GRC0ATy2zal3Xqw6gLn7b2XAD6i6TKz0vSD2klFxA5n3XdvQCxogjVnx078Elz60mfMh7wY4Eo1rkS01l7vqXizPUrX1/J+EK8cAbIEzykr+kD55/DnhsFBEE2x6Yqtj8QHJolBYKhcDjscHrsLq/D5bG7PHanx+70WB1ul9cHABieo0iUBg8EmIpAaSui6c6wdwt+SZfBVyxTuUo3mJeFUIoQShHCaiL3MNzCa9e756hYDcBqAIJj75nERQDQucAUUXWp/NYCGh+BNlx7OSLVEk0OuH1GbFswGAYARACAAAgDAAEQAiACgMXh751YDkWAwQ2myeoT6VXdQ4hQaL1vwz/BO6ymc3kzGo+WNd9bXFF9veTUsWNZnVhTAAAATMLJK8dOnrqSl3I8rrl3xQ1AyEZoio8+mXp1gGIDwIpsaLzbWJOcEnMmPm9QYFLjb8f+5S8f7T6Q3UOy/4O/pf8cUhqgIIb/cqirk/2YZctFAlugMLj8QG0Njywx9p679s6uKz99PxtNEFxvufskKT0ae+VHnxb81+fFP/28+KefF//o04L3jpRJuTSbgmOUso1StlnO1ooYBaUNltXNb4qB69dvIdbO7SJO7lRFQWrHIl+w1ByT2Uazewzs/uLzFbRIxLh0I+dyxTyJTxsojyqZtESCzL68Y1+m9zMMDh+nLSq7cZ6mMzrXBokMBkNxSemhw19X19bZ7PZHi+1ye9e/nRhF4i3gOQ63z+7yaoz2BSLf7vLaXV6702tzeq0Or9XhsTi8FrvHbPfanN45PI8t1lkdHpvTO7ZAzC5r3DopjURAJBKBI5kAADpHNopkWwMAyzYml94UypTwTXOYlb1nS0ZniaFNzCGeBJ3Bvv9sZ/8oIRjwqI02HF3qcPscLt99E3lsDo/V4bbY3Ba7q28Kf2tgkcsXAbBZg6yVUoHcgmNoCGwNnqHGMdRYmnKRIjfZvAyBfp4oXSBJ5wiSWbx4CiccR/G0JjcAYIUjSSqssVqfJaUDpwHzkJRw+YNE1s8OTyHuZQHzaaC+uEoNzBigvU91zKqUas5PpO068OGfjx35KPbcPiTuIjBdRBd/fPTAnqnZaDc7auHyR1cqjvQU7im6tF8gTAxRz1IGvx6t35d7er9cfZFas/dK2pf36r6823BUxY21zBwuPbp7eO6chX4xIooFglggjA2L4uhTUfHR+w8f+HCk5SufIAaI4j3ko/ShC5u07XoQhiCLzbnJWenQLMkXCEYikUAw5L9PXwBm2B+EAAADM0QSQ0TmaUewso4pbtzlW/XtfW73C56bwlIqd4FZaQgpD6HVkSGSoqpzeIKlr+sev7vIxOjAJNd5ewSl1pnnSLIRtKyud/l8ZuUilgBt0AgckWqJpoDYvQZMqz8QgAAIQ5EQBAdOoGAICkeAyebuHEJJ1eYZknwYK68doP71cHLv0OQ6DR4OQxb7w96BApS601kTSrscd+PQn0/WLggE+Jtnj+QMip1hl+xuWXTZAEcgmCo4fTyvj+mBfKjGC1c6p3vqLxeVdssj9v6ko1/ENtM5zJna9JOZg1qHaiArMau4m250hv7Bd1VuWErDRknVpfz/8au8470C+yMPP7/MnMezCAzJ6CKjZ4aeWtbx9kcJP/9TLpooepKU2m22M2k1n+TM7Mmb25M3uydv9tP8hYPZY/NHDuMOfoH+aj/6q/2Yr75EfvlFVlKhzQNvmpX11dS0jgjWJBNgDtfmpdySAwCAsPlsyl2aRsUeunyhlgN8yPKsq40YLwDAhiw9mov2eJj3Kgty+1QAAKAfvZaRUjssN7geWm9RazSNTc1PqnYut8fhXG/seInIJdBWhd/t9S9RnrgCDVsURRHKtau2QhFZLzbA+y0phXV0NYYJz0rlTX1L03hh/yK3tH3+y+g8qUIDhcMmkxmBJF64VMeXbMlJv7GZQ6QVQQQKqPU2Klf5lDsRSzTUiryucwJPpGxyG+Q3UhoBVodPY3RpjS6Nwak2OFUGh1zrcHmDerNbqrZJNTaJ2ipWWYUKK19mtjr9kQhYgWelz5TSwbOAdZiHKXj92Ex6aZOBmqchp6gJqQpCigKfqFhOlOMSJbh4KTpWioqVouMsK6lAHAdE8UB3YTj50/Ly4zpOjLT3YHHsfqE6Bn9ld3H2EasmGXBPXPnsg0Nf77pw5K8puQe5tATD5KH8hI9PHv7r11/uJgpiOM1/P/Pb35+5fEQtSAG6eB/+RE3Mx2WNJ/Sc2NUQMRwQViWgeo/eu/ElUMTDcWAP+Wv6UNRmDLtOhMOQ2WrfpJQOzhIDwbDb6+OLlQKpWiBV8aUqvlQtkKo5AplaZ44AsETiV9wczr7WllLSmHWtNaOs+WhC0fg8+sWe/sngy3FUrtQJpiWheVkIpQF3FjlF9V3TknBte1/pterOBc4419UwgMm/fi/uckt8yc3E0rbY/LqY3Eq90bihvDgi1SJNDjG7jagWfyAYjqwuQITur+WHIOD0+G8PY0obejPLmzNKG9MKymOyyy5klGu069oJEQ6HH/XOqpQqbBJUe27MdVYEACBvv5h6CyPTyhAlpy8v+wAA9sni7JpuqjnEuvbF3kNnYi6cPJxyrUccto9kpFYP8AAAFkZv3ulqHggt1xdVNmNflt2km8BGpRQSY1HF2Y37U2pfT5ihP6KlXLG6rX/2WnNvZllLbF51fH7N3y9c+ukfEzAk6dOkNL12d8HCvqLFfUXIfUXIPcXow3mTM/v2oT/btbjn08U9ny7t+WTuk11ZCfn3pdTL7C5Lz+rkfxMTCAsRDblp9XwAAGCWncsc4hs07MHLF2rYIEC6nvT4xPkAACAASURBVFVwfcYLADBMZpwopfq9jHvVl/P7ZPe/LBuviL9YTdvIBiWny213rnc34NptRw6Xb5G8OgiIgEgEikAQgMKRMNwSwhEAAJIkkKjNsHQilxlbIaVh6PGdiN7suj2EzCi7eTGnNi7/+rGk0oSCWhCJBAMBCoN/MrGio29mK86muJgxRKQKAQir9TYye83v20TgeTOAoAhc5Akk1WBxLnO0l8puLhNIm8l07axUorZReToa30Dl6ag8HZmjwzPVZpuPIzFhVhRYuhKzIkdT5Ytk6TxBojN7IhFAYa9vVjp0PsI6Sp/PiC9s9AlSlxA1zXfxo1PEvmni7bGlOyOLtwaWmntmGjsnGtsnS6qHsvKLIpIEIEsChuih5M+a2y+AYCYgHrt8/NNFbhyx7POreV8bNamAfbL84K6ehQRgSwOmNIA6Epf8JZaSCPBH0g5/vsyPZzXvTdz9t/iCA7PzsUCTDDSpQBeLyPgkveCoUZuy+uqLJBFIEoA0AUjigCgO8GOAMNZD/po+cnEzhl0nwmHIZLZtJs7hDwQHp0le3+owGN4pFo6AMAChQMjGZDhFwhAAIQgEgpFAMBIIAX8wAgBo759q7x0Jh15kTabzFDgyT+IEE6LQtDS0qAXts4wLKbnt4wQ0kd7R2XXr3lT7LGeM752VR6YlwRlJaFoaVln92WVNApEkHN7Am69soWqRqgzRu/SoZr8/GIqAYAgKhKBACPIHIX8w7A9CvkDYH4x4fSFfMOKyGGi3EtRsbE7NbQ5PsJ68wuGwyWJ7pG6zm87lz+ndUtSt4oQmTgQAIO2MS+/EyHXyqcITmfNOAIDxXnZS6d0Vs49ZfTymh/8gBeXd1EtNY4IwAHpGX/G5Gg7wIq/lVt4k/z/w4vwGpTTkGOoYSOjjEWcGf/txbTPb+cze/fbQ5L/86gKWLKt/qpR+lj+/txC5t3Bhb+HC7qKlQ7kTs19+idn76dK+PUv79qD27Z7f/WlWYsF9KQXATL9TkZNTXnezte1W9z2M2B3Q0m6Vx2dfbmktS4upnFT6g/qVrszDRYQQ8AqGr2Snlle2NBWkpnXR/cBP7rycmdIpAQAAE2X0XmNtWX5xu2AjG5QcTrfNsd5XrR+SUiRpVUqhCIAikTAUCYcjwfuRGQDAAlEgVpngOrywTH/xUjqGgSLA6wsKpUaWQM0SqJl8NYOnonOVDJ6KJ9YtEYQTSK5QYZtCsZOLrwMAICg8PIX7+FheSmHT+qfj68cDKVXprSS2HAD4pZPIg+AzvJMWADCOpNidXjcAk2R9dlUXmfbkfUPPwhopjejMbpHSKlHZxCqrUGkVKiw8qcnm9Mu1dpbIwBIbmCIDU6inCbRUrtZo8UIQoLDXNysdueCjHQ/wku2MdKA5PzR4jS4yO1xhld7NV9rYUiuNb6PSjfMU7RzJiGZYj0THhKUJQJUGbLH9cbvOHP+8uf5QQ+bnZRVnHL6ExYLdOelHtfoMoIidL/3kTPQXrRVHFmZiw5Kzl5P2lBYcaC385ODu3VhJEqny8/y0Y4yFY+Wpe9r6LtjZUQtNX11J+7y29qRekw5UKUCRAhQpQJ4M5ElAmri6s1cc76Eeo4/GPLdV149wOGwwWTctpUSfP+QLBDUGi8Zg0RisGr1FY7QpxEpmTx9valqpNqp08EEcVqXWrDc5AQC3+qfbe0aCAd8LfF2bzpPjyFyhA4wIQwgJNKcCDZO0+OQMElPk9AebW1oYXMHSirBmmDzM9c+rwbQsgpBGFBZ/TnkTTyBa/yomAIAtVCFXFEFap36pyecPhCAQCEVgHfUFIG8g7AuEvf6wLwD5ApA/DDx2K6Vqr5w0nlt3l8XhrSevcDhsMD/8opeO2njmL3sLRym0ucbM09UMCAAgbDoV3TCr8LlkfVcunM9oahuojvr8y5zbK27IjmqMO5NyrbWlb4GiCgNNV1RMZR8nDICW0plx6DINBFm3CuLOJbTjJJ4Xv3D0nWJjUupSMTKz2muEEcBZ2nfg0r4useNZz9/WN/qDX0dhyfL65u4XKaUAADtnrKvu2rXK6obWGa4TAGAVYG9fK6uovUPV+gAAbj0HM0nQBAEAYSlqtPFqeX3buMQLAIB0HAIGxXUAAIAO3dVcUXtznP2Ysj0FNqfLsu5TS9ZKqd3pXSDyIwBAERCGIt/sCw1GgqFIIBCGImCOyBcpjKEQAADMb8GstHsUE4Yibl+QL9EzeWrWqo6qVjhKKktJZikoTDlLoAsEweQiM6GgFgAAAOR2OeeWSHLVlrwn86iUwjOMyOrrKJFQOBKEIgCA4VlSx8BsVcfklZuIk5n1xxIL2PyNvbL1AFKVYRpNh/NSGV1cmZkvt/BkZp7UxJEYmUKD1eEXqywrPB2Nr6NydRSOhsTW4BkqvcUThgB5nVI6Fu2lnwKyBCCPB9q4e30lJI7GYvPLFHa21MDgGyl0I5qqGcfKp9CqYZTiaExsWJ0C9JeAOUU8cfLWlQOVlw80NZxSqTOANVUxexaHiHHpLwFjOiSIHqo+WJb/1choTMibJh083lRyoP7OSdzts1p1mg51Djt20WfPUI4dvzMYZWFFj5bsL7t+gs5MBaZ0oL1PTTpQpQJFCpAlAUkCkCZ6Vo7Tx+Kez6QbQjgc1hnNodCmpHRgmuDzhzzeoEJthA/6UWjMcqWBu4Diz8xwZma4yySZ1ipVGiQKg1huUGltAIC2e1MvXkq5chyJw7eBQUF4Qgq6CLr6uzNEttQLgSU05vTpU3Q21xmKtA3MZjbNNi7pR4ShSRmQmnw55U38DUupEkmVr0qpNxiEQCC4qqO+QNgbCHsCkNcXcsMMAKfVSqraJyGM5dT2rF9KdUbLQwMdDXHoVltLzzxdKWdgZ1dMEQCAjTEzT5M5AABeNel21bXK3r7R/hkWTx8CADh4Q821ZaVNI2hJCPh48wtUgTmy2jnjdQCEdLSRW2Xtc3z3lp9GtbXYkJQGWRMDuxMR7AgATsGl+OKfZGHUz9oH19Y7+u+/vYijKJ4lpQt7Cxf3FiL3FiJ3F6EO5U7Offl37N5PUPt2o/btRu/7bGH3Jw9L6fcKq91ptj5mO9Jj8bCUEvirChGGHkxGA0HIH4B8gXAYArN4nlBuDAQjEABzWNoWSanTHWDwNFiqEElgI/HsBQJ7gcBewLPn8ex5PHtumYVA0W/eQ5Y09E1j6OOLFKlSt/kCPAnfklKWHNwfasBTdngzRSAUCYUjMrV5YZkxPo8bn8ctLlPyqm619Yw+xx5IsFZKAZCq7XS+gSE00AUGGk9H4WlJLLXR5uNIjTi6Cs9QYmlKzIoCRZEjiRKt0RWGAJm5vgDv+EUv6zSQJwF5EjAm3L5TsExXynQ2DF2FpKgRy6IxpKh3RtQ+Ie6ckHVPKQ9fjIP0acCcAQyZwJUDArkgkAt8OaufOLOBMwsYM4AxA1iygT8XBHKBMwvoM4E7BwRygScHeLOBMRM4soErCxgygCsHuLKAJQv4c4EvB1gzgSFjNQVjBjBkAF060KQBZQqQJwFFkodxkj4R/3x+3BDC4bBWbwqFnr8T9QeCA1MEtzcACyIEvwoMgN/qMCEmIMK8EzNrxKJ9bl8AAv4g8AeBNxABALT1bYmUYkkcrg3cE4A2nLq2ewq9IhDqnWqz4/btO19+sQ+JIRI5cjSVXdZ451h6Q1ITrmvFJbcEn09KFyjyAK1Tv9Tk9QUCIQBHdH1+yOMPe3whty/s9oZd3rDLG3L7gdNqIVXtleBHc2o3MCvV6k2bGej8U2EjUuq1dVc3RA2qPKFQIOQaqm3eua9j0rC62ABB9tn+sa9im75Ibasj2h40jrbe0X//bQyO+jQpPZFctSt7+rPcuc9yZz/Lnf04b2F/5ihi777Fz3bN7/50fvenC7s/mf54V3ps7ssjpRabw2RZx3tTAAAAUGuk1Ob0zBP4EPzWfygCi2ggGPYHViMzoTCYWeYJZEZ/IBKOgDnMiw/wdo9iQuGI1xdU6+19k3g0mSdVGR6iRGmQKPUKrUlrtEuUhhks80rTgGBr9hyBx0npAxENhaFQOBIIRfyhiC8APXT6St8kqvn2QMj/PH3i2lmp0eKVax1KnUOudcg0DqnaJlZabM6AUu/gy8x8uZknNXOlJrbEyBAaDFZvIATITEnyeqR0MsbLPQtUKUCdAmwp7Z25aKpUrXXOE3mjaPLgIql/gd07y7o7yWqf5LdOcI/GxEGmDGDLBpbvhOZsYMwE+ktAmwYX0sM+Q0ckbNSYz4FwOKzWGTcppfemCB5/0OHycsVKvkTFk6h4EjUdS6L09ArGh7iTo5TRMQaFxZHq2EIli68QKfQAgNYtkFIaV44hcdh20IDRVXdNIkkcrtpG4Uo9Pr/dZmVwBTimZBJDuz0639rVlZpb9oejTWkdLJHBm1vRvFEpZQmVcxS5f6VTv9Tk8QYCIeALhH0ByOsPu70hty/s8oZcnpDTE3J6Qi4fcFgtpKq94uWNSalaZ3glpevEBqTUzsftO1T8/sWWL5Navki++cmJkp/sKkxetEYAAMC3QmLcHeIJpXpsb/cneQsM12qH19Y7+sPfxS5TlU+UUoczKafm/KWa6Mz6VWbVx2TWZSUXZycXZicXwbwUn5+RV+PaslcbNwqz1W40b0hKV9dHrQ7P3DIXCoNwOBIKwpPRsC8Q9vnDXn/Y4w8Hw2B6mcOTGX1+KAyBGcyWzEpD4YjN6SWzFB1DaJX+2WfYrnCkI4ushrvTZAZv88V4FN+WUhkAD6LfELwIFAhCviAErwB5/GF40A0A6Bqeb7kzGNy0lArkFgJDQ2JrCEzNMkONoylRFLnO7KHx9fME6QJJOoeXzOLF0zjhBIqv1DuDECAxxOuRUtrkRb84CujSgD4dmDJs8myPoRw4akOWSr+53G+5FrBUBaxVQUuV31Jl15VrRFnAlgNsud8Vc4A1G5izgDEDLqRPeOE7k1KlRr9ZKUUsu7yBQDBsh9+ecvnMBrNsZl4+PWUc6XFO9miGe2QYjMHoMNl9RovHZPdBWyWlMhyZi5E4im+OEWgcqlhLZIngn2IMAaCw+lE0YefQTGVzV0ZJ/afRN/8cjThVtkSXmPKrbm5YSgXKebLMT+3QLzW6vQF/CHjhDsQXdntDLm/I6Qk5YLpDTi9wWCykqr2ijUhpaNPe+afC+qU0gOq69VHJssjq0JkcOpPDwMXuPVa4I49oi0QAAJGAT6PUcaR6Fm7h0LmBKfPqbPWZUhqJRDxen8ftfkCv2+3xeBzegN0XcNyn3RvweJ/ncLgtgsliM5jWe4o6ishdpq7OSs0Oz8wyNxSOBMNQIATrKOT1h70+uBmEAyEwheXwJEavHwqGt0pKA0HI7Q1qDY7+aaJE+e3lzwhYXcoNR0LhSCAEAQAIdOEiVSYx+DOudRComzo+9LFYK6VEpgwAEApHgmF4Z3/k/iIQtKqj3rDLG3J6wxEAuoY2JaVTaDoAIByOGK0ehc6h0DkUWodc65CqbWKV1erwq/ROgdwsWF1DNXMkRpbIYLB4/UFAZIjXFeCdSrJyTgFbJrBnA0cO8OUBXw7wZgN/LvDnAX8e8OeuxmkDuSCQB6Ai4CsCvsLviN4C4C0A7jzgzAG2bGDLsrBOMWbSnteTG0A4HJardcFNS6nTHfAHwzaXz+702dx+PU8gQ+G0AqlssM821m0c6ZYhJrRKvdHm05vdRqs3HAGtvYgtklKUyB5fNTizzCJwJBZ3EIoAlz/CUVoWyNxbA1PXmm/nXKk+n9v894Ll358aO1W2SBMZ8yufR0rnSDIf5ZZusdHtDfpC4Jshpi/k9IQc7pDDE7S7g3Z30O6J2C0WctVeEW4kp/Yui8tfp5Qq1LpXUrpOrFtKA+qyzMbsxbVaaG3Lrn7z89ZRKwAgqKORUvMaPklqPZxy449f98/cP7vimQHef1CYzDa9cQNSiqMKAAAgAsw2zzSOE4S32z2soyGXN+QPRqawbK7E4PFBgRCYRr9oKZWvSqnF4aOwVJ1DaJn62e+0LdMESLLU4gc0mTe59BaVtbETJZ+JR6UUXhz1f7MpEfL6wm5f2OULubxhuLOAAOjcpJSi4FlpRKiwEpgaEltDZGnxTPUyXYWmKnQmD52vRxKliyTZAlEyTxDPLIsmMQKlzuEPAQJ9XbNSrXCWMXnKxjvjEF1wiKIckosOaYxDGuOQvRyECyO56BBFOUQXbNwzzKlzFtUTj5Z8sVBrN/Y+5UOIANCHIATCwBsIixQGqcooEinpE7NcGk8kN9AXl8ltt1gdbfSuLsYChifScMQ6qcoKAGjpRbT1jgDwIqOXTIECS+LSHaAC58zuxK4ItQAAow9wVbZ5Erf1HqL0eselkrpzeTfKpqWn6nj/+VHT2To8X+/NLmsSS57xExcPgSvWzFGVQcpN42J9MAQgAEIQCIZBIAR8IeALAm8AePzAEwBuP3AHgcfhoFz7WLw8klHdzRU84+DSB9ikd/6psF4pVaEmPj/ZMf5tKRQM3nxrX27UYuD/Z++9ouLK8nTPfJqXO6tn3Vkza+Zleu7MujO3p83te7uqqyu7qrKqMqvSVWWm0mdKSnmLEQiPACEhQCBhhECAhPdeeO+9JwiICEwEhPc+4niz//MQgEApA0gqZVbyre8hOJw4252zf7HPdgCm9PCsL4sVAADi3m/OVLZsa5U+e9jRj1Qmi01v3O3KkVsoRTyY7Vj7iJhheIrxDFhn8c32qBvn3DhL0tA6LBbLDBjJUSy0D829CpQSFOdw01KlpbJ1fE1lBACOR0qtTSLVSVZ1YqlOLNWJVrWLK1qBRKM1OKYW19JLO++Vd98q6Ai4VfH2N34C8T7HzT5R21E6sSgHAJrlKQZtjEikOJzicIpzE5yL2Hht5cAYFkFh3UtAKccjtcm1rLCuKK3LCuuy3CJZtyxITSYbIVXZ5pcN88uGuWX93JJuWqydXNToTBhJ7xalACAYrarP83qYc+Fh7sUftHMuPMy9ONiRvyJVLK1IX7VFSytDY9Mi8fK+r7AgXi6sbhcsSERL0kWJdHFJJpiaG61+KJgRLqysTQ2ND2Y/mHyQOZF3f7y+cXZONLu4OiNcWVySZhXXPSiuEoklkuXVl5Wcjr6xxrb+thlpVq8s5eHU3bzahaWViQVJQ/doUU1LUmZhUmZBYPTtmyXdhSPrIfd6D53PjC0Z6p9djkt90Dc4IpLsIR+6ByZq28cF7blj9dnzC0tCiXRetCJYXBEsLM8tLM8tLM8Kl2eFy7PzS7PzyzMLq7OzgtY7Pn0tVbEZJd39Q7sJSyRZGRqb3lOsnm3JsnRldU2t0T37YdmHMBw3W6xmi+01+nkonVsFoKY6ej79MOhvfh15KG2gc90z8Aef7R71OnX1b37l/z+fKC8cUw7Ut3wVmBOc0RJ6O+e9L8rarI9Q+uzJMD9SGUw2vWEPKB2ZWQYAjgeTDWsfFlE0ohgepzZGq7tx1oUxToxx4gxOoeahxUWp3oVzBAttgy8fpaUNwzjJWZzU4qqxtGl0XWMEAI7j11TmeYl6XqIWiNVzYtWsSDUrUk3MK9bVNrMdb+qbulfUcCevJru0KSqlICju3ovHZ0s7ULog5wFImt8cjshj5MZYRCfBOjHGgTF2jLW5GJqHgrruF0Fp2+A8ALAckmsdQqlpQWraGMS7YpgS6/QWXLJmnlhQTyxoxoWqUYFqZE41MCNXG9wEg8YE0t2gVKXRjU7OLy4phGK5ULz+w7ZcKJYLFldmBQuzAuGr94JAuPhiYS0siiSzgoUtzwkXBaKlOeHirGBhbkEkkKzMSVYEkhWBSDI3v+DxrEAoEi+JxEsvN5nzCyLhonh+XihaWBCLRCKxZFawMDe/IFwQLYokYsmyeGl5eUUqkUgWFxaWl8RrspUlsVgwvyBZWhEsiPYUmfkF0cKiaHZxZU60VVibOSBY2ErpNi8Kl+SCxSXJ0vL8bsN68dLZ4Zk5oWB+cWhkQrau4J+yRMz+JFeo1+Uqnd74Gv3cVukqAC0eExTXT5a2TeS2zI7qPK/OKcn4fEHtZFn7TFHjZOOii+dc472DaeWD1ULl7LjWQG/kVF5V4//+zCUafqQyGC1a/W7ffgxOSoZnVgCARWCwYq1Doq2xdhsD7TDWibFOjHW4GYzkmwcXF1b1TowjaGgbeFUoNdnJWbGuqGHEg1KW5VfWjVNCxfSCYkqomJyXT8zLJwTycYF8aHptYEo2OqcUy6w4DQAwK1FGJeW8eHy2tG21I9u4UM4hIGiO2Oz72Xiji7Oevh+7m7G5GKuLoTgoqH0pKOWlKtusRD+3pJ+R6KfFuqlF7ahQrTNjQqlxaFYxPKccmFX0T633Tq51jUsVehdOw5hgV63S/qExo8kMW1M1Dnzgn6Q9Y+9dLldv/zDDvMzV65UqzavYn2BPesmbrH1feVVN/9u/nHvGwoFujEi7X5GYVnQ7veTJzii5nV6SmFaUkVNFkK9m99G9S2+0aHaP0inJyMwKAPA8mGx465BoY+qLp73laXLhnAvnnBhLUKhlYHFx1eDGeZKF9sGX31da2jDsJlirk5Kq7JVtE2tqAwBwPNIanTKFSaYwSRWmVblped24tGaUyAwiqUG0ahQu65bWLUYr6SbQ0PTyK0OpfVy4zvLgGUPhJrhHHHUzdjdj83DUyVicDMVC/stAKc3wWpNbqrJJ1bZVlW1FYV2WWyVrZpONkKntwlXjgtQoXDUKVgxzEv20WKcx4RiFxuZ21Srt7R/GcJygGLsTO/CBf7K2OTEMp1iW7e0fpl7q4qNKlcbtflXb0O5Sz0GpULzWNKE5njQUWCAwaozCkICxE0cN9S0Sy0Dp4IWG6XCzVZef0H37cvV0m6hbaz3aPOPVK9LbbNAYQBZ8BYsV+Q29/+s/nxqakD0NpXqjJeTa3aVVxdKqUrQkX1xaX5Csz4vXBKK12QXZzIJsSiibmpeNTC0HRt2x7npVhFetPaF0aErSOy4mKcaF0UqdvbFfaHWSZgdhsuFGG2G04QYrbrDgegumM2NmO9nQI5gWqQ0W3OKk67umIhJfCUq1JmxgWp5bM6jQmgCAZvn5Ze3AxOrA5OrAxGr/+Grf+Grv2GrP2Er36Er36ErH8NLInFJnwt0EDE29WpQyHHgao+6tnlE369hsjFqdjMVJmx00+eIoHZhHCBgWLcpMgzPKoTnV4JxyYFrRN7XeNSZTGlwTC5qWoZW24ZWWoeXmgaXGPnFt9+Ka2oFTsEuUdvcNOZwuF0Z5dv468IF/wiZIku7qHXS7cY7jeY5/KRsK/AhQKlqWZ7dJ//78wz9G96ukqqEP/tD8D/9FcS93UlcTX/uLzK6PtPr1qyfKzr6d2pU/Vram/39zut+sGJMbDZD1Bzz6b2H0Vn7TwP/yX08OPhOl8akFns8IAccDs4kMnEJuEjlx3okjk526fiv3B4XS3b/gHZtbuV890DYsbh5YqO8VFDdNNPTN1/fO1/UI6nrm6rrnartna7pmqzs9nsmpGy5qGq9on67pEty4V3v1djbxkocdjVAsUAzgFDT1CaRKPQBwHDKYXetq65rasqa0yBSWVYVlRW5ZXjdL1kximWlx1bgit+qthJNAg68OpUb7uHCdYcFNsC6cc2KMA2Pt7s2Xuk7G4qQtTsbioM0OmmAgv+ZFUcojICjO7qLMdsJsI0w20mglDBZCZ8atTtpgJdRGt9roVhncKr1LqXPKtU69hXDiaHQvKHXjByg98E/dTjdBUnRnz4DRYCUwiqHZlzIZ6UeA0nnxWvuMzuveeFTZgllnFl+LnPK+YGztWrGOVI8Gts3dsNgMZXcG0iMa5rqXBvS2852CoMElo8MObZFU2SmQ1OXX9/7Hfzg2MC592tbfeqMlLjnfs4AkTrIYybpIu2RsSrDusrlos50yWkmjjVIZXNGJOZso5d1m5cL42Mjw8PDImEjj2k1pIOTWSRWWl7Rqss5oVuuMuzx5cErSP7HEcLybYFV6Z0PvvN1F21yU1UFZHKTZQZrspNFGGmykwUpYHfTDnvkZicZsp+xurrFn+uW2SuVKdWZZV8/YYv+kaHhaUlQ/6OkrpWh+WqTuGpZ0DS91Di91Di11DC21D0raBiWtg5KWAUlTn2hgWq4xYk4CBqaWXh1Kx+bXKQacm52jdjfrealrcTIWJ2N20CYHbbbTRjuN05BX05XzAihtHZjneMBJjiB5guI9U5IwknMRnAtn7S7G4Wbsm72zdidjddFWB22yUw4MjcytBly/Y98vSp1uhgbgAXgAxCMcJ+zO/dVQmN1FEuzmpQBYmt7Td3EGeI53uzH7665qD/zXbaeboCi6o7tfua63mZ0ERm2NP8L0oqmp6TU7QVh0aqV5T8vaPUIpwtdGW5taOheVTgAAyiJT6C0aqc79yhckeA5KR164rzS/uvl/+v+O9I+uZOQ8C6WeJZjdBIvR4F6veOtv/sPPAzoMBG+xk3oLobOScr0zOjHHavNsbIeNPIg4/IevvUOCg8IicgdUu8sn0b2TYc3yl5OnOoNZvbtt/wBgcEoyOLWCAEgGaY2u+j6hp//P4WYcbtZTTdtctKfJ5cL4+p75uWWdzc25SWjtn3u5KNUbjJWN/WE3s8ITMkPi0uMyK9UGG2zfOphBlGdUFMm5CNbpaRS6GKuTMTsoo420Y2hw8iWj1D+qcVEiB+DVBtuUSAUAPACLgEXAIKA5oDmgWCBZIBggGMBp8AyAKmnof1BS+wIoFbA8YCTrWfZhcwgYY3czdhdtc9E2J2N10lYH7WkHm2yUyU4ZbZQD40dnV/fdKnVihNWiGG9tra2qKCouLe+eV1lIkiD2AzM3ibnM4qnhhqrq0tLS4tq2fomRwIndftdpXZ7ubR0WqmyUG3v9te2B/4q9idIBuUxnNuLbnli8NfLomSupPSrnSmN63NWHe5rQqlRp3BgJiJEOpX/yqJvSqQAAIABJREFU+7c+fvu///q7GwNGCvSVX59LKon8JG7klS9/+CyUrqzrJoW7ncz7NJU3dv6H/+eb3uHlZ6A0NjmfoFic4pwE66Zgtcjv33/9j//nLyJ6tLTFQWnNmNaCr2u3o9TZn34j5f6OvSpx/cLDu6mpaUVja3YAYDGVsL1vfLgpLfVOae+ig3cJ65NPv/Oxd0LekJwF1jTZnpuUVDWtfrTnqsFg6O3rHx+fGBgcbG1rJ8lnLVK4J5QOTIrHZmWezzYX0z6yhAA4AIYHhgeaA5oFigWSAZIGFkHn2Mqy0k5zgAB6xkRXEu69LJSyLOt2u9wuJ0lgJI7hbkdjz7jG+OQVEBEAD8DxQPNAM0AygNOAkcAgmFqQv0SUdg6s/OrjezHJ7SRFmu1YccNwQW1nQW13QW13QW1Xfm1Xfk1Xfk1XXk1XXk1XbnVXXnVXbnVnbnVncX2vz7X0nLKH+1uDd01l6BgSfj/JPAIOAeNJOAcUBxQD5CbCCQpwCjgEcxL1flulBEZR+rWH53/57+8cDbx5xeuDz7+NqZ63UxvNSgCgKdLuxJwEz25GDCEgMMzupml+4wiOEQ4X7sA43iW6H/DpL377TVBUzKXv/vwnv+xFE7vVUULgpJPYuHtYlnE6SZLbCIVDgGyy8rD3f3ksdkgHAIAQ78ZoyrMxPI9wDN9vW/nAB37cmygd1GiNKtFMbcqdO7XjWsIiarx9/HeHInJqxwQzmRe/+/rzs3c6BHrlUp9g3U0//7lWqjQ4xfIuSZrXr880U8CLIr44EVUoYqjlupaxhf6qYdVLqDyfraeiNDWzTKG15FZ351e3p+bVXEvNj0rOvbp3f+Ud+T/8py87+kWZuZVPRKnBaIlNzsMIxk2wDjfvZjTZ/tEFFemnf/uH2yOUxU6qTZjahMvUjqsJOTb7Rqt0LO/aqY9PBEVHX4uNb1theJemKds/4Epm5q0Qn7jyBStFm9sCf3/IK6kw+27o0aOhBTOrix3ZF9/91D+lbExJyPtqbgVFJGc3zGsfbZRmMpkyMrNPnzn/9bdHy8rLKepZ7xi0epNKu1uUjsyuJOc23ituSsyquJ5W4hN9LyGz/GZmefy9ivh75fH3yuMzyuPulcdllMdllMdnVvjFZF25XRB/rzwhq+r8ldTwm5kE5n4pKEUI8ZtiWdbtcjb1TN7MqryVXX77fuXt+xW3sisSsyoSsyoSsipubkTSE7ey2Iyy2PSy2PSy+MwK76i00JuZLx4fj3qGVu/lD94vGrTa7AzH94zMZBZV55Q9fOTSOs+H3J3OKa3LLX84NSfEcWwfKFXprRklHdllrQlZlTezyhOyKhIyN1LtSfh2e0onNqM8Nr0sNqP8Zmal3/V7PpFJDvvjezo+pqeh1CB7eOG9LwJq1AD6oqA/veubN7csLEuJDQ8NC0l80CwwcjxyykbzU6+FhEdGRV+/nVUyqubBpWgtSQ0Kjoi9/XDRhrkI0oFxnEuSG/z5J+H1RgQLmcf//FnkoM4w1ZIfdTXqSnhWz6rFudZ/OzYqOCSxqFXi5LQdhWkRwWFh1xMyu+XgUtRe//wd7/QFqbKh4HbU3VaJVt6ddysyNCgqvXJCjlPE7hq4Bz7w8+xBaWffqHJJ2FaYlHa39EZkXEXf6GRHzsV3Pw3LqhwRzOVcOnn4G++s3gXjcNaXN6pVjufXe0qVlmQoTNkY+KuPKtYAwNXo5RcZ1Wzea43wAnoDfU8AoFTrb6YWUAwrkalHZkQ9IzNN3SONXcONXSN7defQZNfgvMniSrhT4Flp77Gw9AbzjaQ8F844McaOAyYu9LrRNC1ayw378OO0eauTUhkxpQFbVdmvJjzY7Ct1jTy47n8+pqipqbm1bdHA6OdqY3yuj7EAsJ7tH5Y7sG419V392r90BQG4G6NDY3ImMFDkX4hqVQAAv9xw94J3ssCD0W2RcTpdsbHxJSVlsOM/T8gird6k0uqfcc72k6129/CksKa5u6yuteJhW01TR3lda3lda/nDJ7u6qaOyob38YavntNGJWafD4amvnxvcbuLjEc/zbpdrRSZv7Bgor2+vbOiobOyoauyoaux8zNVbbuqsbuqsauyoa+sVLa+9lPhsRoljGRzHcYQQy1A0RWw3ReKPHdkyQxE4hpEkuY9wSYqZXVytb+srq2v1uHy7n1I6G65rLa9rHRiZtFmtnnVKn5guhFB335DzySitv/jeZ74lEnCJ0nze/yikXKzWTfZ0NFcVRF889KfgfOnaWsnVr94+EZFdWHnly7//+YfHa6d1vVneX168erc068K7n57PGrRgtAvnOddSQcR3v/39Z6cveB357E/RFWuUc7Uw6L3/6/dHE/KGl8brrvod9rpddO+69wcfBFTOr8umBxtqavNjTr/9XUjv7HrDjW//HBJfcCfxk39+P6Cgt7fq2tcffRtT8LC5b2pVj2PYAUoP/HLsdBMUxfQMDYkGa68dPelzNcn/6w/90rsNoCm8GNmyDgAgrs9IjGk0AwCmXlg3kuzzaw+FSkuxpGOtyvsfzzYZAMBRd/G4b0CN9lWy8zE9GaVGk9U/PCk+JS/lXsmdrPK72RUZDyr37czcqoTU/MDIVLvDBU9BqcNNO9ycm3M2hoZfK+4R6/X1ty/95g/J4y5eo8fkemxFuR2lzoGMG7fS+zdblJxirCD63B0hAICuMiAoq1Wi0w8knY4ZtAKAsycpOilz0MCLM0+H1a+SAMCTtrWR0mjvq2Wzmu2AAgCr1UrTNDwTEgCg0RuVml2hdKNK5TmGJlma2rMZiiQIgiB4nt9NWLsXz/MURRE4xjE0zzE8uwd7XkO+3Mh4tP3z7rW/QAEAEMcyey+UzaLxlM3TIgDPRqm8JeCdd945dPT0kc/OhKe2iR0EzTqss3nBl499+OabR6Oq6qqCv/ijb/EiBbBU7PXHI5druieTzvzq5+8e9rns/fn77358qUhqJzAScS5Jftg37x2Lqe0a684JPRKQ0DO1Uh7x8R/9c5ZJMLdFv/vWm4dOXvI5/fmvfnf0Zt0SD6a29JuXPn/vzXc/vVU71ZJ06p2PPvrwj28fjWxUuPnp3PO//c1bXwbd6VjGOYp87fXvgf9q7EFp71D/TGdx9OnY0r55sVikNLtJYi79dEiNCANgZkqTYq7WPtrNcRdPsUKlJRia0A7fOHS0WgsAtvJzATG3+p2vmp/b9ASUIoQ4jrdY7Vq96SXaanN8v8aBTZTaXLQNB9I4HPLRW//ln37+r7/85T//3X/+P/7hnZRJzmx2r+vcSwrbNpQ6+u5EXYtv0gJ46nRCNZV1wyejc21tpjwo9E6nzOY2dMR8E9ZpAABba2xoXHq/kZfeP3Uxo1tiJViWcJnX5/PCQ7LahK6dxbWb4gMAjW4PKD3QbvSMzPyR5jM8G6VrDd7vfnImpVUqla3rnTgLK/U3jhw+HJ3XUXPj218cjqqoLgn98oPACjGG+JE7R9494l/Y0B356b98GVU+rTDr1PKVdZPFiXte8OYFf/FxSLWWB2Im45P3P099OFUVdeiDy/cX7CDMP//eO58mtS+pNFq51rw6VH3l1AdHY2t6C66+f+irmxUjbSlnf/7mW2+9+a+fRpSKrcATFmHH3aPv/PvPPw0uHdVwLPPaq+AD/3XYg9LuweGl0eakkKgH7SsGvRWneY6eTDrsV7HgBmCFVclXLiWNGByUsNI/q13ves7bOABQqDQ4xSK36p7/m58ktIu7731x5nLeuPUvuY/Yk1H6igJ7YkB6gzkmKc9ipzEARXPi1Yzy7mX3utq+PDfo89k/fpg4ayX5NY1LLLdF3dxCKTZbnZtfMmreuCoAsMqpisijx44d883qWiIBSNNowbX7k1YAcI0XZRfVzjoBzRUFnfMLq5aYtFNVkYcPfxdXKtJRaO/VNGygVPfERB3oQB7BM1GqX60+/qv3zuUKAIAgaZxip/J9PvjtsYzG5gzf3/3dR/4N/VP3A/70+3Pxta0Pbxz+/TtfXWqZlTfEHf7dsSslHdMT7ffLBoxWJ+3EOd4lyvb76NdfRlZ2DJdGf/X+ySs9U8uFge/8+nzarAUIQcX5bz/47mbD5GBjY0dva23ZhXd+fyn9YX3G+V/+7oOY0uG6qx//5tyN/Pt3jvz6N753exZkK7OC/sKb53/3r0cz+uQEx7pedxV84L8Obww76hnSyuXTTYXBZy6eOHatelpDg6w6Jq1H5gYATDaUHvCpz72utenWm+WDJveuUOp24wDgVvVGf/7LX735YVj+5F94numTUfoXEwDojeaY2wV2nJQt9AS888vffBheLyXtFEgHiz/4v//j//ifz+QIjAojIV6zbqEUbcF+x5W2a0frcuchz8Htp+4n2get0gM9V/B0lLoJ0qQeTY+My+xYIUnK4SKcGOVUT2RdDw8KDLoWfTUwIWdICXZxa2ZieGRkxKUjf/7gxO0pJ1DKyfxbQecuel8KCC0ZM9gx2okxlEvRWZwa4OV76ZKvb3BU/qiRd2q68q9HZresWDiGoqS9OaEBly6ePxeRVrmo0XcV3L7s5XstJibo2u2aQfFoRUJEZrNMr27IuBF4Kb20PCko2N/bKzC5uHfNzePu118FH/ivw1vzSuUynUnncDswjuMfq68f1cy7q6BhA6Wve4mGV16dPC8XdEZzbHIxC9xCR3HQWa/TZ5Nq560OhhO25x4/53v6/LX0VrkGgzUtdjUh5zGUPn4t2H740ceto/D4p32CEADUOoNCpd33FQ70UxA8FaW4w4U73DTFA0WSj2abYAzFAcMBzQHLA+NSj7TV5eUU5t7PDrl06W6TwEJSLpyh2I3NKYnNsbV2F4nTiEXAcMBwQJGkw03iDLAM63JhdhfhphDrmXnFsG6MxBlgeaBZYDkgCAqjgWVYF0YRLLA879lznuWBZg7aowd+md6GUq1Ba3PaMc/EBLQxcGHruQHYROlunrIfBEp3jt54yln7GAeyOwGA0Wy9GJhw535dZmlnUd1AcV13Vl5dSnZtWkF7QXV/flV3Zt7D2/eq49PKLwYl2uyuVxmdPURbrd1A6c7/PGL04wf2HMI+Mv77r+YfG8Kz+8s++fvbwkBbadvPMKEn6rHoPz0O+7n2szOG5/eb588MFCGe55+K0mfbTRMO1WB9Seqt5KQ794ralxws5z5oIB74x+wtlK5LNXq1xW51MQyL9jXScEvwg0MpQggZB3KTwn0vh0aEBVwKuVNW19He2tw0szEbdDPBj3418Pz2Ogo9VrU+ag7y207ckWsIIYqiJ2cWewYn+4amtrt/aKp/+JH7hian5sQ0w7xgvr8UAYBKq5c/jlKEEL7cWXDtds2Khdl4V4Hr+vMTUipHTDuazZ6zn5yNAABI3XO/cUZl2/nbZjMjn4YwAODMY9XJXr7+AQGXk5tEBAJAaBuiNL0PGmdUNg4h2FE6OyCGeAAwjxSXds/pmZ1teADgGGlbVtmUlgUgV3q72pqFToTQ9tuA/156dlNiCAGwpqmKkCD/S94hmfWzDmQdym2cVlq3z9n0ZMHO/NhdgfHWmfo070v+AZf9E2qmreSOFCOEECfvzC4ekm7MYttKBULo6Tf5zot8r3ReCKUuzO6iyM3E8zx30EA88I/drw6l2A8IpTxCCNdKBAMt6d4ffpdQOSxcXWy6c+369RoZTeIkuZFiBIhjCbcbpzmEEOI5jmFpiiBojudZCsdIltsgBeIpzI2RDIcA8QghhsAwnKDYnRmBvt+Uerp+CBzlPSjV6OVKDexAKQA4BjO8fvG3X+TMaD01slveHfjWPx0KK5UDcAyBud0YTjIIEM9zHMcxFEFSDMsDAEvgGEHSLM+zHI+civlVnYPgeJ5nWZYm3W6cYj1VM0I8jbsxgqS5nWEDrm5PCfGPvt88NDwy0nY38lLQ/QGMA4R4jqEpkqJZh+eyPALYLB0eAeI5juV4lsIwjKBZBMAzSw/OXrhdOWdjecQzJI653RjBcABA2PrivvAqnjEzPGtTrMukRhIhAOAoAnNjBM0CAM9zHMshjiFwDCMoDj0XpgiAdyw1xlwITm8fGxkaW5AZSYSrhKs6B87QJIZhOEEQNM2wPAJgSQLDCHoX193IGs42U3Lb90pGw9DwyNDQzKqBYBEAMATmduM0ywMA4mbvHPYumDCyCPEsy/E8z3Mcy7Icx/McxzA0uXGTk56bHPE8xz0qHe4JpfNiKD3wgf/a/OpQ6nK5X7A75gX1pBe89GTaqatdBgCgx/NvxXmHhlwL+e7w4chyIYEAONdiZ3bYdyeOxRQvmSnWNX3fO+RqpNepiLvF5aXJlw99Flm1bucB8VphdeyJk4dDU7tENg4YaVPKxdNnQ+IalQjtoT3xg9TTUWobyEoM/PRz38IhHQ7A2pcHU85cDI6/WqEAWKxNCb148px/0L02DQ/EfH1ewkUf38TSKR1O2PoSjx2/ePXKtejE7OxeA5habyY3z2v1qsFcv4jEtLjvvv70dGyF2MYh5J4tiT5+zPtGdr8Z0GbwCACZFzvvhsR06z0rzYF7sdz/eOIk7lLNNCSf9b4Un9summ5JTaufNCCe1wqrbpw4eTj0Tu+SkwdpZWj03TsJ504fPnoprlVuWKy5deTN37z/5cnUXoXLICyK9Dp/7qTvzSqRWdGZ5P/Jv/36k/MRD5f10o6i+5kdWgCennkQ6HXiqyO+EZljVg7A3JOelBEb6x/kdfT42eQOJfecNiQC4CxzFQHH4vrtW3sCyxsT7jSOr883J104f+bUt19+7HV7YI3iaVFZdPCZc/4xlbPM828lBIBssuH7UfHtqh1bJFrlzTeOnTjyzbGIzBY5iwDms86G1ogNqoXG9Mi8RQoANI1xNysGZGbrzAPvkMjIi6eiMkrLi2/5ffrltToDzTrkPfcvbZZOXKXEziHknim5euw77/icQQtsRM6DUoygnW7iwAf+KduFka8CpUq1ViRZWVqRvUa/wfPcNvMAQNgGk05caV5nAfCpgiuff3O9Z9VkG8k8efTmGMG7JE3JYRfvNfRk+J1NaxXqjf2Rh05k9s50pfucCcydl40nnI6qE1sJu6Tw6rHEqp78KN/r95rVvCr/bHDm4DLF8mhHiD9Kw44XvFvHAcDWlxafcu9BSnLxpNTqNslbSxNy8zMTw4ukAICrZkd7aoqSws7lrgExkx96/PjNQRVOs5aWpPOxtWK7ejbL94szN5oNoCk6d7lwVK6X1Z1/92h8p9ym7oo+efluv8xFzqUcDS0T6z3Npg0jAMDE9fdCgis0AMBzAACsojL8fMmiWdaXdvazyzVijGSWcs755w3qXGZRYdSxW9U9+VE+MVntWl6WdvjLU6l9NtNSTUygT2KXjZAX+/ilVk0ZKQ6Ascpmu7qrEy5G5jTOm1zjyccul0wZCBabLIyPjqhUATOT438lp8uklffkxgbcGaLA3nL1zKHzmWK1frkm7tiFbDHreeX51CxFCCHKMVEYetY/MK9DZsJ4gJWcc/73u2QYiTnM0vb0G4mpvWaWFhRcCr+dW16SHeEV0q33/Jh5emEhAMBWB4qu3e7GAQBtFB/nVlXHnU1sWbNqJzKuX0ttXmVh+cHZ0FqJfm2y5Orp29MEAMhLLl3ObBEbjZ3hh05lD8y2pVw8G5y/IB2JO32tZd1kllWd/cPRhG6FTd0VefxyxuCaC59J/i6sXGLwlA5CPM9zXX2DLjfmWUT3wAf+iZtl2fau7ShlEHrB2hgp1RrJsnRVtv4a/QbPcdvMAwBhHUw6caVZxgK4h7PjYm82GwCAnEg9Ht6utUv7s87/7rNzwUGXL/nkDqzrNYO3T14fwYnFyuQbUXU6MFdeCiocXNcrW0L+8OlJ/yB/73O3KkdNDDVaGBccnzMu1BLAb4XIcRzay9Kynvei/Ov2BkqVWgDYdhwAbL13rt++NzjWkXy3dlTQV5LRuSCuT48JL10nrKs9hWFXAs6dPXb8yI1pFp/OT4iLa9IDAD6adDSsScoBsHNlyfHX69WgLfUJKRmTq5eb4s7cHHMCgKkxKuxO6Yyd1jelRYalVM5LzTTazEkeAHBJU0awb4lqC6X4cv7lq51Gy0p3boz/gyUEACv53iElowrdelPwO4dOXQ7y9z6XVDNpwFcfnAuumHEAIHF92rWgUiXYHoaE3m+VMsA7VTMV6de9L/l89+FXN0qmLJwk+0x4/RIFQEwW34qNfqgBTcG5wMIBPQCohvOvn02XgLP9enhK0SwJgK03xx6P6TNvvPd9lnkA4IyL9SFfnIotnXBx6hLf4JxuBQDYRI0paenzVgBYK/I5deTrs75+3mE3UoZUCKFnXpYHAFw6lB8VWW/xlBbHA4Db0Bn3bWS3DgDIkYzrcfGtGljLOx9aK9KtTZbFnE+bIwBAXR0UltMm0en6Ek/GjtOUoDgx9nqDHgxlPsHF4wqlpCH2TMK4CwCM9RGhaWVzDlrXkBYZnlI1LzUziEc8z3NcV++g63V35BzoQD8Q7UCpxcXQDOJfrDZGSKFUv/6+Um6HeADArYO3T1xpkrEA7qHsuNibTVoA5B5NORHRpnFLuzJDfVMlm993qjtuHr8+5HIJKpJvXK1Tg77sUnDhkFy71nb9ZGjP5kbdiAcAsAxm+Z2JHcUAEL8RHs8TBNU3NFXf0t/YNvAM17f094/MUBTN8zz3ugXbXvDuPGzruXM94U6vgZCmXU29n5I4YiMWHqZdj6zVrLb6XM1ZwAEUNZeO3Rinsan8hNjYBjUAEDMpJ8/nClgAevheuF9Mow60JT4hxWNy1XJT3Jmbow4A0D2MCk8pnvTk6FJFnO/le2LGwwaO43gA3rrcHn/8Uu7UxhrOipabF32L1nlitfvBdb/7IhYAlvO8g4tGlZrVluiTYX2b6y4iZjb9dHDFjA2AEdalXQ8pU4Cxwj84t9cIQIwXXjtfJAfA66P9ox6MGihB2okrrQoAoCaKbsVE16rB0RR+4XbbOgBI2+/6B1YYwNFyLTy1eNoNYJc2xp6M7TfDVlyfpq2fVI6RO1fDb81gpir/4PwhFYkpGtLuV697/q8t8z+f2LS2cerz7wUeAe9Y70k4dzl3zr1131OW2bsXLpZKAcDZmHQ1JmvUAdIH50KrRSbFTHmMd9wcAoCltIteKe3Lel1f4snYUQKbLkqMjWnQgKbYJ6RkQulB6ZgTALS1EWGpJdOehcokZTf8ArMkzMZ9foDSAx1oS9tRarO4aJp5wRodIaRQql//CN7v12aYpffGl5frVlkAV19aZER0nRoAuQbjv/SrkTKEYTwz4uzZS9dvJpTN6J12Y8e1L8L6nM6ZorgrwRVK0BWc8c7sUlCYujHF+/j5iNiYBx0CLYPMQwWZMdFR4TdL192ANlEKAHqD2Sc4sbymo6Kus6Kus9Ljh52VDzc+e46XVrX5hiRarHbYQa/XIwBQaXTrT0CptT0hLDqhzQCcKCfC+94gC+RsRWKYf7HSLk6JCAm/ciPmmveRz6LGGHws61pERJUCAHj7ZGn48dNhN7NuB589FRLfpAF17imfnKE1hbgu8tvoARsAaCqD/BMLJi2MqiMj5UpEZGxGk4YGHm2EzfMIWOfiwzt+F73C4xMTE6ICw248nDMAsOKWtNCzd4UsAIgzT3pn9ahIt7I+2ev4hcjYGzldC3qKF6Z+4104bgVg5ioSw3xy14AYvuV12jukcnp9aSD77PHQuAex5z75KurBqIUzVfh+cToqY0BhmC6IvRJSug5gFeeEeQfFXokIDYjMHDcCGGqC/eMfTLgAbCu1EV9FdJvgmdzjEeJxzWRhSlJifOzlwMu3ioaNjDLvrN/9DlFvUeBnvz0SfScxNqVsbM0iH067cNo3IurWg7IR/Uaj9JniEbBuSVdueHDQtfjExPi4nA6Rm6LEXTd8z0fFRgT4RqS3K9wA86mHfQpn7IRlrjj6xPHguISsq8ff//ZOx4pO03X9q4hBwj3+4HpEeI0KVDmnfPJG5PLFmohvrw3aAUBdHuB3q2jKwijb01OuRETGZbZo6Y37/AClBzrQlv6KUcpuM8fzHE3qRCOzKifL85R+WShcUGI8x9MG8ciMws4CcBbZVH1pYUlpp8Tsoijd4ohAT1GWdZFQIHfz2Nrk9IrWhQBIo6S9sriosHFSamJ523xrXUn5w0GZA4DbChEA1FrDrTuFu4lrfEq+0WQBQBzH8jyPAHm2ceR51lMZA+J5juV4Hm1UYuzTzfE8/7xznmoAUKi1a3I1AOy8JqEVCxbEGoJH4JAuqN3AMxa5eH5G5gZGO9VbU15WPTguGlkwc7RpdUEoVLh4jkcISN1kW0NN1b2A8+cT8idwINYnp2VGp9uuFI4tGEiO590Kwaxk3UzQuona8qLathkNDmhH/D39gtKJxuKS0rKysm6x56UqY9MszU8t2ziO522rE9MrWhcAEEZxW2VxUWHjlMxE8/aV0ek1E8HzrFUhnp9ZdfIIV0+1N5T3LhkJl3K8urS4vWOgf2JtzUgiMIk7H9Y3zunstnWRULDu5DkAbKmnqbSwpGVgwQngia1YaqJ5jnQohaPzOoLjn5XbHM9zpEncUV1RVlJY0jK6ZkOAHKtTs6sqs3SqpaGptqqsuKi6c0HjBrALehpKC8oau4TWjXcUzykvHgEAsT7ZWFRSWlZa0jwhw3gErGGirryoqGpoUc0A8Lx5aWxaZiYBGNPKaEVxUVlP33jflELnwDDt4ui8gaFM0gXhvMLNu2WT0zKjy2VTCMcWDBTH82753MyS3IzTuvHa8qLa9lkt4emX5Tj2R4tSRjHZkBocGhoeGhQeldwsef43DnSg58mDUrlUrVeb7VY3wzA8/6QKwdM7sv0p5nmEnvCwI8T/MFDKso/bM5UNsRy7MakNPekgAADydBACcFtnej7wHMvC9vPYRx2i28MCAI3WcDMlf+u/FM0+HJGH5s9QL5ZZAAAgAElEQVSE5M2U9EqtLmLjWxwXm5Rr8qCUZTmWYSiCwHECxyma5TmOY0iSIBmG4zmGJgmSop+QtB1m2Oec8FQDgFyllclVjyVnK3N41pNgtJUPaHu+AcDWcY5HHL3ecz8qMjTw/LlLEenDRhI2JixuTlLk2M0MRDz3aNGHJ8Rt53xOnmMfFQTLcix6SulsBLMttuwTlobaTNrWx62TOXbbSdzOfHiUhOd4Z9y5rSTvCB64HXuD7r7UuJ05w7Lctj76bUnguMdKCnhP9wRwW5nDbxx/XunwHMexe0Apx/Pj81KKZp575tYgJt5jHngeuE2zPGI5xHCIYRHLIYaHwm51SFwW/cwteL8nYrog8M2ffX27srcvP/jdr85WzhOIZ2mKpmlme3ZyDE0zLMejrXuFY2maftYergf6yWoDpTKtQW22GGwETnJPrhy+Xz8/ucZGPK9Qqt3Y5iPGUiRFb6u+0PfqsFeiN9jXKgDQaA3xmyjFKTq7dTmtUdYtdHYLnVnt8nvNEpMdh02UGk0WAADkmqu943Xo62OnTp0+710uoFj7emn4ZydjCoUO0HWlXL54IqFphdxWvyOeZVmWfVQB4BPFGTklEw4A4Lc4j7idcXv0dYQei7ZCrfO0Sl84DziOZV3GddHignBBojQ42Z3RONCPVxzHMSzb1Tu4y5/MLMfX98zgBP3s077PUY4HlgeWA5YDD0FpFtEsIhlEs4jiILxw5VeHLlrMJn4Po/zIuZKwtz++NuUEwDvOfvT+lYfL8pHiwFNnvc6f+DYiZ17PIc49Xhx2+NjJ0yePffXx+6F5A2aWcU0WXLp08fiRC5HJbTr2L1CJHejHJMSzNS19Oe1Kk0UzUdPY0DDnQAixO29LpO9IvpXfJCI9f/IAgM1WZt3PG7ZunrFVSfI8L1eq3RgBAE55Z8iff/ZvP//ZdzG1KhaBsT0stqQ1MyBP8Mp/2P2wUPpwZO1W7eqMjJMaYFUPIhVKrl8r6V72TDx6hFKw9aZGRcXUrBIEgTndbtNEdbL3F14F0xK5cibz7InAm0VTGhwhYAnr2tyMQKZzUTzPcTwijStigXhFuj5fFuLlF5o9qrWzHKIcioW5hRW5ieA4zy8dhmE0Gq3eYDAYjXK53GKxchy3PdoKtXZNroKXgFKWZXfcRwcc/avRPlDa3C8gyOeh9Hsc5R5xFLY4SjGbKGUhulT2h2/8tRo1u/M34jNFzpVFvPuHi/k9QlHjja+Pny+YxgA4m2ppoi712Ke/98mfWe++d+jTz2Pb1Ya5h/7v/+2h2DbFXLPP4fe8MxpqsgJ/87Mvk3o0uw7uQD8RofKyJm/fogmdUSNZlkr1BM8BMCbp0oJYsq43W3QOGrQ1oUEpD9qnV5ZEy2tWCtHOlYor3r4BGcMaK+Gyas1Omtl4yjwoxUgWSE1ZzKGPU8Y0s8Xf/vlIfKsSOfsi4kvbs4MK5n9KKEU8d7tqNqtdJ1bDlAymZLCohqI+862qOZsTA4S2odQ+lHUt6NLtuqGhkbEllX449dRXf/z1B1eKS6uLss689duPj14sm7YhChN1340673siMLF5WsMAGJZK/A59c+ZKZNyd2+F/fv+9P38ZUT5pthkHUoJOnL18K2/IjBBiWZ7jaJouLa8ICb1yyT/Ax9dvemZ2e8MUABSbL3hfY+4d6AcujuMYZo8o7Zt7Nko9TdLHOco/gaMUg0gaUQwiWYgqWdsHSgWV1z/62dtfnbrg7etXOmXlEWNVzdXk3gz44ps/v/vvXya09mQFfP5tSJ8LgFnN9n/ni5vtI7XJ37z31pdn/QL8vM/6xVUMKXYd3IF+IkKVpY1hFwrm7ZrBB8nxNx8qAQh9c8zpM94BfkHBASEBeVJwtscEh/qE+AdfOvbN4YjaecVcTdD777734edXSoZXOjOOp7TZcQ7xHLuBUg3JMqS2K+L932YtAoCj+lzA9ZtbM0j+EnqDZZh9mKEff9oZmt7HdQCQRqP39JVyLJVYOZ3arJ9ag8ElGJTA1Bpkd1piSyctVjtCKDYpz2g0AwIA+0hu9PEPD/uEhUVFl0lIXD1XccMrbY4CAFVVcGhW0woD4JZ1J5z9PCqvLvniN8F3m9WEs+bKqbAqIQAAOPvuxCSm9dgAGNNgzFf+pVIMABBDMwzDMAzP8wRBpGdkHj91ZmJiEgCYHdEGhUorW1cBwP4y8Ml5yDDMfq/2UszQ9GPTfDmW3V/JvoTIbGb1i99m+ymand0r7L6KhmNZhmb2hNKmvtlnoPSJHOWexlEGER6UMhBRvL6fVmlp+Nt/utKr2vxF75TeP/1vv79cplJP3Tr7u49vtIwXBr/3mVejGcA4HPnJ3311q3OkIv7Qux9lzHtyD3fiuw7tQD8N8TxX09CZXTamtWt6MxNvxD5UAdZ782JM7QLPuAfveh33fSAFZ9u1C0dCqswUb+q/d+bE3WXAJ+7H30xqNwFQq10P2oUYyfIsyzIMz3FypYbiSMda5cW/P9WgAwB7rdcx34Aa7V8wXW8w+xLP87Nzgo6u7v6BwcbGpr7+fp7n93EdAKTW6Ddf8LJVnbPBufMPp7leMfSIoVmAgvMW85omeYb0vOA1GM0IAYC1925MQlrv5o8Oem206NqFlGkcAORlgcEZDyUUgG6+xP/dY6G3UpKTb9eMyszOqdRj4U2rmGeOa1dy9M3UDj0A0KbR2ozo6KS63iUX4rjNuCGEjEbjyOgobEJuW7RhXamRrim//6895aFIJG7v7OofGGxpaW3v6PA0ZfZ9wRcXz/MqtbqtvXNgYLCzq7vuYb3D6dxfyb64PFkxODTc09vX1z9QU1s3JxD8ZSLD87xUJmvr6OwfGGxr72hqaiYIgnt0a+xWLMvSe0RpY98M/iSUbl8s6TGIejj6GERJGhE0IihE0ohgILxw/Z29o3Q63+9ff+PXKt3osUKEpibymz99ejn9buiht/7pveutatFQ+LHfHfK9fuf6pU/ffPPM3R6bYTU/8ov3Tl65nRARm3K3Z33XoR3opyGOZZs6B0fEdqdd05N5KzauUQXrueeCi4d1AKAYKYnzzV4Ce3NUWHrFHAZglTbGnYibYF2jWTdibzWrH11n4ynjOE6uVFMs5VZ2RP3xXJsJAJwN5/0ir7ZY/oLpeoOmmX2Y4/il5ZUrkdHfHT956szZickpnkf7uA5CSKXeQimoVMqUkh7fzLnr1eobNRrf7PmEwt6VVZlnwbfYpFy9wczzAGDtSbsel