tag:blogger.com,1999:blog-17394146858165456022024-03-14T01:20:15.134+07:00BANGKINANGISTIAfriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.comBlogger9125tag:blogger.com,1999:blog-1739414685816545602.post-15604494213678066012013-12-28T05:58:00.003+07:002013-12-28T05:59:19.661+07:00Jadwal turnamen piala dunia 2014<div class="separator" style="clear: both; text-align: left;">
<a href="http://www.mediafire.com/view/ydz13rf4keuxx0x/world%20cup%202014%20beta.xlsx"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjz_xhWru2VPs674xlTZoDUc79DnQY8_zIF8363xp_HNPOwCRGVAlkMqEcQfLjEzNHQz-eFP4mEnlOE1TCv7zH2aXGgom7qKGTJsnFHjhk5pXrG1jyrB3aBrbnnWQ6NLuW-mmpclBm1rxQ/s320/New+Picture+(5).bmp" width="166" /></a></div>
<br />Afriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.com0tag:blogger.com,1999:blog-1739414685816545602.post-82315212318661728012013-04-14T15:35:00.001+07:002013-04-14T15:35:06.521+07:00Program Paid To Click (PTT) dasar<br />
Untuk memulainya marilah kita membaca Basmalah<br />
selamat bertemu
lagi dalam postingan ini, udah lama rasanya tidak membuat postingan di
blok ini, mungkin karena malas atau sibuk, tapi pada kesempatan ini Saya
akan mencoba sekuat tenaga untuk menyusun postingan ini sampai selesai
(maklum bos bikinnya agak kemalaman sambil nunggu pertandingan bola di
TV dan mudah-mudahan channelnya nggak di acak, maklum belum sanggup
berlangganan tv kabel).<br />
Sesuai judul di atas kito (aku) akan
membahas sedikit tentang salah satu program paid to click yang terbaik
dan terbukti membayar saat ini, dalam hal ini yaitu <a href="http://www.neobux.com/?r=cirrusfx" target="_blank">NEOBUX</a>.
Neobux adalah program paid to click dengan sistem membayar setiap iklan
yang kita lihat dan disediakan oleh Neobux, nilainya berkisar antara
$0,001 s/d $ 0,02 per iklannya (iklan fixed, extended exposure dan
standart exposure), <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr8Cnzs85fdYIgNzOCnOIAZ-Mrp7U9g6lAdQW-UZ7MDy9Ba3lx1fRbPDqfR888FBzQPvocNYhZjnoTa7B-sAtXO_13zLS9cwuL-q8nYT5pt9r5VC1gVM8C5HunGCC491d_5A_zcFUZs7c/s1600/New+Picture+%283%29.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr8Cnzs85fdYIgNzOCnOIAZ-Mrp7U9g6lAdQW-UZ7MDy9Ba3lx1fRbPDqfR888FBzQPvocNYhZjnoTa7B-sAtXO_13zLS9cwuL-q8nYT5pt9r5VC1gVM8C5HunGCC491d_5A_zcFUZs7c/s320/New+Picture+%283%29.jpg" width="320" /></a></div>
<br />
ada beberapa hal yang harus diperhatikan agar kita mendapatkan dolar yang lebih banyak<br />
<ol>
<li>pasanglah/install toolbar adalert (posisinya berada disudut kanan
bawah), toolbar ini alarm yang akan berbunyi ketika ada iklan baru yang
masuk ke akun kita</li>
<li>Jangan cashout dulu sebelum upgrade ke golden, karena ketika
keaangotaan kita golden maka nilai setiap klik iklan akan bertambah dan
jumlah iklan pun akan bertambah.</li>
<li>perbanyaklah rented refferals dan direct refferal, rented refferal
adalah orang yang kita sewa melalui neobux untuk melakukan klik iklan
dan nilai setiap iklannya tergantung dari keanggotan kita, sedangkan
direct refferal adalah orang yang membuat akun baru dengan referer
username kita (direct refferal didapat dengan memasang banner yang telah
disediakan oleh neobux di website atau blog yang kita punya atau
langsung promosikan ke teman-teman atau keluarga terdekat), untuk direct
refferal sebaiknya kita promosikan setelah keanggotaan kita mencapai 15
hari. harga sewa rented refferals $0,2.</li>
<li>yang penting jangan pernah bosan dan bersabarlah, karena hanya butuh waktu 15 menit sehari </li>
</ol>
setiap harinya neobux memberikan hampir 20 iklan, dan setiap
iklan memiliki nilai tertentu, untuk yang dihitung sebagai nilai click
adalah 3 jenis iklan yang ada pada gambar di atas dan akan di
beritahukan pada grafik statistics.<br />
jika misalnya kita memiliki
2000 atau lebih refferal apakah kita tidak perlu melakukan klik lagi? ya
tidak boleh bos, karena nilai klik iklan yang dilakukan oleh refferal
kita hari ini berdasarkan ada tidaknya klik kita pada hari kemarin.so
keep clicking (he benar nggak ya).<br />
<br />
bentar bos biar nggak ngantuk, pesan kopi dulu ama isteri (wuih yang dipesan kopi yang datang malah buah qurma, hajaar)<br />
<br />
gue
sebenanya masih newbie bos, sampai saat ini kito baru punya 3 rented
refferal dan 2 direct refferal, dari pengalaman untuk mendapatkan 3
rented refferal (($ 0,6) kito membutuhkan waktu 2,5 minggu<br />
<br />
ada
lagi yang paling penting, jangan membuat lebih dari satu akun pada satu
komputer atau IP yang sama karena akan disuspended baik itu refferalnya
maupun refferernya. nah gimana dengan IP yang dinamis karena umumnya
penyedia internet di indonesia menggunakan IP dinamis (IP yang selalu
berubah setiap kita connect ke internet), sebenarnya kito udah pernah
nyoba dan berhasil namun dipikir-pikir (he sok mokir segala) kalau nanti
seandainya ketahuan dan disuspended hancurlah sudah semua yang sudah di
usahakan. makanya saudara-saudara jangan pernah membuat banyak akun
pada satu komputer atau pada IP yang sama.<br />
<br />
klik iklan
hanya dapat kita lakukan pada PC atau laptop dan tidak bisa dilakukan
melalui smartphone ataupun tablet, pada smartphone dan tablet hanya
dapat untuk masuk keforum dan satu lagi apa ya (he sorry lupa, maklum
kepala udah sering nempel di tembok).<br />
<br />
untuk buka
facebook dan maen game aja muka kita tahan didepan komputer ampe
berjam-jam, masak untuk ngeklik iklan selama 15 aja nggak tahan.<br />
<br />
nah bagi saudar-saudar yang punya kesabaran tapi nggak punya modal sepeserpun ayo ikutan ngeklik<br />
<a href="http://www.neobux.com/?r=cirrusfx" target="_blank">ayo gabung disini</a><br />
<br />
<br />
Afriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.com0tag:blogger.com,1999:blog-1739414685816545602.post-84550841302641493782012-06-28T17:36:00.000+07:002012-06-28T17:36:01.408+07:00Program Excel Jadwal Turnamen EURO 2012<div style="text-align: justify;">
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<a href="http://www.mediafire.com/?rg0xpel744n7lsp" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="200" 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sOw0vS7O6guUe7kliLEGQ5ySXOSAO3myY/3j7Y2/7Qg/2/8Avml7w9CheTwJZSXFpcrOqMVYqysAQCcHHeqlzdrbzxwvcnzJCQg+XkgZ9Kt6rJFcWLwW64LEnG3AyQefzNY2o6al7I8nnSRvlWjIQ/IQc9M81rBK2pnI0YZpHjDPI8bHqrFSR+XFMa4fdhZHK7Swcbdv09aR41aJ1DMrEYDBOh9ar2dlHaWjQRs7qCxQFegPOKqyFqXDdEopB2liBn0ywFYl34imt7qWERFwjFd3mAZ/8drUMZ2IpGdpUnHsymnmCAnJjyfUpSikDbBrwR2onmuCi4BOADjOPbNR2+pwXLlILtmbGcbcfzFLc20NzbtDJ5gVj2XntVaz0q1tJDJEZixGPmH/ANaqsg1NMu2f9ef/AB3/AAqGa5eNgolJ3FRnjj5gP61katocd/d+eJ2j+UDHlZqxb6eLa2hhQs6x4yduM/OD0osgux51iNbz7O08wbdt3fJt+v8Aj3HfAq3LcFLeWVLrfsQyAfKcgDPpVP8As21F006rICw+YbTg1YuI1e0lhjVwWjZFG3A5GKLINS99oHoaje7EQkLBiBI44Ut/EfSm7ajdXPm+WwUmR+SM/wARqLIq4sepKzEFHVR0YjGeMnjrThqcBOPMHXHPHPH+IqtBaFZWlmZZJMYUhcYH50qWEKY2qeMd/Q5pWC5bXUIWYKsiFm6AMMmmpqUD/wAe3kr8w25I69apwabFDKHQtxzgnvzz+tOk0+F2yy5PzD/vrrSsO5chvopgxiYOFO0ketSfaB6GqsFusClUzgnPNSbaqyFcm+0D0NIbgZHBqLbSEcj60rILsdbD/R4/pWFaeJIJ4ozc2c6GQFkVVL7gE3dwDyAwHGMqea6GzGbaP6VBe2cHk71sIbiSNdiIVUHaeCAT0GO1Umru5KvZWM2y1e2uLqKAWsqvI7qhVQ67VA+clSQAcgVpXllFeReXOH2/7Dsh/MEVKljbK6SC2hWReQwQZU4wcHHpxUsx8tC7byg5bYMtj2FRUmormS2Kim3YxrTRPJ1F7ue6luGaJodjqoGCVJ6D/Zp1xoFnPD5b+ccIUBMrEgEYHU847Z6VmaTHdajq9/qsTym0jhaCy3ORvbu209eQBnp14q1u161hhiRY7p/I3NK6Y+fDcH5ux2jHfJ5GKqnV9pFST3+QSjyOxcsdGt7K7+0RFy/lmP5m3HltxJJ5JJrR21z9xd+I4vtZSzgmC7xCAu3OHAUn5j1XJqR49cn0+JVfybprp9zYChIsMV9c4O369OOtU03q2Te3Q3NtG2ufS68RylsWcMXzMAWXcNuMjI3DnPFCT+Il+X7PCxPmtudenPyKAD0xjnPNHI+4cxusv71Pw/8AQlrPvtQisoIZZ3kIlYIAm3gnnvWo6kSR7jk8ZPT+Jazb3SYb2KFLkSjynDrt4+YcA1MbdQZPazR3NvHPFOxjkUMuQAcflSNMouUhDyFmUtuG3AHvTrWyitbeOCFHEcahVGM4ApsVhHHcSzDzS8mAc8jA6Y/M1WgahdTLbQNK0kjhccLtz1xRbTLcK7LJIu1yhDbeo4ovrFbq1khwV3dypOP1FN0+w+yQGNizksXLbCMknJ7nvRoGo9pMOgSYMH4zwcfMo/8AZqUvzgSMecdV/wAKdJblpEYK2F5Of95T/wCymq8tlO0hKNEFzkBoCT+e4UK3UZYDLtVjPgN0yV/wpkbl2cNLgJxkY5+Zh/7LUkUGyNVIYkAAkLjNJDbBWfzUZlfsP95j/wCzUaAQrPtlENw7wyk4CtjngH096nG0nAnzjryvH6UPZwNIJWjleVejOSSOMU7yhkfK/wCVJAypJdol7HbtK2XBw3y4z6dPSp3IUH9/82CQMr/hUcmm28hBeNywcSA853Cp3hyjAK+SPSnoAwsdqtnBYgZ9Mso/rWVJrtul08BeTerFMkoBkH1NbDREqqAZKkHA9mU/0rLPh21N41yWut5cvgHAyfoM/rSjbqJ3LdzdJb2RuWlJUAHAZPb86q6dq0N/MY4ndSBn5ioq9cWMc9q1u4mCMMZBOcY9f8aqafodvYO7wm4ZmGPmPH5ACq0FqN1LVYbCXZJIzf7rIT+XWprS9W6t0lidgj/3sZHzYpNS0a3vyDKbhcHPynj8jkU+001bW3WGESGNMctjJ+bJo0DUoX+uwWbqH+0SBmZR5SCTJGP7oOOverz3iLbQTGSQebtwrbVIyO+RxUU2hWs9wJZxNLhmdVYn5ScdMdOlWp7BJokjzOgQghlPzce5o0DUzdM1uK/lMcS3SsuMmSEqp+YDGSBzzW190v0yZHAyQP4j6kVQsdGt7JVFtG6uWUsckBsEEnGcdq0ZYXkVthVW8xiN67h94+9TJroUvMqrdqXiXA+csD8ynBUHPAOe2Kel3bOFIlXBQOCeOD06/wAqitdJ8iSIl02puOFTGSQQe/vU39lW2ANh4II5z/Oob7D0HefBnHnRZ5P3x26/yNDzwo0YZx+8BKnqCPrUcmlRSOuSfKC4Kep55/U1LJp8MgjB3DYAo2nHTpSux6CNNGrsrNjaMsSMKPqelNNzbh1TzoyxbaAGB55/wNSz2MUwkD7tr4LLngkYwf0FMOnQHHynjPQ+uc/zNF2GgqSxSZ8uRGwM/KwPHrTvlYKyEMpPBHNOtrSO2GIhjgD8v/11I64249adxFaCZ0iRRjAAp/2mT0X8qoxyTPGjJY3rKVBDLCxB46jin7rn/oH33/flv8K0vEyV7Fv7TJ6L+VUG1vYULxsqO+xHwCDzj1z1qTdc/wDQOvv+/Lf4VWNplix0m7yTu/1DdeuelClDqHvDk8RW7ugVm2uM7jGwA6YznpncOvrTm8Q2qhS0oBYEgGNs8DJ4xnpzUEOnRwpEqaPefuhhSYGJHT29h+VAsIxt/wCJNdfLwP8AR2/w9zTvTD3y7bastzcSxRAkxgEkoQOpGBn3U1a+0yei/lWdFC0MkkkWl3ivJyxEDc9/T3P51Nuuf+gdff8Aflv8KTceg/eLf2mT0X8qjmvJY1BAT/gWQAME9s+lQbrj/oH33/flv8KN1x/0D77/AL8t/hSvENSeC6+0xrMjIy7AysvQ/MvT2qT7TJ6L+VV0mnAk36dfszLtz5Tccg+nsKgW4kaVo1sr0uv3lELcfpSTQXZf+0yei/lR9pk9F/Kqe+5/58L/AP78t/hRvuf+fC//AO/Lf4U7xC7Ln2mT0X8qPtMnov5VT33P/Phf/wDflv8ACjfc/wDPhf8A/flv8Kd4hdkY15A0olVo1RzHuKEhiM5Ix2GOtOg12Ke6SCLczsGOfLYAY+v86imiBRRLpd3t35AMB+8T9OpzSpblJFdNKu1deARA2R+nvTvAXvGl9pk9F/Kj7TJ6L+VVN1x/0D77/vy3+FG64/6B99/35b/CpvEepb+0yei/lR9pk9F/Kqm64/6B99/35b/Cjdcf9A++/wC/Lf4U7xDUt/aZPRfyqN710cBtgBIAJzyT0A/KoN1x/wBA++/78t/hSBrkdNPvv+/Lf4VN4gmy35rrscYy24H/AMdpftMnov5VWaSYxIg02/BUk58puc/h7U3dcf8AQPvv+/Lf4UJxDUt/aZPRfyo+0yei/lVTdcf9A++/78t/hRuuP+gfff8Aflv8Kq8Q1Lf2mT0X8qPtMnov5VU3XH/QPvv+/Lf4Ubrn/oH33/flv8KLxDUmu9QNtbyTSbdqDP19qpDxFb/NliAACCELbgVDcAZ7H9DUjiaRcPpt6wyDgwN1/KqlzpqTxPG2k3ih+pSAg/nj2ppw6ifMWG8RWqgkyHAbb/qn689OOfun8qD4itBnEuSArELGxIBXcOAPTmo/sYwAdIu+P+nc+/t7n86UWgGcaRdDOP8Al3b0x6enFO9MPeLtnqX2uJpIlIUOyfMuM4OM/Sp/tMnov5VQiSWFSsWmXqKSSQIG6/lUm65/6B19/wB+W/wqG49B+8W/tMnov5UfaZPRfyqpuuP+gfff9+W/wo3XH/QPvv8Avy3+FF4hqW/tMnov5UfaZPRfyqpuuP8AoH33/flv8KN1x/0D77/vy3+FF4hqWnupFRjhTgZxRb3DTyquUOJNp29iKq7rj/oH33/flv8ACnwTXEcqOdOvm2nIHksP6Um49Bps67SP+QVZf9cE/wDQRVyvPbfWL6C2jiG0iNAv/Hw3YY/uVuNJfrCZXuY1QLuJM54H/fFc86LjqzojUT0R0v4UfhXMwyXs8KSxXEbRuoZT57cg/wDAKhnvLq209ry5uUjgRPMcmZjtGPZKjk8yubyMfVdU8Wx2euC2s7xrhJJlszDDGQIlZyJPnxub5VULzwwbDc1veHLzUbnW9US9W6FoscTRCaHYEcl96hti5xhehcd93OApfUP3WJ0IkOAfPPoT/c9qf/xMf+e6f9/z/wDEUKnbqHPfodF+FH4Vy8U17NJKkc6kxHax81wM+x2YP4VJK2oRxs3nocdvPP8A8RRyeYc3kdJ+FH4Vzv8AxMf+e6f9/wA//EUf8TH/AJ7p/wB/z/8AEUcnmHN5D9IuPEE02qrq9jY20UUhWxe3nMhnXGQ7AgbeoGOeQe2CcZdRmSGA2s6ptb94jjls9SffrWt/xMf+fhP+/wCf/iKzbrRw8ktxMIdx+Z2Fw4z74C1pBRXxMiTb2LH9sf7VH9sf7VULTSYbu3WaAIY2zjM8ing45BXIqb+wF/uRf+BL/wDxNbfuzP3yz/bH+1WN4o1q4ezitrOWVJppVDGLO7YOW5HTgYz71of2Av8Aci/8CX/+Jo/sBf7kX/gS/wD8TR+7H743RdVkvIdPSaJ4GMiDy3cuwwe5PU8dea7frXBvZQ2EizyGOJkmWNG+0SNl2xjjb6mtGe8u7dVM9yiB5RCv75jlj0HCVjUin8JcJNbnV/hR+Fc3E2oSKT56DDFf9eexI/ue1O/4mP8Az3T/AL/n/wCIrPk8y+byOi/Cj8K53/iY/wDPdP8Av+f/AIij/iY/890/7/n/AOIo5PMObyOj/Cj8K5SO7upLyW0S7QzxKGdfNbgH32Yqx/xMf+e6f9/z/wDEUcnmHN5HRfhR+Fc7/wATH/nun/f8/wDxFH/Ex/57p/3/AD/8RRyeYc3kdF+FH4VzMkl/GwDTIBgsT554x/wCobW8ubtI5LW7hmikDFZEuCQcEA/we9P2fmHN5HV/hS1yNzfXcECy+ejIyllInbnkDH3Peo/7Sv8A++P+/wCf/iKwqVadJ2nJI0hGc1eKOyoxXDtrNytwkDSDzXUsq+eeQOp+57j86m/tK/8A74/7/n/4is/rVD+dFeyqfynZUVysFxfSWpnaZEQbs5nPABI/ue1SO+oKisJkIYgD9+e5/wByuiMVJKSejMpScXZo6b8KPwrk5r6eG6S3lu41mfG1fObnOcfwexqwjagzuvnJ8px/rzzxn+5VcnmLm8jpPwo/CuUgvbm4tZLi2uo5Y0znEzDkDOOUqW4lvreF5ZblQijJxKxP4AJkn2FHJ5hzeR034UfhXLC4vmtPtEc6NGU3j98wyMZ7pSXV1c2jQC4ukQzyCKP98x3Meg4T2o9n5hzeR1X4UfhXJXd5eWsqJLMMOpIKyuxyCBgAISfvfpTrK6vLyIywzfu84BeR0J/AoCKPZ+Yc3kMk0e2WNyGkyAT1H+FVND0S71Tw9YXVxrd4Dd20crxiGEqNyAkcoeOe9X5bwm7ki48jydwbHO7PTrnp7fjV3wXIg8H6GCf+XGDt/wBM1raVSShfz9SIRVynH4VuYo1SLXr5EUYCrDAAPw8umP4SmlgMMuu3zwkbSjwwEEehBjrqfNT1/Q0gmQjIbIrP20/6SNOVHN/8ItdYUDX78BfugRQccY/uU7/hGbz/AKGDUP8Av1B/8RXRedH/AHutL5qev6Gj20/6S/yDlRy6eFJ45JHTXL1XkILsIIAWI4GT5fNPbwvdspDeINQIP/TKD/4iul81PX9DSGZAMlsCj20/6S/yDlRzv/CM3n/Qwah/36g/+Io/4Rm8/wChg1D/AL9Qf/EV0fmp6/oaa8qhTtPzY44pe2n/AEl/kHKjiLOK2vJJUh8W3YeO5ezKyRwITKhAZVDRjdyR0zUc8UCa7Dosnie8a7mhklx5duVUI0alW+ThiZVwO9eX6x4T1nVvsT3OleJhPHfTX85Sxs1WSR5Vf5B9tymNgHJYd8Zqb/hE703WoSnw94jUzRXKQSR2Fis0byzpOskkn2v94yOgxwOOOO7Vael7fcv8g5V0PVF0aCxtgq+KJLeBAcALbIq4bB/gwPm4+tUHeIPq6Lr2tSnSxEZxb2ccxYSKGXYqRln4PYV5gfBWoDSL6yj0jxVuuTDteS0smCBSzyji8B/eSOz5DLjIHI69f4ATUPCNrdQf8Iv4pvPPgtoNxisk2+TEI8/8fRznGfb3o9rO3T7l/kHKrnQ+HZLXxBpY1HT/ABNqotCCyvdWSW29QAS6iSJSV5HzDj3rQk02OIv5vi6ZNnDbjbDb1HPycdD+VeZ6noesXPhzTNKs9F8TW32bS59JnleyspPOil25IH2wbGBUdz3+tTzeHlnkL3PgrX5y9/d30vmWdi3mGZHVVbN1zs35BPp0FDrT8vuX+QKK6noc2hwvI8M3ieV5EAnaN1tiVAAIcgpwBwc06HRY5pVSHxTPJJuZgqi3Y5HDY+Ttnn615BJ4M1KbUvtUmleKWVdLOmKv2OzyAbT7OWJF5gj+PBGe27GMX5vCUbXEstn4Q8R2JknZy1ra2KOqGza2MYYXXHLeZ9RjHeh1p+X3L/IFFHp40yFLcTf8JdKICTh8220nPPOz1P60l1p4tdUtNOn8Tagt3dRySwp5ER3LHt3nIjwMbh19a8i0XwNLZ6ULK98MeIL1V+1YLWdoV3SwpEG2vevhl2ZyMZ9BjNddrUuuXCaFNpPh/wAS2Wo6VbvbLNLa2UySo6KrZT7WpB+RSDu496HWn0t9y/yBRRpWmtaZe3EUFn4n1ycyWy3m+LTN0ccTBiGdxDtTOxsBiDxQut6V/YVrrE3ifW7fT7qdLeCS503yTIzLuDKrQglNuTvxtABOeK5Cw8O3un6xbXln4X1t44tMj03/AErT7KWdQqyKXjlF4oQt5hyNp6YpLjwrJNoelaSmg+ObazsrOSBxAbItNK6LG0hMty+0bQw2LjG44Io9tPy+5f5Byo7zX4LPw9e2pvdb1g3t+GSIWemLcyyhACciKFjgAjrxTpLixjjLt4r1IKL5tNJ+yx/8fCgkp/qvY89PeuR8TWms65a+GBP4a1qa70RSGkvtPs7iO4Yoq7yn21drfLnqeTSPYaw+sSSNoPif+yG1F9WWzFpZeYLh0K8y/a+UBYnbtz/tUOrO/T7kHKjZs/E2h3enzXkXizWAkflYjk03ZLL5ufLMcZhDSBtrYKg52n0rVtJ7S80KfV7XxJrMtrBIYZUTTwZ0kDBTGYfJ8wPkj5duea880vwpfaPb2w0nQfFUV1bG1nilmtrOYC4hV0LEG8z5bLIR5YICnJBGTXRW8niG08K6zY2OjeKLfW9UuHup9TW0ssK7FQ2yL7XwNq7R8xI65Jodaeu33L/IOVF+31/QL2bTEg8X6jKb9V8kixUqu92jUSHysRlnRlAfBJUipX1PSLfRbnVU8Taw1jaTyW0rQaZvKMo3OSiwk7QPmLYxjnNchaaFqsFxp+fD+vR20aWq3NvbWFnGs32aV5Yiha9Ypy/zZ3bsZ4Jp1xY+LptI1jTjYa2qarqBvrgLpdqFdGGHhI/tDJRsLnBBwCO/B7afl9y/yDlR2OtRWdvDpDPreo3cF7HJPbtDBbkLEkRkaTlBgYwOOcsKt2GlWV7pMOoxeKbtbSREbdJ9nXZuAIVvk4bkcVz+t3etX9zorDwhrqC0srqxnZY7ONdssSrujT7ScYZF+Ut0PWuGu/AF7c6MbNtD8QxyrJAUMFhZxQlIonjHmRpegs5Dklww5A4xxWFSMarvUin20RpTqSpq0XY9VXSdIlvLuP8A4S5/PsHEc+77ODCzAEAkpxkGn2OjR3et6hpi65qi3FmkUpZo4NskcgO1lOzplWH1Feaal4NvrjT72zs/D/iC1iu2tnkP9n2bOTFF5ZBf7aG2twwGcg5yWBIrvvhfZ6hZ65Kt/o+qWNtb6RZ6db3F4IR53kBgxIjlcqxL5A5GAee1R9Xpfyr7kX7er3OnTwpcJD5S69fmM5BUxQEHPX+ChfClwkSRprt6iJgKqwwADHTA2V04mQ9G/Sgyxjq1dEakopRjay8l/kYtKTuzl38IzPKsr63eNKvAcwQEj8fLqQeF7sEkeINQyev7qD/4iul81PX9DSecn96q9tP+kv8AIXKjl08JTRxsket3qI33gsEAz27R06XwrcTRNHLrt88bDDK0MBBHoR5ddMZkAyWwPpS+anr+hpe2n/SQcqOYHhS5EXlLr18sYXaFEMAAHp9ynHwvdEgtr98SvIJhg4/8crpDMgGS2BS+anr+hp+2n/SX+QcqOTn8JTTyKJ9bvJBtPDwwEdQemz1A/KvOzr+rWHjLxLov2zzbfTpYFidokDEPCrnOAB1PpXthlTzxz/Ce3uK8A1Yg/FTxwR08+0/9JkrooSc6dTmtpG60XdITik0euy2kgupLveu8wmLbjjGc59c/jVzwX5n/AAh+h42Y+wwev/PNary3LfbJLXyjt8gyeZ2znGOn9at+Cv8AkTtC/wCvGD/0WtYz+H5ijua/73/Y/Wo4PM8iPBT7o9fSrFRwf6iL/dH8qwNBknmb4uU+97+hp/73/Y/Wlk+/H/vf0NPoAj/e/wCx+tRzeb5Tcp096sVHP/qm+lAB+9/2P1o/e/7H61JRQBH+9/2P1o/e/wCx+tSUUAR/vf8AY/Wj97/sfrUlFAEf73/Y/Wj97/sfrUlFAEEfmb5eU+97+goi8z5+U+8fWpI/vyf739BRD/H/ALxpiIofM2HlPvN6+pqT97/sfrRF9w/7zfzNSUhkf73/AGP1o/e/7H61JRQBH+9/2P1o/e/7H61JRQBH+9/2P1o/e/7H61JRQBA3meanKdD60h8zz0+591vX1FSN/rk+h/pQf9en+638xTEUNXuJbWzmnARjHE7Ac84xWA/im4Q/PDargFuXI4HU1ueJONJvP+vd/wCleV+I7K4uLq0mtop5DCj4WMptLFkIDhmGV+Xt/SrpxUpKMnZO+p0UacZqTavax3f/AAk95/z72/8A30aavii7YArb25B6EMa8v/s/VpJt81teYRdsYEsfBDEhj+8680JYas7qtxaXZgypZRLGd3MWR/rOn7tv++j+PV9Vh/z8X9fM09lD+V/ienDxNdIADDbjLHGWPJJziol8XPO5jjFm7o4DKsmSCOxHrwa84tLLVob+zlktLt0hUeY/mx7pCFUYI8zGBtY/jUA0nUzcPJ9ju4yHmKESRMRv8zBHzjbjePXpTWEp63qLb+uo/ZQ7P8T1X/hJrvP/AB7Qf99GtfQNRn1KK4keOKMpJswCTn5Qf615FptnqK6nZPLZzRwoxLF5VIjXEnyABzkfMo6fwj8PU/BX/Hre/wDXf/2Ra5atNU5WUk9OnqZ1acVHmStqbk/meRJkp90+vpUn73/Y/Wif/USf7p/lUlZHOV5/M8iTJT7p9fSpP3v+x+tE/wDqJf8AdP8AKpKAK583z1+590+vqK8A1bP/AAtTxxuxnz7Tp/17JX0G3+vX/dP8xXz7q/8AyVbxx/13tP8A0mSuzDfBV/w/+3IT3R6fIh/tBxvg+xCAkNsTd5menXpj2/E1m+Gb27TwppYWVVC2EJAMSHb+7PJyBx8o+9tH+0a1pVYa3I5Y+a1oR5RLbNob7wbbjPPTNZPh22u4vDugQ5shLPZR/Z1ad1LkREnACHaQGHPNRJ/u3buiaXLd8xtG6uxLt80dcY8lc/eAz93PQ+mPcVDDe3nkx/vlPyZ/1KfP8qnIwD6n7u4e9OggnuZhHby6ZISon2JdEnaWBDbdnTj71V2E0TRQXD2Ecs6qdrzvyWTjP7vDf6tueOlc/vG/7v8Aq5Obu7Lr+/U4dsYhT5sb+OAf7o6ZPqopxvLzdjz1A3gZ8lOOUGOmM/MepB9FNV7Pz7+YravYyMWKsBO/APmEZzGM/TtVa81COyuniurvToZoico9xIpCgqW/5Z9MDoOD60ve/qwfu/6uX2vrwRO3nKCE3cwp8nyZ5yB3/vbKebu7aR0MwA6Y8pcj5mGfu5/hHUAehNZTajCNPWeO802SHaqo8U8jcldo4WMlevvV+yS4vIjPafY5Yv8AWcSuCMs38JjGD+vtR739WF+6/q5JHe3jGP8AfKcgHiFPm+5yMA8fMem4erCkN9eBFImVuCf9SnzcMcDAP90fd3H2qwukapld0dlzgt+/c8jZ/sc/dPPH0obSNUZcGOzyw2tmdzxhhz8nzdRxxR7/AJD/AHf9XIvtl3nHnrjft3eTH/f249M498/7PamC+vCjEzKvAP8AqU+XhTg5A/vH720+1Wv7M1Xdu8qz3bv+fh843Z6+X6dqaukaoq4EdnlRtXE7jjCjj5Pl6Hjmi8/IP3f9XK8l7eKZP3yjAJ5hT5fv8nIHHyjrtHoxpl9qdxZwSzyykxRI0jARJkqCuSPl9CexHqwq22kapltsdlxkr+/ccnf/ALHH3hzz9Kralp1wIjBejT1hnDBg9wwDdCR9z0B5yMU25+Qr0lq/1MCLxzDJZR3KTu6m3lnGIosOI1JOGGRztYjBYEKeacfG0CW6zS3DRxNG0xZoosBQ7LgkZGflzwWyAxwKX/hE9PER8y30ppQjI8r3sjyjKEN85Xe33z3H3qsQeC7aaQzLp2mTTK5DSNdSSSD75wzlNx+/nafU9ad5f1YhSpvS/wCZV1XxoulSILtplMsRuMeVDlFCqSpBI5IJ64xxx6o3jaMRTEySpIgVmQwxtsDQtLuz0YADnkY9elWrzSlt/NtJrO12LGtnhblx+7IQ7QduVHXgfmKrHSoVAJsoGkXciSSXUhYlo/LPzFSRkBRnnpReX9WKvT/q5LH4vX7TBDmceaxA3wRrjo2TkZ5VlIAHrzgZoj8ZQusgW78yaGIyNCsSb2/1XIGDjJkAA5B9RV638NvelLgWlsIzIX2/apFDMGx8yBcHhRgnPTPBqF/DltJbpFdW+jyQ4yyS3TMpI8vOQU+bmMHJ6YHFTefkDdJb/qRWfi0Xl81pbzs0qk4zCmJB5ZkBGAeMYGRuOQflHWtlru7BI+0DG/bu8qP++Bj0zz659j0rOsfCSRyxz2FlpgkiVoldLl22KQVI+5yPlUbe22tk6Zqpfd5Vnnd/z8PnG4Hr5foOlO8v6sNOk1/w5VF7eGJ2MyqQM8wp8vyqcHIHr/FtPtSteXgdx5wAAP8AyyTj7/J4H90dcD0Y1ONH1RY9ojs8qNq4uHH8IHHyfL096DpWp7iRHZYBLD9+w5O7/Y4+8Oe9K8v6sP8Ad/1chF5d70Xzgc9vKTnlOfu/7R6Aj1YU0X155SN5yklc8Qp8/wAhPGAe4/h31Y/srUywzHZYzuP79uoK/wCxz9089qG0jVGj2mOyyy7WzcOf4SOfk+b9KPf8g/d/1cgF1dlxm4XhyufKTB+ZhjpjPA7k/wCyOlIL28LZMyryB/qU+XOzg5A5+Y9dp/2TVj+ztTWZQY7Pc5J/4+G6Bieuz/aHH61kQ3iM4VLrTdyyCBQbh0JO5VIGY+OVPAyDwc80e9/Vg/d/1ctXV7P9nvhPJCQtk8irJEmAQQOQduR9QB7+lHU7mz0wK93FbqjPsAFmjE/NjPCZxgE9Me9WylxJYTzQm2kgnsZDA8UzbW+ZefucdRzz+lUruS0vAILw6VJEx37Jpj3OeVKcZBOD3zWjbUVr+REFGUpWTfyZWi1jS3WD5rQtIdqgWSfM2FOeEOByeRuGMHdVy1mtrp51gjtXMEzwvmzjGWG/gfLz90cruPX5RSN4aSWWGWXTdNMqbWDeYThlUBc/J82OcE47VZtdIltDN9ksdPg892aXy5CN5O/lsJ8x+YcH86Vqn9WFz0v6uU3nt7azmurtbOKCOV1eQ2sWEUSBeePQ9yD6KaPPhn05Lu1SyeNypVvskeBkD1Ud/wC9sqzHBdCymeaG0aFZZdwaZj8vmZP8B4+U8d6Sezu0sIEghs1jUxrEElZRjgDHyfKPpmqtPmt/kHNT5L/5jJZrWLUI7OSO2WaUHy1+xp2L5JOzA4XODgdcE1Pp9xPFPLFD5Uabl4jgRd2Vjy3C9tx6ZHAywoa2kOpoGgsDdqjPGTIdyqWbODs+XORznnHTii1tb77XckxWvLozZmY8hY/9jn7vXjHpSSm0/wDgDk6aa/4I+TUrp7Eyx3CMCrfN5SYYhXyB+K9i34daLnWWtZoYrm9SNpncIzRJghWO7JxtGAOpOfbtUDW9wmlzSW8FmsTI7v5czDPytk/cG45PfFWJBcJdIsq2Qnbcyhrht2wNk87OmCOKGp8qen4DTp8zX+ZXOuyz2l+1tdxM9sCsg8lf3bhUO05A/vHrtPHQ4NJqfiePTrk295qMFvKYvMUSxKABlwDkgDkqAAduexNMlt5v7PvzbRWOY0eJzHKQchVz/Bx0PHPXrU97byq8a3ENhvlO2INKfmfDnA+Tj73XnvSanyp6fgC9nzcv+ZsaJd/a7gM8yPC8RdG2KNwyMEfKOoNeO6mFHxS8bhCCvn2vIx/z7J6V7FoMM1vqGzybeNRE21Y3OANy8fdFeP6rn/hanjjcAD59p0Of+XZK6qF1Tq3/AJf/AG5GTab93b/gHqclw39pyxeYPs/2fd52VyWz93p6c1FoTp/YXhYPbJdRmyXfKShNv+5HABUk7vu4yPxp8s6jWXY3E2WhMItMjaGHzbuvXFGgzFdB8MMNQW08uziDQuUxOXiCpwWB+909elZT+D5kx3NDQJYN5WGyOnLs3McRLl8/MuFHPPOe9VZWh/tGHfp8U6iOIfaz5Zf7r46p25HX+M9M86ek/bYpR9sv2vCVKKixxIMqeW4Ykt2POPYVRm899SthFqwtyscRNmNhY4WTOQX6NkHp/wAs+/bIoboci/aXDadHpIVlwVaLMnyvwdq449ifvdqLq61AXDBdMhu03lBJ9qhUlcHnBXp7e9P0MTx3LB9UOqMGUMilMxfK/X5z1/p3pNSspEuZLiXWdRtI2kLvGZYwoUggKMngd+OeKH0BEMN3qT2p26Zb29wG2Kj3MLKVyRn5Rx8oz+OKtabNM1o/22JbB8c7Giw2MY+7n1PfjFVL6aK1tNtxrt1EoLEy703EEZIGD25PQ4+grT022ks9MkAuL2/WT51knkViM+hz0oW4PY1N8eP+P38dyf4UivH2vs/8CT/CpfNf/nhJ+a/40CV/+eEg/Ff8aQyLzI8/8f34bk/woZ4+99j/AIEn+FS+a+f+PeT81/xoMr/88JD+K/40AR+ZHj/j9/Hcn+FQultMMS3CSjGMPsPH5ewq35j/APPCT81/xqOV5ZImVI5Y2ZSA3ynafXrSC19GYGoTLb3oijshPbyAM8qNFnfnABUrzwAc5qzpF75zSq8E2ngBZMuYgHLZyOM8jAz9RWZDaavG8AbxK7KhCSZt4cvtXBHLHB3ck4z2rU0NNQhkuGu79tQRtuxFhjTyjliTkMc5BUY7bfeiyWqdy9FC3JZ9zF1xx9tlMafawZ4wfmT5Rhfm/Dr61TmkC+XtX7SDOARwfL/2unarfiNJZr6QR3DWjC4jJJwd4Cr8nXv/AJB6VWnl2GItKLfM4Hz4/edflHPU/wBKf4/cTZNWennqdPorxjTowbzYdz/LuTj5z7Vj/wBpSNIqS6O4STHmMrRkZLADqozgc9O30J3dEd/7MjAhk+8/IK/3z71iWv23DMPEazROwSPZHCcN8wIyWOST29V/Ci9ulyo04zT5pJW7p/omdJGYUXEd0oHsUH9KcJI88Xuf+BJ/hWFaR6j/AGipl1ppkT/l3EMQJAGG3FW9ee2K6ESv/wA8JPzX/Gkr9VYJxjGyi0/S/wCqRG0kef8Aj+x/wJP8KC8eP+P3HvuT/CpTK/8Az7yH8V/xpTK//PCT81/xpkEQePHF7n/gSf4Ugkjz/wAf2fbcn+FSiV/+eEg/Ff8AGjzXz/x7yfmv+NAFWWSP7TFm+xw38Se3tXPfab0ugl0eJx9oOJFnhGxd/wB/Bz2w3qe4U4rppZH+1Rf6PIeG7r7e9cum3JKeIrlR9oLOkkkeTlzhBk5A6qMde1D6AupavJZJLSNriRVmNpLviWRWCtuj4BA5rAkNvGjsdBV5QoYpGsJyQpIAJAye3tW7A2NKsVWee8QWbgXUpUtKN0fzHB61WhN+1ssdp4mSSPDbZnihkYnJGSwcA4YjjA6Yqpr3V8yqVTkk9O3dfkyxY3TXEReffbHOAjsmcfhVncmP+Pj8cr/hV+wvB5EUDzC5uEVUkkQou99uScBuM9cVe81sf6iT81/xoU7aGMoKTutDkwU/sy6BIn+ab9y20h/mbjoev9afdtGLeAC42DzYsLlRj5hx0rVWRl0i8O4243T/AL9ioEfzt8x+YdPqOlPupnaytiEeUF4T5ilcP8y8j5uhqlP3hOHuWMqQxf2jGTt3eU3+kfLleR8ucd+vXtS2zL9ouv3+BuHORz8orYklcapbDzNuYZP9GJXdJynzj5ui9Oh+8OR3dZu32q8PkvkuvGV4+RfelGejG4XsjmmaP+wbjaRbfuZP3Q2gLwfYfWpruRftsS7BMpjcl/kyDx8oyO/1rSZ5P+EcudzG6/dS4mUrhh82P4j0HHXtUt40x1W28u6eH9zKotiEPmn5fn5bPy/+zUc3upFJe+5f59TCdgbDUwVWH5pAMbR5vy/e6d+n4VZvGXfakILn96PnLJ+64Pz8/lx61cLv/Z2tZuDeZeXgFP8AR/kH7s4Y9Ovr83SruoSSeZafvmtP34+Vin77g/IMt368c8Uc3upBb3nL/P8AzKWnsn9qjFzn9y3df7y+1eM6mQfil44wcjz7Xn1/0ZK92MjnVoswSD9w/Ur/AHl968K1U5+KnjgkEfv7Tg/9eyV00XeFX/D/AO3IUVay8/0PTZYkOsuTb3BlBOLgodv3Oudu326/rTNGEQ0Lw1vsby7c2VrtkjQlYwQvUgY44PPbrxRMrf2sc+SIstiHcu/7g42/rU3huO4OgeHzAYki+w225HCZfhckZGeVyPrjpWMvg+f6Cj1LulQ2Y1TNtp1/FNvkzPJbhVU+uWGfm68Z6881Fc+Wuo2yvYX1w7JCWuIo8qMrJ324424PP8a57VesrfUBeb7qO1NuGf5Y4V3EHoM54x098VV8m7+2QNE8K25jjxbukWfutntnk4PXt2wc5lsj8OiEzkW2mXOlDcuQ0IjVvlfgAqAMcnj1o1C7uzqTRS6Bc3apIYkuD5RG3CndyvAJJ/75/ATaTFdLcN9uuLe/BZfLEMUabPlfJwCcZ46k9Kr3VvNPeSzafrMdtAXIeEQwSbSAAVBLcYKtn6+1S+gdyF/NlgWceGWabcyFJ1iBCKCVOQh4z0Uc89DW7aPNNpp3Rz2exQPLYLx7fdrE+xXEtlGsmtq8y5LTpDCgY7OmFYcfxdc+hHbR05onsZVaWDUWjwrPEsfB9wGOD0prcGb3lPj/AF8n5L/hSCJ/+e8h/Bf8Kj8uPH/Hl+G1P8aQRx/8+OP+Ap/jSGS+U+f+PiT8l/woMT/895B+C/4VF5cef+PH8dqf40GOP/nxz/wFP8aAJvKfH+vk/Jf8Kr3TSW9tJKGnm2jIRFUk/TAp/lx4/wCPL8Nqf40xlhRSTZhB6lUA/nSE9jnYtP0tmlkGkXKF3812eBMsxHXnkn5QPXpWnoNjbW1uRp9tJYxk/cMaoWOTyRj3/WqDWOti7YpLZm3Kk4a2Xdu4xzuwB+HWrml21/HJJ/aSW9xFsQR+XGoYMN28sS2Dn5cYAxg0ciWqsP2tWS5ZSbRla6gF/OJPMmxNGRgcg7VweB261RubeKUR/aI2nC3AZPlzsbs3A7Vb1tJPt04tUWAieMsGC8rhdw79RmqckbsU8gCIicFsgfMvcfjT21X6AryfLeyOu0ON/wCzIyJ5ANz8AL/fPtWPLY2EhnzpVyCoUErCFyBnG3jr9PXrWloyIdNj/wBDydz/ADbU5+c+9Z09lrojAgnsmbA+aS2U87hnow7ZH5daTk47FRp+005kvUt6H4Z0vSZ57rTrc29zc5aVzgucksQSc4GWJwOOa2/Kf/n4kP4L/hWTplveRmb7fHBKpI8sRRKpXj5s5Y556VobI8/8eIH/AAFP8ad3LVkygouyd/QmMT/8/Eg/Bf8AClMT/wDPeT8l/wAKhMcef+PHP/AU/wAaUxx4/wCPLP8AwFP8aAJBE/8Az3kP4L/hR5T5/wCPiT8l/wAKjEceP+PLH/AU/wAaQRx5/wCPHHvtT/GgAljf7VD+/kHDdl9vauVWNPMTzvDL7/tTbGSGFgCX5kJ2jGeGz+pxmuklSL7TFmxzw38Ke3vXPR21yU86LW7ZrbzWkc+REw2bidoYuccZBPTjIAxijsC6l6C0DW1lCIjZIbSQCCNVAiG6P5QNo/lSXXg/S7pNtxEJFzGdpijxlCCnG3HBA/KqWqxRrojLIsc6/wBnTbpdqbZB8nzcsRj6n8ax9dMWn2ctzb6bHcTIfuCPnbv9gWx9Bj3xzTk1FK/5BThzt2Opi8K2Ed1DcLkTQy+dG2yPKPtK5Hy8fKSPxNav2Wb/AJ/5/wDvmP8A+JryNtchgS3VtAxJKg8oCM8qQo4IQ8nB4XI6ZI7aukyR3t1qMc2kxW6W1y8UL+WMS48zLLx1/wB3J9RU8y/pFqlf+md6ummS1lgkvbhopGk3LiPnLEn+H3p0unssMUS3s4jjZNqhY+MEY/h9q4Z4re306eeLTorl0nkPlKi5ciZcDnjPpnB9BTXggl0mOW40+K3kYp5sbqpK8Dhj06f3sVXMua36C9k+W53raaTdJcte3BmRGjVtsfCkgkfd/wBkflRDZSrNMwv7jLMCflj/ALoH92uInWKPWYbVdLjkjlVjJN5f+rAL4z8vQ+5A9MjOHWlnaG9mAtoeGTbiMcLthzjA6f7uV9SKSkrP/Ibou/8Aw52D6X5WnzW6Xk6wlHyuE/iyT/D7mnzaULiVZJrqaRlRoxuWMja2NwI24OcCuJEVnNprSCyiiwHVQ0IXkLIMrkY7ZyuePan3UcMNzAkOlRTwu7l2VUAQhzgAH5SxPHXPrRzK3/ABUnf/AIc6+TSRHbXapeXCi43PJgJ8xIwT930FTT6aZ2haW9uGML+YnyxjDYIz933NeegQ3Fjqom0sWwhVlDyRr+8+SPDc9DnP3sN3A5pdXkW0unSPQvtUHk5kljVMrkyAAq2MrjJycD0zQ5Ky/wAg9k7/APDnosNq6Xau91NIwQr8wTgZHoo9K8H1YEfFTxwCSf39pyf+vZK9Y8MpE1ysosvKMkJYxlACvK8HOOma8m1MAfFPxxhdo8+149P9GSuuh8FX/Cv/AEpGbVml/Wx6XN5X9uMPKka6BP70LIUX931PzbVyOOabozWqaL4b+1xSSTmzsxEyEgDlNuR5gzhsE8dPXkVJOs39qAholswW/d+WdzDZ0xszwefvdP0l8OreHw54f+xR23kfYrbzDIjbjwu/GEIOVzjnrispfD8/0Ij1LGkxaZ/a4a0jdrsSS/vHSVwh/iOWchd3XjrnNQ3cVg+r24ureWS5SOHE3zbBhJNvAkHYuPu87u+ONOy+3m9AurewW2DP/q4pWdl/h5KgAjoeufaq0keom5tjZx2YshHFuEsTlz8r7uiccmPHPZulZdC2V/DMdkLuVdLtLizdGTzDcROCw2vjhnJHQ9QOo607XdL05JWS60QX4uEYsyWxkBOc7TluCTVnS49QWZP7ZW1kTcPLFvC/B2tnOVHtTZbbUzPIbW7tTH5hwj2hyq88ZA69KT6B3My4htLGJ4rPQLiUM3mFIrV1BJ55O7GcjGPpng1v2Gnw2unM1hBBaLMoZkWEr9MjdWd5GqLaFbrULKGUyfLMlkRgbjxhuCSMDtzk+1WLGOYWRGoSQ3fy5V44DznGOigev19qa3B7G/tnx/rIv+/Z/wDiqNtx/wA9Iv8Av2f/AIqosW2P9Scf9cW/woAtR0gI/wC2Df4Uhku24/56xf8Afs//ABVG24/56Rf9+z/8VUOLXP8AqDn/AK4N/hSsLU9YCf8Atg3+FAEu2f8A56Rf9+z/APFVDc27zwlJzFJHwSvlnnHP96lxbY/1Bx/1xb/CkH2UdICP+2Lf4UgdnozkTeaTAcfZJv3m1ARbStnLFRyGOOc89q29EubeV54bAPEybXkEkEijkEDBY+i9vb1qK6/tMGX7LDpzDLNGZopffCnC8dstz34qzpYuTb51eK1Mxx/x7QvtB7/eGfTn+VJRa6lv2CXuQs+9zD8QMI72b7QC+64iUbQVwSFwevQGqdy6x+V9oywa4CrsBGG7E89KuayJPt0/2KONW86PcJEKjZtXdjjrjOKqMrnb9kVF/fZk3qRlO+OOv5VVrav8ieWMvd697nWaIs39mR4kjA3PwUJ/jPvXM3V9pUkaXJiuon6eX5DDJyG5O7BJ2DkE8V0OjC3/ALOjzCS25+fJY/xnvist115WG2LTSnH345CWJJ3Zwg9sfjnPWk2uqv8AIFRjVTUml6s1NAlgmW7+xAxmOUJIHgdBu2KeNx5GCORxnPfNaoW47yxf9+z/APFVCv2bA/cn/vy3+FKBa54gP/fhv8KZMUoqyJdtx/z1i/79n/4qjbcf89Iv+/Z/+KqIi1zzAT/2wb/Cgi2xzCcf9cW/woGS7bj/AJ6Rf9+z/wDFUbbj/nrF/wB+z/8AFVEBa44gI/7Yt/hQBa54gOf+uDf4UAEiz/aIv3kX3W/5Zn2/2q4qJbAJEzeHb1Jf3mzFnJjPzZyd2efcd+M9a66UWpuYswE/K3/LBvb2rGhh1UnKXVjPH57b82rZVA/3Rgdccc9Md+tD6AnuOv0aTTIgF8hDYyARlGVkGY+DzkH8jWBFqMcqqUkmwZMn/QHwDu3cjOOv8XX371v3aFbWJZSstx9kkDSpAY1dt0fIHb86zza6+qqEj06RgVJLQyLu/vDgcex56dKc20lb8rmmHUW5cz7dbfoR6Yn9p2jS28+I2Ix51qyn7qjOGb5uAOWyetXW02di5NzF8wwf3JP971bkfMeDkDjAqHS4tYe7lOrWtpFbgMIkgR2dvm6tkYxjHT1NbH2fj/UNj/rmf8KqDTV2vwIxHNCbUXp5O/4mBHbTW9lNcmdCIWmbaIjk4kzwd2QPlHA49QaWewmaztSLhAu6MAeSVIzgdm+X/gOK0IbeVtPuPs0H+kb5QhZDjO9sZOD/ACNLeW+LeDzYCZPNi3ERHGdw9qvTn/4BlzS9ne/4lIwTLqCWvnLvZWn3fZzt+8ePvcH5jyOemSaS306f7VeYuIs+ajHMJOcKn+1z90cnJ9CK0ntbj7eh8pfsflkFfLO7fnjt0x7/AP1ltoP9Iux5DYDjA8s8fKKUbWf+Q5zl7tn+JjCOa60ea7SUKrRN8rwsG4DDk78nqeuasTJLBfJG02WeNpNywM2Apzjh9x68DkdqsXFvIuiXP2uAecIX3FI2x0PsO1T3Ftc/a0aGBPICNuV4m3F+NvOOnXNLTlX+RSk3Ua6a9fu1MZ7aSXT74LOoFukkB/c7c4VemG+UcDgYHXirF3by272qNMG82UoNkB+UkNzw3y/ePIwfU1bube4FhqBuYl6OYikZGE28ZyOuc1PdWtyZLY2sSrGJMzB4jkpg8DjrnFDtyr/L0BSftLX0t3fbuP0W3mg1Rg0sTbombiLbj5l9+a8d1bP/AAtTxxuIJ8+06DH/AC7JXtFlHHHqqloGXMLdYj/eX2rxbVNv/C0/HG0YHn2vGMf8uyV00vgq/wCH/wBuRMW3Zvv+h6PNHC/iFnUu92hYMV27EzH3G7OCAOx5x7UzTf7OGjeFxqE224NpZeUipncdybM9+Gxz2zVqd7w6ntVZPsA3bmJbJGzjvn72am8NyXy+HfD62USPAbO281pXkXbwu7bjOTtzgYAyOvasJfD8/wBBR6k2kyac+rgWupS3V0JJcR5dlRud2cfKM8kZ9eOKq3cmlxa1bfabgx6i8cH3I84BSXbz1Awr/wBOpzr2s19LeKlxaNFbhnzJ58hYj+HAH4ZyevSohLfrcwi3hL2Plx4OZA33Wzzu9dvb888ZXLfUz/Cj6W93KdDlcsxTzfNDNxtkxySSe/UmpfEGjaM9zJNqdo008iMSIhL8wPB4V8Z4HP0q3p8moNcY1eJI1Dr5Rt3lYE7XzyeT27DvUdyuvC7f7JJYm2LnHnfaN6pg4PHBOccemeaT6DRkXEOhadafZo9Pup4kUbYYo5ZDgD5er5HTjpk+5FdJp9lHaaaX0/8AdxSICFkLuQOT/Ex9TVVxrXkAIbX7Rk5JecIB27ZJ9v1qWyW7SxlGsy+ZLnKmDzQMelNLUT2NzE+Pvx5/3D/jQBP3eP8A74P+NRfuv+nj85KQeT2Nx+JkpDJcT5+/Fj/cP+NKRP2eP/vg/wCNQ/uM9bj85KD5Pc3H4GSgCbE+Pvx5/wBw/wCNZWvJClk93fyBY7dS29AQVzgEjnr2/E1ofucdbj85KilKCJzF55k2naGMmCe1AmlJWZzKano06HbfTFJZNnME2AehB4wBxyTwPWtPwzqllqkcz6Pd/aIvlkLvG+CGHG3OOOKo2934hzAs2mwEnaJW+0yKFO3JYD5s/NxjPHqa0NLmvppZ01O0NugCmJ45nYuSWyCB0wAvOecnpircbLRGcYxTukYvieeO2vJWvZAA1zCilRj5iEC9T61WupEi8n7Q2N9yFQqv8R6Zq7rTSLfTm0VnJmjDBy2du1dx5I7ZqmzSLt+zKzZmxJuJ4XueTUPb/gG0IxlK0vzsdZoom/suPDxgbn6of759658apo0MYP26aBNwbYY5FC784Y+gOSck46Vt6N5X9mR5M+dz9DJj759KpJcaw+fN06JF3Y/4+ZMleOeBwevH61Er6W/K5rSpU53c1e3ml+adybRNd0++uDYabepcSwJ8/wC7b5QDt5JPJyD+VbgE/wDfi/74P+NZGh+ebVjf2Ys5Gbd5cEruOepJwOc1ojyfW4/OSqV2rsVaMIy5YKyXnf8AFaExE/Z4v++D/jSkT9nj/wC+D/jUJ8jPJuPwMlB8nHW4/OSmZEwE/d4/++D/AI0mJ/78X/fB/wAaiHkdjcfiZKB5Getx+clABKLj7TFh4ujfwH2964rGgeehe2u4pRdkICJvnkEns+MBuQD0z0HIrsJfI+0xZNxnDd5PasbHiAED/QWRpjkmSfKx7uMYAydvbsR1OcgfQF1GQPHLpNjJZoYbRrN2jieNlZF3R8EEk5rmLS88JRxgDVLtI58IsYWZPmJY7QqY+Y7T0Hb1PPWR71gtf7YP+kC0k+0GNpCm7MedpIBx+Aqx9r0nZu+13W3dtz50/XOMdeueKt7IlbsxvDKaLJr8/wDZepXNxqEQZ2jnklcKnCHAY4Ayv1yDXZYnx9+PP+4f8axjd6SA5N1dAIcN++n+U9eeeOo/Ola70pSwa7ugUXc2Zp+BzyeenB/KpGLKQmg37XciLag3HmkJkhd756nFSyl5NNs3hlQxM8BUshyRuXGeetVYLnSQu2O5uPmZmAWWbn5uT19Tz9aSa70d0hP2u4ZXZSmZpiG5BBHPNVbW9vwF9m36k90IP+EltN8g/tD7PJ5YEfGzIz3z1x7evarlos32u9w8ed65+U/3F96ofa9JIBF1dYLFQfOn5I6jr14P5VHHd6OJJ8XdwCHVX/fTZDEDAPPXkfmKS2BrX/gjLAwv4RuG06VWtjHPtLR7STlt3GfXNWNS+zjVrUXU2y6MExj2u64jG3ecBh/s84yOxplzcaS0M6Nc3Jwh3KZZuAQevPSpPtOl79n2m73YzjzZ849etHQLa/8ABKtv9m/s7X/sMmf3032gNGR+82Ddj2xjnmret+QJtL+3yDd9rU2+1Osm1gM8+hPSoJ7vR5Ldh9qnZHiZhmaYhlxyevI5H51ILvSTtxd3R3Eqv76fkjOQOfY/lR0Dq/8AMv4m/tWLc8f+ofop/vL714Tq2f8AhanjjcQT59p0/wCvZK9tsZrCW7/0aaaR1QhtzyMRyOOa8R1TH/C0/HG3OPPteuc/8eyetdND+HV/w/8AtyDqv66HotwtsfEm92l+2KW2pv8A3YJjGei+mOpqXRjCuheGjcXlzA5tLNUjidgkn3du7CHqeDzjB59aU8atMTBF5Bzi4DqGPydc78nnjp+nNGhu40Lw0INPhu1+yWu+Z5lUwjC7sAnOQPmAHpWUl7nz/QmPU1dP8ldUTbqstxOXl2W73Xy5yd42hBnBzjOcduKq3EdtLq1sZb66huUSHEccjLHwkmOfLxyGJPPZenGbenS41AoNMjtIy7bp/tSZIH3SFUknIwDnGPeq08kgvbYQ6dDcQeXDuuXuEVvuyZxk5+X5R0/jOO9ZJF3G+FhZCd20q/m1AZXc00xZQMPgqdgBzz0z07Vn6ve+HW1yVby7lgvjMY5I4Z5cSOFQYIVT2K4HGc9619JnuJrkyalZRWBZlO9LlWMh2v1Kntx19abPe60nnC2tbKfaWMZe+Me4ZOAfvdsHP6ChrYL7mI0vh2TSIiZri7tY3dFkeeRyGVCCTuX0B6/L610ujNA2lt/ZrieLaMF5ScDnA+725HrxVa3vNWMTNPbWizhiqql3uBXpnkjHPOPQetT2Mt49tdf2y9pC+R5f2adiCMc5yeuf0xQlrsDZv7p8f6qLP/XQ/wDxNG+47xRf9/D/APE1Futsf8fHH/Xb/wCvSK9t2uc/9tv/AK9TYdybdcZ/1UX/AH8P/wATQXuO0UX/AH8P/wATUO+2z/x88/8AXb/69DPbd7nH/bb/AOvRYLku6fH+ri/7+H/4mmSTTRxu8kcYVQWOHJ4H/Aabutsf8fH/AJG/+vTc2jqwM4ZSMEGbII/Ogaeupg3Gr6ZfXER/taGNtpIiS6C7l75G2tLSLqKZZRZXC3Y3BixmLBc8YBC9OKwZZbiGR44PDtvJEXWPIu4k+Vjh2xnkdWxwSPetbSrhjNcRXVilhCm1kkS6VllYltwwMEYwOo53cdKOSS1di5exu3BO/mzK8QSrHfTG5kWDdcRKpV/vMQuF6d6o3dxHAIftMnk77gIhU53MegPHQ81Z1+WWO7mNjGLnM8YcGUfKu1ctknt/nNVpsHy/KjW4/fjducHYP73J6j25p2tq0RyqWi39dDrtEab+zI9scZG5+TIR/GfasR77TRdLB/bJSbnEZvCC2CpJxt5xkA/XFaujPB/Z0e64w25+POx/Ge2ayJbu8Uln0CCSUBU3C9QZVj8wyefl4yO/bNK8V8Sf3BGg6uzWndpfnY09Cubeed1tb37VKIUZo2n3MqksFcrtGCcEZ/2a2t1x/wA8ov8Av4f/AImuf0uVkuVVtNjtY2Ta0kdyjbdo4HByRyQOOPxraV7btc5/7bf/AF6NHsDpun7ra+TT/In33H/PKL/v4f8A4mjfcdoov+/h/wDiahL23e5x/wBtv/r0pe2xzcY/7bf/AF6LCuS77jvFF/38P/xNG64/55Rf9/D/APE1CHtu1zn/ALbf/XoD22eLnn/rt/8AXosFxJGn+0xfu4ujf8tD7f7NcTFPoIkAXUZ4WN437sXLgSSebyvC8/Nwe/PPWuxme2+0xZuMfK3/AC2x6e9Ya3usmFRLaWhc7v3i3fCddpI3fTofyp220BPchvTG3h2MW6xm1OnTbDuU5X931wu39MVn6/8Ab1spW0pHkvAwwqsquV8zoC+QPx4xn5T0rZ1P9/ZBZ5P3z2cokWOU8MTHkAgkj8D+Nc9byXjvGsmkSqSx3sdRAUEEHdtye+cHrx2zTmk0v+CaYe7crW+bS/MypLrxNCkCw2UEm5RtZVBCgheOHHQDkrtXnhSeK29PW7+0Xn2vcF89/J+5tx+9xs285xjOdrZz8xGKm0yBbjcby3mtY8DaJL0uZOBy3zdcADnnitA6fZHkzSnOck3LHI54PPI+Y8HgUlTur/oE6vs5cr/NP8jIdbn+zpzp/km68+QoJv8AVlvOXG7H+BPoRTStydHh/tDyhcnZ5wjztzgf3s/+PbquR2cC2E8kDTSXCvK0ai5YEneSADuGAcDjIBpbqxs/ssIeSRGLxgqLlvkyQMLzx+FX7L3yPbrkvYhnXUP7Zh8kwfYCG+0bw3mZy+3HPTnvkegFOs1/02fGeHTbj02w5xjHH0wPVTVtrO3W8VR5nkshYyfaSAr57Dd1O5jkDtz2pltp9n9puSZJcBlwTcN83yryeeSNo5PIxSjT0ZTxCVnYqYmOmP8AaljDhX27DlSNsmCOOuMZwB9SKkulvPtMBszbeQruZUlB+dt52hWHC/N1O0n3zzTfs0baJLLdGSC5ETlk+1s3QMBk7juGD3zU89skd7GsQlkh2M7SfbGDbgcqvLZwcn2pOn7qf6FKqudx7ea6eZl4vzYat/aK24i2t5PlsSSuyPHmbh97g9dx56il1hNYNy509rH7OYcOtwrlicyck5+7joDuGewxzfuLK3On3wcSxFVdYsXLHK7RjbhuAcDjjp0qxPYW+6IQs7KzYc/amXYMNllweDzjI55o9n7qJ9uuZr9UXfDhuftK/aBH9oMJ8wKSFDZXO3OeM15Dq2f+FqeONwAPn2nQ5/5dkr2HSIraHVD5Uxw0TE5lJ53D3rx3VMf8LT8cbTuHn2vOc/8ALsldVBWhUX93/wBuRlzc7uv60PSZcjX3JnxIS2