tag:blogger.com,1999:blog-62431170300666311522024-02-18T21:53:38.625-08:00My Life My Adventure..Anda bisa menjadi diri anda yang sebenarnya saat tidak ada yang melihat..ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-6243117030066631152.post-64102841088380266762011-08-01T19:55:00.000-07:002011-08-01T19:55:23.496-07:00Teknologi SDH(Synchronous Digital Hierarchy)<div style="text-align: justify;">SDH merupakan hirarki multiplexing yang berbasis pada transmisi sinkron yang telah ditetapkan oleh ITU-T. Dalam dunia telekomunikasi, sejumlah multiplexing sinyal-sinyal dalam transmisi menimbulkan masalah dalam hal pencabangan dan penyisipan (add/drop) yang tidak mudah serta keterbatasan untuk memonitor dan mengendalikan jaringan transmisinya. Hirarki multiplexing SDH dapat dilihat pada gambar 1.</div><div style="text-align: center;"><img alt="" class="aligncenter size-full wp-image-192" height="156" src="http://adeadnani.files.wordpress.com/2011/03/multiplexing-sdh.jpg?w=316&h=156" title="Multiplexing SDH" width="316" /><strong>Gambar 1.</strong><em>Multiplexing SDH</em></div><div style="text-align: justify;">SDH memiliki<span id="more-191"></span> dua keuntungan pokok yaitu fleksibilitas yang demikian tinggi dalam hal konfigurasi kanal pada simpul-simpul jaringan dan meningkatkan kemampuan manajemen jaringan baik untuk payload traffic-nya maupun elemenelemen jaringan[5]. Secara bersama-sama, kondisi ini akan memungkinkan jaringannya untuk dikembangkan dari struktur transport yang bersifat pasif pada PDH ke dalam jaringan lain yang secara aktif mentransportasikan dan mengatur informasi. Selain dua keuntungan tersebut, SDH juga memiliki beberapa keuntungan lainnya , diantaranya adalah:</div><ol style="text-align: justify;" type="a"><li>Self-healing, yakni pengarahan ulang (rerouting) lalu lintas komunikasi secara otomatis tanpa interupsi layanan.</li>
<li>Provisi yang cepat.</li>
<li>Akses yang fleksibel, manajemen yang fleksibel dari berbagai lebarpita tetap ke tempat-tempat pelanggan.</li>
<li>Kemampuan memberikan informasi (detail alarm) dalam menganalisis masalah yang terjadi pada sistem.</li>
<li>Standar SDH juga membantu kreasi struktur jaringan yang terbuka, sangat dibutuhkan dalam lingkup yang kompetitif sekarang ini bagi perusahaanperusahaan penyedia layanan telekomunikasi.</li>
</ol><h4 style="text-align: justify;">Struktur Frame SDH</h4>Struktur frame terendah yang didefinisikan dalam standar SDH adalah STM-1 (Synchronous Transport Module level 1) dengan laju bit 155,520 Mbit/s (155 Mbps). Ini berarti STM-1 terdiri dari 2430 byte dengan durasi frame 125μ s. Bit rate atau kecepatan transmisi untuk level STM-N yang lebih tinggi juga telah distandarisasi sebagai kelipatan bulat (1, 4, 16 dan 64) dari N x 155,520 Mbps.seperti yang terdapat pada Tabel 1.<br />
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<table align="center" border="1"><caption> <strong>Tabel 1.</strong><em>Standar Frame dan Kecepatan SDH</em> </caption> <tbody>
<tr> <th>Standar Frame</th> <th>Standar Kecepatan</th> </tr>
<tr> <td>STM – 1</td> <td>155,520 Mbps (155 Mbps)</td> </tr>
<tr> <td>STM – 4</td> <td>622,080 Mbps (622 Mbps)</td> </tr>
<tr> <td>STM – 16</td> <td>2.488,320 Mbps (2,5 Gbps)</td> </tr>
<tr> <td>STM – 64</td> <td>9.953,280 Mbps (10 Gbps)</td><td> </td></tr>
</tbody></table><br />
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Sumber : http://adeadnani.wordpress.com/2011/04/04/sharing-tentang-modul-penguatline-amplifier-cards-optik-dwdm/ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-17646622526466559342011-04-12T19:39:00.000-07:002011-04-12T19:39:10.736-07:0010 Desain Sempurna Pada Bumi, Bukti Kesempurnaan Tuhan Sang PenciptaSalah satu temuan mutakhir di dunia sains yang menjadi buah bibir di kalangan ilmuwan adalah apa yang disebut prinsip antropis.<br />
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Prinsip ini mengungkapkan bahwa setiap detail yang terdapat di alam semesta telah dirancang dengan ketepatan yang sempurna untuk memungkinkan manusia hidup. Contoh kecil dari prinsip antropis ini dapat kita temukan pada fakta-fakta yang berkaitan dengan keberadaan bumi.<br />
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Dalam hal ini, seorang astronom amerika Hugh Ross dalam bukunya yang berjudul <i>'The Fingerprint of God, Recent Scientific Discoveries Reveal The Unmistakable Identitiy of The Creator'</i> telah membuat daftarnya sendiri sebagai berikut.<br />
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<span style="font-size: medium;">1. Jarak bumi dengan matahari</span><br />
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Jarak matahari ke bumi adalah 149.669.000 kilometer (atau 93.000.000 mil). Jarak ini dikenal sebagai satuan astronomi dan biasa dibulatkan (untuk penyederhanaan hitungan) menjadi 148 juta km.<br />
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<div style="text-align: center;"><img border="0" height="279" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTLGHNo93YP5SXuS9WPV6Z3bUrI2kWQHjMbPVgMvORSsAktytIZP0KXktBzM0Qk2tav3UDSllwKPP70Mu1EYhhTvqjQ6NRXvAubSexCQjGJqZDajDiGVHJepnjkQ1YBrJirO7hHVU9JqK-/s400/helions.GIF" width="400" /> </div><br />
Dibandingkan dengan bumi, diameter matahari kira-kira 112 kalinya. Gaya tarik matahari kira-kira 30 kali gaya tarik bumi. Sinar matahari menempuh masa 8 menit untuk sampai ke bumi.<br />
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<blockquote><b>Jika lebih jauh:</b> <br />
Planet bumi akan terlalu dingin bagi siklus air yang stabil.<br />
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<b>Jika lebih dekat:</b> <br />
Planet bumi akan terlalu panas bagi siklus air yang stabil</blockquote><br />
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<span style="font-size: medium;">2. Gravitasi di permukaan bumi</span><br />
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<div style="text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXTMWE_Sz1sZYbkg7H6RJgxz8DYbcCy4x7t53665-K_K5L1WOhVeYYlP9LheWnKxTwqYZnAJMaJfIqa0FF0yW_4DiKX7aGWIT0LoMwwpzCfyb5wmYEEErvzE2K_gGhBA5pSBbUpkit4Fnm/s1600/OC0811004_L6EarthGravity.jpg" /></div><br />
Gravitasi permukaan dari sebuah obyek astronomi (planet, bintang, dll) adalah percepatan gravitasi yang berlaku pada permukaan obyek tersebut. Gravitasi permukaan bergantung pada massa dan radius obyek tersebut. Seringkali gravitasi permukaan dinyatakan sebagai rasio dengan ketentuan yang berlaku di bumi.<br />
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<blockquote><b>Jika lebih kuat:</b> <br />
Atmosfer bumi akan menahan terlalu banyak gas beracun (amoniak dan methana)<br />
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<b>Jika lebih lemah:</b> <br />
Atmosfer bumi akan terlalu tipis karena banyak kehilangan udara</blockquote><br />
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<span style="font-size: medium;">3. Periode rotasi bumi</span><br />
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<div style="text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcTJTmp9L9ZHl0KVbdomU_AzUclIJpoFlC8UAI8SlTMh3-_3uQvhXsZa4f4rD5i-iFCgdGzuHL5kyJ54t5xBlpHPjI_nH1iRUTmeDcqB25RmKU7Dp5SrvOda6flIeEVBa3IOBPWBOH-BIV/s1600/earth-rotation.jpg" /> </div><br />
Rotasi bumi merujuk pada gerakan berputar planet bumi pada sumbunya dan gerakan di orbitnya mengelilingi matahari. <br />
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<blockquote><b>Jika lebih lama:</b> <br />
Perbedaan suhu pada siang dan malam hari terlalu besar<br />
<b><br />
Jika lebih cepat:</b> <br />
Kecepatan angin pada atmosfer terlalu tinggi</blockquote><br />
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<span style="font-size: medium;">4. Albedo</span><br />
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<div style="text-align: center;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhebBLjg9C41PHHhttELg7ouP7UP2F1vCIh8n87Vwhyphenhyphen_xVWLQVuBBTfNNoJBI1QWBP90pU730WRY4PVf0oIn52sewEGalQ0xfGJ7NnqyC-GYH1eWgSfLZ_QEKo6cJFGVu1pwHVrMMnXJEZY/s400/albedo.jpg" width="400" /></div><br />
Albedo merupakan sebuah besaran yang menggambarkan perbandingan antara sinar matahari yang tiba di permukaan bumi dan yang dipantulkan kembali ke angkasa dengan terjadi perubahan panjang gelombang (outgoing longwave radiation).<br />
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Perbedaan panjang gelombang antara yang datang dan yang dipantulkan dapat dikaitkan dengan seberapa besar energi matahari yang diserap oleh permukaan bumi.<br />
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<blockquote><b>Jika lebih besar:</b> <br />
Zaman es tak terkendali akan terjadi<br />
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<b>Jika lebih kecil:</b> <br />
Efek rumah kaca tak terkendali akan terjadi</blockquote><br />
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</span><br />
<span style="font-size: medium;">5. Aktivitas gempa</span><br />
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<div style="text-align: center;"><img border="0" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM1PyS8odpaaGu3fplWKaFp3O9tkPbo0S12Rjmo2WojMSv8Dn2YCpuLxMiRvZiJ4V0EtQFU6Vpyyh4eGT0GntMGbdPJ5_hKE3eDxbvBRVZh9LjC48qQIvTnZhVo02wsX_ynCoDHs0NF9O3/s400/kobeplates2.jpg" width="400" /></div><br />
Gempa bumi adalah getaran atau guncangan yang terjadi di permukaan bumi. Gempa bumi biasa disebabkan oleh pergerakan kerak bumi (lempeng bumi). Kata gempa bumi juga digunakan untuk menunjukkan daerah asal terjadinya kejadian gempa bumi tersebut.<br />
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Bumi kita walaupun padat, selalu bergerak, dan gempa bumi terjadi apabila tekanan yang terjadi karena pergerakan itu sudah terlalu besar untuk dapat ditahan.<br />
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<blockquote><b>Jika lebih besar:</b> <br />
Terlalu banyak makhluk hidup binasa<br />
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<b>Jika lebih kecil:</b> <br />
Bahan makanan dasar laut tidak akan didaur ulang ke daratan melalui pengangkatan tektonik</blockquote><br />
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</span><br />
<span style="font-size: medium;">6. Ketebalan kerak bumi</span><br />
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<div style="text-align: center;"><img border="0" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh23YB7-zcN1fOt9WRwpi_qMw_AKGdOIcJNSmFLsapyzp2mtEtolezXx2LO3Fr9bNqzU8wRbQXFTHTbUTI0Ewd5D6k3dRQtPtiZX3tYkqIIBHPI_t9eFgIE7Sz55px5pejddf37e0qhZDRm/s400/litosfer.jpg" width="400" /></div><br />
Kerak bumi adalah lapisan terluar bumi yang terbagi menjadi 2 kategori, yaitu kerak samudra dan kerak benua. Kerak samudra mempunyai ketebalan sekitar 5-10 km, sedangkan kerak benua mempunyai ketebalan sekitar 20-70 km.<br />
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Penyusun kerak samudra yang utama adalah batuan basalt, sedangkan batuan penyusun kerak benua yang utama adalah granit, yang tidak sepadat batuan basalt. Kerak bumi dan sebagian mantel bumi membentuk lapisan litosfer dengan ketebalan total kurang lebih 80 km.<br />
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<blockquote><b>Jika lebih tebal:</b> <br />
Terlalu banyak oksigen berpidah dari atmosfer ke kerak bumi<br />
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<b>Jika lebih tipis:</b> <br />
Aktivitas tektonik dan vulkanik akan terlalu besar</blockquote><br />
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<span style="font-size: medium;">7. Medan magnet bumi</span><br />
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<div style="text-align: center;"><img border="0" height="285" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtAefDkLSTD4Vynoq1Me2oWXmdNzNaeZcR-0QdPgjwOcVhXqZlrqnrlMG5U9XCKxwUFVuhkiMkWMc_eJLc50yfexOUXNgAo9OzYjeiIhQdiYdEnsDH9mx9gekKBRJ6LWqIs0G9BOyMqGkU/s400/3911457.jpg" width="400" /></div><br />
Magnetosfer bumi adalah suatu daerah di angkasa yang bentuknya ditentukan oleh luasnya medan magnet internal bumi, plasma angin matahari, dan medan magnet antarplanet.<br />
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Di magnetosfer, campuran ion-ion dan elektron-elektron bebas baik dari angin matahari maupun ionosfir bumi dibatasi oleh gaya magnet dan listrik yang lebih kuat daripada gravitasi dan tumbukan.<br />
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<blockquote><b>Jika lebih kuat:</b> <br />
Badai elektromagnetik akan terlalu merusak<br />
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<b>Jika lebih lemah:</b> <br />
Kurangnya perlindungan dari radiasi berbahaya yang berasal dari luar angkasa</blockquote><br />
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<span style="font-size: medium;">8. Interaksi gravitasi dengan bulan</span><br />
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<div style="text-align: center;"><img border="0" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwngOf_8KgXejvSykCjYUMZfP1-CiiACRgfx3LvUFImMO8SSqYuDnBAAk3sBN1MHDKPaiMzr2j8Zve755F0YFjMiRMCOeV7Z-Rqfkkqtq9ep8_cbxLl60jdDnedm6N1B0BdWxUrPXHfQ3X/s1600/moon-earth.jpg" width="400" /></div><br />
Bulan yang ditarik oleh gaya gravitasi bumi tidak jatuh ke bumi disebabkan oleh gaya sentrifugal yang timbul dari orbit bulan mengelilingi bumi.<br />
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Besarnya gaya sentrifugal bulan adalah sedikit lebih besar dari gaya tarik menarik antara gravitasi bumi dan bulan. Hal ini menyebabkan bulan semakin menjauh dari bumi dengan kecepatan sekitar 3,8cm/tahun.<br />
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<blockquote><b>Jika lebih besar:</b> <br />
Efek pasang surut pada laut, atmosfer dan periode rotasi semakin merusak<br />
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<b>Jika lebih kecil:</b> <br />
Perubahan tidak langsung pada orbit menyebabkan ketidakstabilan iklim</blockquote><br />
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<span style="font-size: medium;">9. Kadar karbondioksida dan uap air dalam atmosfer</span><br />
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<div style="text-align: center;"><img border="0" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjB95oSRGPCpOtqb5AxVt-2gDqKX5yENnHbWGlC4J5QO2q52SrFsHLYLHmS-7OUHj_Mb7VXBLvMDzEdqjhexUE95BCJ6UrGan7YgtMeV-qHAWzVZST45eTx6El0qlnGGCEdECoDD5n-jBd5/s400/carbon_cycle_NASA.jpg" width="400" /></div><br />
Atmosfer bumi terdiri atas nitrogen (78.17%) dan oksigen (20.97%), dengan sedikit argon (0.9%), karbondioksida (variabel, tetapi sekitar 0.0357%), uap air, dan gas lainnya.<br />
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Atmosfer melindungi kehidupan di bumi dengan menyerap radiasi sinar ultraviolet dari matahari dan mengurangi suhu ekstrem di antara siang dan malam.<br />
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75% dari atmosfer ada dalam 11 km dari permukaan planet. Atmosfer tidak mempunyai batas yang langsung tapat berbatasan, tetapi agak menipis lambat laun dengan menambah ketinggian, tidak ada batas pasti antara atmosfer dan angkasa luar.<br />
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<blockquote><br />
<b>Jika lebih besar:</b> <br />
Efek rumah kaca tak terkendali akan terjadi<br />
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<b>Jika lebih kecil:</b> <br />
Efek rumah kaca tidak memadai</blockquote><br />
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</span><br />
<span style="font-size: medium;">10. Kadar ozon dalam atmosfer</span><br />
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<div style="text-align: center;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYSan1dgMNxK4NMvm4sKX2T95z1zN-lLYos30Zcp4W2EQr3rFagmQPlTIAk3QBqhkdM2VgnsrF5d2iagM86X-XgG4Vf8sXNuOLbFLLi2j0D125r2sxtb9V583c-h-fxVfmq27F1O1WGpqA/s400/ozon-layer-1.jpg" width="385" /></div><br />
Ozon terdiri dari 3 molekul oksigen dan amat berbahaya pada kesehatan manusia. Secara alamiah, ozon dihasilkan melalui percampuran cahaya ultraviolet dengan atmosfer bumi dan membentuk suatu lapisan ozon pada ketinggian 50 kilometer.<br />
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Ozon tertumpu di bawah stratosfer di antara 15 dan 30 km di atas permukaan bumi yang dikenal sebagai 'lapisan ozon'.<br />
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Ozon dihasilkan dengan pelbagai persenyawaan kimia, tetapi mekanisme utama penghasilan dan perpindahan dalam atmosfer adalah penyerapan tenaga sinar ultraviolet (uv) dari matahari.<br />
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<blockquote><b>Jika lebih besar:</b> <br />
Suhu permukaan bumi terlalu rendah<br />
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<b>Jika lebih kecil:</b> <br />
Suhu permukaan bumi terlalu tinggi, terlalu banyak radiasi ultraviolet</blockquote><br />
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Daftar di atas hanyalah sedikit contoh dari sekian banyaknya data yang melimpah tentang adanya prinsip antropis.<br />
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Namun, yang sedikit inipun cukup untuk menghancurkan mitos yang dipercaya para ilmuan materialis, yaitu bahwa keberadaan bumi beserta kehidupan yang terdapat padanya terjadi secara kebetulan melalui serangkaian peristiwa acak tanpa perencanaan.<br />
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Siapapun yang mempelajari data-data ini tidak akan gagal untuk sampai pada kesimpulan bahwa bumi ini merupakan tempat yang telah dirancang dengan tingkat kerumitan yang tak terbayangkan dan dengan kesesuaian yang sempurna demi keberlangsungan kehidupan di dalamnya.<br />
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Sumber :<br />
<a href="http://danish56.blogspot.com/2011/03/10-desain-sempurna-pada-bumi-bukti.html">danish56.blogspot.com</a>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-2498089965072888772011-04-12T18:01:00.000-07:002011-04-12T18:01:15.456-07:00back to writing..hai bloggers...kembali ke kesibukan sebelumnya..<br />
perasaan sdh lama nggak menulis di blog ini...terakhir kali taon lalu...mgkin krn kesibukan saya d rmh maupun d kmps..tgas menumpuk coy...<br />
skrg mau coba buat entri2 yg baru...butuh ide baru yg original..keliatannya susah,tpi mau di coba dulu, biar nda berkesan plagiat..tapi klo ad info yg bermanfaat pasti di "sajikan" (makanan kaleee...^^) di blog ini walupun cma di copy dri sumber yg pastinya dpt di percaya...hahaha<br />
<br />
now...i'm back to writing....>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-62611046016652172242010-12-17T18:14:00.000-08:002010-12-17T18:14:30.159-08:00The Power of LOVE<span style="font-style: italic; font-weight: bold;">Di mana ada kehadiran, di sana ada kehidupan.</span><br />
<span style="font-style: italic; font-weight: bold;">Dan bila kehadiran itu penuh kecintaan, kehidupan itu adalah kehidupan yang indah.</span><br />
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Cinta dan kecintaan adalah kekuatan yang menjadikan keberadaan kita di dalam kehidupan ini – sebuah kehidupan yang bernilai.<br />
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Anda tidak dapat disebut sepenuhnya hidup, bila Anda tidak sepenuhnya hadir dalam hubungan Anda dengan orang lain. Kehadiran Anda yang penuh kasih sayang-lah, yang menjadikan Anda pribadi yang kehadirannya dirindukan oleh banyak orang. Ingatlah, bahwa cinta adalah pengutuh kehadiran.<br />
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Anda yang berhati penuh kasih sayang, akan menjadi kecintaan dari ribuan jiwa yang mengenal Anda; karena tanpa memberi – kasih sayang Anda adalah pemberian yang memuliakan.<br />
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Maka janganlah hanya hadir. Hadirlah dengan penuh kesungguhan untuk memajukan, mengangkat, dan memuliakan semua yang keberadaannya dihadiahkan kepada Anda.<br />
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<span style="font-style: italic; font-weight: bold;">Cinta dan kecintaan adalah pengindah dari semua kebersamaan.</span><br />
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Siapa pun yang Anda sahabati dengan penuh kecintaan, akan menjadi pribadi yang kebahagiaannya adalah pengindah kehidupan Anda.<br />
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Perhatikanlah bagaimana pribadi-pribadi kecintaan hati Anda itu tumbuh dan merona dengan kebahagiaan, saat Anda mendahulukan kesyukuran atas waktu dan kegembiraan dalam kebersamaan Anda dengan mereka.<br />
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Perhatikanlah bagaimana keluarga yang sederhana bisa membesarkan anak-anak yang bernilai, melalui kebersamaan yang penuh kasih?<br />
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Bukan kurang cantik dan tampannya pasangan hidup - yang tidak membahagiakan kita, tetapi kurang cantiknya upaya kita untuk saling mencintai.<br />
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Kekasih yang sempurna tidak akan kita temukan, tetapi kita masih tetap bisa membangun keindahan kecintaan kita kepada satu sama lain. Kelihatannya, yang kita sebut sempurna itu adalah kualitas terbaik dari yang bisa kita upayakan.<br />
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<span style="font-style: italic; font-weight: bold;">Kecintaan adalah pemungkin bagi kualitas tertinggi.</span><br />
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Apa pun yang Anda sentuh dengan penuh kecintaan, akan mencapai kualitas tertingginya.<br />
<br />
Satu-satunya cara untuk mencapai hasil dengan kualitas tertinggi adalah bekerja dengan kecintaan tertinggi kepada yang sedang dikerjakan. Kesungguhan yang menjadi tanda adanya kecintaan itu, akan memungkinkan tercapainya hasil terbaik dari seburuk-buruknya alat dalam seburuk-buruknya keadaan.<br />
<br />
Tetapi, perhatikanlah bagaimana alat dan perlengkapan yang sempurna gagal untuk mencapai hasil yang baik, bila tidak ada kecintaan di dalam pekerjaannya?<br />