9xh2kgFszZSePVc8qQbAOQlAUF360QEgElYE3UutHMzO1l88d75E4mdnrKwtCVGxt3p2bwCSB8mB/inCkgA9lH0PFt/fD/aACBXqFfXFU/8767zkFtfl9+IjT928vR3x0/29PZxHM8w+7zaSzHHcSazOTPrwakz577+9khJaZkHIa8lMgzDsiw3Mjrm5x/47dFjlwODV1ZX/zKR4ThOo9EmJd85cerMt0e+a2xsYhjWw8W9JoGi9ojSniegdAdH0RM4yjzGUQYRNCJohFOIpBHOQGiB/J2v94pSwLWivsFFy7ZXA5he3FJeUlff3NLW0beopQHc0v6muqq6+9cPf/xVbL2EAwCDoLW2ND8vv7ZrXEfuPrQD/TSE+Iqqtis3utdc2r57iTdi65Vgrwk5fbVSBMAKy6JOXHqwCo6myJDkoikngElSd/14/CTjHMq4Fnu7wwRArfbkdS64iY1HkmU5uUJN0BxnW47/7he+nQ7AJi6f9kmqX9/Dvf7CeoPerwBgdVUWGBQyNyeADaLsWQjxKrVuC6UsQ0mWlu5XdEZltUZmtt0rbxcuiiny0QhevcHkWep2KCfqyDufnfb19fULfjC0Ih0tuXY+ecIFAGslAUF36xacAByh6MgO/vbLk+fOxtZOKmiekk8XBn9z/ERAbMWcRdOZ4fPNn4LLJnVmUXlEwImLgfFFQzYGsbtIBwCsKzWra0oA2Eeqt19Hp9OFhIb1Dw4CAMPsJw9frhBCLrc7Lj6huLgE8YjjuNcYGYZhAKB/YDA4NEyn179gbu9JAGC12SKiohsbmwCAZfeTDwzDUBS9J5Q2fA+lj3F0C6XP4OhWkxSnEEEjnIbgvaNUKBR6+fpfvXolOMDfz8/v4sWLt27dfuwcWjOYfu1a5JVQP7+wuJw2jeP503gO9BMXj6CtoSE77GpKY3/b/aTYG3VyAOtsvv/Jcz6hQd4+5wP9c1fA3hQZklw0uYnSmBGcVXdn+33zQVDh0HJ7+ndJrVY3w7EMTdMsy8oVKjdOAU+JexI+f+sXf3jzV4ciS1fcf9HR429QFL1v8zzS6vQ8z9P0vq/AK1WPUAoANEUa9FqRSLywKNJpVTS18bPWg1Kd3sRxHE2TDpN6STA3Mz09NTO3orO7HWaNQu8gGZrGTEqV3uwiaIbhWMKuE81MTUwsyo0OiuF4HlcvzI3PLqwZSRYzr4mnhTKj021dm5uZFEiUNopnmN1EGxCsKVSrMjkAvEgGUhSNEOh0ek/n2gte6mWZ55HJZMYwnOW41x4ZT7bo9YYXz+p9FI3eYCRJimX3WTQ0zZDk3lBa370DpbvkKM0i+jGO0ginEEYhgkYYDUH5e0apw+GYm5sTbkogEKysrDx2Dk+YpYsL84K5OdG69aABeqBdiGW5zq5e8czcjECmlMlVKhPOsBxuWJwc6W6piAk8F5Yx4ADOplbrjE6SZgiXRbOusZEs7basS6aFUp3dYlIYbARJe7jDMOy6QuXGPN3yrG5xbHhUoLb8pX/VvUFS1IuY5xFF0fv+OsdzCqUu4U7BbuIal5yn1ZlYjiUpmt42RZxnGYrheMTTFEVSNIsQxzIkRZEUTbNbc8Y9R9jN2fY06ZllzrMUzXCb19lNnAmKAoB1hXp1TQEABEm+hDyk95+Hr8IcxzMs+9qj4TFNMxzPv5584Hma2dVd8URTNE2QZGfvwK5RytV3T2+hdA8cZZ/AUZxCGIkICmE0BOQp9vGC90AHeuliWba9a0Am0+vVFqvFzbAMx/HakaKIoItnTpy9HJE+bGQRy7AIcRxDUhRFczwghqIoT42NOJrlEMdSW/UDw2xD6WvTGyRJvUZzHKdU6YKv3hEsrMwvrnosFD3y1sHZeUlQVKpOb2JZ9vXGmSBIQLCmUK/KFABAEOTrjc+Bf7CmKJogyM6evaC0awonN9YkeiJHvz9ed2sK6eMcpRBGIpxCGA3+uYq3D1B6oB+AWJZt7+pfXVKp5EaTwYZhBEVRBOZ22O02u8OFkTTD7Okpo+kfBkoJknyNphnGYrNn5dckZ5SkZpY9w0kZJfcL6+wOp+eX/ms0ThAIoS2U4gTxeuNz4B+sSYrCCWJPKH3YtdEqfWxJo8c5yu3gKPUUjrpJhFPITYFfrvIApQf6IYhl2fauvpUlpVJuMBmsbgwnKZKgaIpmaIbZR/VO0fQPAqUYTr5WEwRBIkC7FE6QGE683ji7MZxHaE2hWpHJEYAbe83xOfAP1jhBubG9onSjVfo0jj62NOD2KaSPcdSDUoxCbgp8c/aBUtYoHqxqGFU5N6cac5h0tLGhf9H+jC8hk6BjYMn4eMcpR2tn2oZkdh6A1S5MjI9L3U/8+t5F2KTDD6eMT/gPb1MIx3qF1meNPjEJOgeXDLvp5rUudA+INNuHsjgX24eFMvPOdXRw6cjQjFj/nAWrfjxyG5fGOqf0L6/n0YPSZYlSsWYw6KxOF44TL/SUESS9JlcSxGvuq38Dw4kD78lujOA4XiZXLkvXeZ53Y/hrj9KBf5jGCdKN4XtCaV3nJPm8hQO3C+1ct4Hbxl0PenkeWAS+ueq9o5SYKvT/2d9+kTdl2IieRZDw5//6R+/slWfBaTb5a6/CaetjRxE9lvhVQJMSAMihjMiIqNonwW8/Ip2quV7R4+EBACBpd1bEuczVZ3178e4Rv/L53ZSOOP07rwdD22PtXh0RSDX2navHGqqDfOPzpv9qUGoWloZ/GzP68rZdYVm2vbNvWaJQrOn1OqvTheHECz1lBEnJ1hXrcpVGq3+NfsONEQfek11unON42bpyZXWd55HLjb/2KB34h2kMJ13uZ6GUYpDZwWztfuNBqc2JS9ZMolXjwqpJuGKaWzbNLJmnxOYJkWVk0TIotPQJbN2ztvZpW8ukvXHS+XDcWT3qqhhylwy6C/vd+b1YTg+R3U1kdhLpHeTddjKtkz2cqnz7q0t7RCk+XZ7i9esPfEsHtAQAUHpB3rnTF66EFK4DrHXmxQR4+YdFF42bATjFZHdZfHxMZvWYbOiBT2T9isMibc+5nT9n81xK3Xwr8LN///03QUmdcuNsWVpK4PW4Oze8fAOy+uQcAACvnq6/ef68T3qL3LbVzKPXxjqaM+/fvXfTy9uvdNLEAQAg/UJz4sWLF70jKyZUPABtFbbkNa1xtGywtSX7QUparJdPYM6I3KGbSDn+xQdv/8kno355IxrA2FdqEoL9fb0jsprXcOtE/tWvf/X7L7wiK6Y3pp8bpyoLGnsNDLB2Qe2dikUCAFuube2aUM5VB4bdu5ceFHzJPya9T44AXLN11V0TShaAsU0/8Pc6HXmvRy7tuxWTFnsrMibMJ+Ra1dzOBjxaq4294nPONzarWckDgHWstKy5JCcqKtg3PL5e5GmoY7M1mVe8LkVWTJOPGryOqerKlsKcazFhl8NvdMsBAAxzzXdCvS9dDkxtEeMcAIB5pfPWmXNXCvIL00p6p1QcAGWZygnwvRCT3buy4y2AQzmY7ut14WbRtJoF0Pbcy2uofBB42edy/IMRlee3gb7zzo3LgUEBcdFxF1NnWQDdeF5CgJff/Skzsetb6AnyoHRJopCv6XVaq8OJYfiLPmVWm0NnMOn0r9NvuDH8wHuyy41x/FarFLnc2GuP0oF/mMZwwuXGnoFSmY66WWVQG3HP5hcIocrW0ZScOv/ojKPe1z88GvjHry/98Ru/P3zt94ev/d752v/tr/x//5X/7768/NYXl3/zxeVff375V58H/PtnAW9+FvDLTwP+7VDgLw4F/usngT//JPBnHwf+y8eB//2joP/2UdB/+yj4nz/w+fCwr06n2wtKsbH81KT4+Ji0uhmpg6MdIxXXk/Pv3wrMWUZAGlYm+rsaau5G+ZYpgFqsuXbk40sFYwqTa/a+T0R+R191WlLtuNS60TrD5TMVYZ+dSWtb+P/Ze6/2OK48T5P7EfZ6LvdmL/Z5prdnZrunu3q6u6arSlVdpZKKcpToHUADOpAAYUl4gHCE9957JExaIBPpvfcGPg2Q3tuI+O9FgiBEURJBUqQo5e95L8BkZOaJQMR5ceLEOccSCEpHHn/56f0hqoQ3UvjlhQZxDKI7nP7qB22zhKaHD3pI6mcHKyafePzJf6S1U6S86ZJzl5+yfRhiV/RW3nwyyuMRWm7ntTMtgYB1+dHnBexEVDaY8/Efb/VTJbyRR19fbhIFdte6izPO5s9ptr2HjUQkuCNjkklTtdkV/TjpjpFS/PnFygnmhvPgUS8v8+m5vCapLR7lPvn6zK1mKRpTDOcWlVF3DWO3z5/JGxRxyZ05N9JrmGFwT929XTMiCyFhQnP65cJBjlRnDdhI5Te/uFRFZHMJT+99fXd068hQA9lE9oPqcT6d2Fn+qHhai4Fj4u6ZT67U0Tis2crbZ3Jn9wFcvJ66J5WDs7iKuzlLet+z99rn8y/95XQZgcUlNWZeyJ7eAIh7d+WsFSK5uzCtgbMfi7v1w0+uVw5zJfTOtD99XDxviMR9tM5b1YOk/uqiqua5nWclSbjWcU0Z9WPE7tL8hkGGA1tv+PLTbwrHhDx8Y+aNjCZWCLAtfHlWadsam4tryjyd1qCFiLC1tqyyjynZcL/Z8nnPVLq5uW61WpxeXyAYevMLLRIKv2dO+IOhFMfC922V+gLB916kFD9PAqGwLxAkfr9Kd5zozU5X6ahl0+IDLAEAbq9fa1iXKdRiqZwvkvCF4qMIRN9CeIhYLBSLRc8Rib+DUq1xuVzHU2lP5ZMGMnW+vmuRZ5CTmqfpSlJXyb0uHRILmCiVjzPPn//61Ml8TjSinK4tyB3ZAQDQNJ8+/83Zr1rZ32oGYTFh46UC4i4ARHk9pbkFU1YAQARPzjzEW/27vN60f/vozO3bl7/8tGRK7j+o9CPSiZrcrMEtAABNw9l7U3rHtnDk8bU6OQCAZejOg06Kcc9KrbpQxk+EJYPluQVTFgBAhdVncvB7wW32YHlm3/qRUiTCe6LZp+nX0079/mR+J9sP5v7ruTOqI0+sBMU1GeWTAhN/qLi6u72mhyUm9ba2zlkxy+CNO80UKwBsUdrzbvVsQWCpIKdlRu7wi2rPZS8cLIHjwD16UNLJTQDENhcKzxYxnk+prm2/fKtf4AMAE6El7/bANvgWcjMrRxQA4FdP5F+sUUJc2JV96nefXrx5/eKZc138Q5XuLzx+WN7NTwAg5uXHpx/TvYmwXTpQn3fh6rkv/nBlwuCyKGdLrlSKUAAwj97PbFnQuIOCkr/88curt65+87dbT0YNzxqT3q2lrN/94dT121dPfZLVRjbHtnrS7nSxXACgm2/IzxzaBe981t2mRRMAeOSjhVfrFRhqmK65mV3PXffH32zmg0QigSdRNZrNjXWrxeL0+AKB0Pu/VN+cE/5A6F0RiSZQBMUSCIagaDQSi8TikUjkHRbg7eDzB5M3eHWGDRTFfP7gey/SB4cvEAqEYjEUQw5Ohkjyxdf8tGD02amVCAe/s0EwGk0kQsHX//zXJhAM+/w/pNJdRyy733G93XW7ySTV2pM2RZBEPB5LxONIIv56S9O/bOXzRCIej8Vix1mvNMjpriivJOwFVA01/WNNJYvbASOluzhr2LzDelzcuGz0x3ZwD88U0AMhxfTT0sLxbQAAZevZLy6m3y+bEbqOPKsS89GrzxaQrQAQ5XRXVFQs2AAgJmi8kIvf9a3TOrLTakQvPoMZlU48yc0a3AUAlFdxPntx3W2RTBTdqBRhALDdfSerm7axbztQqXigqqJiwQoAcWHTxTy82aOndBbfG9g+skeaueq0Ji6GuJYrHhQ8XbWDqePyw1nN0Z7NCK+1pGGo5UnjqlYhIjUUV/YPDSzvAGz1Xs8aYtsBYH21q/h2z/qBShV2H7/qm7u4g6nT7fOFOQ3D4giAb3Op/EIx/Xkvrqkn/UYX1wMAhqXGh5mjFvDhch+2zWnjAA71dOmVWjnE2E8f5pXNW15c9t6+8Ph+WY8IBQjpx3KvPtVb1L11lXUrNgiKqy7eGZbvmxVTBRdK+AkAsA7dz2xcUDvc7IrTd6aNB7+GwwUaXPq5gq+zCdaDMwEDZduVrAmxFwA0iy0l94d2wD93P6N21ggAXlF/1tVqQQgAIGbE5Z/LHNfa30SmBypVb26YrBaz0+MNBL57zf7ciUQSaALFEBSLx2PBQMgXCJ3wBULvAH8w5PXZJAweZY1P5wooFK5Av6HVrBt3XZ5g2P9OyvC28PqDCQQ1bWzpDOsIinn9wfdepA+OQCjkcpglbMEKlUlYEarM3kAkFgi8xpEMekOxeMCpFAvwZAaFITc6Av7g8w38wZDbbdPITdvu0NHX3w3+YNj7gyrdtAa+LlN8XKj8w23GwtpWIhbGsHc629kPJkBvLsgrmLEBSJtz08tnPJDQLTdmp3dt2eVPiovrO6fme3I+//M9aigkHanIude/DgAgqv/m3hBLT+p9kNO8pLAcNIUSIVXL+a/z+yhal4fTVpiXN2kGgAi74rOMKVMssEV9cj+9oHkWt8Bedx12xcUUc1VXPstonsOPFl+7Uja9HQPMrR+tz8ivm5npKblZNCB2hAOWxYKTeexEiN/xKC9vchcAopzKz2/PboUsvLHcry820xX7yY/EwkZa04V7bbjV4ZzTn2XUUlywN3rzXHbThGjnucZDnPpzn/77lTEzFrIynvzld7dbiVsAoG0+e72dagUAPaEx+3KrEfyz9zKeDEv88T184927+Z0TBLbBtYnLuVPeyQ0BeI0zeZ/lrB55IEpPLMrMb5od7XtSUFhD2gLYG8m4WT2qiAPsy4ZzvirmJcDGabt3K6txAEcgy/afL2TsXC7LuHStfGhmruH+5fuDCohuDreUPCgfXVisPfPR6U6xN2yXduRczqyemSN33/vq3JNFfSRqma9Mu1EyMD+7IjHaD29HxFyKvsIrd6tG5+doql0fBsqnX13v47oAMMV0dfb1DhOAYf5x2p2ykdm5rpK0z78pF8dQu05Inhl8lPl4Wbn/JgOqkipVqzfXTVaL2en2Bt79hflGBMO+gFMnldGoLDyFw1ObPdFEMBA84QsE3wH+YMjr2ViZmK6vqb17r6qidY4k5QzX9wyvboQAAEOi4ZDXH/D6Q+E4gmAYEov6/MFAOBpFkDiCIvFoOJZIoFgiFvH5A15/MBiNJzBAE7FAIOgNhEIxBMXQWCzi9wd+6n3x+gMJBDFubGsN6wiKen/6b/zFEQrHA5tKcsXtyoqeqZ6GtqouEt/ij2EYimEIgkRCQa8/4POHIwkEQdF4PB5NxIOBgNcfCsUSCIYh8ag/EPT5g75AOBRy61fnq5/21HaM94xSJBa/PxgORpKnRzwSi7r2hJ1FQ8y9RDwSDkbj0eRJEoxEE/FQIBiIxKKJRDyBoBgWi4T9/oDP/9b21B8Mef2BH1Cpccf7d6cm/uvnfd1jdId9PxL+Wa1JFtvkUshkpQ8A9gVkpR0DzKFjE2d5LkCMxJHqwkelI5PEQdJWPG6RrZGWxS4AADNzbEHhQBCPfrK7i6g5vL+J6clNlfVttF23RbhKJit8AJDYWhtdkO8jAMiOEFdTkFdQ2MPa8jz7ayIinWkrupJT1V79qLidaz5QrGed2V2Ql1dYT1I7ACDmVpNHyFtofFewQiYrvACAbNNHF5QugIB5pTe3tJdoelaKqE8zW15c0NrW0zfF5RiDAFU2YjcAACAASURBVGZWb01N9ZzsyPNB+5LhnhaCNgwQNdL6G8fI5igA7HOncPx1PwA49BziLM8JUdXyIl1sRgCwsH66rDCrZpC1a1lfxa8JduIAEaeKPEoyfetXurfSVluY87h1nO4AAPBKFxcYchsCELRJSeOrmzEA8AhwvSU5BeU1s/rwobP2l0qLSnNLy6rLq5qmjWEAwKwSQlte3qOh0bmeOYU5DAD+Ld5gTU1N++MrX9wcXtvBAKIWblf5o9yHddMMY/RIObymtZaSgrzcxmWpFQEndxwn3gkBYDYlg4jj2QEA2yX2PH1UVl4zMk2dYu0BYqKOV2fnlc9KAm82MObbKnW4vX5/8L3XSMe5qEMRn1fVk/+ksG64s62vpm5kTmYLYugJrz/4bvD5oyggZjWts3ZREwUAy1Jz/+g4vnd0pmuCzN3whYPhcMKrXFvt7RwfZm4EwgHLupaOo0zPzYzQDAre2sjI1BRvy++PRJDghow30j7URVJa3ZFowKfnE1vbZxZYRnssGviJd8TjC8QTiHF9S6s3JRDU4wu8s2P4SyEUigVM0pX2WpwqCoBtjj4ZGueouDR8T/dI1zRVvBOMhMKhuEtMJPb2T03TRQyiyOCMxhC/lk3r7xgdWDO4vKFAMOgNxhNe7UBlRx9tJwEAaCIUCIfiwW21cKxjqIOo2HXu0Mf7H94pKx9YEe06jEI+g7++H4p5HBtMPE/n9G5plHwyA4dfbu2eXNU4vcGo/+3tqS8Q8vgCxJW1QPDlKpVobf/3fza2D1P3bJZgwJ9AEMP2vkSzI9XuSDTbIs22SL0lUm8JVZtC5aZAuSFQbPAVJp7cxJWbuDIjR2rgSAxsiZ4t1rPEOpZYyxRp+QqTed8NP6PW7WsnLBwsy30wanvf5fgZxDaTfadqQPZDv9SoW07qrW9qrM9Mv1E5qvT8TMfjHKhUtblutJp3HS6P3xd47zXScS7qYMTjVg9VDJDXowBB/tRU8xBLpOGd8PqC74pQKBowisit1XNiJ5pI7C42t+TXTC2SVgcamh/3C2wotqehDg/PTMxTWpunhDannod7fK+pdxb3tK6taZAwOzb4qIagDyLubenc2MgIjt7ZPEpWmq276rHa/n4ST6CyOMNh30+8Ix7vt1XqDbzDY/jLIBSKBkzSldbqWYkXwmZBa+0oXralV0ppa9SRoYm+CZkdxczS5cbWselF+lhXY3bhIMcJLiNrbGRyHEdtaxqjGxy+YNjnDweDPjV5qbauZYxv8YQS4UjCtatamBgaxjG720aXhSrOykL5w6cdBNmG17Y20Nc8wN2JYi4zvzW/h2Z1K1cmHt5t7Frmrox2Fdbh+Xv+QDD0tk4hnz/k8QaIlO9Vqd0VXKKpHfb9QMCPIAiKYhSOVre5v2l2bpod62bH+q59fde+vmM37dhN2/um7X3j9p5he8+wtWfYsuk3rfpNq27Tqtuw6jYsug2LxrTbPbU6OM80bFlR9EOf2Ajx7Bg0qp23N6bxw03UqlYatt0/1CCMBzZExKnp6ekZssb2s7q98a0cqFS5uW6wmncdLrff53/vNdJxLupAxONSD1X04bX+qH93qX+wC6fY3DWc8PgC74pgMOo3iEit1bMiJxKP78w3dbbgtCFAzGJSbeWcIhoQTvfmZteUN/YUFdZOKu06Hv5pzZIm7FrtaO9a1lntqt7yEYbdp2POF2WWFbcMleSXdVA3trdUnZUdoyJrIhb1/vQ74vb64wnEsL6l0ZsSCOr2+t/hMfxlEAxGA5uq1ap75fk1HcUFbV1EmTkQdqrZ7d39JY9qy5rJhoSH2tXdtazxAuxK8LXlk2K/X7o0lJ/1pKy5r6igqp9j8wQiXn/A448EPQ6ditpW01XbyzZHAkYBvjSztLhlqCy/tIVk2LapBqvG2DYEwE4bHu4aE+xEEKdV1FM2zLC5FCszT+qW1X6AsK6ntGtWZvMEw2/rLPL6g26v/wdUCgAAaDQSST5Yi6AoQ2RAjvFk0EuyQBXSeYq+GZpuw4yhbzRuIZVU3nqSKlUpN0wGy+6u3en2ef3vvUY6zkUdCHs9moHimpyS5uLi1poustQdiVs071Gl2/NNfeO0DTcS3VCstlXNyoIuxlDf065V6bbdbLU7gx41G9/aQNTFnZTOgWGSZmtf0V8xRLc6ZeTpmiezrA272Wq1OHwef9hp1s119LRMCXdiscBPvCMplb4xwWDUb5JRmkqHCaodvdGy7wu7lNSaLqJoc521OF7TQNBFHcTW7j68zgvYvp7eXDEl9rs5k0P1rUTRtt1stVkdB4fd7Qv6IwkUUNeuaqi2aVa9r2Qs1FZM0E12s8Vmc/vMW9yOshGGJY6CgzY82DkusqHgt/DbSofoNqeMMtvStmqMQDyoGazsmZfY3O9apc+DoChdZIjEXr8zKhZPLK2Jw5EojatoGcLr1s2AvZGYXzlYLBQMhmKHX4bEw0F/KAEAgET8/nAU+QnuOCfCPn8k/lPtIBKPBH2hY479QIIubyAU+wXcXv+J8gtQqdulGizvHFlTa4y7245Q3Kbs750+4fYG3hXBQNSv4y/Xl07yHUg8vjVd295HMjgTEZOE+LR4QuiLG6hTVU1TJL5Ra7C5oh4lA1dftaiO2gnNXT2Lqg2rtPNxL2UnuCtdaazvm6Trdbods8vncjs29DrC1FT74KrBF/f7f9odcXn80VhCb9pQ6wyxOOLy+N/hMfxlEAxE/QYRoaFsUujGYtFIIBjelxMfteJFMvliX2tOzaI6FFMuD5Y349aEmrW5wYKyMb4rtsGar24YX+IatXqz1eNPetTrdW8ajWKpVizl9TR2LKq9ZhWjpb5rhKbXancsHr/NLOkqah5imyy+oHZloqFjliRa5+FHsnO6qVa3ijZV9Khvnmdiz/YXt+BlVp8vEHxbe+rxBV2ed63SBaooFkfCkcQ0nvOkY0pr2j06qOInC8LtrKxpXrE/+/eebLrmQa8JAGBnPDuvh7L9/e997WwM3nk8r/qJbgBjZslkxa1m1fEOnoszvMCQ7KbuBnxfkipVKjeMBsvOjt3h8nl8771GOs5F7Q+7nIqexx04lSsUiwci8ZhZ3NQ1ccLt9b8rAr6Qb1PNnx2nq53RcNjCmMGThDvOSGhHL5wbXVM641HvFnlqvKKirbadovK615XcuUnuesjJXyAQuRu7+4blERJ/JxgJ7gspuOrK1oo6HGfHsbenHq/vKGqdJcpt4VDwp94Rl8cXiycMpk2NzhRPIC6P7x0ew18GAV/It6UVzo2tKZ1hn8/v8QXdHtNSz0Blc1/jEG5xjqf3xKPeLcrMTFP7YGVLe03VrNgZj/t2afOTlZWt1c0Ekc3tCQQ8vnDQs0vHTT2paiuv72nFqxzecCRol64t1VS1ltfMrJnsbr+bM9NT2TG9ovMnHAbc2GBxdUfNGG66n6J0OeXUpZbSzsa+wYqaEaJqzx0Ie3xvbU89voDL4yNSaO9YpZFoPBpHzY5Q2xg5t7pPodt8PZsGbXoOaWFxmSTc8QFALGA3q7Q6NX9xEc8z7R8011CPikJYYlK683PqnpKS0/XGw7uEptyLn17vZKkd0e2Je9mdwwTCConEElueHQm7RkhZxDPXj06tF90zrFuNKhqNTKDzt/0Hr7qMstWFpTWjB4sGd3SirRBAwqlZF3NoQ7mfnMppm5PtHh7eiM1gspqU1FUShS12JgAAfDsqJmFhCU+RWQ82i3l2uIu4VZXWqDTZnGEAwKJ2yfLCIke9/3xSPGxHNF55qXhBwltcwCssB6XBEi45YXGRKTMfTEER3+bRyVSq2LC9o90NAWI36jct3hgasCh1W0YJfmmZLl8PIAAAiEdPJxGprOeTGP0K80yl60aDeWdn3+HyvsUr7h3g8QVcLhNxBM80OD3+gMcbDETsAjzuhNPtf2c43H6XN+QLhtxun8Md8ATCXl/A6fY9f9ET9AYi/lDEHwy5nm3scvuTW7o8AW8w7PH4HO6Axx/2hyL+YNjt8Ts9AW8wEgiGvb6Aw+37yffC5YvEDlQaiyN210/+jb88vn0m+J1un9MT9AYj/mDEH4z4AiG3N7i3oaWuUufmCe11LU0E3b4/6PIEDk8Pt8fvdPuc7qMnQ8QfCLq+9UrY4/E73X5PIBoIhj0ef/IECwQj/kDYF4yG407ewlhdA0kThGgkkjwb3+JuujwBh+v9qDQSR2yukGrTW9Y2fzP/qUK39Rp3eh1q2mBtaVV1zv2Cma1w1KmfyPzo1N3qxuxbX3169cnqThgA0dGqMs7ee/j08fVvzhe305JT2Ybd0vaMsx//77/e7Vg0BHbncjIybhc8LspJO306s18ZBYia6UO1JY8LijOL+k3ew/21TWVdu3olq7C08ObZr262i0IAMRtvorHkcUHJvaIB7e76ctvD+lmjWTD9qLKsqbrs2n989PXdkimx89kn7I5lpl1Ne1hYnHf74tlH06YggFWE76kurax+mFOyaI4DhGykvuxr5zIrWwov/flcy6oZjYc1K3VluaV3s0uHyNpnvyrMpph4+Mm5BzWNWRlfnH/QxbVHAIsbGI0VueWZOUXdOFkQwL8xmp92K7/40cO7V9OvtZsgtJx/v3ZQ6IiKqz756mZRTV7W5S/OZPbwXRh4WfVFmQ/zqlsp1tf+BX/4SSAJPIkql6/rdeatrf19h9flef810nHwOd0BbzDs8R6pggLhEw63/51hdx3+7Hv+89EXX/pG13c+55W+4qfbC18kGjeYNtU6YzSW2Hf53uUx/GVg/7FfutMbsupl8zNzXYNz40sCvTPkfvkv97tv/56zKPm93/pnwOX3GJVyOku36Q67PAdvf4u76fQE7C4f4TgqXXtjlS7SxAAQDMe39kOydT9Z5s+sX76cVavSbyNI4piN04BybfJpY1Han+/MbjjthqmMv92d2ACArfbrd5+SjIGwviMjfcgEAJ65klv3GyiHTrNJJypudRoBAHaG71y92cAGgP3VlhtX2zYAUfU/uHT+eunT2lsn/9YqPJxi0DaTey2tnIwABPm9N87XawA1Tj26euZSUWPT3ZN/bRJ5ArvKvuyLF7JrF5guAGv/9dxp5dGnVS2T2enp1TQA8LA6r12sk6EA4BaQRuvr86/+NYvoiDmkMyX3CtkxAC+z+MyFFobF7xLXnP3jzZrOsqt/u1E8ZHr24LNNNnj95P2ZbQDYbLxyu5GyHorqmi786VplR/mNr67ldhrRMKXoWhV+AwDkg9lXM7o2IEQszm0cFTsjorKvrjxZ8wGESJW5DxuoXrD3XbleSf4pbnR/SEmqVCYz6bS7m5t7+w6P0/P+a6Q3r81O2N3+FMdi3+WLxtH1jW2tYT2ewPadvvdepF8gLr/DFwlEkHAMCUVibs9P9C0Blz/qC0WcP81eODzBfZef8Op9pQhKE+rfRKUIio0sMhv7Zqtax7Irus7dr/74StFHF4r/y//7x8uZZT6fD3v1x4Oju7TJ9uKGvuGR1vtfXBuR23ZV85XX6mVxANifz89tnVXYnIzKbx6vOQAgymotq6kjHqzHBugmu7/oepMCAYDtkbvZfeRNANiTjZddbdBAePVJ9u3r5f3TkwvkVZ39sGPROp2T0zmnjQO4jbjyi9VSiLBbCjMuFfVMT+GIJNU+BuBeLPztfz1TLosAgKrtyoMRoeNIoc0T2bm9hHUA8Bjmyy/XyOw75NHW0paB4dGnd7+4g9tyG9Z6H1/vNAAAWCczcwfWTDYzIf/jtKrBqemZGbpyO3BQHGxHOFZ+vUkFAOCcf5jVOqfcd9OLPrla1js1NTNNk20G0I3e9AeDzH0AsApGy292Gp6p1B4SN10qpFgAIMrrqUzOaGhT07qqHte0kc2v+ev9JSSBIMlWqU5n3tza33N4HT/R1f1uOTEwOp3iWPSPTA9PzPUNTfQMjo9MzPWPvP8ipfjZ0jc8OTm7GIlEf7yOAUAQlCrQRaJvNJ3MlsVZNcgu62OWdNMKWok5DYv5zcu3Kqd/ezLNYrEgyCsPNvVJG5+U1q/5IMjMOpXWLbWZVTPFFyv5IQCwTGY9aJxRuQOa1hsX6+muaEjflXnh5lPKs2ny0E12f+HVGkEogWJbQxl3WxYMGIBFOPToUp0SUHlvzv2qafOLD+dYJh9kPh2TxwCcmunH5yrEgOrGi+8XD5gOjl/CLCX3VVTXtXRNLqhCmKnr8t1e5m4cxZ5/wsMrt2pWHD4vuz/3Rjk54hGVlz3pF4XAic/48sb4esgun8pPz5w1RWN2at7ZSw30Xe8+t/bmzSHVi0fGKum98cnNCUMsaprPup43JXPGgrKmm+ldosMOVQfu0dXsbm4k7BMN5J7N6NyAEP5RVv2waD8kqjubvbCBAYSZbSUlZbikPl2y6cK0Il4irFnGzc5I39b65x9QUBSbXyL19Ez19c32D870j8y894v0rXBieGwmxXEZGpseGZ8dGZ8dGpseHn//5Unxs2VwZGpyduEYKuW/qUoBIBSHYAzCcQgnIIpADIVeoumjr+/s7u4cY2UY1C+Yq0//61dnS/OyzuYs6hxW3XLd3SZJGAD2FkqKunDaOJbYobdc/ez02fz7GZfvtPazDm/wRszilmu/+6ZoSOk1LxcV9ZHWMYA92VT1vVZ5AhI+fnPutVOfnb2R2aeKHjaU9xaKi7rm1DEAt2Gp5tZTYRiQkKyn6Oapz05fu9snNJsW2rO7WL6Icfnxkw7uTljefevs5fQ2xrPGMFimc7PvX795Je3yxasFyzsxAM9af/nVT7++UJr38Fw+fj2OJVzssfIrpy6nV2Sl/TVtgGnB0JgGX3vhs1Nff5Xdt2p4NksQtqdZrDx97cGjzG8+OfV4mO1AALCIcbXpyhdff/1lZvuSKgpYZItQcvNaeubtKxnXcu72bkJ4tbqkc1rmCMs6MkpJ2xhAhD9QV9+44gDHcumD8+fTHvZwwliI19fV3nZk2ZhfTVAUxS2R+nqnBgdmB4dnht73Ffq2OEFn898IFm+Vzl5ZY6VIkeK7UGjM2QVCOBx5lVoGQVAqX/vmKv1u2hfUfzh123y8pb8Bi4e99v19rz8cDCcQDEXikVAEwQAAjYfD0YN1KxN+p33f5fEHwvFY4sjtYywadDrc/hiKxiPhaBwFABSJRULRZIdtPORz7O87nP4jYzCffyyGxCOhSHLLRNjv3N93OP3RRCIS8kcxAEgEw6FoAiAR9LicvudrZO8M375TN8zZdjjcvoNjjsZCHvv+vi8QCYbjCAAac2xI6asrS515F2/XsZKTKWExn9O+t+f0h5+PI0WRRDQY9Hud+3b3kVW4436XfW/P6QvFMAA0YJbx6JTlyfLM9IJBUQyweCQcjSEYhkRD4TgKAFgiGolEEhggIbfTbnf6YwAAiVg0Gj1u1/UvIQiKLuAp8/Mry8t0AolOoTHf+0X6VjixSFidWSC+NkskKkcg5QplKVKk+C4cgRS3RAqFwz9exwAgCLrK07wtlWJH1tVqw72OSj/AOGidnTj2Dw7rDO6u9OSn38i4eS1nhLv9hjPVusUTRTkZ6WkZhdWj2lf6e+nXHgRBFvEUIpG1uspfowvZ/F+IPk4UVdR39o919Y91HpOu/rH2nuHKulaeSCFT6cVybYoUKV5EpllYJodCr6rSlbek0qRHD1XaOv8rUWkqP/cgCLJEWFlZ4dPpEg5XLpZq3v9F+nI0Co1Jrd9QfRu1fkOq1InlLxb7RFV9m0JjVGpNCo1RoTEqX4GDLbUmqVLX1NbHEciefXSKFCm+hUimPpZKyRz1G6r0UKIYBmjyB4DmlEpT+XnkBZWKpOr3fpG+FKlKv4gndfX0dff2H6V/cITFFX1XeSeq6tvEco1EoRXLNTKlTqbS/zBylT75KRKFViBRNqZUmiLF93NslbJV4TdQ6QseRVBAMcAAmmY1v0+pNJWfQV5bpRKF9l2i1K0/fdo4MzPN5XJ4PC6Px+XxeDwer76ubmGJqNSaXtj+uUrlasP0PKGhtbelc/AHaGjtnVkgytWGlEpTpPhRjqtSElv52ip9waNJlWIYoACNM9qUSlP5OeRNWqUimfqdIVcbGhqbLRZLIBCwWq1ms3l7e3tnZ6ezs2NuAS9T6YVS1VGeq1SpNbZ1D1GodLPZur6x9VLMFitpZa29ZyTp5JRKU6T4YY6rUiLrNVX6Uo8iKKAooABPUypN5eeR11CpQm3AU+g1DR2N7X2Nbe+K9v6SsgqDXr+9vS0SiXg8HpvNXltba2xsrHna0tI12NzRf5QjKtUYO3pHlGoNACS+JwAgU6g6+0aVWmNKpSlS/CjHVekSXfYmsx0lgwFgcCDUZF9p1YT2Xz5NN5uPM640lVR+gryGSpUa4xSO0Nk3KhArmFzxO4In5ggk/QODOp1uY2NDLBZzOJyOjg4ej+/1+vb27fvf5kWVSuVKDEXD3xMMQ0USeUqlKVK8IsdSKYqiHKnBHwhGjplwJBIOR8LhSChJ6IBg8odIpJ+gv/awymIxp1SayvvNsVUq06j1W/PLpPa+EaluU6bUSY+PQmNU6zekSu2x3iVT6TkCaW//gF6nNxj0AwP9bDYbw7B4PB77Tl6u0lAoFIvFkrsdCoVSKk2R4vU4lkoBIBGPO51O69uOY3/P5XJ6vd6USlN5vzmuSqUqjVDAfPq4NLOimSTflCs0YrlGqtSpdBtHN1PpDseoaEQytVJrkqsNIpk6uTGNyVvAk2UqfXIDiUKr1m8cvUhVunWZSp/cXiRTJ0epiGRqqUrPEUjHJybncQuTUzMAkFQhAEQikeTPoVAIMOzlKo3H43t7e3Nzc0qlMh6Pp1SaIsXrcVyVYhiGIEj8bSeRiCcSCQRBMOxXOMFOKj+jHFOlWqlaw2Uuldy+dbu8jazYlCs0UqWOxRMPjU0dbiZRaIfGppjPxqgoNMbp+aVl0qpcbRDLNSrd+uDoZE7eI41hM7kxTyQfHJ0USlUHQ1dU+pGJGSqDm3StQmPELZHml4gKjTH5dgabfyXtBg6/AoBFIpFgMLiySnW73dFoNBwOx+NxNof7cpUCgFKp/Oijj/r6+uCZh1MqTZHiuBxXpamk8svO8W/wajWm9ZnJ3gdljclWqUJjxJNpV69nHA5EkSp1adczlknUpPx0pu2Cx6WNrR1a45ZYrlHp1kcmZgqLypItUZlKv8biX067wRUemEulW795J3NyFqfSrSffXlldX15VqzNtS1V6nlgxPjE1MTk1NTMHANFo1Ov1pt+8tbtrTiQSyRZq4eOSH1Lp73//+/7+fgBI3gtOqTRFiuOSUmkqqRzN8R870qoM+omRjgflzRTFllyhkSi0XKFsAU853Eai0C7gKVyh7LCVSVxZW6Vzkq1MlW59eHw6/1FJUqVJcy0skw9bpVKlbom4wuIdNGplKj2FxiRTmQqNkS9R9vYPqFQqg8HQ39cnFAoBIBQKyRUKn8+XvMcbi8W0Wt33qlQmk/3TP/1Ta2trLBbzer0+ny8UCqVUmiLFsUipNJVUjuY1VKrQqIZ7Gu88rlsQGaUKrfhg9Kbp6GbJ8ZmHF51CY5SpDvpKVbr10cm5otLKw/7Rl779aFerXG1QaIxCqaqvf1CpVGxvb4vFYiaT2d7eLpFIEAQBDDvaV4qi6PeqVCQS/f3f//3vf//706dPX758+cGDB3t7ewCQUmmKFK9OSqWppHI0x+0rlWk0zJWp/PQbZy5eftSBo4o35MrjXYMShZYvVrD5kkPXvgoKjbGjs0cul1ssFqlUKhQKBQIBjUZraGjQ6XQIgrwwvOXlKkVRVK1WX7hwIT09/fbt21lZWeXl5Xa7HVIqTZHiOKRUmkoqR/M6UzSotONTC72DE0rdhlxjOpwH/tVRaU1q/cax3qIzbTU1tZjNZpvNplKpFAqFSCQSi8X19fVarRYAMAw9yrdU2t4zrNHqAQDgex/zU6q0Hb0jKZWmSPEqpFSaSipH8xoqVWnXZxZI9c3dyyTa3BL53bBAWK2uqVteXsbj8ZOTk+Pj4yMjI8PDw+XlZcsEkkyhFoplR/nWxIHtPcPD4zMMFnd1jbm6xqLS2Udgra6x6Czu4OhUR+9oauLAFClehZRKU0nlaF5DpTKVnsrk9QxOvEv6RqbLKqr6+/pwONzi4uLi4uLS0tLi4mJ9fV19U3v34GRX/9hRnqtUptKRVpkDYzMDozMDY7MvZ3RmcGyWTGXJVPqUSlOk+FFSKk0llaN5DZWK5BqpUqfUmt4lOtN2c0vb7u5uLBbz+Xx+v9/v94dCocHBwSUCRWfafmH75yoVyTRytV6l+5EvUOlMcpVeJFOnVJoixY+SUmkqqRzNh7JeqUJjbGpuNRqNRqNRKBRKJBKJRKJSqVpbWxbxpOQA1qOcqKpvS042eNxZDZPTLKVUmiLFD/ALUCkSC4eCoVA4Ekdf8ggFhiIJBHnZ/6SSykvyYal0Y2PdYDAIBAKRSCQSieRyeUtLyyKe/BKVllU3MbgiJk/M4IqOBZMnprH4dU1dKZWmSPF9vLpKEwkkGI4Fw9FDAuFoIJQkcog/FPEHDwkf4guGg+FoAkHear2XcPOH82+dOXX63IX0a3WE3e9sENtaLPnmZgHlu/+TSiovy4eiUqXW1NDYLJGIORwOgYAnEolEInF1dbW6unqJQH5hWKpYrjlR39Ld2N73ejS09jZ3DvDFimON10nxy+Zw7VyxXC2Wv7ulen+eCKWqV1SpRLND5miZYiNTbKQL9WtCPU2oowq0qzztKle9ylWvcNUUjorMUZJYCiJLTmDICQwZgS7D0yXLdMnSmmR0ib1Ak9pdXgD0LdR5WNzM6Lz+tz8VTQhsbveejbfK2AOAmGtLKhaLZUprEAAQ0+jNfzmZtmCMua3rm3veBEDMa93csgZj8YBjd3PdqFOrFRrdrsexo1TItBv7IQwg7tnb3TEZlAq5RKXf9b7ponKpampZoQAAIABJREFUfEBJqpRC4a2tidkcmVCieu8X6UuRqQ39A0NPnlTX1dXX1tbV1tUnqaysotCYyZuyRznx5hZ87/uc4j3ywlLyQqlKIFEKJEqBRMEXKwQSBU+s4InkXKGMK5TxnsEVSn8lcAQS3BLpVVTKk29Y7d7kz9irgz2HzJYPzNBmyQKb3f0D49leNUF9770//iVvfOd5QzfhXV+pzDr3lzPXb576Y1rV/E4gtjV9/z/OPGAoN/oy/+Mvj2ZtKGxNZv7ls0z6hoXacO6//fZvV+/e+uL3/3bydlHl3Vuff/q3G53iCGadeHTm9x99nX773jcn//RVyYI7tVzNryYIgiziV4hE1uoqn8EQcfjSZ3XCAXyxPAlPJOeJ5Hyx4pAXqpGftDLhCKVckYwjkL5Asgyc72x/4nBG4NcjpdJfOd/xqEIgUSbP+wODCqQcgYTNl7D5EjZPzDpAdAD3Fw6TI5xfIoXCP65SvmJzz+F9k0pqha0wbZqXqcLheca+0/OGbdPEDqPo899cbaS6Dl+K7y0XffoPZ8vFYQDz3I1PPy6eVWimc/5w9gFDudl//3cfP561obA9ef/jz+/TNy20ulP/11/z1vbsrIpLf/htPt/jZtR99YcLFUqvY/7Rl/98qX0rDM7Fh386mT679SYlTeVDCoIgi3jK8jKDTOZQaXwmR8TmiZM1A5sv5vAlh7riiWQ80YFfkxpj8yUsnpj9jG9VJj/F9csTsY983ZHvfcnGJ1JN0hSvzXdbosnGKFcoPzDos3OdyREyuEI6W7DG4q+xBEnobMEak/fLhsbgzi8SX0WlPMWm9c1USmLJrXZPMBTpm1rpmaQ43T54gyXV4vuC6nP/+MWTpf3Dl2I7Q/c+/ipnxAwACWnFpb9eqibLx7I/OpfFUGz0Zf7ukxLcPsDuTPYnXz5gbFqotaf+++lSnishbr326YV6jcO5VvPpv5/J5ew6cUVffXJ/ZDcMIVrZRydP98vfZL9T+ZCCoMginrK4uEYksikrHBqTz+AI6RwBgy1gcoVMroiZdBhfwjn4K1zM4omSrzM4IgZbQOcIGJxkZfIzqklSKk3x+nxbpQqB5KAlmrwAmFwRkyNkcARrLD6NyaMxOFQGZ5XOXll7DoXG+mVDpjJnFwjhcORHq5jjqhSNRe2DNYhr7/AVEluxa3MBwIbZXdM11zKwYHd5X/9OL+Zda0//1/+RNql2AwCGWY0iDaH0s384U8r3A2xNXfvkr2U4pWYq+z++vkcz7s8WfvrHu4M7CdB0X/zPv91hbFpWq7/8u1NFbEdU0HT149PVSruD+uSTfz2dy7U45x998ec7gzshCKwU/f5vpwcUr1nGVD64ICi6gKfMz68sLzMIJMbKGovK5FDpHCqDS2Py6Gw+ncVncARMrpDBFjA4AgZHyOQK6Gw+nc1fY/GoDC6VzqEyOFQG52dVk6RUmuL1edGjYjlXKEvehDlogzJ5NAZ3lc5eobEoVCZ5lUFapRNX1ggU2q+EZRJ1Boc/rkpRFHspCIodrN2NYYjfs332f5oLziIOK6AIFouQGNJdmwvFwOWPC7W27CeDFa1jb9JvmgjsLZc9uHzmzI1bt25m3qpftvjNrKd5F//yTfq1U3+6UbdsCcW3Zh787lQGaQ/ZW2m4dPJ331zJuHvhsz99mcfetlDrvv7vp0s5jqiw5dqn5+pUdget9uT/PlfAszhxxaf+mjm0E4LAaumfPj83qHy9Aqby4QVF0YVl8vQMETe/urRMJa7QKVQGeZVBoTFX1ljUNXbSqTQGj8bg0hgcGpNHY3KpTM4qnbOyxqLQWORVBoXKJK3SSatrP5/K5FsqlSp1cpVe9jLkaoNcpZer9C+Me3nvtXmK98jRW7sH7VG+hMkVMTiC5N+PK2ssCpVJWlkjUGh40uoScWWRQFnAkxeWSbilXwVzC4SZ+eVw5MdVylVsJFUajia4CgtXbubKzWy5mSXbZUl3mZIdpmRnhb+5YfECgKP57k76/7f+6X9R/OP/YRuoDQtJliv/gGtvdYRRAHD4Ypt74RWxLb2wu7RpdM/hAezY/abRaNTu9DjMejGLRqXRaHS2escBAAmfVatRa3RGRwQAIBGwm637QQQgEXLs6rUa7eaOxWxzRRKJkNu2bXNFECzi2bfY3DEECbutuzZnJIEEXTaL3Z/AAA25zFabL3bc0qXyoSap0vHxpZlpwtwccWGZskxcWSat4slUIoVGXqWTqYwVKjO5YiiFxqRQmRQqk0xjkFbpBAoNT6biSdRlwsoigbKIJy/gye/9Gk/yXKUShZYjkK7SuStrnFUGn86TsHgSJk/C5ElYPPFasjVN57ywVM17r81TvEeEUpVAokr2j/JEcg5fwuKKk3d0qQwOhcbEk2lzS6SZBcLU/PLk7NLEzOL4NG58Gjc6Of8rYWh8ZnJ28VgqxQAQFEMQDEEwBMUQBH0GlkBQFMMAwFZ40oPvp/zj/yk6/6/gsgAaA4+NsiYQq4xKjYnCVo4RBE0T3IJOxv/4+HpuRbvbc+x+U4lEcubMmWvXb966fef27dvp6WmV5aWvV3umksphUBTFLZEHBmaHh3GjY7ixKdzE7OLE7NLk3NI0Dj+zQJhbIuHJVCIl2eJcI1LWCGQankTFLZOncfipueXJ2aWJ2cXxmYXxadzY1M+lMnmuUqXW2Ds0WVXf1tYz1NjSlPug4M6DnIx7ORn3cjLuPrhyOauouaemqbO9Z1ihMaRUmkL0vFWq4IvlHIGUzRczOMI1Fp9K55CpDAKZNr1IXmXwaWzhrxYqkz/3ao8dceTrycEwCQTdcwZtSRwBmyNgdQSsjoDF7t/d8/mCUQCwFZ/yCyjc4tubMuWWzbdl823ZQ3OrsjvlQ9ce955/2PJpevlvv374r18++Lcv7/8///6VUCw7bsMUw7D4t5NIpMaspPKmST7Bu7BEJxDZ5BUulSmgsYU0liAJlclfINImZpeXiCtLxJUlImWRsLKAJ8/gCItk+rPLSvDer+vv8i2VdvaNLhKpWtOmSECofXj36t2ikvLKotLKxyWPM66UjPGUFBavtWtQrk6pNIVadKBSBV+s4AhkHL6ExRPT2XwqnUOhMgkU2sIyeW55JZF4u/PvfHhZoTH9geCPbsaRrVvsXgCIRBNijU2ksYk0NqHaKlRZBCqLQGnhKcxMyfa2zQcA1sLPoyoWBiA1OteEG2uiDZpgnS7aYKmcLI2XrfGytT6uzsfT+xeEvt+eur/GZCNISoSpvP8kEgkCmba7tefc84X8L7lbs75lHhifnV8kzC8S5xeJ8wuEuQX88MS8Umt496V99XxLpV39Yzj8ikJrkilUHB6DwNTpTFsaw5bGoKXMEqhiFYnGbuseSqk0RZJnKpVzBFIWX8zgCGlMLoXGJFBoiwTKHA4/t7QSif7a+8EoVMarqJQtXbfYPa/4mdbCz8Ny5qtsydL4/uXze3QWJ6XSVH4OSap0a926b3H7PEEEefFmiXFjp294emp2cWpuYWp2YWpuYXJ6fnBsRq7+4FSqMYrlWqnKIFcd9olq5VqjSmMkrTJTKk1xSPIGb7KXlMkV0dn8VTqHtEpfJq3OLxEnZ3Azi+RoSqWvplKW1GjZ9wBAJJoQqa1CtUWotghUZr7SzFeaeYpdrnyHLtrcsnoBwFzwWVTFigHQxRtUvonKN63yTSs8I4VrIHMMJJZ+gaZWGm0AQFP6fvPZPUZKpan8PPIKKt3uGZwYnZwZm5obm5obm5wdGZvqHZr8QFV68CBScl3S5D/lakNKpSkOEUrVyY5SrlCW7CWlsXgUGotAoS3gyTO45bHJ2ZlFcjSWUumrqVRiMO97ACCBoMme0QP2/ZZ9v3nfZ97zbVs93kAUAMwFn0UULARg2+rZtLiTbJjd62bX+o7TtOPUbdj3XAEAoCpeU6Uxq3yk9Py5ey1rxh8a7Rows0fqpk0QVeGWSFT9Dz9e5TKtjTbMbfxQp62N0tJNUXoAYE9BGGpZ/MF5kHbwDd00Y+DIK25Gb88S1wIA3k36cP2U/hXm9w3u88frxjQ/2p2NGudre7jmb33iFqUpL+tuO8383c39Vu5ozZgBi+kIY2PjXOePF+QwVkrrnGDbfYx3ALg36KMNMyYEAJz0rm4ca+vNe1ZCduFY9aD0Ve+VvFJeRaWdfaNDI5NDY1NDY5NDY5MDw+Nd/WMKzYepUolCyxcr1lh8nkietGlKpSmOklRpcmJMFk/MYAtoTC6Zykg2SafmFofHpqYXSNHYr32y8ldUKVNsMO+74fAJXhRDUPSA5w/xHjzBu1twMiRnAgCCoIkjxBJoPIHE4mgsjsYTKACsvK5K0Yhtsfxa2q0edTCWiEQT0aDL5XQHwocVdCLkdzmdOuFw4dfF7BDi3trc3j2YTDfm9zhcnkAMQWMhr8vhcLqDCQzQmJbSkvlVwcpeIIYAAMQDPpfTHXh+gqDRgOTp6St1c8pANLG+2l5wpY7n9Tqc7mAcBQDA4kGP0+lweIJRDCAW4FR9eaWJpPdHk4XCYiFdZ1paWR/bHYnvyUYLT5fQ7T6Hw3XwfQAAWMjlcHiDscPHmbH4jmgo6+R93KYvkjjYL7fT6YthgCYi4WA8+Vok4LaSS06m93B2gzH0WWk1Pdcu5TRMSC0hAAA07nc5HE5f8v+dxtmCLx/xsTC37VHh49ndwyPjcPpCMQBA45FoLLktGg9Hkz/E4vEYEjCr1/f9URRFEpFoNOx3OFyB6PNfX9jjcvn84Ug8EUski4KhUd1qW+aX+WRbIIbujt6+83SEZ3a7XL7g4dFFIkG3w+mNvqguNBJ0O53uYAwAAEsEXA6H05s8ot7txUdfPCTtYUg8Fo0mfwdILBxNoBiKJGKhkN/n8UVRNBb0ejyBOAYASCKORCPBgMfh8oQTL3lo/FVU2t473Dc42j801j881j801ts/3Nk7/KGqVKlbn10gXL56fXRyVqXfSKk0xQs8V6lAevjAEWmVsURcmVsgTEzjBkYmUiqFV1YpQ2ww77kBIBSO04RbNMEmTbCxyl9f4a1TOCYyx0TiGBdoWt2WEwB2Cz6LKtkRDBZo6tkV1eyKapqimCLLJ4nyCbx0DC/pm+Pz5NsAQJH7/vmzzNe6wRvm91U/eUK0w/50dk51RWnaldNfXc7s43sxADSi7M+9efHC5UvZ93Kv1CnQmGiwobWb4QaIOVdKvvnqy6s5fUKbRzpfeftS+s2r+b1sy76g8eLnv/vnfztd1C2wARJWjZU8vHL5Zk4vO3JQnbqZ3Y+/+Mff/PHra53crS3eWMWZjPyqotOf/+ViFW4nikLAMF5y63rahfSCTr7Fwu7MP/kPv/nPc7c6mckpn4Liyeoz//Qvfzh5ro6iM2sWq7+5XlhTevqLv5x5NKR0oQDgWp+vupr2ze3iUeZu8nAgEWXXjdN/+J//64vs+tUNQCPruPrC6xfT7rYz3TbNeEPemCwaVc8/biopuXP9y9/8r79efTgi9hyUtvfRZ//jN59cvDOrigESUxIabv7t62++ulQ1Jw+hmG9zsexChQiLCHoqyiuX9gASPnpt+pWzX3xzM69NFEK9zObC5gFjAMC+UnW9lGIHcAubOnsWtUpy5ZMZkXnfTG9JyyytKzv95cen83sldgQAPJvzBV+evlaUm/fgUWP7SnLPox7B0/Of/+6f/+2bx70St5VQ9LAkJ//m7aunzlypJpkRACy6TWoryTh/Jb120f78zyHAovrB/BvffH4+a1gCaFxHa7118ptvvrpQPiXyoljYSqw4X8qJRhRTzXU1S1YASMi6bpeRd3074rmKczczsy5eKhmY6Cy/e/nLS/XsBCR0lP7am1m5ZXmnP//kejPN8R2bvopKW7sGu3uHegdGegdGevqHO7v723sGFRrjMU/gd5ofusErlKq4QplQqkrd4E3xXb6l0oOOUjZxhb6Ip8zglsem5voGR6dwxJRKX1WlIv3u3qve09vNP2iVfl8wAAQDACDJ/K+r0iCnu6K8Ar8Plq6Lpy5UUyOBPWpjblrBnBsQ9WBuTgvO6gmZcOWnL9UoIcpsKCyrJTkgQnly9Wbrqj+UbMUEN2SMJXxnztclq/vOTeHI4ytPuL44gsUlfXeySpuGR3vyLmfgtg9KjcQ1XdfudZI34ghq4baf/XPGgNQTthKzTj/ol+0DQMwqJxJnau/k1vfzvXFj5+V7fcydWHJXAUMSmyP37zdMykIJ1KMbS/vPKw1Me9jFLL54r5m+Hcf2pgq/etRPGKy4//Bxl/bgeKD7mpni849X9mIImtBNFz4sKB+Ymnh0MW1m22uizbVVlFc8aZ0i6b0R8dNz9ydkzvjh18U13dfvdZCMcQSCOnJNXuakNhw2E3LuVRNMLs8usfxQpVX4fYgyn157PC6J+KzkzrKHnSL/1tydh7V0UzjEKLuUca+C4glIxkpLK1mOrYlb9/uY2/Zt3I2PzlZRbWEPr+LK3TqSKYa6Z4sv11KsEYei9cZn6VX4gxmSscQWd+jR5Uq2N45gtpmcK6cejNk8Xt10xfnrPVuAmQlVuQ8LembnSy9e6BUdrlAQ14wXXc1vVlhC0TgSNNGf5t0ZUYXDNkrB/Yo5tSNgp1aeL+XGwuKByseFU7sAkBDWn81a2PJuMlvSPs9b0auHs05ntzOMyuW880/liYhhseKzv2ThDMHw+tTNr/PnN30vnFWvpNLOgc7u/q7ewa6+wa7ewbbOntau/g9YpRKFVqrUpfpKU7yUF1S6xuKtrLEIFNrCMml6bnF0YqanfzilUnhlldKFuqRKY3HEtOMy7riM2y7DttOw7dRvOfWbDt2mXWXas7uDALCbfzKiYCYA1KY9hcGm0NvkOqtUa5FqzWKtWaQ2c+XbG2Y3ABCl/n86+SYqXbaBeeD6g2GeEwDWV7qKbvVsgHc+O7ttVo8C+NYXn1yulUGE3Vxc1bC6D4a2C9mzmhAAAOI18earSvIy7t04++e0SYPLLJ8uvfZUGgOA3bH76ee+Ss/Muv/oSRPz+crh6/0ZWf10KwBs0nuKb7VrAAB2hm8/6Cav+6za2bbye1n3L//ty7xmmhN2+69ljQodR8psnXz4sBWnQwHsysnSq7WiCAA45vNzWqbl9iC35M+fX76bk5V5p2ZkZedZv65nY6n8UhnLCwBOfPm9c59euvfwQX5JFWULILHVff2//d2VFmMMAMSNFx/O60JHvm594FZW35oVANapHYXXOvQAANaJW5mdFINlh1x58UClFU+Ie7DReeH+uMgHAOvkjqKMrnXEPvGwpJ8hJnQ/HZ4ba26aWyUOdHSQ3bA3kpE1yN6ybuArr1RxAwDgXi7KaxgW7QUFtafzyRYASAj7qqvKcYedtFbpRElarTgKAJbJ7OzWWS0K4NbOlF6slkOU05Z77s/n7uRm5T4uWdQc7sLebF5O04g0DACAbbL7Hl1pVgMA7M/cz2xd1Fj3GE8ulHJjIdFgdWnxnAUAQNZ2KW9522Oi95Xc7t2CMPFxbvO0whkSPz1fQPUE1fNNpXmjWwAAms6r94cE9heapa+i0uaOvvbOno7u/o7u/o7uvpa2zuaOvg9YpS+QUmmKoxxVKZMrojF5yWEw80vEqZmF4bGprt7BlErhlVW6JtQlJ6OPRBMitUWoMgtVZr5yl6/YTT6+y5Ftrwk3tqweANjOOxlRsGIY0IXrqzzTKs9I4RjIbAOJrScy9QSmdn5FKdNZAQD//7P3nt9tXWm+5vf5Nn/ArFl35q470+vOvd3VPd1TXV3B5XIou+RsWZFBjGLOOedMMeeccybBBGYSBAECIJFzzjlnvPOBIiXLLhmWXXa5eZ71+yBSwDkHB+B5sPfZ+93nb6xSB26wvq52Uw3ywaiUoWMlALA2OosSe3ng2CqKye87AwDzaXtkaM3FtUpVIOuLDGk40AAAWPFVJWWdJACglIUkjFAUAvxY0dM2JgCAdi4rqmyK/o2dMrqfpo9gjQDA3+8pimsjewCAN5SYObxOIS7WBnXQAOCgIT2ldksN/O6wjGnyy+OFRKPJ6V0oMQCoyZMl4TVYCwDIZ3MyW2fJahOhLiR2RvzqLjWsueIn1ecuALBuVybldR7dXP0NHNxgUUxMUf8Zx+AFXH1ANkr48lPZA3FpvTsiANDgp4qTCg4dAECujsubIMg04o2Kl1qlCtAvZobX7ygA4HK6Njl/XgsgmK2tfpad2XImFTCPmlOzO4YGdzQAooGY5yqtCKs4MgCAaqkwu3H0XG2nNj6JGKACgHWjJiWxauV6NQOfCDdcGNFMAwCQTqZntMxQXABqynRJWO0FuPDtWdm1ay9/CwAAAPNGaVxWC/rq95rLxdKE7B0LANCfJeUOnoh0qt2q4BKMw0WdLC8qnVACgH4jPSBlXmTg7vcXx/dwwbxWmN0yTVKazp49KdgzWKgLzSVZI1wAAHJHRNooTv0GKm1q721r727v7m3v6mvv6m1u7Whq7yPTf7EqJZIZFAaXRGGek6iISpG8kmuVXpy8pNK1zZ2FZdTk7OLw2FRnz+DUAgpRqb8qPaNfqdQfhDlfWIjfPa/U64OVc/O/f5F6cPS9SzS4lJcd0W//8YuKPeF5d2Ri74ECABirzVmRrXQADbEvMfxpal5hZkZkyOOKC3Ac1OcUVaHU4OEftyYHxaSWNC9dEDcGSiOCU3MbMgM/CB2lmg2Co4qH70U1z5I1PjmhJyHsaWJyfn3ntvTFbg0bJWHB0RmTJClntysnvIHkAQBOT2RCzyZTQJuKeZyQ21D49N7DzLoNNZjW8wKCE/Mmz2+Gx1qOmpJCw6J7jgVi4kR+QOmJGQBkEymJdWMkm8d0NpwREJSQmV4zuftisLFdSWwI+nNo1SBWClrmZEZUeExCbnXzBkvJnKxNb0dxeejujMoxmlo+n/pVcGbVMtV0/VRmV1hc+ybfDQBm6XpfelRYZlZ8RFLLhtjuNvEX8u8XYn02THthQdGCHEBH78mITMpNTkpMKRmlagHAS+4P/ug3ERMi8BgxDZ+/FV61JQMAdldofM8BT8JZKnxUuKcHAOVsZnJV35nZayVN5gYFpeY1lyUGh+TWrcquD8XEPah4+N7Txjm6UTybmlg/fuECUF2M5T4qwTjBzFsqiAt/GptTUjXDsL74JKjpi+XxsYnJec9W6T6renc0OzosKysxMrFhmWtx22VrhV9lbRvAwl2uSA0NTc0tqk4J+kv0osTARnfmhLexwbSUmVw/dq4wYirvZ2zrzZfTdblJ/WwAAFJTQNzA6Zu0Spvae1vau9o6e9s6e1s7expb2pvae3+pKiXTOYsrG7EJyZOzi2QGF1EpklfykkoJhxjclUpXN9DzS6jJ2cWh0cnOngFEpeC3SnexNJFcCwAWm2sHy0NjOWgsdxvD3sSwN45Z60dM1BFzfofC4KsBQJDzhe3yyOaFxR3KzObFzObF1DppEkWcWCOMrRJGV857Z0+PiAIfwDLe8uvP30SlHpOCerq2tk8S6VRiGkOicwCARSVkUoRmAAAbF3+wsrq6eU7mX/JM4NXxWWyuygkAYGPvr8+v7l4qzE4F82hxYQl7TsNRlWYfeBxCImrtgCC1AICNg9tfmlvePqC/PNvCKiPtb6PwYoNVK2FRBCYfAFjFFJpIa3d7dPSttcXd/VMcRSJQOQAsEvzu9sa58MXpdagZJ+iVE47GapSzLzl6DwA4ZAw6T2r0AYBdht1cmZ/bxDOVLw0c9sgoW6jdU74BAFyii+PV+cXNXZrSpOHSz8V2AIeEQGOrzWAWnm6j0ZeyGwtbxGSaSGO7soFTJzhZml9Y3uNoHQDgtipYJLYBvHoRm81WOAAAHNyj7cW55UMi//kUMZuChDthKB0APi2feESgG9zPNyvW2exWJfuCrXUBgFPBpHPFBi8AOBW4zdXFufakiOj6iYsXs4/cDiEJhdonyu12NZPOl5m8AE6TjHXB0XkAwC2jYdfmF9c2CArn1+ylopyuLSyhyXIAcJvEp8sLC0s7LJUNADx2JZvEVDsBwCGknCwtLq3iiEw8Q+NwWzQiFkVoBbeSSefLjA63nkdialwek5zPokusAAAmwQVNon91Lpw/Km1s72lu62zt6Gnt6Gnp6G5sbvsFq5RIZhye4KZml/aOsEQKE1EpklfyNZWe4HYOMJs71yqdWRwcmejo7kdUCn6rdAdLE8k1AODxeNU6q0pnuYpSa1FqzUqtWakxy9Qms9UJAPysL8ykQ48PJEqjSGEUyg1CmYEv0/Okeq5EzxHrmAKtVG31eGEeZ/n/Pk89/P4qRfi7xMVeb05PS4oPCUspHySaf3nvqT8qbWjtaWrpeK7S9q5nja0Nrd2/VJUiHbxIXp/XqHRiZgFR6Q3fV6Ver89ic1psTovVabE6zS/iMFocDpcbAHhZn5uIB14f6E12ndGuNdjUertab1PpbEqdTaG1STVWtcHh9sLcGaLS/0z4HAaFSCgQCCRa8y+y+InfKm1v6ehube9ubuus/6Wr1L9hRxQktzM44s2aMITDk7Odg5Or+gzzS2sTM/ODI+Md3X2ISsF/lZ5SRTINAFisTtQRa/WAubpPX9mjL+/RFndpi2jqPJo8vka8KgfIy/zcQjoyu2F8jTC8hB9exg0u4vrnz/rmsD2zpz0zp82jBztnHK8PZrDWf/ss7fAYUSnC3wX+qbS7qaWtpaOrtb2rua2zvrGlobWbTOf8LAfsJ39VpXgSlURhMjjCCyoL/7pW6c9/TUfyswRRqZ98X5V+Jz4Abubn+vODby3A5wPwAvgA7G6wu2Dy9I1V6tEKmEym/LuXWv22o7BqRQwS1+Dvwm4uJYtBo8jd4BBfUEQ6m92iYBKY2ptD9hl5BIrE8L3aYV69mEPG819XENCnpR+SZdbXbNajFbIYDJkdALw6LoEiM/3430jcdhXrnK76Hifaa5RzGc9vWv+Aq+3wAAAgAElEQVTCuHUqvaCxN7b3K2ueLaOuf4OoFMlLQVTqJ36qFI2hCmUaALA7XHiqBEcR4ykiHFmEvRRhL4WnF0LMhWAfx+FLdQDAyfzcSDy0emAPx0Vj2GgMe/OEtXHMXD9iog4Za4eMhR3KOU3u9sI4xvqvb6hS80FrQW7hor+jir+Gl7vfnfWkBu/w8/Ee/hkWc8x3Aa87NL73SCBmzuc/LDi4md/vJdQ/jBu9+O5lX1/epoJBPNx8Mdz2W/DJMLNHXNNrjtKDH6woKV7RA4DrpOpewgzr+y376g9e8175g9z915U6fgUHaaY2O67zm3OJ/v65jSpd394vr6pbWtt6jUpxRAqS25mrSaWn+ItjLOHg+Ay9f7KBPlhdR88tro1Pzw+MjLd3ISoF8Ful2yeUG5XiKOIzsujsUoS9EGJIwhOS8JjIPyIKdrBsrljnA2BnfGYgHJo9gMayN49ZG8cs1BFz7ZCxesBY2acv79FntshnVJnLA6PHtn/99M1Uajnur2/Mrm0ZbC0sq93huQBAwyVu9/V3jM4fcYwAxsPuhqLyphmiFgCUpI3uirzC0qoxrBQARCeDhVGtTADO1vD0GuWqeerWC482pnBSALCQllZPaWoAr5KBWSYL1XTs0QHDBMKhuIzhU5GUvVIeVnFyo0EvuSs8rWdkuLSksGl8XfS8GWnADLWWlNaNYOVXDxIcLTTm5rVuoDfHttgmh05IOtwk6cFB39w8Rc01NVUXP+va57/c+lOer6HpGqtWQsFMzi8uDBTkFfaiaebnlfW8atZ22YMvPvssuGoRrzAQe8PTeidGS4sLa4dXWc/Npz3oaSgqb5wivFwpQoGbWT7cmi4vLarum6c872swng63lZbUjhL0oKRurc9TjQAKzPDqeF9R8qO370RVDx4JXm4fS7eaq3Mq2xaJOgAfZ3emPjevtH7kUg8AHspic3H6MA9slysrJ1SVD8AkJW5OHyjAxTvaQw33Nra3TJwISPO1RY19aJYVwEre2DxFzTU1VxfXd+7y3qiv4cfAT5U2Nrc1t3e1tHU1t3bWN/ySVepnB+/PfkFH8nMFUamf+KnSrROKUOpXB68bgJXxmQa///J196pf1wPgAXD7wA1gdYLFASOHtn/5NO3oTVRqw48UP/48oXFqdbomJjBlgg1uLvpZ8NsPiiexDIVdsFdb29Db3dFSUtJLt4FJRN5bmpmda8pNGGTYrSLsaGVa++YReqimapkotvoAADxywrP80DK0GWz4huh7oe14s9mw3hSdv0UmDpZlZ0xJQDke/20qBXJT4OPQvK7ZqY7CmJj8iUsngPy4sa6+o6e7ozi/le4AB3ejrjClpn1yujvj7vvh81Ijc6M1M6yNA+al9ODPAwuGZ6faMkMDi66L7QGA77zuftw4TS067wv+3d2s/tWpnqx7AUULrKvpOT6TjNidGB4SkjOB4xqshPqHDyNK+2enWlJCnuZN0dwAkv2ammc9PZ0tJcVd9BcVEEjVX3z6KKtjfrozJyI8tZ/oBFAcN9XVt/d0d5YU9dC1rOmq0oHVY3RXY83YHGq6IfZOQNnkHkP1okf7YjEnIDx/ZH4Dx7eYaEuV+WkNnZNTtZlxbYcGcNOWW4ozxsSgG4+JqZ+heQGkuIHMB5WX4Nirinn4MLu9qzQyIqWtv68iIyW15sgOhrm04M8D8odnpzuywh4X3NR2+Km5dSr1c9jRz35BR/JzBVGpn/ir0mOyUKoGAJPFMY+mzG+T57bIM5sX0+ukqXXiBIowvkbomzvFUyU+AGbaZ3rCodYJ/fNnXdMn3TMnnVMn7RPH7eOHreOHLaOHNX1o1BHT7YXBA8e/fJr+Riq1nvaVJGeOSQDAc1ryIH1NZeTsdGRGX9WWk43F3737MDIuKjg4LHlV7gM7a7a7LDY+7MEHsYtSg+RyMf3dj6IrGw4ELzWAPKrtzqqiDhyTMD/Wlf60dJlIw48W5aMNJtJYbWnRvAwUY9+qUu9F05PY5j0NANAma9NTRmVgWcsNvPtVaGxseHBgzJraRR2vKiibVACAfqs4MG1FamTv9BYn9vHBvJaflNNxCgAO2mRGcMXpzbvhu2gLz5xjaoT4kbTAskMTAEh6o5Na1pjXX1M8xLH66qp1AwC4sbUBcR2nZgDA95ZlF8ypQD+fcv/5SQhJXBHdbPay+UlMI1oFALSp2oy0URlYUHlBX90NiY2NCAqIXFCCi71bHvHOX1JH+FYAF6Y+pPTopWq1Pg+jIyKmA3tVk9l20lFYWLOoBwDLbn5g4aHBTF9tK84YE4FuNi29Y4npBVCQJksjGqngOKjPLGja13sZzYExc0K75HCwMKFfCJa1/KTs1mMfgJMxnRFYdvIz3Wi9dSolXNLJdM5NCJd0RKVIXg6iUj/xU6Wbx2SBVA0AXq/PaHEYLQ6D2a432XUmm85o1xrtGoNdpbcarW4nACPtU83ZvtUHUo1VorKIVRahwiKQWwRyM19m5snMbIlJpLKbHTBw4PjnT95MpZaTnrKS8mUNALgxNUFZ6zIDC91bmtzDBABgdYVHVY+eCGUytd5g0110P6upX74Us9eLA5JmWDoJeSLld7+/l9eK4rx8J9InOZjvbSqr6V7eOz5bb+2aXekqqN4wguN85DtU2hKWclWQgDxXn58+LgX9VGJsafcOVyZT6Q12j/Wku6SgZFENAD58fUj2qsRwrVLTal5W2yzVBaBnLZSHlR/d3JV8rlI1HzdeFtNC9gCAZDIlrWORfu1/y3FPeVn5mhYAXGeNT7KWWS4AN2Gstix/VgqqkejoypFjwdVJuPmk+y7bwjJmLkwAQFtqLU0bEYJ+JjmupAvNlclUOp3NA6Al1Ea+9UnhshrArd4sDyzaf+mmtM993hCYOEG9OnWWvaaC0lqUEQDsRxWPctBa07VKDXNpSe2rfADQEIZzIhqpYN+vK3zWc6IGZkdoDkqi5x4MFMf3cMC8mp/VOnXpBDBwlspDSo8MPpfVZrO5vmUhtL8lt0ulBDLj5Iw4v4xaWF5fWF6fX0ZhcKRLGhtRKZKbICr1E39VenR5pVKXxytXm2Rqk1RlkiiNYqVRrDCK5AahzMCT6NUGuwuAkfqZ5uzA7AWWSMcQaukCHU2gofK0FK6GzNFesjVElootMVuc0Lvv+NUbqtSG6U5/dDd7GkPabksNL5yW+lxMVEtWRDPFBwCm/eaE+IpRLJHGFeq9psvmmtLK4RPKSWfwnbBRtpZ/0p8f0bxxvNRYUzKJEb1YIFRFGEz5wx8SBwgasG4Xxsc/TZtXAjhOe0tys6YkIBsI+7ZhRz5izd3P4xpQ+P3FitS4ikWWD7y4nrTYot5DPJXNUzvAJz7oTEnIHNzEEbeaQ+8mLMqMzM227IgOLhgXUhNqholOAC11MvdhwYsBPj7Cs0cJkzQV93QwJ6ga7wQAwUBUbOMc9XqAk50wUpURV77FU9msp7X34yfJNgAXtq8kJ31MAj5sR2Jc2QiGSOMItS8+6D7is4exg2c6AN/FdG1WXA8PfKSB9NjC3gM8lS3Q2+yStZaG3snFyYaWvo0Lpfa07lF46w5dbrpe/synXK2PS6mewhCpfI1djR0pKiyY3DzDjpU/rVhR+pyU+brsuF4u+EhdCem1EycE4sKz2C8CamhgQ5ellzbvKb2UhgeJCwItC92ZHd7GBtNCWkL1AN4BoGNM594vxvksRy2tnX0/dev0dqn0gsbe3DlIy8rNyMnPyMlPz8rb3jumMnmISpHcBFGpn3wPlUpUAGAFWMbJFs6kC1jpHEYyeyKeORFNHQsnD4WD22yixOEDoCV/rMUfqu3QN4ftnDrpnMJ0TB63Txy1jR+1jh01jx7W9O2sHjIdbujec76pSu3M3eWhisrC0ozYhIptvg0ApOeosS6U6EqLBmJPcfrT0MSK9j0DeNlbg/lhkbEtLT1lfedKs4KxO962KgUQbXcXNM7w9NdXTJditz8/rw+t9AJwV0qKi+ZpbgA3a2d2YuxEC/q9jv4dhkorPZtsnKK/GLErRDV0dDeXxEYnlHWsPj8AK3W4MjsqNL6oflUMAGA8X+4tTM9KqUiLvpd3oLFKLzbHujYVYMMN9y8d8N0AZvHJROPUi5VRfLzVpv4TiVHB2h9vXeS6AUC11927hhXf3Ie28Y668oOy+g8lBu5688CJyAngZu/Mjo8cqgHATOotTn8amljWsvXi7qOPv9rYu8+xAPgEmKWxvm0ZANhpI5U5UaHxJc07bMn57GgXVgXAWqqf2JVpTbjB1PiCug3Wixa810EbyUwMSykdxqgBHOczrRmhEQnpdXsSN4BPeHq9WcVRQ3FqZGpadmP7ZOuKGJzkuZFZFNXgE682DOBUZhl5a6xzUw423Ej/4h7XBWCRYiYaZrhgpy4tr23Svteo6B/O7VIp0sGL5DuDqNRP/FTpxtGlQKYFt1OzOqibrNdNN+imGrRTjdrJRs1Ug+b5v5/Jx5r0Ii49657idO/GCN7rMUduABeA0wcuAKMD9BZf167znz7OeCOV/tIwik43p4ZGx1rSw+Nb0cqfuucSwS9unUqRYUdIXh9EpX7ip0rXDy+FSiPoFdgP/7e9wqT98oz90rS9krTd0vTdkrSdktTd4tSdyvydO/8gmWhjFoUpsQcqO0ytk8ZWCaOrhJEVwvDy+dDS+eASfmAB1zmF2cbyrU5fB9r5j7dEpTr21mRbTX1Da9ccXf/jz/5E+FG4lSr1Y+nvn/2CjuTnCqJSP/FXpQckodIIBvXZx//lMOnBUUbQYVrgQVrgUU74YVboQXrwQXrwQc7Tgzv/TTLfzygOU5weqB2wjeVtnLA3MGzUMRt1xFo7ZK0eslYOWHNo+ilZYbRD27brtqgU4ZfAbVQpnkTFnl/giBREpUi+GUSlfuKnSlEHF3ypBrweA/FYf7isO1zRHa7qMauX9/5B3FOq3p9Tbs0qN2fk20tauZiS+JHkeM/gBZMdjHYw2EFnA50VtBbQWkBtBrUZFEafxuxr2Xb9z48zjhGVIvx9cOtUSmZw55dQ4ZExY1NzFCYPUSmSV4Ko1E/8VimJL1YBgO+m0gKAB4CRH3gR8h+0tM+oKZ9RUz6jpH5Ojn0f/9l/VVHJEiM0Du1X96Fr+9G1vejq3u3Knq2Knq2K7q38ltWZbarFCc3b7v/5EaJShL8Xbp1KCZd07Pnl7uHpKf7iqo8XUSmSl4Oo1E/8Ven+c5V6feD2gtsLLi843WA3W80KuUkuN8rlRpnMKJMbpTKDSmuyegxWn1RtE6tsYpVNrLQKFVahwiJQWARyC09mkajtVoevddv9/3yUiagU4e+EW6fSK5uSKEzkXimSbw2iUj/xW6VEmUrv8YLJ5rM6wOIAox0MNtA7QOcEtR2UVpBbQGoGiQmERuBpgK0CjhpYKqArgaoAigwupUCSAEEM52I4EwJBBNWb8E+f5hyfHCEqRfh74DaqFBnBi+Q1QVTqJ36qdGX3fG4D0z22VdI0mVU1kFzak1zSm1jcG1/UF1PQH5XfH5HXH5ozEJw9GJg5+DB96H7a8N3Ukc+TRz5JHLuTMPZB/Nj7sePvxEy8HT3xVtTE759O/jZy6jcRU795OvNffhtweHyCqBTh74Fbp9KrcvZ0tgApZ4/kW4Oo1E/8VClbIJtY2m0fmK5q6sstb0wvrE0vqs24SXFt5nWyrlJSk1VSk32dnJKanNKanNKa3K8np6SqqKaVzmS7XN9rsU8EhL8Jt06ll3TO8tpWakb2zMIKmcFFVIrklSAq9RM/VQoAXrfTbrM4HTa3y+FxOb8rDr/idnpcDovF7HLd9jcC4e+BW6dSEoW5e3jaNzS2vXdEojARlSJ5JYhK/cR/lfp8Pu/fBp/P5/Mh1X8Qfn5unUrxJCqRwqSy+CQKE+ngRfLNICr1E/9VioDwn55bp1Jk2BGS1wdRqZ8gKkVAuOHWqRQZdoTk9UFU6ieIShEQbrh1KiVRWdt7xy3t3evbe1fuRFSK5OUgKvUTRKUICDfcOpVe0tirGzu5BSXzy6hLOgdRKZJXgqjUTxCVIiDccOtUetXBy+AIkQ5eJN8aRKV+gqgUAeGGW6dSZNgRktcHUamfICpFQLgBUelfUykZye3MGeESe35xiicdY88PjrHo/eMN9P7q+vbc4ur49NzAyBii0isQlSIg3PB9VNqJqBTJf/4gKvUTRKUICDfcFpWubu4xOIJLGvubobP46H0MolIkV0FU6ie/TJX6rFrRxfHJGfGSSr08x56e4WlK23fUS7JqRGyhwnZdNt9j0wsZFKHK7AUAu4bBYvG0dgBwW9RcOlth+kE1gb0mKZWAIfK1bqSI0y+KW6HS3qHJzv6xueXN6QXUNzO7tNE3PNXeO/KySs8IZCS3M1c3SjE40tHp+f4RFr13vLG9v4Lanl1cHZ+aGxgea+vsm1pAORGV+qFSk9UukGkFUo1AquFJ1M8jVnFFKo5IxREpOSIlR6hgCxUsoZwlkLP4ciZfxuTLmDwZgydj8KRsoVylM3l/tOqAXvnlak1MfMi9D3/72/ceRcRn5rdhlK9e9V4B2xr7fkSb+PoNd3K2Mj78h8e1G1oA41bBf/z7b+6WoJ3gps8WfvzB0ymq9Yccn5N/2N9Q0LhCtf+QrSD85Pip0oamtua2zua2rqZfqEp7BsaWVjfnl1DfzOLqxuDoVHvvyCUNUSkSRKX+4o9KSUzxFoZOoAkJNCGeKsBRBTgKH0fmYS952Ese9oJ7esHBkDgnJPYJiXVMYB6dM4/OGUd4xiGefoCnH+DpE2sn3dO7FLbY7f4xTzh7Ku/Tj1PQsufXOyNjp6u9tbN7la5xKmgbs7PTdD3YZRcz47NzC8OlIR/8+r3Q6vYtvt0NAGBm9CS985fUQa7Lh2t69N6//tsHQW0ip2at/O470e1UgWQfNdPX1T81f0RhHAy3tXd0dg1s0yweABN7f3lueX6mq6O9Z+VMbgXwSDCoxdWF2Z7Ojo6ZXboWwCM/O9jA8Q0WNXt/cXZxZrKjo6Nv/VxpAQBw8I8mB7s6uvsGh0ZQGJrutn8G/464BSqlsTv7Rml0JgAA+ABe/nr7/EehSNLWPXRBZSIqRYKo1E/8USmBIRbKtD9kL9hLztzGyejiAZHG/xFtejma/enHSWs8K4BXjR/NSnya2d5b8PhBYP7s6VFzyB9+97Rmdbzo3p8+yR6dm64K+/A374dWtW3yrlQKxoPW2Hfu1+D5lLHUu+HhER8/yFo6Pe+Pv/ukad/MWw764F/+9W726NwhhXkw1tU72Jr9yf2AZrTIxJx88Otff/ikpKk65aMP382apBrVh0kf/OatT1Nq6oseffJWcPOBVrAX9/m/hvdfiHADn/3md/fSW9sr4t7/8H7DlsghP6+O//ijmKqWiqxPfvW//imhk2L+sc4Hwg/ltqiUeEH2eb02m81ms9ntdqfTabfbr370eNwsNhdRKZKrICr1E39USqSLuSL1D9nLAY7O4kvJDH7r8BqJznd7fpzTfqVSlMAB4Dhtfvir334YX1SW+PDt//Gn9H2pljdT+vZv3/rLl4/7To0AbnRF5Dsh3TLPzbO94u3Gh+8/GRprSXia0bM5kxX5NP1Zb2X4o/IVMSiXI+6+l7Yov3qohbPbkRL50R//+V7dtoA0HfbRFzkLSgDtXM5f3ovro7OO8h9+HNpCAvBi2wL++Lgcd7pXGPpu4hhFcj784KP71cdeAGZ92NuPG3apq7Wf3HnYxwIA5Xj6W39O7aH/4m5V/+fl1qnU6/WeE4ix8YkHR0derxdRKZJXgqjUT/xSKUPMEf9QlTL5MgDYPrqs6pgh0ngej/s7n/WdXKl0XegEMM6kvf3uV6ljx+cXFDKFKTa5wXHW/Mf/9//6p79ETNABQLdU8OTtgFbuS01AL3c5+/6nn9396OO4TpKUN1b86POA0Njk1DmmG4RzYV+9l7em9jn0u23RX8YWjfR0JT9665OyVd75eOSXD6r2rAD6tcrAD6I6ybSdgoDPksZ5AF7ScNL7D0oxxxuFoe9dqTTos0eNGAc4KM9i3r1fs42dqrr/eeS8DMDJH0j8/QepPTREpX833DqVOhwOrVZLo9FVKpXD4UBUiuSVICr1k59GpUfnDDpPCgBqg2NiDZNV3Ye7ZHm9nu984ushDab++d3oZa4NwEkbSXr7i7DOE7VWfnR8wePzz+oCP7vzODbsznuPsuZkVuNOVcTv34qfI0ht3uvbQ25Wf/q9//6//x9f1u87XE7aWMJ//z//652ERpIVgDP2+OPfpS+p3UZhe9C/34kfJpPnEz751ftFy3zSdMidT8LbT0Tk5dzHd2K7MTrNSea9O58VLIroJ82xnzwsXVEJ9lLu/UfU0KUY1//Vnz+vPrCD/aIq9D8+K98QYqeDvvhz4sgZ83gi4e3/+5OsAfoPGuGE8GNy61R6ZVOv13PlUUSlSF4JolI/+V4q9fp8GoNNrbdeRaW3qnQWlc6i1FmUWotCa1ZozHKNWa42ydQmmcokVRmlSqNEaVzbJ7EEMgDQmJxsqal1bCcq+9nxOfXrgx6+N/KD/rycjgsjAADYZOvtyQ8Dw0KCHpVPoZc6K2PDwifPZOS50o8fZoydqm3clcLYx8FRHQTzzZtuwgxVhH70ed22GABU54Phd56UD2FMACDYKEx72rynAZ+btd0R/TAoPTM1+mlExuCRhDz79IN33vs8MCzoQXhRD0HtA+Ne5t0///HD+2HBj0PSKtd5XtBj67Ijqtc4StpKTmLmMMkBDvZwWUR6P8bgBcpsfnxcTHZK5JfvfBBWh/pBX1IQflRuo0pfAVEpkpeDqNRP/Bp2RBdxRCoAcLu9WIr0iCQ+vhAfEcWHROE+Qbh/LtjD83dwvG0sd+uUs3HC3jhhoY6Yq4eMlQP68h5tcYfaN3coV+sBQGty8xT2M7a9tHcvJKPhhED3ej1vIFSFQrG0tIRa39jY2FhdXUGjd66bmr4fbcbNX8F82XP37Q9zFsUvdiRbif7wrdAOgsefXdtlhP1t1MrSTF9jUmzKxKn8b3isCN+TW6dSq9XqcrkAwON2W61WRKVIXgmiUj/5Xip9Y84p3KnVvQXUfvc4qqxtOqF0ILJ49B//HPbevRg6RwDf3340Gi09Pb2gsLCwsDAnJ6empubqgvAT4JSdDrZ3o6imF78y0ma7WycxMn+e7tMRh+vK83OyM4uaF3DKv9VRIrwRt06lbrebRqdX1dSdE4hutxtRKZJXgqjUT/xR6TlNyBYpAcDt8V5ylESGgshUEJmKc4YMT5PhaVIcVXpGkZySxZhL0cmF8JgoPCLyD875+3jeHo67e8YZW8Wl1S8kVM/FVUyG5vY9SG6+G18fktPzP94JmltG/c0bkggI/nHrVOpyufh8/tjEJIPJdLlciEqRvBJEpX7ij0rxVCFbqAQAj9fHlxk4Yh1XouNIdByxli3SskRallDDFGgYfDWdr6LxVDSukspRkDkKMltxyZJfMGUUjlygtEt0XonOK9WDzAByI5yL4N2ggun5Ze+PMZoXAeGHc+tUetPB60Y6eJF8WxCV+ol/KhVcqfTHhSpx/f5B9szCCqJShL8Tbp1KkWFHSF4fRKV+4p9K+SyhEgBcbu/xhXgPL9w/F+7ihTt4PvrsarQRdxPDWT9moY5ZK4eM5X360i5tYYc6t0Oe2SLPbF5ObZAm14njKOL4GmFg8Wz3jA0AF0LXHx7k/BCVOsxauUymUKgtzu8owPs98TqsVrvzdaOIPC6HzWL/ztk8Pq/TZra5ftyj++t4PU6b2fbaGvpeh8Vqd7380jw2g8lic72+k93jsvvzen9UvE6r1e74SVcEuHUqtVqtTqcTAFwuF9IqRfLNICr1E39UiqPwWQLF1b89Xp/H4/1m3Ndxub1Ol8dmd1ntTovtRcw2p9nqMFudJovDancBAEng+v2bq9RtFh405UV98SgwPLJglWn8/lt4Derl4pKhLeFrHiHFT9ZlD/O+a0MOzX5TXD3up5o5amYvV8c1vHZ3wonMvME96Uu/0Z+OLu5gBa9fCkd8Ol6XM/q6M/Ljo0ZVFLdNXv6U/r51KnU6nRKJdGNziy8QOJ1ORKVIXgmiUj/xR6VnZB5ToAAAn8+nNdo0epvGYFNfTzBV6a0qnVWlsyi1FqXWrNKatf4tUEYQuH735iqVzBalpD/bNQJ43O6rmTBui5ywvrZxzjE4AcAio3OkPPLW5uYpVWAHAPAoGbi9TdTWAZZnAgCPQSbhXZxjSCylySAkHW5voHZxNC149Vx02f2HSWWDJzwDAHitCsL62gaerb9+XS6LaK0xK/RuwgCWrrEDgEeMP9raPqSoPWCUsbhMnQfAJiLQSQeTddF3njSsnwv11xdln01IPNzeQO1gyQoHADhVPD7nEn9MElgAwKm5RG+sbxyyFBYA8Ll1QipHYwcAr17C5ws0TnAomRwZn4JGb++d069PtU9BxqG30QsL7WVPKjBfez/tPMz+Bgp9zpR7AAB4Q/Fp3ZNbm7vofTzF4AMAp4rD4ov1HgAAC2N/a/2QIDBeNQV9aur5Lhq9T8SvPssM+ypp6IypdQBYBdh99N4xU/+1d8QjI51uoTaPiTw7AIBLIxAquHQMZn/zACswvnCSWc7kSFQuALddK6IJLQDgMXJEMq3NC+DgHO2s759xdF4A1UJ+TnPb3NbxHvr4XPWT/KXeOpV6PJ5LMjk3v/AUe+bxeBCVInkliEr9xF+V8hUA4HR5FvaZU1u06W365BZtYpMyvkEeRV0Or14MLZP6Fs/7F86n0fT9kRGr7HUNmKvr9Dnf9bv7b6xSHWGkJTO9aI1huPrZa9Wdr9YUp+fFppcvYCQOoDy79zgutzwjNSw0PLUfp/SAg7zS96w0P7cgq7Lzwgb2k86CsI8DkltXL6XC4/GmqpLc9OyysR0GY6v36TohP2EAACAASURBVB/f/Tw4oWNHCDb9Baq2OD0/Nr187oh/tWiaVYVtjnhw552PE9sXGHowChdai4ozM/MK2nfVspOWgrx5kpwz+yy1tbE5K+art/4cVtZzKLj+pPm0RyONVSV56dlFXXNCF2jmsqKfPI7JH9xXu4yE1dLogOSk6LD4mhma0QWW/fJ7KYtcH4Btr7mgqHRFAaKeJ4Ex6cW5mdGPH4VVrAg9ADbxSkV8THJaVkp6TGxELf6lVqn8sistNC4lJiouvXaJbwEQjyXHJCTn5eQkRT8JrVoTu0G/UpBe1XlsBFCSuqsyi5MzChonsCYAu2QtOyQoJim3dKC/KfzRx+9+kty1zDYayL1VqampxTXLgpf6Xk3C2eLY2JTouMT43F6iDkC/VpYcFZSYVVoQF/BlROPxTb8Bbzo9rG5S5fIaztojHuau68DHnkwsa9rjeY3ckbqc4tSM/OoBjAnM6+Xp8RGp2UV5CcEPskYZL00/+ltx61SKDDtC8vogKvUTf1R6eslj8OUA4HR5Vo7YczuM+V3GLJo+g6ZNb1MnNykTG+Qx1OXwKnFk7WKbpGTF/lGZ/ReXUqTpL1S2pSs6MuUdGfL2DFlbprQtQ1Qfp1ruAwAcz/XbezkzC286gtcm2h7LT0jIrxs80QLYRNvFj+6kNPWVhnya1LgqcbKbAkPyF8QA7uPW/MTCeSUAuHgrUwPVBanRwY1McOG6suLSR0RXPlCfD/W3F8ZEp+XO68G+lpvTgxIAgI2/WfLoTkpTX1nopwn1C+Lr3kYJdqQ8qY8LAGBcL3kcklhUU5H79FHkmskn35mpzg4Lzxikalxuy2FtaMWp7etHriONDHQWxcckZ0wowbySG5XefOwCcIr2auITFxQAwO/Iym1bZ5vtuPqg7FW+D8B22FFWUYVSgqg7PCRthAEA5OHy+IwJJTiOa+KLR7AAoNtvCgurOrt+P30eyWhKeDPGCOA+7CvPqEIbQT2eGB7TfAoAkrXGqKgeMVg3S3Pq+7E6UA3FfhRZ3FqTFhYZX3XhdZ89S0xs2bjamPB4qDx5gA8AIB6Iii2ap3/9JelRxdFlsxQAEG63xqVNqsG2U5XwJGNaBwD08bjH5cfXgncwJ+KT27A8NWc6OTSvsmVbIdloqmodZVsMc2mfhec+q82NiXhaiHe7diriQvMWzACui+Gox+XYV07j34Bbp1Jk2BGS1wdRqZ/4pdILDoMngxuV7jLm9xizu4wZNG16iza5SRnfII+hLoZXSaOoiy2SgpnwjqrkK7dOoV/u1s40a2db1LMtqplm1XSzcqpFPlqrPVgCgDOu+z/u5b65SgEAQIFfzA2KGLuUS2kz6R89rR4eH5+c3KfKzPbL9oicFa4HAKjzTaXZkyI1bbK9sbZ/oLMxLy644hwcp13l1XXragA3Z6eppqljYrA+KzYlc1QEhoXM9LYFhg9ARR5LvfO0emh8fHJynyK1Pr+0ejh7PUVx7VQfAHB6o6JTcpuGxkYX0UcCM4D1LP+r//Fe6ZYFwCFeKwsu3n9phToXd7+1rrF1cvBZXkJSyoAATKt52W2zVDeAhjpRGFSDdwCAcb0go37oTGbGPwvKQYkAwHnSVVFZjVKAaDAqc5pgAADWZmdp8gAf9NPJaZ2LbADQsRarwqpuOnh9ztPahxkLDAcA0OYaSlKHBaCdTs4c3pcBgJI4WRbRSAEbujz32QBW7SbW3A3LaxoYGxtbx9B0XsVESnrXMtsFAOBmbXcVxXfSfQDgkVH2emoKa1pQgheiYfdEpvVtSQBASRwveVJPBhu6Mr95CGcBsCm2a54UbCmuH+sVjWcW9O/tTLT0rW6gxjsHhkZ6R5dpTqA1PAjLrukZGxtdPSKpPfrV4rz2yQsXgE2+VR2Yh/7bl1i8dSq12+2ul7Db7YhKkbwcRKV+8iYq3WHM7zLmdhgz2/SpLdqLVukKcXiVNLtLP5hftaoVr2zEdx0vwFXTDsNx/8e9vNnFNxzB6/N6PG4vgGW9JKAWxZeztspiUuZv+pXduLrAoNJlsVvPHipJKhgiOyVLYfn9NL3XdtYWHFB2DnZMR3FJxbIKwH7c+FX5FoCD0J/5JGVYDIb59JTG6UuH12dirZREJ80LXtm5h7Pbkx/VSHR6faBbLnqaP0q8bq+aiTPjna01lWVDxxyVTr5RFpC3pfDclNC3nbTcK13zgIsymhcY1ysC03J22rNxoh3AJcO3Zcf0XzjdBmxVVnH/kcTpZvQkhPcT3W4HfyQ7LLpmUwPCvvDkIYwGAOgrzfmJfTxwH9bGpDau621OzkLJg+Dym1YpeHXLZeHlKxy3TbrUUpLTiXOAYiQ2MKnlxGzW7nZlJpRvWMCyUZb7rB+r9Yj6k8IbD3XXTzZt1cSlNKzKrG6P183a6syPbr5wPn8dNtZqYVjGhupmSJDtuCUhb+DAajWRZmrjStctYF4vzaruOjYBWMVrpQH5Wy+mU/l4s/kJabHZ40K7jIyue/KkenqL6QIQDSWHVW9Irh+mXiqIeJo/J7M4KbPFkRkjwr/9H+vtUqndbjebzTL5c2RyudlsRlSK5OUgKvUTf1SKIXHor7RKdxlzO/QZNG3qqoN3nTyGuhxZJQ2tEIZWCKNopsEFPqNanH6Hn/QuP/l9XuJ73MT32AnvsuPfpYf/WtSWDQB4CbwTWj63uOJ9k8XA9fi5hqePAp+EBgUUDLA0bq/bgJ0sDfji4eOHuVM4idtHbw96mpKZHPzwUVROB97sBQ97IC8pJDAkPDsjL6aRDA7cQG1d44YKwGc+rgwNDYmPeRqXVFk6JQQve6ogIvBe6TLX5zbiZ55vduJUeO18n1Vw+iziT49Lh8lasIpXciOCH3wVnt+wwxLut1UUb3JtGnRrWtemVCGayfz4Xkr1Bvv5a/RasLVPI0JjoyMTk8vzJ0Rg2Sgt7Ji7tACA18U56Uz8MvDR/YDc3h2Jywdg5y6V3nsQHJSdHBMW39S5rwbJaFLeJE4LAKzNnsqcYQ6AQ75RGhsaEB4ZmZFWkNBMeOleqVm2WvokJPCrR/EFPWdGN4B4OjsrMykhLOxJaHTxptwLYFopyqzqwVjAqzztjnrw6OG9+GdjZ2YAux7XkRz1+HFk0RLHJsA8C387oHyKaVbsNeaFBYYltWwanS9ulrrNmJbEqOC7j54mVaEkTgD9Zm1J8xDWDGCTbtdHV+6/1KZ0EbqDHt6tw7jAK1urevBZzjDdAgAeDXEoISDg0b3oyl6MDSzoupKsqLincZHBgSmTP8myrrdLpV6vh81mZ2TlZucWZOcWZGbncnk8n8+HqBTJTRCV+ol/KmXTuVJ49V4p4/peKflq8NHIKmlomdC/eN4zh9PoreDzuk0Gp1HvNOqcBp39KnqdXae1G00AwOVrI5MqUehdt8u/Ib9fw2M3aeVSqUwmV5mvBeexaRVSqVRltLs9Tnz9w4TBE65UptBbnm/fZdIp5HKFwWw329zgc9utVtvVjFSvXauSKZQag9lhdXgAwG3RqeWaqzVkPPbnm3158qXPazMqFGqDwwMAPqteLZPIVFqr02UzW8wuAPDa9Cabxwsuq0ap0lheWMdr16llCqXaYHZYHB7wOa0W283sSZ/LoJBKpaoXM2U9drVCKlWp9QaL0+7ygtdutjjcXgDwOO3W67meNoNGJpcrDWbHN+aVWjVKqVSuMzuuNuew2KxGrVwu1xisdquGixnLDEttQnM8AABuo1oulSi0RtvV7p1GrVwqV5tdAF6bUaHQGJ1et1WrkskUOvurmnHoNTKJTK2/MrnXabXY7C4fgM/rtJqsX5tc63EYDQa7GwB8DotBb7LdvFqTRiGVyDV6mxd8LpvNatQpFXKl1vzTTM29XSq9GnZkeAmr1Yq0SpG8HESlfuKPSk+IbNqrKmXO7tJn0LTpLerk83G8FyOrF0PLxP5FfM8cTm20+1wO0/mO8WzLeLatx27rsVs67Jb2dEtziDJxqDa5+OLx29UPvzihchx2m9f7I18qfS7GTGX7nvANJH2LkJ7P5t//Km9gR4qcJwC4hSq9Wq/0BmTYEZJXgqjUT76XSh0uz9wuY3yDOrlJHd+gjqLII6sXQyukgSVi3yKhdx7fNYtrmz5tGT9RmVw+s05cFiwsuC8seiwoeMzLf8TJf8jJe8RM/UQ236E53UH/t//lWdD9M6bAbrP+6CpFQHgDbqNK/R7Be4nkFgZ7fnGKJ2FwxKNT/P7RKXrvaGN7bwW1Nbu4Mj41OzA81tbZO7WwhqjUH5UeE1k0jhQAPB4vXaChcFRUrorCVZE5yku28oKlIDHlRIaMQJed06RnVAmWLDZZnd7rQUZXcV/HBXDV1chYmEoNT9jB4P8WrVIEhDfAb5W2Nrd1Nrd1NrV21Dc0N7R2/YJVelU48KrUEaJSJK8EUamf+KVSAovKkb7+Ma/HB+D1PR+76/GByw0+H5yr4E5c0+LKmtvl/KWr1G1lbw0uUnQ/0auw62kbQ2ssKwCYL5Y2DnHfryPbY+eih5Yo2u88WtXx+Nwpx/DyvVcDDdVRnd2+xXH+gNq4XrdgZ2ieKHf4+Xi7lowaWmV/e0FElwC7hVoj6b/1P19Cyz1dndiTvvZF3zqVejweEukiNT3z+ATzXdWOfv7LOpKfPohK/eR7qdTt9mIp0mOS+PhCckwSHxKFB0Th/rlgD8/fxfHQWO4WlrOJYa0fsVBHzJVD+vI+fXGPtrBDnUOTZ7fJM1uX05sXo6uEXRwPANB03799VTi3uOx1u37pS5batOiSL5MW+T/Rx0nPX8z7MmNDCQAOKYXBE+m+V6Fau36n9IvEOc53mozWEhDVgRa9tHHdZnlSclbdBl39Q1bz8dgxlXfjJsj+1i/ScuZzv8zc1nzrf1qOO4uyM8f437VP9k5HRmD1+Wu/dNw6lTocDoVSeXqKlUql33Wv9Oe/rCP56YOo1E/8UenROZPKkQCAz+fTmexao01rtGuNNo3Bptbb1HqrWmdV6awKrVWhtcg1ZpnaLFWbJCqTWGkSK0xChVEoN/JlRr7MyJMaOGK9RGXx+mCTAv/yRcHswtIbzSu1XayMDpZVFZRlBQc96TxQegHM/MO29IiIiND0NpTQ5AMAk2S7IjAotqqsuqxpbAprAAAboS81Ljgur2tH6AOfjbpalREW8rQVZ/iGV3xu9kptZEh0QcOOERz44Y7+CZwRwG04G8hvPVYCgI0w3xT/5f2wpjWe+KgrNLG2tSY06EF4YRdW9uKbgU1BHMiJiogISayfpmm9PvCwV+oiQ6IKGjZfXrjOaTprjnzyICZ/hKDUnc+Wx4VEREeVTV64wKeibw3llNe3lAU8+Kp8mqC2C0ZTgz/49z98ld5woNBQ5vrHFy8tAF4jpjkmMvDhk9zmRZ4XACRrNc/62+piY8OC4/OnL2/eZf50QdSdX//ui7iiebIDfCbsRENKYEhs+65GLd8ZKholOEBx1jFUWZyZ+uQPb90JiGl/Xv7edrHUEPDr39158HTiQq2V4fuTM7Mqng3siMGnWqvPjbwfEJVcsyv3ATjIK2NN6VkpWbE5/XsbXWkhUYl1ay+K/3tchPaQhLqm6tDghwll3edX7WMvfTgnMeRBUHJhD9HsAwDwSdfqcyOfhIUX5pZEV83tLA509JLMAGJUybOpC40LAOSXc2kfvPfuu3cSurbkTvDZcF2JMUEJhcM4o50y09QzxjaC/KAjo6Wu/OGX7//+T08qhoh/fcHAW6dSpIMXyeuDqNRP/FUp+0qlYHO4rXaX1e6y2JwWm8tic5ltTrPNabK6jBanwezQm516s0NncuhMDq3RrjHY1Qa7Sm9X6e1KnV2hs8m1NrXB6fXCOhl+9XnB3OKbVTuyYfsyP/o4c4EoFGzVPwmpPzJ6wWuVUDHb2xOlkSXTpxKnV7tUE1k2QxUxt4oDPo5t2tGDB9sdXdi5MNldn5/VRPda9ytLS1sWOXKj0/tqs9htu2h5ktmLYeqNdi/o1yuySp5tawFc6q3S+xmbGp+VspCRGNuzThOqjFb9QcEXDxN7T4Xc3fq4+NwRgv3Flhwq5tk2erY6vmhglWEBVkdIZu8JU298ac0yn227JTq8Yup5VXenhoE/2NrqzX1Sf2owy4i9j/8YWLfN5V+OJQbljlFFQupM3oPUKYrS7NKulWaWtx7owLXfGp0/iBEwT7rKiytmmR4Q94Td/yprgs+lLNekhhUsKp6/RKeStVR4P2EQK9LbvMqT3sri/MHlzdrYhMkLEQsz11rWNjDY3daxzZOetzyJbpjDK64mBYHXZqD1J8SVtm3KrS4DezL+g4C6LZ7GZOeuVGVVduEoPPxkZUzlphmc2K60wKDKrdOlgrCgurkT9Oiz5ORR4fU59rnwlfcfPG3aEfIwPZlJaZ3HdvCQR9Mzmxe5DMpqR3Fax7EbfIKVyuzKDhxdSJouCQivOSTuVRfnDhDtzpNn6W2rArMPAFw2+UZDXmZ617na5PJa9tufFvcsT7ZXFeR3MiyS5dK6gYWRxqy2bSGPsNKS/qRkS6K1/fWP221UKTLsCMlrgqjUT/xSKZ5BZYsBwOX2nlyK98+F+wThPl6wi+OjcfztM972KXcDw1k/YaOOWauHjOV9xuIubWGHOo+mzmyRpzcvJ9cvJtZJ4yji2BqhfxG3hWH7fLBGhl99XvimKrWc9FSUli+pAABIjYGps0yrUUmebMkPjYy4/96Dhk22RndSE5C7rQIA+15TYVXjjhr47QFf3Q98GhUenFzaSbb7eCvNyTm1W+cS0zcXJ3VL5moyM5oWuBKjFwybNYXVLXt6AJf+oD64+MBsvZiqL8oeFwEAgEN/UB2UtcQHANdJR2lJ5bLs+VY8VhVjpbs0Iirywft3S0ZxJtAt12WlN85zJYabl+1znTcFpU3TrAAAPpuSjm4oSwuJDL7/YdScQC/EjRdHNV14AEA1mZjagWKoNYd1YaUHBgDQr1fl13UfqzyUpsC0BbYXAEhj1UXZ01JQjSekdG5LAEBy2Jcf3Xx5vT+3FdMQkr8uAQDH2WBhwJ8+D4uPjX4aNYi3gFe/nP+nf/wqZ18OAPy+mPSRk5cbcerFguzWaaoHQM+aKw4pPzYBgGo+J71+hOgGcEjWygJKsF77WW95aRVKA7LBqJTxS7WcOl8aXoO7LqLrceAan2TM0pwAQJ6oK8yckIBiNCa5d08OALLTgYLIVgZY1wszno0Q3AAOMao8tIpgUG32d/Yt7C611Y/vM6+/rDjOR+sqyhaVAOAj1H315YPg6KiwoNTKXooDgDEc+OE/P2q/AAD52UhJbBvttZ+qW6fSm3L2nu8qZ489v0RyC3M1E+bkjHiIwe8dnW7vHq1v7S2vbc0srIxNzvYPISp9jj8qPcAzKGzxD9nLzThejw88AA4PuL2wcgn/9Nkbq9R62luYnjulAAA9Kie0BMNmr/aUpc3IAFSDKQk1CzSN/qwqIH5ODABWVFVaTtOuBkRd4U+7z8xf25J0PS8gcYL97cNWOLOV8XFtPHAeN2aVt++7AECykBaYv2dx0Gar01O6uAAA4NIf1AbnrAkBwHrcWVZevfJcpR4tZrg0qp8NYFkoTMrvOLxayIY7VxUf10S+WS3GfdkUFNl9bgUAsOKrSiq6z50AxLInyZNMrRA/nBlSjnUBAK0xOnXgSKCWb1YEV2AdAGBAVebXdR+rvaK+6KgBihcATvrKc8rWdaAYi0/r25UAgOCwvzi29Ualdv1udWDBjhoAnNjugqyiadX163WbhUul4Q/S6vdpZgBWZ1jaOP7lO5ryudzMpnGSA0DPmi8NrTw2AoABXZVa0n/sBfBwplLDGhk+O7anoqIKpQDJQHTm1IVcdDlbGlF7o1KvE1cfFNNP8AC49zryc8pQOjAsZkTXb4gAQLzbnpI4JAXHVnFiUdeJD8DLGE8KLsY4QbU3MVafGFm+eMa7eRMtJ70VZRXrRgDwkhqCo/ovbvrqver9qeykR+nNOAf4+Ee9hTE9PAAAi/CCLdPbvnl/3h+VPmvpftbU2tTa2dTa2djSUfesuaHlF6tSt9vNZnM6u3rIFIrb7UZUiuSVICr1E39VyhIDgNvjZQi1VJ6axlPTuGoyV0Vmqy5ZV/NhFASG/Pz/Z+89v5vI8r3f/+RZz313nnDOrHvXidOBDgQ3YJyNccAJHHHOOVuhFBzBYJtgwOAAxgnnnHOOkiVbOecsVf3uC9nG3U0zoqfndM+4vuuztCRRVXuXZOqj2nvXrl3hwjZ/fpM3t8Gb3eBOr3OnVjmTK0cTy4cno5PYA7PMxR0hikHnGvzJLb/t1zbwLjwvDvOOIdY/Jt8LjH00pTMpZ9spdyKJ918jode8St5sGy2ywap7wXGU6tfVaUGBmdUjCrCsN6aHROVVVDx+N7xvBit7qvtpNSUljTLHksmYy72zrA9VQfmTjU+ppOJ88isOgHSqOjUxsaCyppoSd9M5rkcKWtZIWVZcZnZZzftlPm+Q4J3YdoAB6EbKsrLz3x7PJIvqt4cqQ8JL7jeVRbp6ZjyaUoJs5vVTGqm4gNR4cNoKjKkX3hTFRubR65ondxabHxTGp9JqHuf6Xglu3Ffw114lOt/OfdRQmXb3Tt6zLbXFolyi+bsmPuzcVon7ipILy0eUAAdDRfEJhCpqUUo64cWaHODgYXBUdd8RABwM3U8Loix/OCvdrQnxjKU3znJs8q3W7Nio9OLqumfDTJl49EUB+dHUxvirvLz6VYm8NyskKovyfvN0Yl7+q4QY0tNFI4Bi53Wmd86IEgBAtdNUmJZKIlRQMpJy3+6jYBiryM7OfSeAo5rb9xqW+IfLjZm+RTMnQ3Axy1zpDbfwgupqck5UdPqLNSkAiJaqUxNzqyhIQVomfYQDAPzJ+7ERCYTymrLi6JvuaSNaAOnE47RbwQ+mBR8a0M37HZUJfrdpvesqi2rxeWrwvYKqiifvZzhifj85idi/sd1ZUkCf2BNudOXfdM9pnuDo9+sDcxun2T8fq3UeVbrPYDx4WLu+gasU5yPgKnUwDql0YWdjnwMAViu6y5ZtHkg3WdJNu0cZ4tV90cqeaGVXuLQjWNgWzG/x5zZ4MxvcmTXu1CpnYuVofPlobOlwZJE9ssAenmf3zTAWtgU2FNpX4J9dC36tSnUzT2hF8aU1r+of1HfsqwEA9OKN7vuVlW0d/R0jeywFBgD6w8HGhqcvqNFBkRVNq0YAMHMGGusq6LVvB3dNYGVNdNbRKp9OHoJePFgdldn8I5WOv6irrG0cYmgBAKySmd7Giur7tT1Dcz3THC0AgGJ3qrGMfr97SaLkrg1Os9QAYOWvzc0vsE4/U7OaMfjofmXLm+6OkZ1dkRFkUy/rKx+dbPZD5DMvaum1TRNHci1juqmyorqrb6Jz4khtOFxoLr6dUfP2WUXVi/lDNQCAzcIYf1r7smNLqRWszCyu8UwAAJKpF3UVZQ/bJ3aNAADKrZHxTY4WANS8zZnhVekZL3BmX9c3vJ7hWAEszJnu2vKKh48H92WSzdmuZSmAkTM6PbkrAR1zoPFZXc/GqUp1jKmJlV2JDcCkZM71z/OPzwCtzJH22rKK+tdDfCsAWPnr8/PzbD1ot4Ym9qQ6jZQxN7AoOp3CGJWu946O9L6qqnrUMbF3crKqW3vXeL+surFr/qSJQL3a3/LgwYP6nqGFvnkBCqCezg4NLencO2tBVMkaaSl/3LOmtACYDntf1JbT6zqnjkS8xfHFFaUFjJypzgWuTa9cfX//Ues4R68+mFxmirX4WSnewIvzF8BV6mAcUenY/M7GHgfg5J7djuXs/Aw2ACsGFgwsKFgwMFjAYoV3K/DPrvltHb9SpZM1hYWl7z91NSFmYgw+KiwuyI2JiM1/NCP71LUfWs5EZVzpnPETi/xewdgTj3PCKj7dyXceoj8YqwrzCit+uan6W/23PXcqdXzY0e9+TMf5XcBV6mAcU+n2+h4HAMwW25R92NHS0eji4cjC4fACe3CeNTB30DfD7JlivJ/c7xrf6xjbfTey3Ta89XZos3Vgo3lgvalv7VXP6suelZfdK0/eLfRNM1EM3i7D/3Up+LUqRbUSPp+v+NRVgphNydmYmZ6anFw4EGk/sSAAWIwKPlP+x5yJ1qSV8thC/d/3lbe/Qcxqwcbs/IH0b3gH8POoUrPJBID9xYthfvdjOs7vAq5SB+OgSu1npVYUtAbL8XUvOotKZ1bpzAqNWa42ydUmmdokVZskSpNYaRIpjCKFUSg3CuRGgczIlxm4Uj1XYuCIDYciPV9mMluhdQn+z69XKR48v33OnUpNJpNYLJ6bn+cLBJ+eouF3P6bj/C7gKnUwjqh09OSs1GrD5GqjVGmQKg0SpUGsNIgVBqFML5TpBTIdX6rjiXUcsY4j1h6JtIcCLVuoZQs0BwINk6dm8lQMrnqfq9o9UrKFOrMVa1mC/42rFM8fKedOpSiKrq6uJaWkTU3PoMdTCeIqxfkArlIH45BK545VajKjMxv8iVXO5Bp3fJkztswZXToaXjgcWmANzh30zxz0TjPfT+53T+51ju92jO6+G9lpG956Y7+6tG+9qW/tde/a887lgdkDKwrNi7hK8fyxcu5UetzAi+ENvDgfB1epg3FIpbPb67scBzeI/RjUPpE9dnxRqf251QYA8HYZ/sm58F3Hr5s4EA+e3z7nUaX4sCOcT4Cr1ME4otLh2c1dlkCrt3JEOr7UwJeauBLTkcjEFpqZAvMez7zDs2weWdcOrcss28KBbY6BTu9jE3vY6A4MbUH/JvSsQ/cadKzAu2V4uwStS/BuBciD8CeP0rb2dlyleP4gOW8qNZp+FLPFasFQXKU4H8BV6mAcUenE4m51Q3dxxavwNLpPZMGNoAzn4MzrQZnXAjOv3s5yCsi6HJB10T/7e7/sb2/lXLiV85VPzpc3c//snfsfXnn/7pn3ZGphRgAAIABJREFUrx75/597/v/rVvAn14J/cS34Z5eC/+NS+L9vFP7Jo/R//OfNd129uErx/EFyvlSq1+u0Go1Go1apVGq1Rq3mTzb3bMlUe2z2A1ylOEvrc7hKHY4jKlVp9IurOwOj0119w286epredjW1dTW1dTWfoaWts+VdZ8u7ztYT3rzrfNPe+aa98+0Jbe2dbR12Oto6Otra29u7+xhMlsn4R7ycE885zPlR6SYAphTM1mamxaZkZeXkZebkZWSmhQeTRoQqxtEhrlIcO7hKHYwjKgUAwGwWs8lqMaNWC2qz/lZgqNVkNFqt+Fkpnj9Ezo9KNzAMLDrhxmxP2whDKhEJhSKhkNH3pG1NqsTPSnFOwVXqYBxVKR485yDnSaX2vlKz2Ww2W45jNpuM+LAjnLPgKnUwuErx4DnNeVOpwWAwGo0fhu8ajUYUVynOGXCVOhhcpXjwnObcqfR0OnsrPp09zsfAVepgcJXiwXOac6dSm822vrGZnVswOz9vs9lwleL8BFylDgZXKR48pzl3KjWbzTwer6e3j8Vm2yc8wlWKcxZcpQ4GVykePKc5dyrV6/VmsxkALBYL3sCL83NwlTqYgeFxlVqjN5o1OiMOznlGqzeaTObegdFzpFJ84kCcT4Or1MHYVarRm5RqPQ7OeUalMZw7lTo87Gh9bmkN5xwyu7g6s7AyPb88MbMwOjkzODLROzDS+b6/9V1nY1Prk4aX9x/W4SqFE5Vq9SaVRo+Dc55Rax1U6SN6RVVFdU1FdU151QMqvbys6uHfq0otFgubffi6qXlvb99iseAqxfkJuEodDK5SHBw751GlVqt1e3uHSKYsLa9YrVZcpTg/AVepg/lFlWqNBtvxjdJsVptWq1P+0jFIrVfpzBYMLEajUmcxY4BarRqt/heX//khTG+1ntyUDQAMeoNS7eC6OpXeagWwmIwqje53Pxbj/F1zHlV62sBrwxt4cT4GrlIH81GVqnVmjVo120LOycpISU6hvxplyK0GvUGtM2p0RrXWoNLoVRqDWmvU6Ixao1kh2G6pq2lakJq4i89oGYXPJ9lSk15/PJrjZHm9WmtUaw0anVGjM6i19rIMGp1BwpyqJRNys7MzMzLSq94usNUWk8m+cfu6H9ayl2sfJ6I1qPUWLXO6tor6epqv1Fm09s1qT+v5+x+dcf6OOI8qdXjYEa7ScwquUgfzEZVqDXqD4Wj4ob/HlcSqnvevqOVPO+bYYDWbNFq9SmPQ6k0anUGjM+n0RrXGoDOb+JtNt7+5GvN8C1UeTfa3dUztCZVmg9FsX16jN2l1hjNP9GqdSasz2r2oMxh5Mw/cv/rmdnHz+2fEW9euJj2elZjBaDRptfrjhfXGs09UGr1So1frTDoLGOYfe17+j3sNeyoT6PU/KgUH57M4pyo1mUw2m81kMuEqxfk5uEodzMdUatLrNLMPgr5w8q5fAgCbRqNVqEyS+aaUhKjb/uFpxW/2rTb15vvS5KCbt+/Glj+ry/C79MUXF67F19W/rKrMKGlcFKstB/3VwcEhAbe8Y0vq5wQ2q2S2Mv1eXGzSnZBAr/C0mgGWxWy2q5Q/Vxdww7uoV6pYf5vk/EP263UJszfjXqC7Z2gGqZsj322tzPIPCQ0JKunY5vO2u3IjI8PvBN1KJLxZUdq2moK8nHJbNlff0txvxVf1ri7316ffCQgKiyhuXpGozbhWcRzkPKrUZDLJ5fKd3V2JVGq36UdVar8oAuccYr8SZmpueXx6YWRiZmB4oqd/pKO7v6Wt8+Xr1sfPXlbX4CoF+LhKjTq94WiuIdL9yhf/di2qsGlHZzJtdSYEXAkqed5Ym+P0xa3Sp23PMjy+Cye/X2BzxMLt8Yf+37lFP5yT7Q5k3v7Sm9i/OfgswNs17skic749L9D5Lm2AwxlP87h4OenF+tJ4edQ1t8T6DRUY9QadwShYfBZ46bsrHkGBXtf8Ykp69nX6+VqXy1/6UoZ5jN12atAl36RHnW+zPC5/H1m/J1XxDxlLHU+T/b9zzW3Zme6M9neKKb8f9/21mwmNS9v9eT7feiRV9a0f8qSa07ZlHJy/iKMqrXxEL6+qqKopr64pr3xAoZXTK/9uVYqi6NLySnRs/PjEJHo8lSCuUpwP4Cp1ML8w7MhgQEHKmKqI9f7h2//yymzobqwIvPrFdb/wqOiwoOiCosLcu1ed8po3NQAYahXuNodc8slo54JsriD0YgB1cOhxrptbeAsTBZB0EgMv3aZMLA0XBrmEVC9Z9fJBiu+3QQVDR2AxnpyVOntlvznQCZfvp3h45bVuDL0M9Lxa1K82i3fuR33zX5e9w2Jjw0LvhOe8XGXvjA/Upt4M8Lj87xfu3Z8ZaI29dfHCV1/+59WAJ+sAgoWHWT5f/sd/umU8nthX6I67V3Fw/jLnUaX2u8GYTKbTG8TgKsU5C65SB/MxlRpUKo3g4EBgAwDtIMX//zjnPKRl+jldye8RAIDNZjia7Ui49nXo/SklAADK22jw+7N72psj0CwVhXwfQB2celFw5apf/SYAiF5nejiF31/YGi8IvBFaNW9QifoQv+9CCoc/qLQ2wMWHOGoG4DckX/k+4uFs7/Ng76tFvQotbw3x/9dL8U92LQCgEwulHfnuFzxTu5c3X2c4/Xt49cxAS4zv5e9veDpdvJr2bFEJAKCYaiV5f/WfX4Y92pfpdQb8xBTHIc6pSn9yozVcpThnwVXqYD7aV6pVKacfJkcVlT+k5N/2cfEnv+cdbNVleV+6nUpBSghUaveieKo+9pKbb1Jh1dPBDT5zrNDz26+8igc6XyQG/tm9qPdgc5aacss5mlheGB94y5/cxVALhhJuXLhJmTaohF1FN/7VO6P/EKx2lc7WeHzxpXsctbowzsvjRm7ztmii3uXSF2lv+RajZq212MXDIyrvfg05ntqy2lEW53w5lFRVEnb1X/4URJ/sbgh2/Srx5UxLfsCX/+mLvOjr6Gh48IgQeumH4Py3+yqjVo+rFMchzqlKjWeCqxTnJ+AqdTAfPSvVaHWshe6H1RV0elnZy/4Nnt6KgpI58/pJNYVCq3nZsSZBrbKDodZaCq38fteaXKE5mH9bWd7Q3TPa29/ybpIpM4KeNV1fU0Wh0l/0LfF1YJLv97e1dMxytGrl7mT7847xfYlZp9NrdAYZZ639RUNNdRW9rLy+a5GjBhN3qbWlaWRLpjLaTCrRQk8DvaycVvGgZ4Uv4e+2PXn08GF9w8vXL3oXWHsb3W1Nw1tSKWf11cPG1pbO1re1FGplzeO2Zb5WozfhDbw4DnJOVWo6E1ylOD8BV6mD+aUpGrTm4wkTAMBoMCjVOo0Rsx9XMAz0Op1Sb7V/dpjNqtYa9FYAALMVs6Bgs1jUGp3aiNm3gKKoTqtTai0WDGwWk1Jj0FkAwzDdybQPar3NdlIWhmE6nU6pt9kAzEaDSq1T6cymkwOaxWTSGGw2AAwABcBQVGu0WjEwm4waA4oCWFGwoKfVxudtwPkMzp1KUdTGYDIzs/Ny8gpz8gqzcvJYLBaGYbhKcU7BVepg8IkDcXDsnDuVmkxGlUq1z2AwGEwGg7nPYKjUapvNhqsU5xRcpQ4GVykOjp1zp1J7R6nNZrPZrDab1WazGY1GvIEX5yy4Sh3M6U3WVDpUpQccnHOKDlVpHbtf6T+SSh2cOBBX6bkFV6mDGRgeV2v1RgumlmwqOX1K7iAOzrmD06cWL+uNFrPF1jswco5U6uB09rhKzy24Sh3MwPCERqe3Kad1G8kGJtXApOPgnEN0G8lWSa/VaukZGDtHKrVards7O2QKdWnlUzdZw1V6bsFV6mAGRmdUMrZhO8MsGcBsSsywhRl3cXDOEYYtzCazKGb1m8km9X7v0PQ5UqmDt/7GVXpuwVXqYAZGZ1XiLeNuDmbmoopOVPoKlTX94XmNypoweRMom0F+8lLRDIomTPb6L64Iig9rfVhX2QyK5h//E875QPoKlb8FC8+wX2yUzfcOzZ4jlZ428FrxBl6cj4Gr1MEMjM6qJDvGvVxUu4iKn6CS578EyBpQydPfHJA+A8ULTPqL5f4yDVZRAyY7XtcmbrCKGxxc0fbjd2ziBqvwqYH31Cj8sEGcc4S4HtMtGPeLjPKl86VSfNgRzqfBVepgjlW6n4Nq5lFRDSqu/SVMgsc28XNU+hzkLz8bxcmj4sM7mOwFKn1uEjYoWTU20S+W+zHqQV+z+Tos9IJTyfMSvfo58CvfZV8LT47a4DwBaT0on4D6Cageg6QOlE9A+RgkdaB4AtqnIKQ8TfXKfUYEzRMQ12KSepCRXyZ43HK7FhpwzSPYp6aDalU9Od6C+gnI61BRLSqp//CO6glIa1FxHcgfg/oJqB+DtA79vPrj/MEQ3sc0c8b9wnOnUr1ebzabAcBiseBnpTg/B1epgxkYnVVJd4yMHFQzgworUGH1GarsYMIqEFX0j7xXqLSozaTSqFXqY5RqtVKlsqNQqRQqlVyplCuUcoVSplBKFQqpXCGRK8QyhVimEEsVIqlcJJELJTK+SKpSa1DUPLgqcwmK4a2WYKKq0xL/Eg/AULbw8JbT//yX/3XZs32uAoTU53f+y8nXf+6oFuSV0pXi5eGC/SWqWVgpXiw62KDaJPe1O8S9eeL+0L2Iixc8U2KZ6zSztBoTPQBJPtXr+x9iY6QbRe9ynC4FBy9uVUtWileH8lcnS3iMSpA9AFGlcq1kbaRgY7KEuUCQsqtBdt+0R1wbzt+YImn4VSCpdrjyOH8QzvypC8owzZSRcf5UajabeTx+b18/+/DQbDbjKsX5CbhKHYxdpSZGNqqeRAUUlE//ORifDkJK10CPQoNabLCyJ17eES7vCJd2hEvbwsVNwfwmf36TN7fBm13nzaxyplY5UyucyeWjieXD8UX22BJ7dIE1ssAamTsYmmMOzTIHZxjvx3cZHCUG8H5J95V7xPZEupVLwQQfKf1jlIMWWXrkc+M/Llz67guf1EjmNrEl5muX4IA1dgW/LzwtxjU8/MZtt5uvh7NbUy987+ozOJxx/+7Fa8G+FXkubt9+8dXl65SqFJmyAoTlIMou87vsmZcKpoqdBy5f3vAaninsp/kmRbjFBDrdyr4n51bI+yJi/b738HMNdP7yq28uVHYimuW0h1muQVFuwVevFT/J0EorQOhg5XH+gJAx9ZiRWWBSnDOV2my2jY3NnLyC2fl5m82GqxTnJ+AqdTDHKmVmoaoxlEtAueQzIHYwLgI8YvdAt0xl/g2LtmFgQeH9kvZbr8j1oSQLm4DxkNNCPwkV1ISlas/LrrdePb6dfP27VEr849iv3e8G7i1mlId8+dWtm/U1gf5f/NkpOUo6F5frddXF9fugQK/eBTLwk7OuXYwoSwc5DXgIxqOCMLPK/6KTj3cDPbAg/Eo0Ke7wqAosNGFPwtMEp6+vX21ozXgV+83XYSFMTrXytbfLDxcqm3LGS53+7cpVak14nteX/+uS9/wqESRUxyqP8wfhzJ86pwRTDRuZ+edOpfiwI5xPg6vUwdhVaj7IQpWjKLcE5RJRLhHlklAu6fRAg3HJwCN09XUq1BarDd1jS3fZ0h22dIcl3j4Qbx+ItpiiLaZogyFc3xeu7wvW9viru/yVHf7KDm9pm7e8xVvc4i5scuY3OPMbR3PrR7NrhxNLB4cCFYpB17FKEy1sAsYj/9jlvwQF1KVL1Z4Xf/AcXSncqfD49rtLnlf+fDMqeLIvLsftv24EepJLgyqpd1pas0FYPEm99j/+5588cmPEvArYj0+9djGclgpiCsYjYzwKCDKq/C5eunGjOMf3YV28gFsJW5k99T4xwR45QZcv3LhGrYmtCf7mTkGsQlFl6wn0cb9Ifpr2PPrCJZfr+UVBFeTgx3UJR7sETIBgDlUe5w+C/Y+ciHKJKKcIUw6ZDs6fSvFhRzifBlepg3FcpZ19nXK1xWbDjgTKQ76SzVey+QoWT8HmyQ+48gOOjMmRMTgyxqF0/1C6dyjZZUt2WBK7breYok2maIMh3NgXru8L1/aES9s8nkRrQ6FzQfeN569R6WKVx3eX3ftmyHCUU3Hny3/6p39zDQtem0wp8f6za268WfMAJPl8BkU1G5vjden7y19fvebWNVNqO0pM+e7boPx4q5wKJyql+1x0z4gHVQWoaKAok7T6uf/7F/nNeYJm7++cnaqeJL6O+/absNADLm2LduOHixfKXmV2pn7/lZ/vytED0BYLN0p1LMThyuP8QcBVenK/UovFYr/DGq5SnJ+Aq9TBfIZKezukv7aBFwNAMUAxsGFgQ8GKghUDkwUsNuhY0P8alWoI6w+9na55Dc6RwFCumbob8ecv3O/c3uHQha23g7wu+vrfSIi8XvEi+dGdC5c8vXqaY/O9v/7uTvDWRl5/rtOXF66UVCTKZVTgU0CQUXbrklvyPT0HAT4ZE9IMK3FFfpd9/ZxTQi994XSl8l2xpDMkzPMbvxCXRN+L337/Q+MYQT+bUHDnovPNG9GBl7KrUyRsGvB/dzfgfBa4Sg0Go9GoVqv5fL5Spfrkrb/XZhdXcc4hMwsr0/PLU3NL49PzIxPTA8PjPf3DHd19LW0dL1+3Pn72orqmFlcpfJZKezrkGqvFgs5ucGbWjqZXD6dWDidX2BPLrIkl1vjiwdjCwegCY2SeMTzHGJrdH5zdH5ze65/a7Zvc7Z3c7pnYfj+x1T221T221TW6+WZgZftAgmHw7leolIcYDwlHUxmLfRns5ULpVpF8O3+nJ3VxMFO8TwQeUTKfuTqQtj6WLdwq5k5msFaLMR5ZuZazMZGnYZGtjPy9scz9uUKTwN5hRpAu5h2tldhOtg98knItb2c4fW8692A+T3pAtu4X7vUnjr5LepZ+7eadgLU9MogQ/XrOxlD66mDG4Uap9Sd9bzh/B/w1Kq2sqKopr35QXnmfQiv7O1YpiqJLS8uR0bFjExPo8UAkXKU4H8BV6mAcV2lHz/FZqcWKWqw2i9VmttrMlmNMFpvJYjOabUaTzWCy6U02vdGmN1h1BqvOYNXorRq9Va23qnUWlc6q0lqUWovGYDPb4N38Z6sUZPSl3rTbftdiw10ig53DAq+HBd+4F+Ea4n/1ZfVdTFkGYhpIaSChggABCQ3EFOAjIKaChAI8MgioIKWCCME49g0iIKaC6KwLERBTj7cgpYOoeLkhMP62c3SYS3h80OxiCSpCMB4CIipIaSClgRDvJf17BFepwWAwGHQ6nVKp1Op0n2zgxVV6TsFV6mAcV2l7T4dMZUZRTKLQSeRasUIrlmtFMq1IphXKtEKpRiDR8CVqnljNE6u5YjVXqOIIVRyh6kioOhTY+1aVLJ6SxVMccBWMI7lYYbTaoO3zVYpyydYjkp5JMBz8CD2TYGYT/xaHXesh0cAk6JkE4yEZ8OFF/yDgKj3pKzWbzfbWXVylOD8BV6mD+RyVtsvVZrPVtrTFW9i0j8g9mts4mls/mlk7mlllT6+yJ5dZE8us8aWD8UXm2AJzbIFpb+8dntsfmtkbnNkbmN7rn97tm9rtGt3cZctQDN7M6S94Rn2uSjEeGQQI8H+MAAHe36ShFeMhp8XhHv1HAVepwWg53kHMYjLoDUYrZgPMhqsU5xRcpQ7mM1T6/p1UafoNizbbwGiBll+l0tOK/d6HY5y/X863SgHDLDrV7vgrKhmpeDWwL0MBVa4PTrFUmj0W+wGuUpzF1VlcpQ7HcZW+634nV5vNFtvSNm9xi7u4yV3Y5M5vcObWjy8VnVk9nFlhT62wJpdZE0sHE0sH44sHYwvM0QXmyDxjZG5/eG5/aHZ/cHZvcGavZ2J791Buw6Bl1vBrVMpDQEoHGRX4ZJTzq46kHDKIqCCm/JY+5pBBSAUJBbhklIuAmAKf9eOAQwYB5WT1zwbjUUBK/bwSf1YBjE8BCfXjFeCQQUwF0Sc/seNd+NEWPlTseAt/kDP7c63STQBUxp57ml/2cmSk+3UtsbZplccZrng6xZfuHR7iKsWxg6vUwXxapfZD3rFKu95JVWYbinGFKo5QyREqjwTKQ4HykK9g8xQsnoLFUxxwZUz7BaZH0v1D6d6R9Hg+B5ZkhyXZZkm2DyTbB+KtA/H6vpAv0VlRaJkxfO3xeSrFxDTjcvrLnGshsUGjk8UgpwIfAQEFBMixSHjHL4/rz0NA+OElCBDgU0FF3GoMa65PUYrOXMdiX1FI+VlDrv39M9sXnimOSwYBBQQUUJDYXdGvyuNFwjLg5/QQolbWSlAhclwBIeWkoJPm4jO1QrkIJiHxh2Jfku8dcukg+vHCAsT+8ngtPvKT2oIQ0W2mNhfdXdok/3izJ9X76SfwsV2QI4rphEZC5N4B9fS7wI5LpICCsPo0rLUhTS2iAf/DNu1bAAECAgrIEOlk/CtSNOvo+FPFhIh+K7WlOGx9jwrKkqW6Oy0v0rViOgg//M7AfvpRnLxp3/EPn9uPlsT4x0Vjpw3vPOT4k8FV+uN8VKVWHmO4FukRA4BZtTnw7GFrS23xswWxHFcpzim4Sh3MJ1SKccnAI2E8+xNCW1ebQmP93O1jABiADcAGYAWwAlgALABmDAxWMNrgzYLtgmf0552V8qmoMP9d5vU7d4PXGYiNQ7KyCYrtYhWDYOUhKBcBLlG3V6zYLjVxyBgfQTlEzVaRgkFEeQjGJZkPiAYmQc3P78p1S0+8u8umoMeCJFsPCZqdIvlWsYZNQj90uyLAI5uYJfLNEsMhCeUjwCPrd4rke6VmDmLvtbUySxU7JWp+4VTFzaSQ24sMio1XcjiULdonogIEuCTddpF8u8R0RAY+YuOQLCyi+aBUvlWsYZ0WhICCtNsUlB3gP7dDVu4UGzlk4CEoh2Q+IOgYpdoDIiZErMxS5Vaxhk0GPtl2WlsWCcQU9dK9fHePnhUEeETdXqmZc1x/2xFRt1ss3ypWM4k2HoJySWYW0cIqVWwXqxj2d8iYALEwCSp20da70OxbPjP7pz8vEIxDUG0Xq/dJZllBW4prRkYEg01FeSTDXrF8q0i1T7DaP1UW0XRAUHOK11/dTvK+ObJBtnDJKI8MIpJgNDzDxfXNNNGsLuzOcC8timEdkFV7pWYOGbhkTIDYDgnqrSLVAenDHwCPbGETrWyCZq9EvlNi4pCBS0b5CHpEVG8VKZkklEu2sgnmI/u3RrKwSSiPjHFJBjbJ5mgrxXlXKSbjrr6ra1ySmqxWG2o2sCYai3MeTou1DFylOCfgKnUwv6RS4BGVjPKtxXrglgKXCDxCa2f7JlOxuMkbm2cMTu/1Te72Tu72Tux1j+91je23j+63jey/GWa0DDJeDzAa+5kv+g4aellPelj13ezaLvbDTvaD9sOq9qPKtqOKtiP6Ww7tDYfexst7wf4P57ufPUWDtnS2wo+cFyOSFb5N8KTm+oTfdvIJ8nj2vgTUVHHbncy7P9wJD1lhIJicsN0cnOFz1S8peHmJYGOl1QS6ZuR4xSW5R/7wzaVL3yWUJQqZFBAgIEHkkwmV95zDQ6/GF0Qzt8iYEEG5ZBBTjVOJD5Kuet+81TVeCEqqfDqaHHjdN8KnsSPPKqfbWCmVd67dDrqRXOpf4PLtxW++CS+5x9zJbku71dZfDArSXltQgquTr8fV0toUhZhm2kysCXEnFvkEeF30iw2cWCCBBEG5CMhJzPa7pTdvZOfd9HX7Lp2eJOFTdSvxZX7Osam+tU25qCK3q8g70s85jhRnEFLUM4n22sblR7P2ENN6LPm2z/h2yfIjn9L8yH0mHQRkECHGzcwXqS6RIVcjUoKn58iYJOtFtAc13+eu/5VbIV6vB0oxGQ1lp9XduxEceD00xjU7NGCBSQM+GeUhGI+w/uBmiK9zETV6uj8s9puvL175Pu1BqnS34H2hR3TI1bB4v+4hIqbJf5vinRPnHpPlleR18cpXXwekh84vk0FKQQ8zn0T+4PSfX3pGB4ysFUwSfYojPOLjXP28nPLqMq1CGiYtnHnkn+hzLSgrnLlJwIQIyqWAqmT2/m1ajFdKkpu/55X06jQDnwbS4uWG2yk+V2+n391eKJqqcCe8zAUVYemhf2n+PZ6g3Nx/J5kWJ2OSQeDIuem5VukGhqIGvV6n1ej0BoPBYDCZTQadRqOxWD8ygtc+6w3OOcQ+1dHk7NLY1Pzw+HT/0Pj7vuH27r7mtx0vXrXWP31R9aC2qQ1X6S+rVFiyvfQkpmpncfoxcIpASBgaaqTX1GcVFYfHxXsFBbv4+rn6+bv6+bv6+rv8Ajd+wi1/559x7ab/zSC//clMM+uzJg4smaLfKsm+J5TkPfK/HJgbq9vP6y/2DE+JVppKuuI8iysTVSIqyGjKiRhqzLWyJ/HVkdfItSnC3eQilyvEl3l6WeFAiXdBZsTBEfX4rJRPAT5ROJ7S03o375bni45cs5QKXAqoCAuV/ulxoXs8Koip1r3c12lO+ZWxz7LdM9JDmIKyZZrbneww9iZRLymZr/HLiQ7eYNFs/PRqf5cXfcWaxZTKJJenfQTtSmxOzK23w4WG7bikK5ezn2Rr91LL77rk16TqFTTgIiAnHXUE3f7hxuPeYu3yvRQfj5ejBfLl6ORr16rbi0xy6u6Tmxkpvs/qIvIDrr8aJ4KYJLLX1tfzVXeuYieRGuBR9eDuc3rE5h5i+9DWTdYtpPe9i6SEe1ZUp2qVWeVel+6UJOoYOe057lFZMUo9fbXMPYMcI9opXq3x8gv2X2Tam3AR60Fq2S33+r58EFNt8sLuHM+i/Gj2ERVEFOta5lBHdHWyV0lBvMpQ+PKu0738OBmXwGwLyQn0m9pGrPazUiFZPBlVeMuze55sURcPF7l6BtxeWSkRtQQE+QWsCunS96FFsa41z+IoIVcrm7INAirwKKAumUTcXDxvTSyUqruCQnx8Z9hU5VAkMeZG1bO48rCrFc9Sxx/6hBUl6veyh0qdrt4xWDHiAAAgAElEQVQLnVwgbVa4ZFYmqo4ojs089etVSiurLK+sKat6UFZ5H6GW0f5eVWowGo1G68l09gaD0WQyoR+7GAZX6bkFV6mD+YRKd5drvYii1Nr96dE6M6vYyi6Wb+YIl7OEK1nClSzRX43YzmqWZC1Xtllg+lUq5YvznoW6NXQWgp7CaAoqCA/eE9GYTaGZKbfeNGcplCR2R0jUN5ci4r2So1zr3mSLN5Lo/p7vFxAwEiaQm4S8eyJx2ckZGEk4Hv8gz/tevGuA05Wyl1kGEQ14CCZFpCOxpBSvqpokNptk2I3Pc7oUEuGRFOlCqorncfNfhLk/ac21SumgIa4/vV0Yd5clrABBek2Qe/NQ3kHv3YLAgDVOBRgK22Lcq56k89cTED+vwTUqmEqHC72JxbEiIR34CMhJ+60hxRHB2/xK0Oc3hbvVNmXx5mOIt33Gt+mgL+zOdr19/WpsnEdGmm/vFEE4mVCT530vweX2lSuVTVmyvZTi77++Eejydr4cFKf9xGTNYmoz2Scu0S34+uUcJEEiyK4LcnvdXwIGZPtZQMG9O4fywqZI90cvc0BPlwxHEIL95hk04JMxHgKcogG6b3p2yNRQodVYMlx8k0yIk0nKLJtZveW+cYnud9wvJ2RE8mWFzVFuj17lgI7Ke3+3MPT2Cpt+3LkrQtRLMUT/m8MbNNAV9eV5IeREtbLcuhFH9vUe2y9df+wb+t2V6Hiv1FiPF92FZh4F41FAXTxKvEkoiJXKy4GRSPP17F8v2WsKDPv2UmSCV0qM+/OuPP5wLOleYHdvUk/ZLVJpWHtz7It8v46BfKvQwbFXuEoNBqvVus9gPHj4aH1j02q1/tJ1pbhKzy24Sh3ML6pUVLK7WBlAPrhXp/MpWB14/8B2WGQ9IpjZdoi/MYdEh7u4yCiHAjrCfJU/pSBWLM9/FuL2rL0ANOTdV0EFEcGbh2VgqoaV2Bwf186NEk5HaGao75qgBqAaVFTDRhzZ17Nrjgy6kqFSb2JhvEZVAQIyKqACI7u51DvzZTFgBbXhzqTHmQYRDXhk9IgM6ioQ5zwKuV7WlCnfS0H8XVoX6QD3QVMGkrzGyOvFdZmgrgITcbHWryA+QqSsBmH6g0C314OF4rGY0nDPwb1qUGVVRHs+fput2Ewg+3r1r1BAVzxQ4E0qjROfqPTgbWCC760ZVjVwk4qD3F/35UkWYgj+PqObNNCU9Oe45iKJNtNDgPvAzmkmeKe/KAYorIu4gTRkSrYTEc8f0nMD6Q9iDln040ZjTsnqo5uBlEwA0lCBW2pRvFiQXRfk1thbDFrSxpOAgtg7h7LSzgTnwgcZoC+TvAkID/ZbYJz0lfJpYCoXvg6ICw3YVZUM53shSLJFU65s9vXOTwQbdev+zXuJEXaVPnyZjaophx0h+SFBe6IKENqHSSOK+ahiX58ZZgUYinpzvcikBIWszLgaS/LzHtsnbtf5pcXf4akeAlSBGEE59p9KxaPEm6X5MSJJGbqbQPXz7F8nMBpvp0UF7stqAKpAQbXs5PQVXE8oDHn5Opf3NuINxTOqKGZ3nQhCB0ce4SrFVYrzl8BV6mB+UaViwt58+aWE6W/iF9wS24bflxuZBSiXiPHInwD+EidLIj9f11GPcsmYiG7eSa+5+/V3rrdGl1IeBbnUvc0HLXn7eUBGcNCuiLzRcIeY7BWTGLixSTbupj/NcA4K9szNCJ1cKNbuJ5S4ubbNkEBD3X3qH+N1seBJuoyFYEIqCItnnvqF+rjnkbyDnC5TnmXqj89KiUe996rTvCKib73vLzAISibK3QP83LMTA1reZhlVFE5faHqgS0qyf8NAvqgrPNX929T7Kdz99Bq/G487i1BB8XC1R3Sgd3aUc0xh5C4LMazFFLi5v1+mgL64J8ujID/m+KxUQTpoC4r67nJSQUBOwJWogqgjLqKejczx8BrcoICMKh26mxpyPTb6JkKK5fKK5p/73/FxzyN5Bztdob/IFK7HEW7dHF4sGKa7R2fcXVolYCIKCEmc3tCwm255pT4R7pcziuNFgqz7Ps5Pu4tBR1qt9c0IC94XlQu7AqMDbmSm+6RFXwvx9Z1j0oBPxvgIxsnpJftnJHjmFkeJZLSdR7eibl4hNWbyx6MSAtwK831i/a/EJIRz5QUvQ5wrn2ValWWq8dhCz2/ukWO2NsiYEAEhxbiRXun/7Z2csMW9gsEc96KiOLm8zLhyr8DdvXeNql+Jp8Zev3vXuzA3fGm9FBMiGJcCmuLBQs/czGihpAzdiSt1d303TzZsJt9Puh4S6pWfeXd2lQAiwipy5T9u3Hg9VwHLUQX+X90kpMgOHb+vAK7SM/crtX3yfqW4Ss8tuEodzC+qVELcmqX/P86NF/zKu5vS5RvZRmYRyinFuIRfDfCIwCNiPJLj1vy4SgUUy3b+2rvod82prI189lDG4QYBE5HVqzlbg7k6IfGoN+Hdo6j+0UKMRwExWbOU0fs4ork2fme91MIt2u/JEDBImIBm3c1bbI14/z5Hw0YwHoKJEMNm9vTjyOa2pMXONO5qiYWPYFwEE5Gks2m9D8Lfdmer2QiIKLb93MkXUU0PY2ZG801iKsiIrPbY1vro8ckSYBVvtkd2tmfKmCVHA+mHGwRMSjHv5E4+jmiqj91aKQUJ1cIs2OnJEB0gmIgomszYnSow8igYj4wJyNrN/N3O5Mm2e831cXsbRBBTzPv5272ZYhaC8SggJLD6EtoeRXQ0pkkFZNN2zsxJbXlrJQZW4W5PhpRLRbdzxt8mHWwSMQGCCRArq2D1RVRzc/xkZ9rRbKGBV8rqSz/aImIismope2soR82jgqBkuz3uzbPo991pjIFs+ZH9tw6CcgpXXkW3PItdXCKAmGbZyZ1riejty9Ueluy3xLQ2xg53pbHH83QCAmcw/WClxCagAruU8T66vTWVu0vGjluJSbyh2I7XiQc7BNl0xu50oUlAsR4U7PZkCJkIiEmSqZSuuog3T5JYu0RUgGBcBBMSxdOZOxMFBj4FZRfu9WTw9skgJivm0t7XR7TWJ+xvETAhWbOQNtqdJmLRsMPC1e74xZkiC4/i8M8yXKUO368UV+m5BVepg/lFlUpJy+PUC370rqZM2VqWgVGwtNg1OjM9MTs+MTM2Nj02MjU2MjUyMjU8PDE8ND40NDY0ODY4ODbQP9rfN9LXN9zbO9TbM9TTM9jzfuD9+4Hu7oHu9r7uhdlWPQtBOYS/yqb2mQTkZaCggYBin1D+eHoEGRU4ZJDSQFUG0uPJBEBMA1UZKGkgQDAuBeQ04JNRDgkTUEFRBtKTCxztW1CVgYwG8jOT1Nsnc1CVgexkngEBFZRloKKDmIJxyCgXATkdlHQQIai9YjIq8BCQ0UCAfNisim6fQx/jUUBOO96UhAYSyoeCBBSQ00FGty98vKcy2knnHwIyOqjKQEEFLhkEP6ot8I6XBCEV5DQQHE9egfEpoCwDOR3kNBBTgGuv2Ml+SanAJaE8yvEuyGggOzvBwpld45AwIRUUZSChAI8CCjoo6CCngYQCHARk9m+BhPIQkJcdf8j2jfAQkJWBggb847sLYBwyevohcBGQnHxB/A9fMYhPPhneyVfGRT58lfyTZeQ04J3UX/xZkz/gKjUYDAaD2WwGALPZjKsU5+fgKnUwJyrNRJXDKLcI5RJQbinKI2ACooZJ2p4uVmzl6vaLbJzi0ekJnsym0aMaPar+gE2l+ylKrfXHWJRai0Jjae5brmseHR9r1TFJKLcU5ZFxcH4nSCiPiPKIKLcU5RJQTgGmHDSx8kzKc6ZSk8kkEotnZ+f4fL797t+4SnHOgqvUwfySSlEeEeORMC7BxCZYOUSMVzoxO6o2/PTI8lnpGV/Z3D1saBsfHHylZyHYf49NuWQQU0FGAR4Z5SEgpwL/b10W9aQsGgiR374UPuX4pPO/Wz//SOAqPblf6crqWmJy2uT0zCfuV4qr9NyCq9TBfEKlKI90eugBPmFiZlSptf01ZXWPLWt0hoMjUfmTrv6+l8ZDKsb7W9sUwUQk5XL23kS+jk/BeEW7nRkCJhH923gIE5JUqzl743laPgXjlxwOZ3C3CSgfwX7DIvhk21HRwWCmkEHC/na/Cf7xwVV62sBrMgFgeAMvzkfBVepgHFfp+OyoUvfXqXR0WanRoxjMrrELyl93v28wHdF+pU25ZFRAAWU5aOn2ix8wIRW05aCmH9/Em0cBVRmoKwAlr9X7FSRGiNRVIMibeJTA2CegAgTENNCWg7bM3iGHCSigooOcDtpyUNBAYO/kOy4LJDTQloOmDMQnZX1Y+OQ0l4uAnrz9PCA/JoyvqgZxWrnPjac9JWCoBBUdhCe9hsoy0JaBjHJmXxBQ0EFOB429/iedlIoy0JaDjILZO1CFZNTe5ypIpXm7v19CQGbvSiSjvDNbUNHtlQcpHTTloCkDCXK8F1IaaMtBTjutz/GHoPrx/p4LcJXiw45wHABXqYP571Tp+4k1hUprsWJStaVrfCu24NGbticGNu1XtPRiQirs5/Q/9M9LvTO7XIIpqea9zNYcnzxK5PIKESQUEBdNVwYRim4/eBJWEXjF3fmHkiepAmbRZkv85goBlBTVfPLTTJ+CrMChiSJMRjXuZs3WRQ++Di9K93nQkCxmUUB46jmydCKhPuNmYXbw+GwJyKnajczZuujexrDCdJ9Hr9JkbAomQDAJWbWeVBZ4xe2aU1F9Co+Z+fyue231XXK+L7UiamOTDEIE5CULj0KI2QHP3+eD0H62imDCouXnMTMtUdRCXzItYmmNDEIEFIS1p3fImX6Puwts2zljTZEr23TYSmttjXhW4BX8/bdhmcFDU6UgQlAeggkLlxtiZlqiyPm3KqqjDw7oICOx2iOrc24WFwZ2jRcDnwIqMn8g9n6qd/WruMFHsZvLBFBSlPPJT9O8C+/HH+6SQfQ3aIv+44Kr9HNu/Y2r9NyCq9TBOK7SsZmRjzbwSh6m8fO8BCX+/BJ/QbE/v8SfX/wjeEX+vEI/bp5P28sWtRm12kCkNDAF+hfv1wISqc1vHhvYNJRL+JzjIAIq4tbjkJJ4n0cNifs7RBu3ZLrWCyGHl2ffrKiOl8oqOO/8gm+71z6K7uqNa4hzDvJxe9yVKz9ILfe+0dBfajnIbip1ycgOf0nyis64u7JLMqxFx134LqokorH8ZtBNt4ed+TYlFeORMRHNvJX2tMAlOy/8ZalnVE7ELpuknAmL+Or7eHJEI83L76ZHQ38hqqCCCNHtpzckOAd6uda250iPMmsDfwhJCGx5EJQZdC2RnmrUV4h7g2iFgQ+pwfnJtzd2ySBAMD4FpFn3fS/dDPNrqgkpvHMtipCk01XIh0LLCwMe0kPykwNXV7M7iD41dcmTNYEl1Ludz4Lir17OokevrBAxIRnjU0CcUelzyScyoPlBcHGYc1plukZHkYwn9T6NaKjyy42PPBLSzetJ97NdCwvDWyo8fb678nio1MLM6SrzpNMiycnez5rSNSLaeWoxxlV6olKdTqdUqnQ6Ha5SnJ+Dq9TB/PUqNWzN6OZ69YsDusUB++NPWRjQLQxo5/vaeyYkKq1IolxniEaWuW8n+PmPZy4HZDa3PjKwSCiX+DkqJW3U+UdEBizvU0FNM6wnFjpf8I3wivH+LiIjjHFU8uaeM/IyC9SVgJI3ngYQ06PE6irgp1UFeryZLOL0huffvbXArQZdTk24e/2bbMlqbK63e8scFWwl7SkexbREhYQOfASUZGZLcG5kwLroAagyy0PcG3vzhDNRGd6eXSt0sBS+inEj1aRqpDTgIaAj7zYGEZLCBcoqEKdX3XZGGvPARt197J8SdYerIQ2kX/V2uxoT4Rzkfe3VOAIiBONTQJJVf8e5uD4LLHROc2ByaDBLTZ4ocL55w+letGuQu9PzaYplKaXy7gWnsKDlFQrI0qpue/UtIyClYDwyxqeAKPNRyA1iQy5Y6ezG20l3gnZEFbCdWl/qE33nqr+L5wSbtPc0ICchhCV/AAcJpb4uzePF4rHIhMvfBMV5R7l+k0SJF3HLQPJbduv+scFVejLsaHFpOSIqZmx8Ah92hPNzcJU6mM9Q6fSwXaWY2WgVH1klXDs2jQLVqVGdGtWpzj6xnTy36dQ2nQrVqTrb3mcQHyeW1N9NL3cNy7vgnfC1d9I/XQi44BrEns9FucTPOCviI5iAzO8Nyw3ybJ4sUG7FFbi5POvK4azkiXeJFmHWo0CX+ncFoKoAQ+n8A9/ClAi+ohL4adWBHm8nCw+67+SF+K/zq8CQ1xDh9uh1lmA5DrntM75NA31xf54XgiRIRHaVEndeBeaGB+2Kq0GTXRfq9qwzlzsVTQzynWOUga6wI82DXpWiFNOAj4CKsFznXxAfxpFVgii9Jsj9dV8R6JGdxqCiqFCWovhtrEs+IWZruUCwWahmkVG+/VbbWY/vuje8ywcdwmoPLboTtCcveZ/qmp0XubZcwN8oUPPowMiqjfjq0r27rMMKYCdSbnl2L5Ds5rOrtC7U9WlnMZhpzJag3Og7hyvpZXn+T9vS9/rupvl4Du+Vrj3yy427y1FUgyS9OtC9dbzgsPduurdX+3g+dzVPskewcEh6BsF8XnpMcZWiqL11V61W83g8pVJpb+PFVYpzFlylDsZxlY5OHavUxFjmxH/DTbnCTf2Bm+rETf2Bm+LESfmBk+LESXbipDhxkq8cJTsdJTsdJTkdJV05THJiJ105Sri4n+DU0jH/YoTzcpDxon/vee/ui/69yrfbX7uFrg8nWY4In6FSIUm3U3gwllgR69HQnqNiZD2Jv55XnbQ7nSvaIWCy0hGyW0Lm3anBHPZhyeYT//RQn95FguEwtdzH5cVQqWEjrTbbhfY4Y/VNcFxC4OhyqXrpXr6nZ/86FfRFnWnuxYQ4iYgOfDJIaLr5hIoM1+qGjNWmwHuJwQvbpZKJiGwv7/EdOujym2NdiWXJJyolbTXcTg/y7p4j6LlpVbdu1HcUgJ688dQ/IzSIIaWtVHrEpIVMDOawl4qMAjJqF6EksybA+UFTLugQRmtQRkDApoS+XesdmxQ41J/DWi4xiAvHqwNryiKaKYEP61JE7PRqv+tljWmCfRJml7E4szbEKbYgerk7riLhRm5dFsZIzErzbXiVutXo5+Ps2rNNkfTdyQhzq2vK3GgPCXe73jBaqp6PJ0XdoD9P353NU7BJRmZyVdDt6V3CSSfuPza4Ss/0lVosFvtFpbhKcX4CrlIH47hKRyaHFfYGXgzDrBbMZv0on1uB9lnx1+5h68NJlkPHVYpgCsLe27vZt66GlUSztsmYjCwdicy9cz3Ez+txU6ZBRQdedkuqe2ioR3VbgW0l5VHylQRy7OFuTm9p8NBUKajJvIHIwoBroYHuz9pzLDKafj35Zf6dlR0KpiqZqwltep6uEtr7DimgIB50hOX6XbsT7PmqNx9VUFULCc/zwzYZNExZNFER3NqcpRVRMT4Zk9AMS6mPU67EEWIOdnMHSoMHxooxFfmwO6oBucfhlwEr/VmOx13fG5k5UWw+gtkR5fWUBr0fKMSUCH8opqE0isktg6OspiKvMF/njKzozZWMd9UBAwtUmIuhVkftrZeuPfKMibvZMliC2ZuIxVlP7rjlpXhG3XHJLgjfY9NBWTRd7Z8UeP1eye36rNDFLQQkJauNoblRHgm57hGubp0TpSAj7r8NTbp97c7tWx0j+QZ+VltexAaDCAJcpedJpfgIXpxPgKvUwXyOSocUDlxXql8dk76iyN9Wyd5Wyd9Wyd9Uyc7SWiFrKZc1l0tekPQ7CwDwZkrw+Solo1wyCCkgpYKEYr8W5fillHJ8bQwfAQkVJBQQkDEBAlIaiBCMh9jf+bC6lAoiBOORUT5yvCkuGcQUECHY2d0XnSwstLepIiChAI90ZuHjWp2WBT8py768vVZSKojP6IpLBgn1+OoUwUeWBD4CYvuOUECEAJ8M4uNdQ48beNOrfK4/bMsHJR2kZ/ZCSgUxBaQUEFKw/fzlt5Ev6yIfJV6PzI9kH5BBiBzv1/Gm7Dv1u0sOV+lvn4+rVK/Xm0yms8uZTCZcpThnwVXqYD6m0jMe5SN2QEAcnhhUaP7ySadm8p2wPFb0MF30MF30MENUky6sSbc/CmvSBTXpggfp/AfpXFqsZmkEAFomhF+7h60PJ1uOiJgAOS3RASiYgILxKT96KaCgx+9QUMHpAhT09An/wwI/X/74yYdlkE9s/BcW/nhZP62V4MerfHTJHxV6Uuczlf/wprB46WXc8kKpTUQFwY9Xt5coomF7ucN1QaX5AXRi+NI6CURU7Kf79fO9/sfl1Kb2P/hjleaalIvnSKU2m5XNZpMQKoVWRqGVkSm0o6MjDMM+ptLVmYUVnHPI9Pzy1NzS5Ozi2NTc8PhU/9DY+76h9u7e5rftL1611D99jqvUnjMqHUG5xR88enzcp9oBIXloYsARlToeDAAAmieEX7mHrY+kWDgkTEg9LRHnc6CDugIktE8tI6KDugr0VaCr/AtLngfsPxpObcop/EyVVpRXPiirul9WWf13rFKz2SyRSEZGx0bHxkfHxkdGx6RSKYracJXinIKr1ME4rtLB8WOVmhgrnOQr3EwXbpYrJ/MsLpwMl6MM16MMFzuH9sd0l8P0G6y0M6Q670d/JxtsAYCmcdFXbrhKcf57wVX6mQ28uErPKbhKHYzjKh0YG5BrrACAGrQm5pqJtfGLHGwYz8LcMDA3DMx1PXNDz1jXMTa0jA3N7opBJsEAXo2JvnIL28BVivPfCa7Szxx2hKv0nIKr1MF8hkpH++UaCwCgJr2Zs2fm7pu5jJPH0yf7Ju6+/fEsRs6+4cjOnv5oT3e4r2HtGhRyDKBxFFcpzn87uErtKtXr9RaLBQCsVqter8dVivMTcJU6mE+qFEEFFDsgJPWP9snVFgAwMlYOEy9x0m9wMm7YH4/SjzlMs+N8mObMTnNmpzqzU2+w0pxZKc4HKc7MZGdmijMj+Toj+fpuxDeS/mYM4MWI6Eu3sI3RFAuH+P+3955fbV37wu79A+7fcMe4Y9wPd4x77znvOft9Tz/7JDs9cVziuAR3gwHTwTSbjk3vYIrp3abYxmBTBaIIEKJKCAGSUO+9a0mr/O4HGUK8cxzFTvbOjuYzng8OltZawqAna2quuSh16dEekchf0deTjwI+pV6vVyyWPOnr39/ne71elFLkG6KU+smPpbSIVBaTylJSWUaqyn2CuuTl9JTR/l77ogBIABKAAMABvAAkQPO09e8+C2HTk7yyYkpdfrRHJPJXVOk7MS0mFUUBnVIcx3m7u8WlZeubmziOo5Qi3xCl1E+mZplWw65XdJc0z5GKQlJZSqoqSHUNqa4jNQ2kppHUNFKaRtA28LYGdHKmWc00q5lmzcpPatKsmNQrJvWKUcU0qplG1YpByTQomQblil65olcy9QqmUcWcZkwXlqQIWfmYvJbSNvr2iET+yj4iNbWkuoZUVZDKUlKeT5rpngBM6dEAL4EGeJE/Jkqpn0zRmVYDzytJJa2LpKqa1NSR2kZS10rqu0nDY9LQ91pjH6XvNB/UqXlVP0sNr0rDq9bwqn/4h+//bBbUYIpWq7TDo+kljX3f7xGJ/BV9Qhq6SV07qW0kNfWkqpK0MjwSX0pXAiilaNoR8u2ilPrJ9ym1rZLaFlLfRRqekKanpHmYtIySlrHjEuZR3PSrSJjf3BcS+Ws6SppHSNMz0vCE1HeT2mbStuqRZmKW1YBLKYZhBEG8fQ1e36o3yADUt9TRwvLaLGNlem5xYnru1cT00Mvx/qcvuh4PtLR31dShlAIcpVR6l3RwSMMAaXpBWkZJ6xRpnyUdC6Rj8Q2pX8c/3xES+WvKIO1zpJVGWsZI0zBp6Ccd2x5ZFmZZHaf9dErLKqora+ora+oqqmuL/6ZTimGY0Wjc3d3T6fW+mqKUIo+LUuonU3Sm1bDjlaaSLiFpoZG2OdK+SDpZpGuNdG+Q7i0k8vfoJulaJ50s0rFM2uZJC410ibyyLMzCCqyUkiS5sbEZFRs/z1h8y/1KUUoDVpRSP5miM62Gba8slcStpHObdHFIN5fEdklsj8T4pAeJ/J2K7ZHYLuneIV0c0skmcadXnoOZlwMrpb6brGEY5rtZKUop8g1RSv1kis60GvleWRzu5JAAJGEjSZ9WkkIif9f6ftQJK0UB4RZ7JHEeG3uc9tMzeH9XKfXV9O3TjlBKA1aUUj+ZojPsdhtpGcLEUV5dm1fb7NU1enUNXl2DV1fv1dUhkb9H6w9/yBu92iavrg2TxBH6dtzrHJ+aRylFKUW+FqXUT6Zm5m0ONwAQ1gVc14rrO5HIgFPXSlimAAicgLHJmcBKKRrgRb5FlFI/mZqZt9kdf+2jQCB+E+A4PjZJD6CUomlHyLeLUuonKKUIxBEBl1J0MQzy7aKU+glKKQJxRMClFC3RgHy7KKV+8jeeUpecv8Vira5tcmVmj1/PID0GpVhuwgC3y/fW1vYVjkD/EUB8T6Cl1O0lAQBIkiApAADAMRKlFHlMlFI/8TOlFrtLpjb5lKqMUpVRojJIlAax0iBW6H2KFDqRQncg1x7ItEKZVijTCKUaoVQjkGoEUrVYoTNZnQDUL3bobiOnJ+NW8NWQ8IiI+PC8AZFfzyL3Sq9/G9EjBEo1/igto2VS+n63u0H8ngiklFKUx+WQcyY7+yfZPD6bOdbR1bckMpEUJUApRR6KUuonfqaUyRbRWfy1HcnajoTFFbO44pVtEZNzwGQfLG8Jl7eEy1uCpU3B4iafsbG/sL63sLY3v7Y7v7o7x+LNsXizrJ2uF/MdQwsHMg1J4r/AcZM2Tn/62VMXW5g6AABQ7+5YAEjt9lRzU1NzW9eSxA0Abi13buTFyPPBlpbWntldq8cpmCi5+F//9UVIyRRtlc1dWODIXS7D5ou6OCwAACAASURBVMyriZHnba0tLc/pPAMFXtUy7cXcnpGkSNUWbZS+oaUAwMqeffqo4VFH34tdKwC4xGtjI4xtMwle5cbk6DTfSgFu3HjZ3fKooXtiXeP6BV4l4i9M4KSUC0BZ5FuP8wpKW9qbauorWtqb2svLy0f5ZrdQIq5HKUWyNpdQSv3Gz5SucMQG83udvs0wt5+PL3W/WNgXK0mSeJ9NAQBYODXhH39bMGb4/kuYdOFR8M1LIRlVVYnng6LLmCqHZrHis//1weW0uprskI9O3GxnHmyPlwV9+F+f3yx5OfysJOGDj5IeSxWr98788cMrmQ9LsoNOfRnRuO7Sz8ed+cfL9ZsYgU/fP/1BUP621bg2kHHqSnhqXnlO6NchRWMKm/pZ2sf/HFK2g4F1MuvLP51r3dKwnz64+u3V3Lq69lcrKuf7vkTEX56ASikuF0w3lc15QPasp/MJQwdAzNfWjO2p98TS+maUUuTmEkqp3/ifUrXe8l47WmTLVbrFNV5DzwRfrHrPmnrE9Mwz/xxaM2P8/kvKwdSv/hhacwAAjtmks58ndK+LGbWnT9yo3QLA13MvfxDSvGYldnLOnIvslQIoOxI/P5n5VK7cyL5y8nojDwCbK/z2k+gGEX8t+8aH4W3bHgKfL71yOrKOK1wtCPrjhfI5HIDaqjt/4ko7nTtW8O2nsXV7HrDRCy+evdXD4o/knvzDh99k9i3of7lhbMRfkoBKKaWTrD6u7to02PU6rc7o8hi2Oxt61xQWgViMBniRPlFK/cTfAV6OWPV+KZ1gsFU6M04QzyeYZU3PBBIVkG++T/kPYeE2RH5w4m6v5Gi02CHpSThxNrlTDgD4+oNrJ0KqZwWzDy9+E9K0SYGddT/kT9fqlrXmtbSTZ8La9gAk7Ulf+FKae/VUVPsuUOa5iqA/RdXs7axnXf8gvGOXAmCUXT4TWbe+u/Tg4qcxbWs4ABw8vn7qu4pnrNGCs5/ENggpcM0VXTh1rYNjs2n3npaG/+f/+Ocvkts3Ff5Ng0L8lgiclG5TJOm0W/VqlcGO4V6v14O5bAaFyoh5cYEQfVaKfC1KqZ/8xVI6uciRq40AoDI4m/po2ZVdu0LZe8xCcm0M3j/1DxfLRlhKlUokXpyjcRn1oX/87k7fpko5U37t7NXGZbl8oeLkZ5cerpFgXU6//G9BNUs6G+f+159/k/LcqN9+FP+nz1L7ZIq19AufBTduA2mkFX7z7yFlO2pZS+xX36b37QoF7ZEffHazfFcj7Lx76qPY+hWBcr01+uyVzDmlgdUc9dn5xBGearPl9ucffNPKseGYXSNhd6UF/dO/3H66Y36fbxfir0JgpdTlxjxeD+71AIDX63W63F6vhyLRDF7k96KU+snPTSlBUmYbZrK5TTa3yeo2Wd3G17qMFpfBp9mpP1RncupMDp3RMTyzrtQYSQoMVmxHai549CIu++H2vuSda0oRXs5gZcL1i9du3LwZEV03awAwLfTm3QiNjr19q2ZCAgDmra64qPR+HgkOTn3GjbuP2Q6C4PWnnz8fVVXd2VwXE/twUqPl1adG5T4TAmlltSfezGnd91DqqYq44PPBoWEJkTExOR27OOXVLldmRZ4Puhp8K6yNaaIAXAJ6RfzZi1dvpSTE3orMH99VrPXnhoTeunHpVmE3Q/dn78KI3z4BllKXy+PxKBSKsfEJkVjs8XjQdaXIN0Qp9RM/U7rMEflS6sLw1R31Cle1wlWubCuZHMUSR7HEViyy5YxN2cKGbH5DOrcmmV0Vz6yKZ1gHtJWDKaZwcknY9WLR5nABgN7qFapdi7uOu9WvorLquHwp9R4jvUASOI4TBGmz26do0zO0qYnxsbHxyUkabX5uDsf/m9nC1NGFdP89FEkQxA8fRBE4/sMvUSSBH22JIgkcJ97n1SD+ugRcSgmC4Gxz0zNzmCwWQRAopcg3RCn1k5+b0ndmdoU7NMF4MT7X9Hgsv34gLr8zLPfx//3BpaCIDKVK+/7Xm2o06rt376WlpWdmZmZmZt67ezc/L8+NYe+5WURAEXApdTqdXq8XAHAcdzqd/31KN5dYG8gAdHFlncFcW1henWUwp+cYE9OzryZoQy/H+p++6Hrc39LeWVPXiFIKfqd0aetAqbMAAObBuUI9V6jbFuo4Ah1boGXztVv7mq099eaeemNXvc5Tre0oV7mKVa58ZVvO3JYx2bLlLWnPy9U7pc9iigZv3++5ltp4LrbibFTJlaS6v//48uIyi6Le+/IYBOK98S+lj8oqqipr6g5TWlFe0/C3mtI/B6UUeVyUUj/xM6WLm69T6vUSIoXlQG4+kJuFcpNAbhLITHypkS817EsM+2LDnli/K9LzRDregXbnQMsVargCzTZfsyvSS7SY1EDIjITcRCnMoLQAnef503fJswuLBPFLrNuAQLwffqRU9ntLqdvt9nq9P7UGL0ppgIpS6id+p1So1P3yU1IXeNb/OJcwz1hCKUX8Fgi4lLrdbqvVqlAozGaz75alKKXI46KU+omfKWVsCpRaMwA43d6FTdn8hmxuQza7LqWvimdY4ukVEW1FRFs+mFwSji8Kxhn80YX9Vwt7L+d3X9B5L+i8oRnuMxp3cIozMMnuH9/qfLHG2pYBAH3b+h/fvktKKcLjtJlMVgfmfedJPhTuwTDM+8uupkB4MbfbQwIA4E6LA/uZ83hJ3ON2ed5tsJsicczpxt/v9ZCE1+3CiB/fCIVjbgz7iT2QhMftwo6/hGMHRuGYG/O85zH+igRcSkmSXFvfCI+InptfeOv9SlFKA1SUUj/xN6UbfIXWDAAUBR4vgXkIj5fw4oQXJ38o8b1ewvND3V4C8+AuDHe5cQwnAWCG844p9SjW6mI+/ujC/fH9d54MRa53Vz9smLO96/N/FP5UW2XekAYAQDxa9XxL97NWWyTEjJ7i1DbBO+3arp6tjiqka97pyYeYd1+UJNRuun/0L93LzeX1bStv/3HRc4cqklv5x76CmRi1cRUsBwBYp2sKqjtWfrPrEwdcSl0ul8PhMJstDocDDfAi/1yUUj/xM6UL63yF1gQABElZMdIFYLFjWqNDpberdDaVzqbU2RRaq0JrlWssco1FprbI1Bap2ixVmaUqs0RpEitNBwrjgdx4IDPyJTqN0Q4AtHdNKVC2+frszOynMhLTCSVa6d78/Cxja9/oW2IIU3NY83OMXQMOAOC1KDdok3Su3EUCUHYlT7C/v7m4MtuSfPt2VNHYnsp1eA7lsSg5jJnpGfq61PCDAyLtUt4SjbYuNbsBAEjr3vz0NIunfv2dI3Tc9bmFhWXOxlDBndAr9wa3JVaPU8XjqyweACCd2u3Z6Wn6isSEAQDpsWj4Irloe2aavipQub8/RyP49Lb88KKxnY3p6TmhAQMAEjMrdna3uZxduQ0AjHz2wszsmtwOAF6r6vXRSgw4gEs1kXcpY8YMmOFgh31gOXxRBGbis+ZmpqeXd6UOCgCcGoFYI92dm51d4gjNr38DSC13fW5+bvhZ3YOQEtax1nlN/EX6wjpPotFxmqKCI+IraAKt2+uUbS3Sp2kMNt+EAwCmO5CI97aW1lkvG7NDz8a0rezpfKsQk+atl9URJ25WTbJVTv1USXZFed/M2hJ9cU1qfX2IDs3BytQUg687di5LWFRKvUiwucmcWVgRHR6l2yBdnZqa39N4CMqq2JUZMQCw61QqmQEHALd+X2H0vscMtkBMqdvt9ng8vtFdlFLkG6KU+omfKZ1f5ys0JgDAPMTOGmd3apKvsrN2VIxN2cKGZH5dMrcmpq+K6KyDaaaQxhROLgkmlvjji/tjjL3R+b1Xc7yRWd4wnTs0zX0+vf14dH1tRwEAk2zrv397550+K3UutxQWFI5pQdkWciM6KftucsTlS8F5L+UkuPefPLwbH52S1ctzU4Rdu/S0KDvx7u2UMjrPgLmZeV9fuJ2Tn12Yl3ju1Ncnv8vqY+oPT8KsYmZ3UUZOzp24tM4NueOwcV4tc6QsISw8tnrmwAQ4Ll1pyE/Mik7ObhzmOAGc8udJl69GJqfntTSVXPn2q8/OJLfRpHZeS2hC54qZ8tiWBrPCL8XGhN5MqBmVuAivkZZzMig+ryQ+6rtvbmYObFsPd0SKlzpSvwlOKiqNCT4dnD2w6/Q4VK/SPv8mOOvh43mlW83sKc2+m5wWn/dY7cAdUtbro73XydY4MNNMWVgBXaGkPUwpbBgVH74oj0U4XHM/Nzs5LqVyfMNEwO7Dy1dj7uWmJIYGXQovnVSSAC7Fy7zIiPik5Ng7EbERlRuHzyUJ/UzJvcj4tOpe2jp7KOXLL06cuZI/tGWy6+Zaix9kpSak5vfStAQouyJv3bqdmF5dnht2+eRHX0VW9bF1AAAULuzLjDj9n5/cyGli6nRLdZlxN+NTcjOjLp8NqVywAhDm/bHWBxmJaRH3atdl9sMO2hfqM6O+i0zOux935fS1wkkjAGmV0HvyM+/ci0h7yNxV0GpD4vv4ADZGfXJYau+BF+yz+TcqXhld7z5+HIgpRTN4kW8RpdRP/E3p6p5cY/L9GVuji7/7A7Y59/57H9+yvWtKHUvNBfkFoxpQtoTeSGjbBgBub0FUYq8WHK/uJaQ2L/seZ9jqv3fpzL2GjtyrJ+91LinNa4VBYU2rXgBgtRSVVE5bf7BZQrE5Wt9YEnM6omn24PCYsI2u4qi4FrnvEdadurATUcWtpfFXI1Lr9klsriDiTgvD14C90YaC9H41AMB2/a2kPrbJKKAVxSePGQFgp/xOZseS3G6h3/vmVtWyA0Dfdy8xs5lxOApMShmPQs7efaUCAE7+tfiWNblB9SrtYtzgAQB411sSQkPjih5Wxp4794iNA1DKrdGGxtLY05EtDJHZtlISFJVVUdI7vGb64TcLk8w3t9SkXg4vaGXaQFR77XrKYz4AudqcG5M2qAf3fHFMTt8GAGimyoPDytYPz0pJD7vsclTtum/GmWv+YV5F/eLro9WudrY3ZIVH3st/ZQLDk9iQ9PZtADBv9+dH1e0e37uRXhpSsOQAACutPOFqQo+GBBD0R1/KW/ESqpma2MuXch61p134+v4w/zDijsWGu5dvNx54AFTDcd9lzbq8upX2pEvnMx61Z146eb9/dW20LurBlFq3O1N345u0DtqecbUhrvTFpus9lsgIxJR6MAyA8i11hFKKfEOUUj/xM6Wzq3u+FXQBAOMyRZ/873un/08Hd80+O6ApDtGUhmpKw9QlYeqSMFVJqE9l8WsVhaGKwluywlvSglvSglvi/FsHGUHaV10AMLZh+7ez75jS5ZbCgsJRNSg6IpL7Vo0AIJxuvh/TsEuBaW++vSKnqPLlAeUVM5pjT0QUt7d3dvfM7+kthuWKG5kTCgBwztc/yC95pT3aJG7apnXfL37Y0PQw6cLNqpd7R58YulScl21F2dktczKLy0HPOXkzs6atrb391fKehZK1RyR1zatIAAAP+1l1bkqXGACA2xCaMshVijd6ckJqtikA0A8lJ9U+31bqGGXBufMGAHDQK7OLq6Z0r/dDCOht+fHNAgAAVX9cYvMUXymdKr5VsGQDAP3I/cSo0Oz69rbHQy+31WYuvfd+0cOGptqkC8E143yTjfXgT//5xc3YfvHxb5RHvTlcXFT1qKUxK+RmVu2sDkQtYanPtu0AsPuy7kFilxQMT2KTm8clAKDfeVYUVvb9AC/l3F96VpqT2/hk1QFOenl2UfWMGcDNn64uqaxtb8qPC0vOfqoEQ39CSuuUFAAUK1054VVbx36xrPLxghu5MwYAMI8XZ1U2L9kBvMbZsus5Cw4Xe6Ak8tv4ys627r5+psh+2C7b7MMHZVU0IwC4mVU30qf0tt2xmujTMWVdbV2PnywdmMyipfq7hd10+khXR0/r05GXT2qKG2b3je8zpyngUkqS5OYWOyExhbG0jKYdIf9clFI/8Tulu0cptazQpv6P/41z+zOPXu0Rc22zA7a5QdvcU9vsU9vsU+vs4Gvpgxb6oJk+aJ4ZNE0PGqcHDdODBtqgnjagHe0xc9cpgNF1+7++a0oXGx/cfzCiAnlbWHw7QwsA++P1mdENO753P/1iYUjCiMapXn+SHp05e3ghD2aiF15KHREDgHOuNud+wbDqaJNu0UBtTuqwAYBfGhqc95z3g6WSCGXXneiHEztm587DyPDmraMDNrzICk1tZlhwAPBsDVZmJbYLAQC264Lv9G6ardLFirtxTwQAlsX7iQ/6NjU2I73gctqUCgCskyXpBVU0/etNkZL52tvnkkfVAKJnd8IzX/KNJvnog2s5cyYA8Cw+TEquePX6jBMXP63LThnSAwjKQkMKXu4ZjAslV+Jrevuq6mrmJIcNoOycwbwr9TsA5uc5ETEVMwY4aAxO6FkzA1Dbz6qy7nRKwUsvuJ3UMOfyegVPc4JCStZ/OO1IvdB2L7qUB+758oz8yikzgHmm7HzJAoCH2ZAUcq9fDYYnsQkNrw4AQM7syLxVtn7se2eVjeVdzZzSAoB5vCitsHbWAuDRThVcyZyzE+LRiuSUGu6bv4i22ZrsB8WvdABgXyi5em9ci8vnGlPjC48yT7m1C1XXLqWUdC47nBsD3cW3b1QzpJb3WrYx4FKKYZhGq2UyV5RKpe/SUpRS5HFRSv3E35SyDlNKktLh7skv/9Ep5VNuB4m5KJKkSOJHJAiSIAgcJ3ACxwmvB/d4cI+HwDyEG8PdHoKk4OW6/V/PJs4zfvYSDR7lWl3Uhx+ez58SrnanZD1e1gGAkNaSn9wpBvdKe1HU1RthRU9VTpLAVJNNd4O+vXL9Rv4Y3+DCWNWhOeNSHIBULXQkX/o0umlO6ysH6d6dbYw8FXQ9LzU6KLptUnAYFO/BfPe9S5cvpNQyDxw46RXQKoMvXL4SlNgwzHED5dDNlt8OuXwztnRK4dybzLv2UXDlywMrvyc+/cmaGQgPd7Iy6uy1q0HXsjoX9TiF6WbKQu/TNQBgm6l+UN4we3gDc1K60pd14VZ8VuK1M0E5T1hWkrJJR4tvFy2aAQDc2rnSO7eCLtyITe09IJ0CRovvaGOCojtnhHrDUnVUGdPi2ntZFJFSOSd6/ar0gqHkc1euZyRG3IiqalnUg7g9Km1g0wJA8UYa8tN7RAAu6UhmWPC12xFhSQmZcbVbRykl+Y/vxV0NibnfxXQCqZh+lHDpi6Rulloxn38jODgx9vbtmMLCYRUYn6WmtU4ekAAexVpN2MdBOW1r6tfbIOyynqSvLySWzam1S7X5FU0MK4BHRy8PezCjB8Kx97g47rtzV0PCKxfURxOe7YxHhaVVk3oAsC9Vh2ePyYFwiYeqE7/79urNkBKa1AZA7PVEf349ZVQDYKTnR5y83ca2vd8CyAGXUt+K9gDw9gFe31qsyADUtwDv/NIqfYFJm2WM02ZfjtOej4z1Db7o7O1vbkUpfY2fKaWv8GRqIwDgRrW2OV3/pMzYU6DMCZInfSG786ks4VNZwqfShE8k8Z+K4z8Rx30iivtEFPexKPZjYezHgpiPBTEf86M/2o/6aC/q472oj3au/5O8t5ICGF51/Ms375JSyuuyGJRKrcmBuV02u8tDAgCOOe1WFwmU06iVS2Qa++HkVI9dI5dKpRorhlPgdVhsry+cJDCzTqY02PGjUzjcaZRLpVq9xWQ7dgEl5bGbVGKJ3OR8/UAKM6jkEonSYHH7vuI2aGQyhdbmBQq3G+QKndVDEG6rzeW77JVwG+RSiUxt91AAQBGYw2L3kABAYQ67w+k5esMmvJjTZDbolFK51okDAFCE2/76wQAAboteLpUqVCYPAOCu74/Wg5Okx2GxeQGAcOm1uu+fQ3msKrlUrTGYbJjLQwLhstjcXhIAcLfTbnP59uMwaGRyucpodVmdxy62xUwqhVShMWO+75jbpJWpTE4CCKdWJVWqtCar2+4mgHRbbU7MtyXSaVYqNEbnsd8tzKZRqrR2L+F12h1ODwVAkR6Hxe67/hR3mlUyiUymc3x/lTDlcdrtDowEAMrjsNjchG//VrVMIpVpbR4CAAi3zWC2eigAyms16S3O971K+CdTKhTJymselZZXVVTXVVbXlVfVFv2tp9SfaUcopQErSqmf+JnSmRWeTG34yYcBAAVAAZAAJAABQADgFHhJ8JCAEeAmwEWAEweHB3ASnq86/vmbxIWfn1IE4tcgsFLqdDp9p6RHeDwelFLkcVFK/eTnppR0WKzjHdaxdst4p2XCZ5dlvNMy0WWe6DSPdRrHO4yjHYbRDsOrTv1op/5Vp+5lh3akQzPSoR7uUA+3q4Y7FIONuvUlnISnLJRSxG+IwEopjnsVCkVHZ3dXd29Xd29HV7dSpaIoEqUUeSRKqZ/4m1LmjkxlAN8Ab2WUtiJSUxmtqYxWV0apK6LVFVGqikhVeZSyPEpRFqkoi5CXRspKI6UlkdKSSElJhKQoQlQUcVAYcVB4W1hwez/zuuJVr5eEgRXnP51JWlhEKUX8JgjElHZ293T3Pu7ufdzZ3YtSinxDlFI/8TOl08s7UpVfA7zHORrsJQBwAC8ABuAGcAM4ANxe6Ft2/q9fPaW4YnN24tWGGQBARm+f3LP8+LJ4vwSEijM/MbJqBABQLz55sSb9WQsHIv7KBFZK0QAv8idFKfWTn5tSXCdXZV9UZl9Q5lyUZ79Wln1RlnVRlnVBmnFBknlBnHFelH5BlHbhIO2C8N45wb0L/Lvn+XfP7aee2089t5d6jhf9pXSgESPh8ZLr108pttqZfy+hQwQAYNpf4mlcv94/umejr/hudLMQAGCrMiiidVn7U09B/IYIrJSiaUfInxSl1E/8TCltietLKel2ONenfTrWpx1bCw7OooPNsHMWbexF6+aiZWvRvMkwbzJMGwzTBsO4vqBfY+jWGLrVeQ1rQcNaUK8sqBbpWr7A5YUehut/nn63lFKkgtWaF375aiFNbAEAu3ymIuzWldSKMa6FAgByrys1NiQm7l5VRe43Jz796MvohnGJRTr1sJkucAKAdKU37fK1a9djm2aEXgC3nvUks+hRc+mNK99FlfbxfrBckFcw254adPX6jYT2RRkJYJUzejOK6h4VX798MbZq+OBwwSSjcCLz9FeffPh55MNXB7b9nqg75RXFEeE3QlKKRvc9AACU9GVJRnhobO4g59hcU1K31JEaFRafPiADsOxOVSaEhIWHZbQvmkgK07PaU3Lz7sdEFPe+HOotufNdcOWUyQ0AlIr9PO/69as5rWuyo/NsQrY+2pNTVFb94OqloNIXPCcAadl9nBN9O/RmXHH3loYCANK91RQbEZl2t7CqsbNhTAEAlPhFYVp4WFzeM+5v9rYtfwECMaXoYhjkW0Qp9RM/Uzq1xJUqf2SAl7BbPXoVZlBjBrVbr3Hq1E6dxqHVOLRqm0Zt06itarVVrTar1CalyqhUGRUqg1ytkyoMWrPTA10Lrj+cTmK8S0odq+012ZktayK900sSVtmLsltFvdPdxel5lU8VFLXdk3Qj7dHmnliqkk7XZiXFVi9rzBixUX0ltnfb5VKsNdyPrpsUCFjdCSnV0xKrW/cq6uNzKY83hLzhjOC4krH9w58MysGfqcxJaJkRCJdaY1IbmFqHVTxw68MLWUPbwu2niVcTHs6KfO+4uFtPf5SbGFnOUJvcxG7dzUvX81+I+KtdmXERxTQ7UMLnmTmljU/6u3Ni0qbVR82S9Mbcq3y2qNDavADgtYg2GVO07uzgwgmBzqx+Ef/Vjdrxud4Ht8LSOlZYL1Kv502rPZiO3ZUfXv2M1pKRUNYzp3+9MUJErzz/p+AaulDAbI64lv1UYALwGvir09PPK5NyH/WzXUCsNMfca6SJ9lYaEs5dTuqUASV8npZT1tL3pDMnNp0ewCfSAZdSP5doQCkNWFFK/cTflC5uS5X6o//0fQgKAOr6FGHEf4rufH6Q8Lkw/jNh3GeCuM/4sZ/xYz/di/lsL+bT3ehPd6M/4UV9uhP1CTfyk53IT7gRH29d+9eDzkonCe3z2B9OJ79TSin5XEdKUvYAQ2LxEk7DdPrnJ4LCY8Kvf3ev7pWcUHdHxrfOKQEAgOAMVuVnDSgBALbqQlKf8/Wi5c7ssGouAICqN/ZO48S+RjWTfz2LpgMA+3h+WtGj+ddrO4F3b7wuM7aRDwAgabud2L4kVQpe3r/5YMEGAMah9JSyTtbhndqIneHavHu9MgAAbv2tO21LRgAQvKrNjO+Qgf1lWuiF05dDb9+KiE97JTp6LbbZhpy4go5tsQUHj1W22l6edjM0+MInV5tX5FrZRP7NwjXA15vv3y8cM4C6Mzy5b1un3n8a9+GXV6Njw68FPehlGl4vA4/zaY1ZsY92AQAUnRHxjdNSl1U1310UFhEe9PnZ9EaGEUSNwQlPOE4A4A1V5ST3yME6lBJ84czVsPCQiMTMcfHP/Kf4HRFwKSUIYmuLnZicuri0TBAESinyDVFK/cTPlE4ubkuOpfQNqGNXkXoBPAAeAAzABeAEcADYAWwAVgALgBnABGDwgs0FbfPYP556t5QCAIBtrSw4spElMZvm8y/HDyuP/kLcGhZaOelbf97D6i5+kD1sBADYqg1OebZvUW4M5EY9WCEBQFQbndK+IDaop4tu3p/1rRNblFH6aOEwpbhktiUzoYwNAMArv333yZZKLRzJDylctgOA7kXW3crO1cOUYhv9Fbn3BnUAANz60KRelhEA9kbrc+90SMAxkhpV8GT7R1+Kebk5LqSIo919Up13f9wAIH54O7p+VqSRTRYGF68DttJUUFg8pgFZ++3kvm2tgtOffjN76c0ZVIRwujY5vJIDANRmaXjK4JKAPVweUrcF4J4qTb5XOa0HeVNIeOOKAwB2nuTHp/QqwD6UFFk0yDvcCG6USSUSQwD+bgRcStEAL/LtopT6ib8pZXB8KcUtBn1vsa6nEBQd/QAACThJREFUSNdbrO0p1vSWanpK1d2l6u4SdXepsqtE0Vki7yyRd5TIOkpk7SXS9mJxe7G4vUjUWixsKTpoKRY2F/PrcqX0CTsOLXPYP7xjSnENb6G/4WFqUu7IhtrpUo+UR4Qklj2q75vjqHBw74wVx0dlVDZ2T+waZVNNd4KulE9y9K7N6qCozk0nYZE+r4tNTG9oKE6JzO/jmjGHfDj929RJLQAYX2Qm5FbPHP2PA67b6a2ITcmsbyhMjCoZEjm9xt2+u+cz5qwAoO67E1PQtHz4aSkunm5NuhhUMrapdW3XXo5sXtQBAPd5WUpYPR9ASiu+HZFSWt3a92Lt2HC5mT32tLmm5G5m04FGNdlTcDu+oqmv6NpnF6vnxGrJy8zzWUzKtViTnpH9QgWShisRbSyjy8htzw6NSHvY+Oj5qth0+JZPiOYbo07dzG3taUgNuZXXJ7E4FKzGm+H5TQO1cRfPxZVNGcHL6U25GZXX2Nv8ICE0+m6XBEA8URgWcbesurV/ZMsKNnplaWHB+Bu3lwkEAjGlaNoR8i2ilPqJnymdYHAkCj0A4CadtiVL3ZKpbslSN2epmrKUzVmKpixFU5aiMVPakClryJQ2ZErqM8X1meK6DFFdhrAuQ1ibIXiYzq9J59dk7Fdn7JYkiSeGbF6qie75HydT3i2lSjatrai45tWmGQMA8Og4/Q1VpSWtE2syHADAtj7QVl7dNMyxgF1O7ytrHFnXOg3cyVmeBgMAh2JzoLKsrKpjWWQFAK/1YHl0UeoCALeIucDakh8/37OIWE/Ky8qru1flDgBwG/YXR5cVHgBw8hfmVrnqoysKKKt8fqCsYYildpp2pmZ3VC4AMBxsMGbYRgAAw/JQV1VJddvjxWOfSJrWnnVVV9T3r+sAwCpZHawoq3j2YvLptEBldVjFzFGmGnDV1vLyisgB1u0JOlflBgCreLmzurysrIch0B++5eN8esf9m2l1A83llV2rcicAEA7R9KOH5T29T59PcTalTgCgtIynPS2dNXeiwrNLJ0wAALrFZx2VJdXtfStmwNWcrY0N2Q9W8w8MAjGl/tz6G6U0YEUp9RN/U7rAESv0cPgRKfzZAoFHl436rhw9PrRrPTa0awQwAhgAtF6wOKhHM++cUsSPgu9N1KZHNx689UFaVn95yYPs5Dsx8feHRLa3PjawCMSUOhwOs9lsdzhQSpF/Lkqpn/iZ0vEFtlihAwBMLZUkfSW+84Uo6cRB4omDOyeEd74S3PmKf+crfsJX+wlf7sd9sRf35W7sl7zYL3Ziv+DGfMGN+WI7+ovt6M85UV9woj5nR32+deOP/I4aKwn1096/Ryn9JaFcZrX0QO186xUtThVvmTE7Q2dwhDriL3VkfxMEXEpJklxf37gdGTO3sPCW+5X6braFDEB9d1ibX2LRF5Zps4xxGv3l+NTzkdG+waHO3r7m1s6aukcopeB/Sue3fCn1Yh6nlO+Q8O0SgU3Mt4n5VjHfIuKbD/gmId8o3DcK9vV8vo7P1+7va/f3NXv76r195e6ekren2NlT7OzJuHtSDk8uUpucUEtDKUX8hvg5Ka2trK4tr3pYVFZeXlP/t5pSt9tttVqVSqXZYvGN8aKUIo+LUuonfqZ0bP71WanXhdn5HNs+27rHse5zLPsc8x7HtMs27rINPLaex9Zx2VouW7PN1nDYajZbxdlSsrfkW2z55pZ8c1O2uSXd3JKsrssEMqOTekjz/t3JlEWUUsRvg4BLqa+mXq/Xd1EpSinyDVFK/cTvlG6J5ToAcKlkBymnD5JPHiSfFiSfFiSf5ied2k86tZ90ai/x1G7iKV7CSV78yZ2EkzvxJ7nxJ7lxX2/HneTEneTEfs2J/Zod+zU75uutkI/2O2tNBFVDw//ua5RSxG+FQEypfzN4UUoDVJRSP/E3pXOvU/rGCvXHZxv5Jhz5Lid1ADgocFBgp8BGgo0AKwEWAiw4mL1gxsHkBjdG1dLw//dEKkop4jdCwKXU6XR6vV4AwHHc6XSilCLfEKXUT/xM6ejchlJrtti9Cp1LbfQojV653ivV4WINLlQT+0qcpyC4MoItJTfF1OoBxRQCQwDze0DfhSkejO/AKAdG2PBiE55vwNN1GFiDZ+uQNQz/eObe4hIDpRTxWyDgUkoQxPY2NyMrh8livXW1I5TSABWl1E/8HuDdbOgdy63oCU+tDIrMPROSfiYk41RwxsmbmSduZH51PfOL61mfXcv65Gr2R5ezP7yU81+Xcv8YlPvvF3P/7cL9f7lw/5/O3/+f5x784du8fzib9/ff5P3dmbz/70z+/3M6/++/Lfi//uPi4vIKSinit0DApdTj8SgUyvGJSbFE4lvwCKUUeVyUUj/xM6U6o2WRxRmjzQ+9mnzydKS7f6inf6hn4LW9hz4eGHo8OPR4cOjJ4HOffU9f23/ks+cDh/Y/ffb85bhEKnvjtokIxF+FgEvp0S1LKZJ0o89KkX8mSqmf+JlSAKBI3Otx414PSXhJAv9FpAicJHC3243j6KwU8dcnsFLqdntevz7cabbanF4AIIFEKUV+L0qpn/ifUgTid09gpdRmUfJW19fWN1hj3aUPGztGFlgsns6FCQ5EKKVInyilfoJSikAcETgp5QKAXc2sjb51PiqnpupB/J3UlNySsqpnOxanQCyuRylFrqwvopT6DUopAnFE4KR0m6Iowu1Q79Cbu6bYsyO99Lk1JQUAaIAXeVyUUj9BKUUgjgiklJKk0+2hKI9RtDZQlp1S1rssdQOOoWlHyOOilPoJSikCcURgpdTlcjldGAlek5y3tsbX2dwet/tHU+q7QwgyAPXdFmZukTUzvzxFZ4xN0UfGpp4Njz4ZGOro6Wtq7ayuRSkFQClFII7hZ0pLyqvKq2srqmrLqh4WlZaXVf/NptTlcrrdvhvTUpjb6fxvLoZBKQ1YUUr9BKUUgTgi4FKKYZjRaOTxdnU6nW9Fe5RS5HFRSv0EpRSBOCLgUkqS5PrGZlRM3DyD8Zb7laKUBqwopX6CUopAHBFwKfXdZM3jwXw3K0UpRb4hSqmfoJQiEEcEYkp9NX37TdZQSgNWlFI/+ZtNKa7js0baWpsaG+oaGofXVW++5/0MTJyJ4cctjfV1tbVPJrlatIRh4PJ7Ten/D1znXW8ba7zZAAAAAElFTkSuQmCC" width="320" /><br />
