tag:blogger.com,1999:blog-89443048948062667282024-02-20T08:58:57.121+07:00Rainbow Codecadhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.comBlogger31125tag:blogger.com,1999:blog-8944304894806266728.post-30686378555381386942016-08-08T03:53:00.000+07:002016-09-24T12:50:04.558+07:00Website Cuaca Stasiun Klimatologi Sampali Medan<div class="separator" style="clear: both; text-align: center;">
<a href="https://play.google.com/store/apps/details?id=iklim.cuaca.medan" target="_blank">Aplikasi Android Iklim Sumatera Utara Di Google Playstore </a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHSn8ADiDtvSk9cd930pI1rdfRCIW7XzJAwEEy6V65Q23BKS3o-Qp3ynSywOYxu16SMmhAkcH4uo7Tiu4CUmEagcQwZZWQPys1LPoB8F0Tix2KxPHtPPbLWaWnAixU-V60FCyAS_yOiZQ/s1600/bmkg.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="473" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHSn8ADiDtvSk9cd930pI1rdfRCIW7XzJAwEEy6V65Q23BKS3o-Qp3ynSywOYxu16SMmhAkcH4uo7Tiu4CUmEagcQwZZWQPys1LPoB8F0Tix2KxPHtPPbLWaWnAixU-V60FCyAS_yOiZQ/s640/bmkg.png" width="640" /></a></div>
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Website Cuaca <span style="background-color: white; font-family: "lato" , sans-serif; font-size: 14px; line-height: 20px;">Stasiun Klimatologi Sampali </span><span style="background-color: white;"><span style="font-family: "lato" , sans-serif; font-size: 14px; line-height: 20px;">Jl.Meteorologi Raya </span></span><span style="background-color: white; font-family: "lato" , sans-serif; font-size: 14px; line-height: 20px;">No.17 Sampali-Medan </span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdq6XpJVrPfI-MjBstr3bRUnCqT9Z8moeCXt5j20ckUQ0EDUlazclPnc0T5xrnJOiPyPYDVxwEU7_oTFslcRTtUHFSk0TmriZgIgKNDvUX0AsHZg-KE1YFW1VweuHISJ866O2NIStJGOg/s1600/1.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdq6XpJVrPfI-MjBstr3bRUnCqT9Z8moeCXt5j20ckUQ0EDUlazclPnc0T5xrnJOiPyPYDVxwEU7_oTFslcRTtUHFSk0TmriZgIgKNDvUX0AsHZg-KE1YFW1VweuHISJ866O2NIStJGOg/s400/1.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">widget Cuca Hari ini</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-VqdaEbYwEJ5J2AC_EogLKLnx1X9ABQ_mDotgAiywRV9-c5yQvOjhW9OvilIaAuPr9o8UX2KY2rbtkeK1irxlJ1Ev9SMbUgUGMsCpoPFApPIAaDVIYW4YW4-ApmalPvqx0RySZfvymZU/s1600/2.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="183" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-VqdaEbYwEJ5J2AC_EogLKLnx1X9ABQ_mDotgAiywRV9-c5yQvOjhW9OvilIaAuPr9o8UX2KY2rbtkeK1irxlJ1Ev9SMbUgUGMsCpoPFApPIAaDVIYW4YW4-ApmalPvqx0RySZfvymZU/s400/2.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Gempa Terkini</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_CpGb0Hjvj_ttcvxliPsZlln2PYRXtTK3gu9_4y87Wu_y35cuCw6e_JsQoZRNnHE2Yl_oyfMZ9g-_jNJgncKpgcbs_h1PPOR4n1UmdZLUsDBaxKYlbu9WnbpCgE5Ea96RQr5S8pgpzI/s1600/3.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG_CpGb0Hjvj_ttcvxliPsZlln2PYRXtTK3gu9_4y87Wu_y35cuCw6e_JsQoZRNnHE2Yl_oyfMZ9g-_jNJgncKpgcbs_h1PPOR4n1UmdZLUsDBaxKYlbu9WnbpCgE5Ea96RQr5S8pgpzI/s400/3.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Perkiraan Cuaca </td></tr>
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http://bmkgsampali.net adalah website yang membahas berita-berita iklim di sumatera utara baik itu berita gempa,hujan ,tsunami dan lain lain ,Website ini mengunakan database BMKG pusat yang sudah teruji ke akuratanya yang dapat digunakan berbagai kalangan (mahasiswa,kantor,perusahaan dan pemerintah).</div>
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<li><span style="font-family: "lato" , sans-serif; font-size: 14px; line-height: 20px;">Selesai Tanggal 25 Juni 2016</span></li>
<li><span style="font-family: "lato" , sans-serif; font-size: 14px; line-height: 20px;">website berita cuaca dan aplikasi android </span></li>
<li><span style="font-family: "lato" , sans-serif;"><span style="font-size: 14px; line-height: 20px;"><a href="https://play.google.com/store/apps/details?id=iklim.cuaca.medan">https://play.google.com/store/apps/details?id=iklim.cuaca.medan</a></span></span></li>
<li><span style="font-family: "lato" , sans-serif;"><span style="font-size: 14px; line-height: 20px;"><a href="http://bmkgsampali.net/">http://bmkgsampali.net/</a></span></span></li>
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<br />adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.com0tag:blogger.com,1999:blog-8944304894806266728.post-25301379771325811232016-05-23T10:53:00.002+07:002016-06-28T03:56:06.311+07:00Aplikasi Toko Online (E Comerse)<div class="separator" style="clear: both; text-align: center;">
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHV-s8VHvv0-BLHqJmB1EcSLkipZgjjTiyU3MHRlmNMfNZ7MDT0Q2GUzTGO6iYkNmGUmiKpx3jb5FvG7WrFTcuA-Ao5o4y83WB_SdLsoDqaNy_r6zXJtC2kOFugfEza4ZGZKtKyNqf-bs/s1600/ecomerse2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHV-s8VHvv0-BLHqJmB1EcSLkipZgjjTiyU3MHRlmNMfNZ7MDT0Q2GUzTGO6iYkNmGUmiKpx3jb5FvG7WrFTcuA-Ao5o4y83WB_SdLsoDqaNy_r6zXJtC2kOFugfEza4ZGZKtKyNqf-bs/s640/ecomerse2.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tampilan Depan</td></tr>
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicV1wOciJO2VvIJ8SXvusHnpL906Hn_Wdn0a0XTWiIi69NxugnSjbj8xvg0z6tYW3uah8758RO2xYL7ECR68G14MtSAq-EZPsVhNGJd7vW5iANUOFOxR2PgTGmYJyVG7wf4HWSJxylSEk/s1600/ecomerse.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicV1wOciJO2VvIJ8SXvusHnpL906Hn_Wdn0a0XTWiIi69NxugnSjbj8xvg0z6tYW3uah8758RO2xYL7ECR68G14MtSAq-EZPsVhNGJd7vW5iANUOFOxR2PgTGmYJyVG7wf4HWSJxylSEk/s640/ecomerse.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Menu Dashboard</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo-EaWEukYONY6mNEKgvSj14AFb4fk1aOCuws9daL0gdnwLcQ-creZ5TDkuqE6nwmaQYqjET0ApixGIygVOGhyphenhyphen5Z6uS19lb8yaioTyUPZC8uoPP2OhUdlH8gRoU4zAL7ngr5zyt2W_jXc/s1600/ecomerse4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="359" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo-EaWEukYONY6mNEKgvSj14AFb4fk1aOCuws9daL0gdnwLcQ-creZ5TDkuqE6nwmaQYqjET0ApixGIygVOGhyphenhyphen5Z6uS19lb8yaioTyUPZC8uoPP2OhUdlH8gRoU4zAL7ngr5zyt2W_jXc/s640/ecomerse4.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Menu Login dan Kelola Isi Toko<br />
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyw5W3pQhnGxCicsCvTZg8DfqgqQb8ePUffXgws0Glu9WlJsRtcJaoABEK3PyfDcaI54aLMgQVfQNbBgk6ECtfVuB9U_MbYCKL8zEHTKDemYRsY8lGn8kZXyu_71Bow0jUaJmI5lOUC4Q/s1600/ecomerse3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyw5W3pQhnGxCicsCvTZg8DfqgqQb8ePUffXgws0Glu9WlJsRtcJaoABEK3PyfDcaI54aLMgQVfQNbBgk6ECtfVuB9U_MbYCKL8zEHTKDemYRsY8lGn8kZXyu_71Bow0jUaJmI5lOUC4Q/s640/ecomerse3.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;"><div style="font-size: 12.8px;">
Menu Produk ,Pesanan dan Laporan</div>
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<span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Aplikasi Toko Online (E Comerse)</span></span></div>
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<span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Admin:</span></span></div>
<ul style="background-color: white; color: #555555; font-family: 'Open Sans', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 24px; margin: 0px 20px 20px 0px; padding-left: 40px; text-align: left;">
<li>Input Produk</li>
<li>Input Kategori</li>
<li>Onkos Kirim JNE/Tiki</li>
<li>Memanajemen isi Halaman</li>
<li>Testimonial Pembeli</li>
<li>Konfirmasi</li>
<li>Pesanan /order</li>
<li>Input No Resi</li>
<li>Laporan </li>
<li>Print</li>
<li>Import Pdf File</li>
</ul>
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<span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">User :</span></span></div>
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<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Registrasi</span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Login</span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Profil </span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Konfirmasi Pesanan</span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Status pemesanan</span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Isi Testimonial</span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Lihat Testimonial</span></span></li>