<br />
Bila semakin sedikit dan kecil yang kita miliki sebagai awalan, maka semakin besar dan dalam-lah kecintaan yang harus kita tepatkan bagi pekerjaan kita.<br />
<br />
<br />
<span style="font-style: italic; font-weight: bold;">Kecintaan adalah pengutuh kekuatan.</span><br />
<br />
Bila dibandingkan dengan tantangan yang menghadapi kita dalam perjalanan menuju kecemerlangan hidup, tidak ada pribadi yang lebih kuat dari yang lain.<br />
<br />
Di hadapan bukit granit yang menghalangi aliran sungai menuju sawah dan ladang kita, setiap orang di antara kita berbadan sama lemahnya. Kita semua sama lemahnya.<br />
<br />
Yang berbeda adalah pribadi yang menguatkan diri.<br />
<br />
Anda hanya berbeda, bila Anda menguatkan diri.<br />
<br />
Maka perhatikanlah ini, tugas kita bukanlah menyelesaikan pekerjaan-pekerjaan besar, tetapi melakukan sekecil-kecilnya pekerjaan dengan sebesar-besarnya kecintaan.<br />
<br />
Bila pengetahuan dan kepandaian digunakan oleh pribadi yang penuh kecintaan seperti Anda, hanya langitlah yang bisa membatasi apa yang bisa Anda capai.<br />
<br />
<span style="font-style: italic; font-weight: bold;">Cinta dan kecintaan adalah kualitas yang memperkaya orang miskin, dan ketiadaannya adalah yang memiskinkan para hartawan.</span><br />
<br />
Apapun menjadi indah dalam pandangan yang mencintai, seperti apapun menjadi merdu dalam pendengaran yang mengasihi. Dan apapun menjadi lembut dalam sentuhan yang pengasih, seperti apapun terasa nikmat bagi hati yang penyayang.<br />
<br />
Cinta dan kecintaan adalah pengaya yang sesungguhnya.<br />
<br />
Dan yang ini harus Anda perhatikan. Bila Anda penyayang, Anda akan menjadi pemberi. Dan karena Anda memberi, Anda banyak menerima. Ketahuilah, kasih sayang mengubah pemberian menjadi penerimaan.<br />
<br />
Ingatlah, bahwa hanya memiliki harta – tidak menjadikan kita kaya; bahwa bukan jumlah dan kualitas harta yang menjadikannya kekayaan, tetapi cinta dan kecintaan di dalam mendapatkan, memelihara, dan berbagi-lah yang menjadikan sebuah kehidupan itu kaya.<br />
<br />
Cinta dan kecintaan-lah yang menjadikan apapun sebagai harta, dan yang kemudian menjadikan harta itu sebagai kekayaan.<br />
<br />
<span style="font-style: italic; font-weight: bold;">Cinta dan kecintaan-lah yang memperkaya kehidupan. </span><br />
<br />
<span style="font-style: italic;">Maka sambutlah hari ini dengan penuh kecintaan, syukurilah waktu-waktu tambahan yang masih diperkenankan bagi Anda untuk berkeluarga, bersaudara, bekerja, dan menjadi bagian yang penting dari kehidupan ini.</span>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-81310438907725985982010-12-15T06:04:00.000-08:002010-12-15T06:04:35.243-08:00Kuasai kecerdasan emosi anda<em>"Siapapun bisa marah. Marah itu mudah.<br />
Tetapi, marah pada orang yang tepat,<br />
dengan kadar yang sesuai, pada waktu<br />
yang tepat, demi tujuan yang benar, dan<br />
dengan cara yg baik, bukanlah hal mudah." </em><br />
-- Aristoteles, The Nicomachean Ethics.<br />
<br />
Mampu menguasai emosi, seringkali orang<br />
menganggap remeh pada masalah ini.<br />
Padahal, kecerdasan otak saja tidak<br />
cukup menghantarkan seseorang mencapai<br />
kesuksesan.<br />
<br />
Justru, pengendalian emosi yang baik<br />
menjadi faktor penting penentu<br />
kesuksesan hidup seseorang.<br />
<br />
Kecerdasan emosi adalah sebuah gambaran<br />
mental dari seseorang yang cerdas dalam<br />
menganalisa, merencanakan dan<br />
menyelesaikan masalah, mulai dari yang<br />
ringan hingga kompleks.<br />
<br />
Dengan kecerdasan ini, seseorang bisa<br />
memahami, mengenal, dan memilih<br />
kualitas mereka sebagai insan manusia.<br />
Orang yang memiliki kecerdasan emosi<br />
bisa memahami orang lain dengan baik<br />
dan membuat keputusan dengan bijak.<br />
<br />
Lebih dari itu, kecerdasan ini terkait<br />
erat dengan bagaimana seseorang dapat<br />
mengaplikasikan apa yang ia pelajari<br />
tentang kebahagiaan, mencintai dan<br />
berinteraksi dengan sesamanya.<br />
<br />
Ia pun tahu tujuan hidupnya, dan akan<br />
bertanggung jawab dalam segala hal yang<br />
terjadi dalam hidupnya sebagai bukti<br />
tingginya kecerdasan emosi yang<br />
dimilikinya.<br />
<br />
Kecerdasan emosi lebih terfokus pada<br />
pencapaian kesuksesan hidup yang <br />
<strong>*tidak tampak*.</strong><br />
<br />
Kesuksesan bisa tercapai ketika<br />
seseorang bisa membuat kesepakatan<br />
dengan melibatkan emosi, perasaan dan<br />
interaksi dengan sesamanya. <br />
<br />
Terbukti, pencapaian kesuksesan secara <br />
materi tidak menjamin kepuasan hati <br />
seseorang.ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-50651615048450819112010-12-06T16:50:00.000-08:002010-12-06T16:52:21.593-08:00Tempat Terdingin Di Dunia..Ilmuwan telah mengidentifikasi tempat yang dipercayai sebagai yang paling dingin di dunia. Lokasi yang dikenal dengan nama Ridge A itu terletak 14.000 meter dan berlokasi di dataran tinggi Antartika.<br />
Saat musim dingin tempat itu memiliki rata-rata temperatur minus 70 derajat celcius dan sangat terpencil, sehingga diperkirakan belum ada manusia yang ke sana.<br />
<br />
<center><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibLr-f2dxbfErVfBKZcEDuro52j5v3oqlyOsJXYqzoEiB2y1EcXxh4gmEzrn58pHg_Y85LS6YmAexVNUHAQayKBARMFAhg7G9EBB6bWxchZ-ZqXW7vrLSor4_ABAriCFHRUUHIbPtyAZ7G/s400/Lower+West+Ridge.jpg" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibLr-f2dxbfErVfBKZcEDuro52j5v3oqlyOsJXYqzoEiB2y1EcXxh4gmEzrn58pHg_Y85LS6YmAexVNUHAQayKBARMFAhg7G9EBB6bWxchZ-ZqXW7vrLSor4_ABAriCFHRUUHIbPtyAZ7G/s400/Lower+West+Ridge.jpg" /></center><br />
Sebuah tim ilmuwan dari Amerika dan Australia mengidentifikasi Ridge A dari gambar satelit dan model klimatologi saat mencari lokasi observasi terbaik di dunia. Lokasi tersebut berada di teritorial antartika Australia, hampir 90 mil dari tempat observasi robot yang sudah lebih dulu ada.<br />
<br />
<br />
<center><img alt="http://www.alpinist.com/media/ALP18/alp18-93-1.jpg" src="http://www.alpinist.com/media/ALP18/alp18-93-1.jpg" /></center> Will Saunders, kepala studi mencatat bahwa selain suhu yang sangat rendah, lokasi tersebut memiliki kandungan air yang sangat rendah di udara. "Di sana begitu tenang dan hampir tidak ada angin bahkan cuaca," katanya.<br />
<div style="text-align: center;"><img alt="http://www.science.unsw.edu.au/media/pics/site/imagecache/127FEFD33F439DA89CC86650BBFD1A67.jpg" height="338" src="http://www.science.unsw.edu.au/media/pics/site/imagecache/127FEFD33F439DA89CC86650BBFD1A67.jpg" style="cursor: -moz-zoom-out;" width="450" /></div>Kombinasi dari seluruh elemen tersebut menjadikan tempat itu sangat sempurna untuk pos observasi astronomi. "Gambar-gambar astronomi yang diambil dari Ridge A, paling tidak tiga kali lebih tajam dari tempat yang biasa digunakan para astronom," kata Saunders.<br />
<br />
<br />
<center><img alt="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYGwiaXMCruqR-4O99BVi_JSmyhVnYEZA0ipGadWemOzOnPtH-Agbz_LBnq-TIMA_al9QqasdZ4aEOwS8dGMsaeimssLqMxjQPfJ1Um-5sAMsezdcJ_HT5Pgd2Ue_qoy4b4LHnPujUOHHs/s400/West+Ridge+Couloir.jpg" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYGwiaXMCruqR-4O99BVi_JSmyhVnYEZA0ipGadWemOzOnPtH-Agbz_LBnq-TIMA_al9QqasdZ4aEOwS8dGMsaeimssLqMxjQPfJ1Um-5sAMsezdcJ_HT5Pgd2Ue_qoy4b4LHnPujUOHHs/s400/West+Ridge+Couloir.jpg" /><br />
<br />
</center> <br />
<div style="text-align: center;"><img alt="http://www.snowhenge.net/images/articles/antarctica/damoy_ridge.jpg" height="288" src="http://www.snowhenge.net/images/articles/antarctica/damoy_ridge.jpg" width="450" /></div>Karena langit lebih gelap dan tidak berawan, berarti teleskop sederhana memiliki kekuatan yang sama dengan teleskop terbesar dimana pun di muka bumi. Para ilmuwan percaya jika teleskop yang diletakkan di lokasi tersebut dapat mendekati kualitas foto teleskop Hubble yang berada di luar angkasa. Saat ini tempat observasi terbaik di bumi terletak di atas sebuah gunung di Hawaii dan Chile.<br />
<br />
Sumber :<br />
<a href="http://unik-aja.blogspot.com/2010/03/tempat-terdingin-di-dunia.html">unik-aja.blogspot.com</a>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-52685023885346928602010-12-06T16:46:00.000-08:002010-12-06T16:46:52.202-08:00Mengapa Mata Uang Indonesia Disebut Rupiah?Pernah kepikiran kenapa mata uang Indonesia harus Rupiah. Nah, kali ini mari kita bahas ulasan mengenai asal usul rupiah yang notabene menjadi nama mata uang Indonesia.<br />
<br />
<br />
<div style="text-align: center;"><img alt="www.haxims.blogspot.com" border="0" src="http://babesajabu.files.wordpress.com/2009/09/lima-rupiah.jpg" title="www.haxims.blogspot.com" /></div><br />
Perkataan “rupiah” berasal dari perkataan “Rupee”, satuan mata uang India. Indonesia telah menggunakan mata uang Gulden Belanda dari tahun 1610 hingga 1817. Setelah tahun 1817, dikenalkan mata uang Gulden Hindia Belanda.<br />
<br />
<div style="text-align: center;"><img alt="www.haxims.blogspot.com" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHR5ZTo5Jz2cas1DtlXet2y_v0_eiBBFW6yA7mH5Fs5tiZ7YkKiYHl3QibA-RvJ2Wa7bysLdqnl8xrm2B6POHMzYnV8hKv7csEqZ0HHc9W8UmYahh39pcB1txyInQajFEAU35cZsioUcA/s400/50+sen+lengkap.JPG" title="www.haxims.blogspot.com" /></div><br />
Mata uang rupiah pertama kali diperkenalkan secara resmi pada waktu pendudukan Jepang sewaktu Perang Dunia ke-2, dengan nama rupiah Hindia Belanda. Setelah berakhirnya perang, Bank Jawa (Javaans Bank, selanjutnya menjadi Bank Indonesia) memperkenalkan mata uang rupiah jawa sebagai pengganti.<br />
<br />
<div style="text-align: center;"><img alt="www.haxims.blogspot.com" border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgif3eJtE0nRE2ytiOO8QZ7j3jv1Hinai2_NfhLL1re_nqloqMp5VQpVLcx7W5GyJ6YafPQH3HNZoBDNtKZHj7hBiZX4igrqfnTCr_kc0p_L86yTqzbutLT-Fjl_rOroib7sSerEJrWdjD_/s1600/BARU006.jpg" title="www.haxims.blogspot.com" width="450" /></div><br />
Mata uang gulden NICA yang dibuat oleh Sekutu dan beberapa mata uang yang dicetak kumpulan gerilya juga berlaku pada masa itu.<br />
<br />
<div style="text-align: center;"><img alt="www.haxims.blogspot.com" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi58GkjxyM90uPT8DFIFvnvQkkEUXfHbFKSuV3yw9b2VItLiJpUiuz2QcI0lhU6mKP_HPpUalcyqgDTlRsxt3i9N_V9ssxZRREt81PJ9mYBYBlNa3lhP4g3vsrcGeAoIdr3v2edqJTd8qo/s400/Logam+1+%281970%29.JPG" title="www.haxims.blogspot.com" /></div><div style="text-align: center;"><br />
<img alt="www.haxims.blogspot.com" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtlw0nhwaVsoVgyHS3ZL49s_SIGORkPd1yYqA_PDg4BhiQMNGcy3tJHsxHb7SF-6pSrnS0D9CDANp5MDWjmEhZdSh3bc474Ar2rBWcTMUHdrMW0kyj83a-ddf-8ba-rSIqIMfQkVf0mpY/s400/Logam+2+%281970%29.JPG" title="www.haxims.blogspot.com" /></div><br />
Sejak 2 November 1949, empat tahun setelah merdeka, Indonesia menetapkan Rupiah sebagai mata uang kebangsaannya yang baru. Kepulauan Riau dan Irian Barat memiliki variasi rupiah mereka sendiri tetapi penggunaan mereka dibubarkan pada tahun 1964 di Riau dan 1974 di Irian Barat.<br />
<br />
Krisis ekonomi Asia tahun 1998 menyebabkan nilai rupiah jatuh sebanyak 35% dan membawa kejatuhan pemerintahan Soeharto.<br />
<br />
<div style="text-align: center;"><img alt="www.haxims.blogspot.com" border="1" height="304" src="http://img97.imageshack.us/img97/7158/72776851.jpg" title="www.haxims.blogspot.com" width="450" /></div><br />
Rupiah merupakan mata uang yang boleh ditukar dengan bebas tetapi didagangkan dengan pinalti disebabkan kadar inflasi yang tinggi .<br />
<div style="text-align: center;"> </div><h2>Satuan di bawah rupiah</h2>Rupiah memiliki satuan di bawahnya. Pada masa awal kemerdekaan, rupiah disamakan nilainya dengan gulden Hindia Belanda, sehingga dipakai pula satuan-satuan yang lebih kecil yang berlaku di masa kolonial.<br />
<br />
<div style="text-align: center;"><img alt="www.haxims.blogspot.com" border="0" src="http://babesajabu.files.wordpress.com/2009/09/setengah-rupiah.jpg" title="www.haxims.blogspot.com" /></div><br />
Berikut adalah satuan-satuan yang pernah dipakai namun tidak lagi dipakai karena penurunan nilai rupiah menyebabkan satuan itu tidak bernilai penting.<br />
<ul><li>Sen, seperseratus rupiah (ada koin pecahan satu dan lima sen)</li>
<li>Cepeng, hepeng, seperempat sen, dari feng, dipakai di kalangan Tionghoa peser, setengah sen.</li>
<li>Pincang, satu setengah sen.</li>
<li>Gobang atau benggol, dua setengah sen.</li>
<li>Ketip / kelip / stuiver (Bld.), lima sen (ada koin pecahannya).</li>
<li>Picis, sepuluh sen (ada koin pecahannya).</li>
<li>Tali, seperempat rupiah (25 sen, ada koin pecahan 25 dan 50 sen)</li>
<li>Terdapat pula satuan uang, yang nilainya adalah sepertiga tali.</li>
</ul><h2><br />
Satuan di atas rupiah</h2>Terdapat dua satuan di atas rupiah yang sekarang juga tidak dipakai lagi. <ul><li>Ringgit, dua setengah rupiah (pernah ada koin pecahannya).</li>
<li>Kupang, setengah ringgit</li>
</ul><br />
Sumber :<br />
<a href="http://haxims.blogspot.com/2010/07/mengapa-mata-uang-indonesia-disebut.html">haxims.blogspot.com</a>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-42529742880485657242010-12-06T16:34:00.001-08:002010-12-06T16:34:34.634-08:00Kata Mutiara<strong>Bila perasaan itu jujur, ia tidak membutuhkan penjelasan yang berkepanjangan</strong>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-33399453417346584322010-11-28T02:58:00.000-08:002010-11-28T02:58:46.455-08:00Kota yang hidup dari sinar matahariSonnenschiff sebuah kota di Freiburg, Jerman ini memiliki kelebihan yang tidak dimiliki kota lain, dimana "seluruh kebutuhan energi kota ini di suplai dengan menggunakan sinar matahari yang dikenal dengan energi surya". <br />
<br />
<br />
<div style="text-align: center;"><img alt="" border="0" height="333" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/new-311.jpg" width="500" /></div><br />
Didesain oleh Rolf Disc, dimana Rumah-rumah ini memiliki atap yang memungkinkan sinar matahari tetap di simpan pada musim dingin dan menjadi tameng bagi bangunan dari sinar matahari pada musim panas. Bagian atap juga memiliki sistem daur air hujan yang mengairi taman-taman dan mensuplai air ke toilet. <div style="text-align: center;"><br />
<img alt="" border="0" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/new-119.jpg" width="500" /></div><div style="text-align: center;"><br />
<img alt="" border="0" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/photo-by-Lauren-Keith1.jpg" width="500" /></div><div style="text-align: center;"><br />
<img alt="" border="0" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/new-126.jpg" width="500" /></div><div style="text-align: center;"><br />
<img alt="" border="0" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/photo-Rolf-Disch-Solar-Architecture.jpg" width="500" /></div><div style="text-align: center;"><br />
<img alt="" border="0" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/new-183.jpg" width="500" /></div><div style="text-align: center;"><br />
<img alt="" border="0" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/new-214.jpg" width="500" /></div><div style="text-align: center;"><br />
<img alt="" border="0" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/photo-by-Lauren-Keith.jpg" width="500" /></div><div style="text-align: center;"><br />
<img alt="" border="0" src="http://inhabitat.com/wp-content/blogs.dir/1/files/2010/08/new-173.jpg" width="500" /></div><div style="text-align: left;"><br />
Sumber :<br />
<a href="http://wisbenbae.blogspot.com/2010/09/kota-yang-hidup-dari-sinar-matahari.html">wisbenbae.blogspot.com</a></div>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-52572031469470965242010-11-23T15:52:00.000-08:002010-11-23T15:52:08.085-08:00Tugas Audio Video<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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</style> <![endif]--> <div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Adobe Garamond Pro Bold","serif"; font-size: 28pt; line-height: 115%;">TEKNIK AUDIO VIDEO</span></div><div class="MsoNormal"><br />
</div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Lucida Sans Typewriter"; font-size: 28pt; line-height: 115%;">AUDIO MIXER</span></div><div align="center" class="MsoNormal" style="text-align: center;"><img alt="" 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</style> <![endif]--> </div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 18pt; line-height: 115%;">Disusun Oleh :</span></div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 18pt; line-height: 115%;">Enriko K. Walewangko</span></div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-size: 18pt; line-height: 115%;">(070213008)</span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
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</div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 115%;">FAKULTAS TEKNIK JURUSAN ELEKTRO</span></div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 115%;">UNIVERSITAS SAM RATULANGI</span></div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 115%;">MANADO</span></div><div align="center" class="MsoNormal" style="text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman","serif"; font-size: 16pt; line-height: 115%;"> </span></div><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: "Lucida Sans Typewriter"; font-size: 28pt; line-height: 115%;"></span></div>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com2tag:blogger.com,1999:blog-6243117030066631152.post-37914729880418606412010-11-23T14:41:00.001-08:002010-11-23T14:41:06.397-08:00Jenis-jenis Motivasi<h3 class="post-title entry-title"> <a href="http://tentangkomputerkita.blogspot.com/2010/05/jenis-jenis-motivasi.html">Jenis-Jenis Motivasi</a> </h3><div class="post-body entry-content"> <div style="text-align: justify;">Menurut Sardiman (2005:89-91), motivasi dibedakan menjadi dua jenis, yaitu:</div><div style="text-align: justify;">a. Motivasi Intrinsik</div><div style="text-align: justify;">Motivasi intrinsik adalah motif–motif (daya penggerak) yang menjadi aktif atau berfungsinya tidak perlu dirangsang dari luar, karena di dalam diri setiap individu sudah terdapat dorongan untuk melakukan sesuatu.</div><div style="text-align: justify;"> </div><div style="text-align: justify;">b. Motivasi Ekstrinsik</div><div style="text-align: justify;">Dorongan yang menggerakkan seseorang untuk melakukan sesuatu itu bersumber pada suatu kebutuhan kebutuhan yang harus dipenuhi.</div><div style="text-align: justify;">Menurut<span class="Apple-tab-span" style="white-space: pre;"> </span>Mc<span class="Apple-tab-span" style="white-space: pre;"> </span>Clelland<span class="Apple-tab-span" style="white-space: pre;"> </span>dalam<span class="Apple-tab-span" style="white-space: pre;"> </span>Amirullah<span class="Apple-tab-span" style="white-space: pre;"> </span>(2002:154-155) mengemukakan tiga kebutuhan manusia adalah kebutuhan akan prestasi (need for achievement), kebutuhan akan afiliasi (need for affiliation), dan kebutuhan akan kekuasaan (need for power). Orang dengan kebutuhan yang tinggi cenderung suka bertanggung jawab untuk memecahkan berbagai macam persoalan, mereka cenderung menetapkan sasaran yang cukup sulit untuk mereka sendiri dan mengambil resiko yang sudah diperhitungkan untuk mencapai sasaran tersebut.</div><div style="text-align: justify;">Lebih<span class="Apple-tab-span" style="white-space: pre;"> </span>lanjut<span class="Apple-tab-span" style="white-space: pre;"> </span>Mc<span class="Apple-tab-span" style="white-space: pre;"> </span>Clelland<span class="Apple-tab-span" style="white-space: pre;"> </span>dalam<span class="Apple-tab-span" style="white-space: pre;"> </span>Handoko<span class="Apple-tab-span" style="white-space: pre;"> </span>(1983:256) mengemukakan bahwa orang-orang yang berorientasi prestasi mempunyai karakteristik-karakteristik tertentu yang dapat dikembangkan, yaitu :</div><div style="text-align: justify;"> </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">1. Menyukai pengambilan resiko yang layak (moderat) sebagai fungsi keterampilan, bukan kesempatan ; menyukai suatu tantangan ; dan menginginkan tanggung jawab pribadi bagi hasil-hasil yang dicapai.</div><div style="text-align: justify;">2. Mempunyai kecenderungan untuk menetapkan tujuan-tujuan prestasi yang layak dan menghadapi resiko yang sudah diperhitungkan.</div><div style="text-align: justify;">3. Mempunyai kebutuhan yang kuat akan umpan balik tentang apa yang telah dikerjakannya.</div><div style="text-align: justify;">4. Mempunyai keterampilan dalam perencanaan jangka panjang dan mempunayi kemampuan-kemampuan organisasional.</div><div style="text-align: justify;">Menurut Maslow dalam Darsono (2000:101-102) mengemukakan bahwa manusia mempunyai kebutuhan-kebutuhan sebagai berikut :</div><div style="text-align: justify;">1) Kebutuhan jasmaniah, seperti : makan, minum, istirahat, seksual dan sebagainya.</div><div style="text-align: justify;">2) Kebutuhan keamanan (rasa aman), seperti : ingin sehat, ingin terhindar dari bahaya, ingin menghilangkan kecemasan dan lain-lain.</div><div style="text-align: justify;">3) Kebutuhan untuk memiliki dan dicintai, seperti : ingin berteman, ingin berkeluarga, ingin masuk dalam suatu kelompok dan lain – lain.</div><div style="text-align: justify;">4) Kebutuhan akan penghargaan diri (harga diri), seperti : ingin dihargai, dipercaya, dihormati oleh orang lain dan lain-lain.</div><div style="text-align: justify;">5) Kebutuhan<span class="Apple-tab-span" style="white-space: pre;"> </span>untuk<span class="Apple-tab-span" style="white-space: pre;"> </span>aktualisasi<span class="Apple-tab-span" style="white-space: pre;"> </span>diri,<span class="Apple-tab-span" style="white-space: pre;"> </span>seperti<span class="Apple-tab-span" style="white-space: pre;"> </span>:<span class="Apple-tab-span" style="white-space: pre;"> </span>keinginan<span class="Apple-tab-span" style="white-space: pre;"> </span>untuk mengembangkan potensi diri, bakat dan keterampilan, keinginan berprestasi, keinginan mencapai cita-cita dan sebagainya.