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Next page ini berguna untuk membuat halaman baru dalam MS Word namun dengan settingan awal seperti kita membuat file baru dalam MS Word. Jadi secara otomatis dengan menggunakan menu Next Page ini kita dapat memiliki 2 buah file MS Word dalam satu kertas kerja.<br />
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6. Setelah kita Next Page maka kita memiliki 3 buah halaman word, buat satu halaman lagi sehingga kita memiliki 4 buah halaman, lalu seperti biasa kita isikan halaman pada pojok kanan atas.<br />
Hasilnya akan menjadi :<br />
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" 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KMmCmM8O6fnJ6VCXH9cemHdxMTE+Pj42NjY6OjoyMjI8NDQ0OCgSqVSDQwMDw3NzMzExsYmJSXFxcV947H0tLRBlUrZ3NxQX19XU1Pz6NHj6urqqqqHlZWV5eUbjqqu367jL+Xm3hlFz0xT93Rj13RD51Rdx1Rtu8bF4ObemYauqcetk49bJyuaxu48Hs4rH0gv7qJcaAPEOZt+zwWwYGOzH07WLQCvej006qGJh44BOpeh1wj9Rjy4ykJ1NoAVwAGwCrAAMAnl6UMr7MAK7jNC9sPJeRvrAjibfs9HnLWjqmp74h8TqX/E5vxXqP4DaP6PXM+P0fy/0vp/tS69sjxV+nn8NW9UBZjjEGYQO9zfvffT7Ydjoy/t+Jt7V05ZbasUy3lrSudx5heNCK3Px0kvagDvpKF7PxyLOZbF/JPAxWAXg5w0Il2IpBDpZN/6JG52dtZkMhEE8SRzVTxxvK6NO4wSujZe78Zkt5vsNpOtsKDQbDY7nU6GYcKfq8p5HMTHUU1Yyx77iKNdJLfuVmzdrfBvKoRCYEngVl1BTExBiwc4GyGOey/PDnV41ERhjGd0CxKvHGPMpRXWCb0b3rNQqVR87ob3cbZt2yaXy48cPpyQkHA8IeH48YRJzTRBITvJ1tXUeL0bs5022ehVG/0ExKnl80fNPdM8cRq6pho6p+o6NLVtaorGTd3Tte2aKsV4lWL8ft1IfsVAekn35dw2kkKka93EOX29hAKYtzJZleOP5+DxHNTMQ+081OuhXg9Ni9CyBG0G6FqGXiMeWEFs2wOwjQAsAWgBxmC+nlXcGVhBfUbctQxZleNzVoYCOH29xBtVhUOciXd+X739P87v/D3Tod91XPtzuuxlpull1PUK2/3KykjmZ0evejLHj1jgMAcDmfFNn/znmg/+88q0auzMvxf9/f/cX3LJRWNvTek8ztzC0nqjqvSiBo4DjuMqmibKG8cfNIyV1o3eqx29+3i4+NFQ0cPBgsrBvHJVTtlAdmkfQbEOkn3rk7gnCaa81tXexeNmdMjj4KiGhwaGhvqHBvsGVb2qgZ6B/p7+vu6+3q5em8nGE8disdA0va4D5RQrAMBqBa3Hu1FNWIXEMZpdW3crYs6qgvk4EsTxRFr+m5OSkgTZZolYyj/v47cnr5f09I1HTRTGeEo75335Juj1l1ZYK8QNQhyLuIGBAYbFNIMZFjc0NJ04cQJhzmg0sixHM5iiEUEhu5O1EUzt48ci3KxaeeJoHQ5H4BtAaxGnxh1M8WEU6wmjaMx77PWdU49aJkvrR0vrR/MrVTeKuy7ntJ3PUBJORDjZtYnj7+KdvFpEAugsTEb5yMM5eKiDah1Uz8HjeaiZhzo9NC2CchHaDdBp4HqMaEU9CqoqMLYBowJdLXQVrkwM9xpRl4FrN0BG+YjWzJAAJ68Whc4ci+18dlXl4Y/0RYnOxly69zHbX4cG62C8FjS1nPqheaLl08NX5ufnCYK4lPUQcZjFTP0H/+fs2Z8v3fy07s3f6Yj5T7qTrxS+8r+6aOytGXgUryGEtAuLG/BxOPcLhO5nEv804l0bl2DuknCyDhLZvwPiBPFuPIkbu9nt3dhMNtvqBomTkl4GAAqVVtGpKlOoyhSqssdu8cT5VN6xO0W19ZDixZh1EceX5vW5JOI8j0TmWFCWlCRwfJ6pxDHwqInCGKundVI+Dsel3a4V4YZhOX4inGYww3Lxx47t2rXrvffeO3HiRFl5Oc1ipwsRTmQnGCvBPK6uFuFmxbrxPM61ghqEOJblvNGTMHRy0uiRcuJ+7Uh++UB++cD1wq5L2a3nM5TnbikdTtbhDMfH8bv/E1NvEwCzZubmg6EKLVRooVwLFVqo0sHDOXg0D7Xz0KgH5SK0LnEdBtxlQMaJYVZ5F8rTWcUd48RQtwF1LuG2JU65CDcfDE2bGAIgMfV2OJljvkPOZ1UfO7RrVd1CGibsi5O2xQmbftI6P2GdGzPPDOuHW359KNWdx8mqQAghFmq3/98TR//Geunfmj78v0aP/uPUyVdvvfH7Lprz1pTO48zq9BvwcXjclDdOlDWMldaP3a8dvVszUvJ4uPjh0O3KwfwKVV5Zf3Zpf+a9PjvJ2jaXOFaSsBJ+SRzewelTDfT6HJzerl7bqs26at0YceQpOS++HhNKADCiXn5xW87LXyhe3JbzhB/q+TMeNVEY44kprTRxrt2u9cMN4hgW9/X2unjiILxt27a4uDg+ibNjx44339wyoBokKWQjGYuDefTwoQg3Rotr48TJr+Gfn97oSRQ6ERRLUIhwIocT8e8BOUjW7lHYUZWbOAmX8x0A0yY6/d5A6QyUzsCDGSibhbJZqNBBlQ6q56BmHhr0oNBDyyLXtoQ7llCnAXUZUKcBdSyhtiXcssgpFqFeD+n3BjSrtAMg4XJ++MRJzqreeypz98mMb07cik288XVC+pfH0z6Pv7bzyLefHr7ySVzqJwdT3MTJfBRmTWnizMxthDj8FcIgjmE5xuN4Ui7sdCHShQgKOZzIQbI2krWRjJXYTOJ4/Rph4ob3a7y5G9uqjceNdWWDxAnHRtTLL2zNeWFrhDhi41EThTEeU8+4M8fBjOO4a7drhoeHh4aGBlUq1cBAf39/X29vT09PT3d3f19fZ0fHSy+99Nprr23ZsuUXv/jFK6+88sorr/z4xz9uUSo72tvramq82eKKsrKy0tIH9+/fv3Nnw7Pj3+bXMAgzLPZGT/6hE/tQOVHVPFGpGC9vGitvHHvQOPagYbS0ftRGsjYi7KjKY/EXc2wAU6v09Tu996fh3jTcm4L7U3B/Bh7MwAPe35mDx3NQtwCNC9Csh2Y917KIW/S4dREr9VyTHhr1ULcAj+fg+p1ezSptA4i/mCOIqtYwp9O5vLw8Pz+/ENr47y5QFGU0GiWqeWtKYQ7jad3CRoiDOAZx5Q3eJM7InccjxdVDhVWDBRWqvPKB7NL+zPt9GXd7LQRjsTNbPt5k4vg5OP2Dqj6VqlfV39Pf393f19XX29Xb09nDE+d2/u3viDjAQ+f1lO9izz9o41EThTEenZzmyRIqj3O1oEb4ph+fOunu6qJoRLkQ7+mMjI13dfWcPn36zS1bduzY8e67736zew9BISvB1NfWmt2T4syqlV6xuoxm11ufxG0sj/Nt3iP+HLzRkzB0IpxsVfNEZfN4hWK8vHG8vHGsrGHsQf1oaf2olWCsBBNuVOV54B+5kGUFUK+4rhZ3lUyBVxm9xIWyyZO3+7Ia1GVaqOCTO3NQOw/1C9CwAI0L0LAA9fNQOw81c/BQB5U6uFrcpV5xWQGOXMgKOTseMAQMwzqdFEGQRGjjp10YhnE6nRLVvDWlGbcR4hTWsyxmWEwznDenRroQSbEEhdxupueNc4uDNtvpTSdOYOIm0LuxrlgtK5bvlDgAMLdo/Y72/MM1HjVRGOPhiSlPHBHcy7maXyPCjYvBXZ2dfC7Q6UJOGjtdiKLR5Pg4zeLjxxN2797985//nH8DcHBggKTcKUM7yVrszKqVfv83x4PNVYVFHPcXKRhM0djJv9zhQgSFCMr3XQobyfCI4afJeFkd9HrnquLOZlgAJoyuK4UdBWrgdbOHOJOtWDaTsyaytm06s0FTOo1LPSmeyjl4NAeXKjS/OVsVf0t1e5Su0EG5Dkpn4Uphx4TRZQGIO5sR3jvHGGN8IfPh+azqi5mPzmdVJ2dVXcysvpj9MDnz0bmciuSsqguZD5OzqpxOimHYi5nV/DfFz2c9uphVcTGz6lJG9fms6uSMh+ezqpOzqpOzqvma0rPjGu3ceueq0wvraQa7WMwjnndwSh4NFz0cvF05mFc+kPNgIPt+X+bd3pslPSY7bbJtJnF41gSZpep1v4bDOzjdHd2WFcv3QJyIBRqPmiiM8dCYGmMs8WLI1fzHItxQNO5obxfixulCBIU62toIinUx+Jvdu/fv308xeHhCe7Ow6vilnC/jrxw5l5V+u1LZNWwn2T1JVzY2O34lr5qf/mjunanvnHrUMlFWP1L0UJVd2nO9sP1SVvPptIbjqTWHk6sPnqs6eK7q4NmqA+eqDp6rMttpsz0M4vg7GvtP3zABjC27Ugpa8ycgbwLSOuzyjNYZg4NguEUra6O5E7eHbjbp7kzB3Vm4NwNVWoi/1Z7RON0/x7ROM3E3um6q6PszcHcGUgpax5ZdJoD9p2/MarU2ux1hLCH+HC5lVh3pLT7eUzKhvrWgv8G56mny/OTkLXnPnaM9xcf67uw5lbm8bHQ6qeSs6rudMKmH+SWYNSLdMqdZwjYHOGmgKCAo5K0pjTnN7Nx6fZw0njjer9S5nzGIn5ayEaz7DQne23W/IbE5xOls6/QlbkK7Nrx3Y1mxWIwR4jwF41EThTFWjU563Zmg19+3+Y9FuKFo1N7W5nQhisYdnd3X09K1ugWnC3V3djqcrNOF8vIKevsH7z1UpmTerVF0zej0FOVaXFptbOtPupx95VZxen6ZJ6paH3FSc6pplj8HH+n4lCQ/A2Lz+jV22sLPkdlpk40x2WhTOMRx94Q7xtl7Mm0VYMRAXcpT5k7AFaXpdJZyboUkaG52hcmpN9x6tJRVuXji9lBGl7VIAyUafOBKY0b1wgKJe2fYjBrb3Q5yT1rrrSGmcAou5SlHDNQqwN6TaeETJzmr+njP3YTeO/E9d3Uzt8B1hyWSjvbeO9Z193hPUXxvyZ5TGfyc98Xsh4+7cEUHml6CmWWYMcCUAUgXdrg40oVJCrw1paOqyWntBohD0YiiUWn96P3a0bs1w3ceDRc/HLpdNVhQocp1z1L13rrTc6O4mw+uN5M4ZofdbB9WDQedperr6uvp7HH7OMYIcZ6O8aiJwhgPjEzw11moi/7bvMd9fX29PT093d1dnZ2dHR3tbW2tLS2dnZ3j4+P//M//HBcX9/bbb9+4cUOjVg8PDU1OTNy8cSP/Xk1afpnJZMYcIMzFxSfyjtKK2XryUtrxc9dntVq7wxF4xDWJw6cJGro0j1snyxpGi6tVOaW9aUUdl7KVp9MaEq7UHkmuPniu6oBHvLOzaqNXbeH7OG77JvHaCkDztONijiL5sf50lnJyiTTasI3krBSu6LRl1OnTS2fT7s0cvdnxbbtld1JFYa99xox6Nez5MmtS8crhQsPBwtWPLvZcHaAv5iiapx0rAN8kXgsnc8x3SHJW1bHee/G9Rcd7SuJ7SyamriT03ovvLYrvLZmYzDzWd+ebE7fm5ucdBJGcVVXZDSXtXHUvN7WEpw1uH4eHDkGF+d1xPDmtXW9UxRPHE+GyhJN18K4N6fFu7LTJ7p6vXLXSK5bNJI6fa2PyuDa8BK6N2WjmFSHO9288aqIwxv3D46EdHA5jfMWbOqGx96pqUSpJiqVo9Prrr+/ZsycuLu7rr79+5ZVXTp46k55+Y1Stu5xRYlwxIcyNTy+wiIuLO0SzeG5x1cXgFZPtN3Gn7lXU2Gx2lkXr8nFScqop73dzXILcDcl4vyxq9ndt3Je41bVida2XOLEJ3y4DKKcdF7IaTmU2909ZNSZWY2KXHdhG4ZYJMqNqPr109soD7aU7EwevK3NaHaPLSDnBplcRZ+6ZEopXjt02HLi1+HHa7GcXWy9kNSinHcsAsQnf+ogjNVHNYcxdyHwY338nvrfoeM/d4z0lx3tKjvbeje+561i5SaxkHOu7I/zu+INOqOiE/GZoHoGJBTQxDwYrS1Bgp7DNxX93fE0fhxufmt2Aj8OPyH33LNWwe5aqUpVXPpBT2p91v+/W3Z4bJT1pRV1GC200bypxTHa7yS6cpfJ9l6rLl8Tpau8yG83m5QhxnoLxqInCGPcNjWOBDx9InNTcRyLcEBRSKhSEkyUpZDCaEuSJ77zz7muvvf7Zp5+WV1RRNM66+7iqvp1F3NjUAv/u6bvv/txFYyeN1dolgkJ3KhuPnv7WZDLTNLMu4lzOrqZo5KTR49bJ8sbRkurBnAe9N4o6U7KVZ9Ib5Fdqj1x8dOCsz7XxymihjX+LhEMAACAASURBVJYwiOO563h9dSzFANA2S5zPqFPNUMN6dmKe1ZhYvR2tEHhqgS14vPztPe2V0qkLRWNnC8birjXf7yDTHxFn7pmSileO3TbE5Szuy1zYlT73zfWF8xl1bbOEAeCrYykhfZwA4lzOqjzeU3K8+97xnqJJdc7RnuL43hLVUCpQ1Zyr1mS4+FWClzhV99qhuB2VtHO36qFjEobnYHoJzCQ4nOBwwlcJ4RAHj2tm8Tq/yZlWWC9O3hPixA3v2hgtLqPFtbzZxBF7NyvBvRvzstm0bIoQ5/s3HjVRGOPewTE3cUI8ZlNzH7kEuOFnnfjfoLA7WZ47fHl/b6+DZJ0uFJ+cNaGZo1mO/7kcF43//MUXPXOlrMOJ+kem3v/0wJLB4KSodb0BeDmrmnIhpwuTLv41P9ZOMnbvd9PtjMlOmwVvG65YXCsW2mhxLVtcy2ERxw9/Xxy9tATQPUeevVXbo3X2aJ3DOnZ0zjWjZ7UGXDdCZJfpv72nvVw6fbZk+mTucFJW157LTXGFyyfumxKKVo7dNhzM1u+9Nb/35vzu6/Nnb9V2z5FLAF8cvaTVau12uxgx4vw9xhify6o83lMS33NX0VlJWm4puivkPXfie4sWZi+ZFi/E99z1fiP8UtbDYiUUtkKxEuc1wa166J3iBmZgYhFWzNhGcl8evx5OVDWumVnvtxzSCut53Lhfw3k0VFQ1WFA5mF8+kPugP+t+X8bd3pslPelF3dcLu5bNLoOZ2kTi8KwJx8cxLZuenDiR/+WwAeNR4/NxQrvYHB/I+HBDsQ4n29TQYCdZG8HYPJPQVgdTV1NjIRiSQp8dTrHZyfLaNv6dHacL/Yf/8Lt//w+ynV/8Ju1GZmlNW/bdmn9559cBz9u1fZxLWQ8pGjtdOKHSklBpOVZuPnxv+WDR4t4c3a6bU1+kjn9yXvXRid4P4jt+sV/x77vqfraz+r/HlP/r9nvLFteyed3E2Xk4eRFApXeeufl4U6TSOxcBdh5OFnx3XKr3MeaSMx/F99zt6i132TPAWbOiT2vuqjreU3K85+6Y5tbxruLP4695MseP8pQ4TwmZTVxaA3f5gStPAf2z7OAMqLSgmobP46+F887xuGZ2A8RxJ+8Jxupg3d+k80S1K/x7WBbXstm1bHYZTK4lk2vLxwc3jThBp6WMAu9m2cyzxmQwmQybQJzI7xyv19w+DsdxfUPjnPtrU8EyxxyXkl0two2dZBvq6njWWByMxfO1qaqKCrOdISgUd/rW3KLJ7Yl43sTxvt5uIRjVmO69z/bzd51oakaaOBczHzpdmKRQQqXlVofjRqv9WpP5Su3qxYeGs2ULJ0q0x/OnDmdM7Ls2suuS6suzPZ8mdkbHt/7LtjsGM2UIizh+oc2ncef1AOPLrk2UHuDTuPM+HyfYOzh+xMmqbuspMhsyOOddRJaDM3VpIU3RXRHfc+9Y3534nrufHb3KZ47PZVWmPESXq1wXyqjzD5xlPdAzww3M4L5prm+a65nhPjt6NTzizGwgqvL+CpLb2bQxfLZ+xRNMLVtcy2ZqyUQtmahFE7Xl44OjxWd0VVf0j9PC/8mIQOOJ48WNsknZ3NisaFA01Tc11DXU19bXPa6rqa559PBRdWV1VXlVZVll+YPysvtlD+4/KL1Xyr8PGc6BIv/L4UmMR00Uxrh3aIy/uEPN0aZkV/9iZ8KWjw+uqbc+ifvwm6SUzDvn0wob2wcJJ5qeM7rfyCBZK8FYCGZoct5sZ7JLquJOXArq4a9FnCqK9hCn3ZHWYr3aaE6pMV6oXDpzfz6pcDY+RxN3c3zvt0OxyQNfnO7+tbx9x2HlP79fzD9X1/vd8U8OnF0AmDXRm6gFgE8OnBUQR+xUCm9+jPH5rGp+lmpy8haQyeMTGQm9xfG9JfG9JXz5p4eveH+t4mwpeequPbsZOiahdwo6p3CPBro00DsF3VPw6eErPJukZuURHtPMrPf+Tyusdz+B7MJpKRfv2vC4Mbi9G2pplVpcpbZ8fLC3LmthuFJXdSX8n8UKtM62TuGclLJJubK4Ylw0LuuXDQuGxblFvU6/oF2Ym5nTTmlnNbPTk9NTE1OacY16TH3/7n2Hw7HeXx2N+DgbMB41PuKEzhxzJOlcWjJotbrwVfawbl/CZaOFsJHM6JTeSjAWB2t2MIMT8yY7vWKhf3PoTOG9iqUlA+l0rmt2PDmziv9Vp4RKy7EHq4fuGg7c1u/J0X2drtmZMvbxOdWHST3bDre/u7fpra8fv/FZ1as7Hrzywb1/eq+If7Su9w3AmP1n5gEWbewmah4gZv8Z7/s4Uj4Ox2GOu5j9KL7/zvGeu/G9JYTxwvGeu8d67/ElR7vvxPfd//WhVJ4457IqL1ex1cPQNgFtk1zrOLRMcq1qaFWDcgK3qsFbUyKPgzEe08xgbn0+zrdZZXtP3Ph434W3PokTacvHoXSwJ/fw3EDZdNnl8H/6M9CaGpqqKqru3blXWFBYWFDIE0eYu+ls6+xo7WhTtrU2t7YoWrweEE+c8MOrJ/1fDr4fjgj88YpQFn7NZ90CiINCEodhWJJ0OhxE+LLZ7Km3Cs9/mzO3ZObDrsKKJpONMdmYOYPt3PV8+YXrs7Nas9nioul1RVXJmVWUf3zn9p68X92yub+evmx2P1eXTNSS59G63m857Nh7ag7ARKJN1BzAjr2nQhNHkMTFGGF8MbNq7W+Ezy8QBHkpI4xvmYdFnOn1+jj8l0jn5+fn5ubm5ubG7pzVD1fw6q3L6q7NDKoRZYF+uPIJicMwjMPhsFqtFovFYhH7OEvzS3qdfn52PpSPs17ibPh/OcTESPzon1TD5404PUOjGGMWIYTwhsUiJBTNMAuLhks38r46dDo9737nwOTCsr2lZ+TKreJPdh+XX7jaNzBoMCwTBMkwrGgna/s4LkS6WMKJCKf/G/Se38TgiWO00Mtml8FELfG5g1VqMQziiD7XR7tPzgFsuj7afXJ2Vmuz2cPpW5J0GgzLc3Pzurk5r+bm5oUyGJZJ0hm0pkhLBgNBknxXhzgiGlVPIxzi50tCGMuywi+RaitTNQ8uTt67MHnvwmDhadXtU0E1Unx28n7y1INLdrudpul1HdFrCCGapl0eW28ex2w2u1yucA4k/b8cJJsqk2Qx+cr8mJh8nXdV593E/3SWUrhBlx8jS0ry/v6xt/YP13jUfFfEYRFy0bTd4Sh/3Jhw7uovd8a9/O6n7/56b1zSpdt3K2ZmZg2GZYeDoGkmcCdrECej8kxa8dfHUrd9nfhBrHwDCo84btv+TdJ3pFDEEfYhX0LTDO9j2h0Or0ROJUk6aZoJWlMkgiRdNC1JHDyqnkYIPcnlxTAMSZJ2u91ut9tsNpvNZg1mNo8RBMEwzKZc2TRN2+12c9gWPuyk/5cDX2fZHPT/ZLhJokwSgcVbovPQiC/wFPux6YdtQuKMbIw4gZQJhI6DIFZNpsXFpbm5ea1WNzc3v7i4ZDKZCYIU4cYrYvBdTIzjhbN4/gyeP4PnT+OFM3jhLF44hxfOk1OnllTHtd1HNqwl1XFy6iReOIsXzuL50+6jLJzFxDgx+K7oozkIQr+4ODM769XsrNYrYblo05paXFwiCPJJKL9ZwyQCHMZ4VD2F1+njiAwhxDAMHbYxDPOEjBMeWujyrGk0TYd5aOn/5cDXiTmk0BsDf2jNCw5lkps8Xr4I/ouDkuN478bn1DxnxBmJwhh3D41gjFHY1+W6RDMM5XK5H7x2B/80drloQTDlM7ePI0kcRneWnDrl0JzcsMipU4zuTJjEcdE0QZI2u90nm09Wmy1MCVvZbHb+qc5f6yLzR0C4mzaFOLw2hTjPpUn/Lwe+ztZDqpe/KAuAjg8cuvyYmPx8AXECgKJM8tLnOSNOt4c4w98dcQK99zUrSxNnk3QuTOKwkjfzpjgXGyPOJnZ4AHG4UbUmQpxAk/5fDnydrYdUu88qAqAjStzExMT40jX+RHmeo6ruoeEojHHXUyVO4KZnjzjhehNB6q6/lQTswtz0xMTBIxHiBDPp/+XA13l5t2KrXLV1t+LlL8oETf3BoUzyhU18EOUJqvwzx+6Uz3OTOe4aGo7iOK5raIjjuHAuzXU83lnkp/XcRU+bOGs4GmFzRApA3ym4xVv9xyKc4RtWqyPECTTp/+XA13k5pmzrbsULr6cMTxqe7tk+g9Y1NBSFMe4cGsIYIxaxa1n4NwfLsH4SmsQmlmVZ9ikThz//cD81K6mQ3NpYJ0uNTdgdHgbYPMSJaP16cWvOC6+nDE8sPfUzedbEo4YnzmCYxJG4uaSJI3HbBG56FoizUfl1yndq0jAKeyyCCCM0pJ6MEGdjejkmJ4KboOJRE4Ux7hhSYYz5q3ENMWxIBTxl/eRXU7Rb4YMZsexTzuOs4bWIFXCnCxT40YI2lOgriUMHdHLokQpzXDzCGA+pJxFCQb7zFbG1bGLa+LRP4dm1jiFVFMa4fWgAh0schVzw+oBMrgh9WTfLZTG5M0FvAAnisGwoH6fsfe9hY64dl6TJniTZL5uDl7+R3x0ecRBiUXOi76PG5M4glm1OlCUqgoBDkSiLzp0J5I/PnwgIesJHSUCopPCdV3TuDMMq5LLo3BnEsM1yWaJiPR0elDgIoUH1RLgXkdab+JTJZEnNazdoTpLF5Gs3ftX6mam3JN1rdVNrN5iqSy/pNW3S0SO2TmsfGvAnztrOC39x88szudEyWaIixDNWIZdF504HeVav+cgNJI722hsy2fvNbh/neP52mezwnvX7NesgjvDDsgixzYkyWaIiZOqmOdGN141gRWRrEEGRyHd6iEEJcuiAAQ1BH48w5sIlTnNSeJQRtdkk4kzVhUcZUZsIcZ6auYnTNtSPJYjjJz+OCFZncqNFT13BKsOyrMdfSGxeI/4K4uMczd/+Rn63IKrq/jTG7cUIIeJdFhXKZDKeUMIKsqSyEMTxOSZujnj8ikSF25fx94ASExMFH9ZLH9YPu4pEWUxiYowsOm+GRSzbLBc6iaE5FdA5M7nRYrgIiONbSJTF5OYmeg4S+hESwsdRqSV/pM1t2vyYUOxo9rxKK6rQLPiikFay5ppm6i0JxY6pOrfXI6rgLfduCFUzYt+JtQ31RwFA61AfADAsSzNMoPyNv4U8a+x0brRfaMWwCjl/hfvX5O9X1n3DiK7wtYjT9UmM7P1mvzzO8fztsqSytYnTfFjoDfHlx/O3v5HfHdLH8dz2jCdWYvjzlkXnzniiJ36bIMDyljOe256/tb3RlkIuk0XnTnvdFLnCh48AH0fQOSKbyY2Ozp0W95j3iL6FRJmM73FWkciDzWcSDxSG4X+eakA9xnGc5D+2QVibFxOTpw22qTlJFpM/gzHCzYkycR3exwmnpqRMPSUlPaZgm6bq0kt6VzFGeKo2XVxHU5de0msKp6afJh4lKc+/GNF6NfEoyduHPGp44vQCAMuwQXgjRo4fR2h6OidaJm9iaJphmgRuzRTj7w35ZX/8L/8gRyRU72JiHM9LEyeoOyMqFG51r8a4USURVXljG0G+xB09+gjiRoy/r8d66/DLfsTx9puoN0Lc90FtKjc6Onda3GPenQcuMAFuqd8o0/4SE0f6pZ2ZvJiYPC1CGCFtXozbT5lBHozw1YTLgSXSNSW12lNS0mNCCCNk6ilx+ymrCCNNnXtBtBxYIl3Tp4nHJ5QX/gL0ByJar5QX/mLi8Qm+G3nURAGAcqgHAGiGpQMuQZoW0UAhl0XnTLtXXVO50TJ5I824muSy6NwpmqFphVwWnTMlXPAsT7M0wys42WjGfUSH6l1MjKP5s2juDJo7g+Z2Jcqkoqq87vNo4Txa2JMoeyNvDeLIYra/EXPtuARxBKFHYH7EFyW5F0RxjTjwDKjvKfT2YYAX6eeEBAyHoFeDDIpoge9t4UCI5fIXv0OMcb96lOO4NV5+RM2Jspi8mcBVYbmojsTWwJrSpqlNL+lZDVwVlovqSGwNrOkzZfJLML8voo1JmfwS3408anjidLuJI8GCIMRRyGWy6JxpF08cucL9uOUr+BFnOidaFp074yGOSCGJE5g5Rgvn0cLxvO2ymGvHvcuJZefRwnlU9kuZmDjH87cLJ7bc5c2HZTHXjq0VVQkcmSAZE3eYFeD6uVNabs9FkSjzIw5feTo3WhbEUwnuX7IiAE3lRLvhLh4U1n/B3eFTuZ76wR4hoYkzEgZx0ExejIASPmQEW/KaX5FkzTVstadEQAkfMoItec2vSLKmz5QX/xK0e0G7t6zTWqawynO0u1NUMWdVWw8pXt6tkCiPCLR7lRf/ku9GHjVRANA81AUAgU+8YPKPCJoCyuVyL2j4MCs6Z5qmGXram1mWNwXzazw3A0szrGPwHUyMo4VzaP4Mmj+D+Hiq/Jfe48Zcl+PFi26Vb3OXHt6WJPtZfu9FvLjPs8Av81v3Ccrl+dtlssN73Z6OmzjnMDFODL7jSamKOCLwWWa89PFlf/kVPuvji8b43pgWkVrYG4lNa4A+CKOnvK3d3Rvcx5HLo91VQjg4oUYcY9ynHg6HOIiHjndcfMTwvlgQhCL8Ns8GqZpr2mqPb3JcQAxNbWCZ/zbPBqmaXlNe+iuY3QOze3Ie+/8iF8ALW3MkyiOC2T3KS3/FdyOPmiiMsWKoA2Psoun1SvQDJxuU305omqEdg1sxMY4WzqK502juNOJxoL+A9cn+NHkC6ZOx/kII4qyRS5HIvIo9FL9NIrQKNq3jV2QEkup/ceAWVud7hhUh3Ksewhg/ycvXz5OUl/8Gpr+B6W9SirUAsDtdG5Oi3SpXqSasL2zNkSiPCKa/UV7+G74bedREYYybeOK46DUldQdIwslvJxLcctG0i3aotnryOB7izHuJ43NbYq7Jsf4i1m8ScebPYWKcUL0TKrniM/+wx2+LKBHrl6MNu+vC7NWgtHCrSS6LztGE6PBQx/KcJEKoR81/8WV9718/r1Km/C1M7YKpXfIcLf9rFVYraA2gUFlfeD1HojwimNqlTPlbvht51EQBQONQGwBQLjqo/KAjvmIF3ngYwPLsZI3YzaF6BxPjaP6cO3M8fxYtnEP6C0ifjBYv8hLiA/kLh94aSBy0cJaP3Xw+znosIO3iZ4EpEkECRYgOUaQToofXpQ2OhdvH6VarMMYBLyf+lpryyt+DOhbUsbtTVACwVa7iVaayvvB6ikS5QB8lyV4taBaubmnxqyBROcxNgTW9FmYTUXOJM1yHlFf+nu9GHjVRAFA/3AoALjqcC9RPoSBFSdZcM1gT+DgbIY40gMTE8RxFgjhBp5CDbpKQpLMSPnHCDXjDHIugo4YQ7tIMRIjjNeW3/wCTX8Pk1zFnVUJfxk2W0OUCfZgke7Wg+Wv/wlCSqBz+fgQ1i7fIZFtawjr05kv57T/w3cijhieOUoo4Ele2oJrEdSwNo8CdBEZV0sSRcGo2TJyQue1NIs7G2BTS91wPVtbcCUK4U9MXIY7XlFf/ESa+homvtx5S8Dkat15P4RWqnG8FE1/DxIdJslcLFIGrHybJXi24vMWdPL/8acBWWVKxsJUsoKbHi/HtPPCIHybJtrRMfJgkezVp/6uyD97TCdvu/xAmPi34wHOg4i2yD97TiZuLjiLa6l7WXX5VJpPJZFtaBGeivPqPfDfyqIkCgNrhZgBwUS4qmFyuqZxoz8SIxv8CpVwuqtHvu52y6Gx1o1wmbxDtRCjxhe73K9cuMXF2CV7DeyOvJxnpeV30CvtpX5LsZ/k9ghIJ4syfQ/NnPFw7h4lxh+qdEInZMFMwoS00SNbskBByuTQ50bLoHE2wmlSjXBado3aFGtYg4+IZGoRQh6YXYxzia13ed6cDV8PXhhtqatN9VtJtXGfbkh7jug+qvP5PMPEVTHz18m7Fi9vKXtiaAxMvevXCyymhykP7Jt7VD5P4e97PE+G3flrwQaA747eflv2ymMufutt+8J4uRE3d5VdlH7ynm/wwSeapP/l1y35ZUvHXMOk+iu7yq/xpePbpax7sKMLTEH6WLS2TX/F95ZXy+j/x3cijJgoAaoYVAOCkXEEfg84G+Y5sjZNy+RaCqFEui85S+0pEV7awsvgQwpouF+VyBRDnjbyuc543brY1BxDH36nZlyj7WV7vGqEW0icj/QUk8HHQ/FlMjDtUW4NFPRLo2GDUE8rLc7lofwiIhkOwiXKps6Plcnl0toYK6FXhiEiMRVAhhNs1vRjjYJkr/6+5iFfDtw031NSkl3QbN9Bw422Vaf8ivIXEvszLctDEgiY2VDloYkHzUZLs1QJl4Kqw3K8w5gNZUkmsYA+B+wm17C3x2paWIPV9llQSC8r3Yj54T6f5rOAD0YmFPENxofqzgg889BQSJ+1f+G7kUROFMX403IgxdlLiBx4vpzpnh7zRSbnq5TJ5g8tJabKi5fVSxPEuN3rfCtmRrannfSF5o6CJu0R0SxD87Pj8OTR3Fs3vTpS9kddzCelTkf5Qkmx789Lp/O0e3/L6abR0FS8dSpK9mXTkTdn2N70vh8RcP42XrmqvvymTyWSy7c1LV7FHJxJiTyR8fezQZ/u/2f7lZ1s9BzrPR1XrCog2jBWJgDQ0fUTs0GRHyxuoRnl0jlowCnJ5tCw6eoenH0I/JCSIg1o13esnjvAFJYZ/0dHt9/oa+L23FaKh52Wi4EQKSg1Njc/pCVXoXfVW8pTUaLx7rqkpCdy98sYrvlto8mtQfw3qWNDsgqldgZPBW2Pkiz27A8p3JMleLWgNXBWWCwtlMb96NSb1c8n9hFoOpyRw6+cFv3q14O77Mb96XxfWGQYUTu0CzS5dyqtuT81LnBuv8N3IoyYKAKqH6wGAdLqcwUQ6XTwsdmRpSKeLdDYm7MiZdLpIPzUmyKKz1KLlxgS+lTpnh0wmr3c51Tk7ZPJ6zz4T6l2kU5MV7XOOKIqmKJoY+ndMTiJ9KtJfRotxibI38/puIEPGTPpbsg/3zCznIrcSE2XRzcu52JiYJJPFpKdiYy42JibK3sobEFQw5uIAHTrw6a6vfvXr6LfR4jW0eAXpLyN9KiYniaF/X8ekWxBYMP4S1KT8JNzkpPxEhSfRk8DT8+5hcjo93BeP1NpCCLWouzDGwdJM/j+QxMfanhc+5U38++Widw4Vcpm8iXbXcb8R2iQP3dD93nqIPJcPHOnp6TVqhqYZdU16SbeRphlaXZNe0r1MhyrU1KSXdC+7d6Wu4Zsbu0v4Qk1NuqeJv5Q3/9UdqqhjQRMLU7u0Hfu3fiE39If/6m1MkuynBR2Bq8JycWFLnCzmypcS+/FVuP+27FfbdFJHFJV8WfAr8c5b4mRJcW97Cn2Vgx3ly4JfyZLu73UX8jVn98DMbpj+3O0lqWPdmeOb/8p3I4+aKAB4OFwHAKSTCqaGBJksoZ4indRkVrRM3kCqsxOy1J6tPuLIZdFZaspJUU6qgV8mnQ0JngX3Vqdwk8/k9ZTTSTmdfHOKGH4bO6fQUhpaSkeGY4I8zq+bzaXYXIoffeopeSdvuBSbzyfJ3skfLsVm0XJG/kcy2bHzmG/lp/s7tm/BK7exMQcZMtDSDbSUhp1TxPC/B/0fahvKs0h6K0IvUhR1hhbfP7zq5Z5+q5fL5A2eweK719fVzoAxFe4kADcU6aQQQi3qDoxxsHRUk1wWnTMVuNrk/zK6Z6OPSqK2Eg1FhxCZmx8hSrzL4RQKyRV0z25TZrzqdmo0u2D6G5jZvfUL+dYY+c9ijsPCfpG2xsgXBw8ElH/ii2IOfwILnyTJflrQvV+wsD9Y4VcF2/n6vl21HJbJZLKYa1/579a7E+ERRYX+Jd0feAKCt1v4krK3ZUFOJsRRyt72fJy33TXnPdUORsP0N+7uUscqM17lu5FHTRTGuHK4BmNMkFQQ1ctlO7InPKt1CTKZTF4XpGZDgiw6c1K07LcgYpD33vATSZEkRYy8jZ2zaDkPGfPRyqlE2da84XJkeYhsNdhWi2u+lH2UoLXVYtuVJNnP80eFC6LlWmyr1Wb8XCb7stnmK8G2WmyrwdZqbClHq/fQSjEyFqDlPOycJUbelrjhg8nf9QidopIKZAKcSq/Em0jKIz9ky2TyeqeoV33LwUc2tFiWbVa3I4SCodPv3ULBqqicdjXKZdE5mpB1QjcMUiKUuia9pGs5VIl3OfxCiT27pcz8qTuAmtkN2j0wt9eh2b81Rr44EgeGiDxaigP9QVjYD3P7QMv7O9/A1C5l5k/5buRREwUAFcOPAMBBOoNoMmuHbEfmpJMgnQTprE2QyWQ7MicDa9Yn+Mq9yxIL6swdsh1Zagfp3rNbTopwUsTo25iaR6ulaLUMmS8lyt7NG23EjmZMtGKiHdfFyhJuuRdk7+VPtGPiVpJ7QbTMqzx/h6ikHROt2KHEtkZkrUHmSrRahlZLMTVPjL4d1O/wz3wL3RPKX6LKAm/CXxKtQjibFMl3Dq96uSyh3ttvdQmyhPpQo7BusSyrULcihIJ5ZI1yWXS2JnBVkx0ti87R+Go2ymXyRs9kZkCdoIXBDyHSZE16ceeyX+FETXpx1zLlclGTNenFXUshC4VtlzuLPRVC75mXMuc1mP0GZneDbg/M7QX9fsfMwQ8+P641WF/eJoeVw8K/W2Pki+OHYeW3T8bDsHwIlg6Cfj/M7QPdHpjdDbPfKHNe47uRR00UAJQNVwOAg3AG1XimNwspS6hzEnXupM6EX7X6BNmOzAknQTgJfjnAx/FfoIjJbM9+5XUE39DJP2PJ0bewy4AsDcjaiGzpibL38ie7sbMXU/2YGsBUrtt5k+9Jkv0yX82X8AsDmBrgf18vJrtGUDMPUyp/9WNnHya7kaMd2VqQtRFZGrHLQI6+tS4fJ2jmy6fQHJFoFej0eUUInM2EOk+nEU6iTi5LaPD3NHmHVLYjSy32YghfQ9FY84UsyzapWxBCwT5yo1wWna0OtqrO8X5Zt8G9V9xMLAAADWxJREFUiV+TB6kTtNDXUHgIkSZr0os7lwILeRNuClI4UcOvL1OUi1rqKvYEVRMh9+yiKJcy93WY2wtze2FhHyweAEMcGA/B6hEwHbUvHAFzkL+/jTIdhdUjYDwEhjhYPAAL+2B+L8ztVea+zncjj5ooAHgwXAUAdoJcrxwCraMV6Sehj8M/Y4mxtzBjRo4+RAwgchA5h5FrDLvGsWsS05sn1zh2jSFqFJGDiBhAjj7MmMmxtwLcFimJPBcJ94R0OkNLwqlxCiX0RAh/iXp1AyPoHUSWZRvUzQihdXXFcyxl3s9Avx/0+2HpACzHwcphMB0B81GwxIPlWEQexYP5KJiOwMphWI6DpQOwuB/0+1vy3uS7kUdNFADcH64AALuDDCrbhmQnnH4S7lO0ye8GcDoIJzG+BbN2zNoRNY1c04iaQfQspmcxo91UzWJ6FrlmkGsGUTP8EcnxtwJvezFl/LYGybz6eCHwLELGR04qgB2hJfBHAvARboevOXYsy9ZPKhBCkgD9LZIy/01YPgDLB8EYB6uHwXwELPFgOwa2Y2A/HpFbfIdY48F8BFYPgzEOlg/C8sGW/C18N/KoiQKAu8NlAGC1O6x2YsOy+Utqq5hNAQ/e+RRi4t8xIjFyYGTH2IqxGWMTxqsYr2ySVjE2YWzG2IKRHSMHRiQ5uZWYS+VvewkfREgH8dXpHwRJuSR+zkVolIgeAKG9FTE4whuLoEPJsmztZCNCiAg47d9OjbaktNx+C1YPg+kIWI6C9RjYj4MjARwJQMgjcovvEPtxsB4Dy1EwHYHVw6233x5tSeG7kUdNFMb4znApxnhziWNzhJTUXeQpdOguk2M/89N4SDn9FX5NccO5lPU+/cRXp7/zIuGthOnUhHI8g9BH7JmGHoIwiFMzWc+y7FO/1Z8djbakKAveimi98uKGIJ08aqIAoHj4HgBYbA6LjZCW+Oq0CWQnw5YIVaRPYYdp/k5ByE0OwukgKJ+kECAxYSy6/nyb1pj3ER469DlLbJIKf+x+CgBHeGNhEw2imziPJusQQqEmEyKKaAPiURMFALeHSzzE2bis0rKHlIRnFOYT3rFRST3WCNKnsJ+EGzsNaW8lpOcijo9Cd3LocQk6lCzLPpx8jBDacMdGFFGgeNREAUD+cBEAmG2OJ9EaSLITAjn85dskdn8kQgOC9Cpg/sUfrsIgRTxrtpHXVaSCIIn9+5+VXwpGpNCfWtg5FrFC9qrEuAQdSoZlKycfsQhtYPoyoohCiUdNFADkDhcAgMXqCCpzeForIhN6Q0E8+eC5IWFUJXraCwIKqWkaRwCAQsBItEnScwmxh4Cd+CFG7KMJQif/+EhiolAqlebfq/5kCTkuQYeSYdmKyYcsQlI+ZkQRrVM8aqIAIGc4DwDMVofJag+UFGhsREiF5pGoZsCzWujyCDIODj/53YpiHyHk1oCJeYnsT1iS2KGdcIZ5VmKsCOWfdpHoK3GvSmBlrVFjWLZssoJFaGMvRkQUUVDxqIkCgKzhbEni+BS0grvaGmGX3SuR/+8XKYhyQ8J0j0SEJcr+BLhz7ZnxO2Pjd56q1YTtAYYOnQbSYlMfzD6phxnmZxFlZPw7RxRk+fWqsMMlxiXoUDIsWzpZxiIUfp//oNSfFhu/M7NfsJr6YCbMhoVt6zuQd8/rbfscikdNFADcGskEALPFYbLYN6y1wi4hufzdH4EkAi5R6CGB0mAe3UBabOqDGXG5VKLLIZDfpoH02NSy2eCtwvcwpZ4GEjNQwrhpjeA3ZIcLFXQoGYa9p37Askj8xsNzov602FT5qdQHU75Vz/LmH+i72fMPUjxqogDgxsgtAFi12J9EayAptDcUKt0jSkCI4ovwfTk7QdoJj2PCo6eycGds/M7YeHmljq+jqUzdGRu/M7ao3R0QDaTFxu+Mjd+ZOWAn3K3SMlN3nkqV8+Wx8fLKucDZazFZ/JyacOUXRoVOh4kzMhLOS+hxCTqUDMPeVd9nWfQk72c9w+pPi00t7axNOFWr8a5OEVa7rvSUe3ATKnT8alonYbUT1s7CnadqNb6afCu+Zm2I5u4KglVx251+JamlFYWC+k+9lzZfPGqiACBtJB0AVs329cr/8nUIZfaXVM3Q6Wf/VGjITWL3J4gG0mJTH0yRNsdAWmz8zswBm4O0dRbujC1sd3tA/IJb7ZnxaZ1Ou2PuwanUBzNOu2MgLTZeXqmTcJeCey5rnxhpC3gpJtTHFG0K8FZEErif4rEIXs1kcQ8rw7Al6rssi8Qu53Mi983fmhGf1uFb9a9Q2GojNOWpOzP6rTaiNSM+oVwnrOkpITTlqTtDNPffc5C21o7CnSdrNe6t8fyxrB2FO93NnzfxqIkCgGsj1wFgxWzbRK1a/BTK35HOTIeeX18HWW0OHjSpD2aEC75lu0P34FT8zswBQQjmfjrtjI1P6wzVan2xUvgnLDGxLRUfidIxfo6M31isOXYMwxar77AsesJXtJ5V9V2PTS2dclhsfddP1qh9qw5LR+FOn/fhsEzVJJysUdt0pSc99WNFC/7LoubBq4Vf+LyJR00UAHw78m2YxFkVSeCKBxAndPwVOjMdMKsS8n0fP6b4K4A4whxeIDvcaS1NZepOd26vX1CHj5WElPFrFSARaHybxGcV+oSFH1Oc6w2ZqRH3qkT/Sw2T2bZqttEMU6gu+i0gjkNdnppQXuNe7SjcebJG7VdBV3oytbSD545jDUAEaR4hjp941ERhjFNGUjHGRpNtvfKnjF0oqXBMCkYOoSTf9xF+GNFXMQJf5x9Ii00tnSIDwunUB1PeHK2u9JQvIJdX6ATpW3Erz7I4oAtwWEJ+vSDM7FWAI+PTGpm10P3vP1J+g8gPK00zBZO3GYYJ81WsH5r6rsem3tf4lhNOpt7XOMwdhTtv9ZmtDnNH4U5PhZZb8ddvFSaU6/wb6u6fjHcXeisHaS4+kHefvrYnayaDnZJn+bkSj5ooALg8cgkAjCarcTWYTCEl6RBZhQoZYfn7/GaxyxNSUjQNmH1vzfDMjvtNH3iXPZm8jH633zFV68kQF7Y5xJRpy4jfGcsjaY3kvH+s5H9ioc8/zB6Qilv9e1U0FhKjxg8rzTB5k/kMy4Y/HD8o9V6PTb2v8ax23N7pXu29zg/6rdu+Cr6t/g01NQniykGat9yK3xkbn1A+639QT82gexad3nMkHjVRAJA8cgEAllet65WkB+TPJpPNJ3GkFjozHcLfMVv9Ay7Re9ISyVeRDyKxKUyFvX+xjyac2A4dOomcPknPxb9jBR0e8KgIOWr8sNIMkzOZy7Dsk7wt8VuiifLUnSdrJp72afwgxKMmCgAujJ4DgEWjZU0trVj9ZRHIKiF/VNn8ZPLJaLL7K1QE58cp8TRNwI36hAqYeN4MCU5Ygh0BUPB1jrDflk02ca8KOlxyaCyBg+iimazJbIZhNxBo/5ZotCzVmyS+O/n0z+cHIR41URjjs6OnMcb6ZZN+2RxEBpNPQSssm/XL5kVJ+V3WRj8ZVnwK359akZBU5lsiwSHKi4d6CcAeqtrafkcIH0Qk4ceU6BBhvxkCelXY4RLjEnQoKRedMZnhohnRISKK6EnEoyYKAE6PngKAFXFOMaikssUS8p8rCZ1jFs+qBN+DRDXpms+Onvyjhf+pJQcxyCbKRd+YvOliGIkHTEQRrVc8aqISss5EFFFEEX0/ijr8+EhEEUUU0fejqMym3Igiiiii70dRj9sVEUUUUUTfj6L6BsciiiiiiL4fRYgTUUQRfX+KEOeZUHxoe+rnFlFEm6gIcZ4JxcfHQzCLECei50wR4jwT4okzMjIyODjY19fX1dXV2tra3NwcIU5Ez5kixBlLPHP5qUuCOE/93CKKaBMVIc5Y4pnLT/0c+jxujpA48fHxzohF7PmyCHGeFeL0eaDDEyeCm4g9lxYhztj+3+y81vT0T4MXD51nCjetV47cnXnaJ8Fb29Vt23ds275jW1zp9NM+F6fz2Tsf3mZKD2y/2vq0z8Lp5M9kB99FB+65r6HfcuKUJ27fsW375hBn2/Ydm3JWfO7myYd72/YdT7yP9tTtO7Zt3xzibMb58DZzN25HatuT7mXzzsfZeuXZOZ/21O1HDsRtAnE24XxmSg9caReV/ZYTZ6xvsCX212LiBLLj+ywJJE7g2H+PJTN348TEearn43QGuF1P+3z+/3bOIIVBGIiiN+s2XiAgCC50mXUpuOt5DD2DF+i2Oz1G113EWqIRIU46g/7PP8BnwEfmR52PiC+PSzK0PnHY8oA48okT3KpAHD/R4+pvMZx53OLgP1dceb5HLUnEGbeqXx4QJ0CcOO/fqmibY6JTeoA4caLJs8BNtAi3qt42U08RlDHGGJM4z9DextKEpFpKNB8QRwpxyG/HD0gcOty8qXscAcSZND/jxCnRfE5OHNccl3lR3i1nkuAbgF3XcV9auea4zAuCZnS/etvki7sPEXm2OFhVVV3Xf4pFRJz9Cs7n5MR5PWW8jyOVOBCNtNZaa+4UIgTigDhQKqmFsixTSnHn4hSII+W7qjWxZ4OjfVkRezBGgzgijL9VwCcxiCPC01Y1E4gDH8wfRE6MOnZlPEUAAAAASUVORK5CYII=" /><br />
<br />
lalu hapus dan ubah nomor 1 menjadi nomor 3 <br />
<br />
7. Selesai, semoga bermanfaat..<img alt="" src="data:image/gif;base64,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" />Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-34517366355671563782012-01-11T00:05:00.002+07:002012-01-11T00:33:13.973+07:00Manajemen Pendidikan I : Pengertian Organisasi, Manajemen, dan Administrasi Pendidikan<img src="http://slurppsss.files.wordpress.com/2010/10/organisasi.jpg" /> <br />
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<b>A. Organisasi Pendidikan</b><br />
Organisasi adalah sekumpulan orang - orang yang tergabung di dalam suatu kesatuan kelompok yang sistematis, terstruktur, dan memiliki visi dan tujuan tertentu. Dalam dunia pendidikan, organisasi - organisasi pendidikan yang berkembang terdapat beberapa macam, diantaranya ialah organisasi pendidikan formal, seperti Madrasah, SMA, SMP, SD, Perguruan Tinggi, OSIS, dan lain sebagainnya, dan organisasi pendidikan non formal, seperti berbagai macam bimbingan belajar.<br />
Organisasi Pendidikan adalah sekumpulan orang - orang yang berkumpul dan melaksanakan suatu tujuan yang objective dalam bidang pendidikan dan mencerdaskan kehidupan masyarakat. Tujuan yang objective adalah tujuan yang akan tercapai apabila dilakukan dengan tindakan dan perencanaan yang matang.<br />
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<a name='more'></a><b>B. Manajemen Pendidikan</b><br />
Manajemen adalah suatu proses dan tindakan yang dilakukan untuk mencapai dan mengelola visi dan misi organisasi dengan menggunakan elemen - elemen dasar yang dihasilkan dari manusia, kekuatan finansial, bahan, dan sumber - sumber informasi yang diperoleh agar visi dan misi tersebut dapat tercapai<br />
Manajemen pendidikan adalah aktivitas untuk menggabungkan seluruh elemen yang terdapat dalam bidang pendidikan untuk mencapai tujuan yang telah ditetapkan.<br />
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Fungsi dari manajemen yaitu :<br />
1. Planning<br />