</ul>
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Lama Pengerjaan :<i>2 minggu</i></div>
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Biaya :<i>Hubungi Saya </i> </div>
<div style="background-color: white; color: #555555; font-family: 'Open Sans', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 24px; text-align: left;">
Apabila Ingin Menambahkan fitur tambahan Harga akan di sesuaikan dengan tingkat kesulitan </div>
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<br />adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.com0tag:blogger.com,1999:blog-8944304894806266728.post-8929184312224462952016-05-22T14:47:00.000+07:002016-05-24T15:43:55.332+07:00Aplikasi Penilaian Karyawan metode AHP<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwhpfD0uC6EKvGW-hVY9oEoyrpsM7hYAx_-PQ_7IKoijePiBP-ViubaCO8Y46acNcuhJ5naQGVSlDZMq23_gwvHSKM8CfFsq-GaYiNZNVY8-RvCsFtM94a_e041SLcHrzEI8lGKX7wAvE/s1600/penilaian.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwhpfD0uC6EKvGW-hVY9oEoyrpsM7hYAx_-PQ_7IKoijePiBP-ViubaCO8Y46acNcuhJ5naQGVSlDZMq23_gwvHSKM8CfFsq-GaYiNZNVY8-RvCsFtM94a_e041SLcHrzEI8lGKX7wAvE/s640/penilaian.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxCxAAhwHqBIoxBUe29wvNBQktHwjaqtUbUxgCyuvBloYrobOFpbj6iQXh5K6aYbxontA99LTOtsO-0sku-Z7BnxgjQGLTyj6_O0vyq-1OWhflO2PMFoDDhVFsr7LROjtwAttcCrr8sqo/s1600/penilaian2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxCxAAhwHqBIoxBUe29wvNBQktHwjaqtUbUxgCyuvBloYrobOFpbj6iQXh5K6aYbxontA99LTOtsO-0sku-Z7BnxgjQGLTyj6_O0vyq-1OWhflO2PMFoDDhVFsr7LROjtwAttcCrr8sqo/s640/penilaian2.jpg" width="640" /></a></div>
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Aplikasi Pemilihan Karyawan Metode AHP</div>
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Admin :</div>
<ul style="background-color: white; color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px; margin: 0px 20px 20px 0px; padding-left: 40px;">
<li>Input Data Karyawan</li>
</ul>
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<span style="font-family: "open sans" , "helvetica" , "arial" , sans-serif;">Penilai :</span></div>
<ul style="background-color: white; color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px; margin: 0px 20px 20px 0px; padding-left: 40px;">
<li>Input Bobot Kriteria</li>
<li>Input Bobot Sub Kriteria</li>
<li>Penilaian Pegawai</li>
<li>Print Laporan</li>
<li>Import ke Pdf File</li>
</ul>
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<span style="font-family: "open sans" , "helvetica" , "arial" , sans-serif;">Pegawai :</span></div>
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<ul style="margin: 0px 20px 20px 0px; padding-left: 40px;">
<li><span style="font-family: "open sans" , "helvetica" , "arial" , sans-serif;">Melihat Nilai Pegawai</span></li>
<li><span style="font-family: "open sans" , "helvetica" , "arial" , sans-serif;">Print Laporan</span></li>
<li><span style="font-family: "open sans" , "helvetica" , "arial" , sans-serif;">Import ke Pdf File</span></li>
</ul>
</div>
<div style="background-color: white; color: #555555; font-family: 'Open Sans', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 24px;">
<span style="font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><br /></span></div>
<div style="background-color: white; color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">
Lama Pengerjaan :<i>2 minggu</i></div>
<div style="background-color: white; color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">
Biaya :<i>Hubungi Saya</i> </div>
<div style="background-color: white; color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">
Apabila Ingin Menambahkan fitur tambahan Harga akan di sesuaikan dengan tingkat kesulitan</div>
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adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.com0tag:blogger.com,1999:blog-8944304894806266728.post-37133421832275309052016-05-22T14:20:00.001+07:002016-05-24T15:44:06.031+07:00 Aplikasi Pemilihan Jurusan Metode AHP<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIEq32DX7hoKzm1D4_hp9W2iM5FeBk_OHIafvfBmYDWAGfUBZ4zZqbFDDC4wM78HtJdRpOXt3KivBtuh3mRuY5DVwaghqCkyIUyDCSQ6kSzHTrcgZWAdrgFBZP32XrjRQ73zWPTyDAm9I/s1600/spkAhp1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIEq32DX7hoKzm1D4_hp9W2iM5FeBk_OHIafvfBmYDWAGfUBZ4zZqbFDDC4wM78HtJdRpOXt3KivBtuh3mRuY5DVwaghqCkyIUyDCSQ6kSzHTrcgZWAdrgFBZP32XrjRQ73zWPTyDAm9I/s640/spkAhp1.jpg" width="640" /></a></div>
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<div style="color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">
Aplikasi Pemilihan Jurusan Metode AHP</div>
<div style="color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">
Admin :</div>
<ul style="color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px; margin: 0px 20px 20px 0px; padding-left: 40px;">
<li>Input Data Siswa</li>
</ul>
<div>
<span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Penilai :</span></span></div>
<ul style="color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px; margin: 0px 20px 20px 0px; padding-left: 40px;">
<li>Input Data Akademik</li>
<li>Input Data Psikotes</li>
<li>Kelolas Soal Kuis Keminatan jurusan</li>
<li>Input Bobot Kriteria</li>
<li>Lihat hasil Semua siswa</li>
<li>Print Laporan</li>
<li>Import ke Pdf File</li>
</ul>
<div>
<span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Siswa :</span></span></div>
<div>
<ul>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Mengisi Soal Kuis</span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Melihat Hasil Keputusan</span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Print Hasil</span></span></li>
<li><span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;">Import ke Pdf File</span></span></li>
</ul>
</div>
<div>
<span style="color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px; line-height: 24px;"><br />
</span></span></div>
<div style="color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">
Lama Pengerjaan :<i>2 minggu</i></div>
<div style="color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">
Biaya :<i style="background-color: white;">Hubungi Saya</i></div>
<div style="color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">
Apabila Ingin Menambahkan fitur tambahan Harga akan di sesuaikan dengan tingkat kesulitan</div>
<br />adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.com0tag:blogger.com,1999:blog-8944304894806266728.post-6791705454166748272016-05-22T13:59:00.000+07:002016-05-24T15:44:15.639+07:00Aplikasi Simpan Pinjam<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHLD9C3FZiuZ8bR9Ru85Y18oWXOSyGo0K9rMWjTqDbsV3z119DKSrM8xLxGHEtV6RXHfoD3oddoIbL2BsIMOsLfM7x9zvBN1QNZkqIJkBm_9UAN04e5Ar-yMX0EY7WAZCRvdyCQTiCZmY/s1600/rental2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHLD9C3FZiuZ8bR9Ru85Y18oWXOSyGo0K9rMWjTqDbsV3z119DKSrM8xLxGHEtV6RXHfoD3oddoIbL2BsIMOsLfM7x9zvBN1QNZkqIJkBm_9UAN04e5Ar-yMX0EY7WAZCRvdyCQTiCZmY/s640/rental2.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHUzxy2hov-o7qxFVLSFv8iCZ21oggRqRpcbDH0GoQrgoQSQW4FXQlTkDcgruaZCjAr6zuqsjEQSftAt2nXkocKFsrW83Bd0jqdky8A1N5Pt4ywzCrLM7v6V4NNlxsCNQBQ3qez0NEN5Q/s1600/rental.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHUzxy2hov-o7qxFVLSFv8iCZ21oggRqRpcbDH0GoQrgoQSQW4FXQlTkDcgruaZCjAr6zuqsjEQSftAt2nXkocKFsrW83Bd0jqdky8A1N5Pt4ywzCrLM7v6V4NNlxsCNQBQ3qez0NEN5Q/s640/rental.jpg" width="640" /></a></div>
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Aplikasi Simpan Pinjam<br />
<ul style="margin: 0px 20px 20px 0px; padding-left: 40px;">
<li>Input Produk dengan Gambar</li>
<li>Input pelanggan dengan Gambar</li>
<li>Peminjaman</li>
<li>Pengembalian</li>
<li>Lihat Keterlambatan dan denda</li>
<li>Laporan </li>
<li>Print</li>
<li>Import Pdf File</li>
</ul>
<div>
Lama Pengerjaan :<i>2 minggu</i></div>