</div><div style="text-align: justify;"> 6) Kebutuhan untuk tahu dan mengerti, seperti : mencari ilmu atau menempuh pendidikan setinggi-tingginya<span class="Apple-tab-span" style="white-space: pre;"> </span>yang didorong rasa ingin tahu.</div><div style="text-align: justify;">7) Kebutuhan estetis, yaitu kebutuhan untuk mengungkapkan rasa seni dan keindahan.</div><div style="text-align: justify;">Sedang<span class="Apple-tab-span" style="white-space: pre;"> </span>menurut<span class="Apple-tab-span" style="white-space: pre;"> </span>Morgan<span class="Apple-tab-span" style="white-space: pre;"> </span>dalam<span class="Apple-tab-span" style="white-space: pre;"> </span>Sardiman<span class="Apple-tab-span" style="white-space: pre;"> </span>(2005:78-80)</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">mengemukakan bahwa manusia memiliki berbagai kebutuhan, yaitu :</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">1) Kebutuhan untuk berbuat sesuatu untuk suatu aktivitas</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">2) Kebutuhan untuk menyenangkan orang lain</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">3) Kebutuhan untuk mencapai hasil atau cita-cita</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">4) Kebutuhan untuk mengatasi kesulitan</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Dari uraian tersebut di atas dapat disimpulkan bahwa setiap manusia mempunyai keinginan untuk memenuhi berbagai kebutuhan hidupnya. Kebutuhan itu berasal dari diri sendiri yang menuntut untuk dipenuhi.<span class="Apple-tab-span" style="white-space: pre;"> </span>Keinginan<span class="Apple-tab-span" style="white-space: pre;"> </span>seseorang<span class="Apple-tab-span" style="white-space: pre;"> </span>untuk<span class="Apple-tab-span" style="white-space: pre;"> </span>dapat<span class="Apple-tab-span" style="white-space: pre;"> </span>memenuhi<span class="Apple-tab-span" style="white-space: pre;"> </span>semua kebutuhannya tersebut dapat mendorong seseorang untuk melakukan aktivitas tertentu yang mengarah pada pencapaian pemenuhan kebutuhan. Hal ini dapat menimbulkan motivasi pada diri seseorang guna membekali diri dengan hal hal yang diperlukan dalam mencapai tujuannya tersebut.</div><div style="text-align: justify;">Salah satu bekal yang diperlukan adalah bekal pendidikan yang memadai sehingga pada akhirnya seseorang akan merasa perlu untuk melanjutkan sekolahnya sampai pada jenjang yang memungkinkan dirinya dapat memiliki bekal untuk memenuhi kebutuhan secara berkualitas.</div><div style="text-align: justify;"> </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">3. Faktor-faktor motivasi belajar.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">1) Faktor internal adalah faktor ynag ada dalam diri manusia itu sendiri yang berupa sikap, kepribadian, pendidikan, pengalaman dan cita-cita.</div><div style="text-align: justify;">2) Faktor eksternal adalah faktor yang berasal dari luar diri manusia itu sendiri yang terdiri dari :</div><div style="text-align: justify;">a) Lingkungan<span class="Apple-tab-span" style="white-space: pre;"> </span>sosial,<span class="Apple-tab-span" style="white-space: pre;"> </span>yang<span class="Apple-tab-span" style="white-space: pre;"> </span>meliputi<span class="Apple-tab-span" style="white-space: pre;"> </span>lingkungan<span class="Apple-tab-span" style="white-space: pre;"> </span>masyarakat, tetangga, teman, orangtua/keluarga dan teman sekolah.</div><div style="text-align: justify;">b) Lingkungan non sosial meliputi keadaan gedung sekolah, letak sekolah, jarak tempat tinggal dengan sekolah, alat-alat belajar, kondisi<span class="Apple-tab-span" style="white-space: pre;"> </span>ekonomi<span class="Apple-tab-span" style="white-space: pre;"> </span>orangtua<span class="Apple-tab-span" style="white-space: pre;"> </span>dan<span class="Apple-tab-span" style="white-space: pre;"> </span>lain-lain.<span class="Apple-tab-span" style="white-space: pre;"> </span>(Muhidin<span class="Apple-tab-span" style="white-space: pre;"> </span>Syah,</div><div style="text-align: justify;">1995:108-115)</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Sumanto<span class="Apple-tab-span" style="white-space: pre;"> </span>(1990:108-115)<span class="Apple-tab-span" style="white-space: pre;"> </span>menggolongkan<span class="Apple-tab-span" style="white-space: pre;"> </span>faktor<span class="Apple-tab-span" style="white-space: pre;"> </span>yang mempengaruhi belajar anak menjadi tiga macam, yaitu:</div><div style="text-align: justify;">1) Faktor-faktor stimulasi belajar</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Yang dimaksud faktor stimulasi belajar adalah segala hal di luar individu<span class="Apple-tab-span" style="white-space: pre;"> </span>itu untuk mengadakan reaksi atau perbuatan belajar. Stimulasi dalam penelitian ini mencakup materiil serta suasana lingkungan yang ada di sekitar siswa.</div><div style="text-align: justify;">2) Faktor metode belajar</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Metode yang dipakai guru sangat mempengaruhi belajar siswa. Metode yang menarik dapat menimbulkan rangsangan dari siswa untuk meniru dan mengaplikasikannya dalam cara belajarnya.</div><div style="text-align: justify;"><br />
</div></div><div class="sidebar section" id="sidebar"> <a href="" name="comments"></a><div class="widget HTML" id="HTML2"> <div class="widget-content"> </div><span class="widget-item-control"> </span> </div></div><div id="sidebar-wrapper"> </div>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-40069185056759142912010-11-04T16:51:00.001-07:002010-11-04T16:51:35.272-07:00THE CLIMB<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:RelyOnVML/> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">I can almost see it <br />
That dream I am dreaming <br />
But</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">there's a voice inside my head saying <br />
"You'll never reach it" <br />
<br />
Every step I'm taking <br />
Every move I make feels <br />
Lost with no direction <br />
My faith is shaking <br />
<br />
But I gotta keep trying <br />
Gotta keep my head held high <br />
<br />
There's always gonna be another mountain <br />
I'm always gonna wanna make it move <br />
Always gonna be a uphill battle <br />
Sometimes I'm gonna have to lose <br />
<br />
Ain't about how fast I get there <br />
Ain't about what's waiting on the other side <br />
It's the climb <br />
<br />
The struggles I'm facing <br />
The chances I'm taking <br />
Sometimes might knock me down <br />
But</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">no, I'm not breaking <br />
<br />
I may not know it <br />
But these are the moments that <br />
I'm gonna remember most, yeah <br />
Just gotta keep going <br />
<br />
And I, I got to be strong <br />
Just keep pushing on <br />
<br />
'Cause there's always gonna be another mountain <br />
I'm always gonna wanna make it move <br />
Always gonna be a uphill battle <br />
Sometimes I'm gonna have to lose <br />
<br />
Ain't about how fast I get there <br />
Ain't about what's waiting on the other side <br />
It's the climb, yeah! <br />
<br />
There's always gonna be another mountain <br />
I'm always gonna wanna make it move <br />
Always gonna be an uphill battle <br />
Somebody's gonna have to lose <br />
<br />
Ain't about how fast I get there <br />
Ain't about what's waiting on the other side <br />
It's the climb, yeah! <br />
<br />
Keep on moving, keep climbing <br />
Keep the faith, baby <br />
It's all about, it's all about the climb <br />
Keep the faith, keep your faith, whoa..</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br />
</div><div class="MsoNormal" style="margin-bottom: 0.0001pt;">The Climb-MILEY CYRUS</div>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-2334427718657199732010-11-03T17:43:00.001-07:002010-11-03T17:43:09.357-07:00Cinta tumbuh dari otak bukan dari HatiPeneliti dari Syracuse University, Profesor Stephanie Ortigue, menemukan, ada 12 area di otak yang bekerja saat seseorang jatuh cinta. Kedua belas area itu menghasilkan bahan kimia, seperti dopamine, oxytocin, adrenalin, dan vasopression, yang berujung pada euforia. Rasa cinta juga memengaruhi fungsi psikologis, metafora, dan penilaian fisik.<br />
<br />
<br />
<div style="text-align: center;"><img alt="" border="1" height="194" src="http://stat.k.kidsklik.com/data/photo/2010/02/17/1322565620X310.jpg" width="376" /></div><br />
Jadi, cinta itu berasal dari hati atau otak? "Pertanyaan yang selalu sulit dijawab. Saya berpendapat, asalnya dari otak," kata Ortigue. <br />
<br />
"Contohnya, suatu proses di otak kita bisa menstimulasi hati. Beberapa perasaan dalam hati kita sebetulnya merupakan gejala atas proses yang terjadi di otak."<br />
<br />
Penelitian lain menunjukkan, peningkatan jumlah darah dalam faktor penumbuh untuk saraf yang memegang peranan penting dalam cara orang bersosialisasi.<br />
<br />
Hal ini menghadirkan fenomena yang disebut dengan "cinta pada pandangan pertama". Hal ini dikonfirmasi dengan temuan Ortigue yang menunjukkan bahwa cinta bisa hadir dalam waktu seperlima detik.<br />
<br />
Ortigue menjelaskan, dengan memahami cara orang jatuh cinta dan putus cinta, para peneliti bisa mengembangkan terapi baru. "Kita bisa mengerti penyakit putus cinta," kata Ortigue.<br />
<br />
Studi Ortigue juga mendapati ada bagian otak yang berbeda untuk tipe cinta yang berbeda. Cinta tanpa syarat, contohnya cinta seorang ibu terhadap anaknya, dipicu oleh aktivitas otak di bagian umum dan di tempat yang berbeda-beda, termasuk otak tengah. <br />
<br />
Cinta yang bergairah antar-kekasih melibatkan area kognitif, bagian yang mengharapkan imbalan, dan penilaian fisik.<br />
<br />
<br />
Sumber :<br />
<a href="http://zonapencarian.blogspot.com/2010/10/cinta-tumbuh-di-otak-bukan-di-hati.html">zonapencarian.blogspot.com</a>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-7086729092216495972010-10-30T23:42:00.000-07:002010-10-30T23:48:35.446-07:00Nda akan terlupakan....Viva 07<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTqkgrZg9zMs3T4M0qOBMjlQ97yytSbELoDrxTeQMIsHjPR56LDSspEUvETMtBSA8Y5pN4bkgkA8jXSfkU7Z8LIhj8NusXszRok_MZV8pEO0yLTZEpib8WC6sinRCzUbMp2LauMjdN6x1S/s1600/DSC03910.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTqkgrZg9zMs3T4M0qOBMjlQ97yytSbELoDrxTeQMIsHjPR56LDSspEUvETMtBSA8Y5pN4bkgkA8jXSfkU7Z8LIhj8NusXszRok_MZV8pEO0yLTZEpib8WC6sinRCzUbMp2LauMjdN6x1S/s320/DSC03910.jpg" width="320" /></a></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7XbEJggS-eG75pRNu6VOvlcNj-TDuyT44KS55mFV24v9W39NEFDT6QlGyXSM8reIZC7OTBoeUG3TGWd9P1WZeURMc_d2x571ZDtaxatNgqUP4-Fbh4Ixwzcu1TLeW57CT8LWsv3S7s5zb/s1600/Foto033.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7XbEJggS-eG75pRNu6VOvlcNj-TDuyT44KS55mFV24v9W39NEFDT6QlGyXSM8reIZC7OTBoeUG3TGWd9P1WZeURMc_d2x571ZDtaxatNgqUP4-Fbh4Ixwzcu1TLeW57CT8LWsv3S7s5zb/s320/Foto033.jpg" width="320" /></a></div>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com1tag:blogger.com,1999:blog-6243117030066631152.post-29808798081004098412010-10-28T16:08:00.000-07:002010-10-28T16:08:57.116-07:00Laurence kim peek, Pria dengan keterbelakangan mental namun super jenius..Menurut ayahnya, Peek sudah memiliki ingatan yang kuat sejak usia 16-20 bulan. Ia membaca buku, mengingat isinya lalu mengembalikan buku-buku tersebut dengan posisi terbalik ke rak untuk menunjukkan kalau ia sudah selesai membacanya. <br />
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Ia membaca satu buku dalam waktu rata-rata satu jam, dan mengingat nyaris semua yang ia baca, mengingat informasi yang sangat luas dalam hal sejarah, literatur, geografi, angka, olahraga, musik dan tanggal.<br />
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<div style="text-align: center;"><img alt="http://starcasm.net/wp-content/uploads/2009/12/kimpeek.jpg" src="http://starcasm.net/wp-content/uploads/2009/12/kimpeek.jpg" /></div><br />
Teknik membacanya yaitu dengan membaca halaman kiri dengan mata kirinya dan halaman kanan dengan mata kanannya, dengan cara ini ia bisa membaca dua halaman sekaligus dengan rate 8-10 detik per halaman. ia bisa mengingat isi 12000 buku.<br />
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Mungkin para pencinta fisika sudah tidak asing lagi dengan beberapa nama orang-orang jenius di bidang fisika seperti: Albert Einstein, Erwin Schroedinger, Max Planck, dan sebangsanya. <br />
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Mereka memang merupakan orang jenius yang terlahir pada zamannya masing-masing. Tapi sekarang kita tak akan membicarakan mereka, karena yang akan dibahas kali ini adalah sesosok manusia SUPERJENIUS, dialah The Rain Man alias Kim Peek.<br />
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<h2>Masa-masa Awal Kehidupan Kim Peek</h2>Kim dilahirkan pada tahun 1951 dengan ukuran kepala 3 kali lebih besar dibandingkan ukuran kepala bayi normal. Selain itu, Kim juga divonis menderita encephalocele, yaitu semacam luka di belakang kepala yang memperlihatkan sebagian otaknya yang menonjol keluar. <br />
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<div style="text-align: center;"><img alt="http://cache.daylife.com/imageserve/0goVcgj4lRba3/340x.jpg" src="http://cache.daylife.com/imageserve/0goVcgj4lRba3/340x.jpg" /></div><br />
Di usia tiga tahun, luka itu semakin meluas dan merusak sebagian otak Kim. Tahun 1983, Kim menjalani pemeriksaan X-ray yang berhasil menyibak keanehan yang terjadi di otak Kim, yaitu otak Kim hanya memiliki satu bagian! Dengan kata lain, otak Kim tidak terbagi menjadi otak kanan dan otak kiri layaknya orang normal.<br />
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Kemudian, setelah dilakukan pemeriksaan lanjutan, kemballi diperlihatkan bahwa setengah dari bagian otak Kim telah terpecah menjadi tiga bagian.<br />
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Berbagai pemeriksaan itu tak juga memberikan keterangan mengenai penyebab kejeniusan Kim, melainkan hanya penyebab ketidakmampuannya. Kim memiliki kelemahan dalam hal motorik, bahkan untuk mandi dan menggosok gigi pun tak dapat dilakukan seorang diri. <br />
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Ketika Kim lahir, dokter memvonisnya sebagai ‘anak terbelakang’ atau ‘cacat mental’ dan ia menyarankan kedua orang tua Kim untuk membawanya ke rumah perawatan. Namun pada saat itu Fran dan istrinya membawa pulang Kim dan memperkenalkan Kim pada buku. <br />
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<div style="text-align: center;"><img alt="http://cache.daylife.com/imageserve/00Mr1zl4HLfdL/340x.jpg" src="http://cache.daylife.com/imageserve/00Mr1zl4HLfdL/340x.jpg" /></div><br />
Pada usia tiga tahun, Kim bertanya pada Fran arti kata “rahasia”. Sambil bercanda, Fran menyuruh putranya itu untuk mencarinya di kamus. “Saat itu ia belum bisa berjalan”, kenangnya, “jadi ia merangkak ke arah meja, mengangkat tubuhnya ke atas meja dan sekitar 30 detik kemudian ia berseru ‘ketemu!’” <br />
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Saat berumur 4,5 tahun Kim sudah hafal 8 volume awal dari satu set ensiklopedia yang ada di rumahnya. Bahkan, baru-baru ini telah terungkap bahwa Kim dapat membaca 2 halaman buku secara bersamaan dan meyerap isinya hanya dalam waktu 10 detik! Hebatnya lagi informasi yang ia peroleh tadi tak akan dia lupakan. Menakjubkan!<br />
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Selain kemampuan menghafal dan aritmatika yang jauh diatas rata-rata, Kim juga mencintai musik dan belajar memainkan piano pada Dr. April Greenan dari Universitas Utah. <br />
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“Dia mempunyai kemampuan bermusik yang fenomenal dan lebih dari sekedar menghafal”, Ujar Dr.Greenan. “Bila Kim mendengar sebuah simfoni saat dia kecil, dan kemudian mendengarnya lagi pada usia 53 tahun, ia langsung dapat mengetahui bila terdapat kesalahan kecil pada permainan musik itu.”<br />
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<h2>Kejeniusan Seorang Kim Peek</h2>Sesungguhnya apa yang dikatakan dokter yang membantu kelahiran Kim ialah benar, bahwa Kim bukanlah merupakan seorang autis jenius, tapi lebih tepat disebut pria dengan keterbelakangan mental yang superjenius. <br />
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Karena seorang yang jenius biasanya memiliki kemampuan luar biasa dalam 3 bidang. Tetapi Kim, sang superjenius, memiliki kemampuan yang sangat hebat setidaknya di 15 bidang yang berbeda! <br />
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<div style="text-align: center;"><img alt="" border="0" height="395" src="http://102fm-itb.org/uploads/rainman2.jpg" width="350" /></div><br />
Hal ini disebabkan karena kemampuan menghafal 12.000 buku, memprediksi cuaca dan memiliki kemampuan bermusik layaknya Mozart! Tak ada orang lain di dunia ini yang memiliki kapasitas otak seperti Kim Peek. <br />
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Badan Antariksa Amerika (NASA) pun tertarik menggunakan berbagai peralatan canggih, seperti brain imaging dan data fusion techniques, untuk menemukan rahasia di balik kemampuan otak Kim yang mengagumkan. <br />
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Ketika Kim ditanya mengenai pendapatnya mengenai langkah yang akan diambil NASA, ia pun menjawab, “Itu yang terbaik.” Mengapa dia bisa tahu segalanya? “Karena saya punya rasa cinta yang besar pada semua yang saya lihat,”ujar Kim. <br />
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Sulit untuk berbincang-bincang dengan Kim. Pikirannya mampu berpindah-pindah dengan kecepatan tinggi. Namun dengan bantuan Fran, Kim selalu dibimbing untuk kembali pada topik pembicaraan semula.<br />
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Dalam sebuah pembicaraan umum, seorang bercerita bahwa ia dibesarkan di kota Cirencester. “Itu adalah nama kamp orang Romawi, Corin,” sahut Kim. “Corinium,” ujar orang tersebut seraya membetulkan pernyataan Kim. Tetapi belakangan, setelah dicek ulang, Kim lah yang benar. Karena orang-orang Romawi mengambil nama Corinium dari bahasa Keltik, Corin.<br />
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Sumber :<br />
<a href="http://www.slowbos.com/showthread.php?45178-quot-THE-RAIN-MAN-quot-Pria-Dengan-Keterbelakangan-Mental-yang-SUPER-JENIUUS">www.slowbos.com</a>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-81738548664850351742010-10-28T07:35:00.000-07:002010-10-28T07:35:24.754-07:00 <img alt="" 