Planning dalam kaitannya sebagai fungsi manajemen adalah sebagai suatu tindakan atau kegiatan untuk memperoleh tujuan yang akan dicapai dengan mengidentifikasikan langkah - langkah yang dapat digunakan untuk mewujudkan tujuan tersebut.<br />
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2. Staffing<br />
Staffing adalah proses untuk menarik dan mengikat karyawan atau tenaga kerja yang potensial ke dalam organisasi atau perusahaan.<br />
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3. Organizing<br />
Organizing adalah proses untuk mengkoordinasikan sumber daya manusia yang ada untuk dapat mengefektifkan kinerja mereka dalam mencapai tujuan organisasi. Keefektifan suatu organisasi tergantung bagaimana kemampuan manajer perusahaan atau organisasi dalam mengkoordinasikan anggota - anggotanya untuk mencapat tujuan yang telah ditetapkan.<br />
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4. Directing<br />
Directing adalah usaha yang dilakukan kepada para bawahan atau karyawan untuk memotivasi mereka untuk menghasilkan suatu usaha atau karya yang mendukung kemajuan organisasi. Directing berhubungan dengan tata cara bagaimana menciptakan suasana lingkungan kerja yang harmonis agar seluruh elemen karyawan bekerja dengan efektif dan maksimal.<br />
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5. Controlling<br />
Controlling adalah proses pengawasan terhadap setiap kegiatan yang dilakukan oleh organisasi. Controlling dilakukan agar mencegah kegagalan mencapai tujuan dengan menjaga performa karyawan, tenaga kerja, tenaga supervisor, manajer organisasi, dan lain sebagainnya. Controlling juga berguna untuk menciptakan suatu standart kerja yang harus dipenuhi oleh masing - masing elemen organisasi.<br />
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<b>C. Administrasi Pendidikan</b><br />
Administrasi pendidikan adalah suatu tata kerja dengan maksud untuk menorganisasikan, merencanakan, dan memimpin suatu kegiatan yang berhubungan dengan bidang pendidikan. <br />
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Keberhasilan suatu organisasi pendidikan dalam mencapai visi dan misinya sangat berkaitan erat dengan bagaimana proses administrasi dan manajemen yang dilakukan oleh organisasi pendidikan tersebut. Apaabila proses administrasi dan manajemen berjalan dengan baik maka visi dan misi organisasi pendidikan itu pun akan dapat mudah terlaksana, begitu pula sebaliknya.<br />
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Untuk menyelenggarakan proses administrasi dan manajemen agar berjalan dengan baik, lancar, dan efektif, maka diperlukan manajer pendidikan. Manajer pendidikan adalah seorang pemimpin penyelenggarakan pendidikan, sehingga dengan memiliki manajer pendidikan yang handal, maka proses penyelenggaraan pendidikan akan berjalan dengan baik dan lancar.Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com3tag:blogger.com,1999:blog-534879323942638252.post-84369370526535082432012-01-10T22:34:00.001+07:002012-01-10T22:36:03.584+07:00Downsizing : Pengertian, Penyebab, dan Dampak<img height="213" src="http://empxtrack.com/blog/wp-content/uploads/2008/11/downsizing.jpg" width="320" /><br />
Salah satu cara untuk membuat struktur organisasi yang tepat pada suatu perusahaan adalah dengan cara merubah struktur organisasi pada suatu perusahaan. Perubahan ini dilakukan agar organisasi dapat berjalan dengan lebih efektif dan tidak mengeluarkan banyak pengeluaran yang tidak bermanfaat dan efisien, sehingga pendapatan yang diperoleh juga dapat maksimal dan memenuhi target.<br />
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A. Pengertian Downsizing<br />
Salah satu cara untuk mengubah struktur organisasi yaitu dengan cara melakukan Downsizing. Downsizing adalah prubahan struktur yang dilakukan sebuah perusahaan dengan tidak mengurangi keefektifan produktifitas dari perusahaan itu sendiri untuk mengurangi jumlah tenaga kerja yang dianggap sudah tidak efektif atau bahkan jumlah unit operasi. Bahasa kasarannya ialah PHK. Ada beberapa penyebab yang menjadikan sebuah perusahaan melakukan downsizing :<br />
<ol><li>Krisi ekonomi yang dalami oleh perusahaan</li>
<li>Pendapatan perusahaan lebih kecil ketimbang pengeluaran</li>
<li>Jumlah tenga kerja yang terlampau banyak</li>
<li>Butuh tenaga kerja yang lebih professional dan personalia yang baru</li>
<li>Perusahaan ingin membuka cabang baru</li>
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B. Dampak Downsizing<br />
Pelaksanaan downsizing menyebabkan bertambahnya angka pengangguran yang terjadi dalam negara yang bersangkutan, bagi pihak yang di PHK, hal ini mengurangi komitmen mereka dalam mengkonsumsi maupun memperkenalkan produk yang dihasilkan oleh perusahaan dahulu mereka bekerja. Para pekerja akan memprepsikan bahwa perusahaan tidak adil dan kurang fair sehingga menurunkan keterampilan dan produktivitas mereka dalam dunia kerja.<br />
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<div class="MsoNormal" style="text-align: justify;">"Kurangnya komitmen ini tidak hanya berdampak pada naiknya absensi dan menurunnya ketekunan, tapi juga menurunnya produktivitas. Inilah yang menyebabkan perusahaan gagal mencapai tujuan downsizing (Meyer et al., 1998; Lâmsâ & Savolainen, 2000; Knudsen et al., 2003)".</div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="MsoNormal" style="text-align: justify;">C. Pensiun Dini</div><div class="MsoNormal" style="text-align: justify;">Dari uraian diatas dapat disimpulakan bahwa downsizing adalah proses pengurangan pegawai. Beberapa cara pengurangan pegawai diantaranya adalah layoff, termination, early retirement inducement, voluntary resignation inducement (Byars, 2005). Saat ini, cara yang umum dilakukan pada perusahaan adalah early retirement inducement (suatu program rangsangan untuk pensiun dini), hal ini dapat dilihat dengan adanya reaksi yang positif dari pasar usaha, karena investor menyukai terjadinya pengurangan biaya perusahaan dalam jangka waktu singkat dibandingkan harus menunggu dalam jangka waktu yang relatif lama (Dessler, 2002).</div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="MsoNormal" style="text-align: justify;"></div><div class="MsoNormal" style="text-align: justify;">Sumber referensi :</div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.pemimpinunggul.com/artikel/dampak-phk.html">http://www.pemimpinunggul.com/artikel/dampak-phk.html</a></div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.google.co.id/url?sa=t&rct=j&q=definisi%2Bdownsizing&source=web&cd=9&ved=0CEsQFjAI&url=http%3A%2F%2Fwww.lontar.ui.ac.id%2Ffile%3Ffile%3Ddigital%2F124941-658.314%252022%2520DWI%2520p%2520-%2520Pengaruh%2520Kepuasan%2520-%2520Literatur.pdf&ei=L9O5TtWtIYHirAfjvpjGBg&usg=AFQjCNEmlkxSW81PbiEuOApFatpdmVzsTA&cad=rja">http://www.google.co.id/url?sa=t&rct=j&q=definisi%2Bdownsizing&source=web&cd=9&ved=0CEsQFjAI&url=http%3A%2F%2Fwww.lontar.ui.ac.id%2Ffile%3Ffile%3Ddigital%2F124941-658.314%252022%2520DWI%2520p%2520-%2520Pengaruh%2520Kepuasan%2520-%2520Literatur.pdf&ei=L9O5TtWtIYHirAfjvpjGBg&usg=AFQjCNEmlkxSW81PbiEuOApFatpdmVzsTA&cad=rja</a></div><div class="MsoNormal" style="text-align: justify;"></div>Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-27819561252959920642012-01-10T21:10:00.001+07:002012-01-10T21:11:40.535+07:00Break Even Point : Pengertian, Perhitungan, dan Implementasi<b>A. Pengertian</b><br />
Break Even Point adalah kondisi dimana perusahaan tidak mengalami untung dan tidak mengalami kerugian. Jadi dapat dikatakan bahwa perusahaan yang mencapai titik break event point ialah prusahaan yang telah memiliki kesetaraan antara modal yang dikeluarkan untuk proses produksi dengan pendapatan produk yang dihasilkan.<br />
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<b>B. Analisa BEP (Break Even Point)</b><br />
Analisa BEP adalah alat yang digunakan untuk menentukan besaran harga dan anggaran yang dikeluarkan oleh suatu perusahaan untuk mencapai BEP. Dalam melakukan analisa BEP, perusahaan akan meperoleh volume produksi, penjualan, dan keuntungan yang akan diperoleh, serta waktu yang diperlukan untuk mencapai BEP.<br />
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<b>Note : </b>semakin banyak barang yang diproduksi, semakin rendah nilai harga jual, dan semakin lama proses mencapai BEP, namun semakin mudah untuk mengikat konsumen. Begitu pula sebaliknya, semakin sedikit barang yang diproduksi, semakin tinggi nilai jual barang, dan semakin cepat untuk mencapai BEP.<br />
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Rumus analisa BEP :<br />
<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">BEP = Total Fixed Cost / (Harga perunit - Variabel Cost Perunit)</span></span><br />
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<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Contoh perhitungan :</span></span><br />
<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;"> Seseorang dengan modal Rp 10.000.000 ingin melakukan bisnis usaha makanan martabak telor dengan harga jual per unitnya ialah Rp 15.000. Besar biaya produksi martabak telor tersebut ialah Rp 10.000. Berapa buah kah martabak telor yang harus diproduksi dengan harga Rp. 15.000 untuk mencapai titik BEP?</span></span><br />
<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;"><b>Jawab :</b></span></span><br />
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</span></span></div><div style="text-align: center;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">BEP = 10.000.000 / ( 15.000 - 10.000 )</span></span></div><div style="text-align: center;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;"><br />
</span></span></div><div style="text-align: center;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">BEP = 10.000.000 / 5.000</span></span></div><div style="text-align: center;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;"><br />
</span></span></div><div style="text-align: center;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">BEP = 2.000 buah</span></span></div><div style="text-align: center;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;"><br />
</span></span></div><div style="text-align: center;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Jadi, untuk mencapai titik BEP, martabak yang harus diproduksi</span></span></div><div style="text-align: center;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;"> ialah sebanyak 2.000 buah.</span></span></div><div style="text-align: left;"><br />
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</div><div style="text-align: left;"><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Asumsi - asumsi dalam mengadakan BEP :</span></span></div><ol><li><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Harga jual produk harus tetap</span></span></li>
<li><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Tidak menggunakan lebih dari satu jenis produk, apabila menggunakan lebih dari satu jenis produk maka menggunakan perhitungan analisa BEP tersendiri</span></span></li>
<li><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Produksi haruslah konstan</span></span></li>
<li><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Semua biaya besaran produksi dapat diukur secara realistik</span></span></li>
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<b><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">C. Kegunaan Break Even Point </span></span></b><br />
<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">BEP sangat berguna bagi perusahaan untuk menentukan besaran jumlah produksi yang akan dihasilkan dan nilai harga jual barang tersebut. Dengan menerapkan analisa BEP, perusahaan dapat melihat laba, kerugian, harga jual, produksi, keuntungan, dan lain sebagainya yang telah dapat diprediksi sebelumnya, sehingga mempermudah bagi pemimpin perusahaan untuk menentukan kebijaksanaan.</span></span><br />
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<b><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">D. Kelemahan Break Even Point</span></span></b><br />
<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Sekalipun Analisa break even ini banyak digunakan oleh perusahaan, tetapi tidak dapat dilupakan bahwa analisa ini mempunyai beberapa kelemahan. Kelemahan utama dari analisa break even point ini antara lain : asumsi tentang linearity, kliasifikasi cost dan penggunaannya terbatas untuk jangka waktu yang pendek. (Soehardi,2004).</span></span><br />
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<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">1 Asumsi tentang linearity</span></span><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Pada umumnya baik harga jual per unit maupun variabel cost per unit, tidaklah berdiri sendiri terlepas dari volume penjualan. Dengan perkataan lain, tingkat penjualan yang melewati suatu titik tertentu hanya akan dicapai dengan jalan menurunkan harga jual per unit. Hal ini tentu saja akan menyebabkan garis renevue tidak akan lurus, melainkan melengkung. Disamping itu variabel operating cost per unit juga akan bertambah besar dengan meningkatkan volume penjualan mendekati kapasitas penuh. Hal ini bisa saja disebabkan karena menurunnya efesiensi tenaga kerja atau bertambah besarnya upah lembur.</span></span><br />
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<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">2. Klasifikasi biaya</span></span><span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">Kelemahan kedua dari analisa break even point adalah kesulitan di dalam mengklasifikasikan biaya karena adanya semi variabel cost dimana biaya ini tetap sampai dengan tingkat tertentu dan kemudian berubah-ubah setelah melewati titik tersebut.</span></span><br />
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3. Jangka waktu penggunaan<br />
Kelemahan lain dari analisa break even point adalah jangka waktu penerapanya yang terbatas, biasanya hanya digunakan di dalam pembuatan proyeksi operasi selama setahun. Apabila perusahaan mengeluarkan biaya-biaya untuk advertensi ataupun biaya lainnya yang cukup besar dimana hasil dari pengeluaran tersebut (tambahan investasi) tidak akan terlihat dalam waktu yang dekat sedangkan operating cost sudah meningkat, maka sebagai akibatnya jumlah pendapatan yang harus dicapai menurut analisa break even point agar dapat menutup semua biaya-biaya operasi yang bertambah besar juga.</span></span><br />
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<span style="font-size: small;"><span lang="IN" style="font-family: "Calibri","sans-serif"; line-height: 115%;">sumber referensi :</span></span><br />
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<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><a href="http://shelmi.wordpress.com/2009/03/30/break-even-point/">http://shelmi.wordpress.com/2009/03/30/break-even-point/</a></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><a href="http://id.shvoong.com/tags/pengertian-break-point/">http://id.shvoong.com/tags/pengertian-break-point/</a></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><a href="http://organisasi.org/pengertian_definisi_dan_rumus_bep_break_even_point_ilmu_ekonomi_studi_pembangunan">http://organisasi.org/pengertian_definisi_dan_rumus_bep_break_even_point_ilmu_ekonomi_studi_pembangunan</a></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><a href="http://pakarbisnisonline.blogspot.com/2010/11/pengertian-break-even-point-titik-impas.html">http://pakarbisnisonline.blogspot.com/2010/11/pengertian-break-even-point-titik-impas.html</a></div><br />
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<div style="text-align: center;"><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"></span></div>Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com4tag:blogger.com,1999:blog-534879323942638252.post-58817104999834001842012-01-10T08:04:00.001+07:002012-01-10T08:06:07.831+07:00Cara Mencari Daya Beda dan Taraf Kesukaran Suatu Item Soal<b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt; line-height: 115%;">Daya Beda </span></b><br />
<div class="MsoNormal">Adalah kemampuan suatu item soal untuk membedakan antara testee yang kurang pandai dengan testee yang lebih menguasai materi. Untuk menentukan besarnya indeks daya beda, harus membedakan testee kelompok atas dengan testee kelompok bawah, yaitu kelompok dengan nilai tertinggi dengan kelompok dengan nilai terendah.</div><div class="MsoNormal">Rumus daya beda :</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /> </div><div class="MsoNormal"></div><div class="MsoNormal"></div><div class="MsoNormal">Keterangan :</div><div class="MsoNoSpacing">D = daya beda</div><div class="MsoNoSpacing">JA = jumlah testee kelompok atas</div><div class="MsoNoSpacing">JB = Jumlah testee kelompok bawah</div><div class="MsoNoSpacing">BA = Jumlah testee kelompok atas yang menjawab pertanyaan dengan benar</div><div class="MsoNoSpacing">BB = Jumlah testee kelompok bawah yang menjawab pertanyaan dengan benar</div><div class="MsoNormal"><br />
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</div><div class="MsoNormal">Misalkan kita ingin mencari daya beda dengan bank data soal seperti dibawah ini :</div><div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /><br />
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<a name='more'></a> </div><div class="MsoNormal"></div><div class="MsoNormal"></div><div class="MsoNormal">Untuk mencari daya bedanya, terlebih dahulu kita harus membedakan antara kelompok atas dengan kelompok bawah (Kelompok dengan nilai tertinggi dengan kolompok nilai terendah):</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /></div><div class="MsoNormal"><br />
<br />
<br />
</div><div class="MsoNormal">Daya beda untuk item no.6 :</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><i> D = </i>1 – 0,5</div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;">D = </i>0,5</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Kualitas daya beda :</div><div class="MsoNoSpacing">0,00 – 0,20 : Jelek</div><div class="MsoNoSpacing">0,21 – 0,40 : cukup</div><div class="MsoNoSpacing">0,41 – 0,70 : baik</div><div class="MsoNoSpacing">0,71 – 1,00 : baik sekali</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"></div><div class="MsoNoSpacing"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14pt;">Taraf Kesukaran</span></b></div><div class="MsoNormal">Soal yang baik adalah soal yang disusun berdasarkan kaidah langkah – langkah penyusunan tes. Oleh karena itu, suatu tes yang telah disusun masih harus dibuktikan kembali sejauh mana kualitas soal tersebut. Salah satu kriteria yang digunakan untuk menentukan kualitas sebuah soal itu baik atau tidak yaitu dengan mencari taraf kesukaranya. Soal yang baik adalah apabila soal tersebut tidak terlalu mudah dan tidak terlalu sukar.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Rumus indeks kesukaran :</div><div class="MsoNormal"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAK0AAAA+CAIAAADWPwz5AAADGElEQVR4nO2b25HkIAxFiYuAiIdoSIZgtB90YyEkG+OpHavmno+t2h4Qr2Ne3Q4EAFH47QqAVwAPABE8AA14AIjgAWjAA0AED0ADHgAieAAa8AAQwQPQgAe+KSkIUtmJAw+8UxIb+5rjngnwwDk1Rz7wgxU3gAfOKUnMBjHXjTDwwDfD/mBPASKCB84ZVoWS9lWAB56pOfKR390cEDzwTUlcg+3DAsED10yrwv4OAR64ZbpC2pwKiAgegIbiwdezm3NMzfFCyhb47tS1l+sNwT2hzge7B5Bx27KT4AdzvSG4HzQPxGlkmZrjeTZxB7oe9tHS93vBHaF4MGrQpvuYa18wxm77LAchxJSmm26xwPQ70HEN6SH0OdrIpRYxh2L1/+bhRZjBj0gp55iK1hU90Erid+tm7A+OEYq51hxDSq3DxqsKfmLliwn7nD1wxxDwmYNrV5KqgZJLLWIKxepfpsatBf+26wgVYwypCIOsxHq/8WJ0/vdaNXsw17ikEOaxlPcWQ5ey4Qj840+XDK08vwXTcxlF6KFYVrEM2MG1do1lrSXW+u0pljszN2LKD+bNgXic1AeZpxotVybaeajazKnJoOcyitBD8TorA64G19ol/3Mn8et3o9IDXQP1cZpus9hyrwzppyvMTaj+Bz3Xxe5uSM3SyovXheDTrzxEFdcSG/V977qgXFGLWTXmSiWlwht67IlKirnw3uqraO+jI8jxLw9OonAtV9WKMEL1ECXFyOt/HXxsV9We6qXEY7+9ksGD7qf1Axex82U3TsN2W5lv5VPZx+b0GTByqUVYoXijplrqwY12mbuPy8TvPzHgXtkr3fu1fdMF8MAv4vAyrOmXd3oCeOAWZXu7v7uEB26R2xV+XXEbeOAV4xC7eeaEB06xloHmwu1pAR445eQ2fufnqvDAJ2djDQ/+DPMP1h++4ggPPCLGWnxPgfcb/woPXlgxgAf+ePK+igU8cMXnS4Wf/1YaHgAieAAa8AAQwQPQgAeACB6ABjwARPAANOABIIIHoAEPABE8AA14AIjgAWjAA0AED0DjHz+NWES+ZKjAAAAAAElFTkSuQmCC" /> </div><div class="MsoNormal"></div><div class="MsoNormal">B = banyaknya siswa yang menjawab soal benar</div><div class="MsoNormal">JS = jumlah peserta tes</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Kualitas taraf kesukaran :</div><div class="MsoNoSpacing">0,00 – 0,30 : sukar</div><div class="MsoNoSpacing">0,31 – 0,70 : sedang</div><div class="MsoNoSpacing">0,71 – 1,00 : mudah</div><div class="MsoNormal"></div>Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com3tag:blogger.com,1999:blog-534879323942638252.post-58996426370302432212012-01-10T00:40:00.002+07:002012-01-10T00:45:56.143+07:00Cara Mudah Menghitung Reliabilitas dengan Metode Rulon<div class="MsoNormal">Reliabilitas berhubungan dengan kepercayaan. Suatu tes mempunyai taraf kepercayaan atau reliabilitas yang tinggi apabila tes tersebut dapat memberikan hasil yang tetap. </div><div class="MsoNormal">Dalam memperoleh suatu reliabilitas tes terdapat berbagai macam penggunaan rumus, misalkan kita mencari reliabilitas dari data dibawah ini :</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
<br />
<img alt="" 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" 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<b><i><span style="font-size: 16pt; line-height: 115%;">Uji reliabilitas dengan Metode Rulon</span></i></b></div><div class="MsoNormal"><img alt="" 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YqWC9YkUGVppNpsuFoFf3uTiN5srd2khX3cAitd5BopfOjemutJzNQdqoBWEBxuQJNYXg2alEmuj8yUcTp2++MRf1G4gN58rV2JW9JHhEwiuT9bqDYdTvjp2L0fj7qLDt2oPVQbt4LwcIOZBLQKjcSUMVR4lpknhaZIWiNEyCIEHwvmTn39ehdYTKCED+q0V6YbqD9UIa0gNtxQJjG0S8P/wQL8lHHT59gkrt/7br+flr/Y+VJmw20xZcpUHcIIvxmgBZNoMVQFTAI43FAmgS1niZ4yZgt0bBLpdiK8yPULmER/Oho1iXmNpN8k2gxVAZMADrcwid+TrpKcm8S89yJSPAuMj5VEuo2mzySSo93jqdlQFTIJ0HCLM4nfQwt3+SjemVv/3v7mwiR8nEnkund7o2ijq9VQldpuwgw33NtNq7LIBt9u6nvXK4n0r/Ai14JvN43GgF0rT4AXzepWEmWUrySAww34CuyqzrXF70m4MYlCrd3l2h6JWIvP35OwW+N6JkwiD2AbRnC4QU0ChiUtW/Cml+I2A1aF69KlK1ouYRIW8KaX4jYDVoXr0qUrWi5hEhbwppfiNgNWhevSpStaLmESFvCml+I2A1aF69KlK1ouo0lEjesgCIIgS9S4Vo83vRS3GbAqXJcuXdFy6WK7yQDe9FLcZsCqcF26dEXLJUzCAt70UtxmwKpwXbp0RcslTMIC3vRS3GbAqnBdunRFyyVMwgLe9FLcZsCqcF26dEXLJUzCAt70UtxmwKpwXbp0RcsFYxKLS5u69hf7wNtsKRB+zxu+j6aC07uXpZIgNUqlS1wDiw5hdbbQlS0TXQVk92unogTOJJY3obcVKWISMpNE3/d4vckVvkm9E8kkCJnE6Xi77k7oElhU0aGbzOvXO0ZnbV35MtG1QHW/tipKSJhE33xIhUngmNvWoUnMyJQcEng+AOlso6vVJc3YVpAp1gI3icYuIbrdhL8pXHSKnFtSMgnSJnE6Ct0VjhaOWjGFSZQJk6iB4JQBr+7c95J68/0VnwSxDExX/QutocDTk/J6EmESzxAmUR2B3WkpveWKWOgkSK8kcJv1K5DCkculMIkyTkzC2plEgkRtOhG992omwpMgbhJShxIw4eANtTCJMh5MYlXtugHgKeN0XL66BT+VkDmDWa8NJZMgYxLXr/fp/V/LK4nr1zv6yCVMooxdk0hoLlDiNE/w3FpU77QjL5oEoZVE+v0BuzWus83dmNq6CmWiK4Hqfm1VlMCYBBpLWrbgTS/FbQasCtelS1e0XMIkLOBNL8VtBqwK16VLV7RcwiQs4E0vxW0GrArXpUtXtFzCJCzgTS/FbQasCtelS1e0XEaTiBrXQRAEQZaoca0eb3opbjNgVbguXbqi5dLFdpMBvOmluM2AVeG6dOmKlkuYhAW86aW4zYBV4bp06YqWS5iEBbzppbjNgFXhunTpipZLmIQFvOmluM2AVeG6dOmKlkuYhAW86aW4zYBV4bp06YqWC8wk1mWuLV3wN5AotH8LbCJ2cY+PVBKkRqm/GtcgmfV1lbpsDXDdr6WKElCTAKtCInFB+Axc73zla3rpu2AShEzCR41rCZm1dSUXEze4oxjV/dqqKBEmUYXTUdAiRFe7iTFIJkF8ve+kxjVMZmVdC3OrPxeBWqGxihJhEjW4fu+7/R6/DrwhN0UmzzOiSZA2CSc1rnEy6+qiBW00XhXeWkUJqTOJtlMIespIl34SRa4Fpkha21k0CWIm4aTGNVxmS5Oov+aVMAncyj1WEjUgy0DwtovwdtOgXTQJ0isJ25XpZmAyYyVBcbGSMGsSi/byZRKzXNEkiJuE+RrXIyiZcSaRIc4kKgKfMpbHt+Zfgb1+79M3msaGlUyCjEk4qXEtIbPF201j3A3e0EK+3dRORQmpMwlz35OQeH95QsQUMy0plwShlYSPGtcSMuvrmjtn/bkH1/1aqigBMwkolrRswZteitsMWBWuS5euaLmESVjAm16K2wxYFa5Ll65ouYRJWMCbXorbDFgVrkuXrmi5hElYwJteitsMWBWuS5euaLmMJhE1roMgCIIsUeNaPd70UtxmwKpwXbp0Rculi+0mA3jTS3GbAavCdenSFS2XMAkLeNNLcZsBq8J16dIVLZcwCQt400txmwGrwnXp0hUtlzAJC3jTS3GbAavCdenSFS2XMAkLeNNLcZsBq8J16dIVLRecSUw30g80vdtHqs0GjfjybCJ6h1tkVmK91bgeGNrdctEheJHrRroajVBAKwgON6hJwKYNmSnjdOz2x6NEmWe43uGW19PqPnB/Na77vu/707F7Px5lqpdihCcF6VC16ZroajZCG7eC8HALk6jFcBe6zDwpNEVKVcrKIGcS16/37niSKnENEb4sY/D1jlhMNNDVcIRCup/YcAuTqMOtXIZjk3BZ4/o2ZVo2iaU2kNLqupqOUAGTAA43qTMJWzWu54pKjk3CYY3r+anaj0n0p6NCk2g8QgVMAjjcYiXxe9Kie85NwlWN63TjxY9JaFxJNB+hQiYBGm5hEr9n9d4W/tWe1zAJdzWuc+0ON4o4k9hA8xEqtd2EGW5hEnVxvJJwWON6xvJKQqS0cjNdVlYSwOEWJlEXJyaxfjQbJburcT1h2yTS70morXE9otEkhIcbziSQWNKyBW96KW4zYFW4Ll26ouUSJmEBb3opbjNgVbguXbqi5RImYQFveiluM2BVuC5duqLlEiZhAW96KW4zYFW4Ll26ouUymkTUuA6CIAiyRI1r9XjTS3GbAavCdenSFS2XLrabDOBNL8VtBqwK16VLV7RcwiQs4E0vxW0GrArXpUtXtFzCJCzgTS/FbQasCtelS1e0XMIkLOBNL8VtBqwK16VLV7RcwiQs4E0vxW0GrArXpUtXtFyAJpHcNNIZq3GduWUSeneRVB9dVwye84C+v0p2lJqvcQ0vcd1EV7ZMdBWQ3a+dihIokzgdl/3rdGzZ2+SnDA912VYVg9OrKOEpkGxxDzWub9pgDVtbV75MdC1Q3a+tihIYk0DPGZJThsR9oBJ61xWDSUkUJ1eFO6hxnQDT2UZXq0uasa0gU6ylsUl4eq7ELyN6Cb2ZisEL5V4eCzzUuE44HVG7amESZaybBOYKdDmTEPEIuN5CxeDkaGa/3zswCR81rvs+aVpUo4ZJlLFuEsWfVEXyuVJiqsD30UcVgz2sJLzUuE65fr1rrkwXJvEMQmcSNk1CZhnRS+w5rFn1WRcbjG5qXKeg3DBMooxNkxh3meZpw6JJwB6yKILHtrn+Cq9wLf0+m/GVxPXrPV0xxUqCECZRieX3JJqKlHquFJkm+hcxiaR9HVT5XmHaJNKvSWitcV0oE10JVPdrq6IE0CSAWNKyBW96KW4zYFW4Ll26ouUSJmEBb3opbjNgVbguXbqi5RImYQFveiluM2BVuC5duqLlEiZhAW96KW4zYFW4Ll26ouUymkTUuA6CIAiyRI1r9XjTS3GbAavCdenSFS2XLrabDOBNL8VtBqwK16VLV7RcwiQs4E0vxW0GrArXpUtXtFzCJCzgTS/FbQasCtelS1e0XMIkLOBNL8VtBqwK16VLV7RcwiQs4E0vxW0GrArXpUtXtFwwJrG+kar1DVUCbZbWUvBxc1HprqZ14WsIUqMUX/x5BUR4eneT0vKlM+kdcrWkgLsfeIiFSVQhqdaJvqKx7yWmyKLKVeFrFEImIVD8eQXMJMDiWum6fu/TkVpJFrT7wYdYmEQN0jI88PLOvawpLlgXvoYhvt43XW/KkEmk1OunwO4nMMTCJOpwOg6LV4l1hIwp7vekEG2m8DUKaZMQuygevt2k9KrwHPVWf7DuJzLEcCaxxpZJ9NOpBN4i8HrTqkLTor1Q+BqDmEnAiz+vAAtXXnQopWYvBbWC0BCLlUQV5meS6/cebxQSJjHNFENjnjYUvm6I9EpCrC6hYFdvSi1dyfMpKaBcr49i1nNSQyxMogJLOQ6myIXE4S/fjwtft0TcJKQOJeBNr7rG9Uj1+rqQVthQW74NYRI1SJ+uKr4zsRn4FJk0YGbAObDJAYnizysAwudXuIBnL810NVnqSw7A9oRJ1CF1efsH1315GX/7nQuTkDjRXYE64EWrbKWLPo7XcPYwCX1Y0rIFb3opbjNgVbguXbqi5RImYQFveiluM2BVuC5duqLlEiZhAW96KW4zYFW4Ll26ouUSJmEBb3opbjNgVbguXbqi5TKaRNS4DoIgCLLMNa4vVrCkZQve9FLcZsCqcF26dEXLpUu3m6SDqYYlLVvwppfiNgNWhevSpStaLmESFvCml+I2A1aF69KlK1ouYRIW8KaX4jYDVoXr0qUrWi5hEhbwppfiNgNWhevSpStaLiiTOH++kRPzt89zo/8bss1mZYefy+Vy+TnQdwOG37QDojcVlgg6f+wyP1/8FJACYItn84DWO9FSeKHFiz+vSQNdDcMGdL+5h82xIxriAlxJnD/fGrrCCpkpw7BJkDmw232c7/zcqkm8jN6JVsLZLV6Z2rrIsKwadvvuR+aZxopSOtx20/nzDTV2QFPGraEOh0NhXvgp/aIu7dvuYzd1wbFz7j7Otxlj0WvTuQQ1UyJNIpcHvN6JhiaRVVrMQGUamMStdcawazZW6+6Xm2faKkoBmsRlEIMYSKApY7KAgheMO1HtFcNM8XK5pM4w/HE1aRx+LuSBU79NUhYOidY7gRC+fBZ4/PMatNPVIuq2rfBwnmnYDpcL/uD659DyLOIGRMtgAYefS2nBMPwUsceGnCLT9UJ5b43uSrSdN/EmscgDXO8EQPhS6eOfV6G+rrSv1g66ZSski9TVPNNSUQraJDC7TgAtg0WMDpAzCdgy4gKcIukzy+PZcfwXLXsx3CTuPbtB9E60Fi6xirhcWptE7cjbtcJisX7HJBq3BfwV2ParCdjj1ZpZVuNtwiWYtns0L6w2nzb/dzVAmsS2PFhoeimHuDTVdXuuqRh+u2jz88xqkDVQlII3CcS5hLxJ4LaaLheE3g2Px6ktnj926+cdGyuJQh7geieaCS+1OGihVFlXcsrb4gFOwCQaK0oBmwToDSfkc+XlQrebkFtNlwtAb66rJq83zYyS4Vv0oBbfnAf1r8CWlJZ+XpvKujJha3q7aSSdZxorSumQJgH7rgSozSbye4WGXnEpTg35r9Kt/hPAQzV0lGanSKzeiVbCjZnERe/BdYL9g2vU+68X69+Sp3jTS3GbAavCdenSFS0XmEkALcJ6m1G86aW4zYBV4bp06YqWC8oksucvit6fe2286aW4zYBV4bp06YqWC3C7CYglLVvwppfiNgNWhevSpStaLl3UuA6CIAju8Ofvv/8kUGr8GmenygAAAABJRU5ErkJggg==" 