ICjgf6v+90PHP/AOrh2kRySeHvDJGqNZBbW0PlJIR5v3cA9sN93p35z0pjFf7am22ikZO68CRqf9X1yRk/3cjPpVnw2+3RPD3l28c0n2C2HnsVBjXC7hnYen3sZ5x261lJe58/0Jj1NSxM6akgk1eOYs8uy2DKN3J3DuTtOenTGDVZizanCw1MQS+XGfsxmbAGxu2cc9enbnPGHaW9oNQK22nSWrF33z+THGOOjZwCdwx06dDUMjRf2lFvsEnXZF/pRRGb7j4/5Z9uR97+I9MjdjYtsl0I7LyYQas2qHegZZJwxi+V8E4GBn2A+7TNb1DTZL3bd6wbGaFWR40ufLyOCScr1HqKdoTr9pdTpw0plZeR5WZOH4JVcHHsT97tTb2a+Nw4OjRXa7igkNxACVIPOCvQ+nXmhrYae5R1GXSry1E769dNbPtUG2uQwJPAJ2oTzke3TpXQ2d6s+mAWjCdVjHzOxDdSOQRnOQfyrJguNQNoduix284bYsbTwFSuSM5UcDaM/jirWlvL9jcXVsumtt5CNDg4xj7uff6Yppaib0Oh3zY/1Sf99/8A1qA03eJP++//AK1R7lx/x+H65T/CkDL/AM/hP4p/hU2Hcl3TZ/1Sf99//WoLTdok/wC+/wD61Rblz/x+H6ZT/Cgsv/P4R+Kf4UWC5Nvmx/qk/wC+/wD61IGm7xJ/33/9ao9y4/4/D9cp/hSBl/5/SfxT/CgLnnHjK/1Gy8htO8TGCO5uJB1SRU+blctyAOR14x26VZ0jTfFjBjD4qtr2LaqjaqkKRnJyF5J+vaq3xOhtbe401/sMd2HdvNZYkY43DIOAM9SefetXQvFWjLblQtxpu0BdgtsA4HbanQUozk3yu33HTOjH2ftI3+9fluYWs3GpWeqRWesXi+Y88ZM0a43EbTjIxwRgHitS8cL5HnTC3zcgKc/fPPy/jWN4hu01zXofs0MlzbLMrGWRCCv3RuwAMYxnmn+JIbm6ks4YoFurY3Q8wnGYj/fGPT+tWlzaMxvyJTW/yPRNEkkOmxqqp95/+WnP3z7VzsiX11JbXNh4siSxJZXQrG5kwcEB+2MHse9VT4X0w6K95FO0N2gdg5l4ypIAPPsKx9L1jHheW91Lw689zANp2wxOXySq8sMnAY59AT1zyvZqXyHTrypO6tr3Sf5npGl+bHZR7p0uw2XWUuPmUnIxgYIwRzV0PP8A88k/77/+tXlfhuyGrxW8utabebZHEEKREJHboFyDjIAUYAAUY6fhoiG603xhplkbt57NSWikLklVIPB5x1Hem4cuhm5OTcmeiFpu0Sf99/8A1qb5kp6Rxk+nmf8A1q5HxFd3V7rlvotndtFA6b7ibIGB6AjHYevekvPCVja2jz6RcyQX8a7lkMx+YjnBwe9KwHYhpu8Sf99//Wo3z/8APJP++/8A61YHhHVJNW0ZJ7qdo7hWMcgO0ZI7jj0IraDL/wA/pP4p/hRYLmbr2tRaOqTXgUDDYVXyxPHQYrz3wXfRao94sviO/EaS+WkLzLHy5Ybfuc89++M89a7260fTZtYW9nkD3DDq5Uj5cY4IxXDeEXuBq+r+Z4fRs3xxKHhG0eY2ZPmz2+bjr7cUW2C+jOxkZZtNtfs0omtzZOI5jJuLrmP5icCsIQbHlkPiyAKdrIXnj/dqW9xyDkDJ9RiuguZXa2he5fypTayF4t6MEO6PIyBisG8n064uzb3nhsXEeC4kaG3dBtIIzkZzuGQAD0B61Uo3S+Y6dV02+Xrbon+Z09uDclxby28xQgOElyVyMjPHHFWPsdxj7sf/AH2f8Kx/Dl5ZGe5EFl/ZTMkUskgjhRZmIIxkDJKhRnIGAR+G/wDaoP8AoIL/AN9p/hReSMuWJjLaTHSromSOFQ02Zd5Gz52yePSpby1ufs0BxE4MsXzB+vzDnpSG5gXR7zM8dxzP+4ZkIk+duCNp6/Q9elSTXELWFoftaw/PCTEHjwnzL8vTtVJvmCy5bDZLKf8AtWE+dGG8l8Qbz8wyvzfhwOnenWtpObm8wI8h1z83+wPaiW7h/tq3DPG2IXxdbkzHkrlAdvQ4BPI6Dg4JE9rc2/2q8/09B868705+Qe1KLdn/AF1HJJ2T6GWtlcR+HJgJ0ulEMn70uSW6+34VYurOdr+EG7EMhjfbEsoww4y2Cp5HHtzUcF1A/hm42vHZFopsQKUGOW5xtHXr071Yvp7U3kO9kuCY5MSfuyV6fJkrgbs9yOn5LW1h83vuXV+nUpNbyfYdY8u5iuNjSCQByfKOwHZ+Awe3Wrd9ZymWzL3EdufOGF8wjzTg/L7+vfpVZLqFrDWhiO0w8oGGj/0j5B+8OFHXp36dau6pdwLLYjfFdZnA3MyfueD84+U8j8Pr2L1slYPtuXX5E1tFPFqi70TmFsYf/aX2rxHVsn4qeONwwfPtOM/9OyV7gkkb6nHsvPMxC2cMhx8y+grw7VP+SqeOMHP7+15/7dkrpofw6n+H/wBuQoq1rd/0PSZQTrzMbxxgsRaDuPLxz+8x7/d/xK6Q0/8Awj3hvytVSwQWtpuhZUJm+7wCXGN3K9M0j2+/XZJBaOXjJzcsWGMx9QCu09l4P8jhNM8kaF4X8+w1C8c2tpskgQlIs7cE444OCc9vbNYy+D5/oEep0NimoLeB570TQ7nxFHBGmRk8E7yflPHGOnNVD551KFYdTWH93H/oZSMtjY/+2Dz16fwHr2NMhsv7V3W2n6glwHkzcTW5Coe5Bfs3X5eueeajkEX9owpNY6jLJ5cWbiONjGTsb047YP1XPasiyXSBcLdyefqY1I71/dokS+T8r+jHr7/3abqFlOl0851q9s4Wcu8ZMW0KQQACTwM88elM8PJbm6kWw0y80xAyZMsIjRxtk4Vegwc5GB1FJqN7MdSaK48P3V6FkMcc4iRhtwpzlgMAknuen4BPoC6jbyRba123GtzQgFsysY92CM8Ybt16HFaGm2z2emOpmur9JPnWSVlYgH0O7p6Vkynz4BcDwwzvuZClxFGCqKDg8Kxx/sjnk4BrdtJJZ9NP7ua02qB5bIBj25FC3E9jT3nH/Hs//jv+NIHP/PtIP++f8ad5cmP9cf8AvkUCOT/nsf8AvkUihm85/wCPaT6/J/jSlz/z7SH/AL5/xp3lyf8APZ/++R/hR5cn/PY/98imITef+fd//Hf8ap6lLtsJ2LNZjYf37FMR+/LYq75cn/PY/wDfIqG5tPtMDwzSu0bjBA+U/mORS0ejGm07o818eQXpl0rdqqSKZmCCSFMMCVwCVJyffj6V1Ph7TZYYpRqf2TUbj5c+TbRosfy9MbucnnPFYGt6LochhNz4f1fbBI0im2tN+W347ZPoR2A9MV0XhK306DzbfSdNu9NRIoifNtTErA7tqgkclcHI7ZFNU4xV0ayxM5R5Gl9yT+9GfrS7bx0iK2aiePAIXDDavyAA456f0rl9dluLvVrfT4Lz7ChlDPx80nX5Rz3+tdN4pPlXknmxXF1m5iAESnKnCkMcdgR9PWsrV9Kt72SGScTNKJtqPED8nXBOOw/rQ9NSY+81F7fIsL4d0q00WW/vkuXZVYBnkULuBIGADnnArB0bSdYuvAlxFba+GVpGOPsyHIBDEAlgcnjnBxjpzXYaV4Ut7u2in1C6ubnazbYnclBgkdDn61jadbaJpFkyR6Dqz7XeX57bcUYAEnccAf1wcZqXU5e2ppRoqrdu+na3+aNT4dPdvp8bPqS3lvHGYzAsCqY3yMHduzjHbA65pmq38N1490mOEjdb5V0BBJYg8ccfrVHwvofh3WxLPo0V/ZQfxbT5YJ46DmnWWnWNv440+z0k+YtuheWUHcQcHqencD8apS5rNmVWn7OTir/O3+YviCytZPHaDVo3FtdRqEUPtO7GBznHUeveti68JaFbW8k89pcrFGpZmM/Qf99Vs65oFtrcCRXrOdhyrKAGX6HFZD+ClmQQ3erX01sv3Yi5wPTqSP0oJLnhAaaumM+iwTm3eQk+YRndgZ6n6Vthzn/j2k/8c/xqKxsEsLSO2tW8uGMYVQoqfy5P+ezf98j/AAoEQysftMP+jyHhv7vt715f4NRhqutmHxAVT7dl0OwkgyNhMsRjPI4z7V6jJHJ9qixM2MN/CPb2rh9N0jT7C8nm/wCEbuTNcXjNuNukgDeYfnyVG3s2enoTjND6B0ZswXAs9MspXea/SKxkYzHYWnAMfP3sZP1q7/bcGcfYLnGcZxHjOcY+/wCtZl/AItAVIbdbWMadMFt44gFjGY/lC7Bx7bfwrJ1+zvL63VLC7+zSiXl8tgjeRjIYHvnG7t93tTm7JFUo817nTLr1uQD/AGddAYyciL5eAcH5/cUHXYAcHTboYzniLgc8/f6fKa4JdJ1lJbYpqbm3R1eQMzBgNibh1GBnGFOwdflNaWk2FzYy3zXFw0olmeRFLuQgJmIPzH5c5HTYOBhjUc/ka+yR09vr1uyHbp10f3jKBiLnD4J+/wBMmkuPEFssQf8As+6I3LtwsfzdDx8/8655oJbmwmggne3kkml2yoMlT5y/MBjn64P+8Ka0MkGkW8TzSXD5TMknLPwOuM7v/H6q/vWsT7Jct7nVf27BuI/s6644ziPk5Ix9/wBjUMOv27TSL9gusggHKx/KSFwPv/7QrAntZ5dYt7pLt0gi3q0IziUkyYyd2Dj0+Y/7K8gutMi9uOoxJGPTHyw8dsfT5f8AdakpaPQbpq61N6412AW7k6ddAbCTxF8owTz8/tUv9tw5x/Zt1nOMYi9cZ+/0rmvLmi06VJ5PNYK5yE24BWTAI5xgYGcJn9KkurSWe7geO6mgETOdiAYYs5ALAjnHUfL/AMCPWjm0vYFSV9zaufEFsLWV/wCz7raELDiPkYByPn9xUra7bjP/ABLro4HGPK5PPA+fr8prkVtriCw1Jp7uS5WeNpEVl+4NkYwOuR7/AD9/mGcU7VdOu7q68+21O5tf3fl7Iwro/MhOQQ2SRgcbiP7ooctE7B7NX/4Y7Ww1GO7u9kdrNGyqSd2z1HoxrxDVefip44+Ur+/tOD/17JXrvhqOVLlY5ZzJIkLK0mBlyCuTjJx9OPpXkWrAj4qeOATk+fac/wDbsldmH/h1f8P/ALcjGStK39bHosiuddYCW3EA3Ztgylz8n93HHPPXpU2hRXj+HfDn2J4YYvslsZQ6oS4wu7AIzyMjORzjpVeY2x8SsGhL3qk4mO4qv7vnA38ccYA9+9N05dOOl+F/t0Dz3f2G18lkYgKPlxlfMGeeenOMc9Kyk/c+f6GcVudNZw34u83UNmLUM/ypFl2B+6M8AY6dDnHaqwgvGu4Xg8gW3lx4gdEz91s/w564PXt2wd0WlDSv7XBsi0l4JJfmZZZAjc7uSxC7uvbOc1Fcpp39rw/aIj9s2RfvhkL9x9owJAem7tz74OM7ltblzTbe9huCNTeC8Quoj8qFU2na+fl7du56VFqNheG/d4NWSyhc7/Ia0ichQAOCT6gnOO9Q+GI9PF7P/ZNtLay7k84zxOGb5ZNuQzkgj5uoHUVHquoQTSO+oaFqVy9vvUNHp7vld2OPm+YHAOBnsfepb2C24XFpdRWKre67BFNHkyTm2ijBO3H3d3Ayc9c/TjGvbwPFp5+1hLw7RtkWBVBHrjJ9qw1Nhewma40G++VvLEU9lJnpjhdxGDkgkcYJzxWxpN7Ne2M0aWk1ikGFVLmAqWHqMtTT1Bo19kOP+PT8Ni0COHtZ4/4AtTbZ8f62L/v2f/iqNs/eWL/v2f8A4qpuMg8uHP8Ax58+uxaUxw97PP8AwBam23Gf9bF/37P/AMVRtn7Sxf8Afs//ABVFwIdkOP8Aj0/DYtIEh7WeP+ALU+2f/nrFn/rmf/iqNs56yxf9+z/8VRcDE1iG7uLcHRFtI5hkZmiDoT05wc8HNLpEV0GlN6ttcwbV8oxxjdnncWOcH+HGPeub14eGNIk3aq8kAV2AJ88qSQxIGHx03cfT2re8Nw2KvcNpO9GKxrIJUl+6N2zAduOp6fj2rOMrvdfe/wAj0KlNRo3Sdns3FL8bszNaVhfTC3RYf38e4MAMrtXI78kVQuklPk/ZGjtz9pHmb1Hzp3Ue54rQ8RKhv5ReEMPtEW0rlcNhdv8AFzz2rL1YW+LT7cjSj7YvleWCNsnOCcHp1raL1OKXwLTudjoqQnTY91ruO5+dinPzms42utNdbopNNe0IbIa2y2eAoBDYxw2evJrV0RZv7MjxJGBufgoT/GfeuNuovCsk8ay2kit5iIhSCcqzckA7GweS2c9wc1UdTO5atPB8kt3LJfyyRxmNMJaMVPmZbeTnjGNuAAOh9a6XStJstMiKW1nKSery4dj+JNZ/h2LTXu55NMDpPAMSb4pkA8zDdHbB+6Pp7V0YW4/56xf9+z/8VSk9QSITHDnmzz/wBaUpDjm0z/wBamK3H/PWL/v2f/iqNs/aWL/v2f8A4qouMhCRdrQD/gC0gjhz/wAeeP8AgC1Ptn7yxf8Afs//ABVG24/56xf9+z/8VRcCnLHD9pizZ54b/lmvtXPx2140XnR61avbeazu32SMgRhidoO/ggZUn2yAMc9NIs/2iP8AeRfdb/lmfb/ariY10wpC/wDYGpJL+82D7HMOfmzn5u/OM+oxxzTvsCW5q3MSCwhVvLnY2UmZhGAsnMfzdTx+JrAnsNZN1Ctrb6K1mf8AWSPbnePoBwf0rpbhWayt8Bo42s3xG0bB1GY+Dk5z9a5R4vC3nRxPHcqJJY0XZDOUZgMjlWIHQg+pBzmnNvlVn+LRphpU4yk5r8E/zaOgs7KJYdl5Z2rz5JPlwqBjJ28HvjFWPsVnz/oEXP8A0yWq/h+w0q5uZZNKaZJrXCOJYZU271DYwxAPGPXFdB/Z74/1y5/3P/r1cZ6av8zGrBOV4beiX6s5lLKBtPuPJtIFm3ShHaNcKd7Y7duKdc2dsltbhrGLeJIwSIl/vDNaBsk/se9a4k3QZn8xQuCQHbPO4Y/MfWpbqyJs7dop1MbSRbcoTwWH+1Vqa5tzNw9y1jPaygF4hWyt/I2NuXylzuyMEcfXv3pLezszcXWbGE/OvHlLx8oq/LbxDW7eJi32poHKuF+UJlcgjd645wceoyM2LWxY3V4POGQ65Oz/AGB71Kno9QlC9rI577EkehT/AGq1gkuBC5MiRKAeDjFT3FnGb6MQ29qieW+UaFSS3GDjrgfUdatQW0Uvhmd7N9sAilCq43HjcDzuPcHvUmo2luup2yTs7TmGUo0anIQbdwwG3EnIxgGlz+6lf8y4r945Naa9F+RlPZQrYaiZLa2f/WeWUjX92u3oeOuc1cmsLdmhMdrDGqvlh5KfMMHjp61J9kh+waz9mE0WHk83zYWXe+wZZdx5GMcjjirOrWkKTacLomR3uQsJRcbX2k5PzDIwD6/Sjn0Wv5icb1G7aei7dhNKgt49TPlWapmFs7Y1GfmFeN6oAPin442rtHn2vGMf8uyV7jBbyQ6qn71GzC38B/vL714fquf+FqeONxBPn2nQY/5dkropO8Kr/u/+3IIK1l5npreeNSlyY2sznEe1g6jZ6bfXnr0NaXg60tG8I6KWgyxsoCTsbk+WtYzQMdblusx7gTkBskfu8AbdnHGf4vf2q/4Q1u3i8KaLGxkytnCp/cOekY9qzak4e73EnFPU6L7HZf8APv8A+ONUcFlZCCMfZ+ijojelQ/29a+sn/fh/8KZFrtqsSKTJkAD/AFD/AOFZctTzK5oeRaksrIvF/o/Rv7jehp/2Oy/59/8AxxqpPrtsWQ5k4Of9Q/ofan/29a+sn/fh/wDCjlqeYc0PItfY7L/n3/8AHGpk1lYmJh9n7d0aoP7etfWT/vw/+FMl121aNgDJz/0wf/CjlqeYc0PIu/Y7L/n3/wDHGo+x2X/Pv/441Vf7etfWT/vw/wDhR/b1r6yf9+H/AMKOSp5hzQ8i19jsv+ff/wAcaj7HZf8APv8A+ONVX+3rX1k/78P/AIUf29a+sn/fh/8ACjkqeYc0PItfY7L/AJ9//HGo+x2X/Pv/AOONVX+3rX1k/wC/D/4Uf29a+sn/AH4f/CjkqeYc0PIstY2LfetgfrG1L9isv+fb/wAcaqv9vWvrJ/34f/Cj+3rX1k/78P8A4Uck+zK549yRdO05pJS1mhO7qYiew9qSPTNN+f8A0KP7x/5ZH/CoU122DOcycnP+of0HtRHrtsN2TJySf9Q/+FPkqeZPNHyLNvY2Kx4W1UAM3AjPqak+x2X/AD7/APjjVSj122VSCZOpP+of1+lP/t619ZP+/D/4UuSp5hzQ8i19jsv+ff8A8caj7HZf8+//AI41Vf7etfWT/vw/+FH9vWvrJ/34f/CjkqeYc0PItfY7L/n3/wDHGo+x2X/Pv/441Vf7etfWT/vw/wDhR/b1r6yf9+H/AMKOSp5hzQ8i19jsv+ff/wAcaj7HZf8APv8A+ONVX+3rX1k/78P/AIUf29a+sn/fh/8ACjkqeYc0PInaysfOQ/Z+x/gb2pTZ2XmqPI42njY3tVRtdtjIpzJgA/8ALB/8KDrtr5qtmTABH+of29qfJU8w5oeQuo21vHBI0FuRJ5TAYjYnqvtWGZ/EX2ZFEGmeeOHk+z3ODweQNnHOOOa3o9TivJSkJYsI2ODEy8ZX1rS3yen/AI4al3WjGrPWJjaVczss/wDa1sisJcQ/Z4ZmzHtHLZQYbO7gcYxV/wC0WmMeRcf+A0v/AMTVrfJ6f+OGjfJ6f+OGpuOzMaOZV0+4FvDKLotMYt9tLtyXbbnC9OlPuZIZLaHfBN5okiZwLeXAIYE4ytacTvsPH8TfwH1NErvtXj+IfwH1p31uLl0sZsk7HU4ikJ+weW28G1m8zfkYx8uMYzTreW3FxdFoJ8Fxt/0aTptH+z61p75PT/xw0xHffJx3H8B9KSY7GIZHfQ7hL2BjdtHKCIbeXbznaMlR2xn3qa5nlF/C1vCGtBG/mJJbTBzJxswQpAH3s8dxWrO7+TJx/Cf4D6U/fJ6f+OGnfQOUwXlmNjqa3cZZmMn2fybWUYj2/KGyPvZzz0qxezsZLT7DGQgmBn821myY8HIXC/ezjr71pzu/kycfwn+A+lP3yen/AI4aV9LBbUoRmF9RjaOKUKImBLQuvO5cdR9a8O1TH/C0/HGAQPPteCMf8uyV76Xfzhx/Cf4D6ivAtUJPxT8cE9fPte2P+XZK66DvTq/4V/6UhWs0eiSyW3/CSum2Vr3JBkBwg/d5+75mSMf7JwfTiofC3/ItaT/16Q/+gCr0q339qsRu/s3nIIbd9zjt03VB4fsZzoegG0tYWtmsrcytIsm7JC7sYYD7uccdcfSiNRRg79zJxcnoXaKtWllJJeBbjT4orYM+SrSliP4cDoD0z+lQ/YZhdxeRaRPY7E5cTeYflbcc5x129vX8F7aPZi9myOiptN0+Y3Df2vaW8ce4eULXzjn5Xzknr/D2HeodQ0rUvtMp02PTjAQxQXEc+4HHyg7ccZ70vbx7MPZPyCimjSdTktEWUWMV1kFngjnKk9x82eD0zVyy0wJZsNSgHmBQN0JlOTk5J+Ue3b8ulNVovowdNlWit7+zNN6/Z5PykpP7M00/8u8v/fMlHt49mHsmYVFb39m6bnH2aT/vmSkOmaaP+XeX/vmSj28ezD2TMKit7+zNN6/Z5PykpBpmmn/l2l/75ko9vHsw9kzzfX9K1e4u7y4tbu5ETNEscEErKSoKFyPnUDo3oTk89qrtpetreiRp7qS3a9ExSO4bKxfvflOZBxzHkA44+6SOfQNWsBGI/wCzLNJCN28SiT0+XByO/wBf60aRp5aOQavZRo4wEMBlYNxzml7SNr6lezltoebjRPE00MEE2oSRhIxGZRO5LZeNyzYZSSPnUc9F/wBrFaMWmaxLcy/bp5TAbiOWMxXboQgYhgQuOqhTjkZzW/r1syXci6ZHjbOgZZGkGE2jdj3qJoQSvko7DzcPuZxhfbnr0o9pFa2YezlJ2ujK1HTdWeXU5bW6lDTyDyE85gEURY45wPn54A9ao/YPE0c2EnEkUMp2lrkhpUKIgJGOo+diDgbua9D0ixsJLBGlgkd9zgnEh6MRWc9lqSJzp1lI4Kk7TMoI7gdcEcc/p6S68Y9H9xcMPKezSt3ditpjTNp9v9qikinCAOshUtkcE5BI569atU/RrW6uLyX+09JjtbRdwTZJI7ud3BI7DGD+PtW1/Z2mk/8AHtJ+UlUsRFq9n9wqmGlCXK2n6O/4owqK3f7M00f8u0n/AHzJSnTNNH/LvJ+UlP28ezM/ZMwaK3v7M00/8u8n5SUf2bpuf+PaX/vmSj28ezD2TMGirmt2NjFHF5UMyEk5x5grHa2gEqjE2CpP3n9R70e2j2YeyZraTu/tE7SB+4fqM/xJXT4l/vp/3wf8a5HRI4o9SbyxLzbv1Ln+JK0bGTVvtjLewQLbBFwyM5dnyN3HQADOOp6VzVZ3ex00aTcXqtPM3sS/30/74P8AjRiX++n/AHwf8ajzF6Sfk1GYvST8mqACES7D86feb+E+p96JhJtX50+8P4T6/WmReUFORJncezepok8ogYEn3h2b1pgT4l/vp/3wf8ajQS+ZJ86dR/CfQe9GYvST8mpieWHfIkwTxw3pQA+cS+RJl0+6f4T6fWpMS/30/wC+D/jUE3lmJwokJKnHDU/MXpJ+TUAE4l8iTLp90/wn0+tSYl/vp/3wf8ahn8vyZOJfuns3pT/3fpL+TUAIRL5y/On3T/CfUe9eAarn/hanjjcQT59p0GP+XZK98Pl+cvEv3T2b1FeBanj/AIWn4425x59r1zn/AI9k9a68N/Dq/wCH/wBuQnuj0SRrNfEsivFu1BiWUnG1SIscHGfu5o0r7AdK8L/br2S3uPsVp5ManCvym0E7DyWwMZ6Z9zUsrXP9ssFht/sHOZjKfM+52+b146dKboF9JDovh0WkMEsZsrZZpXuApQYXcB82eBk4xWbV4bdTOLtc19Ma1GqqItWmuJvMl2wNcHaDk7wVCgcHJGenbiq8v2MavD5l5LFfeXF8iZC/cfA3bD1G49eMDpnmxYXyG+KvZxW0O5t0xvRkj+EhVJzkYByRj3qFrzF5CFt4Jrby4/3puAGztbPV88HA6fxd8nGdn2KbWuo3w0+ntdzNo97NdkshkM0jMoG2TBVioz3zgnpWTqUnhlb+7u7954p0meWUJJMwyMKSQgIwdgGPwIrb0u+aW6c6lFb2o3qVeK63l/lfOSDnjjr61a1K9lSZBps1nJEUO4zXLghu3Q9KTT00HffU52FfDF1ppUGSa1SV+ZpJciRhg/fHJycAdMnpW14fura40+4TS0lEcWFxcFgcdRjI6frxjtUV9famSfsDaYGxkNPdSEA46YB55+nH051GurVrEGe5QTlBvCTtjP500nfYTa7mtmfH3Is/7x/woDT90i/76P8AhVT7XYYx9rX/AL/n/GgXVgP+Xsf9/wA/41Nn2Hddy1uuM/cix/vH/ClLT9ki/wC+j/hVP7Vp+c/ax/3/AG/xpTdWB/5ex/3/AD/jRZ9guu5bzPj7kef94/4VHLLLFE8kixhUUscMTwPwqD7XYdPta/8Af8/40hudPIIN2pB4IM5P9aLPsNSV9WcnBNpEkrf8T65d5nM4X7aw29MgBQAFyOnTJPrW14aEKQTLY301+MgtJPcM/UngHHH4e1Y3iTVm0qJ203QotTjJKhYbwISCGJyMHgkAfjW1pV/HIHF3DFZ4wV8u83hs5z0x046+tJUpK0mdNTE05xcVf52/yMnxHt+3Sfa2Mf8ApMW3y2PLYXaDx0JrN1RoAtr9tlMIN4nl7Odz84U5B4PP+NaGsyxm8mNttnBlT7zk4G1ckEntVWVlAXylEv74E7mPyj1GT1qkmne34HNKouXl7fqdfoZn/syPasWNz9WP98+1cre3mjvbeWfEF7ZrJ8se25eFgSf4cpkk4OM568cYroNHuLNdPQSXOH3PwZmH8Z7ZrGbVLtpZWfSbVvLxsIv1zLycYOflwPXPXii/K9U/uLp03Uvytad2l+ZtaJeWoH2W0uxcyfM372dnchcA8kZOMj862AZ+6Rf99H/CqEcmlxtuSaJW55Epzz171J9qsB/y9j/wIb/Gh69DNPzLZa47JF/30f8AClJnxwkX/fR/wqmbrTz/AMvY/wC/7f40purA/wDL2v8A3/P+NKz7Bddy2Gn7pF/30f8ACkBuM8pFj/eP+FVRdWA/5ex/3/P+NJ9q0/P/AB9j/wACG/xos+wXXcqeIDN5UOVjxuP8R9PpWExfz04X7rd/cVqa7cWbxw+Vc7yCeBMT2+tc7ZXDywQyXiiK42PujEnTkY5BPbHc1VnbYE/M29IMn9p9F/4937/7SVqarpB1J42ee4gKMWUwzFCMrj0rD8OP5lyrz/JL9mfeqyEgHcnGa639z/z0P/fw/wCNRNJpJo0jJ05Np6mPbaD5Ec6G8vZWlIPmS3BLoABwpxwO/wBSabc+HRNNDIL29jeLCjy7gjcN+/5uOcng+o4razF/z0P/AH8P+NGYv+eh/wC/h/xqORbWNPbzve5zw8MRvLBL9u1DfDIWybokuM/dbjlcgcewpJPDGGVhqWpoN6kKl0QF+ZjgDb0+bH0A9K34TFsOZD95v+Wh9T70SGHaP3h+8P8AlofX60ezXYf1mr3Mi48PiZ2Z7y+wzFtoum25PPpxjHGOlOTRGEUsS319liMu1yxYDdu4449PpWx+6/56H/v4f8aYhi3yfvD1H/LQ+n1p8i3sL287JXMKXw3ttDH/AGnqnAOXF2249T1x7/yobwsDNLINR1QPI6uSLtuACDtHHC8Hj3PrW7N5PkyYkOdp/wCWh9PrT/3P/PQ/9/D/AI0ciGsRUXUiEckNkY87gke3c7lmOB1Jxyas5l/uJ/30f8KgmMPkyYkOdp/5aH0+tSZh/wCeh/7+H/GqMW7u4hMnnL8qfdP8R9R7V4Bq2f8AhanjjdjPn2nT/r2SvfCYvNX94cbT/wAtD6j3rwLVNv8AwtPxxtOR59rznP8Ay7JXXhv4dX/D/wC3Il7o9JeJH16SUXbPOmcwb8op2dAQnHHPJqx4S1qWLwro6C1jYLZwrnziM4Qf7NVpZgdYIaGMIN226Plkn5OoI5HPHIrP8MXdsvhvSg1xCCLSIEFx/cFFJQqQfXUwm5QfY6/+3pv+fSP/AL/n/wCJpseuTJGq/ZIzgAf68/8AxNYn2y1/5+Yf++xR9stf+fmH/vsVXso9vzI9pLubba5MzIfscfynP+vPoR/d96d/b03/AD6R/wDf8/8AxNYX2y1/5+Yf++xR9stf+fmH/vsUeyj2/MPay7m7/b03/PpH/wB/z/8AE02TXJnQr9kj5/6bn/4msT7Za/8APzD/AN9ij7Za/wDPzD/32KPZR7fmHtJdzd/t6b/n0j/7/n/4mj+3pv8An0j/AO/5/wDiawvtlr/z8w/99ij7Za/8/MP/AH2KPYx7fmHtJdzd/t6b/n0j/wC/5/8AiaP7em/59I/+/wCf/iawvtlr/wA/MP8A32KPtlr/AM/MP/fYo9jHt+Ye0l3N3+3pv+fSP/v+f/iaP7em/wCfSP8A7/n/AOJrC+2Wv/PzD/32KPtlr/z8w/8AfYo9jHt+Ye0l3N3+3pv+fSP/AL/n/wCJqKTxN5ZYSQW6FcZ3XOMZ6fw1j/bLX/n5h/77Fcxq+iw32pSXKahZRozpIY+fnZQBksHBHA/hwD3Bo9lHt+Y1Ufc79fETAk/Z4DvJI/0j0wD/AA0J4iZZHjMEG8HcV+0cgH2215zF4bt0unl/taApvkeNMDEZkbc+Pm7nB/CtK70uxuLq9uBfRLNcyRuT5mQFVQMY3Y7Zz70vZLt+Yc77nax+IXCjFtCdxJGLjrnn+76VINfmYAi0iIPIInP/AMTXmVp4Zitnh8rXI1itplmgjVUwMKi7TknIwrAYwQGx256PRGjsdJtbS4vbWV4I1i3odoIAwDgk+nrT9lHt+YOo+51X9vTf8+kf/f8AP/xNH9vTf8+kf/f8/wDxNYX2y1/5+Yf++xR9stf+fmH/AL7FHsY9vzF7SXc3f7em/wCfSP8A7/n/AOJo/t6b/n0j/wC/5/8Aiawvtlr/AM/MP/fYo+2Wv/PzD/32KPYx7fmHtJdzd/t6b/n0j/7/AJ/+Jo/t6b/n0j/7/n/4msL7Za/8/MP/AH2KPtlr/wA/MP8A32KPYx7fmHtJdzbOuTFlb7HHxn/luf8A4mj+3JjIrfY4+AR/rz7f7PtWJ9stf+fmH/v4KPttr/z8w/8AfwUeyj2/MPaS7nQ2mpy3lwYngSMiJmyJS3df9ketbOZf7if99n/CuJttV0+ymmu7y/tre1hgYySvKqquXQDJPA5q1/wsTwX/ANDhov8A4HRf41zVYqMrI6KbcldnWZl/uJ/32f8ACjMv9xP++z/hXKf8LE8F/wDQ4aL/AOB0X+NH/CxPBf8A0OGi/wDgdF/jWN0aHTwmXYfkT7zfxH1PtRMZNq/In3h/EfX6VQ0TVdO1awF3pmpQXdszsBLBKjqcMe4q5I6bV/0jPzD+JfWqET5l/uJ/32f8KjQy+ZJ8idR/EfQe1G9P+fj/AMeWmI6b5P8ASO4/iX0oAfOZfIkyifdP8R9PpUmZf7if99n/AAqCZ08mT/SM/Kf4l9KfvT/n4/8AHloAJzL5EmUT7p/iPp9KkzL/AHE/77P+FQTOnkyf6Rn5T/EvpT96f8/H/jy0ABMvnL8ifdP8R9R7V4Bquf8AhanjjcAD59p0Of8Al2SvfC6eav7/APhPO5fUV4FqZB+KfjjByPPtefX/AEZK68N/Dq/4f/bkJ7o9Altbj+12f7ZIcE/6NuGPudOG/HpVjSmf+xfC4GsJYD7HaYt2ZQZ/u8DLj733emee/SiWJRrx26Yd+WzemNQfudQQn/AeWB+tXfDGiwXvhnQLi4mleRLK3KZEZC4VWGPl7GuKjhYYeL5X16l1K7q6NGnZC+F8rT6j5sW+TbAkUa7uTwTuJO0+mOnOaqF5f7RgCaosL7I/9DJQnGx+28devT+E9e1+20C1tbk3EE0iTklt+2POT1/h701dDgmaOeW5mabavzER54BA/h9Ca0sjO7KmjmaO8lDaqdTIdcxgx5h+V+uG7/h92qF8IEkuon8UXVjIS52tcRAxnOTjeTwAcY6Vs2mh29hIpspnt95AIiSJRgBscBMDqenrT7rQbO6dpLllmkYFS8kELEgjBGSncUrILmJHJDBYBj4jup4pHBWYTRycHAABU+nf1Oa0NGjNvZXBhvb3UVlAcG4kDMnUcZIx0PGOoNW4tAs4o/LiKpHjG1YIQMYxjGz0p0ekxWcEi2lw9upABEUcKjjpwEppK4O7RqeY/wDzwk/Nf8aBI/8AzwkH4r/jVf7LL/0Ebn8ov/iKPssv/QRufyi/+IpWQ7k/mv8A8+8n5r/jSmR/+eEh/Ff8ar/ZZf8AoI3P5Rf/ABFH2WX/AKCNz+UX/wARRZBcseY//PCT81/xqC7Es9rLFGssLupVZFK5QkdRzSfZZf8AoI3P5Rf/ABFH2WX/AKCNz+UX/wARRZBcwJBfRS4XX1yjFVSZIjx0wcMCWHqe/ap/CsepwWsv9ramNWujtDNFHHGseByAFbucnPH6U9/CunPPJNJ88sjb2Z44mJOc55T1NT6T4ftdIgMOlytaxE5KxRxAE5J/ue5qr6WF1MfWllm1C42F4GEqMehyAq8daqMssoHls8W2Xceh3D0610UmjLPcTSSX11uLDOPL/uj/AGKjj0GL5/8ATrr7x7x//EUrITSfctaJI/8AZkYELkbn5BX++fesK2GoecoHiRZEUsWVIoiSBgYJLHGDn863rKxeG3EceoXAVWbHyx/3j/sVmS+C9ImkuXnjV2udomLRRHeF+6D8nbJqXG73NoVpQTSW/dJ/mX9Kg1GBne/upLksOFEaKF6cDB55zya0jLJ/zwkH4r/jUP2ab/oJXP8A3zF/8RSfZZv+glc/lH/8RQkkiJzc3dr7rL8iwZH/AOfeQ/iv+NL5j/8APCT81/xqv9ll/wCgjc/lF/8AEUfZZf8AoI3P5Rf/ABFOyFcsCR/+eEg/Ff8AGk8yTP8Ax7yfmv8AjUH2ab/oJXP5Rf8AxFH2ab/oJXP5Rf8AxFKwXM7xFI5W3HkuOW5yvp9a5uyiuLeCGGeV55gj5lxjOSMcEnp9T0rrLzTftTRLLqF1gZIwIx/7JVU6BF56f8TC8+6f+eXqP9iq8guefeO9F1PWvA2qaRp0L32ozWgVAzIhkImhY5JIA4Bqx9p1n/ojcP8A4G2P+Nd/b6UllcGVLq4lYxMuH2YAyvoo9K1tjf8APV/0/wAKTS0sVdttvqeV/adZ/wCiNQf+Btj/AI0+GfVnmjST4PQRRswDObyxO0Z5OAea9S2N/wA9X/T/AAo2N/z1f9P8KmwHnfwPhvrPwhdQahodxpDjUbh0t5XDHa5D5HyrgZZlAx/DXoEzttX9033h3Hr9aIkOw/vX+83p6n2olQ7V/ev94enr9KYiXe3/ADyf8x/jUSO3mSfum6juPQe9SbG/56v+n+FRoh8yT96/Uenp9KACd28iT9033T3Hp9al3t/zyf8AMf41FOh8iT96/wB0+np9Kk2N/wA9X/T/AAoAjndvIk/dN909x6fWpd7f88n/ADH+NRTofIk/ev8AdPp6fSpNjf8APV/0/wAKAIy7ecv7pvunuPUe9eAasSfip44JBB8+04P/AF7JXv5Q+ev71/un09R7V4Bqwx8VPHAJJ/f2nJ/69krrw38Or/h/9uQnuj0e4jkXW1LXMAhO7FptRXPyf73Pr0rP8MWtu3hvSS0ERJtIiSUH9wVovMkevSQpauJpCxadonCEhOoycHjjIpvh6xeHwz4dJnJ+1QQRqFiB2ExbsnLDjjt+VVCajB3fU55QcnoiT7Jbf8+8P/fAo+yW3/PvD/3wKuaXbrqW77PdNtVQSXtiuCe33uv+NQMpivEtZpZd5VCZFtxsyysf7+f4T27/AFw/ax7/AJk+zl2Ivslt/wA+8P8A3wKPslt/z7w/98CptKRtSuJIoWng8sqG+02pjJBDdBvyPu9wOtS6laXFjMkarcXIdCwaG23AEfwn5upo9rHv+Yezl2Kn2S2/594f++BR9ktv+feH/vgUl8bm3BEFre3D4yAtoQOnc5wD2x1HGcDmtZNImks1nFyELKG2vByPr81HtY9/zD2cuxlfZLb/AJ94f++BR9ktv+feH/vgVu/2DN/z9p/35/8AsqP7Bm/5+0/78/8A2VHto9/zD2UuxhfZLb/n3h/74FH2S2/594f++BW7/YM3/P2n/fn/AOyo/sGb/n7T/vz/APZUvbR/m/MPZy7GF9ktv+feH/vgUfZLb/n3h/74Fb39gy/8/if9+f8A7KobjRpIYJJTdBgiliqw8nAzgZaj20e/5j9nLsY/2S2/594f++BR9ktv+feH/vgVUs9XsroxrHNegshkOdOfCAcHcwOAQfetjSLb+01ka3nkRYztzLalMnJBwC3tR7WPf8xezl2OWuJ5Y9VuIlsLY2kbwRhvJGSXZQed3YE/w/j2rEtPEkrR2wutIiWbMRuAls5VUYZZgQDgDch546gnIrvbu2uIbyaEXEREZABMR5yoP973qBFum3fvoeDj/VH/AOKpe1Xf8yuR9iloclpqelW10IbUu6AyCNQQj45X2IPar32S2/594f8AvgVqadpM13ZpM11GpYsMCE9mI/ve1YyXke9UlXUIpCMlWsCSoOcE4Y4zjNV7aPf8xezl2Jfslt/z7w/98Cj7Jbf8+8P/AHwKp3GsWFvE8s898kaQNcs506Tasa9WJzjt061J/aNsZjGrXjnCsrR2RcOpVWDDDHj5h15/TJ7WPf8AMXs5dix9ktv+feH/AL4FH2S2/wCfeH/vgVLOPImCSfavLKK4lW0LKdxPHDZyMZOQOo684qi8hOnW18Wu1t7iPzULWTAgbgoDKWBBOc4Io9tHv+Yezl2Jfslt/wA+8P8A3wKPslt/z7w/98CpNOkgv7qC2huphPLE0uGs2AQDbkM2cA/OuBnnt0rZ/sGb/n7T/vz/APZUvbR7/mHs5djC+yW3/PvD/wB8Cj7Jbf8APvD/AN8Cr+p6dPZiIrcxtvJHMJ/+KrPK3IkVfOh5BP8Aqj7f7XvT9tHv+Yezl2L2iwRR6ifLgTmB87VA/iSuo2r/AM+x/Jf8a5jREnXUiHkjbNu/RCP4k966vEv99P8Avg/41y1pKTujelGysxm1f+fb9F/xo2r/AM+36L/jT8S/30/74P8AjRiX++n/AHwf8ayNCCFV2H/R8/M3ZfU+9EirtX/R8fMOy+v1p8Qk2H50+838PufesO68QrDHcO1reMLe6S3bZEpLEuF3D5/ujOT3x26U76gbu1f+fb9F/wAajRV3yf6P3HZfT61ip4kSYymG0vpEijaQyi32oQBngswznpx+OKjXxPCbqGMW17mZVd28gFYc7R85D8cEEkZGO9HkBvTqvkyf6Pj5TzhfT61JtX/n2/Rf8aScSeRJ86Y2n+H2+tSYl/vp/wB8H/GgCCdV8mT/AEfHynnC+n1qTav/AD7fov8AjSTiTyJMun3T/D7fWpMS/wB9P++D/jQBAVXzl/0f+E8YX1HvXgWpgD4p+OMDA8+149P9GSvoAiTz1+dPun+H3HvXgGq5/wCFqeONxBPn2nQY/wCXZK68N/Dq/wCH/wBuQnuj0yaC8OpmQNANOAbMQtzuI28c7fXnrWX4Y8Q2kXhvSo28Ja5MUtYlMqacrK+EHzA55B65rfvNWhgkFvcSW8cshVFVpDli5IUD5eSdrfkafp2pLoek6Vps7W5dI47SJmlKmVlTHA2nspNTKMuWy3uZRcb6lH/hI7L/AKEzxB/4LF/+KpkPiGySNFPgzX8hQP8AkGL/APFVvPr6JeRWjrAtzKjOkZmOWVcZI+XtkfnTJ/EkMF2ltN9nS4YBljMxyQWCggbfUgfjWXs6hfPAxH8Q2TNGf+EM1/5Wz/yDF9CP73vT/wDhI7L/AKEzxB/4LF/+KrrLC8+0xyM6LGUbbgNuB4Bz0HrWYfF+i/Z0uDeFYXjaZHeGRQyKVBYZXkZdRx61Fpt2Vx3itTG/4SSy/wChM1//AMFi/wDxVNl8Q2Txso8Ga/z/ANQxf/iq3I/FuiS7/LvdzKQu0RPuYlio2jGW5Vh8uehrO1i7Y6bNqFp4jNrY3ADwyraGZYQBySR0H1wBT5ZruF4+RW/4SOy/6EzX/wDwWL/8VR/wkdl/0Jmv/wDgsX/4qj+07b/ibC58UNJbpGVYeS0ZhbzCpZXUgsAwK/L0xyTVuC2H9oy2D63ePcyxyuscglQMDtyytuGduU4UjGe2TSamu4e6VP8AhI7P/oTPEH/gsX/4qj/hJLL/AKEzxB/4LF/+KrrJblLGCOMu0soUKNzctgdWP9axrfxVBPJEiCINMCY98jJvxj7uUGfvDp1qownLVCbgtzM/4SOy/wChM8Qf+Cxf/iqP+Ejsv+hM8Qf+Cxf/AIqtl/EkCReY0lmI/mw32nrt+9j5ecYOaW08RxXZK2v2eUhFk+SckbWzg52+x/Kj2dQOeBi/8JHZf9CZ4g/8Fi//ABVH/CSWX/QmeIP/AAWL/wDFVvzazJEhZoIvQDzjyfT7tVE8UJIZdtsSI/vEMxGMkZ4X1B/Kk1JNJ9RrlabS2MZfENiXkJ8F68ct/wBAtfQf7VKniCxG7PgrXuST/wAgtf8A4qt6LXgQXWKIq/zZ80jAwP8AZ9qy5vG+yV1XT3dQcBhLwfflav2NR9CHKCK0XiKyVcf8IXr45J/5Bi+v+9T/APhI7L/oTPEH/gsX/wCKqX/hOv8AqGSf9/R/hXPeLNan15dPWD7Xp4tbnz3MMvzSDaw25GMckHnI46VXsKvb8Q9pTNz/AISOy/6EzxB/4LF/+Ko/4SOy/wChM8Qf+Cxf/iq5I6r4laBVbXbsSgHLpbxAZIPYg8ZwcZ/+tMuueIxO0h1eYgyM4iFtGEALqQvrgKGXr3z2o9hV/ph7SmdP/wAJHZf9CZ4g/wDBYv8A8VR/wkdl/wBCZ4g/8Fi//FVyP9r+KfKx/b03mbNmfssePvs2cZznaVXr2z3qfVdRvr65SZZrmNltYrctuO4ukm5pBtIALDgjH+FHsKv9MPaUzp/+Ejsv+hM8Qf8AgsX/AOKo/wCEjsv+hM8Qf+Cxf/iq4XdrMdraQW+rXYFu8LhpNzFjGXbk7xkEvyD2UA5rsdF8Wy6dpVraTWs91JCgVpnlwXPqc5/nR7Cr/TD2lMlk8QWEjIW8Fa8wGeulqf8A2amnXNN8xT/wg+ucAj/kFJ7e9W/+E6/6hkn/AH9H+FH/AAnX/UMk/wC/o/wo9jV7fiHtKZY0HULO9uZlh8O6hpjLGSXubIQh+RwCCc1037r/AJ5f+Qz/AIVxr+Nt7Z/syQcEf60d8e3tUn/CdH/oGSf9/R/hSeHqvoHtYdzr8Q/88v8AyGf8KMQ/88v/ACGf8K5D/hOv+oZJ/wB/R/hR/wAJ1/1DJP8Av6P8KX1ep2H7aHc6uIQ7DmL+Jv8AlmfU+1UtYW6a2QaUIIpS4DNPCxAXB6ADrnFc+njfaCP7MkPJP+tHc59KG8cbgB/ZkgwQf9aP8Kf1ep2/EPbQ7l9bfX0jCm502V97EyG1dPl/hG3npxnmrWkpqQuJzqTWrx5OxIYmyOmMkqPfj9ayP+E6P/QMk/7+j/Cmr44wzH+zJPmOf9aP8KPYVOwvbQ7nWziHyZMRc7T/AMsz6fSpMQ/88v8AyGf8K46TxxvRl/s2QZBGfNH+FO/4Tr/qGSf9/R/hR9Xqdh+2h3OrnEPkyYi52n/lmfT6VJiH/nl/5DP+FcdJ443oy/2bIMgjPmj/AAp3/Cdf9QyT/v6P8KPq9TsHtodzqiIvOH7rjaf+WZ9R7V4Hqm3/AIWn44wMDz7XjGP+XZK9Q/4Tj5939mScDGPNH+FefXdkbjxXrutZkX+03ifydgPl7IljxuzznbnoOtdNCnKMJxa1cbL70/yTJdWF1qdpdaTDd3MdxcaXHJNGyOjmflSpJBHHH3j9c0+609Lqa2luNMieW3fzInMwyjYxwcehqrr2i317c2UlrcbFgJZlLsNx3IQBjpwGGTnr05rOGleLAIx/aFuTiXeScZJU7MDb0B2n8+taJ/3jC3kbcmnpLfQ3kmmRNcwoyRyGYEoGxnHHGcCorrTLee6S9uNMiaeJQFlacZQBg3BxxyB+VVPDunazb3VwmoTyNbjcyZcNlncnGcAnaMdhyx9K2JrVns3DB5FwwKKeWG48UpNrZjSTeqIrbW/s26GJ7JfNf5V+1pkkgDA98isEeE8WVrabWEcCNH8ropkRmRmDYXk5jXnrUtzZsIbe10/R50UTIxmlVS4+cMxLE59TXR/Z5PMA3t909/cVMHZJ7PqOaXM0tV0OZtfCzWk0c1oJYpUkEwIlQ5kDMQxG3rh2X3B9Rmrlzo1zLoFto6GSOzibdIolU+fyWIf5eQSckDGenTitz7NJ/fb86Ps0n99vzqrp7sm3kc0fDc3lXsamVRdI8f8ArU/dq8plYD5e7N37AVqQWuox662qys08/k+RGkki7Yl4J24XjJAJ9cD0FaP2aT++350fZpP77fnQ7Pdhr2It95KN91aI8x+8wmGPbAxxWNB4fEfJtiTu3YWVEA+ZDwAuB9wdPU1vfZpP77fnR9mk/vt+dJNLZg9d0c3F4XSMRDyZmCdd11neMAAHjnG0Vp2djcW9wZWhMuYli2tKoHykkHhevJrR+zSf32/Oj7NJ/fb86pyv1C3kVlS6OTLZx5ydu2bgD8uvvVO7sb+WNorXFrFI+6Ty2Us/qMkfritX7NJ/fb86Ps0n99vzqWk92NNrYyrqyvngSCCGOOFVAOZclsepxVP+xr/+5F/38rofs0n99vzo+zSf32/OqUrdSbeRz39jX/8Aci/7+Uf2Nf8A9yL/AL+V0P2aT++350fZpP77fnT5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyOe/sa//ALkX/fyj+xr/APuRf9/K6H7NJ/fb86Ps0n99vzo5/MOXyPjnSvHXi/V9TgsrLWL9pZWwP37YHueelexaVPHZxJDqviPW728wC7QTuqL/AD/OvnjwPetY3lzNEoabytoycEAnBI/SvefAqPe6c0Kzw/bJ2EflOnUHr82cjAzzg9Olec6daNB1qVnbe70S6nZUxFFVlSq3V1pbdvoV/Gx1dLKS78L+JdTMsSl2tZrliWA67Tn9K8h/4WV4sBK/21fgjt57f41698VrqbS7+2kjtIoZCSxVZA2QPoOlfPGr3CDVLooAP3jcDpnPNZQqyq0o1lopX6320Hhp3nKnNaxPqjwvq6S+GdJlvbq8kuZbOGWWRr2bJZo1Yn73qTU+i6qut6zFYxXF5ZLKuY5ZZ5nL8ZOFEgwPcmvDl8Ttb6bZW5Y7RZwJgenlLXXW2oEQG+glT7NwSwjZ2XrnpyPyrlq4udGtCD+GW7dz1aOAhiMPUqR+KOyVv1O88Tyano95dxRXl3dQ28YlaWOeZcLnBJUuehI5z3rib7xnfeQ7RX96pUqRi6k/vDP8XpT/AA5rMl2niPWNRnlNn9jktbaSVSC5cc4XuPb1xXmsN3uhn3HOEz/48K2qV08ROnSd0ra+bV2cmGpTjh4yrRSk7nsnw38RSahaarLql5fTsl/JDFuvJRtRQpAGG/2q7D7bFLIsdu168jnCqt3MST/31XgWjaz/AGdaXqqdoOoTk/klep/BnU2vrq6vZmVCWFtbFjzuPLtj2GPzqaleVNX1b2S6tvZBVjCMXPTT7kdld2F1Ckge5uzdKu820N7Izge5LYH05rz7UvFc8E5jju79Gxyj3Mm5TkjB+b2p02qaFZ+OpPL0zxTPrUNyW2echDkH0xkqR+lcH8QdYF34onlSzmsXIG+GbG4H3xW6w1SFJ1KknzX2W3ovQ4sPieeuqfL7rV7tK/57M7Pw54jvbvxjDFd6hfNZfY2maL7XKAXD7QeG9DXodrOl87x2bXbOilyPtk3Qf8Dr570q/NtqC3Bbn7Ew/wDIwr2T9nzVf7R8S6qkwDpHaBhkZGd4rnqVakYNxep6FWlCzaVjpNQ0vU0ZktLiWWYRiUxpfTcLnGclgv61yWuXWu6VZfa7l76K3yBvF47Dn6PXud/NbRs0bWvI9FA/rXm3xmuY/wDhXOopGrxonlBVLHCjevQZxXM8TiIW54u11rbTUxpujKXLG1zyLUvGOpSLbLBql+he5jjYrdSA7WOD/FXrlvf2tzLHDFLdeY7BFzezdScD+Ovl1bgmWBg2Qt1Af/H67Dw14skHifR4i5Ie9hU89AZBXoJy7hLlvax7reW9zHeC1FzIkruUjzezYYgAnnd2zVC80jxKPMMNxMFQEki9l7fjXm3jnxTcN4kmW1VpDBeTGNhKVER3EZ9816j4a8a2V54NVtf1C0tb8RtGVa5jVpQBwxGcjPpxzWFKvOUnF3PVx+X0qNGFWDTbSuvNq/z8/M8uu/F+pPFIItUvRlTgi6kBHH+9XqPw3mj1DwJo95qVxeT3s8ReWRrybLHe3o3pivmi3mBnRfMJBOK9c8Ea19h8HaOuSUW2GAO/JrdTl3PLnTj2PZLTTIr1WaBroKOmLmdyfw8wY6Gi70QxQyusmpblRmUE3ABIBOM+ZWPbouq+FZrKWaO2n1F4jA8gYlMRRkFSBwdxPNVbZ7keEbaC8kt7jUjdkS3NrqHltNgcNucA5+b7uK5PrDfX8TglOxVuNRWKRkZr1HHVWuZQR+BavEPHXjfxFp3ivULXT9Vv47ZGUon2lzgFQe59Sa9V8a3Tv4s1QDcdsuzk5PyqF6/hXgvj4St4tvSFPIj/APRa11e0l3PQjTjbYe/xG8XD/mNX/wD3/f8AxoT4jeLT11u//wC/7/41gpaTSjG0019Pnj6rxR7Z9x+w62Oj/wCFj+KV663f/wDgQ/8AjU0HxG8Tv11q/H/bw/8AjXGNGFfD8UyQBfuNTc5dwUIrodnc/EPxUp/d63fn/t4f/GmwfETxa5wdZv8A/v8Av/jXErK4OOtL9qkU9KSlPuDjTfQ7xvH/AIsH/MZvv+/7/wCNIvxB8WE4/tm+/wC/7/41xkd5I4xirdpNmQB+KfPNLcFTptnX/wDCdeLMf8hm+/7/AL/401vHvitR/wAhm+/8CH/xqlEImi7VSukQdDWKxEm7HVLCQSubkPxD8THhtYvs/wDXd/8AGp/+E/8AEvfWL7/wIf8AxrkMDPFKDng1o6ku5iqcVpY6z/hYHiY9NXvv+/7/AONI3xA8TD/mMX3/AIEP/jXLDOOKNv8Aeo55dw9nHsdK3xC8T441i+/8CH/xqI/ETxQP+Yzf/wDgQ/8AjXO4XNRTKMcUc8u4uSPYxbC9ksrtJosFl6g9GHcGvY/BfjnRokjkla4tbqMdUTJH4iiiuqjXlT/dpJxlumro8jH4SGI1k2nHZp2Zi/EDxxBqUpFk800x4Esoxt/CvMyMkluSetFFYVKrlokklslokdmFw8aUFZtt7tu7Z0AQzxQOmNoijX8QoB/lWvol/qeluTaspQ/wMeKKKznRhWjyzVztoV50Jc1N2NLV9V1zVYPIkKxW45eOJsBj7881jC1kt4pvNwu9Qg5zliwooqKdCFGPLBWFUrzrS5pu5AsguXvBCSQLuVx2zuxg/pWzo+qX9hbRxQBlaGc3MMiSbSjlQDn1BAHHtRRVySvF+Zm9eaL2Ovn+JXie4syhWzSUrsNwqfPiuHk027u5nnuH3yOdzMzZJNFFa1q85x1ZGGwtGjJuEbDbqSK2mjgL/vBbFTwevmbsflW98PvGdz4Sv7ueOzW4huYhDL8+1kXcDlffiiisIJPc3rydnHodhe/GC9edhb6JFMhwQ9xcMH+nynFZvizxte+IPDs2kw2JSKcLveWUEqVYN8uPXHeiitZ6p362/B9Dhp0YRlGyPNriybTrcNcMAWljIA5+6cmn6THNYaxZXyok32edJwjHAfawOD9cUUVPMzp5Uen678SbrWrR4U8PWFtu6tHLz/6CK8r1Lw5dajdG4dkj5ztBzRRSuXyI07XRmtnE07ALH8x5z0r0vwcdNbwtpavON0cXlkbG6hj7UUVF2aOCsdha+JprKOOO21dkjjAVEMO9QB7MpqVvE8DoiXcWlzop8wBrRk+bjn5Mc8CiiqVOPYxlRh2KN1fWV7eTXU80YlnkaRgqNgEnPpXj3jS6t5vFOoNAQ8YZVBwRnaoB6+4NFFZ1Njqw27ME32w/ItCXL3HB6UUVlZHQm29SKazSQEYGfWsu405lJwaKKqnJhUpRa2KDIY2weakQqeCKKK6HsefHctWjReYFK81euLQFNycUUVlJtS0OqMVKDuVVkmiON3FWVuC680UVo0rmUW1sIDk8U4jvRRSAUPxgU1yR1oopoUiItTGY0UUzO5//2Q==" 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<a href="http://www.mediafire.com/?rg0xpel744n7lsp" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">EURO2012</a>Afriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.com0tag:blogger.com,1999:blog-1739414685816545602.post-34885210006302836722012-03-28T17:59:00.000+07:002012-03-28T17:59:11.643+07:00Merubah Angka Menjadi Huruf Pada MS. Excell<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:narylim></m:intlim> </m:wrapindent> </m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac>
<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:narylim></m:intlim> </m:wrapindent> </m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac>
<div class="MsoNormal">
<span lang="IN">Ketika menggunakan M.S Excel, beberapa dari kita pasti mengalami masalah ketika harus mengetikkan terbilang dari sebuah angka menjadi huruf, masalahnya akan terjadi ketika angka dirubah dan harus mengetik kembali huruf terbilangnya demikian seterusnya.</span></div>
<div class="MsoNormal">
<span lang="IN">Kali ini saya akan memberikan pencerahan bagaimana caranya agar ketika angka dirubah huruf yang adapun ikut berubah mengikuti perubahan pada angka yang diketikkan.</span></div>
<div class="MsoNormal">
<span lang="IN">Sebenarnya pada M.S Excel sudah ada program merubah angka menjadi huruf namun belum ada untuk merubah ke bahasa Indonesia. Untuk itu kita harus membuat sebuah program melalui Macro kemudian di aplikasikan ke M.S Excel melalui add ins.</span></div>
<div class="MsoNormal">
<span lang="IN"> Berikut langkah-langkahnya :</span>
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" 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</a></div>
<ol>
<li><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Buka applikasi visual basic pada excel (excel option/popular/centang show developer tab in the ribbon).</span></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Kembali pada layar excel lalu pilih tab developer lalu click visual basic, kemudian pada layar visual basic click insert lalu pilih class module.</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><img alt="" 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AOIo9rL+YOSP8pf/ALPh9W/Osfz4JJpYoXDNE21gGzj61Z/svxJ/z/Wn5n/4iqFj4U1azmuJY5rJnnbe5Z26/wDfNaUqyjfnlcidJv4VYsUVJ/Yut/8APTTv++n/AMKP7F1v/npp3/fT/wCFbfWYGXsJkdFSPo2tqpJk0/j/AGn/AMKpaUJtQkcRX9hLGoP7y2PnLkMVKk5GCCKPrMB+wmWaKxhqWJY45tR0q3kdFcLOzoPm6DcV2k+wJ6Gpvtn3wdX0NSgywaZgVGSMnI6ZB5o+swD2EzTorLjvleFZRrOhiMjILTMvGM9xWhZWOp30AntLjTZYiSA6s+Dg4/u0fWYB7CZJRUn9i63/AM9NO/76f/Cj+xdb/wCemnf99P8A4UfWYB7CZHRUn9i63/z007/vp/8ACj+xdb/56ad/30/+FH1mAewmR0VJ/Yut/wDPTTv++n/wo/sXW/8Anpp3/fT/AOFH1mAewmR0VJ/Yut/89NO/76f/AAo/sXW/+emnf99P/hR9ZgHsJkdFSf2Lrf8Az007/vp/8KP7F1v/AJ6ad/30/wDhR9ZgHsJkgvbkAATOAOBzR9uuv+e8n51H/Ymt/wDPTTv++n/wo/sTW/8Anpp3/fT/AOFR7aj2/Afsqnck+3XX/PeT86Pt11/z3k/Oo/7E1v8A56ad/wB9P/hR/Ymt/wDPTTv++n/wpe2o9vwD2VTuSfbrr/nvJ+dH266/57yfnUf9ia3/AM9NO/76f/Cj+xNb/wCemnf99P8A4Ue2o9vwD2VTuSNeXDKQ0rkHggnrUDMW6/yp/wDYmt/89NO/76f/AAo/sTW/+emnf99P/hVKvSWwOjN7kdZuv8WDf8C/9AareoW2oae0IvbzSYPOcRReZKy73PRRkck46Cqus28p0GO6llRhLHvCKmMZjJ65OetEsRCSshwoyUk2N0K4FvoRkVVaTcgGYy/8C9hzWla3ry6YJpI41n3MMeQy5APHykk1geHLNrqxdit+4VlULbybQPkXrwev9Khkiu/+E4j0jy9UTTzKB9o3lmKeUSSRjAXfgbhkcc44Jy9pBaM0lCV7nSS3YOlwTShYpGbD4jPAye3Wq3h3U4r68uUZX8uIYDSRMgc8cgNWDeR6pFqZtj4d1qa3AH75L4EcOVc4MforMvOW+XgbuHhLq3t4ZbrQNeinkZFaOG6SQDdt77R/exzjkEdASPOq05TrRqRk1FdDrhNRpuDWr6ndbrX0T8qN1r6J+VcilrPJktp2twIEU7prg5BLop4CYwA7N1zhTwOcZ9s+oy28Mlx4e8QwsVYyRi5DEHGRg7Bn3yB368Z9D2tPzOTkn5HfbrX0T8qyTqFmdYubCExCdYDIVUchSpwfzB/KsKdJxaRyQ6R4kMzSbWieTlEyPmJCkcgtgDPTnGa1tB0yL7PdajJb3tvcBfLCXTZbBiVjngcgsV/4Cfwl1IWaBU5XRPDI82jwalPp1pPELRZRHJMTxsJ6bMZwxH41alW1s7nyJtO0WCRVWQF3CjknHPl9cqaitP8AkQ4f+wav/oqta90K3vpmkupbhpMIAyuEI2sWUgqAQQSeawVr6m5Qtlt7aU3Fra6JE67t0kU4XGMK2SI+2QOemcVck1S5itZLlhp5gjbYzrcswDZxjiPrkgVM+i2/AEkygZwFYKBkgnAA9VB/CnNo8H2aSASziKRg7KGA5GOQcZHQdKNAK39rTM7or6Yzr95FvCWHOOQEzT/7RuQwU/2cGYkAG7OSQ204Gz14+tMTw5ZrNLIhuEaX7+2TAJyTnA4zknnryfWpzo1uQwMlwNxJJ8znO7d6euT+J9TT9zzAWC5v7iPfBHp8iZI3LdMRkcHkJU2/Vf8An3sv/Ahv/jdSQ2fkKVjuJlUksRhTyf8AgNTeRJ/z9Tfkn/xNS/ICtv1X/n3sv/Ahv/jdG/Vf+fey/wDAhv8A43VnyJP+fqb8k/8AiaPIk/5+pvyT/wCJoArb9V/597L/AMCG/wDjdG/Vf+fey/8AAhv/AI3VnyJP+fqb8k/+Jo8iT/n6m/JP/iaAK2/Vf+fey/8AAhv/AI3Rv1X/AJ97L/wIb/43VnyJP+fqb8k/+Jo8iT/n6m/JP/iaAK2/Vf8An3sv/Ahv/jdG/Vf+fey/8CG/+N1Z8iT/AJ+pvyT/AOJo8iT/AJ+pvyT/AOJoArb9V/597L/wIb/43Rv1X/n3sv8AwIb/AON1Z8iT/n6m/JP/AImjyJP+fqb8k/8AiaAK2/Vf+fey/wDAhv8A43Rv1X/n3sv/AAIb/wCN1Z8iT/n6m/JP/iaPIk/5+pvyT/4mgCtv1X/n3sv/AAIb/wCN0b9V/wCfey/8CG/+N1Z8iT/n6m/JP/iaPIk/5+pvyT/4mgCjN/ackRQQ2qFhjctwcj6ZjIqja6dqNvM0hEErMNvzz4A5JP3Yh1Jrc8iT/n6m/JP/AImjyJP+fqb8k/8AiaAMKHRjEqZ0nSpHRVXzJH3McDA58uj+xVAcDQ9GAcAMMj5gDkA/uuegrd8iT/n6m/JP/iaPIk/5+pvyT/4mgDGGkEKQNF0UAjBGeo/791PaQXtnAsNrZWEMQJIVJ2AGTngeXWl5En/P1N+Sf/E0eRJ/z9Tfkn/xNAFbfqv/AD72X/gQ3/xujfqv/PvZf+BDf/G6s+RJ/wA/U35J/wDE0eRJ/wA/U35J/wDE0AVt+q/8+9l/4EN/8bo36r/z72X/AIEN/wDG6s+RJ/z9Tfkn/wATR5En/P1N+Sf/ABNAFbfqv/PvZf8AgQ3/AMbo36r/AM+9l/4EN/8AG6s+RJ/z9Tfkn/xNHkSf8/U35J/8TQBW36r/AM+9l/4EN/8AG6N+q/8APvZf+BDf/G6s+RJ/z9Tfkn/xNHkSf8/U35J/8TQBW36r/wA+9l/4EN/8bo36r/z72X/gQ3/xurPkSf8AP1N+Sf8AxNHkSf8AP1N+Sf8AxNAFbfqv/PvZf+BDf/G6N+q/8+9l/wCBDf8AxurPkSf8/U35J/8AE0eRJ/z9Tfkn/wATQBW36r/z72X/AIEN/wDG6N+q/wDPvZf+BDf/ABurPkSf8/U35J/8TR5En/P1N+Sf/E0AVt+q/wDPvZf+BDf/ABujfqv/AD72X/gQ3/xurPkSf8/U35J/8TR5En/P1N+Sf/E0AVt+q/8APvZf+BDf/G6N+q/8+9l/4EN/8bqz5En/AD9Tfkn/AMTR5En/AD9Tfkn/AMTQBiajBqcq+