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8qJInFVoowCcAwMjZMqOsoRx1GFI+AYCYoFI5JEhEIllQmByKhqKsZHgxFSlAFhQDliEhEyVVSuaULXJQOEnuZaStLSqpXRzZRQ/Jhp44LRQd0bMQlAA3ABTYGYBGOJend9uWuqfx/wHJA52bEez59xBodEzgN4AdkgbKraVHcQy0edAdkV0Jx+zXLKkk4QRyAADAA3oBRIE2DOi/BpNXVTRC5z/64Z3rIja7Kni/UiVuLCiJuOuGGFHY6QyxG2TLcim5RIo4xwFGvRQaglwCTgDCRAJkhRplY1Y2C7Vt3eHZdn23SsMmmaSh0uWopS0Y2EoUcVkREkJ1BWkJzCypbR8Hg6Ll9LsXKEhQQJSSzAJRdTLKTYSHZxOaDIftvwmpKpYsYBUyQxplPZJIpLViK6GjO1qCZ5GdYxcAZUomy09BJXVck2Vb/DijgdCZczKas+yh2ADUwtVfWaZtA0QroWYNQhCbem+AwtYGgBRfIwYiMwZNUr6z5J8zLZhbktVK/tjgcihWii7vZlZS1IuJsKH5cDXA5Q4cPUialFiEmJSonEqeCUCU4Fp5JgkiRxLmEiAZaBaJhaXHJzyS3LblX16qrH0N0O3eU03KZi6ZKhUlVCEj1y0qfjsioniBPEKRYjAxB+ooQkPaY5Ek5P2u1POz1hy3YyQccHfooIlTBWCLYw8wEPg4iDlHUEBp7gom4PKGsAFBWpJtEsgTABD8NOmTlVyVYkJ1O9iiPsDCQC4ZQ/ELEshyCUAMhUokhCoAFYgH1MyynOCcnZYEaR6BmixpASBOEAZgDXmGIZts9yBpzOoGl6FdmmRB03UsaVnNHJgCGg484nEYiYmHgxjnCRkbUyV/OYpRAkAKKAg5S7FdnUFFPjDom6CbgBvAABSiOKFFFESKJuCdkMDIZMwTXGJUwEwpxRTWKardgmV2VgDAgDmWKdUotSi2JT5rYq2QrTGHACmAISBHNMOCYSEQpTdcnUZIeheizdIwmNUo4QwZgKrqqKqSqmIhsIGCWSxFVVNlTJlLnOiUKwJMkGlw0qNERlwIIKQ7e8bl80FM25vDFJdSGqAzYQMRExgRiIGYhrVBhM1iRZVRRFVVVVVQ3D0g2Hontk1SepIdlIGK6C01/3hia8oVogXAtG6uFILRKrJmKVRKwc8qf8nrjTCuqKU2IGRaMilMDjkyZHcLSExABkh7D8ljfuDWaC0UIsWYpGswF/RAiZEMIIZUwQREd91oP3CABVcJ+mxEwtK9MEgzABLwM3B6eEbIVaKjMNYerClmW3rHoV3aPpDlUxhRCUIPLMSYRQJEnMUCSnLLuF7AFqAVKASMCkUTkMcyHrllBMzg2MRwcciSKFUWXUUELAMOIEcQzkaNFEAl2ApVKPoYa45MLUpshFwAlYByoRwgShCqICBCE6YBNTp+Aelbok0DkIAYIAI4gzwhmhoxavIFShki1MncoSYAowmgLFOkUaR5JKVUPSNKEKQkc1OokSmXFBqESZJlRD1g0xrv2oQpIoG2EnU0kTqi5puqQRwBgIxYxTwanMiESxwIgzriKqApYBSYBlJpmq4bacgUA44/JGVMNLuAlYHWdESAPqAOoA7lAMv9sXD0bSoWgmEM4EQjmPP+d0F2xv1RuZCmeWk+XdTO14sblbbm5VmluV5ka1uVZvrEw0licai7lsO52aiISLHndS1/2cOxDSAWQ0rmJ8jCoGkuXQ3V6nL+gOhF2+oO3warpDlowRSRQ4I9Kooz7yBBIBjWIFUZkICck6syRQGUgCFAqcPG0HYQyEIE6RhJFAwJ/WNUZ9ooP6OcdE45IuZJ0KlckSURjICNiob0EYpZxhLoCMChbiaB15dCECwA9KPQyNcy4ZQAfkxJoNqhOZbslWECUADATBCjABTEJI5aAoiCqUEsoBC4wViWkG1WRgozkAAEGYESoIHRWjJUw1Ilnc1LDC0bjDyglwxDgIGZjBJFtSDUlRKOeAOSYSZTKVBOYyEYakWYphS7pDNjy6Q8eSClwGKgOVQWhY0ZimMY0DZwdGkcSwzKjCmc65AxELsImpLSle04443Qm3NxWJVYPhgtub0c0IEx5EHIg4MPMRKU3lrGwU3f5mPD0oVZbL1aVSZblYXcuWVtP5jWRxJ1c/V+7cmBg8bM4+bC/c7Mxf7g4vd+YudGfPdWdOdwcnuoNjlfpCsTKXynaCkartSgrFD8QBoCGkolG9DSQ0tlEOJhhwihhF7LCgRTESnGgUJI6kkT8nABwDBVAAHAScjFqUKgA6ZXx07MRoJHIZYUPwqPePKRBy0H88bOMTRg8bbQRAZ8RkRMegI6QAkYHRcccHEEII05EeAvBBj3zcrMCHVxi12xSEBQFEASPQENgAXiy7QLiAe6k0KoRzoAQLEBz4KHFUKVAGSJIUhDkCJlPFpJKKiSDAGcIIKEEjsDgmAhEFcR0rNrPHYCFgBDgBgRAHLAHWqTBl1ZA0GcsMGAcqYS4QYYAEIiZXbUm3hOaQDa/hFCAY8EPhEANVIJ0Tg4CKQSdIo9SQhUPXvQ4r7HLGFTUm5BiXoqqecnnKoUgrGu/EEu1MbjqT7ydSXX+wZjmykp6UtLRiVnX3vOFbd0W2w+kTqfJ+vr5fbOxVmqc6g0vdmavtmRutwe2J/v2JmcfNhZc7K5/urdzvLd/sLt3oLV7tDi/25s73Zs90Z/aqzbVSfTFTnAmnJh3+ojBiwLwAFmAdsApoXELHoI/EL/BUcXDQpDwonT9VsByKexiAAWADWIAMjHWCJQLsoHk+RmmkkALExi3CkYRodM58pk5GDiKzAuCgxMO5i7ODmgcaVWifNhGpAEIRpnDI76haOmrEInpoDGFpdE1AbmBeLHxMdmCmAUgAMjCCOBABVAGiAzIR0gmoAukS1lSqWdxwCN2kkgJYAEh47F0xpiNplA6aA9keyWszUyA2uj8YBU7GJ2nBFE0YMtEF0iXQBUgcQGdEJSOysYoUt+ry6m5LNYFIADIgnVAPl7xC9hlW1O3LOvxF05NX7CTTQlzz2e54PNEslRZS2aVYajmSWI6kVpL5zWx5u1DdLlQ3q42tWnOz1twu1NaimXlPdNafWI0UzsSqz0frr0brr4ZrL0Ybz2d6D0rTtyuDK5PzVzvzV3vDm735e92FR93lFzrrL3U3XmguXK8M9idmz04M9if6e5PTe43ubm1yq1hfTuQG/mjLGawZniI3kqDEQAqC5AbqAOZG1I3AhcCJwYHAeqpQ+LH2MZEVA6QDMce9LaoROgILwSFY47886Bg+pQoh8jHJB8HAADiADGAT4mbMyaj0tJiGjqghCCIYMHpGhfL054O2ASIIjZqVaNSNM4HYmDmFbDIuA5KBCCAUOCAJiAJUB2oi4mDEpqCqYJjMMJmuYiEDlYFIQGQqIURGn4UBCcQ0UHTQXNytE4ONaj+YIjK+ZxiVBdcEswgyMOgUTAzKqD5EEOdEU4TD0gI+Ryzojvu8UYc/qrojkpmQjJRkpFRH2hUsR7KddH05ObGcqCxFCrOhbDee7+ery9XmbnvqQnvm6tT8ncHyw5mVx1MLD1r9G9X2ufb0xc7Mud7chd7spfrUhWzjbGriYqp1vzT8Ymbmw+TUV5P9r6QGX8zNvJ0fvFiavlXpX2zOnO/NX5tZvju7+nBq+X5z/k559nJ28nistppurmcm1jK11eLERq6ykiktRNPTvljbFWw5wx1HpGMF21qgZYQmFW9BcqYVR16xckJNSUpSkWKChZ+qCY4qKz6BFzlULkhAVeAqFhrh2qgbf9BmGqlWxgI9xEZqNvwMWEf0WyOFEAIyEqcSalFuUCYOpIb0oGtzqMkkBz/QAxEOBiIQ4YAZwmNx4aFkBWCU3ChcGIqqyIIxIjilQOmoc49HTktDSMegCaRr1DQlUx8n3YQB50RBSAbER6I0QkBioAquS5rKTAKjHFkDpAPSAKmAdQCBscK5Q5G9uhnS7TBT/UDcgHxAY0TJSFbWcGZd3kI0PJHOdAq1frrci2dnwolZX7TviU2Fc/30xHyuvVaa3m0Oz3eWrrYXr7SGV1qzl5ozFxszp1vzF/qr94bbn1469tbi7tvDjdcHqy9NL93vDq+2Bucnps9X+xer09caCw/b6290dj8sLX89PfP17Oy38nPfzva/nGh9OjFxI1LYSZXXShMbzc7xzvTZyf65Sns/O7ETys06Ik1HuGH5qpav6o92g/GpUHzgi065Q11HeNqbWgoXt2KV4/HaXrp1OlLdDBVXwsWVcG7BG5t2RbruYMv21n8iWIcO4AhY44qFQEwmQqGSRriC8EFp/0ArPEZn3MwZvf3Hi9EQwZgiwAyITIROZRWLTyoe2RHURkJMelA44UjIwGQgAhFKEBl9CMGIYEQw51wwLnEhy7IQDFOgFFPgFBQEHI2auGikOpYICA5cZbIuZFVInAqMBCDlgBuOyFgoSzlRDFMoJuYmYAPABHACeAGFgUYAu4E4qfCZjnggXoznm5Fsx5Po6cGBHlo0I4tGZFYLtAxfPZyYKdfXJvsb3cFub+ZcZ3Cp1jufb5/ItTdy3fVUaznX2a4Ozjfmb04uPtdaftBavt9cvtlcOD+5dLGzcru3/tLM9lvzO+/N73xufvuzS8deGW48mF65MblwuT64VO5frc3db62+1t3+YnHhvWTv/WT3g/TUV5KTbwcLd93JE6q7Y3pqntBELD2VL68Ua5vp4nosu+AKNRRHWrZTkpFSrJw72ApE++HUXCyzEkqthvO7mcbFSv92ffiwufRSZ+3l9toLzaXnWgt3J4bXCt39THM3UVsPFRYPxGifwGsM1rhrNO4dYWAEUX4AloqFgqgM+AhYB+3hQwUGIgduDH2cOcwxkUbCOpmqCtY5EmORwjOKR3KgqKQHGnDOgHMkOBIcKAU8VoJjjCkhDBOGCUGCU4kSiYDCsMCH4ggVwASkA1EQk4COpGwSAcaByoTJhDA0mogAbADzAfEAmAjphKiAGFAOhin7/Yo/onhjwpmkZhGZk2DOgDGLrCnQKlhPmr5sotistoeNqa3a1OnazK3a8GF14VF+cDtcP+VKLfrSi+nqWn1yozs4Mbd0Y7jxcGbz+e7qncbi+dLcsfjkcqazU5y6WB7cqc49Kg0f5eZuZ2YuTKxcbCxfnFy7P7X16dnd92Z3Pz/YfKe/9ur89qfmdx4u7NyZ3rhanzmXbu0lW+fzvVuVwfPZzsNo9X6wfD9Sey5Sve5J76iBLigJrEdVZ84TacWy87H8SjA1745MSUaKqmHNmXb4S4HYZKa0lKtuFGrHyq0zxebFUufW5PynprfemT3+xfn9ry6f+8b6ua8t73+wvP/u8PhnptYfNOavlQfnUp3jPxGsZwUw/OAkyUb9IxUzjXAVCwWNKgFYABulU2MpKRmpqA5F7p8ACxiiMqUaISolqsQsQU2KJAzoQJ56yCMDxBAWCAuMRvJzcXgUHx3LxxLCp0oNIAhLlEmYSpiqTJaxzJFgxADqBeIBpAMSB4hzhGRFtp2WN+gJeB0eRdIBSYAtkELEUcf2BJYKWKRlPcf1GNL91BOwk0lfoRCvtWPVYbx6LNG8EWu9FGq97C7fVePHhG/SCJYimXqxPt3objenz3UWH/S3PjO3937/2Jul4d1gZdudHHhi3WRuUKisVttnGzO3W0svNFdfqK/cKs6fr8zvF2f2i73Lhd7dwuBxcfhSfun53NKdwsy54uBcee5GY+XF6a13Znbe7619pjX/sLt0e2r58tTK2dbwZKa1EcgvBXKbseopf3bLk9y0wmt6cMWKrtnxRS3YIY48MuLUTEuOsu1r+SIDf2LOG5v2hNtMixIlZLnz/mgrXZxvTu31Zi9Nzd/qzd9rDx/2ll4e7r6/fvajzUvf3rryc7vX/6vdyz+7feGbm+e/unrm/cHOy63lu5W5K+ne6cMtPGrokKojOioFQMHAZQB19MwGoRpiCuIMGAFKR7uLyIHo8aBGeURz/ayUimOmcG4wZjJmSuin/2AAACAASURBVNzJqU2w8vTt+FBGyQAzRGVEVYwVTCSMOB5rPwjDMkUKwQrGGsYaQjJGgiAusKRyTeeGIXkcetxp5pxW1XY13PEpM1hXnTGuOEceCzONcFNSPD5fKp+dKBbb0UTd8hWFt0b8A7143tt8zlu8YUb2HKFNV2jODk14ksVAPhOrFnKtqdLUVmX2RmPlze7ut/un/+vazs9G+q/pmW0l1HSFS+FkPVsalho71anL7ZUXZk+8O3vynf76C43ZS5X2SrE+ky4MMsXVVPlUYuJ6pvep8vxnywsv52Zul4eXK3MX63PXJxceT66+ObnxbnXzzfLqy8WZa4XehWznamlwr7X4cmvxpfLUrdTEyXxru9RerXVXKu2lWHHaDjdUT1P1T8rusnDmqVVAZh47itRVJK4cWFnhrinuluGZdgeGgehiNLUQywxi2Z4rWDG9JX+0HcvOFSe2+vOXFtbuLW29uLT9ynDz1YWdt9bOfGnn8s9sX/nZrSs/u3P1Oztnfnpr72ubp35q+fjb/dUX67M3s93z0frJnwTW+JGmI1RpABoGSTlQ+lkYa5goiI50F3isOxiLmMeyRzROlcYS+nEGRgFRwIJwVQiTc4tzhyS5BHMQrDyjnR8fAjggBYQN3AJmAtEAC0Ds4GoMQEZIZ9QhSx5dC9hmyGkFZW7qitvQw5Yj7wlMe6Ob3sS+L3cuPnk51t5LN9eTpelgomS4w1h2AtKBuww7FolVc/mpbGk2VVmON49FutfSq+91zv9C58R34p3P+HI3PIlj3sQgnG/HiuVIqRwrTybr6+nJy8WZVzpb3xye/+XBhV8qrX4xWL/kSs95Y3VfpBSINkLJWXdiI1y9nO49KgweV2butoZX+vPH+/Obrf5WrXsq17qcbDxIT71bmv9qafjF3ODl2vzdxvy1ycUb/dXHg+23+ztfbG59vrb62XTzYrJ6Mlbey7Qulfs3C90r4cKmFeyqnoLlz/kipXCy7gmXFTsFIg4sIswE1SNIi2Azgaw0WCnsKHL3hOTpGsFFb2InUTidq54u1o+XJlby9YV0eSFWmM9NbFY7J9uzF+c37i9tPb+886nt/bfXTr61durd7fNf2rn09c0LX18/97WNs1/bOPbBxva7q9tvLmy8Mjm8V+xdjdXPeQsnfiJYBx0XjrFCiInAQGBw0BQAB4ALY+OgayBhTI+c/RkjnB30VTAQDJQgio/opxAjVAJgXGiSMClRMaicmoJZGGtAFERlhAWAQEjlkku3w7Y3a/kL3kQzlOsEsy1frGh5w6rpkDQTQCBiIuIAsDj1B3zlamV2qrdWrQ/i2XYgPeXPr3nLF33NF33dd12dd4zmY//0o8zcvdLs5fLUyWxzOZTvuaJ11ZWW9JjDmXa5sx5fOZDohosrmekbzeMfLtz6wdZzvzV3/vv54VtWZl8N9j3pXiDXChTaocJCoLDhz58JV27kOi/Uhm+01t/L91+I184mKxv52myu0osXuv7s0Fc+5yzedlceeWsPQ7Wr2fbpiend5mCtObs1MXumMnO/PPvO5Nr3Zk/8d1Nbf78+/+Vc53amdarcOdEaXumtvNhbf7ux8vny3GuFyUuB5IIdHPgSi/7MkjM+MHwNxZEH4qFySDditiNlOtJCjgALUjkK2AvEz5SsYtW4XReuSTM678ps2Iktf/5MqnmrMvWgOXOvPXett3i2t3ymMThTnzk3MXOxOXe5O39jevnOcOPhwuYLC5svzW9/avn462t7b2+dfW/jzHvLJ99a3Hl9MHzUn7nT7l+rdS6m66cDuZOuzL4rd/YngzVKa5CMkIqxQYlNsIOCYQC3AFmAHJRqGI2U/4we0QZiNHo+biSvFkLG+MjTI4gdnO04AMNIliXLMr225dMUt2AWgIqIRZiDywHdkbG8dSvYdqaGvtKmr7qb7J0uzJzJdTdzrcVMrRtMFPyxgmHHMPMBeAE8lIZ8nmK+0O/0V3rzx1pLZyqL1xPDF5291wMLHzWu/nrt6g9KZ3++uPvl7OKnklOXc1NnKzOnq4Pj+eZKIt+PJyZ9/rLTlbM9BctXdSbmo5O3Cstvz53/zsrln5/cfi/dvxWtbXmzA3em40xPOTLLnuK+v3YjULsTrN4L1+5kevdjE5eixd1EcSVTns5UO+n6dLK1mZ95WFx4t7j81ezw88nu87HG+dTEZnFypdJfrc/u1Yf3G8vv9ne+v3T61+dP/Gpn5RuJ6tVgbi2aH+Ym1gvtM/n2jczko1TjTjS9arqrQs+qjpLiKjMrg5U40ADQABMRXU3aZtq00pIcoTwoqwlNy+hGSTXqstFUXVOO6GqkeiYzdSvSvJ7uP19b+Gx77a3exmvTG49ntm/P7d6a3X5uevNBf+1+b+Vud/lOb/lOb+ne1PL9hc0XFjZfWNp+aWX35dXjn1rcftxfvdcb3mh2zlYndjPltXBuxZVY1iMbeuKsI3sDDjLrp2AdxC0KiAOSxgV7YjHhUWWvijQNJA24ClQcNBAZxQc1JAxYABllYhoQA7D87KMTDBAfZeIjeRajitcVLGQr5UIjnay4HDFZiah6yuGfdMUX3LnjdvmiKFzBheuseluq3zSal4Pd8+npvdL0dn16s9Jby1aHgUTXdFe5kkYkhImXS25PIJmfmGou7E4fv9M/91bpxHv5kx+17/5w7e0/XXvzT9Zf+f32hZ/3Tt6zC8fjrVOlwanJ4X6zv92Z2mo0lwr5qUi4bDkThitleMpWsBurHK8OrtfnrndXbi7u3p7bulyZOZ5oH/M1z/m796Jzb0SH7/p7b7obj/2Na/76Xri8HauspMr9ZLmdbgxyvWP1pce9Y1+Z3vv59u63K/PvhOvX/PnNaGUxXhmkm8vZ9n6ud6c6fKez9vXW0pdK/Vc8yW3dN2l4iq5Q1R3tuWOznsSaP7nsDtQkNYCZhyoBooSQHEIiCjwGECUkLbOcoRR1PS9JCSZCipZ0OiZCoWEwvOAJzvvia+HSyfjk5ezwQW7pldLauxM7X2kf/1r/2Bendl7vbT3obNycOfZ4sPPCzPbjwdbz/Y2H/bUH02v3+6v3Zteem1m9N1i5O7Nye3rpenv24kT3VKmxXaovJwt9b6JpRFpyaFqObjmK90OTbzz7TNVhRRvB2K9gGZAO2KTcLclBTQ1S0AQoMtI4kvBhT3vUJSMqUpyqO+oMFT3RWiDRiua6wXjZGUhJph8xaxQ8EdWpsADLB0IXLrjmdQVL+Vq/O6yWpzKpbijc1T1t4VvwTtxMr38htv2N1OlfdK5/ZCx8QRt8Wm1cczZOp7onsu2tyvSJxvB0c/ZMvrUdzw19kUnVjgMxgalYNjVPNFTpF4bnJnZeaJ97f/rm9+Zf+heLL//R0uPfrZ76tl27qaV2fKXNSG0lO7lZndrtz58fLF7sDPYrzbV0aSZZ6NnetOVJqc6M4SkHk53q5OrS6v6x/Rtbe7fmjt9t7b7c3P+gf/0XZ+/9sHPlH1ZOfjex+Hps+ma4tRdrbiYb86laP1kfpBpruc652uzjyZV3O2sf1GZfi1UuepJL3uSUJzHhS7fcqSlHfOhJ7wRLZwK5PUd0XXG1sZbFSlQYcdlMq86C6alZnoqqhxAxAelAHcC8IEJEyXC1CJAElOO8pOt121FXjDxX47KZdfo68cxGceJccfJqsXujMPNcZe2V5vHPDy79XPfcd1snv9M89tPt7Z/qbH22t/FwauNOb+1ed/3B9OajwdbzM9uPZ7cezW09mt18OLV4qz280uifr3X3q5PHixNb2dJqMj+TzHcDibIZzsmhshybtQpnY9Nvlzf+DjzNqj8G1ihrBgGgYmorWlDRI1zyCuYQzMG5gzAHMCdwD6hhaieMcM2d6YXKc7Hacra9VRmcrM3uVQfHK1Pr9en1Sm8lVe67wwWmB4CYABpiFiBl9IgSobLgmq45nI5ANlUtFnr54jBZWveXTim5C3LrJf/Wt+bf+KONn/rXu1/5P9Y+93vtW98NDR84a8dirWOZ3sli/1RteKYxf6Yx3Kv2N4vN+WylE44XFNMNTEWKTa2QFasW+jtTx1+cPv/R0u3/Zvna9yvLb7gLp834oic1481MhUrz0dpGrHk63buem7lbmLtbGt4szZwvdDcKkwvRbNPlS7nd8ZAnlo0kG+X6YHpxZunU3MmHKzc/3Pvsb1/4qT859t6/XXz5j1pXvp/ZesvXu+Rv7ibaG9nJ1Xx9IVdZSOYWo8mlZGY3Xzybzp0MRRacvorujNv+jCOQNbw52U7JrozhLyreHNIiIEIgQliKETnOtKjuTNretOmMSoofYRcgF9AA0AhIaWZUhdkEWqJyXbMmvcHZcGLojUwZvroWaDqzw+DEsdLwdn35pfz8S5nF1+rHvzZ16fuLd//R8Oavz1z8wdSpX+xsfqWz8mpv+fb0yrXe6q2p9fuDjQezW49mtx7NbDw3vXZvauVOe+5abepsrn4smV+NZubDqdlQfBCMdz2hkulNSJ64CBSV5NAzcS2z9OXW/i/DYb/lsIo1CoWESggLzDRZcyuan0teLgdUIyzLbs0I6FZUshPckZP8DTU2oyYWnMVtb/1EoHkyPHky3j2ZG5zKT5/MT+3Wh6eai3vdlbPTGxenlvaL7WVvrCpZYSK7MbcPhPYC4fH/zKBE1lWPw5UMJ7ul7tnC3H1P9xFvvKTMfqH34u/sffin97//F2/8g7/cffWX3J0LntpueGIz3lhP97bLw5ONpb3m0onOysnZjTOd2c3a5EI8XXd6k8LwIcXJLI8eKHgya83Fx5sXPtg6+97s5oPG9H62Ogyk257MjLOw4W1cTS69kV55PzjzemTu07nllyoLtxsLF5pzJ2qdxWKxkYqmg26/1/I6TJ8/WEhWFiYWbi1d/mj3pd/cevkPlh7+bv/y380tf8aunLKyS+Hqcq6xXKgtFUpz6WTX4yo5zJLbUXVaZV2NS5KLEF1WvaoZlLWwUIKaFTQ9Idl2gpAB68B9VEkxNS3pScud8/hztjOhqDFKY4glkMiCKGKtxuwus7uS3TF8fW90PlnZKrVPphs7odKSr7jqrR8LTl0prb3WPPal0tpXMitfK5/4XvP8r/Rv/Obwzj9ZuftPFq/8t9PHPuwsfro7d6M/f6m/fL2/entm497s5v3B+t3u0q3m3NXa9MVK52y2fiKSXfFFZl2BntPfdQbaTn/D9uR1Z1JyJeRARU8tuBs3s8tfa+7/KuBn2nlPwWJcGWn6dMsfiBR8wYLlTGlWSFWdljNg+zNasKLGpq3CtlW/YExcU2vX1PoVo3bBru/7Wiej3RPZ6ROFmRPV+bPV+bP1+bONxbPtpbOd5TNTK6f7K/v52qzTn8XcBqQAHmsaEOaMSwCAEFFk2+VJpovz5f753Mzd8OBxbOXt8Pq75Qs/vfHqr8w/+I5//q7Irbpyc+HKMDm5mOmv5mbXivPb9eWTkyvnuqtXhpu3pxYu19q7hYnFcLahuIMgW0zyGlY6nuy1ejurGxePnby2dezszOrJyux+dOpKcObVxsW/N3z0zzo3f6N4+vupja/lV94vLr7cWL43tX5lsHaqO1wv1qfDsarpSKtaXFESLnc9mV2rTF6rzbw0MfdaqX0/lDquubqas+YO1oOxRiTaiIYnAr6arWd0JWoZIV31UCKPslhOTcGcDPkYChhqxOOKWg4bcwZIAHVRJcXVvKQWHM6619twOuqClQiuYDZBlA7TB5J7qPqXZN+cHR26U/Ph0mqhd6K1eLE+vJDt7Sd6FwLdW6mFN9snvjt36TfnLv/u9KUfdS//s87V3+nd+u3pu78xd/vXBpe+2zv+QXv5lamFB4OFW5MzF9rz53uLl3uLl9vDS7Wps7mJk8nyTiC14o7O2/5pw9MzPD3TO2X6uran6fc3XO6C7soq/poWm3eUr8QHXyhu/gKMxfMHIplDsDBhhEqjqrRlBRKpWrbYTmTq/kjC8AW4M0TdWRboauktf/deav2dyrlvFs5/FDn+OWvxgda/5O6fDvVOhJob5eH50ty50uzp0uzp2vBMZ+Xi3LEbq/t353cu95ZOlVoLwWRNsUKA9dF/ccGUYAJk3KcGRjXDjrmirULvbHX5fmrurnvysqt92aifRqk1iA70RNuf78QmZuPthXhnKd7fTsyeycxfLS/fa20+7m+9MLv1aHHn3szahVp/LVvrxmI5XXMRYgrZ7XTH86XWzHB1fv3U0qn7wzNvdM99tPjgN/be+5OzX/4/T7z7J7MPfmfu5q83T34rt/BSfu5qZ+3SYOtCb3Gv2dtpTm7GIk1dCmnMa0lRU83Y1oTH07f1CZnlKIpxHlP0mKJHJDUiyRFZjmtK1DLDHnfY6XQzxgAwZ6osHIJ6CXgx+DQp6nNnXK6QUF2AbCAhEEWsThB1QjFbDlfP4ZricpNKbaYPFNeyGdrxZPaCpX1f4Zg7veTPLUarK8WpE5PLlxvLV0pzl3IztzILr9SPfXP6/A8Wr/+PG8/96cr9P5+6/i9bl35Uv/jDyrm/W937xsTx91ubr7aWHjWnb0x0zjWn9iYHJ9szp1r9U9XJY6nyRiC54AjNcnOSmG1iTHF7oHoWDP+SGZy3AgN/pO/0TijuIvfUaGBOSZ72ND6bGH4TAOsAMkVj/SfF7GnTGQECTIASYJzppsPvCSfj1WqsVrUTeeJOYqtAXR07czK1+Er33vdu/PKf3/yt/7D+C39Qeu3npNXb6uR+dHA+P38hM9hPTx3PDU41li+2Vi+31692N69P794enri3cOLu/LHbzZmToVTXcGaZcGFMEYwffhs/OEs5ABOqxxUsZqsLnYULnZUr3bUb6d6eIzfL/VktknOkJsLV+WBj293YC8zcjay87Bu+EJ5/vrj2UmP9UW/zuYXjDxeO3V8+cXPjxMXe3Goi37D8CaK5gZlC93ujpVJ7s7tyc+Hse1v3v3/y9f9h943/eeONf7n7uT85+96fLT/324mFt50Tl/OzV7qrVweLF5dWLg76u8XspN+O2LLLll0ONWipCVtLKshDwSTgpMwP1AfYBywEPAjYzdSgy5MIBhIuh1ciggGXia4IH6cBigOEhIWc0O2CZldAygMrg9QGfQ47FoV7SfMvOSIrzuiiEZjVAjPcNysCi/7i6fLwweTq4/r87UzrRKyyGi8vZxubxe6p+uzl8szVZOdqceG1xs7Xh1d/sPXoD3c+9eerj//t4PafTl75w+qZf5TZ+ig6fDk1d7syvDoxe77eOzvRPlmaWCtOLBZr8/nKMJ0fhuMD290R5qTsnhHuJbBXwVon7uNyaM9OnPIXTiYmToRLq670nBab05Kb7trNSP9zyYVvQLTYlZ1RQBaAKjELIwFAAZORxzj8nx0YCFABXGDDsCLRYm+mNVyP5aZVV506uuCa45M3is9/Z+9X//j1P3vy+X/95Pz3/nlx7zWzvBtpn4o0trJTJ9Ld3fLc6dbaxcrC6drS+db6ldb61bm9B2tnX1zee7R26uHs8tVSfdEbSGqWTYQ0bjxyTBh+WrIHWVP9qWxnYfXc6u6N4fal1vJubKKvhUp6uK1E5r2T1xYffu/MV39v8OqvJS9+6N98PbryQmn1UW/nxdmd5/tr13fO3j958e7aiUu9hZ1ye94bLSDhBNC4FnAFK9HySnX+Ru/U59rnPizsf5Q5+e35Oz9snv5uoPcpq3Qu0jxd7O3VO8c6ve1yYSoezLt0t63YLt3lNjxONeBUAwY1OcgUTMYDiIeARYEngMcA3FQOedzpUCDrNMMMmQRUBi5KI0DjgKNAYpJZsvw93T8nuYfAe6AvgjIEe8mV34/Uz7pzq1Zszo7NORJLVnLTWTiVnLrb2Xljdv/d6WOvN5fu1WYvF9p7udbJQvdMoX+pMH09N7if7j9fWHizufuN6Qu/NHv9t2du/mjq+u/1rvzOxN7fy619ITFzN90/W54+Ue/vNLq7jfaxcn0tWxrGk51AqOHytSxXW7GnmDkrPJs8sEcDV3n4rpF+5C499E/ciXevF2ZvFmavp/sXQq3zofaN1NyrhbUPy1s/B82ti42V08XOuunJCSVIuROwiqgKRMJo9JAJEABKRxJJDIQDCNXy5MuTU4PNyantUGYOzCq425BZkTafq7/y7VM//ZvnP/zh9KV3jcyGr7AVqW6GS6vZ9k6uvZHtrLVWTnc3zjdXz3W2rs6ffji/93B29/7q/ovb519ZPflgYfdKfWbNn6lKjiAIA9BYoMWoLLhKsESwQrCiKK5IpNCcWty+dHP78t1j5x83BhfMyKqUOlG59OELP/zLV/7wyc3//j/tfPd/67/xa/XLX64ee6Wz/Wh64/bCzp2NUw9OnHt87MyDrZM3lzbOVOo9y/YQwjiXuGyorqA73fSWh3Z5Uc2vG/l9JX6cBheZv6+F23as5QjXXf6S050yNL8q2bbm8Fpev+nz6j6X5tWFTUDFyGY8yHiC8DThWUKTAEFVSvvdlZCv7jCyFIUAAoBiQHMgSsALICqSq28EF9XQihrepL51cC3RwLojfzzZO9NYvVxb3ktOLifKm6nyfqR03le+Em4/zK+8Wdt+v7rxTnX1tYmVT00sPmwsPfz/qHqr8EbT7Gx3faRPzGTZsmVbkgUWo8XMBkmWbMvMbJeZCmxXlYsZu7uqu6p5GmeahnoYumd6GDLJQAaSTOBP8ifZO8nOn2TXPnD1TPZ1rVOdrev99K53Pfftal23Z9d08WVNdFntWdT4lnThNX3imKH1wFK87ux60lt5yp6/YIitq1oG1M4OgyNltMcs9qTdkdHrk40NYbHESWdbCJYd5XhRfhyEeUI+Ttav0ZUnubpz1c5LjcGz2uSOpW3T3XHcW9xzte80J9e1sR1T6yVH+TlH9ytg7ZhyFaeTvSv+3KjelpHWWQHlA84FlIEAlYKQNJxKxQn08FGZwCg47TF6DyGpVK60Wml2xvyZ/gZvntTHodEPmjjoUogmzdRm+eq0TJuRaeIKY7rJ2dpoT6ndOW0gb4pXmuO9ttYxS3bM2TEb7FwJd65merbTlc10/3p6cDVVWfBm+lWWME+qwanCw8sjTtApBAPHqCgQh9v0BIVO4Yk0jkB3/1Lf4PFCZc/dviOLL+tm7hZf+OnKR/997AePFt792/yZd83lY7roiCM+6E+NhVNj6Y6Z9tJsqTI/MLLQ1lpSK5s4dJJFxekEQiUxNpfDFldRBVXArAFMDkgtUBqAqQRmA8JUoHQ5YCKMUoVgfArO57GrZMJaGV9exZGJ2VV0qgAQNoAAp9ThpIYgDSTFiGN6FFRsukkmdMvELWyWCUXVAGogDIAZgeHCuB5SGGDIopzaNEeR46s6OMoiV1XgNxWkxmJzeCBcng2VR22xTre/1+kd1jkn6uyzcu9OU+ayqXTP2v2MoeN6c+6cNrFrTB93FU97u845imccbafssU1beFnnn1J6hht8w8rQZHN8wZJatSeXTIFxratTZ01rjeEmnVej9er0QWW9r1rm4fBcFJYL5YZBlIOqXpBP0HUnmIaLHNN1kfNWQ+SOoe2Gs+t8cOBievR2duR2bOCKp/OMtePAVboVHHwlNv4eWPMLrs5lf+dKpLgU71ho614xOHJciQ4wIYKwUKBigB/uSB0OUimAsjEGiRAYAAUnEBTHSDq/ukHvivo7BnXRLo4+jNY6kWonsz7Arffz6901mkC9Oa6wpmTGRL23UN1SlPm6G+LjTdl5dWrWkF1sKa4HCiux4mqivBEd2AkP7mRHTxTHdkvDO/nuZV+4S9Fop9DFCMEGhAqAYwhOpxBsgkIBwDACRek0QqhSODOZibHFS/0bdy39+8zEQv3QxeaZp9zzz3gnrmmzC8pAlyFYbIl1h5KVcKo3kqykspVUpuywemWiag6F5JEUAUnyKRQelSFg8Th0Ho6ySFIACBtQHoJLAISAVQFWAyABtBqgCsdreBylTKKrlqirBHUivpxCkwIiAJABRY1RzTjVQZBuFHegYGExPGJRUCQM0FlOlLQAaUNoLoTtZVWnGix9Bt+o1tWnMOZr9LkqTVphLMr1HfWmTo2z1+gfcMXGvOkJb3wgGOsORvvsoQl9aK05fcXZ+1po7mvJ9R/45r5iHf6UvvRMU9sNTea8ue1iS+F6sHg1kN33xtetoUmdp7fR1dHoale78lp3yervNblLRntbsyWp1vrkCptMbq6ptVVVWYQiG43nxHghRJJH68Zx1Tqm2eO6bgt9T8mCd+sTt5vzdxw9t7yDN2Jjd3Lj9zNDTyT6rwW6z7UUzjoKF3099+Ojr4Ipt+Dv2vQV16LljUh+uaP/WMfAVqRtwuTKyRRmghQCkAjgyMcvgVRAD2GvJPoH2hgAjgNGVil0JlcslK7YQkVpk4ddZ0MFKm6NrkplEzRapbqAsDkmsReEzp6q0KQ0uiCJHqlJrdVn1wwdmy1dO57ONXdxKTl1xtO7HarstA3vd40djE6fm5o/PzK1G8v2q41elrAWcPohdIqJ4TRAKIDigFKBQgcaBZh1tcZwbijctVjlLNP0HVCXAkWa1ZSRmnMKZ7bRHrO2ZG3OpMEcVjY5a2oNYlEjky7BgcqlcUV0rpjG5eEMDsoQ0nhiuphJsOhUFoZScZRLYFKAGgStxzAVgAIwNSBKCkXHF1jlNV55tU0i1nB5jThNDmgNYA1ANSE0N9D9CD2M0kIo1cfkx4TVaWF1klUVpolDFFGAEAYpkmiNoSfSebR//krP1JlUeckVH2x2F5qsHQ2mvNpa0bvH9C1TGveszrtoiSzY/N22QKc5NGKKb9jzN0Lj72Y3f1w49VeFg79t3f9Neucn3qnPalvvqKNnLInTLelTnsRmS2zJHh4zB3qbvQWtu1XryGrtGYMta7Rmjba0zhSvbWzhSQxMgYEtMvEldobQgfP8IExD7QCuWaVZzjHtN0XBh7XJh6r2p0zl5Gs9sAAAIABJREFUO57Bm/7hG76hm+Gh25Hem+HylWDpTLB0ytNxwpY5asud9paugiE24crOBYurkdJ6rGszXtmKVzZC5YVYeS7XuxDK9clVZoLKwzAGQaHjOIVBUomPqaAY+nhvBaPiKIUEhEARmkTUYDT7IpmSv627zuxmSWtZ0lqJyixUuRiNfr65k2Hucw7f7Ln4tY4zX/KsvNw8dquuc1eSOtKYX9F3b3jH9p09G76erdzQydLI6f7xc1MLVxfWro8dOTs0v9s5vGQNZEQ1SkCoCOAUwA9ToywMYRNAfxxpw7ksKY/bwGQqORwtjaVGqQoKT0WXaKhCpVCs4rHrGHQZhRAdrv/gmIjAhWymjM+ukfDqBAwZhxQLmdUChoxEWAhQUZRNpdQyqVoaaaKSNirFQWBWQCwAZgrpEkpitfW5GkWcJ7bROFqcpgZcDaQRYXqAFQZOErhZ4KVxUZpTn69u7pJbynJLZ5W5wNflmMoEtTZeYy752o9UZs+MrpzvnTmWH1hKl2bd0cEmR7fKOabyrDSFTnq7XwwOvqOKX1YGZ1SBfqVvqCk4a8rs+fueSc5/sXX7Z+0n/7br4r9VLv9fuZ2f2bpfbAjtqj3zRv+UwTNm9A2b/ENm/6DJ12dsKRkdeYMtqzFEtcaIzhRV6kLCWhfONwHXggrdDFmYlEZRaQbkXXjTLMO6x/NcF/nvyWMP1bn7huI1R+/5wPCZ4PAZb+/FYOVatPtKuHAQLuyGizv+9jV35og7u+Zr34ZAfsmZno6U1mypyWB5LdK75S2vhHrXUyM7sf6VdO9itnc2kOmu1zqpTAkAiWIEPJ4wAZXECBJFycM4H1ApJB2hUADHgcJgCxoMlkCuPZTJGewefo2aKlJTq2ycpjShzms6Tm698rvj7/3v0Wf/dP6Tfzn28k8t688oJs6LOlcUhXlb91qgdyfec7StstszfHZw8uLg9MXx1WuTW9eO7N9ePHFlcHbD6o6JhXVMCpcACoukURGg48AhH3MReQTBxeg0oFCBRgITRzkoLjhsIwQ4BMJFgA3AJQkZikkABAguoTJqmaw6AV/J5yg4TLmIp+CxqhFgAbABrSIJHZXiIFAXingw1IvhPgAXgJMgQ8Kqjrqm7urGPEviRZkmjGEC0gh0F8aLAC8O/DSIcog0x6gvSE09at9oc3TckBjXx0brfRWJtaPGXpbbOxtcnZZIXyQ/kSpNZMtThf6lrtFjobYlU2zJ0X4+NfNO78mf95z568zWDzX5a8rUdo13WmobqrGPKf1rxuwVa+nFlrGvZrZ/WT7z+46jP/YNv6QOr8tNxXpzq8qeb3IW9Z4ek6/P4h0wt3SbHQWjNavS+dXNPrUhKNcEGDIXcOzA9YE4idfmsdoSqhgg1LN08xbPc04Sul4TudOYuKPP3bDkTzlKR32924HKCV/5TLB0Odx5MdRx0p/b8KYXWlKT7uSEJz3jy86BIzHkzIwHigv23JSjY9bfu+GtrIeHjoaGthJjRxMjm8mh9fLs8b7F3UhhpE7vQphcoFAR9OPUOYYhBI5RcQQDAnmcU6YBQWAUwEnAiCqF2umJByJtwXhJa4pzZE5mXYipaZfHFqW5nfrByzNv/+b6Xzza//mjle//W/HFD22zB/rivKu8EunZau3dLfadbC0fK48edI6dHly5PLJ+eXHv1tbBne29a72VGS67GlAaSqEhGFCpwCCBAsBAgUsCl0FScQQ5TGxgh/g4Hg4iGiKmoUISFROoCEPEgEoAlQIiIVmNohpTlcLMETXSGFIGQ0QlOQBMjGwApAmntJC0GElNk/RWnJpCqTGMFkcZMaBGObKCXDMgqi/SJVFgOoHhwPhe4PqoslSDe9oYW1M4xwW6Tr6mVWEvNTrLGm+PITRgio1a07Pm5LQ5PdUcHVF5uuqtOYUpobYkTY6sraU9nBrxZ2a8+e3o6O389vu9V35RufsP5dv/kDz+Q9vom6rWC43RdaV3UukabnRPNrYsN8XOWor3fSOvB4ZfsBUPtOFxdUumyR3ReFJN7ozekzf5u83eHp2tQ2tKa42RmgazuFbPrzXy6j00eQTEcZB0QN0gpp5C1POIepVqOCZwn62LX21uu20v3G0p3ba3HtjSm67WVW/7sqd1zZU93pI7cCX3nYltV2KpJTnjz04FcpP+7IQvMw6GcMVfnLWkR135OX/3SqBvM9i/FR44mhg+ER7ciQxtp8dO5CZOZEa220d3SpM7ic5BlclNkAIAGobSqSQTpZCAAEHidApGB+RwaYGBkgROA4Q4JG/RmCKbLdieHyiUJkyuHE1mxxQBUKfA1lM3er7y8venvvD7jR//18U/f7Ty6jedAxva1JinuBzrXE+XtzJd2+0DJ9oHdwePXJzavn5k79bRM09cuv7C8tJJeY0OcCZCYwJOkCTBIHESgIECmwQWHcEof2CqUgAYGHAJEGDAxYCNAR9HxCgmBbQKkBpAqnF2k6jOXav2CquNbF4DmyvnsKQkRQqgAtyJkGGMmkJp7UDmgJIAPATMKMKLY/y0WF1R26YaTKMSVSdVHKWIQtSqGMIP0OUpT+vm6PrT4xv3u2bOe7LjOk+xWh+r1sfrzG0qd48hNKWPzGqT8/r0oiV7xJZeMEfH9O5upSGjUIeM9rZmR0Hn6TOkVjwjtzNHP1u49MPC1V8Vz/9lducHgbFXrfkzxti83tuna6noPAON7nG1f1ET3VSHjzS2DCidbTp31OSLaFwBpdXfaA5rrFmNtVVtSDZoAg1NHlG1niFUETwtKnKCMAGCAlSNgHKVatmjmPdJ0ym2/XSV/5wmfdnVeTXUcy1euRLM77Vk1vy5lWDbmq91y5PebUmftidO2RK7zsSGO7nQkpr2pif82alAbhrcHTMtxQVdfMhVWPQUl8Ldm/6OpUjnZry0laoc75g8U5q7mBs/Fa1spQeOlWdOjyydHZnfK5ZmTIYIi14NwHicW0aAxFAGAkxAWUCwgEYAFccYKMkCnASMAoCTJM3rCXZVhvvHj9jjJZqyBW2KoOY87htkt60aV+7FTr0cWb2iaRtvSg7ZcjO+9sVkeSNdXs9VNjpHd4cXz81sXd46dXtp/VyxMGLReSgoF6OwKAweQbDoJJdNcuhAMBCUiSN0Gv44XUFQgGABsHDgUICPABuAjQIfBRGCVAEqB6QOQIGzjKLaYK0yIa5u4fIMAo6aT68jsVoADUoLAi2Gs3MYrwCsNuDnEHEWq04zGtvF+rLWN+lKrbriy80tEzXaMl/RylNkSWGAJgnoXJXiwPGFzRvHD55a2b44NnusvWvGFe1V2YsyY7HGOtwYXnH0X0ssvdi+/np4/Al7x741teFKzLvDI3pTTqmJ1qlDtc1phbNXFV+w9JwPzbwYX/x8fvMbHctvhfou29ILWn93U0u73lvQ+Tp13i6tp6xxdeqcbQZHyuSIWp1htclZ22SuUpirGxy1Sk9Ng7uq1iKpMXHEWoKjA6YVeHFEVAHZAqncZ1mucfy32L5rXO95ifd0Q3jPlNnzFfbi3ScTpd1g24Y3tezLrgbbtgJtJ/y5057ceVfuiqv9iqf9wN161Jk64kzMeFLz/uwRqAsNa9Izju5NbW7O1LpozSx4W1ciHRu+1JFYYSvdeyI7uJ8dOdU+cbY4ebY8caZzdHdg+vTU/Pmp6dPl8oLDmeGLGw4TLwiCMFCMBGAAxgAqDegEygCMPHwdQvHHcAc6jbTZnX3jc30zG/7CuMLXKXQW6JYOqrnI81S49pzU3aqOdJtTQ+HCXLpnOdu1VB7ZLg6u9YxtZjvH3YG2BqWNRooIYFKASaMJmBwpnSZh0aRcqoQJTCZQmICySBLHccBIILkIKQJMiIOAADEKYgApgAxB5AiqAFwJhBaIZgrHI6hLVyvbhVVhDsfGYxk5lEYU5BhuJpghlBEBZgK4WVTUSlMUmE2d1a4BbWLK3rYYLG9mB09l+0/HC8d96TV/Zl3vHuPXpqg8N1volNS06A2xcKSzb2B2eX1/a/fq5OqZzvE9d8eqKrKg7zjdc+6DrTf+6fSn/2voyo+dgw81mXPG5Al7fMUZGrO3dJnt7TpLtkYX56viUnNZGVxoDB21d1wJdF3yFo46szPWWKXZ36ptSRgDrQZPxuDOWFpyDk+b3ZUxGUNNaqdSbZVUNzG4jSy+RiAxC6osHLGWKdQiDDXQzcCKYMIeXLZIUewxm28I3A8ksYeSxF15/FJDbE8bWzHF51rS8/7sEX9m1Zte92R2vLldX8fpQP5cuPNypHzL1/lkoOdetPdOqHzWnV23xubs0TlXYhE4gSlZZrmuY1OSnG9qWzO0rgY7T/hzG7nu/WzXiUR5O9K5meo7URw/1zt7pX/2ctfEmb7pcyOzF2eOXF/ZvrO0eb1rcLUlkudK6gEIEqVSAGdjDCqQVGBQCSZgGFCQx3htADoNPwyjIzitXmX2xfKhdEXnSCv0Ya0902iK11mjCkfCGC7Y412WcN7ka9VaYkpDQFitZ/IVOEVAEDwUGAjQKMCkomw2UyYSKvm8Rj5HwWdUs1AuF+h8IPkIgwF0HDg4KsGIGsAOJ91ygHoAJUATgukQ3IBQzECxA8WFcaLC+lKNpiKS51hcL4ft5NKNNEIDuBZn2dmyGEuWpMlSfGWhytgrt/er/IPm7IS9bdKeGwt2LiYr26nKbn7gbKa8my4cC6eWnd5Rjb6tRu4Vi41VMmOtwuDyJnPlka7JjdGdG/1Hn+hYvVva++TUM7/efOe/N9591Hv7976Vb1hGPmXqec6av25PH/dm1gKpWW942OLp0dk6G0yFOkNnvbFbYehSWkvNvrIj1tOS7rbH8lpPzOBNaeyxJlPEYE053e1uZ87cHFU3uhW1Ni5PjRP1OKlmcM0MoY3kmzGuGagmYIVwcTdVvkCtP05TX+TbnpYFX2rIvqRuf9pcuGLP7zizU474gD3Sbw+P2WLLzvRJV/sVW9sNc/ayKXvR3nbOUbjs6rzrr9yL9t8Nd5935bYskXlLaNYanoOhBz/oevKDrie/Edp7taH3oLZ1w1Q46ixsh7t24z3HY73HYr3H4n1Hc4O7pdGDyuT5/rlLXZNny2NnKlMXBhauDi9dH12+MrZyfmBiy+KKCgTVCBAkSsUPaZaH1AMCARQoBIIfgngRhIJiGEIBIHCURcF5XHY1nSpiM8QshpTJraHxalgiBZ0vR+kilCFEqPzDRWccZ2MI8w9keRyhExiPzVZLqp3iagtfomNz5TQKj4ux+MDmAYsObAxEGNQhuAoQJUADgAoQI2A2hHDgVDdOdQPhArwFMA9wkvzG3hrDKFdRpPCCVE4Lh+dmcW0oTU0XWXSOois2YfQNN1i6a/SdteZyvbOkCZQNyW5DstuWG2rJz/o6lqJdR6Pl44mevXTvyUzPbrJzI5iaNjryCpVXWmtkCepZooZqjdsULoW6j+QXLwyefmX2ye9N3v9V781fpPZ+ENz8fmTzR5HlD3zj7/h677nbT9tii+74ZCg9FUyPtUQGrd5uoyOvak40asMqfVhtCDbbopaWhMkVabYHVQZPg8at1gdMlpTZnNJq4w11nhqZlc1QAzQAriPZbqowQAj9CN8PLD8i6iDrJpnqHab+LNt8XeR9II8/39T+vK10L1i5Eu85HumY9SeH3OEhe2jKld31le76el91dr9pLLyobX1Km7usy10wtl62d1xpKZz1dJxwpJbNkSlzYNwSnIC5r/y75+rXgnc+GPv830y+99vgqdflnTvK/KausGYprbl7t/yDO8H+rXBlM9t7tDC8W5rY75w+VZg+1zF1sX36cmnx5sD6vamde3Pbt2ZXznb1TioUGgAcwVBAAQiEIAgCcByAiRBUAA5gfAqdBSQNSBJIGoUFj7OmKIqiKCAUhMCBwACHQ97QYbwQpeAYlcDpKFAAyMMUIQANgE/nO0WNKbE6xFGYaeJajM6lk1wWIWSAiIAqgDqE0AFpAcIGiA0QB0oGDgujBnFaCGNGMW4S4eVo8m6RcbLKOkNXdqGSGEUaokk8FKEF2I2kUKWyxvP9K/PrtyYXb2QKWzbfaK0+K2kKNTgSmmCrNlowZ4dMmSltZtbYtWbs3bYP7rUMn/IPngr1nwiW1wPts/ZAV73GKxA38UVqjrBJIDOojVFrqJIaOlo4crNr5/X2zc/EV78eXvlOaPEj//SXU/OftxWuN/oXmkPjLZkxX+uwr7U/1DHojBTs/ja7K2M2xrRKr6bW2dzotug8TSqzXKEVVquENU2SOqtU4eJL3Sy+WSKxMBhNgDQBxU7hRklJFpdmEWkOuCmo6iZV8xzzHt99SRi4KQjfFseuNyQvWNrOBounE/njifRyIDzTEpqzh9eCXbfCI2/GZr8dmv2xf+qHnrFvuobeclQeGNsuWHJ71symJblgi45bw0P2wLDNPwTus59vXHsBCruFN39+4pePlr/9T4rZ65yO9bridn3rsq5j1dN/LDS8G+zfSvbtdIzuZfp3csO7HVPnS4s3i3O3CjO3+1buzZ54dnrz1tru7YOL93p6J6k0NkbScRYTIUkModBQGgVwOuAswNiAMwDhoSQNECZGpeNUAnssGyNIlKAgxGGk7HDrD/04RoagFJxEAEWBIDDqY6ogxgRURBX6xE1Fib6No/ITUjWwpBSalE6V0ygqDNUB7gR6CGUmgZYESgwoMaDFgAwA4QPST2FF2bI2SVOvzDRR61ps8K/K3HNsXYXe0MZqzNBrwyi/GVAhwalmCuvrNZ5U28TM4sWjew+P7j2sDB5zBLs1rkydNcrXB2s8nY2x8erEtHbswLb5ROLsq8kzr/rW7zlnrnknL0fGzsV6j8U7l7yRPocr16TxiUVNXF4jV6CsarA02hPO1vnk6I307KuxmXdjM59PL3wxPPpKc+agxjVW6yprAiV9uN0ca3WkO/xtpWCu5I+UfZ6Cz9Zm1YSaam2NNc2KWq1QoqCzJTiziuAqqUIjIXTgPBtP6iCZzYCbgR4gBB0UWQ9W3QPyLpB0IPUDLNN6dfCcMndT2Xa7NntFFt2T+eaaorPO1BFfatkXOuLyLNp8a+bQcXv7TXfva8HJDyILP0uu/Ca19svo4jcDE284O686W09YEkumyKg11O8IVlyBitPfA3TvKDe5wC5sjb33i+O/eTT5vX923Pp85NaXBu991H3q3cDAFWd+N9R/2lc56iwtp0b3cgOnWvtOtw+f61242z31ROf4jeGVJ+aOPXXkxM2DKw9u33k13zbIY9VQCAHOrEJoYgxh4kDFAScAowHGQNBDTQIDgA5AQ4CCfKxiwgCwP4KQ/oeeCsMPNXQI+v/zACIUQPg4zVJvGKw1D4n1ZU5DFFhNCLUBo6oxuhtlpoHVjQknMMEUcAaBPwC8Ms7NAS1EsiNV9QWzezJeONE5cbM0/1T/1sulpYetU3c8hV19ZK7W0sOqiwLRAMAnCQGfV0fSpFyxWlJjsrlzA0Mb84sHy+tXhmdPeTOTSm8/19jJtg3aJm4NvPinc1/956UP/3X5W//3yof/PPXp3+Vvfd0+d981fC08cL518HRHz2a6fbolUFCqvTUNVpZIQRUqBAqbvDmr84250luBwpnM4M3M4OVA5zGNr7/alKqzx5u8CV0gbkpmbdlWT1spmB0OJkYC0R6Xv7XJ5JMq9BK5liOqx0kxgAgllQyxkyEPU2vCmMCF8b3AjSLCdpp8glE/TzaME43DUN2JqYfE7k1Dx9XIxIPM4vO+oZtN6fXm7KQlN6yL9DV5ByzhZXdy3xI6rXTvNfgODK1PmoovWStvxeY+yh/9eWrt2/6xN71dt23pHXN43hoatfl6XP6S21+0O1tB2tIt8vVyYmOa+YuFT3ww+eHfLHznX7a/++/nvvHvaw9+3Db3wF86HR08Exs+GejfSo3udo6er0xcLowcFEfPDM7dHV96avHoveOXnj1+8YlS/4zTkeTT60jgczn1BFcJ9FqSKiMJAY6ycOSQlUjQ0UNcONAfm1KA+J+xMxT52ER32FiUj+m8GA7YxylpHAEKhtIRVIyT1jrNoNK+WGWcZNW1A9MGNC3Os6OcKK26n6va5KlPUGtWQDgJ0iFC3kutapeqS1rnaLR9q3fyysiRW4Mrd