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CV8JGeMs/pgbS8RPb14d3O4droTjUrWllPW3NGpVucFctZ4X0vuGofVHv70+s3TF4znjQYAeinbCp8d1oqoqTPDMFBJwtm5l6mDVdnSlGP/IPBMSWmD/mLwyjzvi4/2niptNn5NW5znzKXXr8YN7wLz4Fh5sCo1le5hN9cEF3Zv6KxLdX6aVd9KSO61STu87paJCSEaZUvEtr2ee7fHyohGSfOsAHRQyNrFYqnebcnqTrFYLBZb374C9KVD3FSY+cz/e1vbpYvmzl55PKJKRfsNLbLMqx/v8LqYbHQDorxJHOXotTYovUmhJoQQVWd5nUQsUxJCap8eC7q19LnhLayEEFL/4shk5zv3a40n6TQf6w7WtjR52aH7kS96hwO054Vd104PXXxpwoKbt3M6CSGNT29vmvgqd8svpSJlS1lAUqPJN7QIcW6Qm8OaNVsvuBR2zQGgFhdHOK1Zs2716lvhAvqnMQAwm6aq3MQbd7KFGiKrj3s8lfPgRTlFI3GYagJWznA956FfjdPI1NVuobdXh1X3bBIXuYdn5jR2ECKLdjj9ZMfOTEKIhshaWmW9F7rVBV4z59xziR7RNTmsOFiVbSWhvzqe4Cw/+TAoKMjHx8fb+969a4c3nU0qkRGiKvZe+tKRA0ecvL3jnux3+3X+GzbLVrrz81olvrFWNoWJKOv5neV//o//mLnMJ1H7L0ItKgs9YDPhd//44Ix/jgTBCpahUclknVKpVCqVSiSStrY2oVAolUrb5SrTF8pVSrlMrL3zUVySec4rvqSB/vqbNMlt/pm7LgW9Z7JG1VH6NC3wcwf/uLJWYXt7e1tba1tl2P2bCTH5Mg0htQHf3bqx2TGtVVQVX5sf8LScdJ9WSlHcsY+OPLxbPKLLc1pxsErz+Y5rXvrbb/7rtXffe++9N9988803x73xxti/7/BPatMQTWfJ/bnL5//1tTff/PnUley0gM2LJ/5p6oojKR2NIiubwkQl7cw9v2Lcf3trwXZ37dTbGmVHZZCn/Zs/XAwVCPv4IwYwJ1nhPaeDNjY2NjY2HA7nww8/nDJlio3Ngn9dTyru6O+vUi5sTHIJTGmtl5nhD1jTVHxp2VX3+4k9PfvO0qhb6ya99ZvfvzXDxsZm8uTJH3744Yfvvv667c2gJkII6Sxyvemw9NV3Jn/D3eKZXl7X3t1i1TSWesy2u+cXQ7FUvRlZcbB2VqWHuR85cuTAgQNbtmzZsmXL1q1bDx8+fCQop1JGCCHK+kfuV4/Y2dndfJqtIspU/3NHjlz2LLbKomVEpOPYv3+wYcpPUV0df7W4sPDaGvecWlxtA4tR1EVf/2r6kgnv/3Lj1FEHBwcHh31bf/rxs79eSMvu7TfXF13LyAlp1bvZXiES53p5hAan9HGf/rCoZbkHNm+57cjvrt8qmoqSnjg5OV26dOnIkSMODg4ODg48Hs/JL6FYO15K2ZwR5Xf27Nkr9/zTdGsTLeF2S366G1PdNrL31lhxsOrQriOgVlN0mtVqtcbKm3zqxsK7BU6zv1t3dsZHV7XrD2o66nMSHG9EVYgxkxVYUoNfoMv6XxyTuy9jqMSlfjtvFBb1/MNXRbkdjg6K03mJWqJqS4pKiwhvIIQ01Eg1EnNUL2UlN/Zcs7te8GI42S0tid9/znZTXmTJSLe3mBGszCbNdg9Ot7vifeP0pvfWhBUpCSHytpIYj0vR+S3mmbMMYMCk3md4n3114FmpjBBCVB2i0iSfwro2GSHtrcnxUVe3Td2464fbYXx+YlqOREM0nQVPk133Lz/jyw/we3bLnl9Das3UOqgJPOnr4xReUpye1zLY7FaKGypComNDPL7zi0gd4dYqIcMLVqW4Iv62Vp4YkzKZVP/8enLovtLmomsXl006GCImhHRUZT9dcSWjiq6pXAGGrLPk8enVH8xf7lek7JpoQ6HWaDSEVKb9uHzu3/79P//yhz+98vrrr6/+6XCxiqjrgi7/9I+//+2VsePGjZs4cQIvrFRsti6jhjSln991e8/5zMEGq6w05sGsf92KzWiwTH92yMGqVikaEn3PvPraa6+Ne2eyQ1Cu2Cy33LJB6eNnsU/cGpWNnkfPvv/x6XiFRtNSlOzyvmdOg4npCABGkEZUcO67D19Z+H1Gtd72Tkl+6vNjU89cOHgvPC4lJbewtENDNPKWWkFWVkZGRkJCQmZmZp2QagU6+iirBdVF5aLBtkBU7a11KVl1UkvNWjTkYG2rFySHPUm49+jR1VM7ty9c/zhHbK55+RhOkfUkPiQgXkFUWXddFv9j3vbKhs7CgrCvNkeWm2slM4DByXlx6OC2qTH5htsbMrbbB3plDHqkamu42775Ju1w9jdx77lMJrO1te154hdffLFixYoVK1YsXbrU9NtRWLBgwYpuCxYs6Pf5g//E+jHkYG2pyUvz8C4hhJDa2Gf//OR+Qh2qAVQ6hP4hcXcSSggh0nSfvVM5794taC3KuT/bP6+l3zEtACNAnl2cs+f54+tlhkOS2qL32T64H64c9KktTHzCMz1F22nPMBM38cjl8oMHDw55lrghG8KH1rchB6tS3i5p0E7K31KU5nAjvnpYU+izV1X2yRDPvTmNhBAiLPL4ZdOEhf5pBXGXD0VVWqyfAtBLmN7ocdtrZ3QZIUS7WFRZvVCuIoTIsy/Ndwu8LMD//0Eb9qgAVbs0/0lkTGOdQol6IQV5zoO7SUcuVXXVSQSPji783VJnH99zIbmtcly6AgtTtsqyjwX7Hk3unshY3VqW4Pg0u7lTTdQV3rOXB3j6NRCikaiUnWYZVjVMSlFtTWVZWb2od0C4ulNUV1ZWVlba1mG5SBpusKqb0rNiXANKVVb4mVuFppD7xan7E7vnf2h85mj3h39bu3XbhdQGDLUCy1IrW5OOJcTsvxZf1iKTKZVKqbShPu/5VceUShnREHHG5Xd+9bwTWt0uK/araSqOb7L0DhtRFD34Zd2sl1/+9MiN7nmtZOWx7ptfe/XtabNcwioUljrHhhesnbVNmW7XXqSUYZi7CYqcM6HF7i6l3Z2pztzHpzhj3vtokks27mUFC2uMcdk98/0pr7303pxPPvlk+vTp06dPnmlj8+HxuLwOQoiiKXTnlh8WTZgy3e70xdh6UYP1XZ5WiwQZ9z4f9++/XbwvMEm73qhK0lngctR23NfHoktFFhuqNIxgVUk0opS4zOjwekJIU6VIJUcLzICkJNTp0wMH157wa+zqaana6gIPf/bGpDn+ZRbdMwBChHlhT9zPnTt37Ngxe3t7e3v7/fv3nzt37nxUaaO2B9pW+Mjd6dChQ3dC0sutL1UJIYTIJSdv2E/4nxP2/ehY1L2tIT7DZbOPRfe4v2BVSUWtTS0tLUKhUCgUNje3iCTaUcQadX1qTqijQ2BOSWlxTZK7b55UZFQO0CgkwpYGao2NTRKZkt2Ntvqwczs/fvmlyXanc2u7NmnaYl1vTZt9K12KoVYAw9WR6bI76+6BtQt3rbL1lSkIIUQmzE8MdwnJEqks2NLrJ1g1BWeO71q2atUqW1tbW1vbb7/d5uhe0kQIIXJx9M1bqxb8jbP02y+X7Lf7zquUSIyuxaiL3c5sXULtq5Vr3FJKLFheHgFiQXSoz82bd5/H1PdMsqtuKa/3e1IrtPYZDsDyOuuTtUqaqSZwBqIpffDd8wyf0qxrq3es4gYKCCGkoSgjyv5GfrNFr6b3FawdCdGe1+eu+nby5MlvjX/3w/emzZo65dsjV7STJMqEsQ/2zpo1c+bMadOmzf38i4dZbcbXr1T5TnuWT6Y2Y87cy7GFuPUIgIJGrZTUxt39ZObU119/5aWVpwOqMYaEQnuK4424tJjOjvwdyxwW/+xaRoiyMCXHn/OwzGLXrQghfQWrUhCzYsk/7Y97xSUkJHg4nXW/5Z0SH59ZUtkuJ4QQtVLYUJyTk5mZmZSUlJ2d3SylGhfQXl2ck0wtJS29WohcBaDS0VYW88A15nlyVmpqIG+mjY9P2kiuhccQ0krvKxGJ+ZWEqKIP7FnwyZd7mlpEfmmhK85nW3iMuKlgldQl7dphu2GVW66YEEJEWVcSk0NGdEhVbGzsNjAykocALEfR0Vqekt6irRcV29knRxZV9/OS0UdWELnaMzlcIiaEyJO9Nvxr3eeX88qTUu9si2kklm2zUQerRiYIPzhlipNfYtfItZYcLu/xr3Flg337zoaq4lxqeQUFDZJO07+9p6fnODAy2CMAjFcTWp7TVNAow9VOfRrSFLVze4zfc+1Vc6Us8MDWpW995xwUdSdeYOkBoCZarLKM6x+t3fOkuPt2jJq4lV8777iVMcgyj7rg6v5VM6jZzFvgHFfUbvISTnFxsRcYGdwBAKZrycmMcIlpUNbh9mdjBWe3ZBWFV3d/NKUu2zf/ecxXuw56Vlp8bBh1sMpy76982flJTFtXkGrSrv7r62NHg0t1G5gqcVl6kMdDv6IWk81OteDOiY0LqC1etvxOcgmmIQEwRd5QkeDilV1X1a5SE4KrVzo0SmlDzLU3T/r5h1V0D6sSpj5xWPDHyUs+D7P8LWLUwarMdP3gH64P07ruv23Pdfn+0xN7nav0Zl7UNETf2jh73pKHRSZHo2rkwub6KmrVNTXCTgVyFUY1jUqpUCqVarVarVYrlUqlsvtmoc7miojzTqHJKXUyaenTIqEiX0TxcrVSbpJCyd75O5StyU5f2Pz5by+vcHra0jX5lkZWfXPvGZuldyos/y/IRCmgLujrvzv5pWirOrW3DiyaveaWW4phCqoL+FfsTj2rs+zABgCmUuU5/PrznHnz5i1atGjRokWffvq13aG4YiUhRNNRGOi9dMbb0z+zsZk1e/KrnpktAuNqgCQz9NzHc2fNpPbtrlNpbB13o5E1ZD0LfhYYGFVQJeu9ql5X1paYZnyn0sijDlZVfcL9RYcvXA3yDQwMuufAtV35w5XHRT3rNGpaSpLCAoP4AV6PfG7Gl1Au8gcAfZE3O53bdWTF7hPbtm1b+eOPG1dtPLx925Erd3JqlIQQjawmPfjYsWPHju3cufPQoUOBSQKKSVE7ilO9d/5iZ2IEyTEXz6I+Lg+DGZlosSolxR6HP5sz863x48eP+9tP5z1i61t6L0o2Pr7w48TxEyZOnLb4m1t5DQT9eYBBkbUKeOdXLZ93NrJMTQgRCfzSwn3F/b6MXuHh4VfgypUrV67Q/tmavEFA1RR25te9GzZssLOze5pd3/tAU3h92pFd9rbrfly+dt3mxb4VWDgAYHCUpeF7p3Cc/WK6rrKIKw67+K57mDnY91GJm8uSkpMSqWUWlva5Et2hQ4fGw/jx48ePH+qBNKmPW1o1KpVKLpcrFLpXmJSdaRd8b+64XyiXi/ObCu+fimPlTcwahaShpKSspKRZ2jMgTiluqKssKSmrre/AiEIYloYXJ9+xvxZU1d1GrU20W3ty9a8xg22kiJKfHHx7wrjXqX1iuzde2sd1nJaWlkqorKysrBzqgTRpsNMG1tcmBd6/97yKEKIu7yzY5pFn+QtwZiBvSr6xdtXyhQvPBWd1dJXCm2Jvnd2ycOGaUy4F9X2/GqBPsvRb01++4xPXnaPCkFOr9qzbHl832JNJ0VKTE/zsKZ9aZHJWM8vnj7NagwxWRebD4NjjzwkhpPbFk0snt6bISLtExrqZmhTNKc7rl/z+38bMPB8qEml/u+ZEv7PzPvhgxqaLRQ0W3j1guHr+8r87+sZrez4tD89+O+frE2dDuruGDW2l52ssPsQdhmOQwSpNux0QtNS1SCgp8j7vaPPxtXShuKRCqLbYRN1molFJ8yMOvfPqb//Xt9fjSrTVAFVHa9jmi2e33s6SWcFwDmAwtTA/lLv38CFHewcHB/tVu/bs/vlOQKmCEKJoL4oN2rZn61+27HNxO5lcJWRlh3AUGGSwymsLA92WfLLKzvnKfm/372cuP3QpJaZcpmFbsBKiacz7Zuf6OWPGn74W3tq9LeFqZIBbAm4uhGFrL3DnrjYXLnMAABWLSURBVF40derUGTNmnPWJ6r5VqEMYdm37hH/8cfz7nPmL5vhk16Kcz0yDrbGq5U/vHuRwOGu3cYPcH+y0WbbSO9lwMXIWUMlbMp0W8j2OT35py6/uAu3G9rpnT1PD8+gvdMNopJBKpUKhUCwWy3RukFLXJeRHOR2PqGxvb5fJWbosmrK9raWxrq5JJOlpkanl0pa6urra2lapjA3NtMGvedVSV56enp6el9va0Faanp5eZw33OdBM3SkRPFnomBEddmH6P3efCxHJCCGkND4gJjSqxdLz5gCbdVSk16U8jB7pIa0jqy7s8qFl48fP23kis2suRFVr9uO9k9+bPOHdYw+t4s6p4Rru8tds1Zx6+ctoQY205Mhbyw5dSagnhMizbkfmOkZS3LANQJPOlrCU59znVYQoK4qrFAp2VgKkFWUh6z78w28+WnP7ubYIoulsL/I4+f3fF273jatkw7rwCFYqClHNi+O8pMqqzpqIeW/b2blGtRFN6+NLGSnHklk5bheshJzkZl783ZrDjlej81tqVCqWXrvSEB+/o2P/892tn+5P6foVVW25hddWu2dVs6OxjmCloO6oz/c4/TirTkQU1ZemLJq579ILIi395WHSHZ8KXLoCM1Lnhbp88cVXa9bfzmiz9L6YjaL46fn8Kz9u+PH4wnnOtWJCCFFJKtMied6p9TJ2nGAIVmNqeUNO5IbrccXtckKkefarxi0949pYl2qfGH41o6P/1wNAX+qCD0YmnUzP8N9/8NPPPdJUhBBpbW7IPscUQSs7chXBSkEuLQzn/fNhZJZQTQjpiHf7dIbDSdcgT/fMqLhSFlywBLAoVd5dr/jwhyJF5UW7o9O/dsolRNNUlHr3PY/s2r5uwWUSBKsRTXtLdtD8jVEZ5drWqUhwwubLncvXHXxYntOBS1cAw6NqC3OPjYjN1RB1psvFpeNnc8tqJWn5zxYciKsSs2XqewSrEY20Me0UJyCrTaK9OKkUPl01ee2E//r++otclvw7BbCc6rz9/vH3q5sIIcrCYIcvvnr3cHZ9WfrNVWElYtYs1YRgNaRpr832nb45NL2+u5yqyuF9teCVMSvPORez5bADWIo89fLhmBuujTJCCFFpElz2z/ur7Z2gwAuBmU3suVkcwapP3VGTcNPum/+9ZNOD8JKOrvF0LQleX039csf1u80IVoDhKb97uijPOb+72VLvf3bHH8cs37SRl9EoZ8EA1i4IVn1qUX7AvvfGv/3G2w6+GaLunn9rzs+r7p++n41KAMAwaBTSQt/Pbz939S7svo23oyDy8tLfvjXtXY9CMXtyFcFqQCNrKY3z8wvw80sWNPbcAaKRpSU0F1S0W3TXAJhOIfDZtvz1sePmO7hWdQ3T1Shag3knJ0w7mSRiU7sFwQoAI0TdnP0s6JGHx6PEbFHv2qRN5Y38kAYJq9bOQ7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAGD1+NwxWhyewNL7MhAIVgCgn4DHGUII8rljxnD5FO/V9VbUj1shBCsA0Is6VPW3CnicMQa6ErOv8BTwOIzIVQQrANCqt31psFWvIy/gcXufZJjEfC5la5cxsYpg7QfTKjsAlkYZigIeh8s3EZdULVwBj2PYaqXOa2s1WoK174oPayo7ABZGlZ5dLU1TwUp1ehk8V/dcZMSZOBqClaKfMca4IcqKyg6AZVGcRnxu1xYTwUp55umdtPr1WEaciuwPVv0ehN7x4nPHsKyyA2BZRudQT6z2PKbf5jTVlzRZN2AG1gdrX8fH6JgyvrIDYFnGXXjDa//6bU7Dxo2pN2IatgdrH4eHjZUdAMvqq6JGcTKafPrQhsFaD5YHq8nyjYlr/Uyv7AAMDZ9HU4r13ZQxvvZv4slMv17M/mDteyyA4cMM74DAaEZ9VVavgdCbVYaddNr+7E1fqaDaBRM/lqIoxyyjOVipCjwIVmAk3ZAS8Dg9f9cCHmeM7tUjvSeZ50+dhssSzD8N2R+sff3jM3qY6ZUdAKKbpgZ/0DrfmvNPfXjtTca3VglhfbAa/evTjVK9f+bGDwMwVG9oUo3h1v6Bm7sNYfJyvxleZYUsFqzGx9VEhWiYKAvmpi5IseJ/JYx2us0D/aTSaUvo11hZEWbWxELBajwjQx/j9of9owb6Zsyv7MCoZ9Q40GmwmBrfwudSbqYehNpHEJt6Nu3o/MDMwyK72PeMDLR3UgbWDkVrFZhvAFdrqf7IcW2BbhYI1iHMyDB8fbeCWVPZgdGsvx4XxUUFnUdwAtBpxIPV9IwMfYzbB4B+6NyUTwjhcw3OIt0xWMSsxbcB7KjhD9MpOrCk1zjCwdrfjAxdD1AeZstXfMzwgQDQwqiSqpNQ2sdMX8MduVTt/qmmxuKYblMzzYiGRb8zMnRBzxyAdXqaUmOMr671bGDLuW+5Vtggp0cBADYwPLtNDghjNCsJ1n7G7Zv1Z+v8VFNNaACgCVWwGswjyIIz0KLjWHVDrK9x++b4yeyv8gBYIwQr+4yqKg+ANUIpgLVGx6EFsEaGZ5/++caSBiuCleJ7thxbACtk1CPUGWHLnkYNgtX4ewQrgBkYjrXVv3g9siNqzQ3BSlAKAGsy6BthwAohWAlbqzwwepi8WZClLP15948Bu0i/0VHlAQBLGWXBOpqqPMBMKAWwwZCDFYcfAIDaiLZY6aiuWNJIflYAwFwICwAYOMyzMSAoBQDAgGCejYFDixUA+od5NgYFwQoAA4abawaG6cGKig/ACMLt4APD4GBFxQdgpCFYB4apwYqKD4AFoBQwMEwN1i44zAAjCfNsDAwLgxUdEwBzwTwbA4NgBYABwDwbg8HCYEUpAAAsi2XBiooPAFgeC4IVFR8AsC6MDVZUfADAWjE2WAEArBWCFQCAZghWAACaIVgBAGiGYAUAoBmCFQCAZghWAACaIVgBAGiGYAUAoBmCFQCAZghWAACaIVgBAGiGYAUAoBmCFQAIn4ep4OiEYAVgCZ2pNHVnzOxeJ15/rXjdrfTOsWliN0xu19kTyumTqfffyiFYAVhAwOP0xJXObO/6073rzguv+4KR2Q2q7brLfFDOTG9y/60cghWAbXrTyCA+db41T7Ca2A3T2/WWTzIOTtP7b+UQrABs05s/hkmk3z4cgWCl+hE62/tb/dP0/ls5qwhW4wNgqhxDww9iXTUHQJ9u+phMLv0aqzki1lQIGu5en+vVM3XdZSsIVu0R1v/w9CowdB10llZzAHQIeBz9P23D1eEogonPNd5seHFrkClstBvU2/sN1gHtvxWyeLAKeBwun881dbBo7LCwtZoD0MP0mdT9sMm4o/Ov3dRuGG0fZIOUMZUASwergMfh8vs8DrR9jqyt5gBo9ZOqfeQWrcE64FQ12qV+zjnmFAIsHKx8btfHZPSR9/ZD6Dzc7KzmABCiczZ1fWdw5ugPcjJrwY1yN0xs19ktk4MFqPbf2lkwWHU+6a5g5XMp6ysUn+YQCkCsreYAUPzt6vzxah8z1XShvflCtRv9757+bhjV7ZgUqoRYMFipo5G6rk7LR8raag4A25i69MUcFr94RQjpszhEW8CxtpoDwC4CHodZzVMKVhisuplHZ8CxtZoDANbGCoK1pyjQE29mG6fPymoOAFgbKwhWy2J+NQcArM0oD1Y2VHOAXYZ5yxNYhVEerABsYCqJWczSH3k/rH3/AAAYB8EKYFVQCmADWoIVfwoAAL0s1mI1T+GFfpb6fACAuRAcADBwFHdJ9jd//GiEUgAADEj3eW48K1wf88ePUmixAkD/emagM8jOfuaPH60QrAAwYIbBilmMqTE9WFHxARhBVMHazzTHoxKDgxUVH4CRhmAdGKYGKyo+ABaAUsDAMDVYu+AwA4wkwzNuUPPHjyIsDFZ0TADMxagXaGL++NEOwQoAA2C4HqD+XPEYtq6PhcGKUgAAWBbLghUVHwCwPBYEKyo+AGBdGBusqPgAgLVibLACAFgrBCsAAM0QrAAANEOwAgDQDMEKAEAzBCsAAM0QrAAANEOwAgDQDMEKAEAzBCsAAM0QrAAANEOwAgDQDMEKAEAzBCsAAM0QrABgoHtpeR0GMxsLeJz+puXsWkl5dEKwAoABAY/bG4kUGaoNXtOx2R3Mo3eeeQQrAPTBOFcFPA6Xb7o92vXI6F4YCcEKAKYZ5aOAx+HyB9DRR7AyiPF/T50lWvo9zqO34gMwNBTrIGu/RbD2iVHBaljZ0Y1ZnVUETbxuNB9mgKEwbMj0xKpOh9/UWYVgZYh+KjumFmVFxQdgaAwWQaYYK9BHc2V0n3GMCdZ+Kzv9jP8Y3YcZYPD6PGdQCugTQ4K1/8pOf4dxdB9mgMHqv6Wi96jRCWbQ3B1lGBGs/VZ2BDxOf6mJYAUYhD5ztaco0HtK6ZxgOheUB3BVmZ0YEKz9VnYGdL0fwQpgPgNo24wqDAhWPUYhOtBRVAhWAHMR8DijsVnaB4YHq06RgBDC5/Y8hooPAFgMo4LVsLJjWMvRyVJUfADAYhgVrAOHig8AWA4rgxUVHwAt6ku/6LqZGyuDFQCGzlQSD5mlfyELGI2/MwCAWSFYAVgMpQDLGOFgxWEGAPZjQIsVFR8AYBakDAAMEMV9jjqdUAxw7IVSAAD0j3q2+N4bcUzNhzxKocUKAP0wNVu83gbcNa4DwQoAA0OxAJbBSklos3ZhdLCi4gMwgqiCVX/+Tpx1XZgarKj4AIw0BOuAMTJYUfEBsACUAgaMkcHaBYcZYCQZnnH65xgarDrYFqzomACYi1EvUMDjdG9BQ0YPghUA+mN6tvjeR1B408G2YEUpAAAsjk3BiooPAFgFpgcrKj4AYHWYGayo+ACAFWNmsAIAWDEEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACANAMwQoAQDMEKwAAzRCsAAA0Q7ACACF87hhDXL7pJ3J4gp4tAh7HYAsgWAHAEJ9rIlf53DEcLpfTE6N87pgxHB6fx0Gw6kGwAoA+gamcFPA4Y7h844dNvmDUsupgNe509ND2Pox7LOiVAFAw7umbPklMNVe1sUoVowhWQ1YcrIadDh0CHqd7q4DH6f4rQK8EYPhM5Gp3rCJYB8Jqg9VUp4PyiYaVdBxjgKExcf70xiqCdSAsEawD6JWY7nRQvpthMQDHGEDPQEsBpsoAFIMGdN4BJ50hq2yx9tXpoHgq/nkC0EKnsNaFKmhx0vXPCoO1706HHm1VVf9hHGOAoaE4n/oLVsOWLE49LSssBfTd6dB/noliEI4uwDC1dba15Z7UNnLaOtvaOtt6t/f3NVhhi1WXXkrq/PMU8Dim/jkiWAFokF6XPu3Y/516MbWts2226+zZrrO10dnv15becavAzGA1btRy+eiVANArvS5dG5fpdekD/xrZSqw+WLugVwJgEdq4HNrXoxkzghW9EgBgEGYEK0GvBACYgzHBStArAQCGYFKwAgAwAoIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmLAlWAY8zhsMTUD3E547pZvwMPtfUywAAhooVwSrgcShjUy9vBTyO3nO0LxozhssfwT0FgNGABcEq4HG4/AE0PQU8Tk+Mdj2dz0WwAgDtGB+sAh6Hyx9Qn56iXIBgBQAzYHiw8rldwdh/sFKFKIIVAMyA0cHaE6s6fXvqnBTwOFQJimAFADNgcLB2X33SR5WTJpuzCFYAMAMGB6se06WAvooECFYAMANWBqtOXupUCwghfK5+xvK5lKO0AACGgxXB2lMU6E1T7Zc6NwcYVAoMH0G8AgBtWBGsBkxcqQIAGBnDClarbPYJeByr2A8AGLWG2WLVvfrD5+IGUQCA4Qar/s1MuMYOAECGGaz6uap7Lz4AwOg17Bprd5IOL1apB/tbT+EWAGDghhOs+teuRrytaiqJh2yE9x8A2GoYaaJTCKCorhpvQgkWAEaHoQerXt9fLzT53DFjxnA4nL62UL0ZSgEAwApDDlb9mqrxXKfGo/Qxbh8ARochBmtPC1Nv4RPDlU8QrAAwGpntis1IBCtFAaGvWgNFUQGLCQIA/RgerFz9JrKpkKRabRCLCQKAmZglWHXHYWnTzHgL3frIVYrVBrGYIACYD1sGb5qOyL5WG0SwAoAZsCRYTSZk36sNIlgBwAxYEawmywD9rTaIYAUAM2BDsJpaYKX/1QYRrABgBiwI1oGlI0oBADBSGB+sVGUAqrw0GawYxwoANGN6sFKWV42C1XC1QStdVQYA2IHpwUoF984CgEWxL1ixmCAAWBj7ghUAwMIQrAAANEOwAgDQDMEKAEAzBCsAAM0QrAAANEOwAgDQDMEKAEAzBCsAAM0QrAAANEOwAgDQDMEKAEAzBCsAAM0QrAAANEOwAgDQDMEKAEAzBCsAAM0YFaw661lTLb2iv9y1zjN0HuheXEBnzSusNwAA9GJQsOosqUq9uir1WlcmlnHt3kS5GiEAwDAwJ1j1ll6lzFDKjVTLXus9kXJdbACAobOaYDVcj9qwSarfsqRsZ+qWAvQapByjCgKfq/0G7VUAoJ/VBGt/DCKw73amgMfpClHdokHv1q53QIUVAMyBocHab0uzu3BgVEDg8AS6WwU8DsIVAOhlNcHaXylgADVWHT0RqpfAXd8MMqMBAAbHaoK1fzrJSvUln9sbjzoFAJ3c7Nmqm9H69QEAgOFjULDqXp3Sz1BtLuq2eXWboFSjX009FwBg+BgVrMb6KwkAAIw8ZgergMdBexMArA2zgxUAwAohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaIZgBQCgGYIVAIBmCFYAAJohWAEAaPb/AbgAQc4hIK3NAAAAAElFTkSuQmCC" /></div>Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com2tag:blogger.com,1999:blog-534879323942638252.post-51168231329195787452012-01-09T23:03:00.003+07:002012-01-10T00:00:32.889+07:00Evaluasi Pembelajaran : Cara Mudah Menghitung Validitas Item Item<div class="MsoNormal">Uji validitas dilakukan terhadap masing – masing butir soal sebelum soal tersebut diberikan. Uji validitas dilakukan agar soal tersebut nantinya dapat memberikan data yang valid terhadap proses belajar siswa.</div><div class="MsoNormal">Berikut merupakan rumus dari validitas tiap item :</div><div class="MsoNormal"></div><br />
<div class="MsoNormal"><img alt="" src="data:image/png;base64,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" /> </div><div class="MsoNormal"></div><div class="MsoNormal"></div><div class="MsoNormal"><br />
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Misal kita melakukan uji validitas item soal nomor 6 pada pada data jawaban siswa dibawah ini :</div><br />
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" /><br />
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Validitas item no.6 :</div><div class="MsoNormal"></div><div class="MsoNormal"></div><div class="MsoNormal"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYIAAADzCAIAAAAEkYYOAAAUW0lEQVR4nO2dy2HjOBBEEdLoqkSUgXIYReG78tBBmWi9Gwv3QEsEQICkrS4Umq53Gn9GfqCaRRAkW+Gff/8LQghBZBiGEMLDM/LnIn8uO/BXDPGRPxf5c1EMdYH8ucifi2KoC+TPRf5cFENdIH8u8ueiGOoC+XORPxfFUBfIn4v8uSiGukD+XOTPRTHUBfLnIn8uiqEukD8X+XNRDHWB/LnIn4tiqAvkz0X+XBRDXSB/LvLnohjqAvlzkT8XxRCF6ymEcLjcn19788+RP5cd+P+iGMr3fhYzD5Ptv3l011MIIZyuj8fjcb8cXv9e/eUqv6R+umUH/ruKoXGvmvaa6h43/uDFym5myzwvFrd/PqYv9yxwktF9/ZfoP8U/VgzlyJ/L3mIo3UcLu+Zzf4qiYPxBu0lSYdaysv0Tw7JuOrpXDL1+rxY3qzG0iR3Vj0t24L+zGIqCKN3f619lB/xpH85+/3C5vn6Uz03i375fDiEcLpfyPKJ07rS6/SfFyuwkfdXR4BDNouK4qf27NJZtObWr+nHIDvx3F0Nxjky7e7b7zmZDpTnT9ZSdyIxfRC91vxySScrzm/UzveIKzvr2f86BLuUFoFKSPlPzcLlviqHiWBRDHtiB//5iaDqqR/trtvtna0PlM7coh5L/XoyS6ZtLZ3nldeQt2/8VrqUXzl72K4buUzxtmw0VXk4x5IAd+O8vhuKIKU1/8i+jNeA8ndIZUCmG0v8xm3lkVK5mbdv+C6vFtRh6/eS6JYYKY1EMeWAH/nuLoWkukuy2CzGU/5fV6cbri9n1p5UYqr08MIaeNqfpBLMcQ+WxKIY8sAP/fcVQcnU7Pjuqrw0lX9R29YUYiv/jcgxVQ84mhmZrQ/GCdcg3SzGGZmNRDHlgB/67iqHslpo4lApXyvIzr+KPZvODQmyF53xjMYbq9xe+HUPFK2XZwthKDJXH0lMMRZcejO/zkj8XRAxZ3Kv8zXt5tvjb3CHzBgvb5f3tzx1d293genq7vjLkz2VzDBUvgpfpNIbYObS0WQzKiDq6prvB/XKwvtlU/iOVhxAum+7jf4NtMZTfxbtc7L3GUD/PlM0wKSPi6NrtxvfLARC28n9SWRbccB//O2yLoeKiROGuv+QS8eW50jAfR/F6eTLTin59S/LuYFLKVngLU/+FZ+iuJ8yEz3b71x9s9OC/9BDC0n387/Cd2VAWBssxNEufJIcqF7enuwVfv71t+qfdmIuxf+XYGx+vzHcDw1erzSmc+FfWX1bu43+LbTH0KE1Z1mZDs0eSpu9Xb7F55dDX6x0O294x7cZczP2hx9459tu/MqcAYexfeAjh8Vi5j/8tNsdQKpLfurcWQ+kPZneopPzgwKHdmIu9P/LYOwew/b9xTed9TP2LDyHEP7I/JoQQwj///veNYRSfUto0G3odIg6HwtlZyvP1rvk6QXUYW/27RP5zcMfeOZDtX5lTIDD0rzyEMIKModXZ0PTodSIy+2dhbajWQ6P0etmfTDbGylup3ZgLxr/J+djj8YD4L8wp7DHzrz6EMEKNoeo50mtTf01bphgqt+Z5vVCSKqW7ludL3otBpN2Yi2IoY3FOYY+V/8JDCNHPaTFkB2bFDuC/ejtgZSQ/uo2QHUOzO0S68HcbQytzCnvY9fMurWMIVFkdxdCPkvYb/snE9MXCn9uSK/MVPJj/N/AaQ2tzCnsUQ98B9oZ0FUM/2I9/4L/5IPvtGGrj3xXy59L8pAzDt/yjB8mvs2+VL/GVfqF4s3jhv5r7x38kDYt4lS2+uSv93upgm/h3hfy5/L4YSjp6nb5uoUw7hOUdMMq/sHBB8NtnExYxFP/R+IeziFkebCv/rpA/l18aQ7VTjtWug3mnoUIHour/tfF/ksdQyWBzE7bsd1r4d4X8ufy+GEpOSpLbKkunMwu/0FcM1VMpl1kdrGLIHTvw/3UxNPLab2cnWuUnEme/0FcM1Q0Kd7svDLaZf1fIn8uvi6FpbaT6hFsxhua/sBBDvLWhwrrP/AdLg23m3xXy5/LrYii5eDQ75ar0YC7+Qj2GWFfKas8DJ4/QbGg4rStl3tiB/2+LITze77vx7v995M9FMWRPN3ch/xDv/j9A/lwUQ9Z09EzWj/Du/yPkz0Ux1AXy5yJ/LoqhLpA/F/lzUQx1gfy5yJ+LYqgL5M9F/lwUQ10gfy7y56IY6gL5c5E/F8VQF8ifi/y5KIa6QP5c5M9FMdQF8ucify6KoS6QPxf5c1EMdYH8ucifi2KoC+TPRf5cFENdIH8u8ucSQgj//PtfEEIIIuNsaPCM/LnIn8sO/BVDfOTPRf5cFENdIH8u8ueiGOoC+XORPxfFUBfIn4v8uSiGukD+XOTPpUUM3c4hhHC+4f4C1v/z4xhCOH584v4E0H/c+iFAh4DwHzf7XHwckO1YVD9VWtUPOoZu53A8n4/QHIL5384hHD9uH0enZXQ7v8Q/gYMw96/KPqvJSQypfjaBj6FxIJ8f0BwCT0qR78AwDDj/ZLNHJWWNtX9NdRyP/duh+inTsH6wMfR0x74TKqMat/N4Quxq+39+HMPx+Done+4Iz51CMZSzg/pBxlAkDx2HymiBr7N75ACM/cdTmelc4BU+YyAphnJ2UD/AGEo2v6u1iRS/ZXQ7h2jf9bL9J+vhufFv0emBYihnB/WDi6HoWgd4sV1lVCT1Bo4CcVKWHr4+znkpWRaT6qdIy/qBxVA8tR6GIZpfm6MyKhNPK3Bb394/2uCzKtJsaM4O6gcVQ8nMeuF7FkAnpa5nc/EA3CxRD8lMelYwjmJI9bMJ8BJ1K+TPRf5cduCvGOIjfy7y56IY6gL5c5E/F8VQF8ifi/y5hKBe1EIIOsMu0pSt8Bby5yJ/LoqhLpA/F/lzUQx1gfy5yJ+LYqgL5M9F/lwUQ10gfy7y56IY6gL5c5E/F3QMZQ/ZoxowAt+GpYebzGi0/WEDMPePvZNnKzFjUf1UaeUPj6FZAyt7YP7R892FR73NgG5/6IcRjBj7f34cC0UDHIvqp0I7/2YxBOx3gPKf9d/ythv4jKGYqWgcbn/v9dPQv+lsyFejA69twybiExlgxxtgDGX9/zBjUf0U2UXbs2GYrQ05m5RmGx730QQNlhiRXasazaaT75qORfVTpKV/u5My3OnlDo4GiJdNQfWcG2D+9XoxHovqp8iuZkNpnrrqvuj93D7G20cSLB2zrMei+imzx7Uhf7Oh5H0ATiZws4kG234Y7P0LHwMBHYvqp0I7/5ZrQ96OBkM8AodLvG06CZv75x2cQzjfoGNR/VRp5a+7qPnIn4v8uSiGukD+XOTPRTHUBfLnIn8uiqEukD8X+XMJQb2ohRB0hl2kKVvhLeTPRf5cFENdIH8u8ueiGOoC+XORPxfFUBfIn4v8uSiGukD+XOTPRTHUBfLnIn8uTWII33sL6j/qIx/JgpfR+DwWbggI/+Jmj0rJwxP2wzCofjaAj6H0aeioy7AlMP/R/gbskTEMA7qMbudwPJ+RQ7D2L292f02EVT/bQMcQsjtABPhogGzVMwwD1n9sE4MdAsa/WfM/1c8CjeoHGUONOrKrjKo83wH/MfT5cQzHI+bTalQ/NZrVDzKGGk2GVEYVpsOA/xiKz+6tm1Grfso0rB/F0CpOyyiei+4jhpKGpIbDUf2UaFo/WhtaxWkZzZsY+rpSudCRXTGUsIP6wV4py7oKe7tSNuK0jGL8z4biL62bUat+1vA9GxqGrB+1p6PxMD8g+PqAlwhfMVTZ7LDPU1f9rOE/hhogfy7y57IDf8UQH/lzkT8XxVAXyJ+L/LkohrpA/lzkzyUE9aIWQtAZdpGmbIW3kD8X+XNRDHWB/LnIn4tiqAvkz0X+XBRDXSB/LvLnohjqAvlzkT8XxVAXyJ+L/LlAYyh5mCwgH7WHvg2eewmnbwHsDTD3j73jXhOgsah+KrSrH2wMpf1i3D3a572XcKP2l8b+UR+GqMEZcCyqnwrt6qdVDA3A7kPgSanfRg0+Yyhm2vYeY2hE9bNC2xiC5ZDKqAL+s5mGYYBu/6lkgGNR/VRoVz+KoVX8ltGEdfvmBOhuMN/y5mNR/ayCrh/F0Cp7KCNoQ16Qf73JovFYVD8bwNaP1oZW2UUZIQeB8F9q9Go9FtXPOuD6aRVDWVdqU1RGRW7n8ufrmGPtX6gV6FhUP0Va1k+z+4Y8LpE67yUc6yP3A2P/+UdCnG/Qsah+yjSsH91FzUf+XOTPRTHUBfLnIn8uiqEukD8X+XNRDHWB/LnIn0sI6kUthKAz7CJN2QpvIX8u8ueiGOoC+XORPxfFUBfIn4v8uSiGukD+XOTPRTHUBfLnIn8uiqEukD8X+XNBx1DejtrZMzXDMPjuJTwMyXvg5gn7yDlpyQAai+pngTb1A48hz01IvfcSxj/cPQyDvf/0aHfcGwY3FtVPjWb1oxhaxWujhmG4nRsUUaPdADgW1U+FdvWjGFrFbRl9fhzD8Vg+v7EEPJv4HAbsWFQ/ZRrWT8u1IXe9kEfcllHcqwrZTNje/9Xp5mWMHIvqp0zD+tFsaBXXZfTa/MBRYE/KxiEgx6L6KdOwfhRDq7gto0TcZQxN1sixqH7KNKwfxdAqbssoW+H1ssT7+XFMPjF6+pwy0FhUPxXa1Y/uG1rAeS/hoX4HjinW/pVP6YONRfVTpVX96C5qPvLnIn8uiqEukD8X+XNRDHWB/LnIn4tiqAvkz0X+XEJQL2ohBJ1hF2nKVngL+XORPxfFUBfIn4v8uSiGukD+XOTPRTHUBfLnIn8uiqEukD8X+XNRDHWB/LnInws8hrKHatz0u3nh8pmsnPFdwD1difAvtnD214vae/3s45myNl0kYf7RY8WOnlDPuJ3D8XxGPuRt7V9u4ey2F7Xf+mnnrxiqM2v75G8296WN7TWB8c+cHfai9l4/Df0VQ1XS/cBl27Bn7fiPIYe9qL3XT0v/lmtDznpRNzsco7b/dADzH0MOe1F7r5+W/poNVXF+NItn0fuIIWe9qJ3Xz75mQ35jyPm5fd76D3e1rNlJmbNe1L7rR2tD3wR6peBr0ydviTHoC/Z7mA257EXtvX7a+SuGFpnumwCOQzGUUmnh7K8Xtf/6aeWvu6j5yJ+L/LkohrpA/lzkz0Ux1AXy5yJ/LoqhLpA/F/lzCUG9qIUQdIZdpClb4S3kz0X+XBRDXSB/LvLnohjqAvlzkT8XxVAXyJ+L/LkohrpA/lzkz0Ux1AXy5yJ/LvgYip4DCh57UVeaItuC8i88Yw95B0D+eQvtaTjG74bqp0zD+kHG0O2cit/OrnaDWlNkc9oczXDPSEP8sxba8VP11iNR/WwBWj+4GEK2BkgBvw3Yx9OHNmWEHATAP2+hPeuB5qLRx4jqZwVkDLVLIZXROtB3w9y/0EI7GYDxaFQ/q6Drp0UMoT/sSGW0BvaYYOxfaaEdrVQcj6adAFU/a8Drp+FsCDYWldEy6AGY+m9poa3ZUMIO6qfh2pBiqALYH356bOq/oYW2myXqEdXPCtgrZeO52DQAxVAF/AVj7CIdzL+45e0/P1T1s0Cb+ml635CvD0ipNkW2BllGyA/9fdIihkAfXz8Mg+pniUb1o7uo+cifi/y5KIa6QP5c5M9FMdQF8ucify6KoS6QPxf5cwlBvaiFEHSGXaQpW+Et5M9F/lwUQ10gfy7y56IY6gL5c5E/F8VQF8ifi/y5KIa6QP5c5M9FMdQF8ucify7QGMqf6MM94Qd9Gxz3Eh7SJj2wISD8a8+Q5Q2qLVD9VGlVP4qhBbz3Eo6apbpqAluVzRpUG6H6qdCufhRDq7ht1BB3ELPu3xxj7V9TzRtUW6H6KdOwfhRDq7gto+mzUbBDMPb//DiG43HWN7jQoNoI1U+NZvWDjaEcxVAJqP/X2b2bJrBpi5tX061Kg2oTVD8LtKkfzYZW8VtGU7/Lz48jrpQAMfQ6Fxg3/m1Dg+qfo/qp0K5+FEOreC2j1Bs4CsRJ2dN0/OJjvUH1G6h+irSsH8XQKl7LKJlWIFsKW/tnH0+WbXvNhnJ2UD+KoQXc9xKOB+BmiXpY/mQ7RzGk+tkENIbaIX8u8ueyA3/FEB/5c5E/F8VQF8ifi/y5KIa6QP5c5M8lBPWiFkLQGdPo4Rn5c5E/lx34K4b4yJ+L/LkohrpA/lzkz0Ux1AXy5yJ/LoqhLpA/F/lzAcfQ/XKYrYgfLnfzv7ODt4Gt8Bby57IDf+hs6H45QHInA/o23P/+eUbon7+YoYD8r6co98cvEk5Xoz9k4h8fsyazSftVR+nBzWIQ2PqZdFG7grl/5Bxt36iEbEeCPym7Xw6G9V4B53//+wcWPhMQ/+spHE6nymHgerJ8Vwz875fDU3QqmetpKvjJ+H45GFcUsH6aHIet/a+n+VZ/XE8hfocsR9Vkbci25EvA/K+nBiEE8R/31Uq9AMrI7LUek16q+doNHMVQtOsiaRGjyVY3HlejJer4qIYAtrb190/48+d1TgbLUsik+nSt5Y35ccHY/+WXiL6+iE/KbKoKuTZ6OJTOb2xBxui0ia+ncQz2M7xGMYQ+N0P5X0/TetD97x/YCACzien8ZVYx9rNTU//EOV6OOMwmQVZVhayf+ammPfb+r+2eGn9923pK0SyGsDMiZBm93gfgMpH5bvyULsQQYrXC0L9eJsX0tInUNvWDWybCnpR9DSFdnPN4UoZeH4KelD2Tx0sMFS6JpSss9m+Elf/SoaoobrRrQ0/K4gt87mKosk5nPJY2MQS/Wgbzj6InPkGzBueflQvonbDwXz7ETgE1XcWxm2G32P6Ozgbul0M8nZ6v01mXUYsYanDNEnk0+ItfoW4WQ6hdwcB/Pof7WgwtzudsV6jRswl39VO+CADY8F/gYwh/tf6xi7tI2QpvIX8uO/CHxlCTENrF28BWeAv5c9mBPzKGSquliFjawdvAVngL+XPZgb+esOcjfy7y5xKCelELIdj8DzOsH9qNEFhuAAAAAElFTkSuQmCC" /></div><div class="MsoNormal"></div><div class="MsoNormal"></div><div class="MsoNormal"><br />
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<img alt="" 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" /> </div><div class="MsoNormal"><br />
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</div><div class="MsoNormal"></div><div class="MsoNormal"><br />
Koefisien validitas</div><div class="MsoNoSpacing">0,80 – 1,00 = sangat tinggi</div><div class="MsoNoSpacing">0,60 – 0,79 = tinggi</div><div class="MsoNoSpacing">0,40 – 0,59 = cukup</div><div class="MsoNoSpacing">0,20 – 0,39 = rendah</div><div class="MsoNoSpacing">0,00 – 0,19 = sangat rendah</div><div class="MsoNormal"></div>Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com5tag:blogger.com,1999:blog-534879323942638252.post-62251053079309134432012-01-09T10:13:00.003+07:002012-01-09T10:21:43.918+07:00Pengertian Produk, Marketing Pull, dan Technology Push<img alt="" 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" /><br />
Produk adalah segala sesuatu yang dihasilkan yang dapat berupa barang atau jasa. Dalam menghasilkan sebuah produk dibutuhkan proses desain. <br />
<br />
Ada 3 hal yang harus diperhatikan dalam proses desain :<br />
<br />
1. Seleksi<br />
<div style="font-family: inherit;">Seleksi adalah suatu proses yang dilakukan untuk memunculkan jenis barang atau jasa yang akan dijadpikan andalan produksi. Proses seleksi ini bermula dari pengembangan ide atau gagasan.</div><div style="font-family: inherit;">Darimanakah ide / gagasan itu diperoleh??? Begini kata teman2 saya :<br />
</div><div style="font-family: inherit;">Karena,<br />
<br />
<a name='more'></a></div><ul><li>Karena kepepet</li>
<li>Riset</li>
<li>Pengamatan terhadap supplier</li>
<li>Keadaan sekitar</li>
<li>Kebutuhan</li>
<li>Peluang</li>
<li>Laboratorium Research and Development</li>
</ul>2. Desain Produk<br />
3. Desain Proses<br />
<br />
<br />
<br />
<b>Munculnya ide menjadi produk rill setidaknya ada 2 dorongan, yaitu :</b><br />
1. Marketing Pull<br />
Adalah pengambilan keputusan untuk melakukan proses produksi yang didasari pada kebutuhan pasar.<br />
Contohnya : <br />
jika ingin berjualan di lingkungan kampus, barang yang memiliki harga yang murah / sesuai dengan saku anak kampus, pasti akan laris pengunjung, begitu pula sebaliknya.<br />
<br />
2. Technology Push<br />
Adalah menggunakan kemajuan teknologi dan riset untuk memperoleh suatu produk yang akan menjadi kebutuhan pasar<br />
Contoh : <br />
Dewasa ini dalam membaca sebuah email, seseorang tidak harus login ke halaman web email miliknya untuk masuk ke dalam inbox dan membaca sebuah email disana. Namun dengan adanya teknologi yang diterapkan dalam smartphone, PDA, dan perangkat lunak komputer, email tersebut langsung dapat ditampilkan dengan tidak harus repot – repot login pada halaman webmail.<br />
<br />
<b>Pengaruh Market Pull dan Technology Push pada produk yang telah mulai jenuh :</b><br />
Dalam pengaruhnya pada produk yang telah mulai jenuh, market pull sangat berpengaruh untuk tetap mempertahankan konsumen agar tidak jenuh terutama dengan cara mengembangkan inovasi dan kreatifitas pada produk yang dihasilkan sesuai dengan tren atau kebutuhan pasar. <br />
Contohnya:<br />
sekarang jilbab memiliki banyak trend dan desain yang menarik, tidak seperti era zaman dahulu yang hampir seluruh jilbab memiliki bentuk dan desain yang relative hampir sama dan cenderung tidak modis. Oleh karenanya, perusahaan jilbab melakukan market pull yang dilakukan agar konsumen tertarik untuk mengenakan jilbab dan tidak jenuh dimata konsumen. <br />
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Sedangkan pengaruh technology push pada produk yang mulai jenuh ialah dikembangkannya produk dengan teknologi – teknologi baru yang memberikan kemudahan yang lebih bagi konsumen. Pengaruh technology push ini berkaitan dengan pengembangan teknlogi baru yang menjadi kebutuhan baru bagi konsumen. <br />
Contohnya : <br />
Dikembangkannya handphone sebagai technology push dari fungsionalitas telepon rumah, PC, Email, dan masih banyak lagi<br />
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Kriteria yang harus dipertimbangkan apabila barang / jasa tersebut akan diproduksi :<br />
1. Apakah barang/jasa tersebut diperlukan?<br />
2. Apakah barang/jasa tersebut menguntungkan secara ekonomis?<br />
3. Apakah produsen barang atau jasa terebut memiliki kapasitas ynag cukuap untuk melakukan aktivitas produksi tersebut?<br />
4. Apakah produk barang/jasa mampu meningkatkan image perusahaan?<br />
5. Bagaimana pesaing bereaksi terhadap barang/jasa yang dibuat?Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0Condong Catur, Depok, Indonesia-7.7400205991777291 110.39764664820098-7.7624645991777292 110.37973714820097 -7.717576599177729 110.41555614820098tag:blogger.com,1999:blog-534879323942638252.post-65738161048284515662012-01-08T13:35:00.001+07:002012-01-08T13:36:09.729+07:00Materi Evaluasi Pembelajaran<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;">Evaluasi dapat diartikan sebagai suatu kegiatan yang terencana untuk mengetahui keadaan suatu objek dengan menggunakan instrumen dan hasilnya dibandingkan dengan suatu tolak ukur untuk memperoleh suatu kesimpulan. </span></span><br />
<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;">Fungsi utama evaluasi adalah menelaah suatu objek atau keadaan untuk mendapatkan informasi yang tepat sebagai dasar untuk pengambilan keputusan.</span></span><br />
<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;">sumber : </span></span><br />
<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;">http://ventidanokarsa.blogspot.com/2009/05/evaluasi-pembelajaran.html </span></span><br />
<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;"><br />
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<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;">Jadi, evaluasi pembelajaran adalah suatu proses untuk mengetahui keadaan suatu objek yang diukur dengan menggunakan instrumen khusus yang berkaitan dengan hasil pembelajaran yang kemudian dijadikan tolak ukur untuk mendapatkan kesimpulan terhadap proses pembelajaran yang telah berlangsung. </span></span><span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;"> </span></span><br />
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<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;"><br />
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<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;">download materi lengkap Evaluasi Pembelajaran :</span></span><br />
<span class="Apple-style-span" style="font-family: 'Times New Roman';"><span lang="IN" style="font-size: 12pt;">via </span></span><br />
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<img alt="" 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" /><br />
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<a href="http://www.ziddu.com/download/18137027/MateriFullEvaluasiPembelajaran.rar.html" target="_blank">[DOWNLOAD] </a>Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-76987618462668155302012-01-08T13:29:00.000+07:002012-01-08T13:29:25.147+07:00Lampiran Laporan PI SoftcopyFile scan lampiran untuk laporan PI,<br />
1. Lembar Pengesahan<br />
2. Sertifikat Pembekalan<br />
3. Permohonan Kerja Praktek<br />
4. Penerimaan Praktek Kerja<br />
5. Surat Ijin/Tugas<br />
6. Jadwal Kegiatan Praktik Industri<br />
7 ~ 13. Kegiatan Harian<br />
14. Kesan dan Rekomendasi<br />
15. Surat Keterangan Selesai PI<br />
16. Ucapan Thank Kyu..<br />
<br />
silahkan download... <br />
via<br />
<img alt="" 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" /><br />