dJ5UaxjO2KXdz64MJOfpXO6xcltGaz8kotvEoViXyRscfxIv93tXbXEUyxOyTPIwHCuVVT9SFzXB6rBLZWd1Fcu8h8sMGeczMd3mnklRxk8DsOKcdwNf4fEfYbnH/PSH/0Wta04P/CRW5F/JGBGwNuPunjr0xnj/PFZngSPy4LpT/fgP/kJa6V4IftKTOv73opLHk4PbpnGaHuBy8VxE5ulOsrBGEJZo2O5fnT5+Rj2zz96oYpWFnsh8YpzH5iOY0dggHJOTkn5l688Vq6naQadBLeQ6TJqF0AI44oypJVmXIG9sAAqGPsvfFc5py30ukfaLzwvZS3wuCrwm0+z7U2Kc/MWDHJPIOO3UGsaUXBWf6v8xtm3Y6fNqEUk1t4la7ZsK0sBBQYZWAAVsDgEH1D1Z/sfVTOrza7NIioy7FgVMkqVDEg54JzWVZarf2W5LTw00EbSKSsQAyNoGTwORx+HuCB1Wmzy3MAkmjMblmG0g9ASB1A69a1EYceia0k5MfiCZYQWbaYQ/XovzEnA9c5/mbi2t1Z6VdR3l9JeElmR2QKVXbjb156E59636pax/wAeE3+6f5GgDmrT/kQ4f+wav/oqujukWZxEZpYpGRgpRsHtk+mRx+dc5af8iHD/ANg1f/RVdW+/zVwF8vB3Z654xj9aTEzJeS2Yz51SaLa7o26QLtJI4GR2xx9T1pZGt2kZRqrhiXG1ZlyOVJAGO3A9t3vVZpJGkYS6Oj7ZGKOQcH5h833SQTkmovkCzeXo5OZSmHVuQcbj93gY9Mjjiov/AFqZOX9amhcCKNws2o3ERbPJcADc2RzjH8JA9iajkls97q2sMrAtkeco2/P/AEI2/p1p8MpvLpln07agygeQZPBPtjHHr+dZ8oiAnaTQ0bGT/qjl+eOAp7Y/GhsbfVfqbsFqY5N5nmf7w2uwI5OfTt0HtV6sm0vLiW4MU9lLCo3ESE5U4bAH4jn/AOvUEWpXxOJdPkX5Q24E49x0zmq5kirpG7RisV9RulJAsZGOCd2Tt+8RjpnoAenfsOamM8zWkbxR4kaQKyMrcDdgnsffJo5kPmRpU6sKPUb15Is6dKquFJy33SWII6dgAe3XvW4DxTTT2GmnsLRRRTGFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADJ/9U1cH4zUslyFOD5KH9Ja7yf8A1TVw/isEtcBf+eC/+gy01uBU0SWO4tZHXUJbJfMhGVU/PiNAR+n61mSi3Pxbi26o81z9pVjbGM7R/oxxjJC8L3U7stypHTf+G9vFNp955qB8Og5941zWpNotp/wk8V8umwtN94z4bhsH5v7ue2cZ5oe4pK5xF4+mNrzgePNVt5fk/wBGzJtz5v7sc8cHYrDqQrbiMtiW3uLJtKtTYfEOcRbo/nuZQZCPkznd83Jyfm7MP4Qc75tXuLuUz+HNNlkCOwlkgUAEuMqWYdxJI2Rnvnryk1vPdWStN4RsJniKFQk0YBIA6cdBsQYz0A9MVEZKSuhtalWB7V2LL4ukv2MSYCFmVh5sXZG25JwnTOH5zznEsJbCPSIrpPiNcTRwRuwklbMgXBzlSdx/HJ9P4cdWlrfMsrr4a0623BQoBUuMSJnJXHYbhjug9qii00mcRr4N02CHY5Zv3R5CHaoAUdScZz/9agINOtbm8u5YrbxbdzzeS6bjBjHzIS68hCRlMcEYfvmr9p4fvNK82W41ee+hEMqLHKpGzdtPByc/dPX1+uYLI6jYXeLXwvbxk7h5kEiwgpxg7QCAThcjJPA54FbMc95c6TdHULP7JIhZQokDhxt+8MdOSRj2oAzLT/kQ4f8AsGr/AOiq6Z9nmJy+7a2ACcEcZz2z06+/vXM2n/Ihw/8AYNX/ANFV01wbgAm3WJ22nCyMVy3GOQDx17UmJmHJCS0hj1p1PmTZHzHaSyjGC38J4Hb5unertyEuH86HUSnloyssZJGQRkkA9R0x70r20x8zbp9kcmQjc5GScYJ+Tvzn6Dr2EtZ49whsbMYLspMhySWBBPy98ZPuB17Zpf1qZ2/rUglwszK+phAucpkjq+Rzuz1BXj3FPhkSG7DSapvUqwELd/nC5654bj8ac9pK88jmwsmbBVS8hOQHyvG3jqSffHXrSvZylmI0/T8ndyTycuDz8ncZJ9/zp2/rULMvRXttPL5cM8byFS21WBOAcZx9afFd28r7IpUd8bsKcnHrVG2s9txuksbSMYPzx8tw3yj7o7AH2I/GraWduhyIIlPHIQDocj9efrVK5abYfbrbzAgmUueQByfvBf5kCrtUorG1jkWSO3iVxnDKgBGTk/rV2mr9Rq/UKKKKYwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGT/6s1w/iy4jtvtMkudvkKvAzyRKB/Ou4n/1Zrzv4g/8ed1/1zi/nJTjugND4Y/8eN7j+/H/AOixXb1xPwy/48rz/fj/APRYrtqJbjZx3xFNp/wh+tjULyW2t9i7mixu/hxjoeTgda5bwX/Z58KWrG7uYLczxkSqrs8p2kA7h3I+XPJ+XA5wR2PjZrxPDGsGwgtricR5CXGNhAC7iQcDgZPWua8D/wBoy+G4ZI9PtJ7nz13iRCEjwCCFLMeh7rn7xGKQjRtJrPDH/hJbu8xnGA77eH5Oz259OB6im3ZsI9RuS+u3VlcGRyQFZVHz8gk9R2GMdOMHNW9mrSIwbwzp0POR+8SXJ+YjI+XvjnP8RqSVNWW8ujDoOn3ELO2C5WNn+Y4JJznjnoOtMCLS3tmubQxazcXv705kdHYOfk6NnaP4RwP4yOM8dRrH/HhN/un+Rrn7OK/N3aPcaNZWihzkxhXKDA/iBH+0fu44FdBrH/HhN/un+RpAc1af8iHD/wBg1f8A0VXQ3eo21rcwQXDsskwYoBGzAgYzkgYH3h19a560/wCRDh/7Bq/+iq6ea1gm/wBfDHJ8pX51B4OMjntwPyoVuoFQ6tZncVmMgDbPkRmOc4xgD/8AXz6U6bVLOHJll2qCVOUbqDj09QceuDjpUN/ZRpZObGwtmnyAFMKkYJAbgle2e4ziqlnFPLfCK50K1jgfc0k2UPzZJ+71OcLz/hVJJq4jUvNUs7KQR3NwqOU8wLgk7chc8e5FQx6tZO0gWXJi5Y7W9M5HHIxjkdcj1rHvJdSy7XPh63vJRJ5cRBT/AFZcAZySRxz6cHpT5ft8cjG20CLDLIGbzUUNmQcYB/iQA59QBUjNAa/YNG0izOVUkHEL5H4Y/D6keoq5Z39veN/o0okGC2QDjglTz9R0qldQNHZtNpmnoLvO1Y3VQMbwScbgO2euelQaZ9rjud0+hwWoZdvmW7o55kxg8A4x8x/HvTdugF2LXtNlVGjuQwfphG9cenFMOv6b5yxC6zITjARuOCcnjgYBOenFU76zuILlvsGkWNzb7EARgsfO47uckcDttGc9eMVHoUUlxdSJqHhuzsTGBIJF2OC/sQOvXmkBrWur2V2ENtcrIsgBVlBwckgc4xyQR+FalU4rG1iYNFawxsMYKoB0zjp9T+dXKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAZP/AKs1518Q+LO6/wCucX85K9AuUaSMqHaMkfeXGR+YIrhPiHZfZtBmma4mmd2RP3m3gDceNoH941UN0Bc+GLgafebiAd6dT/sCuwNxADgzRgjsWFcB4JtN2nPI8+wGRGAVsE7UHB9q3WjvVdhDdW6x7iVBPqc+lEtwZa16zg1bSbyy+1CE3C43q4JUjocfgP8A61U7bQ7T7L5F5dRysJVlEkZCNkRLHknJO75c5GOcelLt1H/n7tvz/wDrVHPBqE0TRtewoG7xuVYfQgVNtbisr3FXw/aqBnXNRMgGFkN0NyjuAcfjQPD1usrPFr2pIWGDtuxzyT/Mn8zSxxahHGqC8gIUAZZiSfqcc07bqP8Az9235/8A1qYzU0aCDT7QWyXslz8zPvmlDuSTk8/XNT6symwmwQflPQ+xrFSO8aRPPurdowwJAPJwc+lWXRYrS6AlZy4d/mbOMjoPakBm2n/Ihw/9g1f/AEVXZVxtp/yIcP8A2DV/9FV2VAGXriRSadIs5fYWQYVQxJ3jAweDk4HNZOmi0GqW5i1XUJnKMUgkLbGXLcnjBPXGeeBXSTRRzRGOZFdG6qwyD+FRR2ltFKZI4IkckksqAEk98007Kwjj9Ri020ivHm1TVLTeZSUhcpgeYAzKF4HIxk84z71sPPZa3A1j9uaR3cvuSPGAr5xkgrxjHvjNav2G13lhbQ7skk7BnJOf5gGhbK3S7FyltCtxhh5ojAbDEEjPXkgE/SkMzItAaJwyapqhK9A9wXH+sD5IPXpj6EimW/h1oHVjq+pzBQuFnlEgyrhweR14xn0JrpKKAM2exN1bRxXEzMysHLBFwx57EEY5/QVRGhuGhP8Aaupny8nBn+8c9T6/TpxXQUUAZ1jZm1iEElzLcRBAg847m6nJLdTnIHPpWRB4ZNteWz22p38UUTqzQLJiNgFxjaMAZPJ455rqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbJ9w1xXxNGfDbf74/ka7WT7hri/iYceGz/AL4/kaqG6A5Tw/pzXloZo7iVJAoQhEdscZ52j3HftWiuh3ZP7y/uWGScCGUd+P4aj0DQrO90cXV7fXVoEYbHgn8naf3TZJ7nMYAz6nvgjQn8G2s0zySeJfEG4tGr/wCnLyykFAcr1BII9zQpSirCnFOTZFZ6VcQFt9zPKDjG6CTjk/7Pv+lVh4fnWMol7dAFdpzDIfb+76V0KaHZx2N1bvfahNmRZ3ZrndIpEIj+9jJyoyc5ySexxSf8I9HOm7+2dbIcKd32vDHAOOduR949MU/aMnkRhrolyJVdrydgCCVNvJg4I/2fb9a0Psj/AO3/AN+ZP/ia7NbnCgbSccctTJLtI8bwFyQBlu5OB+po9ow5EcebRwMneB/1xk/+Jqrpen3SaxqN3LeTSxygyiCWWQrCArriNWUYB3Ank8+2AO6mnZ43WMBXI4LcgH6ViR2MtulxJNcCXMcgAw2RuO48sx47AdhScm9xqKWxWtP+RDh/7Bq/+iq7KuNtP+RDh/7Bq/8AoquyqSjG8ULatok4v/N+zkpuEWNx+dcAZ98VzrjRopmM2q36XDNI3znzHXDYIHynaMnhf0446zVftIsJfsQU3HG0MQB1GevHTNZjy6sXKx2kTqu/Mj7ck7hjChumM9SD647tScdEwsZrNpEuiXNvJe3t1atMWdpWw+5JI8qCwHG4qMDrnjmrFzp9rHbSXZ1DVFhVpIiluCcEzEt8iISTuBGcdKtyHWJLaTNrapcDzAhXDD7ybTyehG7P0FX2+2ixb7Mlslz5jbRJnZt3nBO3uVwfqaG7u4GBrFvY2Fr9nvX1SS22ljMX3YLyocbyeCCo49Cadeajo9xbmwm1GaHy2+0b0XpiRgMEqQMMpwOvArY1KO9cs1rLHsEe0RFBkPn7+45GB6Y9ee1VWbWkVilnascKNvTJ3fMc7umOgx/hST1AX+zY2iXSne/kRT9pNxIQwJ3k7dxHXPbHSnxaMqBNt7ekIECgyDACuWHbvnBPUgCtLZcfbd/nJ9n8vHleX82/P3t2emOMY/GrdPmYGNpukGwuN4vLqZBH5YSd93fOc/kPz9a2RRiipbbd2AUUUUwCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBsn3DXFfE7/kWj/10H8jXayfcNcV8Tv+Rbb/AHx/I1UN0BzCajaW/h6ztL/T571JmaQLFIU27FXngg/xVnC88OBY0bwxdnYeCZWHPqTmtvw5pVvq8lhb3TSqq2075jbac5gH9a6hvBWnsfnuLxgRtIMgwR6YxXXB0LfvL38jkq+35/3dreZzuiDTI4hNpWlW1rK8LIFa+VWVcDOVJ9Npp0umx34UNCcsFYCO+iXJYrg9MnnbjJOMjHausXwzpkdvHE0G/YMB2xvP1IGTTrfw7plvN5sEHly8DerYOAQQM+xArkly8z5djqjey5tzmY/DF2ok8yzvH3E7c3qfKPy5P1zViz0O9sSTDp07MWU5lu0fADhsDjPb+Z6k57jY3/PR/wAh/hS7W/56P+Q/wqRmD5mq/wDQJ/8AJlKr3d5cx7YLyy8hp1cL+9D8BCSePpXTbW/56P8AkP8ACuc8TAjUNNyxb5ZuuP8AnmaAKdp/yIcP/YNX/wBFV2Vcbaf8iHD/ANg1f/RVdlQBj+J/sx0S4+2rM8GU3LDjefnGMZ98Vzs8miLKVlvbuFh5w8pQpCjzBuBAUjrjg84zmu4JABJIAHc0yOWOTcEdWK8HBzigLnGSHR2065/fahJbEzq+dysCZIg2N2DwduOucnrW3eLZNpEonhubi2899yRxu77vNOcBOcBs/hW2NrYYYPoaZ8iDsoz9OTQBzPii10+dwb7TriRvLVBdRLGMBm2iPc5Hds46fyqsZNKfIS+lO4qpDKi5U3BBxwpxuLLx2Jxk12lITjrQBx+nXukaTOg+23LTOhVVnXJC7ySfug8EkH/dx2res0gs5RY2dm0FsiGRWjQLECWOVGD97OT071bRYoVWONUjXsqgAdfT6n9asUAFFJkZx3paACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbJ9w1xXxN/5Fs/74/ka7WT7hrifieceGj/10H8jVQ3QFb4f/APH9Zf8AXpP/AOhQV6DXn3w//wCP6y/69J//AEKCvQaUtxsKKKKQgooooAK5vxT/AMhDTf8Adm/9Fmukrm/FP/IQ03/dm/8ARZoAo2n/ACIcP/YNX/0VXZVxtp/yIcP/AGDV/wDRVdlQBn6xdwWWnyzXKNJCMKyqoYnJA6Hr1rnbq60mUzvL9qQODucFV79jnPr7cc9q6TVBetZSDS2gW7yNhnBKdRnOOemayUXXwZCi6chycKwZQTn72Rnr+fPIpNJ7icU9zMOuaPJYXUGL0REiV2RBuyWxkBeeoyTjHPXkVamtrSe2mukivZoldoTFCqMSQ4yQB7j155yDxUqx+KysuZ9IVyo2fK7KDu5yOD09/wAK0fL1J7KRRcWsN0ZCUcRmRAm7gEZXJx1560nFCcYvoZWoy2FpIdNuEuygUXW84K5ZiNuT36nH5ZPFVTfaVbO5Q3LFI9x+4TgPnbk9wffPbrW7eQ6n9qEllNEsWxVEcuNu7eNxwFz93OPmxnHFRRjXPtLGVrD7Ng4CFi/3+uSAPucfWjlQWj2MqO406C+aEfbPOiJUEhTkiXoCfVgMD396dda1pTzW95OJjK4ARcKdoBJzjP15/lWhFBrQCrPLYy/MrHeCdvzknGFGTtxg8cikYa4lzIQbJrUuRGMHeqlup6DAXnA5OMd8h8qDkjsZljqGmXS2oiFyu4RFFZEXklgvI4JyT0P6g424J7fTdPs0ika4inkVInUp85ck54wCOp47VTlTxOYYlik0kSD/AFjHfg+wGOO3P6VLZR+IFaEXMumGMbA4jRwcDO7B6Htjgd6FFLYFFLVGxazrc2sM6AhJUDqGGDgjPNWaoWIulCi6KEeWg+X+/j5vw6Y/H2q/TKCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBsn3DXFfE7/kW2/3x/I12sn3DXE/E7/kWj/10H8jVQ3QFb4f/APH9Zf8AXpP/AOhQV6DXnvw//wCP6y/69J//AEKCvQqUtxsKKKKQgooooAK5vxT/AMhDTf8Adm/9Fmukrm/FP/IQ03/dm/8ARZoAo2n/ACIcP/YNX/0VXZVxtp/yIcP/AGDV/wDRVdlQBXmZkjZkQuwGQoIBPtzWdcazHB5geGUlcnCjOQCAfx56Vc1BZ5LSVLSTy7hlIR8gbT68g/yNZ0ttqjWN0kN2I7t5y8UjBWCJuGFxsH8PHOTz19BptaMTTezLM2pxwztG6PgKrbuMYJI9fb+XqMwy61HGzIUkYjcfkwRgPt65HPfHpUCrq+cm8tQQsi8ODlju2Z+QdPl/I9c1BjW0TZLf2glPIfKhc5GF+7nkE9uw9aVn3E1LuXV1y3aRlVJGxkkgDHBwec9R6deDxVm71OO2l8uSKUnaG3KoI5OPWsqWHxC90DDfWKxZ+5nJIHU/c/T9amhm1C1Cy6jdWToSIwQ/lqWL89R1C9BnkjHvSSdtwtLuTwa3DO4WKOZs9wBgfNt659e3WrFrfrc3Hlwr8oTfu3A/xEYwD7H9KjllkjvVMckDW8gVVVpQp3bjuIG3nj36jtyaHac3itb3MP2dwm0FwejHfgY5yCBnPUD3yJPqwSl1Zr0VQRXF7JL9rVrcoAsO0fKfXd1/CqkEM7LHF/bDP5LqZHCR+ZJ1O1+NoBBHRQeOtUUbVFYl9FqRu2ntb6OO2BQ7JNpUABt/8Of7v8XY9KNH+3GHdf3dvOrqpjMJGDx1HA69f5Yo5dL3A26KiWeJhlZUI9Qwpj3EMaF3ljVQNxJYAY9aALFFQGaJVJaRABySWH1qegAoqss0TsyrIjOpwQGBIPBx+o/MVZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGyfcNcT8UP+Rab/AK6D+RrtpPuGuK+Joz4bYf7Y/kaqG6Aq/D//AI/rL/r0n/8AQoK9Brz74f8A/H9Zf9ek/wD6FBXoNKW42FFFFIQUUUUAFc34p/5CGm/7s3/os10lc34p/wCQhpv+7N/6LNAFG0/5EOH/ALBq/wDoquyrjbT/AJEOH/sGr/6KrsqACis7VYZ7izkitJWimYrhw23GCCecHGRkdKqW8GqLeRvcXIeBWYlBjJBBwPujODjv2754Erq9wOdvbbTbSOaNNBvZkzIfKiDlGIkUBicbtxxkYyMZ9eZbfT9Dv9W8qbR76G5cM+6aRlBCNjj5+mcYGPTgV0MNpeC+WSaYmAGX5BKSDuYFcgr2HGM4rYoegHL2VpBplu13p+jyW1xv8nypHwSGflvlLjGTn1x6VDPJp32ZLQaFerbl/NEUEARdwfbu+VgAc/N645rrqKaa7AYLeGtNa5WZonZ1UqAZWIGW3E9c5yfWnT+H9Mmihilti0UJBRfMbCkEkd88bmx9fpW5RSAwB4X0oxBHt2c4wW8xlJ/75IFNg8JaLB5ZjsVHlyLKmZHIV16EZPFdDRQBnWen29nCLe2V0hVBGqeYxCqPTnjr161Uh8N6Sk63CWmJwyN5hlcsSn3cknJx71uUUAc63hjSWct9nOWAEnzH94ApUA/QemDwKW48JaNcEvNalmK7c+dIMDGOPm44roaKAMCPw1pUTs8VpskbkuHbJO0oCeeTgnrWu0EJaItGjGP7hK5K9uD2qxRQBQWxhW8M4DmQsXOXJGSoXIBPHAxxV+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbJ9w1xnxK/wCRdP8Av/0NdnJ9w1xnxK/5F0/7/wDQ1UN0BT+H/wDx/WX/AF6T/wDoUFeg1578P/8Aj+sv+vSf/wBCgr0KlLcbCiiikIKKKKACub8U/wDIQ03/AHZv/RZrpK5vxT/yENN/3Zv/AEWaAKNp/wAiHD/2DV/9FV2Vcbaf8iHD/wBg1f8A0VXZUAQSsyxsY1DOBwpOMn0zWW+qTRrMX0+6YozBBGu7eAcAjpjNWdWiZ7CUJcGDGGMmSMAEE8gg8gEde9YapfRBzJ4kQ7GdT5sEac5XAPQ8cjrzn6Yl+pMvU1pdSYMR9juyBuywiOBhsfU5HPHanXuoyW0qqtlc3AK7iYVz3xj09+tZEEWpMWZvEMVxHg/KIFXB3LgkqQeMEY9znNbPmx/b/N/tArEqbWtsptznG4nG7OeOuKPmL5kEurugP+g3zHJAAiyTg4z6Y70+21Lzny9rcQg9PMjYHO7aO2OeD16HnGKz5rS8eGR01kLbMSQQMhT5hYfPuz0wuM447Zqe3ju2dkXVUnOwYQIgPEhyxI56fLx0x60K/cNb7mp57/bDD5bbNm7zOcZzjHT+tUm1Rl2lLSZwSoJjUsMFmXIIGDjAP0NZ6QarBKkNzr8ZcLvz5Mas/JzlccDpyD69OtItnq5mink8QxmHzOFW2QK3UYznk8/p60fMb8may6i7W1tOLO6AlfY0bIQ8fXkj04/UU+2vjO3zQTRgorfNG3Ukgg8dsfrWZp0lzbGL7TrkF7uVVJZETd8zZYbe5+VR247mtGQxxzfalvCFlKRhXfMfX+Ef3j680fMS9Rsmostw8P2S4Kq6oHVCVOQDnp0Gf0pkOpPKY1+xXS7tm5mjIUbgSe2eCMHgdaLQJZRosl80sMgVYWnk3Mx5JO7jORjj/Z96uC7tyMiWPBxg54OemPXoenpR13DW+5coqoL+1YArcwHPT94OaVry3VEkaaII5wjFhhvoad0VdFqlqpFe28rbIp4nbOMK4JzjNW6YXuFFFFAwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbJ9w1xnxK/5F0/7/wDQ12cn3TXGfEr/AJF0/wC//Q1UN0BS+H3/AB+2X/XpP/6FBXoVeefD3/j9sv8Ar1uP/QoK9DpS3GwooopCCiiigArm/FP/ACENN/3Zv/RZrpK5vxT/AMhDTf8Adm/9FmgCjaf8iHD/ANg1f/RVdlXG2n/Ihw/9g1f/AEVXZUAUNTuJrazaWCAzyBlAQZ5BYAngE8Ak8A9KxLHZfXSpc6JPblmk3vJ0HIOSRwckn8q3r+B7mymhimaGR1KrIM5U+vBB/UVRfTblrG6h+3yebNP5qyfP8i7gdgwwOMDHBHWiya1E0nuUbuNrbTppY9IledJNqQJOxMi5Hzblzj6H0qMtEyvEdIlMbiR33CQAkPx1XvgH2zxnmq0czQuyy+KljZSwCXUKRH74A4O0kDBUEcEk/SrUVrfx3otZvEcctw0e9bdoVVyA4O7CsGxwV9OTnNLlXYXLHsNS/MtqYpNIuApxIYWLFiAQM4xn04781Gt8YLqNIdDu9mQC6+YApzuxjb6ge3vitWbVbOK9Esuoxxx+Vn7M3Dn59ofafmxn5Rgck9+MVLqe1h0iJJtXyry+Ylwrv8wVgWXKtnkZHXqeB0FNJX1G4rsPt7hb+YPeabcW5KhcurE5LlQOBjsCTnoR25qO+ItJ47CLSJZrNWR1eIt8jFuT07cng/l1qKNJ0miT/hJFYrFnZ5Sndh9u4856kL15raTWdMkWMx6lZsJOEKzqdx9ueaHFLbUOVdjAE6bYZToV7uJU+WTISg3P82MYz8qn1+YelaGlCO7tRC+nz2kaKJEjcMpDbmyM4HoD1/i7VdOt6WJVj/tC0MjNtCiZSc8+/HQ1JaalZ3p/0O6t7jjd+6kV/lzjPB6ZB/KlyrsHKuxQmANlZK+nSkPIq+TIxYwgg5LEbhgD145xVi1060mtLZ3tzGdqOI2ZiUIGQOvbJqSbVbK3ufs811HDLvEYEp2bnIBCqTwxwRwMnkUo1nTWWNl1G0KyYCMJlw+emDnn8KOVdg5V2ETSLFAQsCqCFUgEjheg69BSnT7do4Ynj3LD9zcxJHBGck5JwSMn1NS215b3CF4Z0kjCht6nKlSMgg9CMdxSm8gMMUgkDRyj5GXkMNpbqPYGjlQuVdiJdKtEmWYQjzVbcGJJOfXrWjiq5niBiBkUeacJz97jPH4A1TbVrNLiWF5wskX31Kn5eM+npj8wOpoSS2GklsatFUrG9trwyC2k8wx7d3BGMjI6+xpY7uGSdoFb94pIKkEdAD369RTGXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAGyfdNcZ8Sv+RdP+/8A0NdnJ901wvxVl8nwxuxn96q/nkU4/EgK/wAPf+Pyyx/z63H/AKFBXoled/Dw5vLLH/Prcf8AoUFeiUS3GwooopCCiiigArm/FP8AyENN/wB2b/0Wa6Sub8U/8hDTf92b/wBFmgCjaf8AIhw/9g1f/RVdlXG2n/Ihw/8AYNX/ANFV2VABRRRQBy39nW97qKx3WmW7x75HaUxOrZWQFecYOSSx5wfSpZtTvld1i012kUELM0bKn+sC4wAW4U7vft7dJXLeJTbreo02svpjCL7xZ1TG8DJO4J1OOeeabdwEmtysatFo1tHK7EOTGXAxKmDwAT1Lf8B4z1qOxnS9ufIv/D7wIiBgSjOMyNgj7gHuecgdsVPA8Mfh9TqWt/IsgDXcUuz5sj5dxJ6n+fGBijVPLi1lZZNWa0PlRkQybvKwJF5+8FyThfoaQFiS1tYrwxxaZG3CfOkZB+aTLfNjHBAbr2p1tpVpHqDoumQpbCMFZQw27sngJ2+8ee9ZzJEbSBZtfwrOHDmV0LZkXA4cHn7vXHPApmnyyafi4l1k31rIECEQvLwWwSdpOORgH69cUAyS30pluYUOi6UkgYPI6g7AMkEqdvLYPTA6HJwRViSI2N4sdtpkbwIY8eUjKRw/fGDj06fN2p8F5a32oi4s9VikjbYoijckDBOe+OcgdPTviuipp23A53T1j1Gdpr/R44JQVcPIu5twAHUqOe3BPSrraHpjABtPtSAAADEDwP8A9ZrUpaV77AUrWwtbPcLW2ihDAKQigZA6D9TTns7d44o2iTZF/qwBjZwRx6cEirdFAFOSytpHt2kgiZrc7oSVB8s4xlfTjinXFrBc7ftESS7cgb1BxkYNWqKAKsdvCpi2xgeSu1AOAo6cD8KbHZW0U7TRxIjszMzKMZJxkn34HPtVyigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAbJ9w1wPxd58Kf8AbdK72U4RjXnHxPv7a+8MstnMkwWVGLowZerDqO+VNVD4kJifDyRIZLJ5XVE+z3A3McDO6Dj9DXoX261/5+YP+/gr5l/4SG/t7GBopGX9yr4WR1GcDnAYCpx4i1EOR9olI95pP/iqbhd3GfSf261/5+YP+/go+3Wv/PzB/wB/BXzfBr2oTSkNcTAe08g/9mq6us3uP9fN/wB/5P8A4qnyAfQf261/5+YP+/go+3Wv/PzB/wB/BXz0+t3qqW86Un3nl/8Aiqm/ti8ZATNLn/rvJ/8AFUcgHv8A9utf+fmD/v4KwPEU8U2oad5MqSYWbO1gcfuzXjn9tXv/AD2l/wC/8v8A8VUY8Q38F7hJGO3OC8sje3dsdCaOQDvv7Svl8O2dtC9ibSS1toB5b7rjLbFYbenQt/hWzpOv6kulm51O1lS4a6WFYZikJ8ssoaTnHADFiOT8uBXnC+K9VUELPgL0wTx+tRyeMNXCsfPyQDjJb/GjkA9jstdglhLS3lsG8yRf9Yo4DsB+gFWP7atf+f22/wC/i14tD4u1Z0UmflgM4Lf400+LtW/57/q3+NLkA9r/ALatf+f22/7+LVae60m4k3zyafK+3bucoxxnOMntnmvGh4w1drnyjMNvPds/zqb/AISzVv8An4P5n/GnyAexwahp9upW3ns4kJyVR0UZ6dvoKhubjSbmTzLltOmfaF3SbGOAc4ye2a8gPi7Vsf67t6t/jT4PFeqyRqWm556FvX60cgHsGn2djd6fZ3M1jZvJJCrlvJXv8xxx6nNXGsLPy1QWluEXGEEQ2jByOOnB5rxo+KdVHS5f/vpv8apN4z1lZ0QXJ+YnJy2f50cgHuFtpdhaytLbWdvFIxBJRAOR0q95jV4MfFusf8/T/wDfR/xpsXi/WN3Nyx+rN/jRyAe9+Y3tR5je1fPY8d61gfvl/Nv/AIqrX/CY6x/z3/Vv8aXIB715je1HmN7V4B/wnOtf89h/30//AMVR/wAJzrX/AD2H/fT/APxVHIB7/wCY1HmN7V4IfGes/wDPx+rf41E3jXWv+fj9W/xo5APoDzG9qPMb2r58PjfW/wDn5/Vv8aYfG+t/8/P6t/jRyAfQ3mN7UeY3tXz9F431tutxn8W/xqUeNNZ/57j82/xo5APfPMb2o8xvavBT4y1jH+v/AFb/ABqH/hNdaz/x8fq3+NHIB9AeY3tR5je1fP3/AAmutf8APx+rf40j+NtbHS4/Vv8AGnyAfQXmNR5je1fO58c65/z8/q3+NNPjvXf+fr9W/wAaXIB9FeY3tR5je1fP9t411px81xn8W/xqb/hMdY/57/q3+NHIB715je1HmN7V4KfGes/8/H6t/jUE/jXWl6XGPxb/ABo5APoHzG9qPMb2r53HjnXP+fn9W/xoHjnXP+fn9W/xo5APojzG9qPMb2r55/4TjXP+fn9W/wAacPG+t/8APz+rf40cgH0J5je1HmN7V8+f8Jvrf/Px+rf40kvjfW1U7bnH4t/jT5APoTzG9qPMb2r5oXx74hyf9Ofr6n/Gpk8da8W5vG/M/wCNSo3bQ7dT6R8xvajzGr5puPHevgcXrj6E/wCNKPGniDP/ACEp/wDvo0KFyW7H0r5je1HmN7V8zxePfEGDm+c/Un/Gk/4TvxB/z/yf99H/ABp8gXPpnzG9qPMb2r5k/wCE88Q/8/8AJ/30f8aV/HPiEdNRl/M0cguY941LWpFvmsYiqBvLHnLIhIZpApTaec4Oc4I/rznjzS47Xw5KY5GO6ReCqKByzHAVRySxJryN/HfiIHI1GXNMu/F2tX+n3CXl68yKhcK3IyM4NaKHK7he5//Z" /></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Kemudian pada layar class module copy paste aja listing program berikut lalu di simpan dengan apa saja misal macro1 </span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><m:smallfrac m:val="off"><m:dispdef><m:lmargin m:val="0"><m:rmargin m:val="0"><m:defjc m:val="centerGroup"> <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:narylim></m:intlim> </m:wrapindent> <div class="MsoListParagraphCxSpFirst">