0e3HkzvvjJ38vUjpz+5fPLNya2HlbnrgfyyXJ8QifVsmpzDVtAZcha3nkKT4RQRk1Ft0Plbs8Nj43sLG7dnjz0M9Z1syqz6Fx/Mv/2PW99/tPK9R+Pf+NeZ7//H5p8/2vjJo5F3/sKx9bJj+q5v+EJs4GSu73i+bztdWAwmB4yuhLzJxhI3UdiNdJ5BVO2t06T19pI/MR5tn462T/pzgy3pbkMw2+gINroCDR6f1h8zB7pdof6WcLfN19po8kqUBmGtjiNSkdQaFK0laEa6OEDWJDFZArhB4ESBl8MkfcyGNZ72BLd5nWNc4BgneebJWu+as/N8cfHp4eMvdy3fjw+eClVWWjqnDYmx5vhCsPtabuy1cOU1U+ahIni9LnStLnJDlXrCXHzB0/+GZ+AVT/fT7vx5R3LLFpl3BEed/h5PoMvjK1rtaZA6O3i2Nr63i+rtFhQX1bPn9Uu3mudv6AbPGbr3m1vXzbkVX3kj3LMWKi/EyguFoZ3uid3RlfOTG1cXt59c2316ZP5ktL2/St0MBAuAgQOLivDEEi2n2oLx9HSenspqJKjVOEVAEBwSZ1Axkooe2juBBkB53FjIx+H6P/IjDk+sQwrIx5DBQ7cPG0V4GCIGpA4j3HLVmMF3otayQpeXgO0DpoUmDVJlGbZyQGper3Xvy6ybXM0Ur3lUah+t94zaM4vJnmPZ3qOtfTvl8VP985f75i6NHLk1tXpveeu57b1Xt/df2jz90vLJZ0ZWL2aLM05vvk7p4Qk0XJ6azaxn4lU8okpAkdYJmprqnF5vsX/i5NTOEwNbd/KbD7N7X2i/+dPY7e95n/oo85lfjf3iP1b//tHSXz4a/ehvet76UemJL3acei02cSPef6E4dr00fC5ZnA/nhuy+vMoQkdRYmbwmDk8tEuuUKpdG7zPYwi3htlhrXyDXY/RmGy2BBnNLg9Gn1qf0xnaDMaPU+qsbrGJFs6immSNsolIVBK6kMtwMUYoia0ekbQgvh3DzqKhClc9xm05JzBeltlMS64bcdaTePaf1H2nJbmUGTnZOXSqMX8kOnMv0n04Pno1WLof6nmqd/0z39g/zmz9LLv7QM/ZNW99n9PkXG6LXa1pOqAPHrfET9viWPbFuiczbwlOO0JArUGkJ9jhaCnpTCizJPkVLu8yZk3qKQl9Znp4QRodF0bG6zJy+sOLsWneXlwOdc6nKkfLoev/U9sj8if6Z7e7plWRpxOLrkKs8FHY14IxDSAeOsqgoFwUWm6dkVDuo1S10SQtVYMFYaowuJ6gSkuSRFCYVI2mAHf6XojwGqSHIYwXrHxsLQw7VgSSKHFoRGAAsBPgAEoAagDoAHVBiNZplU+SKwr3PUAyDMI3x/VRJQNhUqHNNVjsWxOZpoX64yjKsjcw2J6abk+Pm5ISnfSZcWoiVFzJ9q/mRo/mR45XJcz2jZ0anLs8eub2y88zq3sPlM8+unn9259ILS8fujM4cZNqmjfpEg8xaw9WIaXIxrVrClIs59SxmLVvQ1GiMBXITmeGTnWuvZI++5z/6luPg3fDzH3V+46/Gf/X/zP/Vo9W/eLT2J/+x//3/PPH+/+raf9fbezE9eLVj5Hyud7M0vFEcWG3vmgvGunWGUGODvaZKJxLUC3i1Ar6iplbfZPAaHBGNJdTY7JU3WaR1piqZWy4PVte4+UI9U6Bii1RiuYktaCKpapQwEswoKe7C5YNIzSBZPURIBvHqSbpqXWS+UOe/pYlf0yXONLrnNd4Jo3fcEZ70Zqb9rQve1jVvx7FQ17lQ5Ya3+0lf30vZxa/17P+y++D3+b2/Sm//tnXnV6mlb9m7n1cGdhodkzrHiN7ea/SPNfuGDL5+q7/X7u02u4o6S1ujLgld48vZ7il/a78t0mUKli3RXlO835Qe0SYHzR3jLd1zvvKkv20g3NofTXf5w61aq7dKqWFUyYB2aP9hApAISaJUCqAYBjQqzgdgs/l6sTpFq0tQq+O42IfwrMDW4Mw6nC4mSQ5J0A9JfIeF/5Fz9DiNfWh/RBESRWgoMBCEhTymnwoBZAAKADWAHsAFjHKV6bQ+/Vx98BZTvUSR9VDFcZRtJ8V+T9tKbvSSt7AjM5dYylids1TnyjeHek3RPku835kd8hbGXPkRV8dYoLzQOnS8NH7QO32xZ/J87+ylsa27vWtXh4/emT394Ni11/YvvHJi95mtxWvj5bWoo71Z4awRNfG4tVyhgs2vZfMaWOwGNr1RXuO1B4aTg6eLm8/m9l5PXPps7unvtn3iTzpe+1X+5V8VH/zpyLO/nn7qTzJLL5vzx12d697iYryy2Dqw3Na/XB7e6B5YbS1MRSIVmyVZV2OpEmsF3HouR87l1wqljdIalaRWQ3KrcEY1ldnEE1l5IjOVraSwFAyhSqqwsUTNQG0G0gO8LlQ+hzZt4rodmnoVk89A7SRFsyxwntG1PRkZfjY3ec+XP+pOzRh9PcaWkjnQbQhUNIFRfXLdUrpi63va3P3AWHrWNfRm5MgXoysfBpe/mzn+285zf9t95tfZlc+7uy7pQtPNri5rS9ng7da4OrWugslTNrrKDYbWalW6SpUFtcZutPp1Ro+i0VpVY5DIDLI6q1RpZylMTKWZ2WCgypQEp4qgCTGMBUACQgCVBAIHFAcgMYyBAHGoTELQw0EVCwURg28SaYoMVZlS24ZXJxGJDxNaCV4ThV1NofEJ/FDzhx7W/yCz/aGlKIddhSAMBNiAcBFUCIgYoBpAAaAB1AJEC1AzIJoROG7r8u+pM6/wDLt0+TBNEANcC6Rapgqnu9cuPvWZaw/cOR5dAAAgAElEQVQ/1zO9bw71VGkjdfq42prRetr0oWJzosuc7bN1jLg7Z3xdy76ejUDvTmribHT8bOvSjfjcpe4TT/eduD996tm10y/un33tyoU3Lp/5xO7W3fHh7Y7ihN4aEdTpqfxaOlch5Kl5ZIOUpRcIDHShqaq5taV8vHDslfzpd0NHPxk8+lbL6hvNQ/fqsudrosdrg8vK2KyxddqUHfJ0jIdKU8muhbb+1fLIdtfwdmdlNdcxHQxXmg2RKpmRz6vn8+rE4gaRqI7JkQLOAVQARB2V00zjGnCGBmfpWBKrtMHPEDuB2QLsHFK1SNGcozpvs3x3eZZTpGoB6ifwpkmufVnfdhAfv12cu5XpP57sWvLnRl2JXmusovJ3KUPjpuLJ6NpbrQcfdRz8wLf8vm7whYau+409zzUNvOFe+Gbm6E8LJ36QWXonOnjF277si4+FksPOSMXgK+pdeX1LuclelqhyHHlGqCwBDgSJ0g4v8Id2LhTogDIAZQDBABoHCOb/MLDjBI0JKAo4jlEZhz8hMCoKGIriOEYjUBaJCQEkBMsiM40xtaMUZYXSUCBrk9RqL01qonEVBJWHoeQfIMePDdt/sLcjFBR5DCN5bEhEBICKEIoM8FpA6gFRA25FaUEKJ4OJ+kFxjNLyrKb/A13X+0L7Bbp8hGB4ARQAUgQV46RMZ4ocWTv74qtfevaVr5w4/Yw/UNEaErW6UIM9pQy0Nycr1rYxY9ukKjOp61pv6juqGtq3HLlRvPZe390vtJ78RGbtTmnz7uDWvfGte8u7L2zsPX/qypt7F18+evG5sbVzhdE1V6JHrvIJhGYR11wtdsokVhZbh9G0wDLxlRlDdC5aOehZeqZ36bns8A1TbKvKNCw198k9ffXhSnN2UB/ttaeGve2T3vZJf3460X0k27/WPriZ799wR3obNCGx1CDkN4kFShFPQadJABcCIQWqGmWaMaYNGA6c42NJ4+KGHF2cQLmtmHSS3nSF5XyZE3tPmnurLnJb6tgS2mbErjGZZ1ibmmzpXPLmpx3JQX/rWKQ4Ge2e93fPG3JTpuJGYOFe/sZ3x978p+UvPJr61L92PvFz/4n39VMvNfQ+3Vi8b+p5ztv3nL9yO9J1kCwfSxXWEu1z4dyIJ9Fn8XfpWipKWx9fWabVdnHVI8BESOqhqw0wHAgc8EMzKgAOOIngNByj0nA6FaNhGEFQqIDgH9NACAwYGNAIIOkEAwECRWgIMA756kAxVFlnpa5tmmaKph6gKYus+gSr2sngKwlSAEBFEfKwAKiAHNZjdNHjDx/CBeADKgJUDKgUIeuAqAdMCVgzkG6cE2dJOml1U6A5hXge6se+axr+qrjlEr1mAMEtKMioiIACDCrKRIBEgd5Ybxoe2Xj22c996Qs/vXv3k10j61pPW5092eTvNET6dfERZXbGNHYyfv4T+YdfXfzaX+/++D+v//LR3Gt/6pq97h47k5i/2bl+b3DnuaGNByvn3pjfe/bIyeeOX3997/prSyeeGJ4501pYNtvKNTUBqcQpFJr5AguVpkEJJZVlEEm9RnO5tX19ZPzyzOKdyuj5WOeayt8lMMWU4aLSU9D6y5b4gDnRb8uO+kvzwdJ8qLyQ6lmzhfvq9QlpjUMg0EuE2iq+kkWvBuADVoMwTAQ/QPATwElgvDaapFOoqNAknZiwQles8y33JaF3qlq/0Fj6THPrPU38RHN6zdK2YMwMWbJ9llRF42nTedubfUVDsGRNDTk7Zg25WXvnTmL5ub77P5t599+2Pni08+1HWx88mnvv38tP/iJ98muO4WcN7ZfNid2WzPFQ+3Y8v5Eub7Z2r2ZKs7GOCWdsWNcyVGsd56pHKPVTTN3KY3fx4d4x+kfxLvYxlpjAgSCBwP8gKPnYCYsAnQAWBVgk0ClAR4CGHhrtgA9oFVCNYvN8Vcs+s3mNrp3hakfYijZebYgvNdPoNQAsAAaO8TCCDwgXEB5gAsCFgAsRVIxiEgARgAgQCWDVQNQAtZ7C1StNWU9yOt11vK33bH7gRqJw0dF2jea6iHnv6ka+Eln6lip+Fbg5gEY6VDGATQOcAsAmKEyMigNBxwQCdkMu3Xfn7mtvffF7Dz/1lamNi57EgNqUU5g6qlw90c27x77zd/t/+ejk3z1a/MH/6Xjup96T7zbP3snuvzp25+vF/Teic0/m5p4aO/Ha+PYLs9svHDn6/Pru88dOf+LclbfPX3l3ZfPpUmXX4epXqZI1ci9fYGKzNRyOlkooCLSOginqa71OZ8fI5LGNE9fzw0cssUKjM66wphrsuUZXu9qX10a6DYk+S3rYkRk3BPrkzVlhnV9Y5RJJzDyOSsJXs2lyAD5gCpRhx7hx4BdA2EtIxxk1MxzFBCkdwMVDtLplecs9RfQTtZlP1Gfvq2KnjJktV37V3TEVKI75OwY82X5ruNubHVfZ8/XWNoU5r3L0NLlHHdFVb+FsdPbljjMfjj7/N1tfebT94aO5zz6aev3/TDzz+64TXwj1XDP55xy+qWByLpie82VnQh0zqc6ZUG5M4+yRaHt42kmqepHQHBW4rz0GXB/6JBAEQf/YWAT6mCRLkEAh/ihLof0PdzKXAjwS2JTHvD82ABNDhYDLgGoQmI7Uha7w7Ad0/TZNOSnWDgvq0lyRA0AKiAhAgGJSFK8GRAZoDWByQGsAZCilDqAKkBrA6wDkgCtkjSF/aqxv5vTCsSf3rn7q7N33Lzz5jdM3vr537RvHb/6gsvst28gn3dOfcQ2/TldPAu7GUCUOXA7BpSM4AwM6BodsEw7BpQCLRDg4xlM3exY2Dl5754N33v/huauv5Ae3ZY4Cw11SjO8nnvrc0Pu/HfrC34Tufph68jvTb/9u/1v/fvlHj5Y/+Vv73DMts/fC0/faF58uL9zrX3hy5MidqaW7G7sv7V58a+/S26evfXrr+MuVgVOh6JimOSmrsYnEei5bzeM0CTgaLquBSlZJxEpds9vpT8ZyXcFsj96dbbQma01RhTWh9rZpA0W1p9hoL/DrIzRxC43n5IrdElmLWGyukZr4bBUFq6VQjQQvjop6QDIBNSto/VFa057AeIJeP4/XjDEbF9Whm/biC9bOe43x/Xr/fFNw3JIYt6eGfK39vlxfOD8TKS75OlZM8RlTfMYQndJ5J5XWUaVxtME4pfCsqXPn7RMv5M58VLz12/Zrv+6+8duh639WWHszVrngjMy5/aMtwVFbYMAUqtgTA65Ev9HXI24qkPIyVb1I0e0TphuC4MsfmylQDNA/HlF/EIOjQEGBggMVPxQ8P2ZGsgDhIsDHQYSDiAQ+gXAR4COHi7+4EIgqoOi5zfNNmadlgXsc62WmdourmhI3dgur4zipQVAFQC2CN1IYepxuBIoOpRsxhgkwJeD1gNQCpZHBsyi0mXjHkeGFy9Obd5b3HizuPr1+8NLO5TcP7n5x99r7Z+5+8+rzP7v2yu/2nvnF3OXvts29rHDMAN0OICdAiCNMBFACByoVaATQMaAjKAun0TE6FaOTOAvDWIIqVXnkyLXnPvXZH/zmwee/V9m8yra0k7ayoHXFu//a0Du/Wf3+f5359aOVj/4j9uS3dMdf5w1e1a8813Pnw+03fjV980ttS090zF0b2XpqYf+51XMvr557eefSp05d/NyxvU+ubj89NHkq3jpmcmRrGjxCqYXF0TCY9VRSQiOFdJLPoAqqJSpDs0dt9MrUdp5cz5UbxI12SWMLT+ai8W0Yw4qSFgrDIZSE5PUxSbVbUmWlM1UIoiLpfoqkD1GsgOoUNF/H7PeZLQ/43ltUww7UjUBtny56srL22tTJNwpzV+zZWVNkyBToN/krjuiANTxgS85Zs6uG3Laj65Sr78DZc9KY2TLG1g3+JZV1Wm6cEOnH2IZRiXetIXvBWH7KN/pyfPIlX+mCK7fljM06IuP28Jg5OGCOdNsTfSZ/t9LaRa1pB3EPrj5Gtd6leV+TZL8CgGGAYY9Fm8hhM1FRoB4aUVBgHLrBUWAij4sLwAdEDCDFoZpAaghEiqNSBKkCkAAIMFwKuAwwHU053dz+am3yk2zXA6HrmsCwKVaPUAVhlDRglCZAGwBXo3QTheMk2C6UYadw3AxRi6wxojRkfMnx8vDewOyl4YWrUxt3F088mDt6f+7E/eXTL2ycf+X4tbeOXn7n5K0vXH34nav3v337pZ8+8eZvbr36y2OXP1sZO2u1taMgAmDiJJvBYRNUhEoAl4YwsEM1KMqhMJgonUFh4TgTCDYwhcZI9uCJlz733T//9Ae/WT33sq1zg+Lsw2JzDYtP9L3+8+M/ejT15X+M3ft26ws/nvjMX1/+00fP/e7RyU//umP7QXLqQufClb61G6M7dwa3bg5t3FnafXVj/80TF988fvETmwcP5jav5rqXDa6CSOZi8XQMpoLFlPE5Mg5NRAUWjRCwuHUES4bQxAhVSjBrSZaKwtBiZDNKsaEUJ40ZlNbkGtRFkTzCEruAbAawAStPKLYwww1wvYiG36Wl3udlP8uOPsfyXEA1k1CTl9nH2yeuLJ9+bvnUvYH5U6XhnWznii8+YfcPaJw9Ks9kfWjR3nel/8L70/e+VTx429R/pbl0ztx5oE5sNMU3GgLzUsew0NIvNA5KjCO1thlVy4LGM9UcmLCEJh3RKXtk3BYZtIbL1nDZEhhQ2YZIeQ9IJwjDJWbgdVbyq9LSTwAwAtDHvkzkcT+xUGCjwEWBi8AhF5KNABsFNgIcFEQAUkDkgChwaCQQJYE04FgjgBJAAVCN4nLAFAAGTDbV3P52U9c3Bcl3JJGHIucZTtM4LowD1QREE6CNJM/OrPLx5NFaXUFp7jY4+73xKX92Klk6kh86Vpk+2zd3qXf20uDyjdnjz4xt3JnbezC//8ziqYdrZ1/evfH26bufvXzvS5dvfPbG3S/fevY79179yYM3fvzK2z+5//T7c3On3P48nVcPKJ1CZzHoFCoGFAAmRmHhJAunsQk6FaFSEOrH7gkSUFq1xjK8ePTBp7725Z/8w713f9K3+YzEN4G6Rmv7LpTufbj8lb8//fNH+z/976FXf5w692Zi875v5CA9epAfP6jMXxhav1xaPOhcODe0eW/i6MPp3Qezu/fn9u6tnHl27eD5ma3b8Y4FtSknrrHT2A0UsorJqKJTRSQhoFFlBEWG4VLAxIBLgZAjFCVKGgC3A+knWUmhvFuhHRIqOuniBNDDQLaDZAVvvk/4P0PmPmL3/Jl46FfyoR839H25OnufaVulavt4zT2Nrj5bZDDaOpHKjecLC329x3p797p6jyeK647MRmN0NXLk2Z23f3/+O/818dqvPXufjl34UuGJD7KXP2Ocu6Xu21e2LzWlJjXBAaWt0NjcqjYWajVZhaFDae3SOHuaW3pNnm6Lq91gbzO6BhTmMaJ2GKoXCcuTrPj7nI4fift+B384qDCgocBCgI0AFwE+BiIUhAgIAfiA8AHhIsBFQIggVQiqAFQFqBYDPY4YcaQZxQ2AmgD0AEoMUwHaBOAA3qSm9TO+lb9W9H1H2vo623WG3TxDqc7QJD5hXVDUGKrRJdWOcrOn3+gbtEfGvfEpd2K0JT0SKswku1fbhk90Tp7pGDvdPnpQnrlUnrnQv3xtcPXa3N7Tq2de2Ln82sb5l4+df+X8pU8+8dRX7jz44OazH9z7xEfPvfbRG29+7+13fvT0c19e2boWTHSLZWoKwWCSLA6VS8cYdILBIhkMhMajsDk4kwFUBkJjk2wcJVGMCgjJFNbFc4OXb33qK9/+X699/ncTJ19VZFZR5wA7vaQYuyAbPODlN2Qd63XJWX1yLlbebu071j6wU5reL82f7lq50Ll4sXPxYteRy/3rN4fXb4xt3T5y8uHawfNjS9dSxSW9PS+U2Zm8JjannkGTMOkSBkVGolIUhAAihKjFGRqMaUMYPiAjwGjFuGVu3Zi8eZ6r6KNI2oGRAfYo1J8jW95jtf5QOPr7+rV/0W39k3Htt9aZDzTl56TBzVr/tMo33mgryVTROlVQ3uDW6mPulu5IZKyteKStZyNROeEs7bVtvrL95l+d+fDR1Nt/X3zht3Nf/c/9Xz069if/75Gv/s3Qi99O7T4092zo40O2cK/DV3Z6So26RJ0mXq1NVGsTCn2yXh871LTI1B0C9RDIxkC+iTmeZ2c/5Jb+XDz8j4ACBQOSABoBDPTwko8IAYQYiHEQ4yBGQQSIEFA+IHwAEYooEKQJEAOCWhHEgaJOFHWiuAswD2BuDLdiuBnBLYAEgb6gTH/Rv/2/qwa/J2h9Q5S4wXceAWGQ1RBOdi+3pEcaHa311lyzv0fv6dK2FK2Bbkuoy5Mb8eUnwqWFWM9qvLIV691JD+23T5ztXrxSWbo6tHZ96tjdhf37C/v3l/af3jn78vnL75y/8ukLd796/eGHNx5+/fpT7z/55PufePnbL73y3Tff+umLr3xw+szT+bbhOqmOBhIC+FQqn80S0BCmgOBzgCEABhsIHkryCBoLpdCAoAANASaGSKrrPLnS8p0XP3j963+5e/9Lxo4Vtr0H1XZIvaP61BF9eMrgH/YlpqNtC+H2uWT3auvIsfbp3c6F08XZk8Wp05XFi31zlyqz5ybWbs5u3u2dOlsa2nWFhqVyv1jiEAqbaRQJFecLGTUsXIKBEKAKoagRlguYUaDngNsPwhlcusBVbcptx7mqKUxSAFY7SObBcIeZ+nrV4G+VG/9s3P8Xy9HfGRa/6Zh4q2XoKWdpryW/4k7NuCIjBluxyZit0QRk2kCtLlLT5G8w+pocEXOk25Ka8vScKey8PfnkL3qe/PPSs383/eVHR3/56PivH5361aOzf/Zo/bO/j2+/aChut+TX/Llpb3zIF+lzeIsGR0ZtiSqafeIGK1OiJ7hGlizJbhjE6xZAdZoWeItf/Klg8G+r5/4LCCAJIClAI4CFAhuADyACkGAgw0GGgwwFGSBSQCSAiACqAFMDqgfUAqgDQb0I4kewEIJGgEgCkcQpUYwIAREGvA1oC4rU54L7/6pZ/rW06z1l6SHLPAEULVBqY8WJoxcejK2c9WZHGu0ptSOldWf17qzRXzDHu03xirN93F9a9HQuejuXY/07ufGT6aETHVOnuubOlGcPJrZvLZ58evn0c0u7D4+f+eTe+XcPbnzp7J2vXn36GzcefO3qk1+4++AbD1/83r0H33zuxW+99+mffuqNb10692xv17K+KYTiAipVyCAEPFwkJkQChMNHGFV0nojCEJN0FmAclManCkiEA8AF4FNZja7/j6ez/Ir70Nr2/um4MAMDg8PgNgOD6wCDuwzu7u4WHIKH4PFAEiQhBnF3bbRp07RJ06ZNNZW0Pamczvsh53nX2n/C/rD3Wvd9XV5xfZsPrF15vvXgvZz6GbeQcpFtnJ55mJV9goNnuod/rjy63De2zDO2xDO+NCy7ITynMSyzRZHbq8jujc3sTikcTMrtiU1t8fDN1TMK5gnc1YTufFUJnaJJx/g8miaTUEdBAKgB0OwRFT/gxQEvA1TLEM16UreNb9Vv4DaqYl2P6WWAWhLoN1CcdwnjbpuVvrLb8L1j+wvLkjN6sTNmEb12Ua1uMbXy+FpZRFlAdJU8rMwzKN/WN1nkEq4jDlAzcdUwkaqJJNrmrjrWAbq2iYbupfYJ484Fi/6dNxJ3vCo4+Uv5pd8abvzZd0/ZdPKNd+0+44Bau6Aq99BS9+Bcv4giWUimq3+cg2+4pYtcw8yJpm4LbCldM5xrWky16EBtZ1lBl9XSXqoX/qJfpwQCo+IIlQAaCnQMuDgiIFEtKq5Hww0J1AAFPQAdAF1A9AEzBMIYCAsgbIDiADR3hOKN0QJIWjhJjwEIBywWKPEIMwXY6cDJAdUKlusO+dDfbn2/2xTcNIveDur+gOkAVR0wrqN7dH3r5KbpA4VVXfaegSZ2nmYOgRauUeZecRZ+SVaBabZh2fYxBY6KIo/Ecp+0moDMhtiS7vDstsicDfFF/Vm1k1m1U9n1c+Wd+wsa97T1rrd0H20fOd0xfWHDlgudWy9OLtye3/9oYfHu6uGH66c+OnLi4crBW9OzR1JTa60tvDh0fRWaLp+uwyXUODhPhcJVpfOYGJWFUjk4nQ4UBkLjkhw6ziZRLgATwfkWEll5/dDqsbsrR+40d24PiiyVOMWa20XYeiWJZUnWvkl2YVlOkTnuUTmekXleMWUB8Y3hSd1RiX2hipaAiGpHlwSB0BlQc6aKi45JmIq6C5cp4tH1uAwDEtcG0AHCCji+iGocqOeCejlo1GBazXRRn9BuSuSzQ+A8SrGuA2EOGG/QDNgvirtonXPbtuSabtwujYANBv4V1gEFTqGFLkFFrkFF3lG1QYnN3pHl3tFl8pQ6l5gSiV+WWJZmLAnVMpbpimQaOq4aeu5qhj4Cs1BNaYqBT70kYbNf5Wp017n08du5Ux/EtK3bKwYsZeVSWZGDb56DPNsltMg5NNcjMtM1MlXsF61nH8TWlAHVg6oRx7dpxcWT4LifFv1QUPi9bsNbo46/4H8agPf0bOABqKGghYEuBoYYYoIhZgAmAIYAhoCYAGEJuBhwO2C641w5MH1RVgiVF0/hJpMqmQg3F+GVoIJa0GgEzVbQagPxpEfXr0Fj73wa7tOtywE1A1QNMDaGcTBcg6TqObuFd/aOb51fqWrpcQ1I0LbyNXAIM3SNNpHFm/omWgWmuiiK3OJL7CNyAjPrA9PqgtIag9JaQzM6FCUjCRUTSXVbEpvmsztXc5qW8lv3N0xeHFl/3r32cePy7aadV/oWrk3svTW798bCwXsrxx4uH71//MzTkyc/3Da3Xlne5+wYymXpM2maLJqGClvIofHpBJOG0pgknU3Q6QjJRChcCpOBMxgki8CZ77MVQm3raEVB98ZtW3eerG7cFBlf6eKXbOIYZugUbCFXiIMSbOUKe79El+Ac35iasLgO/7BGqVuGsWWImroEI3QBDFUEMiPbVIFhIE9FwqEbsOkiHDMExBSobqhqHKZRCMIq0GgAgx7UaJRhtUPddVXXd53juI2U9oNFA5h3CH22G4YtiRMOGYfOMsSlqraphi4JVp5xYq84e98MqW+uNKDEKazKMbzCWVHtktYsjqu1VzS4Rje4h9Q4eOabW0frGfoaGHpq6jqpajmwtZ1YOt5sUbi2NNfMt0Ec0e4Y12Mfs8EhtM47uFIeXObqk2fnlWnnl2vnl+0QlOkQnG7hG68rjVTRDkYYgTStbDWHIcJlL/icZmZ8pln3i3HvfyyH3wEAH4CPgCoC6ihoY6CPgwgFUwRMEDAD1BIQC0DNADUD3AIIMRBOCNUTZ/sSvABMNRjTiEI1YkEtHgSZICgCrQYQDYLxFGq1AFaLID0QPPAuf0FpFrsFVHwB0QGEiyFsAuOiyPvOO5Ovrh+uSO4cnBiY2lvSMOIdUWjqFGXsFGHuoTD3irPySbSRJ9sHZzmF5rtFlvolNQZldEYUDoUWDIcUjoZWzfrXbU8aPR7ZcyCseyVm+OiG819u/uSvgce/tF/9omDhQsP85cHFG9N7buw+cHfX6gdLR+6dPv/piROPjx27v3XrWklRe0hwip62NZVUVWELeRwNLl2VQbKYBItD5bApbAbO4FA5NJyBAY3EOVSqKgATgE1laFtYy2Lji2qbRvJKN7gHJFq4Bll6hpq4B9nIwq08Iiw9Yqw94iXOKSZWkXxNJ4IhwikaADwAbZbAQyTN0TCJ4aq6sOjmbJopgZgASAl6KEO9mKrdDLpdoDcI4t3gcJghuyMM/Uw77GO66zGqwxxm2wvWTVRxk3nwdEnv/ZqNt3xjh6zc8vTFkYaSEEO7EGvPJEuvDHPfPMuQSpOgcqOoBvPsfofKKfvcEbuEPlnSoEdYu19Is8y3zNElxcwqSEfkJjRwVNV35Og6qOi5CEy92Saemg7Bxp7Rdr7xPoFpQSE5Mt8sJ490e/dMqXu2vWemrWeGmVuKjjieqx0JnEiqQaWax1ZawBoee11Q+cpk4E+72X+l2/8BAG0AHQA9AEMAIwTMELBAwArAAkElKGEHuC1g1kCIKWxnlsDb1DpTFtAmj+z2CGvzTxoKzBiThLapO5ZzbWuoVk24ZS/LeRfXa53nd4V0v4w4Hw/p+L5ixy+ESQrgxkBoYMCg41wGwScwlf+J2oAAlKqqZRwWm9PSPTux/Xhd51aP0Gwda7mO2M/QMdxKlijxy7D1z7YLKnCLqbWNqHZP63LN6LNL6XavmK5Zf9b78I/8U59G7r3uO33Sf+5MytEHHR//NvS1su3edzXrD1pWbg7vuzWz9/bO1Qcrx57sXbm9dODW4fX76ycfLu+/vH/1ctuGzXJ/habQlMPR4rA0eVwtBpVPJdhMGo9O4VIRGolQcSAxoJEEi0JRIQgOirIBmDimoi40sZZ42bkG2LkH2rgHmLn4Gtp56dp4CkzdODpODFVbkmUBFBFgQpwiQAkBoPoMdW89uyI1swy2QE5j2LLp1iRYAbhRWMksrRaq4RiYzoL1AnidRfzvMSO+Fib9ZpD0k1rwByo+KzSnITAuAu0kbcfqyu5zOw+83LT1VlXz7rCEBqlnkqEkRN8mSMsmVNsxXt+/SD2wQlo5U3Dsk6Y7v2QuPrTIGbeMG7SL6vOOGwyK7/WLqvcIzLP3jLd2CDQwdxfoSQS6tlomzjShGVPXgiuy0DKztZF4uDoFOziEiSXhUsdEiX2StSTRXJJkYJemZp5MEyqAm4gZb+D5LjFjzjOyH+h1fme3TemxonRfVgIQFkBYAG4JqBWANYAYQAIgAdTuf4NLCZabhlG41KvQP6ots3RbZevByg37y9tXGofW6ofX8tuXUhv2RZXtdU3eaeg/ZxR+yDzhlnHyR7zQBwzfc845V50TtwNDCsBn0rgUwChAZ5NqOMIkCQZBUEjK/0r5gPMYPFBZfqQAACAASURBVKMwRdHw7MGhLYeKW8Zk0Xnatv5mngpL31QTWbIkrNgipCSqcWvD3lsBzbtNM/vMSydil+/WP/u76pWy8NP/xF95qTjzLHjxVtTqvfKHP/V9q+z4+G3F+sOKrec7tlyYXby3e+Xh1I4L+w7c3X/0/tFTT5YO3jx25vGJs48WD1xo75oIjUjTN7RlcbTpNHUmQ8iga2AIm4axuAwel8Gj4AwMpRI4nUIySYJBYkwcoeMIncQ5VIYqh6/NVtMhuUIKX4/gGSJcY2AaAUUEuCFgBoDrAfARTANwE6ZmiJFzq7pNDUMzimS5sZiOOGoLmDfOz6GKBnDreXBcB9lVJPopkfCKlfqrMPudZdF/zNI/M4g+yXMfAVE2CMNoeuHmbtkBiqbkgoGc6omc6vGC6tHoxFqZPN3WLU7bMYrvlaIaU5d/6pOu18rO75SVD9+aNC9Y1+6JHrkgr9njkNwvjap3i670jS3ziSpwladaOUaZWAeLLALU9B05WpYMoSFPRyQUioTqRloaltqaEnMTXyORn7aWr7puqLpZioppJqaZBqr5YD6qEnJSJf2OSuXHopEfXJaU8qNKz9V3AHRnoDoCIQX0/TgC7gyEC0rzoKv4CfSjzKSZboE14ck9qSWT+XU78urn85sWKrv3t4wdbRo5WNO/VDu02rzpVOvEtdK+SzGVp0IrrslK7omz7+vE3dIIPanuOgIqwYBoAcpgoAQVgAIUDq5KQRgUgg4AGIbhGA3H2QCM92YxGtcwOrlkcGpxbNtqZftmX0WxpVeCqVeisSxVJM9N7VkcOPW8+8zLxuPPQ6dOm7TPG40eDL72edbX/y38Vpnx8dviJ+9KPvy98Mnbiud/tr5Wdr1413r+Rc2eaw1z5zumz0zOX5vbc3V82+k9q7dX1u+vrt87cvLRsTOPz1z6ePng5a7+rbHxRRbWMi7fiELVpFE1VFhaahwtOoWLIhSSYJAEHQEcAZREiP/fVKPgDBqdQ5AMABqgLMD4gGsDYYhSTDHSHDBzAGMAHUBFgEoYwjiR+4hA0k3RTse4ATSOF1DcgBmO6daSku2Y6wks6B414SUn9wdB6a96Fb9b1vzu2fSba9kz65QTGp59pHEyqePPMfRRN5apiTxUDd11bAKlPulhcdWpmW1lRT15BR2+MaUG8iz1mPrCk592fK2s/0pZ91IZtfYs7fTX3U+UuavPxEUTophGSWydu6LGN67GP6baJ6zUVV5g75lpZhMusvTRsXRWN7JSUdPlcjXVVA011M01BFYqXDGFtCHZXhyjbLZVDW5cBwbtiMMe1fg7GmXPtDa8tJj5yfPgfwPWle4rvwKwvYElA6YXsGQYV05XD+HpxQhE8RaOBY4+Nf6xXbFZo8kl0xlVczl1W/OadiTXzuR07KrbdLB+7GB57576oZXOyWNd4yf7Ji/1TN1qGf+gceJpZs+D4JobDjlnjKPnCYMsIKVAaBAYlfI/RR2dgXEJ9L3KFFBAMKC8dw6SJPf9jQzAVFM3kflGbxzdsX72fufwfHBClbFLrJ5zvKZbmml0bXT3UsHuGx2Xvqu/9mP4wYfiPZe9L38W9enbxJd/htz4Ovzql8UvlTWvlY0/Klu/V/Z9p+z48KfSI/fKd17omD09sevy+I6LU7subtl7Zd+hu/vXH+5avHLs7Efnrnx6/upnB47c6B3cpUiqsLDyVeGZsuhaLJoGnapGo/HpDC6FykRRHAUEAyABJQEnAKOgVBqFSSUZOM4ElA2YAHAREBYoYYPh9ijiCuBMIZxw3BkQL5owT+S1W9VhitAvRdXjUJVAYAeCMAMVDxGyNTTkA2ri12rFv4nqfxO3vHFp+9qn7fOw9mcBNVdlBYdsY4dE7jla4mB1Exc1A1sVHWum0IJQs6KoiTV0XO3EoRF+GTnJDQXFAzG5G53SNnq1LGWvvci79qb4wX+qnylrnisbnitzL35nXrdTPbbdILzBMrjOIbTOPbzOPbzKLazSK6LSPajERZ4j8VaIHHy1jG019W0E2hYsrh5PzYzBNAMwB5qcbVHDd95EkU6B7Xaq/1ntwhei9u+Mhr+13fmrz5F/g44qXXf9ADS9KJpeJFM/hmeSoCvJsvQodw5u8Y7qjMwcjcoaic3dFF80nlI+nVo9k1k7k1Y/ldwwk9Wxs7B/T2HvQn77juLO3Y1DBzrHj3WNn+4cO7th7Erf1kcts49qpj7MGbgdXLKkbZdD8BwAVUOAYGJUGpBUYDBJHoHTAVASp1BJGoNkEUDBESoCBA4kHWcTQCMxNo6ytLXNMrOrRjYtTG45XFo/7hZaYOyZquOVpe6TI/AvcigdDxs5VnjiRcXD39MevIl/+jbjG2Xii3dBN1/ZLV13PXAr6sqLsud/NH/1d89Xf49+/vfM4587tl/oHl8fnDk1suXsxs3Hxrednd9/e8vCxf1H7y8fvntw7cGR44+PnfrwyLEHQ2Mryal1dhI/gZopm6XDVzNgcYUUOofO4NDpTCpOUBAMB5QAjEkwWVQ2gb7/r7mA62JUCUpzwghnFHPHsQAKGUrBA3AiELBwlm6DacAxdY9l3Kwd1S8EXjTw4sCgHnfbTYbewBWfcrK/M6x7K23/zrPjU3nz3aCGC1ENZ6Nqjya1Hk1u2ptSvVmR2yaPyrLzDNc2d2FrWVEElgjLmMo05bLMNNimIqG9s0Osp39RUMaAb8lMUNdhr/51p4G1sKWHqee+yb32S+GlN2Fbbgb0rLkWzNqEt0oCqu2DK51CyhwjSl2jKmXhtV5hFR4xxW6R2RKvaHN7fwMLNzVdsUBHzOKJAZMAO4Jn16cuX6J7HQSPNZbiA8P6H0yHfzGf/clh729+R/8NOqR03vIGtKTZ+s55lt5VjqHNHtEdHtEbZIrOgKSe4NS+qJyh6Nzh+LKxhPJNKbUTqTWbs1u2pDRuKehdLt54IK97sbBvpaT/QPnG1ZqhIy2jJxuHjjUNneqduTa4817X7K2GzZeaN18s61gKTmywlgap8kUEsHCgo8CgUnmA0TGchmM07P80zzScTkFJJkalAk5HSApQ3iPmEaDpCM1kXlE1dYMH1u809O/ySaoz9c9Wd0sWyvPYPoUaMa2WFbMhu65k3Pm25Ctl1W/K0h+VCR9857rvinb3LpuxlZjVm7knHw08+GnPJ382TRyvap9vGzrYPb7eP3mic/TwxPaLEzvOb9t7fW7+0t79d+aXr+8/fO/Q+qNjpz5aWLzc3787LCJHZOLC4ovoXF0GT5vB0cBIBo3KohB0DHAMcAbJYlLY+HszOagTVEuc7o5SvDGKHKcEo3gUhsdRyFjAYoFIYxj0WkZcN4y4RpNOgqgBuBkgrADxLCvoMkvxGTf1tUndL7LBXxwbrnlUHPYt2hNSsDuqaD62bFdC9fa0hi1pVZuzqjdlVg5GZTb5xpTY+SQLTb3ZGlKuwIbLNRPwzXgcIzbHiC+UalsGWnhny1J7vAs2OxfMiIu32TXsd+44EbrpVunyy4Ezv1RMXXeK3mDpXSCR5zqF5lsHpIkDMt3CKt3Dq9wUFa7RRR7hRfbyNCe/dLFbjJ6FjCVwAIor8OLZDuOqgeukzykIuMDKemox9Kf9vNJp9V+Pw/8ErCsjjyhdpn8BS/9K68Bqx/Amz/h274ROWXyHb2JnQGpvSGZ/WHa/omQkoXIspXZzQuWoonwgtW4yt3W+oGOpoGM5v2u5qH81v2clr3OprO9g/fCxuo2HW0dOdk6c6d58pm/24tjuW2MLN2f23+3cfLi1e1dySoPY2leVbwwoG3A2zlAjaDyS5NFIFRrCpKF0OsHAAKdhFDpOUhAMB6CgJBV7v14UDBgshjA0LL13ZNfhCx92zxzySqwy9E7TleUKPPIE3sVakQ26BYMWPQt+q7cLnvzS/IWy86Wy4PxnDr0LlnWTzs0zYT17c8eOlHTvza+dKW/d2T5yuHvTWufokaGpk+Nbz4/Pndu89ezuxVsrhx/s3nd9dvu5o8c+Wjv+ZOfCxZHxA/mlPRZ2ATSeSF1fjNMFDI4mhc6nENz3SW4aqUKn8PD/qWd1cIo9TvcHWjhKi0DpCiATgUzG6RkoMxdYpVSjTWaxD4wTPmR47gOLjaDXBMb9FMdlbvANreSXZmXf2dU/l1ZdlOZtcc8e8k7p80/oDU0bU+RPxpaMxRRtTC4byajYlFW1Oa1yU3LZSHLJQFRKk7N3mql1gI6hs6rQms03pasYkWwRyhKRXEuetpeBOM42sMojdcgjf9Y+c8Yha9aneL5k+FJq45I0sNrKM8dalmEXkGUuT7SSp0h8c+wDChwjSqVhBfYBuW7Bhd5RxY7+6VbO0WqGfsCSAz+d47ZVM+YaLewWRN7llH8u3qZ0Pqx0Wf+v59pf/mvKkGWl/dCPYBtRbRdZ4xzb6JHYJkva4JnQ7J3Y6p/WGZLdE5zVHVnYrygbTqufjCkbVFQMp9ROZNZsz2/aU9i2UtJ1oLz/UGnvakH73ryW+Zq+g21jx3omznaNn+ydOD0we2F46+XBbRdH9lzZvPfa3L5boxOnmtt2pGQ0WkjlDDUDiooOwdIkSA06RYOO86gom0ZyCJRGYFQKQcVRDMMw/H8Ve5SG03Eg0ffPI8oOjMqY2bO+ePJm/cYdfoo6C5cMM6cMqX+FyLeELysUxreYVY57DuwvWv+w49rr2M1rzmVjXiXDAcWjATm96dUTWVWbc2un6vsW63sWmzfub+5f6Ro72jN6dOPmY6PTp3cs3ty+cG1k4tjuvTfXTj6dnDsxte3U4OSh1Px2TRN3ptBKRWhF4xrSmDoERQDAQYFLI9VppDoGKgAaABYYzZfgxKOcNIyfiapkAScb2Dkot4BUrwZBE2Y+Y5T0xCTnBSfkJOK4FcxHKdYzap5HjGJuWqY9Mku9bBi3WxTdK46rdU2o8EtqDE3uDE/ZGJ4+EFXQn1A6EJffk5Dfn1Yxkd+8M61qOq1svKhmJq9kJCmzzT+s0NIpSsvcl6vrTPIsSK45Q8WSzjAlSCMa20rT2NfcKckhoNQ3rj0ya8wvvs8/vkfiXWrulm3slGzmkWLimWDjmyb1zbHzyZb45TgE50vlWVKfdKeADJegLKeATD0bBcKPAvUinu+SfvojXuJTMvljQce3ToeV7ueVjsffua2/kx/623vr72bNz8AmpFgcWiKNrHBW1LrH1bvH1XsnNgekdwRndwZldchTW8LzexOqN8WUDSXXTaTVzaRVbilo3FfculLYtlTcuVK58WBl32pp13JN7/7W0fW24bWWgcOdY8f7p89tnLnYO3e+a+7UwK6LY9uub1m4t2PhzuT2s12je5KLmw1svFSEVlS6Ho2izWZoq/L0uRwdBkOdJFhUChNDKQROI0kqjhJUkkYnaDSM8j7oggIVgIZT+fLQ+LHZ5aOnHg+OHQoOr7R3TZN65Zt55poGVxhG1gjDK0SJzdLcXruMDqe0Db6ZXdFFQ9F5fbH5felV45mV4/n1MwUNc9UdCxVtu+q69rYPH2ofWG3s2ts5sLp569nZHRcn5s7M7bw0uOnw4MTRnpED9Z3brd0UVIGEq23P1RAzuCYkVQdADQU1GkWbSmphiABAD3BnghNHCopxYQ2hU4/r1INmLQirQb0G024H7T6w3K6T+rGo+BU/7jrpu4pYTeLmm4Weiyahh3XkuzS9hvV8msyCSmzDsuxCk11DczwjSr0j62XRDfLEuqC0xpCk5qj07rjCTclVW2OLpyOzR1IKN2eXT2aWjaWVDkXkdPgm19sHZhuIgzX13FV4NhyOKYNmQKMZMJlGDJYJV1VsYhnk4ZvrE1oRmdIZkdodmNDiHFJiK88x90y2kiVbuyVIPJMtPBPdIorcgnIsXWLMnCNsfZOl/vlatlmgkQE6jSpBx/RyX/CzvmIVvtId+8XjjNLritLxxG8eR9/6LP7ssPGFZu4lkIQUSEIKHCJL3eKqPeNrPePrfJKbAjPbgzK7/NPaZQlNgRndUcUjCVWTiqqJhKrp5Mq5rNqduU17cpoXspvm89oWijsWS7sWq7qXq7qXmzYeaRlcaxlc27DpZOfk+Zbxk21TpwZ3XRvacm1m/sHulSdb9tzctnJjbvlyQ992RWa9o3u0utCGwdTnqhjTOSImx5DN0GbTNWgEn07hUXAWBhQaTqcgBA0IDv6eV0u8t9AQKIPFEsoDEkYmF5fWbvVNHYjNbpf4Zlr5Zpv55VuElJiFFJsFFVkEFThFV7hFV3on1ganN4VntyuK+mLyumPzezKqN5e2bi9u3lrWur20eXtj71LLxpXWvuXO4QODE+v9mw51DCz1Du1v7NzVObicVtinbRHA0nLmajmp6bmy+RKSbgygjSBaVKo+SeoiqDqgxkD1x1TzcO02VK8PMxpGTIfAqBdEPaDXB4ajoD8FtsuCjKd6Vd8Isj9kR52hOW4DvVZV+z7rkM2Gnq0C60xtu2SJX46lLEbsFyP1S7T1S5UG5rpGlHgoSmWKisC45sD4zqC04eCcydCCuZDcqbDscUXRZET+cGzZpsiysZiqTYkVYwm5PeERZY7SaGNzuaqmHUkXkVQ9Gs2ARjNgsIy4qtZ8LTtj2yD34JzIjKak4r7Eov6AuHq3wAIn7xRbt1gbT0V0VmNoYomlc4i5a7h9UI6BSy5fXAa6DWA8xo64qln4Da/wjXrjb8Zz/5FdUMpvKmXn/wg8+bvfwtfihqvcqHkQB+dKQvIcIotdFRXuimq32CqPuFqfpBb/tHafpDZ5Srt/WndIzlB8xUxgzmBk4biiZCq5antm657Mtr0pLfOpG/bkdC/n96wU962W9R2s3nikdnCtbuPR+oG1ltGTbRNnO+cubNxxbXL+/pa9j+d2359ZuLNz9cHiyY92HLo1sftM9+iehLQaa7tAoZ4TS1XCURPz+GZshi6dosmga1KpqgTBoRJMCkqlAIUCKAVQOhAUwHhULh2j4wgVgEbSBVKPoPruicXjtyYWzkZnb7CWpVl4Zxh5pDiEFrtFlnpFV7hHFrpFFfomVshTaoIym0Nz2t5vmKKgP6V8tLBxrrh5W1X7fGnLtpqO+eb+xer2nfWdO6tat9S1bE3J6kzN6xPZhAPDkq8v0zQN4Ot6qqg7UZhWgOijmAGNZkxQ9BFMGwgLYEUjGrWI/hAYzoD5DrDaAdZzYDULFjvAfB4sV8DtDD/vc8PWX/Xrv1HPuMn13A66lbhhlkd8f/3wsfz6LVYuKSKbcJFtqLlLpNhbYeufaBeYbhucYR+W6RyeJ4uuc49q8cocccgcMUvut8vf7FI06Zg95FE45ls+EVgzHVY7E10xEV88kl08Vlg6FpPW4hmabyQJ5mva07lmOE0Po+oSdF0Gz5jgGtIE5moGTlbO0QHRZbGpLak5HZFxFbLAdLfgzOjMBllIpqGN3Nw11sInT9W2mOfQi1tPge0edsIDzZo3wsbfjEb+Ee/5R35RGfaBMvLmvzGnfvOf+9ii6DAvcAws5KlW/ul2obnO0aWuURXOEWXOEeXuMbXe8S2yuFZ5crdfSm9gxlBw1ohfxnBE0XRMxdbI8i2K+oXYtsXw5oWwtr0x3fsVPQdSNh7KHVovGj5eNXqyefP55rHTzSMnOycvVG080jlzcXT7zbEtNya33xzffmPTzutzBz7YfvjenvV7e4/c2rpwund4X17FoLNfLlfLjadur6JmoyoUc1TNCKY2zlSnMFQJKgcBgknnMEg6BigVo1AxCgYoATiHzsURKoIwUJInC4ifmj+288iNrtnDitI+K3magWOUmbvC1ifF3j/FOTzbPizTK6ncNbbYTVHik1QTntcZkdMRmdsdm9+XXTdV2DiXVjaaUT5W0jyXVjqUXTmSWzGSmL7BzTtTaOgLuBHgJgY2UdrmoQJ9uaqmJ5VpC4gRghvT6GYEaYhg2kCRoIJUXL8LM9kK5ksgPgr2x8DxMDitYc5nEIfziOt1NOA+v/Qbq2GlZEQpqnzC9pgEvRzQ8OdZhGZWjayefDq3+2Zm7ridS7aZQ4JIGiZyDjP1iDbzibHyV4gD02wC8mwVjbqJjTqFG722nk45/zz9zGfp608S568FDx52r9vqUjQuKxoPLZ1SlE2nVG1JKBqLLxxW5Pb5xFSaOkXxDdzoAhuMZULhmABFF0hdACGgWhwVM0ORs9QhNDg8PzSmNDS+1juixM4twdQ+1twjS9OhiCft1JTv5ciOgedJTt5T0cbfjcf/Y7ug9FpTBl1Qxt5VJlz/J3L1lXvfBcu0bQbB/WDklWTqmywJznaOLnaNLXWOLnWOKndX1LhG1sriWj0VG3ySen0zBhzjO/2KJsIad3pVTtmVbPJs2aWYPZc0fy1+/nrqyr38ox/mLN9J3XYxefJU5uYTeePHyyfP1E6dr5k43Tp3qWf79f7pS2NbbkxvvzM6c3l067WxHddml24vHH04f/iDlWMP95/6cOfBD7onjsXn9tt7pGjoubHVbLkaYpaaGVXFEGNokCx1Dk+LzuBSKSwAHMdJBFASpxAYSQJOAklBaShCA2ACwjGx9W0d2X367pdz+6+klPTauMeLpKE2sjhPRb44KMnSP9kmOMMpqsAjvkKeUheY0RKe3R6d2xWW0ZZQ2JdVvSmxoC+jfCSjbDCpoMc3vMjEMhAhDAE3ANwAcDM961h9G4XAKIinLaOyJYCJEFxEYZhhpDFgpkD1IHSrSLMJ3HoFJCfB8Tq43QXZDfC5ifrfA/l9CPkYUTxVq/vWcYtStlMpaXkMVtWgGoKou6N8a+CYaBp5eQcUF5dNt7YvFZZN+MeWm7lGCsVyLftAE/coc98kY3mmQJ5rXTOWef5p+cu/i18ra39Q1r1Sbnip7H6qbLj2Y+z0Rbe6nS5lU66Fm32LNvtnD4blDqZVTWfWTsXm9wUlNTjIM4WmcpZAijPMqCwLkm5M0PUpNF0KqUGj6wp17UUWcqlHgthZIXGINrAIURFF0U0LOa4zOoprqlH3Ieg6p/K5xZa/xXv/cjmqDDqvDDuvTLyqTD3zR9jMQ6eKfTZxA7ZR3WDonWrql27ulywOybANz7ANz3CILXSILHaOrHKPbfKO6wjIGnZJ6ZakdYqL+s2rhzxnV5POPyr58Pv6r/6p+OKf+u+VG/5QNn6v7P1Z2fbFn52f/tb5+IfKsx/lLl9P33kuffpE4fTphtlLXVMX+0bPTczc2LnwaMfyR7sPPp3be39k7tLY9ss7Dj5YOP7xwolnu45+tHX53qYt57ILN9o5J2jouXEEEjrXTEXDks7VpzG16Ewhg61Op/Nwgo5jNAKnoUBiQFBQGhWhEUChYvT/fY7AdXSO6OjZeWj94cyuc7kVQ/byNAOHMBt5spV/qiQ42yEs3zG8wCW80D2qRJ5QGZRa559QEZpSG5XZHJvVGpPWJI8oNrULV9GwA1QIwAeECyAA1NxQki5yzBRaxqiK5AjTDFA9lDTA6YZAmgLqCswU0Oyh2a6QjucQl1uo93Pwf4VHviITv8LTvsZzX+NF36DFz7V6v44+ocw4pzQqXgLtUOA4AMOSYJoBRRcQAaCagOvoG3go4qqaOrbUdm1TFHbb+GZo2YTr2Mdpy7LUgosCxg92f6msea3MeqH0OfeF6a5bfse+yL3/T+dr5cBrZfWNH6N3XrFv2iopHrZP7/DP6U0sn4jNG4jPH0wpGUssHI7P3igLLLVzTtE1DeRqOeF8C2DqYVQtClMPKNooy4Bk6QuEFmqqRjS6Ccr2AWE+J/iQSdV3Gnk/QNwTZv0Lq91/uqwp7Q/94XLkz5BTysSjyvCJT91LVm2j+6XBdc6hleCZ2mQTWmDik2QTmG4dmGrunyCJyBaH5TqEl7jH1vkld3qn9rhk9thk90iqxxLX75R8/Tb/l7+zfvgz45t3Wa//KvpeWfjVfws/f1fzxd9NX/y94eVfnV/81fvF3wOv/ul49rbo3MfJO8/nbjnbsuN65+zVjZNXp3d8sHXh0fzK0z37P5nddW9uz8P5I892r3+2c+3pnuOfrZx+cfDkZ8tHnmyaO52c0+XslaJj6KWiLlbXtqNzDDk8EU9gyGRr4hQujaZCoXAwlI4AjYoy6QSTgTNYFAYdo5NAo6JcBLgAaoYir6r6icXDHwzOHo3OaXKNyLGQJVj6JtsFZDmF5rtHFnpEFXlGFnhE5LqFZPkrSsISq73D8i2kkTwtZ5xhCpgOgqojwAWEBYgqYNZ64mwj52J1q0QVURCwrAE3IGhGJNMIKJaA+wG3GDfdgkuPoy7XCb9nRNhPaOSv1LS39IKf+Y3/YTX8QG94ze/40nbux5oPlTFLX4BLPgjdmOpSFYGUwTEDiiZQhBhNiJHqKPAwUOOrWTh6xyeX9hS3zKQWDfkp6vVdU7luyYKYKofu+dRzL2o+VybeeGu76x6zeQnKtuoOnwg9+XnFs/92vlZWPfjRb/KQeVqrLKtHUbopMqs/Iq0nOrM/LncopWhTVvF4au5QWFKLS2C+niSYrmlLMAwwqjaQmsDQwWhCBkuTSRXgiC4QvjTzdrXEG4ZN77hFv0LaM7W+b1zXlbLzSocjv9ut/Cpb/i1k64/SktNmIaO2/q128hIrtyRIq5+KKOhzjigXy7MtfNKs/DOlEfmS0CzX2GL70Dyn8FKPpCaxotE8uT14YHXDy3/T3yo9v3sT8u2vKW/+zvryj7wnb6KPPgrcdkmxcDtm9820Q08qb/3Q9ZWy6wdl3Vd/bPjx39bP3haff5q9eD1v7vyGnbc37X00sfXutl0Plvd/tnfx4/nlj3fuf7Jt+fHOgx8vHft8/6mXq6c+Xzr65PDp5yvHnkztOJdbNmjnEiPQtlfRsOSommro2giEZgyOFpUuwClcBkONxDkkxkaBSgDJIOkMkkkiVAIYJKoCwAXgI6S2nqlnVll3z8S+sg2bIjLrZYoiaWCqtU+81C/ZOTjDJSjDgfUnBQAAIABJREFUyT/VwTvR0ilCx9SHI7ADighAC0AbQBNB1QF4gHEAVQdMqm1VYOrWoGGdxzWMBZYTQrGkMiyobBOgWgLpB4IKimQ36XUFkz8hI76lpbyjZrxjFfzGrfhep+Nnna7Xmm2f2mz6OmLlj/rbSsuafWAeCUInrqZUTUvK4JoALgBCDaPwUYTDJNQYuCoAB4ALLB1dS/eo+PKW9m1FpSMhCc3G3nk0hyROWJVJ+UzCnkc11/5oeqhMOPGNzcwFon6LwdzxrOd/5L96V/jwG6eqcVlGb2BaT0hqV3zhaGLxaERWV2BCU2xmd1JOX3LRYGJRf3hWs3torrGVP1dgQ7AMCZY+hanH4RpxWYYYZg5kGNdus2bmh/qNf7IK30DOM+3xH7zPK+VXlPaH31rv/Um67VuPkc+M0ha1vNtNPavM3XOs3FMhp36mpm8xt3Y2OKnFI7LSIbTYLjTfJjDdLiTTK6HMKaLQLqxIHFNrldTmt2Ffw4d/pPyq9H/7V+iP//H/8Ev71ct200dt2ubta3b6tx0OaT8mazkUMHY24dDj3Hvfln3zn7If/qr64e/ar9+VP/oue+1B8Z5bnXvuDczdHt58dcfuD3fvfTK/9HTX0ke7lj6aP/h04dAnuw58tG3p3r61j46c/+LE1denrn61vP5oePpIZkGn1C1aXdeWpWpC4+ixVfRVNYyYXC0uT5fJEDJoAgrBxdD3HkMcARwDGpOuRiFVAXgAfEBVAVNla1rYeob7KXLlilzv6Cz30BQ771gzp2ADa19dcy+OQEKyTAE3AEwfUD0AXQBdQPQQRAsQAWCqgOoC7qxuVmrp1atuU8XSTwamDKHa0dm2VI4lUG2AGoRqN6LSJWboY0rEF5T4N7yCv9kFv3KLvtKs+cJ24BvPiW+9xj+P3P51zvJPCXOPwSUfdL2Ba42xTOhcMxrHGKFrAamG0dQpNDUCWEySR6GoAMYGjAnApFHUdNSs3Owi8rO7i2tnwvP6PTJ6Oe65LFm5RdbmsKHztZd+HvpKmXvnp7ALn+V98Vfu13/XffmXY+VmWVq3PKkrMKk9Mqs3NKMjOL0tMLkxJqsjKmNDeHprZGZrbEFXbE6bf1iR1DlO08CDrSYm6SIVFUs+1xrBbYGqYDrO6Rc/12//m1v1E7XmS9MdvwdcUwbdULqu/+mw9w/x+JeWDdfEBQf9C/aEZk/aykvM3VPBwjElMXewrn2hpmMhp2oyIKnJPijPSp7mHJ7nFlnsEV3pGFHmlNBsFd9kltKVuHSn8PW/8d/9k/T6z9B7XxpOrKrVTJiWzfnWrURVH0luPBlfdyygbjVw9Gzw4q2gs4/Tvvgl59d/c379p+jN3/kffZ904Hb+jis9Cw83zt4a335/Yvu9yd33tux9tGvpo93LHy/s/2Tx8KcLR57uOvh47dLrc3d+Onrhi7XzLy7c/nb1xKOhqYPZxZ3uPglCfSmLZ8wXmnPURHyBMZurx2FrczhaDAafJBgYSsExKo7RACgoykQwDmAcIFQA5wLCBJQJdAHJ02UJjbmaJnS+IcbUAVIbSF0ALQAhgDbgBhguAkQfwBDHjHEQYaAPmDZgRoB7qhqV2/hNCiVtdO0cYARiDHcG35XKtQeKFGiRhGEv4XqKEfE5NfYbTsbPWhW/CMu+MK555tzxWdzsN6mzL5ImHsUNXMkcvR3fedwiqsXIJ09V5MPkiwmmCaliSlE1JXiGGEcHpasTFD5BcCh0FQpdBcEZOEZjIHQK0OiIgMs20TXydAvOT6wYS2vYFpo/bhnSJPSq0I9sd6rblbJ8v/ruz21fKjt/Vmafe2aWtMEuvNY1rF4W3eCX2OKtqPNLqg9MbQhMqQ9Pbw7Pag3LbInIbovN7oxNbYtQ1Lv75FlIYhlsMYslVuHYA2oP/Ezt8IMmzV/r9v7OafyW2/mVePkv/6vKgMtK14P/uu7+07LrE55i3iFvsWn2/tiexwlF4w5+hQCIgaael3dAYV75WGPX3pquhZzazcGpze4RpVL/HNewUpfIKruISte0Tklap2FOr9fOC7kfv63/UVn26t+km1/5Ld2Wdh8Ul+3yKN7rX7LsV7oc1XsmffVp9q3vM1/8kfjNu6Tf/lX8+mfar/+U/6LMuvEycsvpoumLzXM3Nkxf7Z690T93Y3j7rend97ctPNy1+GTp8Itdqx9vP/B48dhne9ee7j/56ZHzL09eeXXm+lcXbn59+MTDbfNny2oG3L3jdUVOKgJzVaEVh2fMYOsx2DosFW0mR0Bn8UgaG1AKIFRAaSjBRHDW/6iUKANwFmAMeK/8QWiAsgHlAagCqKOYAYAugB6CGuCYMYaYABgDGBNghYMFgpsCYg2kH8ew0jZoh4ZdH0W7GJhRGFvOVJdT+B5AdQdWKt1yii6/Q4/+ip38rXrea4PyZ7YtT4MHX8QMPimZ/bRk8wc1kzfKR881z96u33y5cni9onclNrvbKzDfwCKALpAAUwRsQ4xnTPAMgaIOJA+n8lGCjSA0EqOzcRYN6BgwAVQAUQOKDlUgsffNSswfyiifCc0ckoQ18l1zef5leuldAZvWkpZvi4oG9ANLrP2KHYMqPSJqvRUNrhFlHopKz7gK77jKoNS68KzmiOyW0PTW0NTm8ITmMEVTcFSzt3+FupY3S8WJreIKuAtiWOlQcUc6+qvh2K/czi+FY9/ZH/nX+4LS45jSaeFPx01vTCpuUrwHTcIHc5oPNA+sx2QMuAdWAIIKANRIisjEMig6oamufb5z9EhF266sqomozE6XoCI7/3zrgAJpbK1japuRok4/vVM2eijj7POaz/9b9Y2y7Ctl6gc/hxz92GvmguvwcceNh322X86492PRG2Xiz8rYP5Thb/5K+P3fhB/e5Xz7ruSTXzJPPylYvFO9cKdx/nbbrtttW652zV3ZtOPO1Pa7s9vubJ1/sG358dzSw/lDn+w6+GRx7ZPV08+PX/zq7PXvzl57ffnW6zsPfjp7+bOJmaNZeRscXKJ1DFzVNCVsvilTxYjFF9G52jSuJo0lQCksnMahs1RxChsQKryvOwMFxagITkNwGqCU/wOcsAHUAXRJwpTAzDDEBEAEYIyCBY7Y4CAlwIkAZwSRAuIEZBhDv1oavqTuMEroVQM3EVeN4OpE0TWCgBkAvGKO3V5W8FN2wvca2V+Kij+S1FwN33g7b+JhRuf56o2XqnuON/YfbRte65o4X7fxaO3gWtumk+1ja/Xde3PLx/2jKkWSSI6uGymQAMcEmIY4x4DC1ieZmiRdgJM8guDgOBvHuQRFFTAVQLiAqgJFB2ebaxvLPQOLkwtHMmvnAnM2GgeWafjm8b1ztfwLTeV5Yt88iU+eQ0Cxa3i5Q3ChS1SpY3iBU0ShW2SxLK4sILU2JK0lKKlBHlXtE1LlE9zo4lWuaRDGVvMmWG5AkeHiVs/uTwP3K8V7/jGY/cly8Z3XOaXnKaXrAaXHzr8lLZ9qxR3ie/XquFZZuheY2yXrm0UYmUcBAjQEmAA8BNNk8cQ29rFJWb2VzTs6Rg5Xt89nlI8FJjfbBRXahhbZhJXYKmrtEtuNE9ttqqZDd19Nu/p1zVfKhjfKslfKqpf/Lfnk9/S73yTf+yb1+W+p3/0b95My+kdlwvd/5/yqLPjx3/Lv/un4Xjn4tXL8s/9OP/lz4saPvUee1s5caJw437/l2sjs9c1zN3bsfbxw6JPdB5/u2P9k4fCzg6e/PHjixanL3128+ebYmc+Pn31x/sqr2/ff3H/8y5kLnw2O7k9MbbKyCxXquTB5FjQVEwbfhCs0YwtEKF2NZKmTLDXA6QAU5H9rRGAolSToGEYgCAaAA9BRhI+BFgKGKJgRuA2B2yBgBWCNo1IK7kaiXih4Y+CDIF4AXkDGknqNkqgjqo7TmKgJVDNxYQLHMImqFQPsKFCr4juvqEQ95ae+0s17LK68Kt9wOnXwTNHAyYy6PaWNS+X1eyoatjV07mnqW2oePNg0vN686VTzpmP1g6sNvSu1nXsKq6ej0tod5Lm61qEUNQnKNKWwTOlMESACwPg4Q4tgaVDpAoLCJ+kCIPiAqACpDqgaIOqA6wq0nB290uIyO/LrZ+OLBt2ia4zcknVtIsxc4iVeGQ5+eY5BRTa+WY4hRdLAXJeoUoewfOewAs+YMt+4Gp+YSu/ISu+IOq/gBivHfF2TWJ5OCNA9gRPO8Bn3nfw+5ITS6YjScul3p+P/yi4oHQ/+5rD7N59t76zL7nC8JvR9Os08K0zskjS0vVU1PHkCd/i/1ADtfx1oRKiiYe/glpxdMty3aa1v4nhd976E4kHXqAqn8FJxcIFjbJOdotU2rc8ouVtcPRey7VLe5VdlT97Wf/Vvw4/K2jfKih+VpT8oC779t/A7ZdXPyuJXf5a/+L340Q8lt1833n/T9/Efmz79Z8uzf/c8U246+6pp29UNWy63jp8dnL02PHl5YsvNuT0P5/Y83L78eM/hZ/vXn68ef37k1MsTZ788fuaLS9e+v37zp1t3f75y5esHD97evvP9yv7bNY3Tnn5Z+qZynrYTV1PKFoqZQiuqqhGFq0eytTC6KkKwEYSGABUHKg4kDgQKGIbgGErBURaOqhOIIY5YYYgdQbgQhBOgDgjqjBGeGC5HIBCFMIBggCCgxwItHbSaLSKOq7nPY6Y9oF2O6mRxTbIIrXhQiQdhnbpsv07aY1HxU6uyS3YlK4H1e+IadyRUTBU27Ciq217VvFDWsLW4Yaa4ZaaiZ6Gke7m4b7Vm+njN5FpF31LTwGrPyHpT51J9+76knH7PwBIb+zihhiuNMKFTTBgsE6Dr4xwDADaNokajCgDlAMIFUhVIVSDUAHjvldUkXaRn7OUXWpCc05Gc3xEUU+IsT7FwjrF0jbf1zpL4ZtvKc6T+efZBBY4hBVayZNfwQo/wErfQIvfQUkf/IltZMd8gXNNMwRfFAjcAhEn8uH2yrW+915ROx5XSY/+4nfnX/tAPzivfhRz+J2jLTyZp6yZhc3YRG6X+lWKnFGPzUJ7AjavqAjhQcYSOonQEZwD+nlfLI+j6Gjpu4bF1NW27ujettQ6v5tfPxOR0ekZV2geXe8RtcE/ssoxsMoptMU7vltTNyDYdjDpwLf3S07x7r3Lvvyp89G3Zk58K777OvPw8/dRHkXsuyYdXg4cOJm09l7/vVtHy3Yr9HzQsflA9d7Fs8Gj9yImG4RPdkxc2Tlwcnb46NH1lYsedbUuPdu5/snvl8cLKh0urTw4c+eTI+vNjpz4/efqL02e/PHnyxc2bP3746N2DB28PrX/Y0rnbL7xc09hPRdudq+vG0nGia9pS+OYE1xCja6IkD0XZKNBxoBNAxYEkgMQQHEeoOMrBUU0MMUfBDhBXFPfGCBlgMiDlKC0MoymAiEfRJIAkIJOBmwfqDbj5ZlH4eabrEhgPglELzbSCY1ZA6qaAIJEiqtf1222SedY474R17m7n/MnQ0qnoopG4woHC+rm8mun00rHc6qmc2s0ZNcOFHdvy2hYKevcXDK4UbFws69nX0Lfa3ne4ve9w7+iJDYNH67uWSmpmY6Ia3BySTQ38WGxrYJtjPHOCqkWjahC4KoqooDgfI9UA5wIwgeQBwgXgvr/AUExDoGHt4BoeFpsXnVQamlDmFpRt7qwQ2UWZOMRZuCRJZJlOwQViWYpUnuEUmOcaXCz1z7fwzBZYxmEaATyTBJZhPKhGgkmJRt4Jr8U/vU4qPS4pva8r3c7+6bD6OuDoL5H7f3fvemCVsd8xcYtnwqAsusknuEzml2vrlKhrEgw48AlMBYAGCP5eKQIoBRA2IAI629JcHBWd0l7TsdA3caxz7EBJ42xoUocsqsUlusk5scUsqtJEUW2dscEqs8Mys8u+ZNS5atq1bk7Wscuvb59v/x7f3nnnxln3mlnf8qmwmm0JGxYTe5YT+vdnDB3MHzhUuvFwVf/hho1rLcMnuibP9k9fGJy5NLrl6vj2G5Pbb07tuLV1/u788uO9Kx8uLD3Yt/zo0NonJ09/cfL0y1OnPr927Yc7t365f/+3O/ffzu+/m185YWofryYKVjHwY+rJOIY+VHV7gm+NsQ0RUgioCgIsHJgkMEigE0B7j/hGET4CeoDYAngC4g94GFDDgBoB9GiUk4pw8lFmMdAKgF4EKhWg2gD6I6R0USvsBs3jKEi2YjZDbJtmVUklxzQbEcZzrKosQjdbJk5L0jc7pPR5JncFpW0MS+mLSu9NLBxMLBmOyOpKKh3JrptKrxnNqp9ILJ/IaNhe1LmQ37a9sHFLefOuxo7F1p79jT0rbSNHGgcP1nYtVtdvKyvZnJ814O2da2ATztFzIdnGVJYBla5HUrRwQogSAsB5gLJIpgZK8t5zgRBgA3AA4QLKxih8XSM7V/+4wNii4LgKeUSpi0+2lZPCxj1R7JkskSVJfdLFnql2PjlWvrm6ThmYTiQIwnmWOTSTLNBMAftmrdrLnkf+9r2q9LmrDHmolF18573+Jv70fyJ2fG1TuibNnnfPnPJM7A1I3BAc3xgUWxUQW+MckAcEJqRQNTEKD1ACUBRwDCcoOMYA4ADwAXRoPFsHWUZO+WhH377R6dNtA0cKG3Z5x7c4RlaKw4vt46tdUpqckptdUzqck/4fWW8VHeeVhGvX/qCZSWpJLWZmVqvFzMwttZiZmRktsCTLlsxsx8y2zJDYcXgygZkkDpOTOJkkkz4Xcuacf/1r1UXf9lrvV7uqdu336XZJ7XXN7PNQDrnk9bkXDQTUTgdVz8XULidXLSVXLGY2rOV27FX27s/vP1TcdaCy52B935G67kMtwydbxk72TF/om700sXxrfGlzbPHG9PZb2zcebhx8Y/3A0517XtvY//joiffOnv/o3IWPr19/dv/+93fvfvvo0fOrm5/tOvigtH7J3DVLYhIrNI4VmMSIzWMZOgqa1I3kW2E0XcAlCHgEsMktRz/g4LBlxiwBZAbIE1Ao4IlASQNGGrCzgJcHwnIQNYGwHUQdSNqH9MdBbwYsdmPuZ7WS3uKF36V4H6Q5z4lceqWOtSJLFcco1ci73jq80yamwTOj3S+9JTi5NSS+KziuMzK9JyKrJyqvJ7ZoML5wKK18PKNyPKNyPLF4IrVsrqRjo6xjvbBxuahppaptvaFnf2XnRuPo0fL+fVWDB1qHDlU0LDe1rde37MwunwpOabB2S9Ay8GLxrBgsExrDgEKT4QwdnKVNsrUQVQg4F4D10nKR5AFiAc7a2o5kiM2snSMCwgvDossCw/Pd/TNsPeOt3OKsXOMtXFNtfHINPfJY5qmgkw46eSLHZqpFNeiXgnxYp+e+39W/Ql5XB7+ljnxTHXz7t+Tbf6qu/zd47Il51k7bzGn39CGvxI6glI7A+Aa/2Kqw9OaA1AYAQhOjauEMLaAKADEB6BjQcKAyqAKE2IAJAMSAy8Q6Hv5BxbWNqwNzF8d23KwbOpBVOxOW2+Gf3uiT2uCT3uwYW+uS3OKS0uGa2uGe2e2R1eGT1xVcMhRZMpZYPptSOptWNpdTu1zQvCuveWde886ilvXS5p1lLbtKmtYa+g/X9x9oGjneMX6qfeyVnqmzI4tX53beXdh4sLT+YGn93vLG/Y39j/ceenr4+FtHTrx96cqnN29/c+PmVw8ePT9++s3esUNhCU1io3CufrTEKl3DJlNklcIxjmLo+lHEjohpDIQmgAgHHg48CiYk0BZnVQBID3B7IIOAkgwMFTCLgVsMwjKQ1IFmG0iHQHsKjBfAbBXZ7AOHk+B+BfO/J8t9Jkl9g6I4xvZeErp0yVxq7PzqrH1KbBSlFj5KS0WqfVC6V1h+WFxDRHx7SGxbcFK7b0KjPKk+WtUdq+qLz+tLKRzIrpxKLp6Myx/Prd6e37iWUbOU1bCSXb9S2LqzpGOjpGevqnuXsmutvH9fYeuO2t59jf0HawYOlHSslbUvR6Y0OLilGJsFi6WudK4FwTUi+IbA0kFsbaBIAOPjpACRfMBZQHIRYgOwgOADRQwUKZWuq6Vtb2XrZ+sS4qaIs/eKMbWPsHHLsPTIF1lngm466FWCXiPPcQS36ATjZgiY0R59HPxQHfL2XyHv/B7y5M/QW7/mv6ouPP+zV8MZ86Rps7gW+/gGr4QWRXyrb1S9T1SNb3ytZ1w1ILouULWApgUUKWBijBDSMQENuAyMSyAWYGzAeUCRAkgxzNjELCo4obG+f9/gwrnuqRP1fRuZFWP+KfXypHrnmAq35Ab35GaX5Cav9BZ5Rpsiqy1E2RWU1h6V0xdfOJJSNplWMZ1cOpFePl3YuFzUuKOkabWkabW4caW+/0Bd3/7a/gMNQ4fbJk51Tpzum70wsbI5u+vutl335tfvLu9+sLbv1UPH3zl26r0jJ96+ePXTzTvfXL3++dmLH4xNHwuJrRDp+mFcD55hvKatUmKTK7TM5FsksY3CaZoeGMccSBmACAMBDkIS08CRBJAQkCYQxojqgTHiMZYK59eCoAHEDaDdDnr9oD8OBotgvA42h8D+BLhcxnwfUsLeJaLe1S76TivvfZDvp3vNEial+i7lKQWz4SmtZs6JFm5xtr5xdvI4ryBlQGSZf3ilIqraP7lFntTgl9rkHVcZnFIXklwXktyUWDgaXzyVVLMUVTUfWbfsVzMf1roS37Ers3N3fufutKqFkr59qu6Nwu7dRV27i1rWs8rni1s3yrr2VHTtLmlZKarZlqUaCI2udvZJl5r5AccYWPrAMcCZuoiqgVM0CKoEqALAOBhwcMQFnA/Yln8OBwEbRxyOQKZjbGdg7qll4CU1COXpxrAMMyjGpYR5N5gMcpznwXIETHshZEU6+WbQE3XY+2q/pz/63Pkh5v7v+ff+jF150yZ7yTK62y6hziay2C2qXh7Z4hPeKI9o8Iys9oitAgrfDLGNMI4xzjHG6XpUmoxFaNOAx8FFVMQFYAFiAfAA1wDQBJDRObZm9nHJ2b31nesDU6e6J0+Wd+3KrJn2Tqpzi69wii5xjSuXpzT4JDd4xdf7JTWHpbVF5nRHFg3ElI/GV03ElgzHFwymlI7l1MwXtCznNS7m1M6Vte2o6NhZ1rmzqnd3z9y5jqlTbRMnu6dPDy1emtqxuW3j7tKeB6sHHx099/7xc//cf+TpK+c+OHPx4/W9D9u7dweEqThiOwB9YLlKzFO17PJFNiqxbb7ILptnFkvT8QGuNVBkgCQIRDiICZBioAlIApg2UCwxlh/ByyQFlaRGB2j0gHYvZjRKWMwRFiuE9QHC/gzhcRO8HmD+71Ai/81K/YaW9oWs+rll67eG+bcFQQugkcwxTKxu2Th+5q3ekd3eIVmWnnGGzpG23ikuAdk2vinW/mmOkUUusRVu8RV2Ibne0YUBSRWKhLrg7F55dr+8clZWOOS//Vzq2SeFV94tPfk4afRISv1qTvVqYcOu0paN0rZ9BY3rOaVLeaXb69oO1XYdVtatFLXtqu7cXda8UlA7X9iwLVrVaSpP5lsqcE0bxDIkGbokRZvENQEXAfAI4BPAB+DClvUwYlERk4KoAARgNMAFQOgCsgLcg26Qy7BsotpOEDYLPK/dYLcItnNY3FHdhU/D3lVHfKT2uP+N5+Y3yY//Sjz9uV3DAYOodpOgMvvYIpsQpWtotU9Is3dAk1dwvWdYtXdsDWA8G8S1xPnWOMcSqEYEzYBJ1SdBg0VIceADxgdCAPjWha6AxKWANAGTsfi2lnYxuUUjrf3720eO9My8oqybiy3o9Umq8Uqo8ktt8k1u9Imr941rCElpDs1o8c9q9c/tiCobSqwaTyodiS8cSq6YULUu5zQupFVMqhoXKzp2Vndv1A3ubxg92Dp1rH3qRMv40dbRYz0zZ8aXb8zuurt978O9x9/YOPR4aW1zdePW+MzJnPxefVMFnakPIAZkgnO8xabZWo6Vmq61Gq4VQocCvkUaXScY8RyAqg+YBECEgRhHUgBNQFqAGwDVhWBF0AQlVEkHoTUC0nHQn0ZWK5jDbuR4mHC+SHjdZ0S8R8R8TEv/jsj8kVHyK6P4O6OOX0IX/0pb/I7t2QksP0Lo7eCWtvfgrU+f/Xfz3odNAzv9YivM3RLN3OJM3CLMfOItAzNsw/JtQ1Wu0cXukfleMcWecTVeKe1OKW2muX2W4wdTn3xZ/qW68dlfw+//kbl0xa94LqF6Vdm2L7ZsIapiIbFmR1rVmqpuT371hqpmV3Hn/qKOPWUde4ub1grqlqq61st7diVXjoYq290iCmVWwRyxA5NryWSbknRDkqrLoMhopBZQJEARYgSfwNhUjEZFJAKMTuPQaRKC0AfSDii+DONKpv0IWM+B3Rrb9wS47gev/QzVDesDz5M/V4d9oHa7+43fzZ+zX1UHr7yumzFqGFSh555i6Jlo45/lHVbnFdTo5lvtHlDjGVbtGloOVIkfIfQmxR6k0JXg2uEsCwrTHKfqU+n6FJqMoGphpARwASDOy6pw68wGDkZIRZpObt7pOQVDLT37hqbP1fXsy6mai8jq8YyucY6o8Iit9Yqvjchuj1S2BWY2+2U0huS2hxd0Rxb2xJYMJZSPptdMK5sWcurnMiqnVHXz5e1rlZ07K/pWqoZ2No3vbxw71DRytGvyTP/Mpe6JC6ML12dXNlc37kzPnyqpGvL0TRBomgNwAVgESHAwo9L9tSwqjRSDUkUPz72B41Amsink6ScSPE+gGSGaNkZqAvAwJEQgBkyGUe0ojBAqK5vOa2ZqTCDpPOiugulOcDwE8ovgd4cS+A4r5lNOxpeswh+g6Huo+Rlaf8GbvjDs/aLqrDqi9TpoxwBpDRQDwLQlmjbK7MaDB2/efe2rm699NTp/Miih0tw11sAh3Mw90cIn1TZAaR+U5xBW4BZbaRta4hhb657WbqrqzXzwWf736qyv1bnv/5Rx+Il7zapr+ZJT6ZxTzZJf377o2TMc3Z1HAAAgAElEQVTyzj1upfMxzfsSqtaz6vbkNG7kNKwp63aUtO3Oq1kuqF8pbV0raFis6lovqFvIKZ+MzuiwcE3l6ngD0xLnWAOuC0iTZOkBTZugaiHgISDpOJUCFCbOkTB0SZABmAE7lOM4jDmtguthTH6RHrgJfpch+Cy/8an31T8Tnqn93vnd5+FPsffUMcd+0Mlddcyarhg6Utq64hlebi9XuQVUOMqLnRWl7sEV7sFlzoGFQNeOIDWCSIkfKfJCXEeMa0fh25EcK5JlTjJNSLohSdXBSAnCBYBxAGMiggmIhnAuTooAhAAaArGzvXNKWfVCc/f+hp6DhfUrqaXT0XkDipQW16gKeUK1T3yVIqnWL61BntIgT2kIzGmPKOyLKx1OrprMbpjPqduWWTWtrJ4tblwpbV0p6Viq6FupHdhd1btR27uvbfRk1/jZ5v5jnUPH2vr2l9dMBYXlSbRtAecC0LeYKxQQEmBGpQdqmNUa+E1qBo7xfLp5rk0SuxqBfhaNGwAUMyB0EKlLUGQkrgmgBWCKqF4kK5HOK6OL++g68xTjfWBxBJwvgN8dCH0KUe/TE79mZz3nFf1MrfwRGn9mT6vxoZ85A1+6z3zddEZtFNwNdGdEMwZMDEgIwMNALOBa+gZkVzfNHTz12oWbH47MHYvJaHD2zzJ2jrb0SnEMUtkG5VsH5duEl9pGVlqElFnnD1S/96L4G3Xm539a7rvOyh3UL54W5Y+4Tp3MvPp++evftn/4R9PTH4vO/SNp+UZQ2/7gmtWo0oXUiqWMyiVl3Y7cupX8utXixh3lzWuVrbsqW3dVdWzU9e0vadkRrex3CinVsoxgihwIpgnQdIGhj6h6OEVKpXBoOJ0EChsTaND1KaAPyAoEcWz3RczjGLifRcH3eMn/wOMeQ9Id7dFPAh+qEz5Ty5++8Lj+ffJNtcfYm+Bap6eo61u8/OCd/6wdepJRNOXiV2LnlWvtnu2oULkEFLoEFgBNJ5qiHc6QhTJkQRRNb4rEnSJ2xXn2JM+W5FhR2BYk0wSn6eKkFkZKMEIIGP/lzBcEgEsQrglIC0BbIvN08s5KyumtbFtrHz3aMHAwo2ImNLNLkdjgGVPpHVftk1jnmVDrlVgnT2vyTW8OzOkIy+1LLJvIrJ7LqJjJqJjJq1kqaNhe2rpW1rFe0bFe2rpW0barqe9gfc+e4tp5VflYUGSxvqk3hakLiA2IgQgmoC3aIQ/AAGcoROY1ev5zWqHzwoAJifeAxKGZp5dHsIMBtwTQA8yIJM0oVFNAZgCOiBJK8nKomvU0vQHSdJGwOQgO55HvEyLiXyjmcyL1O3bhb/zK3xnlP/E6/qT1/c6e+ENr4Xfzbd8Fzf7bPG0FRMEEwxbDtCi4CAMOSYiohJRKagMIgdDS0nOJTiztG1nfdeDaxOKJjKIuO99UQ6coY49kC0WOqSLXMqTIJKBAN6bab9vpmn/82vC5Ourae7KBDUHrvOO+K4Wf/Zb31e/FX/+3+t+/Dz5X9/2obn+mVl3/KGrhXGDZtsSy+ez6HTm1q8ra5bya5eLGHVUde8pbd+bXLpY0rZa2rtX27ivv3MhtWIovGHT1y3H2zWBruwLNEKiGOEMGGAdDdAwYDFwooOkTYAC4LUgzBfL9pOIqKDbJmDf1K39m5X8MqsdWGy8i3lSHv6e2PvtZ4LXfgg98z03ZCXalLMtMx8DyiqaVkdkL5Q2r6arRZGV/YHSNe1CBtUeajWc6sI2T6QZxDP0Yml4Yqe1P0fKlacmpGh6EwIXKd6Zw7Sksa5JhjtONMIoeTmohXBNhGi/BJLgEMDHgEkTRApAALhPqePiEFqqqZztGj/bNnG0fP5FZORup7PFPbvFLbQ1Ib/dLa/NLa5OntijS2wIyOmILx7JrF3NqFrOq5nOrF1W1K7mVy6rq1dLGXVVtu2vbd5U1LCVktrkqMjT13Rh8YyBEf89p6IDRAWcAkIDYAHqIKeeYVsv85mVR65KwVb7bMNe6ma6lBHowIDtAFhhhQ6XYk1RbAHsAH6DGE6IyUq8bN59Ftuu4xznwuAmKt4mwT2kJ3/Dynms1/K7f9V/N9hf6Y2r9bWqNiR/td/4Wf/y/liXHQCMOqE5MhiUCIRUXYMAhMB6JiQF4ADxAQoRJAIkYLAMPRUJH3/b1I9cntp8sbp5xD1PJHGN0nOJNFNm2oSWmUZWSuDq71uXc82+2f/if/u/Ulf96UfjZb2U/qFVf/xH58EPLbceMJvb7Xngt99MXVd+oVbc/jGjbGZU/mVAyG1s4lVI6m1W1mFu9mFEynV+7mFo4llIwmlE2paxdUNYuKOsXM6umlVXT2RXjgUl1+g4xON8WGPoUuiZG8BCwaaSEQ9cHpA+EA6ZbJAo8RQm8j0W+QSR/YNqpZld/gWrecDujDnmi9rz1k8WhT7wPfmXaehO8ewnrIm0nlb5dOk+qEMr8dM0jrF3TfEJKI5Ibk3O7IpLrFRFFwDbPYpim0k2S6MYJFN1wiiyEJgulagUSYgVF6EMReFK4rgTLnmBYEnQznGaCUYwAdABpkVQdnKIBwAHgAM4HQgSYCJAGUI009H3D4xvbBg5Or24OLlysHz6cU7cUpRoOTO/ySWrxSWrxT+9UpLb7p3fGFIxm1SxkVy9kVMxlls1mlW7LLlnMK91eULk9p3gqIrHByTNZqudGsnQB5wPOBYILOAsQA8NYGMZ5qTDEB6QHTF+aYZWm77Is5phG5CGK3RDLppOpVwzsSMBdMYoLi+3D5yoI0gXABSAQGJlI2oJMZ8BuL7ieBp87tOC3+NGfaiZ/qaP80qDsC+PmL6z6v7Ee+dFj5S+vDbXv3v8knfwzcce/mB4NwFEQdAcEOlRMEwELQ1wqRUTgQgAuAjaF4G/RXzDEB+BhpKaeqXt8etW2XWeHFo7mVI+GZDQaeaXInBMMvDKNA0v1Q8tFkRWG5SN+O8+n3/pH/ptfFbzxVciRe5KqKW3VCE81AE3jAU8/znj+R+FHP0T07YnInwjPHQ3OHIjOHUkunk4rnopTDiXmD6cUjSUVjOTVLmRXb8usnM1tWM6q2ZZVPaNqXMyq2aZIbLDwSOfpeuAMGRAihImoNB0mXQ+QAZAuuHGdOOwGGf42iv8IZT2TdavJumfMoQ98b6k9bv3hdP4H7+PPXbd9SI/eTrg0a7hWGDipDG3SxbJACscJCBPAjYFmxpO6W7vER6fUp6k6gWmZSzfPYVoqWZbZdJMkqlE83SCOohNBaoVRNYNpkiCqSEHyPUiuE8l2oLBsSYYlQTXFKAZAagOhgQghIvmI5G1V9AACQBqA69PYNjZOKel5Q20jx8ZWrg0sXipt35VSNhlXMByR1x+m7JUnNSlSWiKVfSklE+mlkylFY0mq4fjs/sSMobDoZg95volVFEdoD4QWID7A1gSZCkDdckxFwMGBD//zD0dGQJfjulVirzXt6HOaUWdYnksSz2mRbQshSQaKF1Dd2Vx/oTAEI9wA8wQyEglLMMMhzHoDXM6C920i4Akv4h2t2HeM0991q/o4pPdZzOzXyWvPU9ZfJKz/FL/3x+xjPzVc/t2ueCeIQ4HjiRFWBBhwWMY4oQnAB1yE4WIALgZsHJgUjIcjDo7xSEIALz0dBHyptZt/ckP/Sv+2o3l1E4nFfS6hhTKbGG2HZB15rji0CAKzIbKIzGikpjeLs3vESW068Z32Lauxm//I+vznlM+f137+m1fdtoj88dCcYf/07uDMvkjlQHz+aFrxVGrxeHrpZG7NfFbFTELBSG7dYmb1fHbtYoxqOKtuKbV6m396Z2ROt5N/Dk1gBbgESCmVpU9jGABmBFRv0qpTI+4xJfYTSP4UFXzH7fid6Himv/eHgNfULld/UVz+TbHvR5P6m+DWQ7Ot0LDN07fN0DCKItjOdL4L0M2BMAJcHyhGgMmYAluJzA0EjlUc2xK2TSHTOo9qmkk1S2eZZTJNUml6CXRZPEMnmi4Np0kCqCI5VehBE7jSuU4E3QKjGlNYxhS2PqJqAMbbGnfhVCFO0UC4JmDaADKcMGJyHR29cxJV/eVtqwX189lVE3l1MxmV45E5HYqEGr/E2tC0pvCMlpDkhoD4Gp/wUheF0sQqSiT1wKnGAJoAAsD4BEWAkaythSoAKgATAx4OQgqhRaPoAiYFkAGYAkUBmlV8tw1p5DVx1FXtyFd0gnYKHLswaSYw/IHhTecG8AWhiPAAQgHsZFxWT1jOY84nkedtwu8JxfeBZsQDh6wHsU1v1i09Gz/56+yFP8fP/6fv1C8D53+tPfRJx+mvSlYe0R2VwHIHhjNgliTdFkgTgmMBpDbO1KcwdQEJEXAwYJP4ltEXk0IKMYKPU8QAHCDFQGpQOAYG1orQxNL24bW+mcN5dRPyhGpjr3Rtl2QDf5XUL18rvFIW3SiLbNSObHAonhl+/Xn3M3XVRz+1PPvDb/GEfXa3PL3HO6nDN6VDkdwRnN4VqRyIUw1FZveGpncmFY3FqYaSisYKmlbSymYSisbjC8cyapYy6lejisbDs3sCEupNnKIR0xhoejSOKYVlDKQ5MAOZzpO66R+y0n8glN+T1T+zen6RLr9wvaEOeKxW3Pwj5ro6cO0bTsxO0r5B6lqtaZnJ149gaflRRW7AsCQ5VkA1RjRjkmUOhC6QeiTTCPhOdVyHaq5DJdexnGVdwLTKZ1rm0k2z6UaZdMN0hl4yXRZL146gSQPpmn50DW8q34XCtSc5NiTXEmMYAC4FQoLRNAHnwxZdF211i2IAHYTpAqZHE9rpmAWYO8U4ylN9o4qCEiq8IwvkkYXyyELv8HwnvwwL51g9qyChjgfJMgdMG5AmYBoA/C00MI4zEaLjGAO9fNrFAuDhSINKyjBMB8N0XzJXCT8Q1XBd9mhG3hJF3tSNvyZS7MRNm0GcAdwwJAhliqL4klgg5EANBWEOxaiLYr+L4n6GJr/NCXygEXLTu+hJ5cwnM0e/Wz//3ZHrz1+585/jt/5z4Nove2/8tLH54+ypD3vWHxT1HfKMrNcwiaTyPIBuDxQLYFgA3YgisMQYeogipVClgPGpFMmWfdxLphUuAOACcIEQAfAAiYAqNTD1DI7OLagfqetbrupeDkyotfPOsfHJtQwok/nkW4TW6/hVGCS1+/XtLbv8XuWtjzwHNoyyO20SmjySWuWpHSE5fT4JzX6prdF5A9F5A0EpbeGZ3SFpHbF5g0lFYzG5A5mV22Jyh6LzhhLLZ2OKp8NVY75JrYr4Riv3dJxjDTQTCs8KZ5sD1Ra4UWyv7fqqL7iqX1nVv9Oaf+GOPnc8qw54ovZ/9Ef0fXXKVbVBxSWq97CmZ4uxR6XMNpOvH0ZqeAHPAZgWDKE9lWNJ5VgC1QDRDAmGIZAyEDo2sK2r+E51PMcajn2FwLGKaVXMMC9kmKkYZrlM4yy6fjJFJ4rUCqJpBzFlAXQNT7rEnS5ypgrsKVxrgmNBME0IhiGiyhBFCzCNLbAFAhGO/kcelAAuRXRdkm1I55uyxZYsDSsNPWeRjgNP04YhMMOZhkBqAWgCCAH4gHiAeAg4CLH/x4oCYG4hojAkxJEEJ6QEoUMQ+gDaGJgAWAPuD9xyrvM+15JndiXPNGNvUN3XwKgTxPnATwRJPF8vkytNwZnhwIgFcSluPMBy3ceVn+b4nNILvxhQdLtu7uOlk1/tPffZxvH31g+9ceTUR6cufnHl5k+nL3995MJnRy9/cuTyx+sn3xrbfrWh70BYSqe2ZRxNxw94TsC0Ao4VU2CLqHqIKsMZMoyqDZgYKBIAHiA+ThFv/amXsSUy4ALwmQITF0Viedts18T+/NLRqOQm79g6LcdkXZdsQ98ikULFDcxnBxVaKnsNY2vNo2vto2s9E5v80zs94+t9k5sDMzoUiU2Ryp5YVb8ioT44rTUypzsiqyehYCS5eDxONRSV259UNu2X1hWSM+AT2+wTWadtFkPhOQPdguDaUIROwPEAcTrPf69+yTeckhf8lj95Ay90d/2muKsOevxX2KPfC95Q+y//S5axzyZ1R6hq2S+hzzmoxtI7X9Muhm8awNJyo/BtSI4VzjYHuiEwjAiWEaLrg2nAkLZ7q5ZHq9S9WeLSIHauZ1qWUk0LOdblbKsStmU+2zyHZZrCNIqj64fTdIMYOgqmtg9Ty4um4U4VuZICx60EhtFNENUACBlgGoDEGBISSEDgQkA8QIKXgf3/Aon+b2BiwIT/Y0JtYaH+h4t62XC9zIWagDQB0wakh8AQRxYA9oCHgKhW5HHYtfwru/KvOWHXCM/9YDoOWnUgzQeNdJYsj6mZCfRooMch7WqW3QTfc7dWwBHH1EsZHW8Prn+x/fgXq8f/sXrkya6jT/YceX3f4Td27X6yef3HK1e/O3X2XwePvb3v2BsHXnnr0Ol3Dp59b2HP/dr+Q5HKAWP3DKFpCEPqzhA6ciVOLIkDlW+NsUxInimNZwIUKVCkOEMHCBHggq1hzd/EKzYAF6doAAiAra9v5RcZVVJVO1Pfs66smwtKaTP3zdXyypT5qXQVKsuISvPAEoeISuvgEvvQUtfoau+EOnlSk2dcjWd0lSKp3ie2xj+pMSi1JSi1JSS9LSStIzyzOyqnLzi1PSq3PyirxyuhxSe22ca7iK0ZzBAocJYTznOiSDxBFAyyMl7IEb3Kb/n1LzRH1Brz/7E8/rv87l/+d5+nPVWnXfrdtee2a9nx6Npj8aXLqWXziQXT4VkD8pRGj7gKS68UbYtgtqYrybPGOOYYxxRnm2IsE4jI3+MaM2UW0Kvn1Sp1axC71HJtK9nW5UzLUqZFCcM8n2mu5Fhksy1SmaZxDKMImm4AXaag6fhRNOUUsTch9CR47jjXBWPZIYYFRjVGpC6Ga2CEkMD5BMFDiP3ygv3lmID58jfGBYwLGP//+ZQFAC8DgQCBAAMRDmIcJDhIEGggkL58SIN0AJMBLgNMH+EWJMWZpHgDJRq4VaTtLlPl+6ZFn+kr/ymMvgUOG2A4jEzacP1ypkE5RVMJ7ARgJWF6VTzHEZli2SXlWE7r/bFdn8zt+ef8vjen1u7O7b6748gba0ffXDv81o69b+498MHxE8+OnvzX/sPv7j/y5v6jrx88/saRs+/tPPJ45eCjhX0P6gb3x+T0OChy9cwiBFpypqYnXdODpuHKkLrifGtgGGNsI4xtsPUYdWsWiGMCDPEx4AFwAQkACQEXARJRSZmhnndgWGF+xWh9786k/L7AxAYbn2xLz0wzzwx9txTLgDxDr3TrAJVdcKFbZJlreJlzWLF3XLVXbIVzSFFAcuNWBKY0bYksJL0tMLExMKU5KLPTI6beLbRObBSPs/250kgKX44LvCjSQEwnBcw7+bEXdBq+Fnb/ojX/p/bO544XX/je+SXo5jfKR38ELL7jWHM6rO54TMVOv5TuSOVAQuF0TMF4VOFAaF5HeFZbaEqjW2C+vm0EX8+boelEFdgSPEtoGLuVVnXAJ3nSMrBDx6NG7FwhdqoRO9dzbCrZ1uUs6xKWZSHTUsm0yGBYpDDN4+mGEXT9MKpuKKkTTJEGEhr+pFBBCuQ4143gOJJMK4JhTFJ1CFIDJ0UEwdsiXyBgYMDEMBaOswmCRxA8HOdiGAdDXMC4gDh/HxB8ADEgCQYSDDRx0MJBCwcdDHQJpI8hA4SMADcF3BQIUyDMgbACzBEwT8ADgJIEwibccY9ezj+MSr/QyPyAFfkAnI6C2QIyH6CYNYutm0XmVcBNAHY8xaDYwHfYJ2NPRuOl5vH7Q4sPh7bdGJy70jtzfmLn7W37H0+uP5zZeG37/rcX19/efejjvYc/2HP4vUPH39tz8PGOjXs79z/cefDR0t6768efLu27PzB3tnXwiLJk2iOoTMcqXmAcztMPZOnIMYETRexIFdtTxXbAMgSmHkbXQRQpIjQQJoItshomBOABJgZMjOGaGK6JkzpcsY2xfWhIQll2cV9pzaSycNBFobT2zTLwSDKTZ9kH5dv45zoEF7iEl7hGFPvEV7lHlXpElnpGlXnHVCgS6uRxNX6J9UGpLfK4muCkRr+4Wp+4Wp+4RiNnJbD9MVaYSDeNFAYivj+pFQO6+WAzJki+qdX+pXj8ueG+P2zO/yF/8N/Ix/9JffU/2Vd/dOu8HNBwOrb+QEjOWEhWb0ROb5RqPFw5FKEaiMjrDU5vi8nri87u8o+v8wgvtvbJ0LEKFRr6wvz+dzrnNlUtByLztzlH9xjJG7Q96zRc6iQuDRquTRKXBqFTNc++jG2tYlnnsKzS2RapbPMkllky3TiBoR9H042ha0fQtUJJkS8p9KTynUmOFck0wmk6OEWKEUIAOnrZzVH/H7wKEwEbgP2/amMrRQGIAbQAdLYCA10c9HDQx8EQAzME5oBsALMDwhFIZyBdgfACahBQooGeBuwy0BnC3Y/o5L1vXP+9RPUZM+4twvcGOO4H6zHSvEVg3cgxKgR+NEs/w9q/PaZgLbfpREXvuebRy63D54YXN/vnLrdNnOlbuDq8drt/+ebQ6t2Jna/O7X5z+/53FzaeLu1+fePQu2t7H29fu7e2++HO/Y/2Hn164JW3V/c9WNi4t3rgyfjSZsvgiazK7e4RDUYuWQLjcLq2L0tPwdLx4RvKcaENzrfCuWaIZYjo+kBqA6EDuBRwCYAQSDEQIsAEL098QghUCXBkUmPXoIjcyvrJlr61gqYp7/hSO3+lfUCulTzT1i/HJbTQIUhpF5DtGJzrHVtm65/lGJLnFlniHFboGVPuE1/jHlHmH1ctjyp3Ci60VhTQpeFAyAl2vEgvF/HCgB+Ga2eAbhXYLXIzHmr0fSFZ+s78wp8+b6gDnv4Z/fjX/CfqyPV/2JftD6rcl1izwz+1KyC9PTC9KyxnMDR7KDitJzSzJyClPTC1Izi1PTK7NyavLyC5ySW02DmkCPaf/WDtxNtTGw/aZy8pm/cE5Uw7xAzo+jRK3Zs13ZrFri0i10aRU53AsYLnUMSxy+dYK9lWOWzzLKZpBsM4hWGQQNeLpetGUTUDaRoKusSDJnSgca0IhiFGlWG4GAELe4n9/b+qAmBRCAEFFxG4GMdEOJJgIEYgBtAAJAOkh0AP/S0pHIwRmAJYANgBOAHyBNwXyECghAAtGrhZwC0ixU2g0QcGi+B6Upj3nnHrL7o1v3BSP6KFvobcTmL200z7Tk2XJg2bIj3HUq/I7tTi7WXthyq7DlV2H6jpO1jWsbth5Fj79JmmsRMtE690zlzonrsysLQ5uP1m//z1sdW7U2v3Z3c+XNr9+uLOV6cWbk3O39i578mR0+8fPPnu4q67Mzturxx4um33a9Prr07teq2690RG5Xav6GZTj1yxRTRD15eu60PT9qBquVM0nAiRLcazQmwzYJgC3RBwKSARUCRAigFxAeMAzgUKD0gu0AWA8QmmTNfE3T88J7OsO6dqMDqrNSS10T2syNonzdY3w8Yv3VqR5hquco8ssgvIdgzJcwpVOYbku4QXuUaUekaVuQbluQblmXmms/SDgOEDtGCclSLQLQZ+DAhjML0C0G8G+3VmzhuS4S90Dv5oc/9Pr/fUHg9/iHz4c87mH86dl2yytweqtofnjoZldStSWoIyugMyevxTewKTeuLyJiNyR4Mz+/xTu0KyeqPzhsKUvUFp7QHprXDy+genb3589Oo/18+8PbH3YePkxezWI77Z81YRwwaKPpFLK9e+ge/YIHSpFzjX8B3KOdbFbOsClkUuwyyHZppJM06mGsTT9KOpOiF07QCmVE6XuNP49iTLHFENMEIK8L/Ojo0jDoHxCIxHIMH/ivGXegJNhKSAaQOSAaYHSA+QHgJ9BIYYmCAwx8AOITeEKxARgqhxGD0NZyqBXYjEjSBswzRGQWcBrI8g/01R8b9Nev7Urv2VnfWMG/ce7nUac5rie3QZ+bc5h7dHZU1mly6ryrYX1yxXd+yq7d1d3rOW2TiT2769Ynhv3dCB5uFD7cPHOgaP942f658+3zd7anT50vjq9dGla5Mr97atPZ5cut8/eW166e7avjf3HH13de+TubWHq4femdl4bWTl/uyep5O7XhtZuV/Tf1zZuNMrrtnMJ0/DNpZrGsw2DmQZKBgyH4rUg5Q4YwInjGcDTAOgagEuwSligibCcS4JTHzrI8SYiCoEnAe4EAgJnWdkZOUfGFMWn9uZWTYcl9umiC118M8090iwlic7BGU7Buc4heU6hiodQ/IcQ/KcQgvcwottvdNsvdNEZiHAdQaGHOfHk7wciVEtoZEGklTcqBpM+sHlKDP3XcnUF6YXf/P8UO310R++b/6c+Pp/Y499bVyw3zV7e7ByRpHY4pfY4B5d55vS4ZfWpUjoCIjpCU0cDEof8Evt8UvtCczsjcgdji4cDVcO+CQ1wfk7n1x5+MW5O5+9svnJwUsfrZx8d3T91bLe0zGl6+5JM7re7Ty7aq59ncClie/cyLav5jpU8+wreLalHJtClkUuyyyTYZrKMEmk6kVRdUPpOoF0qQ9F6EKwrRHNBAgZAs7/gwPm4MDHQYiD8O86XYRAA0AHgR7C9BFmAMgYkDGAKYApQmYILAGsARwIUo5RgjF6HM7MxDnFBL+GELZiol6q4SJusINuvh+zPArOlyDwobjkmc2QWrfpF2HRp5o577PCz0nCVs1jJ13je0Ozh5LypzJL5tJV46qKmcq2HeUdK4WdS8r2bXndy/m9q4Udqw0D+ztHT7T1H+0eOjUweaZ76lj//Mne2dOtIye6pi/PbDyZWX/aPX2je/LK+PY70yv3J5buTCzfXT349tSuR0NLt5YPvze7+/WR5Xv98zemNl4t7z2sbNwRmTcitooVWkTzzcPZxsFMPX+qtpzQ9CLFroTAhuSaA02PZOhS6DoY4lOASwE2CWz85Qbvyz0lHBMACDCGnkDX1VmRGqdsyirvS8pv848vcQ7Msko1b9cAABR4SURBVPJJsvFLt/XPcAjKtvXPsg3IdghWWckzrb0yTZ1TSJEXcH0QN5IiyqJpVmlY9RB6haCdh5l1gc0c+Jwhi94WL3xue+8v3y/Ufp+p4z9WZz1Ry6cfaSdMu2dOesW3ByS1eEVXecY2ecS2eMQ1eUY1BMV2Bid0y+PavBNbA1O6ApI7fWKbfRJaFeldivQuuHjzm8u3v7t06+tz1z8/c+2Tk1f/dfDM+7uOvdW37XpG1bpH7KChb4u2ZyvPpYXv0cX36OK7NQtc64VO1Xz7Eo6Vim2ewzTNoJukMM3SqEYJuG4UqRPMkCqoIleCYQmEDIANQANgIeBsFVI4iHEQE0hCIAmONHDQxpABBiY4ssDQ/2A+TgDOCLkhzBPhCsCCcHoCxsjA+aUUzVZCewCkw6A9g/R3gMFhwuYC2J9FHtcpgW+w4z7Wyv/Sqe8v+8FfLbq/NKp9Rzf3okXGLm/ltsj80cSiocSi4Yyq2czK2bTyiYyq6fSa6ZTqyfS6GWXb9ry25YL2tdLO9ereA81Dx1qGTzYOHGkZPtg5caxj6kzjyKnakVNtc9e6Vm62z19tnDjXPXd1ZPne5OqrUysPt+95OrpwvW/m/NyuR9vWX9u+743ZnY9Gl24Pb7/dO3e1c+ZSWvmCX0q3U1it1C6VYxwltIin6QYRmj5C/QAKz4lg25IcG5JlgdEMAZcSFG0AHmBchHO37kMRUAnEoJBswNiAOEARCrQt7bwiQuLzY7Oq47LqghMrPcPz7XzTrH3SbH2zrH2zrH2zbP3yjJ0ymdJQYPgBMwLjpJMaFXSjfpliFZk3gGE12M+B+z5IvgkNb8oOfOv/odr9Y7XV/R9yP1DnXP7FsmzdPLHPOrrGKbLUIajYNbzKLbLJJbLRMbzSMbjIK6w8IL7OP6XRM6YyOKEhMLpWEd3gHlHnldLpkdYFl24+v3zr+eWb31/c/PLK5hfX73x19dYX5659sn70jdaxs/GFS3Zhvfq+XWLvHpF8mOPZx/fo5Lu3CFzrBY4VfNtiro2KbZXLslQyLHIoJhm4QQKhF03XCaZJvHCWzf9XWDwEIvT3+AAHCQYSHEkRkmHICIE5Dg4YOAO4A3gA8gTMB2H+iAhBZDRQkhFbBdxK0OggDaYI4xUw2QDzw8juPOZwF9wege99POINLOpDRvy/dfKe+fT/Hr70u3XrY+Pyq6Z5h+zS5gJzJ6LyeqJzWiJzu+NLRhLLxuJLRuLLRuNKR2JLhpOrJpMrp3NbVvJbd+Y17yjr2lPdf7Ci+0BJ23p522rr8OG2iTOVfccqB1+pnThfO3a6bvx0//LN/sXN4YW7E9tfnVx6uG3nqyPzV0bmL00u3xqYvrKy743ZnQ8Ht92Y2vGgd+7awMJmx/SlxpHTVf3HI3PHrRRlBq65AvM4jkGE2DCSLwuii30oAneS64ixbYBuClQDIDQAFyJcgONcAmMTiEHF6BScAUAFkolR+EDwgBRQeXoyE3cb90ifsNzA+HL/2DInv0wL9yRrr1RLrxQjpySWLAIYARgrjuTlENxiuqydaj5jGH2S4joMFh3gvA4BpyH/IWviX8631BHP1IY3v2fvfC1x87/RO97Vje93Su60iSiSp9bY+OVZ+xZZ+pVZB1RYBhY4R5T6J1R5RRZ6xJV5x5V7hhT5RVR6hdc4R9baxTXZp3TCxes/XLzx/bmrX525/OzS9S82732z+eC7a/e/vXD72+2H3q7qOytPnTEKGpD6DmooptjugzzvPoFnl9CjVejWIHKuEjqW8e1LeHaFbGsV3TyHYpxKNYhn6YUzNH1Jjh1QdAHYAIy/05UYA82tQKCxdQjCFmQarDFwBnBFmCdgXgiXIzIQo4YhehzOzAR2AfCrQdIF+jO41V7C4RXc5TLpeYeieIL83qZEfwwJH0DKR7Ss7+hpz7hJr3u1fho9/pFjxSnztBWb5EmXuB7/5LaIzNaIzMag9KbQnM7w3O4wZVdkQX9U4cCWl31i+WR245KycUXZuFLSsVHcvp7ftLOkbb1hYH/LyOHG4RNFrXtVDbureo43Dp1qHjw1OHd9aGZzeOr24MTNoclbk0v3RxdvjG2/PrV6r2fy0uDc9akdD8aX706u3h9bvdc+caFl/Fzv/PWpjVfbpy6qGtdj8qfsg6t0HTI0zeK1zOIEemEcnQCqyA1x7KkCe5JvRXBNgKYNuAQRQozgI8R+2f0gGmB0QGzAOIB4gAsBlwBFyhJZ6Fr4WrvGmDlF6FkFySwCNE0VfH0/YMqBEUEV5VHFFTTNJrrhENVm2UH5gOO3DHYj4HEQi7lBqX1Lf/3n4LfVQe+rNQ6/r7HyKOaVbyUZC5LABtvoBqvAPNuAbK+YaofAcgtFiW1ohXVYkV14gUd0mVtkkWNUsWdilU9UpUdYmXtso21sg3PeYNrUKbh66+ert3+6eOPb89e+vLL51a3739969OONh99ff/TzoUufDy6/Glu61yJ8QksxpuE/w/Ea58nH+D6DQq8eoUeryK1J6FIrcq4ROVfx7MtY1gUMCyXTLI1tGMPUCiC5jkDRB+AixN5KVxhoYqCFgQ4OMgRSAG0APUDGANaAHAF5IOSDcDkQfkAEAiUcMZIwjhIXVIC4GbQGwHAe2RzA3S+Sintk8Jv0qA9p8Z+RKZ+j9C/Iou+Ikm9J5Tes9I8ZYZdk8cccc/eGVe/3y90WkDESktzlHV4RmFAdmlbnl1wXkN4SmNEalNkWntsTVTgQXTQYVTgQXzqeUjWTUjGbWjmXU7eUXbuYU7tc3L5eN7i/tv9AVffh0vZDRS0HK7tPNA2fre893jJ4qnP4Qs/wtc6By239l7rHr/ZMX+qevTixcm906XbXxMXBxZvDCzeHt9+e2vWorv9Ez7Zrwyt3xtbu9y3c6Nl2rXXivLJuR0LhtGtIrbGLUmISKzAIZ2r70qVeHJmcKXWlCm2AZQgUbSA1gSIBUgi4AOG8v+XFBsR5OaxBAsDEOEOGM2Qk25BkGyK6PhDaQOoAwxKYAUxZEU2zCpc0MPQHMf1J0n63e/k/hRFHwGURCzhHT39V1PuJ3SvqkLfVbnf/MD3yL99XvnQZugk2Bd7K6cjCMUvfbAvvdBtflalHrlVAiXVwiXFAjk1EgWtMhUNokXVIvk1wvld0lVtYlUNUvUFIpUfV/Mo7f8LV2z9du/Pz1ds/Xr757bW739169NOtRz9du/f95mu/nbr1fPHwx8rWc44Jy1q+E5r+S0K/RZ5iluc7IZCPiLx7RR5dYvdWsVuTyLWR71TLsa9gWxdwLLJ5JolsnRCS6wSkIYBgK11hIMFACwcZDno4bDmb6QOYArIE3AlwT8D9gQhERAiQYUCJBloKYqswQQ0m7QLdCWS+Ezkcx7xvEKGvk7EfUdO+ZCh/ohe8oJX/RlT+Qml8QW/4iVPyNSf5NbDfRlg1+ysXGsZOlzVvpOWNxKV1ysNKfCJL5DFliqTawLTGwLRGeXKtPKk+OKs9LK8nNLc7JKcnQjUQnT8SpRqOKxhNLp3KrJ7PqVvKrp0vbl/PbVzPbz1Y0nOyoONocfeR4q7DVf0nq3pO1vacbxm+1jlxq3X8asvkpZbJC/2Lm8Pb7w4u3m4aOdc+cWF8x/2Bhc3GoVPD229PrD0YWrrVNX15cPHmwMJm+8SF/sXNyq7DsapJ39h2a59isVkMWy+IoSUHngNNw5Wq4UARWCO2ETD1EF0HqFp/7zmyEHAwxMUQ/+UqL/ABl7y8/sfEgP52nMMNQRDLM2mmaneCuJdqMAtG28H2kF3pv4Xxl0G+nxp1h53/juHc997X1QFP1W7XX4Rc/S3z4q+S1G1gkhmQPXb02mf9286EpraYumSaeeRa+xeZKnJNg3Msw1UmimzroHzbkEIrX6Wzf4lLYIVNcJVJeL1xWk/ytktw5cYPV249v3r7x6u3f7xx7/ntV3++9einq3d/uP7wt9ObPy4e+nde2yXH+BVN+ZQ0aE07fJ8gcIUfuCj0nxUpxsQ+AyLPHqF7p9C9ne/WzHOq49qVc21UfLNUliwU57oAYQBIhID3t6pejqYQGAIY/a0qRyC8gPRDlHCgxiBqAlBTgJYBrALEr8OkfZjBPJitg90J8LyOhTxFcf9E6V+QhT/RKv5DqfmD1aHm9anpHS9Yjd9oln9MCTgKvAIQJ7mHNXSPHt1z8PHi6mZL55401WBoSqNPXLl7ZJFnTPnWJr57TKU8qT4ouyM4p9M/vd0/vT00u29LWAlF48mlU2kVs6nlMxl125OqV5Ibdie3HUjqOpg5fDxj6FjW0PGM7iMZ7ccL+8/XT92qm7jaMHGpavCVpvELLZOXOueu1/a/0jp+cWDpZvPIme6ZK51TlwYWNrumL3dMXhxautU7d6117NzAwmbn1JX6wdM1/cfTK5Y8Ihut5IXaNgl0bV+K1IOu5U7TdMQEVohnBlxToOsBpoFTNEhCROBCtGXTAHwMCXFMhGMiQEIMCREuQMAD4CJcgKhmuCSVkLXQ9CdBaw43WMGs9oPDKwa5H7Fjb4LiFTLuIbv4H5a7fvO9o1a8qva//Ufajb/cBm6DZT5ox0qtk2u6Np58pD5/58u8qu3+ca3WCpW+R4q+PNUsRGnsm2Xik2Pln2fjl+8aWOYcUGkRWGUS2WSWOyJN74XN289v3v35xr2fb9z7efPhizuPf7v16otr9348dfXr9eMfd80+isjba+A3KXCfkAbvlkUfFYfvE4VviENWxYHbxIpJkXxY5N0v8uzhu3dwXRq5DtVc2wK+eTpLFoZxXAEzBCTBkBADzS3gNA6GGJhgYAZg9lJVpAdQ/YEWBrQ4REvFmUrEKABmBXCakMYQrr9EWB7EHM6A+3UU+ASL/wBlfYoVf0dpfMHs/C+9+y/+iJrd/zu/7yeN5n/RIk+CUStQI4D00NAPSczsXtv7+M7j38/f/n5+z8OK7l3B6Q2+CZVuEYXuUcW+iTXeCbXeCbW+qU2KtOagrK6ttemIvP74wrEY1XCcaiS1fCa+eCKyeCqqeim6bU/S1JniQ6+WnX5TefheyPSJ4NGjIb3HYnpPKkcv5w9frJ66WjlytqDjcPXgmbqR83XDZ1qnLjcOn63qPtI9c2VofnNofrNr8kL72Nme6Usd4+dahk63jp3rmr7at22zb+FG89jZ4ra9aeXb/JJarXzzROZhXEN/itSNEDtQJPYUiT0hsEZsE5ymixNSQOK/X7NJEIgAhAgEADwEXBzjbe2vIuAgqhlNR4Xp9tBNV0mjvcj0AOZwClyuSDI/JmMeQMhVIvWpuOlTlxNqn7tqxSN11AN14tHvGSGjoJmApGFsbX8Dq+jo1LbG3gNtQydrOg+klo17J1ZbBGUZKtKNfLINPbOt/POtFSq34ApbvzKTwGqT+PbSg0+HHv8KN279uHn7+bWbP1y88e2lW99fufPjpVvfn7321fqR98aXHhQ2nrQLHmVbtzPshjUD92vHnNaMPiGJPqwRvlcjZFUSsE2smBT6jIi8+/keXVzXFo5DDc+umG+eydQNA44LICNAmhiI/05XhjiYbl3OILAEzA4IZ6D4AC0Y6LGIkQKMHIJditg1wGkBYT+mtQ033kvancNdb5KBr1PjP2LkfcWo+J7Z8oI3pBZNq0WzaubQf7hDv0oHv5dUPgGHMWAmAbgDWAJmzpfKQ2I6Z3e9fvrOi3Ovvjh15/Op3VcLWmaD0mqdQvKcw/Jdokpco8q9EuvkKY2BmZ2BmZ0+SU3y5Obw7L5I5UBkdn9C0XiocjBANeJfOR/YuafwxBtjn6kHvlS3/PvXwkefKK+9n3b09ZS1B/8nbQOS/FmRwk99r1+Ds2aFtGB6q2qCsmuDs2uBsHmPvnmOu2p9qG+ArHmHtH6MuYCPun6NuHqJtHiHsnmHtHaEsX2LuIKTv32Oun2Qun6Ru3KFrWV5nlxwkz5SdSo+XxUoSAsePAobOQYXMwIRLgAOKAkPKQgMJQcJIgQGHQMDGwIDGAQCGAQCFwUCFwMAEwQBEgYEEgUDEQIADQIADQABIQ0jbg0tlAsqpwUqrwQutAAzugA8yBRd5wZT0wBSzAtl3yKL9kHB/0DL/0LO/1bO/yBvtAAucwAdVgANOxEbPg4UNAQMMAAJMAkSPSIuVkNSc11xjFBqgztWcTdPcyc9YiY9XSo+Xy08Yyc6ZCJCax9MdlmXwH7G7gDDxPLEx/TEyPfAyPa9yPW3w+2otN6aptCEj7xjb6E3R4IMI2kAHG4EK4gXRKsaT7cZULUWULEaT60YSqMWRJkaRJYaRZMVP4sTPYUNNXoNM3QTM24QKl0JG0kADTcAASMAARoAARYDAB0DACAEACUEACcCACgCASsAACsAADAABDgAB0AAC00BDVcDD2ECEGkFEXMEEXkCFIIFHJAFIZ8EKa4INsAKQ9IOUuEPYesPa/AVffoYif8Tjfwamf8iof8emf8fkv0cg+gKWbYAIHIABEcAADIEACgAAScABTAACj8WKWFZcKSMpNCsweC8zeepu9OJm7Njd5BKX3o7U28zSmkzTGs5UnE+WHk8Vnc/V3lBWXtFWXxKXoFQYoZQZIlIYIZAYog6a5MtcZRZtNF55/5y7f1u8v5q7Ppy6/944f9+1/99xPJ2q91vm8xqi75kgrRmgLFngbJshLR2jLt1irdqfahuf6tygax/jrl/jLh4hbF0ga10ga2Bjrtzga53hbKDkr18i7Z6i7aCk759j7d1h61yhKhpe59cb5BJXHwwQ2EYKUcMHTkNHDkPHTgNFjMLEi4GCygCCCICBiEDBR4CAhoAARYCABUBABIDAhIGBRMEAxEBAA4DAw8ACCkNJ3IQMp0KMK8LMr0INr0EPMUCRtUSX+sGV9oAWNQMa+MvnP9Gyf87yflN1/9BtOoARIkAG2MAG1INHEUVHj8NFDEHDzMABSwAAS0AAy0ABCcHFjMhNlE9VXFQZIlLX4Q8UHEyRWUzQWYsO2QmQmoTOmUOQ20NS3STWqZksLQyDAAAAABJRU5ErkJggg==" /><br />
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Pernahkah kalian berfikir mengapa susunan keyboard yang sehari-hari yang umumnya kita gunakan dibuat dengan susunan yang seperti itu. Dan apakah menurut kamu apakah susunan yang seperti itu merupakan yang paling efisien yang pernah dibuat sehingga kita akan lebih mudah dan cepat untuk kita mengetik. <br />
Begini, susunan keyboard yang dipakai umum sekarang ini (QWERTY) sebenarnya adalah salah satu susunan yang paling tidak efisien yang ditujukan agar kita-kita dapat mengetik dengan lebih lambat. Mengapa demikian? Ini dia sejarah susunan keyboard..<br />
<div style="text-align: left;">Hal ini berkaitan dengan sejarah mesin ketik yang ditemukan lebih dulu oleh Christopher Latham Sholes (1868). Saat menciptakan mesin ketik prototype sebelumnya, malah sangat memungkinkan kita untuk mengetik dengan lebih cepat.</div>Terlalu cepatnya kemungkinan dalam mengetik tersebut, sampai- sampai sering timbul masalah pada saat itu. Seringkali saat tombol ditekan, batang-batang huruf (slug) yang menghentak pita itu mengalami kegagalan mekanik, yang lebih sering diakibatkan karena batang-batang itu saling mengait (jamming). <br />
Karena bingung memikirkan solusinya pada saat itu, Christopher Latham Sholes justru mengacak-acak urutan itu demikian rupa sampai ditemukan kombinasi yang dianggap paling sulit untuk digunakan dalam mengetik. Tujuannya jelas, untuk menghindari kesalahan-kesalahan mekanik yang sering terjadi sebelumnya. <br />
<div style="text-align: center;"><img alt="" border="1" class="aligncenter" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyG9pNnivy7Hrs5e0qD6BnNjradK0oucprBtXqOnFjNVz0itRLIu1ppxrzFjZZJNfitbqxlbkMOo3pcuYxxiRC5W_Qn0aqkxWoXvpELn43cNdHGiaqGo9omz7JkVThhP-Xiv0lpdJZrY6v/s320/keyboard.jpg" /> </div>Akhirnya susunan pada mesin ketik inilah yang diturunkan pada keyboard sebagai input komputer dan pada tahun 1973 diresmikan sebagai keyboard standar ISO (International Standar Organization). Sebenarnya ada beberapa standar susunan keyboard yang dipakai sekarang ini. Sebut saja ASK (American Simplified Keyboard), umum disebut DVORAK yang ditemukan oleh Dr. August Dvorak sekitar tahun 1940. <br />
Secara penelitian saat itu, susunan DVORAK memungkinkan kita untuk mengetik dengan lebih efisien. Tetapi mungkin karena terlambat, akhirnya DVORAK harus tunduk karena dominasi QWERTY yang sudah terjadi pada organisasi-organisasi dunia saat itu dan mereka tidak mau menanggung resiko rush apabila mengganti ke susunan keyboard DVORAK. <br />
Satu-satunya pengakuan adalah datang dari ANSI (American National Standard Institute) yang menyetujui susunan keyboard Dvorak sebagai versi “alternatif� di sekitar Tahun 1970. Susunan keyboard lainnya yang masih perkembangan dari susunan QWERTY adalah QWERTZ yang dipakai di negara seperti Hungaria, Jerman, Swiss, dll. AZERTY oleh negara Prancis dan Belgia, QZERTY, dll.<br />
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Sumber : <a href="http://kir-31.blogspot.com/2009/09/sejarah-susunan-keyboard.html">kir-31.blogspot.com</a>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-80088397853739440252010-10-28T07:13:00.000-07:002010-10-28T07:13:23.468-07:00Dampak Negatif sinyal Wi-fi bagi tubuh kitaWi-fi (wireless fidelity) yang lebih dikenal sebagai jaringan lokal nirkabel semakin populer terutama di negara-negara maju dan berkembang. Dengan wi-fi orang bisa masuk ke jaringan internet tanpa harus repot menyambungkan kabel dari komputer ke line telepon. <br />
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Memang enak ya kalau kitaberada di lingkungan yang ada wi-fi nya. Tapi selidik punya selidik siyal wi-fi berpengaruh juga terhadap tubuh kita. Mau tahu?<br />
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<div style="text-align: center;"><img alt="http://www.artikelbebasku.co.cc/" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLxPzbahKpf4rLrmuVViokBJcDMg_YLT0CEW9H4MjpFJTfL70kSH9ECkI4mjHTZRRzMPksiGptDpTjbLJ19uLcSYDFh0kLibXrng_BZJMKWecBHUzh3nISXe3oNk3VXjyxy3ZHxOb8E9M/s400/wifi+logo.gif" /></div><br />
Di balik kemudahan yang ditawarkan wi-fi, ada beberapa keyakinan publik yang menganggap wi-fi berdampak negatif terhadap kesehatan. Mereka yang tidak setuju dengan kehadiran wi-fi beralasan radiasi elektro magnetik dari wi-fi bisa menyebabkan nyeri di kepala, gangguan tidur dan mual-mual, terutama bagi mereka yang electrosensitive. Tapi benarkah wi-fi berbahaya bagi kesehatan?<br />
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Ketakutan akan dampak buruk wi-fi terhadap kesehatan ini dimentahkan ilmuwan Inggris. Seperti yang diungkapkan Sir William Stewart, ketua Health Protection Agency, mengatakan pada BBC Programme Panorama, tak ada yang perlu dikhawatirkan dengan teknologi wi-fi. Tak ada bukti pasti yang menyebutkan, perangkat seperti ponsel dan wi-fi menyebabkan kesehatan terganggu.<br />
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Hal senada juga diungkapkan Professor Lawrie Challis, dari Nottingham University. Dalam pernyataannya pada BBC, Senin (21/05), Prof Challis, yang menjabat sebagai ketua Mobile Telecommunications and Health Research (MTHR) menyebutkan: "Radiasi elektro magnetik dari Wi-fi sangat kecil, pemancarnya juga berkekuatan rendah, selain itu masih ada jarak dengan tubuh.<br />
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"Bisa jadi radiasi elektro magnetik sangat dekat dengan tubuh, ketika kita memangku laptop, namun dalam pengamaatan saya setiap orang tua akan meminta anak mereka untuk tidak terlalu sering menggunakan ponsel mereka dan selalu meminta mereka untuk menaruh laptop di atas meja, bukan di pangkuan, jika mereka berinternet terlalu lama."<br />
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Untuk mendukung pernyataan ini, tim Panorama BBC mengunjungi sebuah sekolah di Norwich, yang memiliki seribu siswa, dan mencoba membandingkan tingkat radiasi dari ponsel dan penggunaan wi-fi di dalam kelas. Hasilnya menunjukkan radiasi wi-fi di ruang kelas tiga kali lebih besar dibanding pancaran yang dikeluarkan ponsel.<br />
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Namun ahli kesehatan psikis Professor Malcolm Sperrin mengatakan sinyal wi-fi yang lebih besar tiga kali lipat dibanding radiasi ponsel di suatu sekolah masih belum relevan, karena belum ditemukan pengaruhnya terhadap kesehatan.<br />
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"Wi-fi adalah teknologi yang menggunakan gelombang radio elektro magnetik rendah, yang sebanding dengan oven microwave, bahkan 100 ribu kali lebih rendah dari microwave."<br />
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Tipe radiasi yang dipancarkan gelombang radio (wi-fi), microwaves, dan ponsel telah menunjukkan kenaikan level temperatur jaringan yang sangat tinggi, yang biasa disebut thermal interaction, namun masih belum ada bukti level tersebut menyebabkan kerusakan.<br />
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Health Protection Agency menyebutkan duduk di ruangan yang memiliki hotspot selama setahun sebanding dengan gelombang radio yang dipancarkan saat bercakap-cakap dengan ponsel selama dua puluh menit.<br />
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"Gelombang radio sudah menjadi bagian dari kehidupan kita selama hampir seabad atau lebih, namun jika ada gangguan yang signifikan terhadap kesehatan, pasti ada kajian yang akan mencatatnya, dan selama ini berbagai studi masih belum menemukan bukti transmisi wi-fi bagi kesehatan.<br />
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Hal senada juga didukung Professor Will J Stewart, rekan dari Royal Academy of Engineering, yang mengatakan: "Ilmu pengetahunan telah mempelajari pengaruh ponsel bagi kesehatan selama bertahun-tahun dan kekhawatiran akan dampak radiasi ponsel masih sangat kecil.<br />
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"Begitu juga dengan wi-fi, jika digunakan dalam batas yang wajar tak akan ada pengaruhnya bagi kesehatan dalam waktu yang lama. Namun bukan berarti semua radiasi elektro magnetik tak berbahaya, misalnya sinar matahari yang terbukti menyebabkan kanker kulit, jadi jika Anda menggunakan laptop saat berjemur di pantai, ada baiknya mencari tempat yang teduh," tambah Sperrin yang mengatakan sampai saat masih belum ada banyak bukti yang cukup berarrti akan dampak negatif wi-fi.<br />
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Namun yang lebih dikhawatirkan Sperrin bukan pada gelombang wi-fi, namun pada perilaku dalam penggunaan laptop, dan panas yang dihasilkan laptop pada beberapa bagian sensitif pada tubuh, yang berdampak pada kesehatan. <br />
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Sumber :<br />
<a href="http://www.artikelbebasku.co.cc/2010/05/akibat-negatif-sinyal-wi-fi-terhadap.html">www.artikelbebasku.co.cc</a>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-69777849188060191642010-10-26T17:08:00.000-07:002010-10-26T17:08:33.248-07:00Bagaimana nasib bangsa ini dimasa yang akan datang ?Indonesia oh indonesiaku............<br />
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begitu banyak bencana yang terjadi pada bangsa ini, dari sabang sampai ujung merauke...<br />
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baru-baru ini kembali terjadi musibah di tiga tempat yang berbeda,Tsunami melanda pantai barat Mentawai, Sumatera Barat (Sumbar) pada Senin malam, (25/10),Sebanyak 10 desa tersapu bencana tsunami yang melanda Kepulauan Mentawai. Berdasarkan informasi yang dihimpun tvOne, 10 desa itu berada di tiga kecamatan yakni kecamatan Sikakap, Sipora, Pagai Selatan. 23 orang tewas, dan 103 orang dinyatakan hilang.diperkirakan masih akan bertambah...karena tim evakuasi masih melakukan tugas..<br />
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Gunung Merapi di Dusun Kinahrejo, Desa Umbulharjo, Kecamatan Cangkringan, Kabupaten Sleman, Daerah Istimewa Yogyakarta meletus Letusan terjadi sekitar pukul 17.45 WIB. Sedikitnya terjadi hingga tiga kali letusan.Hujan abu dari puncak Merapi menyebar hingga mencapai radius delapan kilometer bahkan Sleman di Yogyakarta. Warga di Sleman mulai merasakan hawa panas dan kesulitan bernapas. Dengan kondisi seperti ini, seluruh warga di lereng Merapi dievakuasi ke posko-posko pengungsian. Belum diketahui adanya korban dalam peristiwa ini.<br />
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banjir yang merendam sejumlah titik di Jakarta diakibatkan curah hujan yang sangat tinggi. Drainase kota tak mampu mengatasi jumlah air yang melebihi ambang toleransi kemampuan saluran.. <br />
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itulah ketiga peristiwa yang paling sering muncul di media massa dalam beberapa minggu terakhir,belum lagi kekisruhan yang terjadi dalam dunia perpolitikan di negeri ini...<br />
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sebenarnya ada apa dengan bangsa ini., apanya yang salah?<br />
marilah kita sejenak merenung...... merenungkan semua peristiwa itu memang tidak menyelesaikan masalah,butuh tindakan nyata entah kita mau menjadi relawan ataupun pendonor sumbangan. tapi dengan merenungkan diri pribadi,kita dapat mengintrospeksi diri .<br />
mungkin kita sudah jauh dari Tuhan, banyak tindakan baik lewat pikiran,perkataan,dan perbuatan kita yang menyakiti hati Tuhan...banyak oknum yang tidak bertangggung jawab,melakukan korupsi,pembalakan liar,mengeksploitasi sumber daya alam tanpa ada pemulihan kembali..<br />
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saat ini mari kita berdoa untuk saudara-saudara kita yang tertimpa musibah,dan juga buat bangsa dan negara kita<b> INDONESIA</b> agar dapat dipulihkan ..<br />
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Sadar....sadar lah bangsaku...perbuatan kita akan di pertanggungjawabkan kepada<b>NYA</b>..<br />
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kapan Bangsa ini akan sejahtera dan maju, <b>semua tergantung pribadi kita masing-masing.</b>.<br />