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<a href="http://www.ziddu.com/download/18136971/lampiran.rar.html" target="_blank">DOWNLOAD</a>Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-38054152280455607372011-11-28T20:22:00.001+07:002011-11-28T20:23:06.803+07:00Teori KonstruktivismeA. John Dewey<br />
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" /> <br />
• Mengemukakan teori konstruktivisme sebagai Student Centered Learning. Teori konstruktivisme menurut John Dewey adalah bahwa belajar harus bersifat aktif, langsung terlibat, berpusat pada siswa dalam konteks pengalaman sosial. <br />
• Disini guru hanya bertindak sebagai motivator dan fasilitator.<br />
• Kesadaran sosial menjadi tujuan dari semua pendidikan,<br />
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B. Joan Pidgaet<br />
<img alt="" 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" /><br />
•Teori belajar konstruktivisme adalah teori belajar yang mendasari pada pengamatan yang melibatkan seluruh indra, menyimpan kesan lebih lama, dan menimbulkan sensasi yang membekas pada siswa<br />
<br />
• Konsep dalam teori adaptasi :<br />
1. Skema<br />
Skema merupakan struktur kognitif tiap – tiap orang. Dengan skema, orang mengkoordinasi objek, pengalaman, dan lingkungan.<br />
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2. Assimilasi<br />
Ketika orang berinteraksi dengan objek, pengalaman dan lingkungan yang baru, secara kognitif orang dapat mengintegrasikan persepsi, konsep, atau pengalaman baru kedalam skema yang telah dimiliki.<br />
<br />
3. Akomodasi<br />
Dapat terjadi pengalaman baru tidak dapat diintegrasikan kedalam skema dengan proses asimilasi, karena tidak cocok dengan skema yang ada.<br />
Orang lalu secara kognitif membentuk skema baru, atau memodifikasi skema yang sudah ada agar cocok dengan pengalaman baru itu.<br />
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4. Ekuiliberasi<br />
Proses asimilasi dan akomodasi berlangsung terus menerus. Proses pengaturan diri secara mekanis agar terjadi keseimbangan antara asimilasi dengan akomodasi, disebut ekuiliberasi. <br />
<br />
• Implikasi konstruktivisme dalam proses belajar siswa :<br />
1. Belajar adalah kegiatan aktif dan siswa mengkonstruksi pengetahuan, tidak sekedar mengumpulkan fakta.<br />
2. Siswa memasuki kelas tidak dengan kepala kosong. Siswa telah membawa konsep awal yang bermacam – macam.<br />
3. Siswa memiliki cara sendiri (kekhasan) untuk membangun pengetahuan.<br />
4. Pengetahuan dibangun secara individual dan sosial. Siswa perlu belajar bersama.<br />
5. Belajar memerlukan interaksi sosial dengan orang yang lebih tau. Belajar juga merupakan proses dimana seseorang masuk didalam kultur orang terdidik.<br />
<br />
• Implikasi konstruktivisme terhadap proses mengajar :<br />
1. Mengajar itu berarti memberi peluang dan fasilitas agar prosesmengkonstruksi pengetahuan bisa terjadi. Disini mengajar bukan proses memindahkan pengetahuan dari guru ke siswa.<br />
2. Guru sebagai mediator dan fasilitator dengan fungsi :<br />
a. Menyediakan pengalaman belajar<br />
b. Menyediakan kegiatan – kegiatan yang merangsang proses belajar<br />
c. Memonitor, mengevaluasi, dan memberi topangan selama proses siswa belajar.<br />
d. Memberikan umpan balik<br />
<br />
• Beberapa hal yang perlu diperhatikan guru :<br />
1. Hendaknya tidak melihat siswa sebagai tidak tahu apa – apa.<br />
2. Perlu mengerti cara kerja siswa<br />
3. Perlu mengerti sifat kesalahan siswa<br />
4. Perlu membiarkan para siswa untuk menemukan caranya sendiri untuk mengatasi masalah.<br />
5. Perlu mengerti konteks materi dan konteks pengalaman siswa<br />
6. Tidak terpaku pada satu – satunya strategi pembelajaran.Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-21926569920948796332011-10-25T11:24:00.000+07:002011-10-25T11:24:35.533+07:00Evaluasi Pembelajaran 2 : Taxonomi BloomDalam taxonomi bloom, tujuan pendidikan meliputi ranah : Kognitif, Psikomotorik, dan Afektif.<br />
<br />
<b>Ranah kognitif meliputi :</b><br />
- Pengetahuan<br />
pengigatan dari materi yang dipelajari (mendiskripsipkan, mendefinisikan, dan<br />
mengidentifikasikan).<br />
<br />
- Pemahaman<br />
memahami materi (menjelaskan dan menerangkan).<br />
<br />
- Aplikasi<br />
menggunakan materi yang telah dipelajari kedalam situasi yang baru dan nyata. <br />
(menghitung dan mendemonstrasikan)<br />
<br />
- Sintesa<br />
meletakkan bagian - bagian bersama - sama untuk memberntuk keseluruhan yang baru.<br />
(menyimpulkan, membuat abstraksi)<br />
<br />
- Analisa<br />
memecahkan/menguraikan/memisahkan materi kedalam bagian - bagianya supaya materi<br />
dapat dengan mudah dipahami.<br />
<br />
- Evaluasi<br />
mempertimbangkan, memutuskan, dan menilai materi untuk tujuan tertentu.<br />
(menafsirkan, menilai, mengkritik)<br />
<br />
Contoh ;<br />
* Pengetahuan : Sebutkan alat yang digunakan untuk membuat gambar Vektor?<br />
* Pemahaman : Jelaskan apa yang anda ketahui tentang gambar vektor?<br />
* Apliaksi : Buatlah contoh gambar vektor beserta video turotialnya!<br />
<br />
<br />
<b>Ranah Afektif</b><br />
hasil belajar yang bersifat emosi, perasaan, dan derajat penerimaan / penolakan<br />
(penerimaan, tanggapan, nilai, organisasi)<br />
Penerimaan : kesediaan/kemauan untuk memperhatikan stimuli tertentu (mengucap salam)<br />
rspon : partisipasi aktif (hadir, bertanya)<br />
nilai : penghargaan (sopan, menghargai waktu, jujur, sportif)<br />
Organisasi : pembawaan bersama konsep yang berbeda<br />
karakteristik/<br />
perwatakan : sistem nilai yang telah mengontol tingkah lakunya untuk waktu yang<br />
cukup lama, dimana telah mengembangkan gaya hidup yang berwatak.<br />
<br />
<br />
<b>Ranah Psikomotor</b><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt6LS6L_E_tFcATvAccckzuxSinAkX9Ah7aWrB21jy4yKKqy_FqcBR2orR2Xqnl9tbIQRR6wTZB1Ly8bNhRwNwu_lOnqKxF6IUSDyWNl0dTd6YcFruoibv_0WhLJiGlhx4woCRzzhJRwVW/s1600/blmpmd.gif" imageanchor="1" style=""><img border="0" height="240" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgt6LS6L_E_tFcATvAccckzuxSinAkX9Ah7aWrB21jy4yKKqy_FqcBR2orR2Xqnl9tbIQRR6wTZB1Ly8bNhRwNwu_lOnqKxF6IUSDyWNl0dTd6YcFruoibv_0WhLJiGlhx4woCRzzhJRwVW/s320/blmpmd.gif" /></a></div><br />
<br />
Keterampilan motoris yang menginginkan koordinasi yang mengingikan koordiansi otot saraf dalam pemakaian bahan/benda (gerak reflek, gerak dasar utama, gerak motor, gerak skill, gerak komunikasi)<br />
Persepsi : mendapatkan indra untuk mendapatkan isyarat yang menuntut aktivitas<br />
motoris<br />
Set : persiapan untuk mengambil tipe perbuatan khusus<br />
Respon : tiruan terhadap pola gerak tertentu<br />
tertuntun <br />
Gerak ter- : perbuatan dimana respon - respon yang telah dipelajari menjadi <br />
-tuntun kebiasaan dan gerakan - gerakan yang dapat ditampilkan dengan keyakinan<br />
dan ketangkasan<br />
Respon : perbuatan yang mencakup gerakan yang komplek/rumit, cepat, halus, <br />
komplek teliti, dan memerlukan tenaga yang minimum.Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-29133709358812457412011-10-25T10:58:00.000+07:002011-10-25T10:58:35.241+07:00Evaluasi Pembelajaran : Pendahuluan<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8mXWU_8UswuVe-PmKeuDKgEhdLjKQtF7-e929JeCFpLlPviviG4IRHa5BXD0f4oCpNJ5eFYnufNL5SSrb6jwStBCYji-EUZddps3dqdFTYAEeG6_xl6v7QzKZYDZHf-f_ZypdGKbPc4pa/s1600/pilihanganda.jpg" imageanchor="1" style=""><img border="0" height="200" width="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8mXWU_8UswuVe-PmKeuDKgEhdLjKQtF7-e929JeCFpLlPviviG4IRHa5BXD0f4oCpNJ5eFYnufNL5SSrb6jwStBCYji-EUZddps3dqdFTYAEeG6_xl6v7QzKZYDZHf-f_ZypdGKbPc4pa/s320/pilihanganda.jpg" /></a></div><br />
<br />
Dalam Evaluasi Pembelajaran, pelajaran / matakuliah ini mencakup :<br />
- Pengertian pengukuran : teori dasar pengukuran<br />
- Pegertian penilaian : acuan penilaian<br />
- Pengertian evaluasi<br />
- Perencanaan tes hasil belajar, baik teori maupun praktik<br />
- Perencanaan non-tes<br />
- analisis tes<br />
- interpretasi nilai<br />
<br />
a. Mengukur<br />
adalah membandingkan sesuatu dengan satu ukuran tertentu<br />
<br />
b. Menilai<br />
adalah mengambil suatu keputusan terhadap sesuatu dengan ukuran baik / buruk.<br />
<br />
c. Mengevaluasi<br />
adalah kegiatan yang meliputi mengukur dan menilai<br />
<br />
<br />
<b>Penilaian dalam pendidikan</b><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV0MmQOck4ofPBCCTRO96X2QCA48oMSi7F5qRJIHnYJ87tTMQR1EVaOyRZ2kQTPq4D2YMdYhswvY_ZccslRBW7gqV3jKrIhcyAbEcCIsA0jkbVgkY5vklXr2QmicvAuY0zlro6_zO2e1e8/s1600/Capture99.PNG" imageanchor="1" style=""><img border="0" height="154" width="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhV0MmQOck4ofPBCCTRO96X2QCA48oMSi7F5qRJIHnYJ87tTMQR1EVaOyRZ2kQTPq4D2YMdYhswvY_ZccslRBW7gqV3jKrIhcyAbEcCIsA0jkbVgkY5vklXr2QmicvAuY0zlro6_zO2e1e8/s320/Capture99.PNG" /></a></div><br />
- Menseleksi<br />
- Diagnostik<br />
- Penempatan<br />
- Pengukur Keberhasilan<br />
<br />
<br />
<b>Alat Penilaian</b><br />
A. Tes<br />
B. Non Tes<br />
- Questioner<br />
- Skala bertingkat<br />
- Daftar cocok<br />
- Wawancara <br />
- Pengamatan<br />
- Riwayat hidupSyahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-72146005124583028522010-10-22T22:03:00.000+07:002010-10-22T22:03:51.391+07:00Arti Berjabat TanganPercaya atau tidak, dengan berjabat tangan kita dapat mengetahui kepribadian teman kita, kekasih, orang tua, dan orang2 lain disekitar kita...<br />
Saya hanya mengutip dari VIVAnews, ini hanya sekedar penggambaran saja, <br />
Berikut 3 gaya berjabat tangan terkait penggambaran seseorang, seperti dikutip dari Laman Asken :<br />
<br />
1. Jabat Tangan Lengah<br />
Ini menandakan seseorang memiliki pribadi yang lemah. Kekuatan cengkeraman seseorang menentukan sirkuit batin atau karakternya. Sejumlah staf human resource department (HRD) menggunakan taktik ini saat wawancara pekerjaan, untuk menilai apakah seseorang cocok dengan pekerjaan yang dilamarnya atau tidak.<br />
<br />
2. Jabat Tangan Dengan Meremas Tulang<br />
Mereka yang memiliki kebiasaan menjabat tangan dengan cengkeraman sangat keras atau terlalu lama, menandakan ada hal negatif dalam dirinya. Itu menandakan sikapnya yang berlebihan. Cengkraman seperti ini menjadi menandakan kompensasi atas aura negatif dalam dirinya.<br />
<br />
3. Jabat Tangan Tidak Kencang dan Tidak Lemah, namun Erat<br />
Jabat tangan yang baik adalah yang tidak terlalu kencang ataupun terasa lemah. Jabat tangan ini menandakan seseorang memiliki kepercayaan diri yang tidak berlebihan dan pintar menempatkan diri dalam segala suasana.<br />
<br />
<br />
Dalam penelitian terdahulu yang dilakukan sejumlah ilmuwan dari University College London mengklaim bahwa kekuatan cengkeraman jabat tangan juga bisa digunakan untuk mendeteksi harapan hidup seseorang.<br />
Mereka yang memiliki kekuatan cengkeraman lemah dianggap memiliki harapan hidup lebih pendek dibanding mereka yang terbiasa menjabat tangan dengan cengkeraman kuat.Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-43170558031048280272010-10-22T21:55:00.000+07:002010-10-22T21:55:40.929+07:00Serial Number Total Video Converter 3.10Serial Number TVC 3.10 :<br />
0ab52023-ba00347e-9fa86acd-fdc330a9-68578b7e-264b81e1-30bdfeef-cea403fa-20457e4a-39c03409-f69a9aba-388e8a94-677044c7-643fe9ac-66523c91-18a61801Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com1tag:blogger.com,1999:blog-534879323942638252.post-35200539242544335982010-10-22T21:53:00.000+07:002010-10-22T21:53:04.325+07:00Serial Number Windows XP SP3Serial Windows XP SP3 :<br />
MYHVT - WQ49M - QRPVF - V86FC - P3R8YSyahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-84861182761562173022010-10-21T20:52:00.001+07:002010-10-21T20:52:04.889+07:005 Hal Sepele Yang Dapat Merusak Kulitdikutip dari Marie Claire<br />
<br />
1. Tidak memperbarui kacamata atau lensa kontak<br />
Sebenarnya hal yang bisa membuat keriput muncul lebih cepat adalah MEMICINGKAN MATA . Hal ini sering terjadi ketika Anda tidak memperbarui kacamata atau lensa kontak. Pastikan Anda memeriksakan mata secara teratur untuk mengetahui kondisi minus mata, apakah berubah atau tidak. Bukan hanya lebih sehat untuk mata, tetapi juga untuk menghindari munculnya keriput lebih cepat di sekitar mata.<br />
<br />
2. Sauna<br />
Mengeluarkan racun dengan sauna memang sangat efektif dan menyehatkan. Tetapi, jangan terlalu sering melakukan sauna, karena menurut, dr. Gross, seorang ahli kecantikan, sauna bisa mengurangi elastisitas kulit.<br />
<br />
3. Berlari (latihan high-impact)<br />
Olahraga seperti berlari memang sangat bagus untuk kesehatan jantung, tetapi ada efeknya terhadap kulit. Lari atau olahraga dengan aktivitas tinggi dapat membuat bantalan lemak turun dan meruntuhkan kolagen dan elastin yang sangat penting bagi kekenyalan kulit. Untuk itu, sesekali cobalah olahraga dengan berjalan kaki.<br />
<br />
4. Kurang tidur<br />
Kurang tidur yang kronis bisa membuat masalah kulit jangka panjang. Tidak cukup tidur membuat tubuh seseorang merasa stres dan memproduksi zat radikal bebas pemicu kulit terlihat kusam dan keriput tumbuh lebih cepat.<br />
<br />
5. Air ledeng<br />
Kandungan klorin dalam air ledeng dapat menghilangkan minyak alami pada kulit. Hal itu memicu kuit kering dan bisa mengalami iritasi. Untuk menghindarinya, menggunakan filter air adalah cara yang paling mudah.<br />
<br />
dikutip dari VIVAnewsSyahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-40000806195032839222010-10-21T20:45:00.000+07:002010-10-21T20:45:26.391+07:00Mengefisienkan Kerja MS Word Dengan Office TabOffice Tab merupakan aplikasi khusus MS Office yang berguna sekali untuk mengefisienkan kinerja dari aplikasi perkantoran ini.<br />
<br />
Fungsi dari Office Tab ialah memudahkan user untuk membuka lembar kerja MS Office dalam satu halaman saja.. seperti halnya browser internet.<br />
<br />
Jadi kita dapat menghemat bar supaya tidak menumpuk hanya untuk membuka MS Office saja., sebab biasanya jika membuka lembar baru pada MS Office baik Word maupun Excel, pasti akan membuka lembar halaman bar baru pada taskbar.<br />
<br />
download sofware <a href="http://usershare.net/7sj0h9ok49zs"> disini </a> <br />
downlad crack <a href="http://www.ziddu.com/download/9801706/CrackOfficeTabv5.01.rar.html"> disini </a><br />
<br />
sumber referensi www.maniac-download.comSyahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-53259827120330479062010-10-21T20:32:00.000+07:002010-10-21T20:32:34.759+07:00ApenggioFrom : Ponco Satrio ( dikutip dari musisi.com )<br />
<br />
1. CMaj<br />
-------------------------------------<br />
--------------------------------------<br />
--------5----------------------------<br />
---2-3--3-2------------------------<br />
-5------------5---------------------<br />
-------------------------------------<br />
<br />
2.Dmin<br />
----------------------------------------<br />
-----------------------------------------<br />
--------7-------------------------------<br />
---3-5--5-3--------------------------<br />
-7------------7------------------------<br />
-----------------------------------------<br />
<br />
3.Emin<br />
----------------------------------------<br />
-----------------------------------------<br />
--------9-------------------------------<br />
---5-7--7-5--------------------------<br />
-8------------8------------------------<br />
-----------------------------------------<br />
<br />
4.FMaj<br />
----------------------------------------<br />
----------------------------------------<br />
----------10---------------------------<br />
-----7-9----9-7-----------------------<br />
-10-------------10--------------------<br />
----------------------------------------<br />
<br />
5.Gdom<br />
----------------------------------------<br />
----------------------------------------<br />
-----------12--------------------------<br />
----9-10------10-9-------------------<br />
-12-------------------12--------------<br />
----------------------------------------<br />
<br />
6.Amin<br />
----------------------------------------<br />
-----------------------------------------<br />
--------------14-----------------------<br />
-----10-12----12-10----------------<br />
-14---------------------14------------<br />
-----------------------------------------<br />
<br />
7.Bhalfdim<br />
----------------------------------------<br />
-----------------------------------------<br />
-------------16------------------------<br />
----12-14-----14-12----------------<br />
-15---------------------15------------<br />
----------------------------------------- <br />
<br />
link video lessonnya <a href="http://www.youtube.com/watch?v=CKMjd70iJ2c"> disini </a>Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-80235053328323284872010-10-21T20:28:00.000+07:002010-10-21T20:28:23.195+07:00Cara Memegang Pick GuitarKebanyakan para gitaris pro yang saya lihat di konser / tv/ youtube memegang pick dengan menjepitkan pick diantara jari telunjuk dengan jempol,<br />
namun itu bukan parameter yang sebenarnya.<br />
Memegang pick tergantung pada bagaimana feel kamu saat memegang pick... apabila dirasa nyaman dan superb dalam memainkan dengan menggunakan posisi peggangan pick kamu.. why not? lalukanlah cara memegang pick dengan apa yang kalian anggap bahwa dengan memegang seperti yang saya lakukan ini, akan menghasilkan aroma musik yang superb dari gitar saya..Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-18135953535640274752010-10-21T20:18:00.000+07:002010-10-21T20:23:04.869+07:00Basic Fingering Untuk Ningkatin Refleks Bermain GitarLakukan seperti ini selama satu jam, dengan tipe fingering yang bebas...<br />
Xi, atau Xii, dst.. pokoknya satu jam..<br />
di jamin besok finger mu enak buat nggitar..<br />
Xi.<br />
E|-----------------------------------------2-1-3-4-----------------------------------------|<br />
B|---------------------------------2-1-3-4---------2-1-3-4---------------------------------|<br />
G|-------------------------2-1-3-4-------------------------2-1-3-4-------------------------|<br />
D|-----------------2-1-3-4-----------------------------------------2-1-3-4-----------------|<br />
A|---------2-1-3-4---------------------------------------------------------2-1-3-4---------|<br />
E|-2-1-3-4-------------------------------------------------------------------------2-1-3-4-|<br />
<br />
Xii.<br />
E|-----------------------------------------2-1-4-3-----------------------------------------|<br />
B|---------------------------------2-1-4-3---------2-1-4-3---------------------------------|<br />
G|-------------------------2-1-4-3-------------------------2-1-4-3-------------------------|<br />
D|-----------------2-1-4-3-----------------------------------------2-1-4-3-----------------|<br />
A|---------2-1-4-3---------------------------------------------------------2-1-4-3---------|<br />
E|-2-1-4-3-------------------------------------------------------------------------2-1-4-3-|<br />
<br />
Xiii.<br />
E|-----------------------------------------3-4-1-2-----------------------------------------|<br />
B|---------------------------------3-4-1-2---------3-4-1-2---------------------------------|<br />
G|-------------------------3-4-1-2-------------------------3-4-1-2-------------------------|<br />
D|-----------------3-4-1-2-----------------------------------------3-4-1-2-----------------|<br />
A|---------3-4-1-2---------------------------------------------------------3-4-1-2---------|<br />
E|-3-4-1-2-------------------------------------------------------------------------4-5-1-2-|<br />
<br />
Xiv.<br />
E|-----------------------------------------3-4-2-1-----------------------------------------|<br />
B|---------------------------------3-4-2-1---------3-4-2-1---------------------------------|<br />
G|-------------------------3-4-2-1-------------------------3-4-2-1-------------------------|<br />
D|-----------------3-4-2-1-----------------------------------------3-4-2-1-----------------|<br />
A|---------3-4-2-1---------------------------------------------------------3-4-2-1---------|<br />
E|-3-4-2-1-------------------------------------------------------------------------3-4-2-1-|<br />
<br />
Xv.<br />
E|-----------------------------------------3-1-2-4-----------------------------------------|<br />
B|---------------------------------3-1-2-4---------3-1-2-4---------------------------------|<br />
G|-------------------------3-1-2-4-------------------------3-1-2-4-------------------------|<br />
D|-----------------3-1-2-4-----------------------------------------3-1-2-4-----------------|<br />
A|---------3-1-2-4---------------------------------------------------------3-1-2-4---------|<br />
E|-3-1-2-4-------------------------------------------------------------------------3-1-2-4-|<br />
<br />
Xvi.<br />
E|-----------------------------------------3-1-4-2-----------------------------------------|<br />
B|---------------------------------3-1-4-2---------3-1-4-2---------------------------------|<br />
G|-------------------------3-1-4-2-------------------------3-1-4-2-------------------------|<br />
D|-----------------3-1-4-2-----------------------------------------3-1-4-2-----------------|<br />
A|---------3-1-4-2---------------------------------------------------------3-1-4-2---------|<br />
E|-3-1-4-2-------------------------------------------------------------------------3-1-4-2-|<br />
<br />
Xvii.<br />
E|-----------------------------------------3-2-1-4-----------------------------------------|<br />
B|---------------------------------3-2-1-4---------3-2-1-4---------------------------------|<br />
G|-------------------------3-2-1-4-------------------------3-2-1-4-------------------------|<br />
D|-----------------3-2-1-4-----------------------------------------3-2-1-4-----------------|<br />
A|---------3-2-1-4---------------------------------------------------------3-2-1-4---------|<br />
E|-3-2-1-4-------------------------------------------------------------------------3-2-1-4-|<br />
<br />
<br />
<br />
<br />
<br />
<br />
Xviii.<br />
E|-----------------------------------------3-2-4-1-----------------------------------------|<br />
B|---------------------------------3-2-4-1---------3-2-4-1---------------------------------|<br />
G|-------------------------3-2-4-1-------------------------3-2-4-1-------------------------|<br />
D|-----------------3-2-4-1-----------------------------------------3-2-4-1-----------------|<br />
A|---------3-2-4-1---------------------------------------------------------3-2-4-1---------|<br />
E|-3-2-4-1-------------------------------------------------------------------------3-2-4-1-|<br />
<br />
Xix.<br />
E|-----------------------------------------4-1-2-3-----------------------------------------|<br />
B|---------------------------------4-1-2-3---------4-1-2-3---------------------------------|<br />
G|-------------------------4-1-2-3-------------------------4-1-2-3-------------------------|<br />
D|-----------------4-1-2-3-----------------------------------------4-1-2-3-----------------|<br />
A|---------4-1-2-3---------------------------------------------------------4-1-2-3---------|<br />
E|-4-1-2-3-------------------------------------------------------------------------4-1-2-3-|<br />
<br />
Xx.<br />
E|-----------------------------------------4-1-3-2-----------------------------------------|<br />
B|---------------------------------4-1-3-2---------4-1-3-2---------------------------------|<br />
G|-------------------------4-1-3-2-------------------------4-1-3-2-------------------------|<br />
D|-----------------4-1-3-2-----------------------------------------4-1-3-2-----------------|<br />
A|---------4-1-3-2---------------------------------------------------------4-1-3-2---------|<br />
E|-4-1-3-2-------------------------------------------------------------------------4-1-3-2-|<br />
<br />
Xxi.<br />
E|-----------------------------------------4-2-1-3-----------------------------------------|<br />
B|---------------------------------4-2-1-3---------4-2-1-3---------------------------------|<br />
G|-------------------------4-2-1-3-------------------------4-2-1-3-------------------------|<br />
D|-----------------4-2-1-3-----------------------------------------4-2-1-3-----------------|<br />
A|---------4-2-1-3---------------------------------------------------------4-2-1-3---------|<br />
E|-4-2-1-3-------------------------------------------------------------4-2-3-1---------4-2-3-1---------------------------------|<br />
------------------------------------4-2-1-3-|<br />
<br />
Xxii.<br />
E|-----------------------------------------4-2-3-1-----------------------------------------|<br />
B|---------G|-------------------------4-2-3-1-------------------------4-2-3-1-------------------------|<br />
D|-----------------4-2-3-1-----------------------------------------4-2-3-1-----------------|<br />
A|---------4-2-3-1---------------------------------------------------------4-2-3-1---------|<br />
E|-4-2-3-1----------------------------------------------------------------4-3-1-2-----------------------------------------|<br />
B|-------------------------------------4-2-3-1-|<br />
<br />
Xxiii.<br />
E|----------------------------------------------4-3-1-2---------4-3-1-2---------------------------------|<br />
G|-------------------------4-3-1-2-------------------------4-3-1-2-------------------------|<br />
D|-----------------4-3-1-2-----------------------------------------4-3-1-2-----------------|<br />
A|---------4-3-1-2---------------------------------------------------------4-3-1-2---------|<br />
E|-4-3-1-2-------------------------------------------------------------------------4-3-1-2-|<br />
<br />
Xxiv.<br />
E|-----------------------------------------4-3-2-1------------------------------------------|<br />
B|---------------------------------4-3-2-1---------4-3-2-1---------------------------------|<br />
G|-------------------------4-3-2-1-------------------------4-3-2-1-------------------------|<br />
D|-----------------4-3-2-1-----------------------------------------4-3-2-1-----------------|<br />
A|---------4-3-2-1---------------------------------------------------------4-3-2-1---------|<br />
E|-4-3-2-1-------------------------------------------------------------------------4-3-2-1-| <br />
<br />
Sumber : musisi.comSyahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-17481049121928487052010-10-21T20:11:00.000+07:002010-10-21T20:20:20.550+07:005 Software Wajib Untuk Tweeking Komputer / Laptop + CrackSyahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0tag:blogger.com,1999:blog-534879323942638252.post-82457904692712144172010-10-21T19:49:00.000+07:002010-10-21T20:19:55.482+07:00Cara Agar Blog Dapat Masuk ke Search Engine Google1. Buka www.google.com/addurl/<br />
2. Url : isi alamat blog anda<br />
Comments : isikan saja General blog<br />
3. Klik Add Url<br />
4. 3. promosi baik-baik<br />
- pasang signature email kita yang ada link blog atau website kita (hati-hati email kita diangap spam)<br />
- pasang signature di komentar blog atau forum walaupun nofollow<br />
- pasang iklan di iklan online gratisan<br />
- masukkan blog kita di web direktori lokal dan internasional sebanyak-banyaknya<br />
- daftar direktori blog seperti blog-indonesia.com<br />
- pakai pakaian atau atribut yang ada tulisan alamat situs kita<br />
- kalau kenalan sama orang lain di internet jangan lupa promosi blog kita.<br />
- pasang link blog kita di profil friendster, facebook, hi5, myspace, dan lain-lain.<br />
5. rajin menebar link blog aktif kita di internet<br />
carilah forum atau blog yang memperbolehkan kita posting link aktif follow web kita di situsnya. seperti memberi komentar atau respon balasan thread di forum komunitas dengan melampirkan link di signature kita. cara ini lumayan ampuh untuk menarik pengunjung dan banyak bot search engine.Syahri Ramadanhttp://www.blogger.com/profile/13938501990328819150noreply@blogger.com0