<span lang="IN">Option Explicit</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">'***************</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">' Mengubah Angka Menjadi Teks</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">'***************</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">Function andy(ByVal mynumber)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Dim Rupiah, Sen, Temp</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Dim Des, Desimal, Count, Tmp</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Dim IsNeg</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> ReDim Place(9) As String</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Place(2) = "Ribu "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Place(3) = "Juta "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Place(4) = "Milyar "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Place(5) = "Trilyun "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> 'Ubah angka menjadi string</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> mynumber = Round(mynumber, 2)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> mynumber = Trim(Str(mynumber))</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">
</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> 'Cek bilangan negatif</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Mid(mynumber, 1, 1) = "-" Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> mynumber = Right(mynumber, Len(mynumber) - 1)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> IsNeg = True</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> 'Posisi desimal, 0 jika bil. bulat</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Desimal = InStr(mynumber, ".")</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> 'Pembulatan sen, dua angka di belakang koma</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Des = Mid(mynumber, Desimal + 2)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Desimal > 0 Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Tmp = Left(Mid(mynumber, Desimal + 1) & "00", 2)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Left(Tmp, 1) = "0" Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Tmp = Mid(Tmp, 2)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Sen = Satuan(Tmp)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Sen = Puluhan(Tmp)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> mynumber = Trim(Left(mynumber, Desimal - 1))</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Count = 1</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Do While mynumber <> ""</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Temp = Ratusan(Right(mynumber, 3), Count)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Temp <> "" Then Rupiah = Temp & Place(Count) & Rupiah</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Len(mynumber) > 3 Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> mynumber = Left(mynumber, Len(mynumber) - 3)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> mynumber = ""</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Count = Count + 1</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Loop</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Select Case Rupiah</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case ""</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Rupiah = "nol rupiah."</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Rupiah = Rupiah & "Rupiah."</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End Select</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Select Case Sen</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case ""</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Sen = ""</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Sen = " dan " & Sen & "sen"</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End Select</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If IsNeg = True Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> andy = "minus " & Rupiah & Sen</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> andy = Rupiah & Sen</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">End Function</span></div>
<span lang="IN"></span><div class="MsoListParagraphCxSpMiddle">
<span lang="IN">'**************************************</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">' Mengubah angka 100-999 menjadi teks *</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">'**************************************</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">Function Ratusan(ByVal mynumber, Count)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Dim Result As String</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Dim Tmp</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Val(mynumber) = 0 Then Exit Function</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> mynumber = Right("000" & mynumber, 3)</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> 'Mengubah seribu</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If mynumber = "001" And Count = 2 Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Ratusan = "Se"</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Exit Function</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> 'Mengubah ratusan</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Mid(mynumber, 1, 1) <> "0" Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Mid(mynumber, 1, 1) = "1" Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Result = "Seratus "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Result = Satuan(Mid(mynumber, 1, 1)) & "Ratus "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> 'Mengubah puluhan dan satuan</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Mid(mynumber, 2, 1) <> "0" Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Result = Result & Puluhan(Mid(mynumber, 2))</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Result = Result & Satuan(Mid(mynumber, 3))</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Ratusan = Result</span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">End Function</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"></span></div>
<div class="MsoListParagraphCxSpMiddle">
</div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">'*******************</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">' Mengubah puluhan *</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">'*******************</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">Function Puluhan(TeksPuluhan)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Dim Result As String</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"></span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Result = ""</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> ' nilai antara 10-19</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> If Val(Left(TeksPuluhan, 1)) = 1 Then</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Select Case Val(TeksPuluhan)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 10: Result = "Sepuluh "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 11: Result = "Sebelas "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Result = Satuan(Mid(TeksPuluhan, 2)) & "Belas "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End Select</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> ' nilai antara 20-99</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Else</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Result = Satuan(Mid(TeksPuluhan, 1, 1)) _</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> & "puluh "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Result = Result & Satuan(Right(TeksPuluhan, 1))</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> 'satuan</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End If</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Puluhan = Result</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> End Function</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">
</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">'********************************</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">' Mengubah satuan menjadi teks. *</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">'********************************</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN">Function Satuan(Digit)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Select Case Val(Digit)</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 1: Satuan = "Satu "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 2: Satuan = "Dua "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 3: Satuan = "Tiga "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 4: Satuan = "Empat "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 5: Satuan = "Lima "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 6: Satuan = "Enam "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 7: Satuan = "Tujuh "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 8: Satuan = "Delapan "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case 9: Satuan = "Sembilan "</span></div>
<div class="MsoListParagraphCxSpMiddle">
<span lang="IN"> Case Else: Satuan = ""</span></div>
<div class="MsoListParagraphCxSpLast">
<span lang="IN"> End Select</span></div>
<span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">End Function </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Setelah listing program disimpan lalu kita panggil memalui add ins caranya kembali buka excel option click tab add ins click go lalu pergi ke browse... dan cari file macro1 yang disimpan tadi</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><img alt="" 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" 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" /></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Cara menggunakannya tinggal di buka excel terus ketikkan sebuah angka kemudian pada sell yang lain ketikkan =andy(sell yang berisi angka)</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><img alt="" src="data:image/jpeg;base64,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" /></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Selesai dan selamat menikmati dan selamat bereksperimen</span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></li>
</ol>Afriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.com0tag:blogger.com,1999:blog-1739414685816545602.post-49995220688873054592012-03-28T17:55:00.000+07:002012-03-28T18:14:43.806+07:00Conditional Formatting pada MS. Excel<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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Conditional formatting pada excel ini dimaksudkan untuk membuat format otamatis pada sell yang dimaksud apabila sebuah kondisi di ketikkan ke sel tersebut, misal angka>0, angka <0 dan sebagainya. Hal ini bisa diterapkan ketika akan membuat ghantchart pada time schedule proyek, berikut pencerahannya.</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac>
<a name='more'></a>
<ol>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Block sell yang akan diset</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Pada tab home click tombol conditional formatting pilih new rule</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Pada layar new rule.. pilih format only that contains kemudian edit deskripsi rule nya atau sepeti gambar berikut. Kemudian click format dan atur format yang diinginkan lalu ok</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac><img alt="" 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" /></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Setelah kembali ke layar excel ketikkan angka sesuai deskripsi rule maka sel nya akan berubah format sesuai yang diinginkan</span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></li>
<li> <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:narylim></m:intlim> </m:wrapindent><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;">Selesai </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span><span lang="IN" style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"> </span></m:defjc></m:rmargin></m:lmargin></m:dispdef></m:smallfrac></li>
</ol>Afriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.com0tag:blogger.com,1999:blog-1739414685816545602.post-24720869169109683562010-06-21T00:11:00.000+07:002013-04-10T09:54:11.297+07:00video tutorial AutoCad Land<a href="http://masterofcadland.blogspot.com/2010/06/autocad-land-video-tutorial.html#more">Berikut beberapa Video tutorial yang pernah saya pelajari dari youtube:</a><br />
<a name='more'></a><br />
<object height="385" width="480"><param name="movie" value="http://www.youtube.com/v/-Nh--Foelv8&hl=en_US&fs=1&rel=0&color1=0xe1600f&color2=0xfebd01">
</param>
<param name="allowFullScreen" value="true">
</param>
<param name="allowscriptaccess" value="always">
</param>
<embed src="http://www.youtube.com/v/-Nh--Foelv8&hl=en_US&fs=1&rel=0&color1=0xe1600f&color2=0xfebd01" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"></embed></object><br />
<object height="385" width="480"><param name="movie" value="http://www.youtube.com/v/pxZNFXJQAhc&hl=en_US&fs=1&rel=0&color1=0xe1600f&color2=0xfebd01">
</param>
<param name="allowFullScreen" value="true">
</param>
<param name="allowscriptaccess" value="always">
</param>
<embed src="http://www.youtube.com/v/pxZNFXJQAhc&hl=en_US&fs=1&rel=0&color1=0xe1600f&color2=0xfebd01" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"></embed></object><br />
<br />
<object height="385" width="480"><param name="movie" value="http://www.youtube.com/v/qqD3RXfdz1s&hl=en_US&fs=1&rel=0&color1=0xe1600f&color2=0xfebd01">
</param>
<param name="allowFullScreen" value="true">
</param>
<param name="allowscriptaccess" value="always">
</param>
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<object height="385" width="480"><param name="movie" value="http://www.youtube.com/v/RWA4FBZt3jY&hl=en_US&fs=1&rel=0&color1=0xe1600f&color2=0xfebd01">
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<div align="center" class="MsoNormal" style="text-align: center;">Tutorial Alignment Horizontal pada Cad Land Development 2006</div><div class="MsoNormal">Jika kita memiliki gambar kontur dan situasi dari suatu daerah yang akan kita bangun jaringan jalan, maka selanjutnya untuk perencanaan jalan kita harus membuat Alignment Horizontal (trase jalan). Pada Autodesk Land Desktop 2006 dapat kita lakukan dari menu <i>line/curves</i> dan menu <i>alignment. </i>Pada menu Line/curve terdapat beberapa buah menu yang digunakan untuk membuat garis (trase) dan untuk membuat tikungan, sedangkan pada menu Alignment digunakan untuk membuat alignment horizontal mulai dari setting lebar jalan sampai dengan settingan penamaan Stasioning.<br />
<a name='more'></a><br />