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<u>GOD Bless our nation...</u>.ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-37204111368404921802010-10-26T06:32:00.000-07:002010-10-26T06:32:52.358-07:00My Lovely Family<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVSYU2LwaLmS-eKO1TvipIRHf_8h87uyu0wVT_rRmU-PQAmQhs1rFG_F9-JoBzg09zmdDUEWedkfqt6xeBEosMMObfRCc3L0zWitsvaIWQnGCwRHt05uIeVSCWdAd0u1MyFZL5uCmgSWph/s1600/P4100003.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVSYU2LwaLmS-eKO1TvipIRHf_8h87uyu0wVT_rRmU-PQAmQhs1rFG_F9-JoBzg09zmdDUEWedkfqt6xeBEosMMObfRCc3L0zWitsvaIWQnGCwRHt05uIeVSCWdAd0u1MyFZL5uCmgSWph/s320/P4100003.JPG" width="320" /></a></div>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-6682463874429817152010-10-25T06:45:00.001-07:002010-10-25T06:45:26.744-07:00Tugas KU<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>Enriko K. Walewangko / 070213008</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
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</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>“ <b>manajemen industri yang akan dibekali untuk keterampilan kewirausahaan"</b></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span><span> </span>Sekolah, kuliah, melamar pekerjaan, adalah pola konvensional yang</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">menjadi kebiasaan bagi hampir setiap orang sebelum ia memasuki dunia</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kerja. Di antara ratusan ribu atau bahkan jutaan pencari kerja tersebut,</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">akhirnya yang lolos dan mendapatkan pekerjaan sesuai yang diharapkan,</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">barangkali tidak lebih dari 20%. Kalau begitu sisanya yang 80% ke mana</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">mereka kemudian? Menganggur, menunggu panggilan dari lamaran</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">berikutnya yang serba tidak jelas, kursus, sekolah lagi, kuliah lagi, atau</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">barangkali bagi yang frustrasi ada yang memilih menjadi pengamen, </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dan penyakit masyarakat yang lain.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>Pilihan menjadi wirausaha, sesungguhnya merupakan salah satu</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">alternatif yang paling menjanjikan untuk kehidupan yang akan datang.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sayangnya pilihan menjadi wirausaha ini belum begitu banyak tumbuh di</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">kalangan generasi muda kita. Untuk itu pelatihan kewirausahaan bagi</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">generasi muda harus terus menerus dilakukan oleh siapapun yang peduli</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">terhadap kesejahteraan masyarakat untuk melahirkan sebanyak-banyaknya</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">calon wirausaha baru. .</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>Tujuan Kewirausahaan:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span><span> </span>•Meningkatkan Jumlah wirausaha yang berkualitas</span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -45pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>•Menyadarkan masyarakat atau memberikan kesadaran berwirausaha yang <span> </span>tangguh dan kuat terhadap masyarakat</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span><span> </span><span> </span>•Menghasilkan kemajuan dan kesejahteraan masyarakat</span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -45pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span><span> </span>•Membudayakan semangat, sikap, perilaku dan kemampuan kewirausahaan di kalangan masyarakat</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>Manfaat Kewirausahan:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>•Menambah daya tampung tenaga kerja</span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -45pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>•Sebagai generator pembangunan lingkungan, pribadi, distribusi, pemeliharaan lingkungan dan kesejahteraan.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -45pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>•Memberi contoh bagaimana bekerja keras, tekun dan memeiliki pribadi unggul yang patut diteladani</span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 45pt; text-align: justify; text-indent: -45pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span><span> </span>•Mendidik karyawan jadi orang mandiri, disiplin tekun, jujur dalam menghadapi pekerjaan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>•Mendidik masyarakat hidup efisien dan sederhana</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Yang harus dibekali untuk ketrampilan kewirausahaan adalah:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>a. Sikap dan Perilaku Disiplin</span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 49.5pt; text-align: justify; text-indent: -49.5pt;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>Sikap dan perilaku disiplin merupakan modal dasar untuk keberhasilan <span> </span>seseorang di dalam berwirausaha. <span> </span>Menurut Murphy dan Peck, bahwa guna mencapai sukses dalam karir seseorang harus dimulai dengan kerja keras, penampilan yang baik, keyakinan diri ,membuat keputusan, pendidikan, dorongan ambisi dan pintar berkomunikasi.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span><span> </span>b. Komitmen Tinggi</span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 0.75in; text-align: justify; text-indent: -0.75in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>Seorang wirausaha harus memiliki komitmen tinggi terhadap tugasnya .Artinya seorang wirausaha itu setiap saat pikirannya tidak lepas dari perusahaannya atau bisnisnya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>c. Jujur</span></div><div class="MsoNormal" style="line-height: normal; margin: 0in 0in 0.0001pt 0.75in; text-align: justify; text-indent: -0.75in;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>Jujur dalam berwirausaha artinya mau dan mampu mengatakan sesuatu <span> </span>sebagaimana adanya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Akibat yang di terima kalau orang tidak jujur di dalam berwirausaha:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">1. Tidak dipercaya masyarakat konsumen</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">2. Menjadi rendah diri dan rasa malu</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">3. Mudah tersinggung atau emosi</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">4. Cepat iri dan dengki</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">5. Suka dendam</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">6. Prasangka buruk dan dusta</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">7. Tidak punya teman</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">8. Kehancuran dalam usahanya</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Sifat-sifat yang harus dimiliki oleh wirausaha adalah:</span></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>1. Percaya Diri</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Orang yang tinggi percaya dirinya adalah orang yang sudah matang jasmani dan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">rokhaninya. Karakteristik kematangan seseorang adalah ia tidak tergantung pada orang lain, memiliki rasa tanggung jawab yang tinggi, obyektif, dan kritis, emosionalnya stabil, tidak gampang tersinggung dan naik pitam.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>2. Berorientasi pada tugas dan hasil</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Berbagai motivasi akan muncul dalam bisnis jika kita berusaha menyingkirkan prestise. Kita akan mampu bekerja keras, enerjik, tanpa malu dilihat teman, asal yang kita kerjakan adalah halal.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>3. Pengambilan Resiko </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Wirausaha penuh resiko dan tantangan, seperti persaingan, harga turun naik, barang tidak laku dan sebagainya. Namun semua tantangan ini harus dihadapi dengan penuh perhitungan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span><span> </span>4. Kepemimpinan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Pemimpin yang baik harus mau menerima kritik dari bawahan, ia harus bersifat</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">responsive.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>5. Keorisinilan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Yang dimaksud orisinal di sini ialah I tidak hanya mengekor pada orang lain, tetapi</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">memiliki pendapat sendiri, ada ide yang orisinil, ada kemampuan untuk melaksanakan sesuatu. Orisinil tidak berarti baru sama sekali, tetapi produk tersebut mencerminkan hasil kombinasi baru atau reintegrasi dari komponen – komponen yang sudah ada, sehingga melahirkan sesuatu yang baru.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>6. Berorientasi ke masa depan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Untuk menghadapi pandangan jauh ke depan, seorang wirausaha akan menyusun</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">perencanaan dan strategi yang matang, agar jelas langkah – langkah yang kan</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">dilaksanakan.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"><span> </span>7. Kreativitas</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Menurut Conny Setiawan (1984:8), kreativitas diartikan sebaga kemampuan untuk</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">menciptakan suatu produk baru. Produk baru artinya tidak perlu seluruhnya baru, tapi dapat merupakan bagian – bagian produk saja.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Contoh: Seorang wirausaha membuat berbagai kreasi dalam kegiatan usahanya, seperti susunan barang, pengaturan rak pajangan, menyebarkan brosur promosi dsb. Jadi kreativitas adalah kemampuan untuk membuat kombinasi – kombinasi baru atau melihat hubungan – hubungan baru antara unsure, data, variable; yang sudah ada</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">sebelumnya.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">Kerja keras merupakan modal dasar untuk keberhasilan seseorang, Kita harus memiliki keyakinan diri, bahwa kita akan sukses melakukan suatu usaha,</span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;">jangan ragu dan bimbang</span></i></b><b><i><span style="font-family: TimesNewRomanPSMT; font-size: 12pt;">….</span></i></b><b><i><span style="font-family: "Times New Roman","serif"; font-size: 12pt;"></span></i></b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify;"><br />
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</div>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com1tag:blogger.com,1999:blog-6243117030066631152.post-29679389536522302122010-10-24T23:49:00.001-07:002010-10-24T23:49:13.002-07:00Tanggapan Mengenai e-bisnis<h2>e-bisnis</h2><h2><o:p _moz-userdefined=""> </o:p></h2><h2>070213008<o:p _moz-userdefined=""></o:p></h2><div class="MsoNormal"><br />
</div>"Bisnis online menjual Informasi adalah bisnis menjual sampah". Sekiranya itulah kalimat yang pernah saya lihat di beberapa forum dan blog.<o:p _moz-userdefined=""></o:p><br />
Memang setiap orang menanggapi metode bisnis menjual informasi ini dengan cara yang berbeda. <st1:city _moz-userdefined="" w:st="on"><st1:place _moz-userdefined="" w:st="on">Ada</st1:place></st1:city> yang pro dan ada juga yang kontra. Mereka yang kontra menganggap bisnis menjual informasi hanya mengandalkan sistem penjualan. Karena kebanyakan para penjual memang menggunakan sistem reseller untuk penjualan produk mereka. Dan sistem inilah sebenarnya yang mendatangkan uang, bukan produk utamanya. <o:p _moz-userdefined=""></o:p><br />
Bisnis menjual informasi menurut penulis sebenarnya sah-sah saja dilakukan. Demikian juga bisnis menjual informasi dengan sistem reseller yang kebanyakan dilakukan oleh orang-orang.<o:p _moz-userdefined=""></o:p><br />
Sebut saja formulabisnis, uangpanas, rahasiabento, bikinduit, dan masih banyak lagi lainnya. Produk informasi seperti itu layak untuk dijual kepada market yang tepat yakni para pemula atau newbie. Walaupun ada beberapa produk yang isinya memang informasi sampah atau informasi yang tidak bermutu menurut objektif penulis.<o:p _moz-userdefined=""></o:p><br />
Pada dasarnya ada dua jenis kelompok yang menanggapi sebuah informasi. Yang pertama adalah kelompok yang telah mengetahui dan menguasai suatu objek informasinya, dan yang kedua adalah kelompok orang yang tidak atau belum mengetahui objek informasi tersebut.<o:p _moz-userdefined=""></o:p><br />
Misalnya saja informasi mengenai cara mencari uang di internet. <st1:city _moz-userdefined="" w:st="on"><st1:place _moz-userdefined="" w:st="on">Ada</st1:place></st1:city> satu kelompok yang sudah mengetahui informasi mengenai cara mencari uang di internet . Dan ada juga kelompok yang belum mengetahui atau sama sekali tidak megetahui cara mencari uang di internet.<o:p _moz-userdefined=""></o:p><br />
Nah disinilah sumber konflik yang terjadi selama ini. Kelompok yang pertama ( kelompok yang sudah mengetahui objek informasi ) inilah yang akan menganggap produk informasi tentang cara mencari uang di internet itu adalah hal biasa, tidak patut dijual, atau bahkan seperti yang penulis sebutkan tadi, sampah.<o:p _moz-userdefined=""></o:p><br />
Tapi sebenarnya dilain pihak ada sebuah kelompok yang sangat membutuhkan informasi mengenai cara mencari uang di internet karena mereka belum tahu objek informasi ini dan tentu mereka akan menganggap hal ini adalah suatu hal yang luarbiasa menurut mereka. <o:p _moz-userdefined=""></o:p><br />
Kelompok yang telah mengetahui objek produk informasi yang ditawarkan kepada mereka ( atau yang gradenya lebih tinggi ) seharusnya tidak mencemooh atau menjelek-jelekan produk informasi tersebut . Karena meskipun mereka tidak membutuhkan informasi itu tapi dilain pihak ada sekelompok orang yang sangat membutuhkan informasi tersebut.<o:p _moz-userdefined=""></o:p><br />
Mereka boleh saja merasa "bisa" dan menganggap enteng informasi tersebut.<o:p _moz-userdefined=""></o:p><br />
Hal ini dapat dianalogikan dengan misalnya seorang penjual buku Matematika untuk Sekolah Dasar (SD). Kemudian penjual itu menawarkan buku yang dijualnya kepada sekelompok mahasiswa dan sekelompok siswa Sekolah Dasar. Tentu si kelompok mahasiswa dalam hati mereka akan tertawa melihat buku itu karena objek informasi yang dibahas didalamnya sudah tidak asing lagi bagi mereka.<o:p _moz-userdefined=""></o:p><br />
Tapi bagaimana dengan sekelompok siswa Sekolah Dasar (SD) ? Pasti mereka akan antusias menanggapi buku yang dijual tersebut. Dan mereka pun akan membelinya.<o:p _moz-userdefined=""></o:p><br />
Tidak mungkin sekelompok mahasiswa tadi akan menertawakan si penjual buku matematika SD tadi. Karena mungkin itulah sumber penghidupan bagi dirinya. Dan sangat tidak mungkin pula kelompok mahasisiwa tadi melarang si penjual untuk berjualan lagi atau melarang peredaran buku Matematika SD yang notabene "sampah" bagi mereka, karena masih banyak siswa yang gradenya lebih rendah dari mereka yang membutuhkan informasi yang ada dalam buku tersebut.<o:p _moz-userdefined=""></o:p><br />
Dan adapun hasil dari proses pembelajaran pada setiap orang pun pasti akan berbeda beda. Kelompok siswa Sekolah Dasar (SD) itu mungkin ada yang langsung bisa menguasai materi yang diajarkan dalam buku matematika tersebut dan ada pula yang kurang bisa memahami penjelasan dari buku tersebut. Itu adalah hal biasa yang terjadi di sekitar kita, begitu juga di dunia bisnis internet.<o:p _moz-userdefined=""></o:p><br />
Nah seperti itulah seharusnya "wajah" bisnis internet di <st1:country-region _moz-userdefined="" w:st="on"><st1:place _moz-userdefined="" w:st="on">Indonesia</st1:place></st1:country-region> ini. Setiap kelompok seharusnya tidak saling menjelek-jelekan satu sama lain, dan juga kelompok yang merasa sudah "pintar" seharusnya tidak merasa sombong dan juga harus menghargai produk informasi yang telah dibuat oleh orang lain.<o:p _moz-userdefined=""></o:p><br />
Kalaulah informasi yang dijual itu benar-benar "sampah" maka pada akhirnya akan berakibat buruk pada si penjual itu sendiri. Konsumenlah yang berhak menentukan dan menilai apakah informasi yang diberikan benar-benar bermanfaat atau tidak.<o:p _moz-userdefined=""></o:p><br />
Mari kita belajar menghargai orang lain dengan cara menghargai karya orang lain..<o:p _moz-userdefined=""></o:p><br />
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Enriko Walewangko 070213008<o:p _moz-userdefined=""></o:p>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-55443563403217958292010-10-24T03:30:00.000-07:002010-10-24T03:30:25.263-07:00Motivasi<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNWKnsosfebdPR6o7-LpYkdHcIt258539Eeiy5Yatjl4nPQrlInV3cAEThcVl8KCGA-2BWwrf9kjQ72EamoDW3t2Jym7YUfEYUgT32MTnjrC6P4CDRaldWL6miZug_q4CJ8oaJgaWDDAIi/s1600/trying+to+be+better...jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNWKnsosfebdPR6o7-LpYkdHcIt258539Eeiy5Yatjl4nPQrlInV3cAEThcVl8KCGA-2BWwrf9kjQ72EamoDW3t2Jym7YUfEYUgT32MTnjrC6P4CDRaldWL6miZug_q4CJ8oaJgaWDDAIi/s320/trying+to+be+better...jpg" width="320" /></a></div><div style="color: red;"><i>SAYA DAPAT MENERIMA KEGAGALAN, TAPI SAYA TIDAK DAPAT MENERIMA JIKA SAYA BELUM MENCOBA</i>.....</div>ENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com0tag:blogger.com,1999:blog-6243117030066631152.post-89787743086177994892010-10-24T02:55:00.000-07:002010-10-24T02:55:06.013-07:00BAGAIMANA SUPAYA PRODUKTIF MENULISBagaimana cara belajar menulis dan panduan supaya Produktif Menulis baik menulis posting di blog atau artikel opini (op-ed) untuk dikirim ke media cetak (koran, tabloid, majalah). <br />
<blockquote><i><b><span style="color: red;">A WINNER works harder than a loser and has more time.</span><br style="color: red;" /><span style="color: red;"> A LOSER is always “too busy” to do what is necessary</span>.</b></i></blockquote>Salah satu komentar di blog ini memberi apresiasi pada saya karena dia menganggap saya sangat produktif menulis. Terus terang saya malu dengan pujian itu. Jujur, saya tidak produktif. Sampai saat ini, sejumlah buku yang sedang saya garap masih tergeletak dalam bentuk draft dan semuanya masih setengah jadi. Tak ada satupun buku yang terbit dari tangan saya.<br />
Update: 17 Juli 2010. Alhamdulillah saat ini saya <a href="http://www.fatihsyuhud.com/about/#books" target="_blank" title="Buku karya Fatih Syuhud">sudah berhasil menulis 4 (empat) buah buku</a> dan sedang menyusun buku kelima.<br />
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Memang, kalau mau cepat, saya bisa menerbitkan <a href="http://afatih.wordpress.com/opini/" target="_blank">antologi tulisan-tulisan artikel opini </a>di sejumlah media jadi buku. Tapi saya ingin buku perdana saya adalah karya yang memang sengaja ditulis utuh untuk buku. Saat ini saya sedang memotivasi diri sendiri untuk fokus dalam satu karya saja sampai selesai sebagai <em>trigger</em> untuk karya-karya selanjutnya.<br />
Alasan umumnya orang ketika ditanya mengapa belum menulis buku biasanya klasik, <a href="http://fatihsyuhud.com/2007/08/29/indonesians-very-busy-people/" target="_blank">“Saya sibuk. Tak ada waktu.”</a> Saya tidak mau terperangkap dalam apologi orang kalah seperti itu. Alasan semacam ini hanya akan membunuh spirit saya. Dalam pengantar ensiklopedi <em>The Encyclopaedia of Modern Muslim World</em> (4 Volume, diterbitkan Oxford University Press), John Esposito, editor ensiklopedi tersebut mengatakan,<br />
<blockquote><code>The busiest is the most productive one."</code><br />
Orang paling sibuk adalah orang yang paling produktif.</blockquote>Itu kata-kata hebat. Sangat lugas dan tepat. Intinya, kalau Anda bilang, “Saya sibuk,” sebagai alasan ketidakproduktifan Anda, pada hakikatnya adalah <em>Anda sama sekali tidak sibuk.</em> Anda pemalas atau minimal Anda tidak bisa mengatur waktu secara efektif dan efisien plus lemah kemauan. Lebih parah lagi, hal itu dibungkus dengan banyak alasan apologetik.<br />
Jadi, tahap pertama menuju produktif adalah <a href="http://fatihsyuhud.com/2007/08/29/indonesians-very-busy-people/" target="_blank">merubah paradigma “sibuk”</a> dan mengakui kesalahan. Tidak mau mengakui kelemahan dan kesalahan sendiri adalah kesalahan terbesar.<br />
Kedua, mulai mengoreksi kesalahan yang menjadi penyebab ketidakproduktifan kita.<br />
Ketiga, apabila poin satu dan dua sudah teratasi, mulai fokus menulis. Ok, bagi yang baru di dunia tulis menulis, Anda dapat memulainya dengan <a href="http://afatih.wordpress.com/2007/09/06/bahan-nulis-blog/" target="_blank">rajin menulis setiap hari di blog masing-masing</a>–bahasa Indonesia atau <a href="http://fatihsyuhud.com/2007/08/19/ten-reasons-why-we-blog-in-english/" target="_blank">Inggris</a> sama saja; bagi yang sudah sampai tahap ini, mulailah rajin mengirim <a href="http://afatih.wordpress.com/2005/09/05/alamat-email-media-massa-cetak-indonesia/" target="_blank">tulisan ke media cetak</a> atau online; dan yang sudah merasa “lulus” tahap ini, mulailah memikirkan untuk <a href="http://afatih.wordpress.com/2005/05/03/nulis-buku-pak-dosen/" target="_blank">menulis buku</a>.<br />
Saat ini saya sedang mengoreksi sejumlah kesalahan saya yang membuat saya belum berhasil menulis buku. Bagaimana dengan Anda?<br />
Intinya, kalau kita ingin produktif, jangan pernah merasa puas. Sebab, kata guru SD saya dulu, “barang siapa merasa puas, maka sampai di situlah pencapaian kita terbatas.”<br />
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oleh: Fatih SyuhudENRIKO WALEWANGKOhttp://www.blogger.com/profile/09180279486382177309noreply@blogger.com3