<div>
Biaya :<i>Hubungi Saya</i></div>
<div>
Apabila Ingin Menambahkan fitur tambahan Harga akan di sesuaikan dengan tingkat kesulitan </div>
</div>
adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.com0tag:blogger.com,1999:blog-8944304894806266728.post-74311696723665106102016-05-22T04:52:00.003+07:002016-05-24T15:44:27.091+07:00Aplikasi Inventaris<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV8cTv7tU6uvSNXWXve6FH_Ks8YacXc5enGJfveJ01xS7rZddvqOVV8u5QOyLOh_1qOM4IBPT-0ydpwSkMOCpDSJh29Y6ja5vwaa_8R5mgIxRlal2l8N3UyM65NEk978iHgSF3X0WCvw8/s1600/inventaris2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjV8cTv7tU6uvSNXWXve6FH_Ks8YacXc5enGJfveJ01xS7rZddvqOVV8u5QOyLOh_1qOM4IBPT-0ydpwSkMOCpDSJh29Y6ja5vwaa_8R5mgIxRlal2l8N3UyM65NEk978iHgSF3X0WCvw8/s640/inventaris2.jpg" width="640" /></a></div>
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<br />
Aplikasi Persedian barang<br />
<ul>
<li>Input Persedian</li>
<li>Input Harga Produk</li>
<li>Kasir</li>
<li>Laporan </li>
<li>Print</li>
<li>Import Pdf File</li>
</ul>
<div>
Lama Pengerjaan :<i>2 minggu</i></div>
<div>
Biaya :<i style="background-color: white; color: #555555; font-family: 'open sans', helvetica, arial, sans-serif; font-size: 14px; line-height: 24px;">Hubungi Saya</i></div>
<div>
Apabila Ingin Menambahkan fitur tambahan Harga akan di sesuaikan dengan tingkat kesulitan </div>
<div>
<br /></div>
adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.com0tag:blogger.com,1999:blog-8944304894806266728.post-70056699790272694952016-05-18T08:27:00.000+07:002016-05-22T15:03:21.942+07:00Metode Fuzzy Tsukamoto VBNET 2012 dan MYSQLDalam penyusunan pembuatan program SPK kadang kala kita terkendala dengan Pembuatan Program maka saya memberikan solusi mudah Metode Fuzzy Tsukamoto VBNET 2012 dan MYSQL source code sebagai bahan referensi .<br />
<br />
anda bisa download gratis melalu tombol Link di bawah ini :<br />
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<a href="http://www.mediafire.com/download/mln5lepqyb8u4ig/Fuzzy_Tsukamoto.rar" target="_blank"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMimtpz9g2xdFDYf71t89yl_Bm_4-7bjlodS_rr-eglNkBNWZIH4lWXQBZz24epBdstz97pDS5iu73CeUmOEhAW4iBuBEdMwerY5KGkzmvxDaF7_YsI7JmIKfSVDvriEktwQiVAqPGE7I/s200/Download-iconkecil.png" width="200" /></a></div>
<br />adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-47367769568668333522016-04-22T12:47:00.000+07:002016-09-24T13:03:13.865+07:00Game edukasi Hiragana dan Katakana Metode LCM<div class="separator" style="clear: both; text-align: center;">
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Permainan Tebak Huruf Hiragana dan Katakana Metode LCM<br />
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Rumus LCM :<br />
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.25pt; mso-list: l0 level1 lfo1; text-indent: -21.25pt;">
<br />
<ol>
<li> m, modulus 0 < m.</li>
<li> a, multiplier (pengganda) 0 < a < m.</li>
<li> c, increment (pertambahan nilai) 0 ≤ c < m.</li>
<li> X0, nilai awal 0 ≤ X0 < m.</li>
</ol>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 21.25pt; mso-list: l0 level1 lfo1; text-indent: -21.25pt;">
<o:p></o:p></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
Urutan<span lang="IN"> nomor acak yang diinginkan</span> (<i>X<sub>n</sub></i>)<span lang="IN"> diperoleh dengan</span><span lang="IN"> </span><span lang="IN">menetapkan</span>:<a href="https://www.blogger.com/null" name="OLE_LINK2"></a><a href="https://www.blogger.com/null" name="OLE_LINK1"></a><o:p></o:p></div>
<br />
<div align="center" class="MsoNormalCxSpMiddle" style="background: white; line-height: 152%; text-align: center;">
<i><span style="font-size: 16pt; line-height: 152%;">X<sub>n</sub></span></i><span style="font-size: 16pt; line-height: 152%;"> <sub>+ 1</sub> = (<i>αX<sub>n</sub></i> + <i>c</i>) mod <i>m</i></span></div>
<h4 style="background: white; line-height: 152%; text-align: left;">
<span style="font-size: 16pt; font-weight: normal; line-height: 152%;"><i>a=1, c=7, m=22</i></span></h4>
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<span style="text-align: justify;">x(1) = ( 1(4) + 7 ) mod 22 = 11</span><br />
<span style="text-align: justify;">x(2) = ( 1(11) + 7 ) mod 22 = 18</span><br />
<span style="text-align: justify;">x(3) = ( 1(18) + 7 ) mod 22 = 3</span><br />
<span style="text-align: justify;">x(4) = ( 1(3) + 7 ) mod 22 = 10</span><br />
<span style="text-align: justify;">x(5) = ( 1(10) + 7 ) mod 22 = 17</span><br />
<span style="text-align: justify;">x(6) = ( 1(17) + 7 ) mod 22 = 2</span><br />
<span style="text-align: justify;">x(7) = ( 1(2) + 7 ) mod 22 = 9</span><br />
<span style="text-align: justify;">x(8) = ( 1(9) + 7 ) mod 22 = 16</span><br />
<span style="text-align: justify;">x(9) = ( 1 (16) + 7 ) mod 22 = 1</span><br />
<span style="text-align: justify;">x(10) = ( 1(1) + 7 ) mod 22= 8</span><br />
<span style="text-align: justify; text-indent: 28.35pt;">x(11) = ( 1(8) + 7 ) mod 22 = 15</span><br />
<span style="text-align: justify;">x(12) = ( 1 (15) + 7 ) mod 22 = 0</span><br />
<span style="text-align: justify;">x(13) = ( 1 (0) + 7 ) mod 22 = 7</span><br />
<span style="text-align: justify;">x(14) = ( 1 (7) + 7 ) mod 22 = 14</span><br />
<span style="text-align: justify;">x(15) = ( 1 (14) + 7 ) mod 22 = 21</span><br />
<span style="text-align: justify;">x(16) = ( 1 (21) + 7 ) mod 22 = 6</span><br />
<span style="text-align: justify;">x(17) = ( 1 (6) + 7 ) mod 22 = 13</span><br />
<span style="text-align: justify;">x(18) = ( 1 (13) + 7 ) mod 22 = 20</span><br />
<span style="text-align: justify;">x(19) = ( 1 (20) + 7) mod 22 = 5</span><br />
<span style="text-align: justify;">x(20) = ( 1 (5) + 7) mod 22 = 12</span><br />
<span style="text-align: justify;">x(21) = ( 1 (5) + 7) mod 22 = 19</span><br />
<span style="text-align: justify; text-indent: 7.1pt;">x(22) = ( 1 (5) + 7) mod 22 = 4</span><br />
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</div>
<span style="text-align: justify;">11, 18, 3, 10, 17, 2, 9, 16, 1, 8, 15, 0, 7, 14, 21, 6, 13, 20, 5, 12,
19, 4. ( Urutan soal yang di hasilkan )</span><br />
<span style="text-align: justify;"><br /></span>
<span style="text-align: justify;">Berikut ini tampilan Program :</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9G6lSrnqKDBMZ3kRgXwkcnqHJrg2Ld0l44y4aXoX_VlVk4ahsVbJdM0xvCBplxSlpY8gp9YiLL-UQgpj7yU-8zahUTQgdQQ1Q0wM-HBso9ktjJuMPRojHv1rdSlZS_af-SycdVxSkaMM/s1600/utama.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9G6lSrnqKDBMZ3kRgXwkcnqHJrg2Ld0l44y4aXoX_VlVk4ahsVbJdM0xvCBplxSlpY8gp9YiLL-UQgpj7yU-8zahUTQgdQQ1Q0wM-HBso9ktjJuMPRojHv1rdSlZS_af-SycdVxSkaMM/s320/utama.jpg" width="168" /></a></div>
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Menu Utama</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaqivkrxkNG4pzSl8E_uzUqb_Bpwo_H0JtueP1oRfKIojVGuMZ0r0Vz7oLq3l_dwt4BYPpZmIePlrhUDX5WdJSILxQF-qOKdGtZglVScj9Wcu1SBjFs34xZS6KBAmRrJ9HBUZkqtYML30/s1600/halaman+soal+easy.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaqivkrxkNG4pzSl8E_uzUqb_Bpwo_H0JtueP1oRfKIojVGuMZ0r0Vz7oLq3l_dwt4BYPpZmIePlrhUDX5WdJSILxQF-qOKdGtZglVScj9Wcu1SBjFs34xZS6KBAmRrJ9HBUZkqtYML30/s320/halaman+soal+easy.jpg" width="168" /></a></div>
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Hiragana</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg5g8tJUs2CR5M7IVJfh6P0eoXU3BqwNjcAlkks8JEdn6KtUuU1meEY13Jjz3NPGi6AMnZ52zZOIc0qOGWaWPZmqsgP3QTZgcl2GFkSyRGYcIvbtOLzGedurkmt5aoR30tYrUhfPX8vBQ/s1600/halaman+soal+hard.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg5g8tJUs2CR5M7IVJfh6P0eoXU3BqwNjcAlkks8JEdn6KtUuU1meEY13Jjz3NPGi6AMnZ52zZOIc0qOGWaWPZmqsgP3QTZgcl2GFkSyRGYcIvbtOLzGedurkmt5aoR30tYrUhfPX8vBQ/s320/halaman+soal+hard.jpg" width="168" /></a></div>