Baiklah kita mulai saja pembuatan trase jalan, langkah-langkah yang harus dilakukan adalah sebagai berikut:</div><div class="MsoListParagraphCxSpFirst" style="text-indent: -18pt;">1.<span style="font: 7pt "Times New Roman";"> </span>Pada menu line/curces pilih line, kemudian buat dua buah garis yang saling memotong yang kemudian kita jadikan sebagai tikungan. </div><div class="MsoListParagraphCxSpMiddle" style="text-indent: -18pt;">2.<span style="font: 7pt "Times New Roman";"> </span>Tahap selanjutnya adalah pembuatan tikungan, pada tutorial kali ini kita anggap jalan kita didesain untuk kecepatan rencana 60 km/jam, dari peraturan jalan raya untuk kecepatan rencana tersebut maka jari-jari lengkung minimum adalah 115 meter, panjang lengkung minimum 100 m dan lengkung peralihan 50 m,</div><div class="MsoListParagraphCxSpLast" style="text-indent: -18pt;">3.<span style="font: 7pt "Times New Roman";"> </span>Kita akan menggunakan jenis tikungan SCS (spiral-curve-spiral), pada menu line/curves pilih Create Spirals kemudian pilih fit tangent-tangent….. kemudian ketikkan radius 115 m dan panjang spiral 50 m. Maka tikungan kita akan dibentuk sendiri oleh program seperti gambar berikut. </div><div class="MsoNormal"><i><o:p></o:p></i></div></div>Afriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.com0tag:blogger.com,1999:blog-1739414685816545602.post-69648690863954167432010-05-25T17:54:00.009+07:002010-06-19T11:56:10.217+07:00Tutorial AutoCad Land Development 2006<meta content="Word.Document" name="ProgId"></meta><meta content="Microsoft Word 11" name="Generator"></meta><meta content="Microsoft Word 11" name="Originator"></meta><link href="file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C06%5Cclip_filelist.xml" rel="File-List"></link><link href="file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C06%5Cclip_editdata.mso" rel="Edit-Time-Data"></link><o:smarttagtype name="State" namespaceuri="urn:schemas-microsoft-com:office:smarttags"></o:smarttagtype><o:smarttagtype name="place" namespaceuri="urn:schemas-microsoft-com:office:smarttags"></o:smarttagtype><style>
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<div align="center" class="MsoNormal" style="text-align: center;">TUTORIAL MEMBUAT KONTUR PADA AUTOCADLAND DEVELOPMENT 2006</div><div class="MsoNormal">Pada kesempatan kali ini kita akan mencoba untuk membuat kontur dari hasil pengukuran survey dilapangan (koordinat x, y dan z). Program yang biasa digunakan untuk melakukan ini adalah program Autodesk land desktop (Cadland Development) yang dikeluarkan oleh autodesk. Program ini banyak digunakan karena kemudahan dalam pengoperasian tanpa harus mengetikkan banyak perintah-perintah seperti program lain yang sejenis. Baiklah tanpa memperpanjang mukaddimah kita mulai saja tutorialnya. Ikuti langkah-langkah yang akan dijabarkan berikut ini:<br />
<a name='more'></a><br />
1.<span style="font: 7pt "Times New Roman";"> </span>Langkah awal tentunya saudara-saudara sekalian harus menyiapkan data-data koordinat yang sebelumnya telah dihitung terlebih dahulu yang harus di simpan dalam bentuk notepad, seperti gambar berikut :</div><div class="ListParagraphCxSpLast" style="margin-left: 72pt;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnhJGiBJjZTynv-GavObqTEA4-AJGcXKHahkgWbjFfiRoCEUbo01SE6HYCoxGAB2Xrw6aqv7lmBmakEL7Dq7hwlJarJ-Cq50vk3BYMp9xG6nSJ8QtulSC9k4oIsWL2q2JwzPcSf2KgotA/s1600/New+Picture.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnhJGiBJjZTynv-GavObqTEA4-AJGcXKHahkgWbjFfiRoCEUbo01SE6HYCoxGAB2Xrw6aqv7lmBmakEL7Dq7hwlJarJ-Cq50vk3BYMp9xG6nSJ8QtulSC9k4oIsWL2q2JwzPcSf2KgotA/s320/New+Picture.bmp" width="216" /></a></div></div><div class="MsoNormal" style="margin-left: 35.45pt;">Isi dari notepad di atas terdiri dari empat kolom yaitu, kolom pertama yaitu number (nomor data), kolom kedua yaitu koordinat x (searah sumbu x atau searah timur), kolom ketiga yaitu koordinat y (searah sumbu y atau searah utara) dan kolom ketiga berupa koordinat z (elevasi atau ketinggian). Setelah selesai semuanya maka simpan notepad tersebut di dalam hard disk saudara.</div><div class="ListParagraphCxSpFirst" style="text-indent: -18pt;">2.<span style="font: 7pt "Times New Roman";"> </span>Jalankan program </div><div class="ListParagraphCxSpMiddle">Akan keluar beberapa buah jendela yang menyuruh saudara untuk menyimpan project, untuk langkah awal ikuti saja semua perintah tersebut sampai selesai, nah gmana mudah <st1:state w:st="on"><st1:place w:st="on">kan</st1:place></st1:state>!</div><div class="ListParagraphCxSpMiddle"><br />
</div><div class="ListParagraphCxSpMiddle"></div><div class="ListParagraphCxSpMiddle" style="text-indent: -18pt;">3.<span style="font: 7pt "Times New Roman";"> </span>Setting tampilan point</div><div class="ListParagraphCxSpMiddle" style="margin-left: 54pt; text-indent: -18pt;">-<span style="font: 7pt "Times New Roman";"> </span>Di menu jendela paling atas cari tombol <i><span style="color: #0070c0;">point</span></i>, click tombol tersebut</div><div class="ListParagraphCxSpMiddle" style="margin-left: 54pt; text-indent: -18pt;">-<span style="font: 7pt "Times New Roman";"> </span>Pilih menu paling atas yaitu <i><span style="color: #0070c0;">point setting</span></i>, kemudian akan keluar jendela <i><span style="color: #0070c0;">point setting</span></i></div><div class="ListParagraphCxSpMiddle" style="margin-left: 54pt;">Dari jendela ini semua setting terhadap tampilan point yang akan tampil nantinya dapat di atur, mulai dari cara penampilan, metode penambahan point, deskripsi masing-masing point sampai dengan layer yang akan digunakan, silahkan saudara coba utak-atik agar lebih jelas<br />
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<div class="ListParagraphCxSpFirst" style="text-indent: -18pt;">4.<span style="font: 7pt "Times New Roman";"> </span>Mengimport point</div><div class="ListParagraphCxSpLast"><span style="height: 49px; left: 0px; margin-left: 448px; margin-top: 57px; position: absolute; width: 28px; z-index: 2;"></span><span style="height: 43px; left: 0px; margin-left: 272px; margin-top: 75px; position: absolute; width: 42px; z-index: 1;"></span>Setelah semua settingan sempurna, kini saatnya kita mengimport data pengukuran ke program. Caranya click <i><span style="color: #0070c0;">point</span></i> seperti awal tadi terus pilih <i><span style="color: #0070c0;">import/export point</span></i> kemudian pilih <i><span style="color: #0070c0;">import points.</span> </i>Akan keluar jendela <i><span style="color: #0070c0;">import point</span></i>, lalu click tombol yang berada disebelah new format, maka akan tampil jendela baru yaitu jendela <i><span style="color: #0070c0;">format manager</span></i>.<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ_k8kymbzQJ-_LBgYn1VoiWteeu1u5Yl4U2zsCNdgDcj1xhP06Mlr_PHwEHgbTXAqFXFoNhiLKc-3VueVEXXea9_8ftoCPyXVqwUQz00J6Sd6094wjl7BxuoWXrLzc0zx6jWQGwmMXXc/s1600/New+Picture+%285%29.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ_k8kymbzQJ-_LBgYn1VoiWteeu1u5Yl4U2zsCNdgDcj1xhP06Mlr_PHwEHgbTXAqFXFoNhiLKc-3VueVEXXea9_8ftoCPyXVqwUQz00J6Sd6094wjl7BxuoWXrLzc0zx6jWQGwmMXXc/s320/New+Picture+%285%29.bmp" /></a></div></div><div class="ListParagraphCxSpLast"><meta content="text/html; charset=utf-8" http-equiv="Content-Type"></meta><meta content="Word.Document" name="ProgId"></meta><meta content="Microsoft Word 11" name="Generator"></meta><meta content="Microsoft Word 11" name="Originator"></meta><link href="file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C08%5Cclip_filelist.xml" rel="File-List"></link><style>
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</style><span style="font-family: Calibri; font-size: 11pt; line-height: 115%;">Untuk format baru pilih <i><span style="color: #0070c0;">new format</span></i> yang biasanya berada di paling bawah list dan pilih tombol <i><span style="color: #0070c0;">modify</span></i> yang berada di sebelah kanan. Pada jendela ini tandai tombol <i><span style="color: #0070c0;">delimited by, </span></i>click tombol <span style="color: #0070c0;"><unused></unused></span> pada jendela baru tersebut pilih label-label yang sesuai dengan data pada notepad kita tadi yaitu kolom pertama berupa <i><span style="color: #0070c0;">number</span></i>, kolom kedua berupa sumbu x (<span style="color: #0070c0;">easting</span>), kolom ketiga berupa sumbu y (<span style="color: #0070c0;">northing</span>), dan kolom keempat berupa elevasi (<span style="color: #0070c0;">elevation</span>). Cari tombol <i><span style="color: #0070c0;">load</span></i> yang ada di sebelah kanan dan akan keluar jendela baru yang mengharuskan untuk mencari letak notepad yang kita simpan di hard disk. Setelah ketemu datanya click <i><span style="color: #0070c0;">open</span></i>. Nah sekarang data kita telah di kenali namun belum tersimpan di dalam database, untuk itu kita click tombol <i><span style="color: #0070c0;">Parse</span></i>. Lalu <i><span style="color: #0070c0;">oke</span></i> kemudian <i><span style="color: #0070c0;">close</span></i>. Pada jendela <i><span style="color: #0070c0;">format manager-import point</span></i> pilih format yang baru kita buat tadi, untuk memudahkan pengeditan data point maka point tadi dapat kita jadikan sebuah group misalnya sebagai group kontur, caranya pada jendela ini centang <i><span style="color: #0070c0;">add points to point group</span></i> dan beri nama misalnya kontur terus <i><span style="color: #0070c0;">ok</span></i> lalu tutup jendela tersebut dengan menekan <i><span style="color: #0070c0;">ok</span></i> sekali lagi.</span><br />
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</style><span style="font-family: Calibri; font-size: 11pt; line-height: 115%;">Pada jendela <i><span style="color: #0070c0;">COGO Database Import Option</span></i> click <span style="color: #0070c0;">OK</span>, lalu data anda akan langsung di transfer ke CADland. tunggu beberapa saat, jika anda tidak bisa melihat data yang telah di transfer maka pada jendela perintah CADland Ketikkan z kemudian enter lalu ketik e dan dienter, kemudian akan terlihat seperti gambar di bawah ini.</span> <meta content="text/html; charset=utf-8" http-equiv="Content-Type"></meta><meta content="Word.Document" name="ProgId"></meta><meta content="Microsoft Word 11" name="Generator"></meta><meta content="Microsoft Word 11" name="Originator"></meta><link href="file:///C:%5CDOCUME%7E1%5Cclient6%5CLOCALS%7E1%5CTemp%5Cmsohtml1%5C10%5Cclip_filelist.xml" rel="File-List"></link><style>
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</style> </div><div class="MsoNormal" style="margin-left: 35.45pt;">Gara-gara udah lama nggak ngetik jari-jari jadi pegel, mumpung ada teh, yuk diminum dulu, sruuutttt. Cukup ngetehnya yuk kita lanjutkan lagi tutorialnya oke.</div><div class="ListParagraphCxSpFirst" style="text-indent: -18pt;">5.<span style="font: 7pt "Times New Roman";"> </span>Membuat surface</div><div class="ListParagraphCxSpMiddle">Jika langkah-langkah sebelumnya telah berjalan dengan lancar maka selanjutnya yang harus dilakukan adalah membuat surface dengan cara sebagai berikut</div><div class="ListParagraphCxSpMiddle" style="margin-left: 54pt; text-indent: -18pt;">-<span style="font: 7pt "Times New Roman";"> </span>Click <i><span style="color: #0070c0;">terrain</span></i> lalu pilih <i><span style="color: #0070c0;">terrain</span></i> <i><span style="color: #0070c0;">model explorer</span></i>.</div><div class="ListParagraphCxSpMiddle" style="margin-left: 54pt; text-indent: -18pt;">-<span style="font: 7pt "Times New Roman";"> </span>Pada jendela baru click kanan <i><span style="color: #0070c0;">terrain</span></i> lalu pilih <i><span style="color: #0070c0;">create new surface</span></i><span style="color: #0070c0;">.</span></div><div class="ListParagraphCxSpMiddle" style="margin-left: 54pt; text-indent: -18pt;">-<span style="font: 7pt "Times New Roman";"> </span>Click kanan <i><span style="color: #0070c0;">point group</span></i> pada hierarki sebelah kiri dari jendela <i><span style="color: #0070c0;">terrain model explorer</span></i>.</div><div class="ListParagraphCxSpLast" style="margin-left: 54pt; text-indent: -18pt;">-<span style="font: 7pt "Times New Roman";"> </span>Pilih <i><span style="color: #0070c0;">add point group</span></i>, akan keluar jendela <i><span style="color: #0070c0;">add point group</span></i><span style="font-family: Calibri; font-size: 11pt; line-height: 115%;"> </span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK-u3cMBF5bQb7Ez9AmOAGJxnA7bM8g4Yti2siZIsJWj34hhV7xwF18lwLEmTuwYgtS3xfrBLO0eKenrF3lK3qGkZ42p-U8y-xEZ_QlBHvojAabKwHnvJcbklOz33Fp4BYQsa3Mx1Y6aU/s1600/New+Picture+%288%29.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgK-u3cMBF5bQb7Ez9AmOAGJxnA7bM8g4Yti2siZIsJWj34hhV7xwF18lwLEmTuwYgtS3xfrBLO0eKenrF3lK3qGkZ42p-U8y-xEZ_QlBHvojAabKwHnvJcbklOz33Fp4BYQsa3Mx1Y6aU/s320/New+Picture+%288%29.bmp" /></a></div><span style="font-family: Calibri; font-size: 11pt; line-height: 115%;"> Pada <i><span style="color: #0070c0;">point group name</span></i> akan keluar tulisan kontur, lalu click <i><span style="color: #0070c0;">Ok</span></i>.</span><br />
- Pada hierarki yang sama click kanan pada <i><span style="color: #0070c0;">point files</span></i> pilih <i><span style="color: #0070c0;">add point files</span></i>, pilih format yang telah kita buat tadi lalu tekan ok.<br />
-<span style="font: 7pt "Times New Roman";"> </span>Tutup jendela <i><span style="color: #0070c0;">terrain model explorer</span></i>, maka pekerjaan membuat surface selesai.</div><div class="ListParagraphCxSpMiddle" style="margin-left: 54pt;"></div><div class="ListParagraphCxSpMiddle" style="text-indent: -18pt;">6.<span style="font: 7pt "Times New Roman";"> </span>Membuat kontur</div><div class="ListParagraphCxSpMiddle">Nah sampai juga akhirnya pada langkah pembuatan kontur, langkah-langkahnya adalah sebagai berikut:</div><div class="ListParagraphCxSpLast" style="margin-left: 54pt; text-indent: -18pt;">-<span style="font: 7pt "Times New Roman";"> </span>Pada menu <i><span style="color: #0070c0;">terrain </span></i>click tombol <i><span style="color: #0070c0;">create contours</span></i><span style="font-family: Calibri; font-size: 11pt; line-height: 115%;"> </span><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF2qsgcqa2TpF4jg17q5SPjQxtnvzh9fARjDm_Xlr2Sr-klHOHi2YPHdFSx8BwcJf3PmBVUIy9aYrMwQrBoTMSM25j18PKvlq5XSOdPOVFJQRdcQ-mWN-IA1LISt_bE6j_1gfSu_3Vq_A/s1600/New+Picture+%289%29.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjF2qsgcqa2TpF4jg17q5SPjQxtnvzh9fARjDm_Xlr2Sr-klHOHi2YPHdFSx8BwcJf3PmBVUIy9aYrMwQrBoTMSM25j18PKvlq5XSOdPOVFJQRdcQ-mWN-IA1LISt_bE6j_1gfSu_3Vq_A/s320/New+Picture+%289%29.bmp" /></a></div><span style="font-family: Calibri; font-size: 11pt; line-height: 115%;">- Pada jendela baru yang berjudul <i><span style="color: #0070c0;">create contours</span></i>, mula-mula pilih jenis surface yang akan digunakan disini kita gunakan <i><span style="color: #0070c0;">surface 1</span></i></span><br />
-<span style="font: 7pt "Times New Roman";"> </span>tentukan interval yang akan digunakan misal untuk interval minor dengan interval 1 m, kemudian untuk interval mayor dengan interval 5 m.<br />
-<span style="font: 7pt "Times New Roman";"> </span>style dari kontur yang akan dihasilkan dapat di atur dari <i><span style="color: #0070c0;">style manager</span></i> (tombol kanan bawah), yang dapat di pelajari sendiri dgn mudah.<br />
-<span style="font: 7pt "Times New Roman";"> </span>Setelah selesai tutup jendel <i><span style="color: #0070c0;">create contours</span></i> dengan menekan tombol <i><span style="color: #0070c0;">ok</span></i>, <i><span style="color: #0070c0;">erase old contours</span></i> lalu pilih <i><span style="color: #0070c0;">yes</span></i><br />
-<span style="font: 7pt "Times New Roman";"> </span>Nah gimana, sekarang kontur telah berhasil dibuat</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Q5taQb-BT3nCax9s36tcsCcBAj84FgG_pKXgdNg0R1QNgvj6qioppaF7iKUiiJ2zh2KbhbupRfWz1xCTcRAL1yd0cDnJ136hG3l4_UymMXOzeXMhiMrUySfbvT-XIW0VmCeRBW-6uuk/s1600/New+Picture+%2810%29.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3Q5taQb-BT3nCax9s36tcsCcBAj84FgG_pKXgdNg0R1QNgvj6qioppaF7iKUiiJ2zh2KbhbupRfWz1xCTcRAL1yd0cDnJ136hG3l4_UymMXOzeXMhiMrUySfbvT-XIW0VmCeRBW-6uuk/s320/New+Picture+%2810%29.bmp" /></a></div><span style="font-family: Calibri; font-size: 11pt; line-height: 115%;">Warna dari garis kontur dapat diubah dari <i><span style="color: #0070c0;">layer</span></i> yang dapat dilihat seperti gambar berikut, selamat mencoba.</span><br />
<table cellpadding="0" cellspacing="0" style="margin-left: 0px; margin-right: 0px; text-align: left;"><tbody>
<tr> <td height="3" width="1"></td> </tr>
<tr> <td></td> <td></td> </tr>
</tbody></table></div>Afriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.com0tag:blogger.com,1999:blog-1739414685816545602.post-39787766898298162542010-01-11T22:18:00.013+07:002010-06-19T11:54:19.276+07:00STANDAR PERENCANAAN GEOMETRIK JALAN RAYA2.1. Pengertian<br />
Perencanaan geometrik adalah bagian dari perencanaan jalan dimana geometrik atau dimensi nyata jalan beserta bagian-bagiannya disesuaikan dengan tuntutan serta sifat-sifat lalu lintas. Melalui perencanaan geometrik ini perencana berusaha menciptakan sesuatu hubungan yang baik antara waktu dan ruang sehubungan dengan kendaraan yang bersangkutan, sehingga dapat menghasilkan efisiensi keamanan serta kenyamanan yang paling optimal dalam pertimbangan ekonomi yang paling layak.Perencanaan geometrik pada umumnya menyangkut aspek perencanaan jalan seperti lebar, tikungan, landai, jarak pandang dan juga kombinasi dari bagian-bagian tersebut.<a name='more'></a>Perencanaan geometrik ini berhubungan erat dengan arus lalu lintas, sedangkan perencanaan konstruksi jalan lebih bersangkut paut dengan beban lalu lintas tersebut.<br />
Dilihat dari sudut tahapan pembangunan, perencanaan geometrik merupakan fase lanjutan dari over all plan yang selanjutnya diikuti oleh fase pembangunan. Sedangkan tujuan akhirnya adalah menyediakan jalan standar tertinggi dan sesuai dengan fungsinya.<br />
<br />
2.2. Faktor–Faktor yang Mempengaruhi Perencanaan Geometrik Jalan Raya <br />
Di dalam proses perencanaan geometrik, semua langkah yang akan diambil oleh seorang perencana akan banyak dipengaruhi oleh beberapa faktor penting yang harus dipertimbangkan dengan sebaik-baiknya.<br />
2.2.1. Lalu Lintas<br />
Masalah yang menyangkut lalu lintas meliputi :<br />
a. Volume/jumlah lalu lintas<br />
Untuk volume lalu lintas ini, harus diketahui sebelumnya jumlah lalu lintas per hari per tahun serta arah dan tujuan lalu lintas, sehingga diperlukan juga penyelidikan lapangan terhadap semua jenis kendaraan untuk mendapatkan data LHR.<br />
Volume lalu lintas menyatakan jumlah lalu lintas perhari dalam satu tahun untuk kedua jurusan, yang disebut juga lalu lintas harian rata-rata (LHR).<br />
LHR = jumlah lalu lintas dalam satu tahun<br />
365<br />
LHR dinyatakan dalam satuan mobil penumpang (smp). Satuan mobil penumpang adalah jumlah mobil yang digantikan tempatnya oleh kendaran lain dalam kondisi jalan, lalu lintas dan pengawasan yang berlaku. LHR ini memerlukan penyelidikan lapangan selama 24 jam selama satu tahun dan dilaksanakan tiap tahun dengan mencatat tiap jenis kendaraan. Sifat lalu lintas meliputi lambat dan cepatnya kendaraan bersangkutan, sedangkan komposisi lalu lintas menggambarkan jenis kendaraan yang melaluinya.<br />
b. Sifat dan komposisi lalu lintas<br />
Sifat lalu lintas meliputi cepat dan lambatnya kendaraan yang bersangkutan, sedangkan komposisi lalu lintas menggambarkan jenis kendaraan yang melaluinya. Dalam penggunaannya hanya dipakai kendaraan bermotor saja yang dibagi dalam 2 kelompok<br />
<ul><li>Kendaraan penumpang (P), termasuk jenis mobil penumpang dan truk ringan seperti pick up dengan ukuran dan sifat operasinya sesuai/serupa dengan mobil penumpang.</li>
</ul><ul><li> Kendaraan truk (T), termasuk truk tunggal, truk gandengan (berat kotor 3,5 ton) dan kendaraan bis.</li>
</ul>Demikian pula untuk sifat-sifat kendaraan dari berbagai macam ukuran yang mempergunakan jalan akan mempengaruhi perencanaan geometrik, sehingga perlu memeriksa semua type dan kelas jalannya.<br />
Adapun kelas umum dari kendaraan yang biasa dipakai adalah :<br />
<ul><li>Kelas kendaraan penumpang</li>
</ul><ul><li>Kelas kendaraan truk.</li>
</ul>Adapun sifat-sifat dari kendaraan meliputi :<br />
<ul><li>Beratnya</li>
</ul><ul><li>Dimensi (ukuran)</li>
</ul><ul><li>Sifat operasi (cepat atau lambat)</li>
</ul>c. Kecepatan rencana lalu lintas<br />
Kecepatan rencana adalah kecepatan maksimum yang diizinkan di sepanjang bagian tertentu pada jalan raya tersebut, jika kondisi yang beragam tersebut menguntungkan dan terjaga oleh keistimewaan perencanaan jalan, dalam arti tidak menimbulkan bahaya, inilah yang digunakan untuk perencanaan geometrik. Suatu kecepatan rencana haruslah sesuai dengan tipe jalan dan sifat lapangan. Kecepatan rencana merupakan faktor utama untuk menentukan elemen-elemen geometrik jalan raya.<br />
Dipandang dari segi mengemudi, kecepatan rencana dinyatakan sebagai kecepatan yang memungkinkan seorang pengemudi berketrampilan sedang dapat mengemudi dengan aman dan nyaman dalam kondisi cuaca cerah, lalu lintas lengang tanpa pengaruh lain yang serius.<br />
Kecepatan yang digunakan oleh pengemudi tergantung dari :<br />
<ul><li>Pengemudi dan kendaraan yang bersangkutan</li>
</ul><ul><li>Sifat fisik jalan</li>
</ul><ul><li>Cuaca</li>
</ul><ul><li>Adanya gangguan dari kendaraan lain.</li>
</ul>Kecepatan rencana adalah kecepatan untuk menentukan elemen-elemen geometrik jalan raya, seperti jari–jari lengkung, super elevasi dan jarak pandang langsung yang bersangkutan dengannya. Penampang seperti lebar jalan atau jumlah jalur mempengaruhi kecepatan. Oleh karena itu penampang dan kecepatan rencana harus direncanakan secara bersama. Dipandang dari segi pengemudi, kecepatan rencana dinyatakan sebagai kecepatan yang memungkinkan seorang pengemudi untuk mengemudikan kendaraan dengan aman dan nyaman dalam kondisi keadaan cerah, lalu lintas lengang dan tanpa pengaruh lain yang serius.<br />
<br />
Tabel Kecepatan Rencana<br />
K e l a s 1 1 & 2 3 3 & 4 4 & 5 5<br />
Kecepatan Rencana (km/jam) 80 60 50 40 30 20<br />
<br />
Dipandang dari kondisi lingkungan pada umumnya peran jalan raya dan karakteristik fisik kendaraan yang menggunakan jalan raya, kecepatan rencana maksimum 80 km/jam adalah layak bagi jalan raya tanpa pengawasan jalan masuk. Kecepatan rencana minimum 30km/jam merupakan volume lalu lintas rencana rendah. Kecepatan rencana 80–30 km/jam cocok untuk jalan kelas 1–5, untuk kondisi kelas 5 cocok untuk lalu lintas yang cukup rendah dan kondisi medan curam.<br />
<br />
2.2.2. Keadaan Topografi <br />
Topografi merupakan faktor-faktor penting dalam menentukan lokasi jalan dan pada umumnya mempengaruhi alinemen sebagai standar perencanaan geometrik seperti landai jalan, jarak pandang, penampang melintang dan lain-lain. Untuk memperkecil biaya pembangunan jalan maka standart perencanaan geometrik perlu sekali disesuaikan dengan topografi dan keadaan fisik serta penggunaan daerah yang dilaluinya. Misalnya keadaan tanah dasar yang kurang baik dapat memaksa perencana untuk memindahkan trase atau mengadakan timbunan yang tinggi (elevated high way) dan hal ini juga dapat terjadi bila terdapat tanah dasar dengan permukaan air tanah yang tinggi. Berdasarkan hal ini jenis medan dibagi menjadi 3 golongan umum berdasarkan besarnya kelerengan melintang dalam arah kurang lebih tegak lurus sumbu jalan.<br />
Klasifikasi medan dan besarnya kelerengan melintang<br />
<br />
Golongan medan<br />
<ul><li>Datar (D)</li>
</ul><ul><li>Bukit (B)</li>
</ul><ul><li>Gunung (G) Lereng melintang</li>
</ul>0 sampai 9,9 %<br />
10 sampai 24,9 %<br />
25 % keatas<br />
<br />
Adapun pengaruh medan meliputi hal-hal seperti :<br />
<ul><li>Tikungan, jari-jari tikungan dan pelebaran perkerasan diambil sedemikian rupa sehingga terjamin keamanan jalannya kendaraan dan pandangan bebas yang cukup luas.</li>
</ul><ul><li>Tanjakan, adanya tanjakan yang cukup curam dapat mempengaruhi kecepatan kendaraan dan tenaga tariknya tidak cukup, maka berat muatan kendaraan harus dikurangi yang berarti mengurangi kapasitas angkut dan sangat merugikan. Karena itu diusahakan supaya tanjakan dibuat landai.</li>
</ul><ul><li>Bentuk penampang melintang jalan.</li>
</ul><ul><li>Trase.</li>
</ul>2.2.3. Kapasitas Jalan <br />
Kapasitas jalan berarti kecepatan arus kendaraan maksimum layak diperkirakan akan melintasi suatu titik atau ruas jalan atau daerah manfaat jalan atau selama jangka waktu tertentu pada kondisi jalur lalu lintas, pengawasan dan lingkungan ideal, dinyatakan dalam banyaknya kendaraan per jam. Kapasitas jalan terbagi atas tiga golongan :<br />
<ul><li>Kapasitas dasar (ideal capacity), yaitu kapasitas jalan dalam kondisi ideal, yang meliputi :</li>
</ul>- Lalu lintas mempunyai ukuran standart<br />
- Lebar perkerasan ideal : 3,6 m<br />
- Lebar bahu : 1.3 m dan tak ada penghalang<br />
- Jumlah tikungan dan tanjakan sedikit.<br />
<ul><li> Kapasitas rencana (design capacity), yaitu kapasitas jalan untuk perencanaan yang dinyatakan sebagai jumlah kendaraan yang melalui suatu tempat dalam satu satuan waktu (jam).</li>
</ul><ul><li>Kapasitas mungkin (possible capacity), yaitu jumlah kendaraan yang melalui titik pada suatu tempat dalam satuan waktu dengan memperhatikan percepatan atau perlambatan yang terjadi pada jalan tersebut.</li>
</ul>2.2.4. Faktor Keamanan<br />
Karena pada jalan raya kita berhadapan dengan manusia dan kendaraan, tentu saja perencanaan geometrik jalan raya ditunjukkan terhadap efisiensi, keamanan dan kenyamanan. Faktor kecepatan kendaraan merupakan faktor keamanan sehingga dalam perencanaan harus diberikan suatu penampang batas kecepatan untuk mendapatkan keamanan yang tinggi.<br />
<br />
2.2.5. Analisa Untung Rugi <br />
Analisa ini diperlukan untuk membuat trase jalan (garis tujuan) yang didasarkan atas :<br />
<ul><li>Biaya pembangunan </li>
</ul><ul><li>Biaya pemeliharaan</li>
</ul><ul><li>Biaya operasi jalan yang menyangkut bahan bakar, bahan pelumas ataupun pemeliharaan kendaraan yang bersangkutan.</li>
</ul>Dengan adanya analisa inilah suatu trase dibuat sependek mungkin dan diusahakan lurus. Bila segi pembiayaan terbatas maka jalan diusahakan mengikuti permukaan tanah asli sehingga tidak banyak galian dan timbunan. Bila dilihat dari segi kemampuan kendaraan, maka :<br />
<ul><li>Perlu pembatas dari segi kemampuan kendaraan yang lewat</li>
</ul><ul><li>Pembangunan disesuaikan dengan klasifikasi lalu lintas (volume dan kapasitas).</li>
</ul><br />
2.3. Jarak Pandang<br />
Jarak pandang adalah panjang bagian suatu jalan di depan pengemudi yang masih dapat dilihat dengan jelas diukur dari titik kedudukan pengemudi. Kemungkinan untuk melihat ke depan adalah faktor penting dalam suatu operasi di jalan agar tercapai keadaan yang aman dan efisien. Untuk itu harus diadakan jarak pandangan yang cukup panjang, sehingga pengemudi dapat memilih kecepatan kendaraan terbaik dan tidak menghantam benda yang tak terduga di atas jalan.<br />
Faktor-faktor yang mempengaruhi jarak pandangan adalah:<br />
<ul><li>Waktu PIEV (Percepatan, Intellection, Emotion, Volition), adalah waktu sadar dan reaksi dari masing-masing pengemudi.</li>
</ul><ul><li>Waktu yang diperlukan untuk menghindari bahaya dalam keadaan tertentu yang beresiko terhadap keselamatan.</li>
</ul><ul><li>Kecepatan kendaraan.</li>
</ul>2.3.1. Jarak Pandang Henti<br />
Jarak pandang henti adalah jumlah dua jarak, dimana jarak yang dilintasi kendaraan sejak saat pengemudi melihat suatu objek yang menyebabkan ia harus berhenti sampai saat rem diinjak dan jarak yang dibutuhkan untuk menghentikan kendaraan sejak penggunaan rem dimulai. <br />
Jarak pandang henti merupakan gabungan dari:<br />
<ul><li>Jarak PIEV, adalah jarak yang ditempuh kendaraan dari saat pengemudi melihat suatu penghalang sampai saat pengemudi mulai menginjak rem.</li>
</ul><ul><li>Jarak mengerem, adalah jarak yang diperlukan untuk menghentikan kendaraan dengan menggunakan atau memakai rem. </li>
</ul>Besarnya jarak PIEV dapat ditentukan dengan rumus:<br />
dp = 0,278 V t<br />
dengan: dp = jarak PIEV (meter)<br />
V = kecepatan rencana (km/jam)<br />
t = waktu PIEV (detik)<br />
Dalam penentuan jarak mengerem, gesekan antara rem dan tromolnya atau gaya mekanisme rem dianggap cukup besar. Untuk daerah datar, jarak mengerem dapat ditentukan dengan rumus :<br />
dr = V2 / 254 fn<br />
dengan : dr = jarak mengerem (meter)<br />
V = kecepatan awal (km/jam)<br />
fn = koefisien gesekan normal antara ban dengan permukaan gesekan<br />
Untuk daerah-daerah dengan kelandaian tertentu digunakan rumus :<br />
dr = V2 / 254 (fn l )<br />
dimana : l = besarnya landai jalan, tanda (-) untuk penurunan, sedangkan tanda (+) untuk pendakian<br />
Jadi rumus untuk jarak pandang henti adalah :<br />
<br />
D = dp + dr<br />
<br />
Gabungan dari rumus di atas adalah :<br />
<br />
D = ( V/3,6)t + (V/3,6)2 / 2gf<br />
<br />
Dimana : D = jarak pandang henti minimum (m)<br />
V = kecepatan rencana<br />
t = waktu tanggap (detik) = 2,5 detik<br />
g = percepatan grafitasi = 9,81 m / detik2<br />
f = koefisien gesekan membujur = 0,3 – 0,4<br />
Jarak pandang henti juga merupakan hal yang menonjol untuk keamanan dan kenyamanan pengemudi. Meskipun sebaiknya panjangnya diambil lebih besar, jarak pandang di setiap titik sepanjang jalan raya sekurang–kurangnya harus memenuhi jarak yang diperlukan oleh rata–rata pengemudi atau kendaraan untuk berhenti.<br />
Jarak pandangan henti minimum untuk kecepatan tertentu dapat dilihat pada tabel berikut :<br />
<br />
Kecepatan rencana (km/jam) 80 60 50 40 30 20<br />
jarak pandangan henti minimum (m) 120 75 55 40 25 15<br />
<br />
2.3.2. Jarak Pandang Menyiap <br />
Jarak pandang menyiap adalah panjang bagian suatu jalan yang diperlukan oleh pengemudi suatu kendaraan untuk melakukan gerakan menyiap kendaraan lain yang lebih lambat dan aman. Faktor – faktor yang mempengaruhi :<br />
<ul><li>Kecepatan kendaraan yang bersangkutan</li>
</ul><ul><li>Kebebasan </li>
</ul><ul><li>Reaksi</li>
</ul><ul><li>Kecepatan pengemudi</li>
</ul><ul><li>Besar kecepatan maksimum kendaraan</li>
</ul>Besar atau panjangnya jarak pandang menyiap dapat dihitung berdasarkan rumus berikut :<br />
D = d1 + d2 + d3 + d4<br />
<br />
Dimana :<br />
D = jarak pandang menyiap (m)<br />
d1 = jarak pandang PIEV (Percepatan, Intellection, Emotion, Volition )<br />
= 0,278 t1 (V - m + (at1/2))<br />
d2 = jarak yang ditempuh dalam penyiapan<br />
= 0,276 V t2<br />
d3 = jarak bebas<br />
= (30 – 100)m<br />
d4 = jarak yang ditempuh dari arah lawan<br />
= 2/3 d2 <br />
Catatan : <br />
V = kecepatan rata–rata kendaraan menyiap<br />
t1 = waktu PIEV<br />
m = perbedaan kecepatan kendaraan yang disiap dan menyiap = 15 km/ jam<br />
t2 = waktu kendaraan menyiap berjalan dijalan kanan <br />
Jarak pandangan menyiap secara umum dibagi 2 :<br />
* jarak menyiap total : D = d1 + d2 + d3 + d4<br />
* jarak menyiap minimum : Dm = d2 + d3 + d4 <br />
Pembagian jarak pandang menyiap di atas secara tabelaris dilihat sebagai berikut :<br />
kecepatan rencana (km/jam) 80 60 50 40 30 20<br />
jarak pandangan menyiap total 550 350 250 150 150 100<br />
Jarak pandangan minimum yang diperlukan 350 250 200 150 100 70<br />
<br />
Pengaruh landai jalan :<br />
Pada pendakian jalan diperlukan jarak yang lebih besar, karena berkurangnya percepatan dan kendaraan menyiap dan sering kendaraan yang mendatang lebih mempercepat kendaraannya. Pada penurunan jalan terjadi sebaliknya.Afriandyhttp://www.blogger.com/profile/03366192216470625577noreply@blogger.com1