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Katakana</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5QrOoz_tXinpf2Z9KAOm7WX-RQqgksKlMCO3iPww8mKttRijlqImBl0HvLl8-VtOIyzE09NjmYKKH-DR-J9k7iOBudUp5MkLVA1UsWFaV3GZ8NX7OmJNhIma57Mk7LPQ7_Czw6mYb99E/s1600/veryhard.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5QrOoz_tXinpf2Z9KAOm7WX-RQqgksKlMCO3iPww8mKttRijlqImBl0HvLl8-VtOIyzE09NjmYKKH-DR-J9k7iOBudUp5MkLVA1UsWFaV3GZ8NX7OmJNhIma57Mk7LPQ7_Czw6mYb99E/s320/veryhard.jpg" width="168" /></a></div>
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Kosa kata</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqsm_DX_RPQvRX0a09MTTbHj6MP-3SCfE3XCjLVpVD-VzTX-16rdASp-efPL0CzdcW3yP8OjpoAycxldCkpfZwNbrqcGR36IOBxYf8FEawvR2l8UuVR9sBGhYNpdhEIZVuzTIqi2ssavo/s1600/skor.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqsm_DX_RPQvRX0a09MTTbHj6MP-3SCfE3XCjLVpVD-VzTX-16rdASp-efPL0CzdcW3yP8OjpoAycxldCkpfZwNbrqcGR36IOBxYf8FEawvR2l8UuVR9sBGhYNpdhEIZVuzTIqi2ssavo/s320/skor.jpg" width="168" /></a></div>
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Skor</div>
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Game ini merupakan hasil penelitian skripi Khairul adha yang merupakan pemilik blog ini:</div>
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<li style="text-align: left;">Link :<a href="https://play.google.com/store/apps/details?id=air.TebakHurufKana">https://play.google.com/store/apps/details?id=air.TebakHurufKana</a></li>
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<br />adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.com0tag:blogger.com,1999:blog-8944304894806266728.post-30566435372348955892016-03-01T22:49:00.000+07:002016-08-15T10:55:37.435+07:00Aplikasi Billing Restoran <div style="text-align: center;">
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fZ3sWxZHS13FW9v7/Plw/7WO+Y30C77T+Hu2+Wx8P9iheZWtfLrqNSgzdXTNld/tTiVcwkVLfnb77Fva9b8p+HisoHHpQOi1oEHvxo2/UW/4r8PXFs/IGoblPf0l5zRJrzb+eP/Ko7+m+shkGuDWiEuhOBZaRWWEGsJTdtcHbSpxtESOs/X3Don0B87QjRtfq5dn9KUv7fgycmKF+f5mq6yL0oe/uLET4dvQdYhOFpFVu0vd8acecLVGUvIif/nytVkCeB8ueqGQPbV4nP+6/h+q4snzz2s1XP8IcCWlhahUHj+/HmhUKhSqUpKSpqamvh8fnl5+fPnzwW0KioqBAJBZWUle6wXS5ztw+ps0+5cw+oMjVhaff/ns//lE3ffb21x4PqKoI2Vvivux59u4nwvGi6XBZqrfLnPj3eDNlVP21IzfUvNdOZObHPtNJItNQzTme14esPp/ds0xiBtc7qNHfaM1i2WR/v+bJvW2/Af/sP/N8T/j785sOPiM3v/fedQJQCCIHx9fX19efQGs83z9pvJ4wWQTQRB+Pj4Eqxiga+vr49vILkxddqcr0OiCesSgL3/H39zYOXhVhv/3wtMSL7w1N7/tyaGU3wU8fZHEeTGWxPD354Y/tZHEZzn/72g+G3nn7LP51sTw7ME4myB2DKW1ZItEGdVSt6eGG5//t8Lik8+/3QE5//tieFZAjHJWxPDR7Z+3guKX3m4lengFbSpJmhjddDG6qDN1dM21QSxmLa52icub9kvRXfqdZzfwDhLAAUVz9jfQR2VAF7+2ydlZJg3sp6V7A3ff/eyctvxrcfusVu2Hr23cttxe//v1OuW/VLkE5fn63gJFS99r3PJ/60/H2MiCBIzQRjLzw9eiDaTLWbCRBD99VmiZf9RtnSC636Sr7KrrzU7nXP3GR4J43oJ+cblOX8X6th/nijY+Egdt+TK7/s3/XY1pe/cbcXt4vLrefnOPWEvjxG8LVgNeYmXYLhTj8k72HhZQufKqPz/bJnqbKnyZrUqelfelJh7Xy25+XPKQ84cr76+vrW1lc/nX79+XaVSFRQUtLW11dfXl5eXv3jxgs/n19fX8/n8srKy2tpam08BsPNwZnvIRhtx9h9SKAG8jBITEy9dusRuuXTpUmJiImfnnUezv1h4yXdFfsDasoANFX5rSqevzrwqGJ3FnF6jjdlbwVtVQN2Aba4O2lwdtKkmaGPNtM3V0zZVT9tUM21TNXN02qYasio6bXP1NKqnw/u3oE01lsaNtH1yl9xgLDCNjAOMQaZlU03QRtYUm21HwX/4D//fHP8/nrV/+8Wn9v77fpdMvnNSWb9/OEEQPB6P5z996rQ5BPVLAX7s91gmvSd7TvUNmjxjJbU9bc5XdiUAe/8/nrV/xaFWG//fC4xPPvfUxv+3PgrPqhRbqBBnVYjZLW99FG5//t8NiE8+95Q9KWPnrQ/DmYH2G/bn/91AW1OunH9bt2k/h7t+3g2MjyNP1KaaoM3VXoEbqwM3VAduqArcWG3FhurAjdVfLko7mfviioD60YoNnCUAra6fIIiVW1PJPwRANtoM9Pb2tmopU58rUzM/ByN37Vsc7bKtDdlivzEKlL0Eo+XDK/E/8UhG1OodWw6mk7tbDqZHrdmReDTD3uYVgeZk7osvF6V9udDhEiqOnvBiyX/vb843mU2Dmbv69/ialL3mQYNJ2WMiiIHrGwf2Bxo10gGTSZT0ednCP9ksIatX1n5JcK0ozm4c1rhaPOQleOOW0MI0J+9Cl9PbNNs26zoXJ5U82BHz+OGOwl/PlhzK6sjNPFGYf5j2TXWuTGU/1uZdwsnbDseace39Z8i3HUery4ll+yXKvASOFvybs4TI5P9MqfJMqfJMieJimexIRvs/fjjzyXfH2571ciZ4TU1Nra2tLS0t165d6+npKSwsFIlEfD5fIBD09PQUFBSoVKqcnJzDhw+LxeL6+nr2WPvs3T4zd9TuxAizbfPRAHaLzVH7XcK6AMHZ+Y2tI1y6dGnBggUpKSnkbkpKyoIFC2yKAoxannRPCt83dfkD3qoi/zXl/usqvo6+s//Ob6Oy7C9WqI9ldX4dcyfI/gZsQ1XgxuqgDZb7MW4c378FsQeSLZx2NlQFbawO2sCay/F0QTbbm6oCN1YHbqqC//Af/r9R/k+K2L/9wlN7/8kSAJmx+/r6+voGEnTq7h0cSRCEt7c3QRA8Hs/Xl8fj8QjrXwEgewbMSiD78IJm+06fS1iXAOz9/zhif+yvrTb+vxsQn3z2iY3/f/wwPLNC7IQ/fhhuf/7f9Y9POvckiMvOHz8MJ+sIb7FaLKbszv+7AfFJ554M6/yzfbbZHu76eTcgnn2ivALXVwVsrA7YUEWxvipgQ3XAxuqAjdW8NWXTV1zLbNA6uhXjLAGQ3zV5806yG21uNL2txXlr7uRe2aqD9W06+z7eSctI7pLH6Eb5ZXI/d/hP3nBvOZjObDiaLrNBOy32csCPqY6WUEn0hM6l/2ZoKzKZzQOpP/av/nfTiwbCbDIThEkj698+sX/l/zBJfxswE93bvy5d+LbNEnKyYDiXkMOxrq0cz3kJ3qglFBR7xckSun22lEiO/V0THrHv0ZmFgsdtT/qNJoIg1Hpj2WOV8xDsFwznOnFldQ25iuw3nCytoVfjcFb7m7OEzpaqSM6UKM+UKE8VyU4VStMr+nwjT3wTd8pRNtjc3FxXVycSia5du/bo0aOKiorW1lahUFhfX9/R0VFWVqZWq3t7e7OysgiCqKqqYo91vQRAOPjtAE4jrlh2Ujhg5rIP1t7UG1sFINP+lJQUZsNJ54jlxydH3fCJfei7ssRvLd97+YNFu4ovV4zOyr9dq52+JpO3ujRgQxV5+265E9tQFbCxOnA9uVsVQN/fU7sbqp3cvwVsrA7cQBthbK6vsnSmYKarClhfFbiBNkgNryK9YpyxTLexOmBDVSDlZzXTE/7Df/j/Jvg/MXz/9nNP7P1nSgBMFYAgiKlTpzIlAOan/b6+PJvkn6CT/K9m7ST7kN0I6xKAvf8Tw/ctP9hi4/8E/y1bzz2x8d+VEoD9+Z/gv2XrmXb2+Wfn+Qw2Ld7Lc+3P/wT/LVvPtrt+/u1zfpuWYa2fCf5blh9sYYZ4+a8Xkgf81wn9N1T5r6+iHtdXTY6+nXSu/nqV5myZmoNS2xKA/TfOF91K8tDZUjUbb29vmxaykZF9H5uqgaVDmfpsmdrb25t5HLKFarRzwD1wnltXcJ/Pmw+kR67eEbl6x+YD6U48vF6liT/JX/HLPUdLqDjmva7I/6a/nWwmCJNx0Fh4fPDAtMF/eQ/u8Rn86bOBlf9jIHWZiSAGetq7V/+lLOp/O1pC9guGcwk5HOvayvGol+ANW0KZjpbQzZRCYu2iJ+qAiTGtne0ym/ef38S6ug7VsfsvHC0D9vuJo3ZXVpfzVWT/aNVtyPXpoMX5G+abtoTOlKpITpcoT5coTxXJUwqlJ/PFF4q6o7am3sgSEoSZMDNLw0wQZoIgzGaioaGhoaFB1CW6ePHikyftRUVFbW1tJSXF+fn5z58/Lygo0Ov1jY2NF1Mvms2m2tpatg32j9PNBEEQZjKjNtNzEGSObWamNpvNTNZNNVkZMVPtXtYirLJ6MzmRmbB0ZkLz8vKijjKOmm1+7G+2KQGYmbNhfXpop83URMx87Efr0KyPk0fpgawZzMyXxUlmoNlsNltNxfWqWRrY07G60vvOQktJOblgwYIFCxaknExxHtr1nJqPZx+dsvy+78oi3zVlvFVlny+6cq5IOior+UqlJuFs05SYLP/1Qv/15G2Y5ZG8NwtYL/QnN0jI+7R1Qif3b/SGMIDcXUdb21AVwHReT8/F2KTvFP3J++b1QsryBmZGi2MBzPAN9Db8h//w/83w/6OZe5PPtdv7z5v7C0Fm+AFhPrxA8j3Ux8eHN33OV6GxBPkb/lN92W/UU6daPgswdepU3vQ5ny+64B3wLbsPUyDgTZ9j7//EmfuWH2i28Z/M2+39p1L0D2b+8cOZrG0qb+c8/xP8tiSebWeffzoP78usEGfy+2yKCE7O/wR/ypTr55/y84OZzPln/B/u+pngv2X5/mamm5ffeqHf+ir/dUK/9UI/8nG90G+9kLdO8Pncs+mV8gvlDr91DVkCSL3Jd7EEMGT+5nAI607a9bTwpW6XRxcPuJkeLtz5m123C+XqG3zp7tMPzpepOO2ULH2vM/L/MmTvMRGEsSV/YP1bA6v+58CmP/dvfGdwy/8eWPfHgSMzTQZN/+MSUcz/LF/6V/bYMSkBOLXmubzBS+jSlRrN3NkvmiZuvFxq//7DKF3QZz+WeVkdvdYjKQE4Huvi25pLcw31FjpsXv8lRJUASlSni5Wni5WnCuUpBdLjeb1Hsjvi96Up1TqzmUzpzGYzk4+azYS5ubmpsbFRLBbn5+c3NTUXFxd3dnb+/vvvao3aZDLdv3/fYDDUN9Tn5ub0G/pramrNZIpqNpvNVKZN7pGJpZeXF+u42dJiyYbNZFGAGkUl82YzmY1TOStdSmAs00apNN5MVRZIm0waz9QXWC1Wpkhn6Ba6fEC6zprFzPaYDo2wP27dkU6vLaHRHpKDmcMEZ2hsA0xojl41gvGCIFiuUFk7XY0wOw/t5Em6BJBy0nloKo1+UthPXy295x330Hdlie/q8slL7m4+1XBuNFbyuVL1lXLZ5wvT/NYKmPsxNn7Wu0yL37oqR/dv5C55k+e3voo6uk7ot97KILVLH/W3sbDe0oc+VEXPUmXVuJ49HP7Df/g//v2fGH4w4XRrwAZb/72XZ0yeuYEXFjP5+328ub94+/8w2S9ictA877kH/ZZe8YlY5xMW5z9zlbdfxFS/UG+/CO+guZND1k4OWeEdtHBywPzJ0yK95x38cnnRlwtS/MKifPxn+AVFTA2c81VA1ORpS3lhMd7zDtr477uGPyni4LJ9zTb+T/Dbknjm8aic/7+Rpljn/48fzLxX0ZfJ77tX0XeP33ePT29X9P3hw5lOzv/f/Lcknml31/qZ4Lflx/3NzOxefmsFfuuEfmsFvLUCv3VC3joh+fj1j7mRO/Nu12qZb1Rn7LApAZC//E/ec5Pb3t/9OhYlgOEm/EzLGfqRvTEkbr/ZdXT+3eI/eee9+UA6s+Gk8+1a7fG7DQcznnGGUBw9oWvpvw08KjabzQOn5/cv+T9MxSlmZY9J1mmWdQ784m348f80iloGzKbuxH+ULfrTy6wH9u7I1pLnvARYQmwez/xO1lZFEITRZOKEIAiZxmBvmfMlHnkJwDWD9v7bN7JbmHetYc3+pi2hTftvnCmxzf9PPOw7dr9750XhjdwKs2O1trYWFhadPHnyzJkzT58+LSkpIduNRqPRaCwsLFQqlc0tzRkZGf39/XV1dWZWdssqAdjl/DbbLFk3EqwaAWOQLBMQrP4Ekw8zaTynQbujhNOjdh6ycnD70Fjd7MOyFzvjJtgthE2SbXXQReMu9LM5bh3ayZMpCxYsOHnyJFkIOHnypHOrifvvfPLDua9/vD91RdHUFcXey/MDY29drtCMysq/UaVZuKPQe3keb52Qt07A3I/5rRXw1lE3Zrx1Qt5aIdWBvFVbK3B0/0YdXSfkrRPw1gmo9rWWDb+1Qr+1ZDehH/lIzrWWGWgzu8BvrYBtmZrdMovQqif8h//wf1z7/+kP5yLWZ81IqHG7/19Epk+JTF34zwYb/z/+5ui8bcWjcv7/5rcl4fRjtv9fx+T84YOZnHy9LMeJ/3/z25x45rFb1o93XMEHoT8v29/EnH8v3loBG1964x/zUg9ndFyudPYdzsnfArBpHPKu94z1R1vJH+m4uGtzx+y8xf72erRRDZNRd2AM/U84cjdy9fbNB26Qu5sP3IhcvSPhSIYja5crNWmlPcnnyjmPlkRP6Iz+t/5HpSaTaeDyiv5NfzErRGaCMBsHCIIYPB/Vv+PvJrV40Ex0b/uqdOE7jlcL9xJilgqzYLhWjopzVXDa9zBipWIAACAASURBVISXAEvIhvTb5QRBaA0GJxAEYT/Q5pVlv0XYryL2WmJaXHz/cTSj/Sh7H0bW501bQotXbY8/fPd0iepUsfJUkSKlUH4iX3Isr/dwTufa/Xc6uiRms9lEZnImE71NNdTX1Tc1NV2/fl2hUOh0utzcXJPZ3D8woNPrTGZzTm6uwWBobmq+deumyWSsra01m8wmygw7fzZRxk1ms9nEfOreRM9q9Wl/E9mdOkgbsewyG5QRs9lssuwyMzK7JpvOZhPVjZrdcpTsQD6yZjcxp4QJjSWr0MgOJPRRk2WIdWhMq8nKlrVpE9PD1oqlye5VszVEjyH9Yg3mDi01NdWS9ptMJ0+eXLBgfmpqqpPQaptffBD6y1dLM71j86euKJ66svQf8y/vu90xKgv+Al994Pbzzxfd4K0V0jdjQl/rWzJ77A856Cy0P+RrtSG0PkT192U546ID8B/+w/83xP8pcYWfzzkye1M2b025u/z3WVX+ZdStSbMOzd9ZGRZfbeP/VzHZX3y31zfu/suf/7/6bU44/XhU/GdMveL14x2b/0Hoz1/FZH+7rZbp6eW7RuC7ppJ+JDcE3iuKeUvTMup0Z0rUVljfig2nBDDcW1KXsfHQOWPnxpvhf1zysYQjd9ktCYcz4pKOOfH5Xr1u2+ni43l99iGUxLzXGfXf9Hd3mAjCpFcbJb+ZCcLYVjB4K9FMEEaDxqiWmghi4EmFaPl/lkX/jT12RHmOg7Fcbnt7e3vmS4AlZGOwuFWsMfRLFEonqHT6a3wRXoLx4b/9Eoo/dDd269FTRcpTRcpThYqT+dITDyVHckX/utGSfOQ2ncyxkkITkxKaGhoaW1pa7t27NzAwIFcoHj58aDIadTq9yWQymowPHjzQanX19XVZmVk6na62ttZkNpF5oYl8ZvJEKvWljprpKah81GRm+pqoJ6teZPZKGTIxlkhPTUwCa2JmpR+dhEZ90bOZaO+YB2Y6ZusNCS0xITE1NZUdWmpqamJiovPQpkUe/Gzh1a9jcqfEFkxdUTp5yb1FOwsulI/Oqk6vUvksveYdV8y6H2M9rmU9rqnkWQ5x3L/5rhVYDq0V8NhG1gp41CFmgxrIW0PfQZJHLXMxE9GsraSdIc3adID/8B/+vxH+T4kt5EWn+i8++uk3+z6aseeDsL0fhO39YMZeaiNszwcz9n4YtofZ/mDG3g+pQ8zGng/C9lC7M/Z+SHf4cAZ1iB7OYsYeylrY3onhB75efGH+jsrZybWc/vssz/17SMJ7gVv+ytv0V7/Nf+Vt+itv0195m+nHzaxdusVvs+WQH6uDH/sQqw97INPBMtcm2yF+m2jLpNlNdgbtHv02j4r/k2Oyv02unbaxilk/Xr6rK0l81gh8yLO2uvLzxbc2n6i+JlSfLlExnLLD9RIA244r2M/liLGwOTL78J+Ta0L1yaz2f16ttzdbHD2hM/YP2vXvDBSeMA0YTARhfFY5sPsLw+p/H3x42NSvNZlMg4+K9T991rXsP8pjJrDNent7jzgEb2/vIUPgtP+avgSvu/9OllBaea/eaHou6nHObz19EiVegnHr/6li5aliZUqRIqVQfrJAdvyh+OiDnkPZL+JP5BcJH5kYmU32qqurq6uru5+bq1KpZDJZQUHB4OCgyWQy6PUDAwMPHz5UKBTNzc0ZGRkGg6G2tpbDGpdZZwfMzkc5szPcqTiPDD0zQuNqTr1d+VHE4cnRWV8vf+gdW+QdW/jpD2dO54tHZeVfqVSvOSz8IuqOD3Nbv1rgs1rgu0ZA3ZutrvRdU+mzptJntcB3daXP6kqfNQLO+zfSAr0r8Fld6bua6ulDdaas+ZIbqwW+q6kpfJipSTdYQ3xWU574UN0EpAM+zCjSPfgP/+H/m+R/6Oaq+bsbovc2xuxritnbuHRfU8y+xqX7yN2mpXsbY/Y2xextjNnbuJR83NcYs7cxZl9jDLmxtylmbxPZuJRqbCKNsIcs3du0dF/T0n2NS6luTUv3NS3d0zh/V33Ilion/gdtrPomuYackbRDml26j/KK9Jl2+JX6T3tCWVu6j5qdMrK3iQqTnvEl/f8mqWbaBiF7/Xj5kK8li6mrKj6ZczqtXHKuTHmqxBmulwDIW7Rh43T2MWRk3sJ/Ls6VKW9VyTcfe5BSrLA5VLhkwu+xb6s3/Nmw+j/6d0/u3x9o2PSX/nV/GNj8//av/o/+XZ/3/2uqYf1bmjV/7Fz5p5Klf8NL8Gb672QJXeOLZFp98/Pfmp85o7XjRa9cgZdgvPqfUqw4WSQ/WSQ/WSg7XiA59rDvyH3R/oxnsbsuaXQGo9FoNJlMJpPRZDSZTCajkfk7ESajsaW1taWl5erVq3q9XqlQZmdnDxoH9QZDf3+/yWjMy8szmkz1DfVpaWn9AwNVwirKhsloMpL2KEvkMzUTtW/ZZlxgXGHs0ENId6xGWv1VCyPtv4mxZXIemtFihjUdeYQ2x8TAdgmhcYYmV2rfn77ti8jbXy27PyW20Duu5PNFt+Yk5JwrU7z8yj9dojxX0PfJ9+ftb8kAAACAUYejBDB5afYPiVm3atRD3nh9vzHDlRLADxszx/AO0l03uPDfZf9v1aj3XK/Zd/eJTXv2ss+eLP3PvtV/kq39k3zF/yOP/Xf5mrcV6/6sWPOOfN2f5Sv+lzzuP2Rr3hav+fPTmP/MXfIRXoI31n9HS+hUiTJH+LSpQ9T0vLvxWRcnTc+7G5+LLue34iUYr/4zJYATBdJjD/uOPOg+lPNi+8XK0zeLzSbqD/tRohJEettoys7OfvT4cXNzs9FoVKvVRUVFRqNJp9dJJZIXv/9+/vyF5ubmhoaG4uISo9FYU1NjdCiTZcNk3UilmTYdTewtVgtrz2iy9LOyatvAGRrT06qTxRdbhxCa89BMJtPaXdf/PufM5KXZX/+YPyW2yHtFyafz04JX3dxxpS2lUHq2THm2dOQcuPvbJz9cfKW3gGvcfw8K/19j4D/8h/+vL5yfAvhkbuq+m08u8VWu3j4C4JRLfNXFwq6kM6U27ZePnSiM/awq9t36uAkNK95tXPlew4oJjRbebVzxbkPchJrlE4qWf5J2cK/bAwHuwtESOlWsPHK/+6dLNTsuCnemVnGy46Jwd1q920MAY0RKkSKlSHGyUH4iX3o8X3Isr+/I/e6D9zpW7739+Lceo9FoNA4OGo2DRiP1QD0aBweNg0ZjXV1dYWFhXt6D7OzszHuZKSkpDx8+vHfvXnZ2dmlpaWNjY1lZWUFBQU5uzsOHD9OupA0OGgdpC5SZwUGj0ThoHKQsMkcHyYmpyQcpR1gdbDRIjh9ktmw9ZrYtszgLjW4ZtDVhvTtId0BoQ4ZWUffs/ZCfv4y+99Wy+1Nii7zjSrxXlH2x5N7f55z9aNbRjyKOTJw1cv4+58zXywtexb2p59+5wn/4D//hP/wfY/9tSwBfL8/3jrx4p1Z9ulhxyiFOb8hGg2Hc/xUrGBw7DP/d6f/pYsXdOnXiyfzDOS9e0xBe95fgdfcfSwj+O5yrSHGySH48X3IsX3w0r/fIfdGh7N93p9XFH7xO557kF7lBZX1kmjdoyUkHyVyQ7ss8DTI2BuletCG6G2sAPYh1zGhkOhjZT8wuy7yRPdRiwZJA0znqoM1YhPbKQvOdt+fTeZctHwSIK/FeUfbV8vyvlxd8vbxgSmzhyIkrcv+9IwAAgDcDL5/VlpLA1FX8T74/v+G48KpARf5ohc1J17Af6CHAfzdyVaA6eu9Rwqni4wWy1zSE1/0leN39xxLyBDzQf/Ln/8ceio8+6D1yv/tQduf+u89W77lVUNk6aDQO0Ikda2NgcHCA/hokn8kjdhuWUeS4gUG7IwPUwwBlmWXFvp+1vcHBgQGy+8AA4wztwADbsr07A4P2riC0MQ/NOGg8f4v/XvA/v1yS8dWy+18vL5gSR1UBpq4sn7qqwg23cZ7/Iyn478nAf/gP/19fXs5/r6+X53+17MEXkXc/W3jjo4gjIXGpt6qUZ0vcf68JxhNnSxR3a1Q/XShPPlt+KLvzRL7U7S6B1wssIcDJiQLZsYfio/d7DueKDmW/+Pl607oD9w5cyB0gk00KVjZKpn0D9HFqe8CSCpJDBi3tTDZL22IPYiwNsloo+3QTa8AA05OaiMlBB6zGMBNSng3QGSs9P0JzT2gGw8DCtccmBG6f9O2pT+elfbbg+meL0j9fdOvzyDtfRGV8uSQTAAAA8GS+Wvbg6+X5XpNmn/go/NAHYXu+mnv0u42Xlu9Ki/vnVQDGguW709YcyFjx8w23ewJeU7CEgHP2XnhQUNHY399vST1t1D8w0N9PPg9Ynsh225797FGc29Zt1v37rQ9yDLW22s9pmWsqB/0Q2sCYhzY4OKg39F/N4M9afpj+T60BAACA14aPwg9Nmn3C63gav+1pT4dI3d/f3099l+3v7+9nNugnsnGAOUo+DFh2BgYGrPet7FHN/QOMKXqigX7reZgx9IF+6g7CYrWfvT9geRpgz8D2DqEhNISG0BDa+A+N/K3zcRmaxV+E5u7QBgcHjUbjuAzNYhWhITSEhtAQ2rgLrUOkfvRcknKryau/v7/f0E8+GshtA9NANxuYJ7qVPGQw0A0G1lGDxRq1ZaA7U6bIbpYO/f1Mq52sDLFGUR6wXDKwHWL7gtAQGkJDaAgNoSE0hIbQEBpCQ2gIDaEhNC8DOYhUP/VlMBgom6wmxnNW335mkxnDPPdbDrE60JtMZ8sG7Ypl12qHbZA9d7/VcRsTCA2hITSEhtAQGkJDaAgNoSE0hIbQEBpCMxgMBoOXwWDQ6w0GvcFgIB/1er1BTzWSW2SzgelBb5Hj9HqDnupj0OstxshBepZZvV6vp6ajbdDDqUkpo7R9a58s89CuMSP0ZBfGW2aalwzN0E/+owowhn5q21J/MfRbXtn+foOBXRRizjs9gD5KjaUHUx376Zffss28nPS6oMdQDzZmqEYD05nq0M9yi1lyCA2hITSEhtAQGkJDaAgNoSE0hIbQXAjt1aeiY5dle5FD9CxZ7ThoMzjsxdHO1XVknSx9DQ6dsLE18tB0Op1AIEhPT79y5cqVNOrLRhxNI+xk6UtO5WBQmoNtzv62bdxWEdqQ7rjQF6EhNOt9hObI4Mg6WfoiNIRmvY/QHBkcWSdLX4SG0Kz3EZojgyPrZOmL0Dw/tPT0dIFAoNPpXmUqatdrNLNsL52eDEen0+vJbR29rdfrdXq9nmrQ63VUTz1zVEc+k8N1Op1Op2cMUG16xr6OHqhjeuqtnilLemp2HTVIp6che9IT6+h5aI91ln46OpCRhqbX6+vr6svKygwGAwFBEARBEARBEAS9eTIYDFVVVY2NjQaD/tWkomOdZXvpuKRlfXEds9nSOuhg2+zgiOMxQ/S029ZqdTot3cxt08XQDAZDSUlJf3+/u5ccBEEQBEEQBEEQ5Db19/eXlJQYDHrO1HHUU1GuKUYzy/bSanVaUjqdjt7WWRqZB62OPKDTUZ11Oq3WEil1XGc1XqfV0Tu0Qcoi26RFFhOW4/SGjpqM7kQ6oqOnp5zR2vgx0tD0ekNZWZm7FxsEQRAEQRAEQRDkZpWVlRkM+leTio51lu2l1Wo11Bf5QD1qtRqyXcMMpRvIvhqNVmM7xHpXYzFrsaXRsmfQWLppKJNWbRoNPZNGS09IuUQOZgxqNCwPNLTjIw5Np9eXlZe7e6VBEARBEARBEARBblZZeZler3OeimrUGq1W29HR0dnVqWFSXVYqSmW37s6yvTQarYYSs+Fg37rd0VHnY13vQHZy0M3xaNYRm6IIu5dOy22BCU2n05WjBABBEARBEARBEDQeZTab09PTd+zYce7c+cHBQeedy8vLdTqd81RUrVFrNJrW1taKigqNRiuTyV68ePHkydNnz5719PSo1Wrnqewry7K9NBq1mkStUWs0avJLrdGQPqo1akaMRa1Go9GQLeSDxmKCPVZtsaahmlkd6aMaDX0ytGqNWqvRkofUGuZJQ8/P8lLNmpr+xwzRaLQ11dW7du2aP3/+zJkz58+fv3v37pqaWq1Go1FrtBrNv/bsoSdimaYHq9VqRyWAwcHBi1xSKpVDLjIvL68RLk8XbI6FcU4lJSW9monGSGPn/1hYfl3Otit+vi6xQBAEQRAEQW+COjo64uPjxWLx4cOHGxoanXfm8/k6nc5JKqpSq9RqtUQsUSgUpaWlVVVVOTk5N2/ezMjIyMzMzMjIePjwYXt7u1qlss+ybVJRJ1k29Ul58gMAls8CaMiPzFvKCKws2+IonV57qdSUu2qVmnpW0d6omAe1Wq1WKpXx8Vs+/fTTQ4cOkW6p6G70htUzM5BLKqsOKrVGo+Hz+enp6ZWVlVSxQK1SqVWUe7YTcFpUkSewu7t73bp1n3/+uZ+fX1hY2MyZM8PCwng83meffbZ58xapVHrgwIGPP/5Yo9GobA1QM6rVaq1Ox+fz7V97jUZz4cJFdotOpzt69OiFC0NXAV6jEoATa6OSyLkxG3wFJYBRnOJlTCXRGi1nnM81Kn0gCIIgCIIg6NUoLy/v5MmTBEHk5+enpaU578znl2t1OuepqFqt7nzR2dvbW19fn5OTc/369Tt37mRlZeXm5mZnZ9++ffv69et8Pl+pUNqZsUpFHWXZarXmyJEjISEhwY4VFhaWlpZGlRKss3J6Q+WlUpGz2UhNPVIzqxQK5fr163k83oywsNDQULVGzRqmprE8qNVqlaWVMWZlnDWrWqVW5eTkCCorc3NzKyoqNWrLUXY/xojlqLUffX193333nb+///fffz9v3rzo6Og1a9ZER0fPmzfv+++/9/f3Dwub4efnN23aNLWGKkQwRtke67RazhKAQqE4f/4CQRADA4MkWq326NGjBEGcP3/BeRVgHJQARiuLc1c2OKbzelQJgD3wFZxtlAAgCIIgCIKg10vHjh0rKSkhCKK3t3fHjh3OfxeAz+drdVrnqahUKm1tbW1qasrNzU1PT79x40Z6evqdO3fu3Llz69atW7duXb9+/cqVK3x+hVKlVClVjlJRR1m2Rq2eMWPG3Llz5zvWnDlzlixZQifTahuDpDmyBKBUKpVKlVKpUiqVKpVKRW6rVNSXQiHfsHFjQEBAZGTk/PnzT58+rVarlEqVSqVUqlRKprtSRdqhplBStukeZBPVlZ6AsqBWq1pbWwVCYX1Dw/0H9ysrK9UqtZLuwRhlJqF3mW2lSqlUq9VbtmyZHhw8f/78NWvWFBUVaTRqvV6vUqsKCgtWrVoVGRk5b9488lGlVqvoEFRMtErKN61Ww6+osH/tFQrF2bPnCILop8WUAAiCOHv2nJMqAEoAo27Ho+b15F8EGOsTjhIABEEQBEEQ9BpJoVAkJCRKJBJyd+/efS0tLU76V1RUaLRaR6moUqFQqVQdHR1VVVUPHz7MyMi4devWtWvXsrKyqqqqqqurHzx4kJ6efvny5dTU1PT0dIlU6iQVdZRlq9Xqy5cvr1q1aqVTZWVlqenEWcXYpgyqVEqVl1KpVCidSS6Tb9iwISDAPyoqKioq6tSpUxqNRkkNUzCjHRtxcERhu6FWq9va2oRCYX19/f3c+wKBQKVS2Y924m1VVZW/v//ixYtXrVrV2dmp0WiYzhqN5vTp01FRUStXroyLi5s/fz7LOMccWq2mooL7UwBnzpwlCMJg6CfRarUHWDpz5qyjApJNXu3Fkn1P+3bO/jYlAFdsDmnWy1rszmQWxzzafM6c85PnSSzZt3A22k/naCKbH7xzGrH335FlR2OHbOd0xom3nF65cgZcPDTqgbsYO6cPQ54WJ247iWW4ITgabn/Ikf8QBEEQBEHQ66ucnJxffvnXrl27d9K6dOkSc7SyUvDzz7/s2bN3z569u3f/c+fOnefPXzCZTEyHiooKrVbrKBVVKBRKpZLP5+fn52dkZNy7d+/WrVt3797t6+tT0GpvbyerAM+ePVMqlQq5wlEq6iTL1mq1Bkp6A5f0ej0rW7ezrFAqlUovhVKhUCioR/aGQqFQKORy+YYNG/z9/aOioqKjo0+lpGi1WiX9iQG68EE+qhRk9AqFkkJpbUxJ/1PSHzywlkqlVqlaWlqqq6vr6+tzc3MFAoFSZbFBn1yFQmnttFKhUChUSuUvv/xr9uzZixcvzsvLU6nUTGhKpfLQoUMzZsz48ccfV65cuWLFinnz5qlUKmqkxaqScV6r0VQ4+BTAqVOnCYLQ6fQkEom0q0vEcOrUaY1Gw7nsOFN354cc/ZDfvp0ztx9yOhfbSdmkW46OEk6zPuftw52IsM7onHSz99D57rC27d127q39QNfPgCuHOKfgHOVi4M4PEaxXwfnULlpzrpd87ZyfUs7phuUeBEEQBEEQ5GmSSCRJSckDAwOuD0lO3vb8+XNmt7KyUqPROEpFyYe2trbS0tKsrCzyUwDZ2dnNLc1yuVwmk5E9RCLRo0eP6ERb4SgVpSZQ0ikwK8u2fKSelUXT/5iP99tk4Tb7Ci+5Qm7xgPZGLieblPHx8WT+v2LFitjY2G+++cbb2/vjjz+eaK2///3jQ4cOKZUKuUIhJx8U1INCIWcZl5M+CCor02+mp99Mv3nz5s30m+npN2/eTL9181ZWVlZJSUlzc3Nzc0tNbW1Obm5NdY2lkkBZl8tJk4zjcjIIZWxsbGRk5KJFi2QyqZxuVSiUJ0+eDAsLI6MgPzgRHR1NmSVDlTNuUr6qNWpHJYCUlFNms1nLJbPZnJJySqFQcC4j5wk282N8V1YkZwlgWDadTzdkCcDRIZsWR+nTkBmg8+Eu9nQ9iXU9JxxuruvcpSEbR3bISeOIA395l1xcP0mO9ZIhjOIphSAIgiAIgl4jyeXypKSk2to6F/s/fvw4MXFrZ2cn01LBr9CoNY5SUbmcfpbLe3t7njx9wufz8/LyqqqqFAqFVCotLS3t6Oj4/fcXXZ2dXV0iJlHmTEXllmxabumnkCuVisOHD4cEO/tzgKGhoZevXCY/ZUA5a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k8riBcQvQoAQaiLYCsA4wM3RDHjByaBbwbCU7DXELENhh+hRzDJCH+DiRLmoAJAEAqDCoDcUUl0N15sg72GiG0w/Ag9gklG+BtMlDAHFQCCUBhUAOSOSqK78WIb7DVEbIPhR+gRTDLC32CihDmoABCEwqACIHdUEt2NF9tgryFiGww/Qo9gkhH+BhMlzEEFgCAUBhUAuaOS6G682AZ7DRHbYPgRegSTjPA3mChhDioABKEwqADIHZVEd+PFNthriNgGw4/QI5hkhL/BRAlzUAEgCIVBBUDuqCS6Gy+2wV5DxDYYfoQewSQj/A0mSpiDCgBBKAwqAHJHJdHdeLEN9hoitsHwI/QIJhnhbzBRwhxUAAhCYVABkDsqie7Gi22w1xCxDYYfoUcwyQh/g4kS5qACQBAKgwqA3FFJdDdebIO9hohtMPwIPYJJRvgbTJQwBxUAglAYVADkjkqiu/FiG+w1RGyD4UfoEUwywt9gooQ5qAAQhMKgAiB3VBLdjRfbYK8hYhsMP0KPYJIR/gYTJcxBBYAgFAYVALmjkuhuvNgGew0R22D4EXoEk4zwN5goYQ4qAAShMKgAyB2VRHfjxTbYa4jYBsOP0COYZIS/wUQJc1ABIAiFQQVA7qgkuhsvtsFeQ8Q2GH6EHsEkI/wNJkqYgwoAQSiMiFYA42vg5pIJ/D0qicpjBjd3FLn1iFxEaK8JeTj9P0XF/2sIX4LhJw5FDxb434HvEcNJ5teDOMI2gp0o1ifGs1kPl0vycW1zsHdmPJWYChUAgvAQka4AxqYcpNh+Ow0fj0qi8iyE+F4ivR5RjAjtNSEP2/+nqPgfDeFXMPwEoe7BAv878D1iOMmsU4S54mOErQKgdM9yuX7hGTBUAAhCYUS9Ahj78zjF+vUYu/MTfh2VROVZCKe7iO2dSXB11gX4e5fOQURorwl5WP/v43ShMYc5mTZXrOvh9C1CLhh+TuHmwYJg4Fm/IF6G7U1zfxVEDCeZ4Pg59VsuB4n4cjGcOmGoADh9a8zdA+i0K3I6Io39L9YLOa1fgCOBCgBBKAyNKwDiQ+0sj0qi8ixk4rfm9OtP2ykEPxrj8HSBX/cq1RGhvSbkmTpUUy80JnxaSXA5wf+8IjRgwhwMP6dwerCYtgCnQeWE+Lrcr1bg94+wRQwnmXUSuJkxngaSYFBpH2GuALg8ehjPNBJTlyG4ZMY1CGTvsN0YTlABIAgPEekKgO0XrIdRggtJH5VE5VkI693O9qfTvubmR1TcsZRGhPaakIfg/z4u54RgokR0uoQ8GH5O4WnAuBlaLo+ixKvFzHOKGE7yGAeclpx2Ldb1sP0p25WIQ4ShAmC7ZwkeCjntXLY/JVgn65bMuIa53zuc5p8tVAAIwkNQAZA7KonKs5CJe5vtPTDtEoL7kPVH0wj8N6XTXhPyEPzfx+WckBs8hHQw/JzCdt44HSo5DSo3X7N+O+NqEdaI4SSzPZCSGCQS0ygOEbYKgOBHXO5cgh3NdufOuH4BjgQqAAShMKJeAXBz/OL7UUyEnoVM+625/3bGH00j8N+UTntNyDNtGCb+y/ojTnNCbvAQ0sHwcwrbeeM0hJwGlZuvCb4luAoyLWI4yawjQW6QSEyjOEQYKgCCH03D6VpcHnYIrsj9gWuO9w7b+4ETVAAIwkNoXAGMsRzCxvh0FBOhZyFs7we2dwvBfcj2RwL/1Wi814Q8BP+vcTknBGNJ/D8yQi4Yfk5hO2PcjDS5r3m6CsIaMZzk2c/n1EvGZnpMF7cJFPIKgMsfEexBEj8iWGzu984YL1ABIAgPoUEFYMzyeDb1kqn4dUQToWchrL8p8R3FuiTBHcjpisIZEdprQp6pe3zaAHA5JwT/PxL/n4uQC4afIMQjx80ME39NerUIa8RwkllHgpsZYztIxAuzHVTaR2grgBn3F6f1sD3UsK6Q+/ULcCRQASAIhaFHBUBwyQTuD7vcHJVE5VkIT3cUwdWJ716B/5rcRIT2mpBn2k4fI3yuwHZOuPmW0+AhJILhJw7Bg4Uxh4GcuuSMX5NbLcIaMZxkTgfVad9yOUicFhDbo64wVwDG3D2AGnM+BHH6dtrCxMMjwHlABYAgFEZEKwDBRgyfhdAg2GuI2AbDj9AjmGTSGX/exelbsQ0mSpiDCgBBKAwqAHJHJdHdeLEN9hoitsHwI/QIJpl02D4NE/hWCTyYKGEOKgAEoTCoAMgdlUR348U22GuI2AbDj9AjmOTZZNpzMIFvjzAEEyXMQQWAIBQGFQC5o5LobrzYBnsNEdtg+BF6BJOM8DeYKGEOKgAEoTCoAMgdlUR348U22GuI2AbDj9AjmGSEv8FECXNQASAIhUEFQO6oJLobL7bBXkPENhh+hB7BJCP8DSZKmIMKAEEoDCoAckcl0d14sQ32GiK2wfAj9AgmGeFvMFHCHFQACEJhUAGQOyqJ7saLbbDXELENhh+hRzDJCH+DiRLmiEsFcO3emxOZuITceig6V5y6hVzeCnUbg/ArqADIHZVEd+PFNthriNgGw4/QI5hkhL/BRAlzxKICYHuqzP2Z9oyrmn1YV8vNDaECEP6gAiB3VBLdjRfbYK8hYhsMP0KPYJIR/gYTJcwR9wqA17NoguU5/Q1/6oWctoT4tlhXSHBziFAFFQC5o5LobrzYBnsNEdtg+BF6BJOM8DeYKGGOeFUA015sT+IUesbTddZbnHohHysAgisiwhNUAOSOSqK78WIb7DVEbIPhR+gRTDLC32CihDmoAHhrAWZTAXC6OioAGgcVALmjkuhuvNgGew0R22D4EXoEk4zwN5goYQ4qAFQACIVBBUDuqCS6Gy+2wV5DxDYYfoQewSQj/A0mSpiDCmDu3gjA6eqoAGgcVADkjkqiu/FiG+w1RGyD4UfoEUwywt9gooQ54lUBTLuQjx8HiAoAYRvBVgAAAAAAAADT8HpaQbyAiFUAfFkV6+U8fRwg29VOuyLblaACEP6gAgAAAAAAAKHC62kF8QLCWAGsYfdP6JE7fyZ4HwGndxZMvZDgRonfm8B2JeReyIDMZVABAAAAAACAUOH1tIJ4ASGtAIQkOF0Xtwi2AuBpeeFB4sAEAoe9BmILww/0gEkG/sJECTNUANSGm88CQGgcVAAk4DFDFGGvgdjC8AM9YJKBvzBRwgwVAOUh908PIPQIKgAS8JghirDXQGxh+IEeMMnAX5goYYYKAEEoDCoAEvCYIYqw10BsYfiBHjDJwF+YKGGGCgBBKAwqABLwmCGKsNdAbGH4gR4wycBfmChhhgoAQSgMKgAS8JghirDXQGxh+IEeMMnAX5goYYYKAEEoDCoAEvCYIYqw10BsYfiBHjDJwF+YKGGGCgBBKAwqABLwmCGKsNdAbGH4gR4wycBfmChhhgoAQSgMKgAS8JghirDXQGxh+IEeMMnAX5goYYYKAEEoDCoAEvCYIYqw10BsYfiBHjDJwF+YKGGGCgBBKAwqABLwmCGKsNdAbGH4gR4wycBfmChhhgoAQSgMKgAS8JghirDXQGxh+IEeMMnAX5goYYYKAEEoDCoAEvCYIYqw10BsYfiBHjDJwF+YKGGGCgBBKAwqABLwmCGKsNdAbGH4gR4wycBfcz9RX/7zt5Ev/1Hz4OuEV564jj60vfaJkMd19GHc3Sc1D75+8eufv/zl97m8r1ABIAiFQQVAAp6FiCLsNRBbGH6gB0wy8NdcTtQ3//o97u5jtxuPnEceut945H3zkf/tTwNf+EzI43/7U++bj9z/3OyUV7/47tc5KgJQASAIhUEFQAKehYgi7DUQWxh+oAdMMvDXnE1U6wffuYw89Ln5SOCn9LOMz+1PnUYedn38/RzcaagAEITCoAIgAc9CRBH2GogtDD/QAyYZ+GsOJurXf/9nz53PXUcfjp9CR738+NjDH+5//8t3v/4xvsB3v/5x//tf2j78LurlxwI/w+cynjcfRd55/H///g+ldx0qAAShMKgASMCzEFGEvQZii/bD7/S8usuaeU6r1ayWKejNk9RQktypJKmtKqmvLmU4X3LXfCnDeZJ66lKaKpJbFSTWyzFXyzAXSTAUGAwmY5wkgyHNYMgzJBQZEkoMCcX/hinPYCqMX8KUUGQyFZhMeSZTToopoyQhvVRaeqOSjO2apRm2+p17XK8WhN+pTri3P+GF4vDhJNcuf9Mq222ZBmti9NbFmuzIdDLMczYscDHIdjZKsTdKtTfIctLPctRLs9VJstJOstRMMN0SbbAuVHedn/YGj52bnLast96w2n7bejddDY9dOq5G+rtNjF0sLJ3NLZxNTd3NTaJd7IqCPA9G+bbG+nXE+rVEetUGOOU7m0YZawh6b1CI9pMMc4zqifr13//xv/2p961Px0/+Bz7/8Zc/OJ42//LHfwY+/1FUigDvW58GvfDZb1S2AKgAEITCoAIgAc9CRBH2Gogt2g+/6VJ5i2UKFkvljBZKa6lI7lCU2KEoqakiqasmZTBPymCepL66lKaK1GYFydXSzKWSTHUGQ47BkPjv+b8EgyHFYMgwmAoMCWWGhDJDQunPKDIklBkSKkxJFaakioSkioSksoSEoqSEgqyEnLq07EoFOYvnl6Va67WFu1zODbmzL+6VytjbRcFDCc5H/IwrbbZm6K1K0FuTaqlR4mlS6WNW42dW6WO+18OszMusys+s2tekwtO4xG1XkatBjoN2iqVGtNnOUBPtQGN9Lz0d5x3bHLdvcdTUcNbTs9cztDEwsTC0MjWwMjcwd7OwTvJ0qwz3PxwX2JUQ2B3v3xbpWefnuNfFLMVSR9B7g0K0n2SYY1RP1J47n0+c/z9+9hs3V3n87DeRaQFuPoq685i6ew8VAIJQGFQAJOBZiCjCXgOxRfvh150vbbhA2nCBtI6a1HYlyU1yEpvkJLfIS+xQktRUkdJSldJQltooL7lSWnIBk6k4efLPYDCY/30JAFOOwVRiSKhMhCmhxJRQYkqoSEipSUipS0ipS0ipSUqpSUmpSkoqSUkqyEsqLJJTMH5+eaKlbkuo06XMwJfKol4u23MzN+BcjGOHt1Gl9ZYM3RWJOiszLbdWeRkdDDRvDDKrDzKr9Tc7GGTRHG7VEmF9OMSiPtC01teowtOoYLdxupNJnINFtINNqIWFl57+7p3ajpo6DrqGlromRtrmejo22to2hrrW3rZO2f4+ByKDOxNCepOCe+P928M9an3sip1N01EBAHCN0olq/eC78df/R738mOCP/6x++eM/otIC7B592P7hdxTdgagAEITCoAIgAc9CRBH2Gogt2g//dhVJDVVJDRXJLQoSa2UkVkkyV0kyV0tJrJWWWC8rsV5WYq2s5HIpCXUJCbnJF/9PVABSDIY0kyn/3z/4//eFAMp//v1fTUJqnqT0PEnp+VIyC6Rl5stIz5OWVpeWUpGRUlSTVTJ6/rkkK72WEKeL6X4v7A1/cW/oSIb32T227Z4GFZabM3RWJGovzbXcUOWue9DXsNF/V0uQUWuoSWuYeVuEZXuEVVuYZWuoWYP/rkpPo0I3s2w36zR3pzRP1zgnpwATcw9dIxdtIyc9EyttU30Ns507rbdp2BobOIQ5eRQHBTbHhvYkhZ5MCjke798W6lrrZbPXySTdQlvQe4NCtJ9kmGPUTdQ3//rdZeQhT3//n0qEXgvgPPLw+z8/14C/UAEgCIVBBUACnoWIIuw1EFu0H/7V0sznZZirpJnLJJgLGEx1BkONwVBnMOYzGIuYzEUSzPlMpjKTKcOQYDKY/1sCSDAYUgymLJOpwJRQHn/B/5TXAqhKSKlLySyQkl0kLbtIWnaRrOxCWZkFsjLzZaTVZKRUlWVVjJ5fmWSp3xLkMJTsfSs/6FZewNVkt9OhVofd9MrMN6ZrL0vUWlRgsbbSeUetm9ZBD822QL2uUMMj4bvaw4xbQ4xagwzbggyb/A0qPHZlORknOVrGOzukee5OcXMOt7T2MzL3MLBwNTCz1jTS2WK0fav5tu1W9iZOiW4+VWHBHXFhJ5PDTyeHHovxbQ122e9htdfRON1cS9B7g0K0n2SYY9RNVNzdx+Of/z/4+Keplxtnm7DN1J+Ofz34+CeBn95zE5+bj+LvUvJ2AFQACEJhUAGQgGchogh7DcQW7Yd/HoMxftqvyGDIMhhSDIYkgyH537f4M2QZDGkGQ5IhwfhvplcATKYMk6k4UQEwJVWZkqpMSTUJKXUpmYUycotl5JbKyi+RlV8sJ7dYTm6hnNwCOZn5cjLq8+TVzNauTrHUbwl0uJDoOZrtP5rhfTHO+USgeaOzdqnp+nTt5fE7F+Sarqp03FK3e9tBt+0tfjqdIQZHQg06Q/U7gnTbA3XbgvSa/fUrPAyzHI0S7c3ine1SPZxS3JxjbG1CzS39jS08DU3ttHbpbjHcvtVUV8vWz9Y91zegITKsJzGiPzWiPzn4WLTX4UDHGg/LIgejNFQAAFyjaKK+/OdvbqOPAlneAkB8/j/2vxWACL0dwHX04de//M73uxEVAIJQGFQAJOBZiCjCXgOxRfvhl/7ztP9/X+Q/DXEFoCAhoSwxpQKQkFKXkpkvK79EWXn5fLXnFs97btm8FSsXrly7eNXGpSs3LX1u05LlWitWuGtszrAxrPe1Pb7HeSDO7Uy087Fg61Zvkxon7WKr7Vkmm5N3bci316xy120MtmiNdOiIde5KcDma4NibYN8VYdwaqNfkp33AW7vcXS/fxTDDxTTN3TbbxynTyznJ0SbayjTM1Mjf2MhRx9Bwm6GOhpm9qXOCu19VaGhH/J6+lMjBtPAziQE9Ee7N/vb73SwK7XelmO0U9N6gEO0nGeYYRRM18uU/nEceBr7w2fFHP0xcOOPf/yf+O6Hto+/YnnKzvdEZT9S5WYbc8s4jD+98/YzvdyMqAAShMKgASMCzEFGEvQZii/bD/7/v7WdyqAIk/nxxgOSfRYAEkyEtwZSRYMpJSCgyJZX++8n/UmoSUmqSMvPXrljntsuoKNC7LMSv2N99r69rWYBnaYBXsY9rtqtdmqNVorVpko1ptpN5lbdtc6BDS6Bdo69Vk69lZ4RrT2ro0ZyYjtzEI4UZJ2oq2jLjztbX3Bo4ffNs380zJ0dPHLnR03I6N+yQl26th1al246S3TuLduvmue3K87Is8rct8rXPdrVIsdsVY6EXbKznrK1rsl3PXMcsxMGt0D+wOTrsRPKewbQ959NC++N8u0N3N/vaVbtaFNoZJpvgHwUE4BZFE1XzztfuNx4FvvDZ6z/8MnHhtD/4T8X6coBxr//wC/cn52wvnJsKwO3Go9oHX/P9bkQFgCAUBhUACXgWIoqw10Bs0X74x8/wmQxpCaasBFNWginNZEgxJ9/5z2QwJCUlZGWkFGVllGSkFKUl5aQlZaWl5OVlVRUV1BXk58nJqktJqUhIKktIqkpIqUlKq0vLLjxUXf3B/XufvHn//uiVlwb7LnU09lXtbctIOBQdVBnkVuFtX+xmudfVvMjZuMTRoNhGc6+VRqH5lnLrrTW7tes8d9V5m1R6mOz3sazxtTngb9sU4daZGNiTsedUQdy5fRlXGkovHiwc2BvVFmFb4ryt1GV7iZtmqad+mb9pRZD1vgDbYg/zHCf9JCvtMGPt3Vo6ptt1XYytUt09a8KDu+PDz6TuGUqPuJAScjrGuzvEpcnHptrFrMDWINFou6D3BoVoP8kwxyiaqNi7T7xvPgp84bPv/2/yc/I4VQCczv/HxsYeP/uNRAUw7afTLp9YOaeXFUy7Itvlp8Xr5qPEV57M6i5jBxUAglAYVAAk4FmIKMJeA7FF++FnMCSZTDkpSWUZaTUZaVUZKWVpKUVpCXlpCVlppoystLy8jLKi/DwVpcWqyktVFBcpyqsrKairKC1eMG/lkoXPL1m4esG855SVF8vKqktK/bcCkJFbeLSz/f233/jqy6efPvzowZt/+cvLL966NHS8oa5zX0nr3tzm/Iym/IyG7OT69OgDsYFVfg71AfZ1nhYH/WwOhbi0xfsdSQ4+nBTSlhXbkZ1wJC/paFF6X03x+ebq4eb9l1trRrvqr7VWXz2QcTrLN99+a4nL1n0e26t8tOqCDA6Gmh4Ktaz2Ndm7WzfdZmeEidZuLS3LHTrB1rbF/j4t0cGnksIupEdcyog4nxjQF+nRFeTY6GVd6Wyab6UXb7BV0HuDQrSfZJhjFE2U6+hD/9ufTju1Znuez/btAFPxtwIYYznDJ7E8a/xvf+o6+pB/999/oQJAEAqDCoAEPAsRRdhrILZoP/xMppyUlIqszAJ5uUUKcovk5RbIy81TlFVRklVWlVdVU16grrJkntqKBfOeXzh/7fx5q9RUV6irPrd08bp1K7dvXrNzyxqN9au3L1u6XlV1haLiYhkZdSlpNRnZ+Z0Nh968+9LnDz/5+P0Hb7969+71K1f7jp1pPnisquRoeX7X3oyjxZlHi9K6smNa4gNrA50KrXdkGa/da7XpkLd+a4BeratmuYNWU6hDW6xPS1xAZ0b0yaKU81V515qrr7fsf/FYy82ugzcOplyujMt30irdvaPac9sBf43DYbrtUUbtkaYNAYb7PHSy7bUizbRdtbRcdA2SnB3rQn174oIHUsIuZURcSgsdjPM5Ge56JMCh3sNyn6NRjoV2jN4mQe8NCtF+kmGOUTRRttc+Yf3rOmsFQPDPAUzg+6sAZjyl53X58dhe+4TvdyMqAAShMKgASMCzEFGEvQZii/bDLyOlIie7QElxqYrychXl5WrKy9SVF6srzVdXmjdfZeFC9eWLFjy/eNGGZUu3LF+6ecmiDQsXrFm2ZMPmdVq6Wwx3bTcy2mGsu33XxnWai4ap6GIAACAASURBVBevV1dfpai0RFpGXUZWvf1g7Zt3X/rkvXffe/P+O6/dfe326MjpY4Mth46X5hzJiu7JCO3JjDiWtedocmB9kGOFi2GByYa8Xcsrbdd0+W87G7m9L0KrO8SoM8y6M9K1I9L1aJz3qYyQgdw9F/bG32wqv911aKT70MiB1OHKpAIXvQp3rQO+Ow+HaB6NMTyRaNobZ94SYlTtrZfjqBdpruehpx9oZpHv5X44MvBkYuiF1PDLGeEXkwMHojyOh7p0+Nkdcrcod9iVY64ViwoAgGtUvwqA+I0ArOf/0xZ48k+ObwRgxelcfYy7U3rWVREvj1cBoAJARDuoAEjAsxBRhL0GYov2w68qN19VcYmq8nIV5RWqKsvVVJYtUFu6SG3JItUlS+YtX7JwzZLFG1cs37F6pebqVTtXLNuydPGGtSu3623dZaVr4bjLxtnYznaXrZGO+do1mkuXbZ43f7WCwgJFebW2ytL7o1feevHm67euv3ThzGj/ifOHDx7fm9meEHw42KkrxPpYhH3vHsf2IOs6F90ys/UFugvytJSL9OZVG6t12C/o9lrf4qXT4G3aGGhf72fXFeN9KmZ3X6zbiXC7E+E259J9rlbEXS3wPpXum+Ogv89DtyFAqyNc73iCSV+K5fEEq7Zw02pvwywHgwgzQz9jszh7h3J/746okNOJYcOpoZdTgoZivfojdh8Ldurws633sKh0Ni6y1ks3xb8IAMAtiiYq7s/PAuDy4wDHOFQA3Hwc4BjLmfkY7xUA268Jlp8WfBYAKgBE9IIKgAQ8CxFF2Gsgtmg//PNk1dTk5ivJL1SQW6ggt0BJYYG60sKFqosXqy9fsuD5JYs2LF+2feVKrVWrtJ9bsWPxovUL569Zs3yz7mZdax0zV2O7ZP+Q9srKttK9uXv2hLt7W+kZmu7YEWFlNNRUN1yVd/3g3nP5cccjPY4E2XcE2tfZa5abry8zX1NstKLM+PlSk7U5OiuSNqpHrVSKWK6Qsk4+eoV81BL5mBXyKZvmp29dmqOxstxCo9xCq9pW74CtRo3+0labFa0W8wYD194qdL5f63cs1jrDTr/cXb/eX7ct3KAnzux4ok1PvG1LmHmll1Ga/a4wc5NwS5uM3S41gb5dUcFnEoKHk4OG433PRbn3h+8+HuLUHejQ6mt7yMOyerdZqZOxoPcGhWg/yTDHKJqoiX8RgPUfBeR0FbYVAME/CkjiW35dzhr8iwCoABDRCyoAEvAsRBRhr4HYov3wL5RVUZdRVZZVlZdWlpNWVpJVVZFXV1dasEB1+aIFa5Ys2rhs6fZlyzWWLdu2dNGGRfNWLVJf/vySNdrrNWy1jetSU75449UvHrz11tXhuyeO3O1peevs0Y9GLrx1ZehSXfmJ+KCTcQFn0qManQxaXPTb3AwOO2xvtVnVYbOoy0a91XrJEYdl9UYye3fIZG+Rydkqk7dFulhDulxTslJTsk6bWa/H7LSb12vBPGrB7LNn9jsxL/tI3I2VeyN/7aMm06/Oxn4xmH5vv0uKjUGxq/4BX73G4F0tkZbtMbad0fb1wZYl7sZJtsbh5mbx9vaF7q4HA32ORgYMxAdeTPQfivU6H+0xEOl2eo/b8TDXntDdHUGOh/3t633sBb03KET7SYY5RtFEvfj1z84jDwNf+Czq5ce//Ps/4xcSfPI/25/+8u//RL38mJsKgPhP+mNTTunZLkawPJcVgPPIwzvfPOP73YgKAEEoDCoAEvAsRBRhr4HYov3wL1dUXiinoCojryKjoC6vvFhl3sr5i9ctWblpxdqtqzdrbtDYtU3HXFPPYqeu8badRpu3GG/baqut42VuWR0bNVRe2JKXXhEdVJMU1ZSd0lNRdLa+ZrCxtm9/6Ymc+PP5iRcrC4dLM05G7j4RH9iXFNzta37ERavdYV23y/oej229rqvbLWRa7dQaLRSbLJUaTKQbTSQbTRhNxowmfcbhXcxjzktPWjLOWDFO2zD6bBgXnBkvhMu9lr36neL1r1fZvltn91aNTbyVQZ6z4T4vvf1+RnXBVgfD7A+FO+73t8rfbRJjZRRtbZnl7FjhtftwsNfJmIDziYEXE/2G430uxPmcj/MZjPM9G+t7Osb7RJRXb6RHd4SHoPcGhWg/yTDHKJqoL3/5zXX04fjp8eDjnyYunzjP55SpKxl8/BOnU+4xwo8DnDiTH/vzX/WbusDUH3GzPDcVgOvow69/+Z3vdyMqAAShMKgASMCzEFGEvQZii/bDv3XhvM0L1dfNU1s3X23rkkW6q58z27TeTmO7q552sLlRkotVib9TdYhLdZBTiZdNjrNJhoNh9m7L+pykF4eHDoV6HozwLAzwiPdwj/f0yA7235cQXZsSdygtoTc77kbz/pePd12tKbqQFTKYnzxUknU2I/ZUpFePp9ExT50TXlonPTd1mst2OS7scVrUbbuwQUuySYfZpM9o0mc06jLadjH7nJactWKcMWF0GTC69RmnjRg33JkvRsi+lqDyavq6d4s2v11pHm2un+VoUOKuX+5lVO5vUxHkUB3sWO5jneVkEmlhnGhrvdfN6YDf7iPhPmcTgoZTgi8mB1xMDryYEnQxNXg4NWQoJeR8ctBgYuCZxMC+hEBB7w0K0X6SYY5RN1Fxdx/73Hw0/kKAJ//8beJyLs//n/zzN04vARC2+Nx8lEDBBwGMoQJAEEqDCoAEPAsRRdhrILZoP/yWW9ZabFpttn6l1abnnXZs9NbbEWyiG2NjlOdpUx/pdjon5GpF3O39ibf2xVzO8TsVZdvub9oSZvfWiyMj5wdaMmJrQ90iHWyDzXYFW+wKtzFN8tyd5ueV4ed1NDv+3dsjD166ded453BR/IXCpNvHu4eKc3pd9Xs89I84rj/uoXFi94ZOY6luuyW9zmv6fXRbdBSatZituhJN2owmHUaHoUS/neoZM8ZRPUaXLqNXj3HWhHHHk/lqlOz9WNk3UhZ8VLT+Yb1xlJlBhr1BkatBsafRXh+rIj+HUn+HvZ7WqQ4mEeamqQ62+7ycmwPdjkX5nU8JvZQedjkt9HJG2JXMiCtZe65k7bmUGTGcHn4hLWwwNaw/OUTQe4NCtJ9kmGPUTdR3v/4+/l6AwP99OwA3CN4CIIRxGnn4tyn/8AEfoQJAEAqDCoAEPAsRRdhrILZoP/w5e8LSA31SfNwyA7wKwwLLo8MqY8IOJYUfL4i7XpP5WkfpuydqP+o78GFv+VsNyS8V+Q0n2I/UZX7x+Wfne7taEgIyvVy6CzJvlWZ0Z8YcTgxuTAgpDXQp8bFtDbB+uaXmldPdt1trbxb5Xt6XfSo1sDfI8aSv+RHr57t3ax5z1zzuuKbTQKrHcXVfwK7L2WEdpgsbNJgtWowmTUazFqNbj3nObt4ZU0a3DuOUAeO4AeOMCeMVH+bbsYrvJkh9lLXwi6qtnx7cEmmqn25nkO+sm+usn+VqnuFmk+dll+1qmWBjHGlukuVks9/HuS3E/VSs/3B6+JWsPVeyI6/mRF3Ni7maG3MlN/pSVuRwZsT5tPCB1LDTyaGC3hsUov0kwxyjdKLaPvxu4u0A014LQECE/v4f+MJnu0cfdnz0HUV3ICoABKEwqABIwLMQUYS9BmKL9sNfl5XekJ/VWJDdXl58rG7/qfoDpw7V9h+qutxc9dKR2jdONb13pu2Dgbb3Th58o33vC/tihrP8Hty69NZf7rcWZdbHhRSmJn335NORqoLmKM/O1PAz+wovNlSfLc9p9rO4XJJ6dX/ehfSwiylOp/e41Js+f0BnaafDjlbjBR226486bj5q/VyrnmSH1fLjHjv6fDQbdZUPbJNo0mB2ajEadzLaNBlnTKQHDRm9Wowr5oyzuxgXzBl/8We+Eyn1QTzjcabCtzXPf75/ZaSZfqK1fpqtdrKtTrKjcepuy1xPm1w3i2Q7ozgr43wX61o/5/ZQ91Nx/kOZEZeyoy7nRF/Ji72cH3spN+5ibuxQdsy5jMiz6Xv6UyNOJocJem9QiPaTDHOM6omKvPPY+9anEy3A4OOfCF4O8Mu//zP4+CcROv/3vvko+uXH1N17qAAQhMKgAiABz0JEEfYaiC3aD39dXmZDYXZr2d6eg7X9ba2DRzoGOtrOtjZdaG24dqTh1tGmF3qaXuhputVRe72h5FxZ6tmKjM8ffnKup7s1LbImPvyFW9eefPrxkfzkhtiAQ9F+LalRvSU5/XX7etL3nC9IGsiKHEgK7PHd1Rdqf9BwRel6hSrNeQe1lA+bLu2y29hptrxFV7bFdMkR6+UdFkuqtshWbpQ+tFWiR4fRuIPZuZN52Vpx2IhxVINxy5pxzphx1ZLxTgjzgyjG0wzGt3sZz5pXPz28I83NPtvTrtDHpsDbKt/bKt/bqsTXpsTLIsfZONvJpMzT5mCAS1uY57FY/7Np4eeyIs9nR1/IjbuQF38+N+FcbvzZ7Lj+rNhTGTHH06J6ksMFvTcoRPtJhjlG9UT937//E3D7U++bjyZOm6Neftz20Xev//DLxIsCnvzzt9d/+KXto+9E6OR//Pw/6IVPf//P/6Pu3kMFgCAUBhUACXgWIoqw10Bs0X74c0N9CiMDK5Kjm0oLe5rq+450nOps62tv6Ws73N/SeKal/kzzwdONdScOVPZUl3aVFYycP/P+g3fby3J7c2IPF2U8++XZzUvnGtJj6+JDqyJ9K8I8ykPcSkN2V/vb9WdEHY/xHcwI6/Y364vxbrXeUr5JrmCjfOlGhUP6i9qs17XsWtSiI9tgML/VaF6LoVLJBtmSdTIHt0ge12U07mB27WResVO4aMQ4ocUYsWScM2KMWDK+iGd8Esv4WzHzX/WMP05p/PW49YHkmNa81O69aUcLUzpyohrjvQ+FO9QGWlX6Wlb6WdcGOTWGe7REeB2J8TuWHHIyLbwvM7IvK+Z0duzpnLi+3PhTOQnHshO6M+M7U6NaYoMEvTcoRPtJhjk2BxP127//E3Xn8e4/3xFAj3jceBR39wml5/9jqAAQhNKgAiABz0JEEfYaiC3aD3+mn2Oap11ukHtVSmzbvtKT7a2Dx3vP950Y7jt58fTJS6eOXzzRc77nyNmO1pNN9b31de89eGfk/NmG7MTugpShk0d+fvZzW0XR/sSIyqjAsnDv4mC3In+nfG/7fd5WxyPde6O8B3Nijke79QTZNdtu268zr3yHUvkWxTqDxU3mq5oNF7dqSR/UX9BisqzNQG7fZtl9G2TaNJgn9BiN2ySbNkmfMZMf1GcO6DNu2TCuWjJu2zO+z2U+CGV8nSPzrIDxx3H9p91e7QXpJ6uKzjVUDjdVXziw91RhbFey1+EIu4YQu4PBDvVhrk1RPq1xQR1JYV2pe7rS9hxNj+rJjOnNiuvJiuvJSTyam9SZldiSEdeYHHlgj5+g9waFaD/JMMfmbKLaP/zOeeShz5SXA4hofG5/6nj9k55PfpiDOw0VAIJQGFQAJOBZiCjCXgOxRfvhz/KxSXDaleFpU5UQ0VVdMdhz9Nr5wdHLl25fu/bSjZGXR0deun71xtD54VMn+jva+7s63n/vvaM1JQczk45WFr1+78U333itISelLiWqOi50X6R/aajX3sDd+d72Zd7WfXFeQ7UV50syzhen9IQ4NznoVuvOr9omt19D+cCu5Q1Gq2t3LmzSkN6vtaDZZEWTrkrZGoXyVfLHd0i0bZOufl6+eqVCm5bqqZ2Sx3cyr1sxXrRj3HNjfJHAeMWW8VmU3PdxjN87t356yKWrJPdYRcHZurKhg2VDtQVnSxJ60wNb9jg1hTk2hjrVh7k2RPo2xYe2pES1pce2ZyZ0ZCceyU3uykvpykvpyk89UpDWlpvSmJlwMDW2Ngb/IgAAt+Zyor7/9Y/4u09cRx86jzx0u/HI6+Yj/9ufCvyUfsb43/7U6+YjtxuPnEceut14mPbqFxR9/j8rVAAIQmFQAZCAZyGiCHsNxBbthz/NyyLWUT/ZxaQkwqezfO/5nu4bw0N3bty4e/v2qy+9dP/ll1978fbNS8MDvUe7Gg6dbG+7cWHwYHpUfV76mbbGzz79+GRbQ3Nu6qH02NqE8MqowNJQz6IAl1wv20I385NxviNH2oeqi88Vp51I3tMR5HrIenu1hvK+zUo1uosPGqw8pPdc03aZKg3Vev3FDZoqNRsUK1cqtK2TrlmpsP85pbpViu3bFU9tkz66RWpQj3ndjPHAk3HXknFHl/Gmo+QnvnJ/L1v9Xpl9Y0ZCc05qd0nuifK843tTerIiWmM96oJsagNsD4Q41Ye7N0b7NcaHNqdEHc6Ia89J7sxL6SpI7SlM6ylM6ylK7ynK6CpMa8lNasqKq0+OEPTeoBDtJxnm2NxP1Ne//H7n62e1D75OfOWJ6+hD22ufCHlcRx/G3X1S++DrO988+/pfv8/lfYUKAEEoDI0rAG1tbYrWTO9nIdTdb4JF7702NjamzQ7x8tysk/R1Z3lF4t9lDjaATmg//Am7d0U5GCS4mOT7OxxIjTp2oGroWM+NoQsvXr/2yq2br9y+9eL1qxf6TrbW1ZRmZ7bUVPeUZlfEhTbvzTvX2/XBh+8252ccTI/bnxhRHhW4N8Qz1885w8Mmydkk29v21eHBe1evXD18qD8r+nRRzumSkp74iBqjjWWb1Wr0VjSabmwwXNuwRaZik3LFRpV965T3r1MqX6JUsVipbIFK+QKV6oWq3dsXHlsv171G7swWyfOazGEt5rXtjFtbGa+ZMe/YyIx6rbue6VcbHVzgtzvf37V8T0BtTFBNhGdVgF2pp+led/MyX7v9IbvrY/wOJ4W3ZcR05iR056f0FCQfz4s/mRdzMifqZG70qbzok3nRPVnhHamBhxPxRgBhx+uxmte1zbjYbC6nGXpMFF2hAkAQCkPXCoDSxy0aP2bQ+PGexnttGi73IJcVAOticzMkbG+X6hulK9oPf5TNzjBrrSjHXSkeVsURvg3ZSUdrKs52tA0d7x29cO72pYvXzg30tjSXZqRmx0YdKinozEspig5pKi06d7z79uiV8tjQonC/3ED3dC/HJFfrWHvjCEvdIOMdIWYaN0/3Pnzw7v2R0b6M6L7MhOMpMUfjwnsj/FqtdJvNtjSZb28w2nBos2zlVrWqbfOLV6qULFfOV1ItVFctVFcpV1etUFNrXje/bbli/SLVgwtV6pcqH16t0Lla7tRaqcEdEn1akh/uWfliXnBnUmRdmG+xl1OGo2mqrWGWg3Gus3Gus3Gem3mRr0N5sEtFsFNdlNfhlPDOzNijuQkn82P7siP6MoJOp/ieSvI8leR5KtnzZIJbb4zzkSgnQe8NCtFjktkeyvh1fONm5RPf8no5/dBjougKFQCCUBhaVgDjD1eoAHhF9f0mWHTda6w4nbRPO3Wf2N0z/uGI+EKeVs72ilz+FmPsnqES/BZTL+TpivRD++EP1F3jr78hwGRbmJVWrLNRVoBzZXJUR0VRf/Ohqyd6bp49Pdp/8nRbc01+dn5cVHNxXkt2cmaIX0Nx/o2hsyeOHI5xttpjZxJiaRBgquVjuN1dZ5PLzrUO21bt3rGqLdB+IDumPzP6aJhrd2xIR7hvvZtVjdn2Gp3nK3cuq9Zfe8h86/6NCrmrVbJXKqcvVkqbr5ShrpSjrpw3X6lATbl0nkr1QpVDC5WbFim1LpdvXy13YpPs+W3Sd3QkPnFg/CNZ6u/7Le/mhQ1mxZ/JSTyWHlu/x7/QzSbTbleGjWGavXGuh31JqHd9akxbfmpnUXpnQUpnbkJ3TkxvRsixBNdjkTbHQo16A3R6ArR7A7V7/Hd2++044rtD0HuDQvSYZG4ObuQOTVweTlEBTKDHRNEVKgAEoTC0rADGoQIgh64P9vTea1MRP3ub+iSP08n5tAvZntuTWznbKxI/Iea0fi5vaNoyPP36tEH74ffautxXY5WvwcZA0+1hFpqRtvqpnrbViWE9+4outjeP9nZd7zky0NJwuKykJCW5uSCzJjEyNyq0uTjv3ujVloNVwbbG7vrbHDXW2m9fbbPlOcsNyy02LLXasNh569LD7kb9UV6nYwOOepkcdjJodNCvNni+XGNBhcbCiu1q1TtUq7bOq9qgULhcqWS5UvkS5Yr5KqWLlCuXKO1folS3WOnQIuVDi1V6npPrWyl7drVs/1rZ0xtkz26SurRd4iM7xufBcl+Wur61L+XFmuIXDu67VJHflRJV7r8708E43Vo/1dog19OpfE9QY1Zyd2VpX0Pd2damwbbmc631FxqrzldlD+ZHnElx74uy6A3S6fJa3+G6tM1RpcVeTtB7g0L0mOQZD26kD02oAHhFj4miK1QACEJhUAGQQO/HDLo+2NN7r03FfQVAsNjUCwkqAE43PeONzjhmPL0KYPYbQNexH0f74Q/cuS5EZ0O48bZoK+0Eh10pLqbZXrbl4V6HM6JPVe0911Az3Np48kB1Q2FeRWpyV0VRZ1lhRXryoeyUl6+cHzx2tLG8pDovKzc+KsbPzd/e1N1Yy1V/q4/BxhD9tY3OugMJQadjA04EWHW6mxx2Mmiy09uvvWz/zkUHtJfVai+v2bGsZYNs4TLlvKWqOfNVspVUcuRV82RVC2XVKpTUalTU2jbO61yh2L5IuWulYscaxSMbFY5tkD23TeJVC8b7ntKP8x1eLY6/tS9vdH/x+ZLs1vjwIi+HVFvDZEvdRHPtNAeT0hCf+vTEzrK9Jw7WnD3ccKG96XJ7w5X2+qvtB642V145UHixMuN8cVx/ZvDJJPfeSOvuMGNB7w0K0WOSuTy4ESzM/WqJ14kKgB4TRVeoABCEwqACIIHejxl0fbCn916bivXZ2zScFiNY1Yx//Ody5ax/nOfyz1ac1oMKgBu0H/4UG8N0e5N8T9uKYI/aSP/6+JCWtKijBWl9+woG6souNOwfbjk41N589nBjZ2XFmaYDN8+caizMbc1NffX6pb/cunn36pW716/euXrl5vDQpf7TZ3u6TrQ09Ryo6izLPZkQMBDj0xvk1O2k3Wq7vd5iW5OdfoPlzpqdC+u0ltZoLKnTWH50i1TJauXcpSqZqirpiiqZMqr58molCmpVKmr7VdWaV6kcXanYvVS5/Tml1lVKp9bK9m2UHtwh+ao5431PmS/yba4n+5xKCT+etqcjObxuj0+xn+Neb7tSb5sqT8Oa3dsqHTdXeRq0JXj0Fcacrsg4XZpyujC6vzj+/P6cobqC4br8C/tzh2pzhqrSzxZF92UHn8oJFfTeoBA9Jpn1mEzwZ39UAJSix0TRFSoABKEwqABIoPdjBl0f7Om916bi8tkbvyoAtl9z+cyS9IWoAHhC++E/EOLeusezKyHoRG7imZKsc1VFlw7uu9Zcd6Oj8YWjbS8d7757+vi9c/13zvZfPNIx3HH49dHrRyvLBusqXr82/Mnrr3/+zttPPnj/i48+/OKjDx9/8P5n7z149ODtT95646O/vPrKic7ziYEnQlzabXY0m29osDfoDPdvcrOo0V5es2Nh1bb5NTue69okXbpKNW+RSs5itdxF8zMVlfPkVUsV1fbJq+9XUju8UvXoMsXDC1SbFqkcWKx8cpXc5S3MazsZr1sy3vdkflVkOZTk0Z0Y0J0cfCQlpCsl9Gh6+KmciKFsj+spehdClrU7yjU6KPcFPXc6fEO7/7oq+0Vl5vLVNsrNPs+fTbMYLnQbLPA9VxR4Lt+7N8mhJ86yJ9Za0HuDQvSYZIITftZLhLMCYFteiCJ6TBRdoQJAEAqDCoAEej9miPojOif03mtTzWUFMMtnlqQvRAXAE9oP/+l4v/Mx7gMx3oMFqZdqy0eaam93NN7p7bh3quf+mRNvnu9/+/LQu6PX3hq5+tKZ01ePtn947+WBpoPXD9e93N300b2Xv3jnzb9+8tG3n3/2wxdP/vblF3/76unfvnr641dPf3j6xaN7d86GOx8PsO+02XHYfGOTnUFXdOhhL/t64001msv2bZpXvXVZxwbZkueUC1erlWxeVrplZZqicoGqSomSaoWC+gFV9Y5Vqt2LFZvmq3YuVWhaonR6reyNbYxXTBgfuzM/jpb5tkTrSo7/mZyIwYLo88UJFytSR2oy7zUkvHPI652SbTej5I44MU76LhhJWD8Uu/ZowPIKK4VcfckyM5nTe1beKdW7lb9zMG7jyfC1rd6LK+3V6pxUGnarCHpvUIgek0x88CF3aCJeDK8C4IQeE0VXqAAQhMKgAiCB3o8ZdH2wp/dem4rLJ5Q8VQCcvp52IbkzcC4rANIvN2C7YeLzHHdMDIb/yh6nKz56xxx3HosOuFCef+Vg5Y3DdS91Nv6lq+GNrkNv9h5+c7Dv3csX3r0y9NrgmZGejof3/3Kpq+16zd4b+3I+vHP7s1df/vLdd755+Mn3Tx7/+OXTv3/z1398+/XP333z7Lvvv330cDDKo9fTtMN622GLzS32hofsjaoN19fpLKvasaBik/q+tfOb18oXP6dStH5Bje7msk3L02WVi1VVS5VVy5XU6+er9zyv3L1Y8dA81TMrZbpWKVzaLPmaFuP93YxvIiUfJsv8cMD4RnH4pbL4K/uSr1Wn36jLvN+S9kl35ONOx/f3PT8aLdO1m3Ehes1LRaZX07YPRS5vcZYvNZZs917wSoXJW41O9ypNXyjedSFhQ72rWr6xVLa+ZIGhhKD3BoXoMckzHtxmPDxys06Cn6ICmECPiaIrVAAIQmFQAZBA78cMuj7Y03uvTcXlizb5UgFMXfkYqTNzghcpTDPjCnnaMPF5jjsmBsN/zmnHEe2FlZvU62wNexNCB4szLpXn3ihJv1sQ/lq25/3iiDcbit7tqHq76+Ar3S0jXS2P3nht5Hj3xby4oeTQ91+4+fHNa5/du/Plu29/88nH3z/+/Mcvn/7967/+/O03z77//qcvvxzOij7ipN1msaXRaM2hXZsqNJYXrFMu36JasUm1TqKDiAAAIABJREFUdINayUr1prXye59T3rthUeW2VQVL1LPkVAvkVWvnq5QpqjXMVzu+WvHoEsXG+apnV0n3rlYY2iz9YBfzi3DZv6fJf1mo+H2779X8gOHCiEvF0VfK4m7XxL/fGfO41+9xh+l7+1a+lKxwLkTyWo7O/daYewe8XinQuhC6oMtN+mbqqr9UGd+rMHmlbNfLJfoXk9Z3+s3bay4VpyERuYUp6L1BIXpMMvHBduKQRXDc43WdYxweBchdzmkbRBE9JoquUAEgCIWhcQVAHTxmiCLsNXFGs6etvKL98DdqzCt7Tjl7iVL21hUHPGyPJYYMJAQNB9hed93wgqv6qwFr30oyeyvN8pVMj9HSjMsHyz+6d+fFgb7TmTF9wS7vjlz5cOTiJ7eufv7qy08fvP31Jx9/9/nnf3v6xU9ff/WPb77+x1dPr5dldthsbzZeW2+4qk5/Q+mmBdnLlApWKxWvUdy7TqVwiWrTGrm9K5ULV6mVrVqQo6aaJauaL696eLFymaLaIXXVo88p9ixSbFRXHVgl3bta/soW6Xd3Sf6QrPCPdLm/N2z9qiPwfLrH2QyfweyAC3nBd2ojHx1L+Ko/5kmv90d1217LURmJl7tZbPju2ar3ThW+c8D+dtKK0eQVb9cY3a82fK3C4OX8zcNxS0+HzTsRqLTfTjJOUyJwIyoA0cbHgxUVxz2aHUsFMlH/9/SLn65e+XJf2aOo8A/srd8z2yW0+cDB+lF0xNN9ZX+/duW3L5/O8R2FCgBBKAwqABLE4VkI/WCviZX/z955hzV5tm38qyZAQtiy9wwQwt57L9nI3ntvBFEcqLhw771n1bZWa92jbq3WUUH2DJkQpqwEvz946+vrqk0JmuT6HefRA588PKT3dR657+t8Rrj7zNU/hevNXyovOFtaMFdMMFdZeIG17iZ/533edofNlU8YC5y3nX7DDXHbF3HND/FzsPapxMATpVlPL//y4JczOwvSd/lYP/7+UM2FH+p+Pdl47ZfWB3c6/3xObmigtbX2dBJ6iZ29Ha0311dsd8NtsFFdY6VaqS9doS01WxpTKitYriRYriGyQEV0nQp6vrxQqaRQuYhIMUq4iE+kHCOyUUK4QlBsnajoPjnBPZKYbRLC3ysgdymhHxp898Lsu57Z/P35342diGha7X48a+axHP/v84NOFQTfXB5VdyiLcHYJ4cf59dv8fi+XuZrNf6UU+/zUitqzG19sjfotR/L2XHz97uC6PbHVO2LuzNX6IY7/RDTfD3EC6zy/yzObFouDGwE4G4gAppIpdtQIkdiQFFft5frSzbHay63G1+tVoG9tsP+3q0DfV76eNd5uL90dq71cGzNSRynkKRsuiABAIDYKIgAW4IVVCPcBVeM1PnUhKw/C9ebPkUVlSaOSMIJ5iug5OMkKI+U1uvLbNUR36wkeNBI4ZIo4aPndfnvETif5nd6WO6MDrh/c8eeNyztLctZ5mN/btvbl+e/rzhxqunCq7bdLnU8fUetf0dtae4md/WRSH4nw5NjubW649bYaVZaKSwzlyrXESmQxpTKCcxQwc1SF5mvOWKUkOE8WUyguNBcjUiYoUswvskRIZJWoyAK06BpRkV1SmO0SQtskhI/KChxVEKg3+7+HBv/XNUepKxs58sOc9kOFV1amn1sQczLf7/tM71/yXR+t8q87mNd8orxme9SjhbrXc4Sv5kv/viu95sz6p9tTLqdL/pIu9bzKvPFAfPOPK55tjLyUq3I2Rex0rMB672lzbKdlmEIEwNnA59VUMpWOIm5c/9LdqcbP++s39qzqlZ/3S1cH0o5tUzNiEAGAQGwURAAswAurEO4DqgbwLFxv/jJtgVwlgVgRVJo0Kl0alSyMzhcVKpcVWqKGWaWOqVQTXKQpUKHPX2EkstxSa7W3w8lFRXV3b5xcsaDC1+F0We7Tsyeqj29p/HF/64XTxHvXaNVPe5rr+wjtPR1t1Ma6xyf27Z5pstZKbYWFYoWh3DysRImk4GwpwSJpwSJ5wbkaMxbJCpVIYnIxmNnCQnP4RUqQIpVCouUo0TJ+kcXCIhskhDaLC28WF9kjibmmgXii93+/Yv/vaQrumT9/347ogSe/9lXf6n12ofbUumtLks9lul7MML4zz+7RquAHi91ulehfzVG4mC56c77Zo53pd9eG/JyuuTeY71wq+uFS7eq9yY/W+F+ebXqtSP9IJGpLIGqpGzLfEiIAAPhSpsZRzKGhupjwag+XiUa6PiaSvHdX/4N7o+T/nFEfJZP7H9wjblpfHxP51fv8v1XNTI/62Ejm8DC7xw0iABCIjYIIgAVgFcKJQNUAnoXrzb/VdsZqM+FMZVS8DCpCWDAYhQ4XFCzTEDtiLHleD/OjlvByNdFsdUyejmiZqcrymfZ7cuP/vPLLnUM71ifN2pIYfGr5wrtblz7ZsfyPXVWP96x+tH/d3b3rrmxd8cPysn3FKdsT/PYlB6+y1qy0VFmgLztHW7xYGVMgL5gvi86TFSxVEy+TxhRJCeaIYnJQmAI+4SKkSClKeDa/cCm/yCKM6EYpodWiIhvERLaJCZ+QETgiI/AjFvEwWvUPf2RtmcODfesfntj74qcDT49sfrS18kHV7PtL0u4tjL5bEXW3IvJWuf/1Oa7nsvA/Z2CvLHC6tSr00jzPY/HaR2NkrhRp3V+kf2ep080Kr6uFxgcjpHaEKSzzEi625fva1WAjXO9kYIqZAkcxh4ZeBfvX+HlNNP+040eZAwOf3HlggHb86LcfBNT4eb0K9meOsDcFgAgABGKjIAJgAViFcCJQNYBn4Xrz743xOhjnvSbEfWmQx7IgryUBHksD3PdH+95In/Vbqt+VlICDcQFbY/y3xQbsTgw+kBl5pCD+xu71L6+cP1aSWhnkXOxmsSMxaFO46+pAu6WepgscdUqsNXJNlFLx0vHaYnl22peOHjq5fNEqT8uFZlpzcDJFmqJ5yphcBUyWjOBsNYnZ0ph8ScFMYcEMNCYDKZSJFMpBCuXzCZfwiywTFVkjIbxcRHS9uMgmCeHtMzBbZQQPaSNveqIOOAg+zrY+WpxxsDTvcEnW4fykgxkRB5OCjiT4fZ/s90Nm8LnC6ItlSdeW5FxdnH6jMv3h9kV/HFzzeN+qe9sW31o39+bqouurci6uyjtXmfl9SfieLL/NKV5V0Y4VQeZfuxpshOudDEwxU+Coupjwt/3/cFPTl/zKcFMTB6QAvl71cVFsHTqIAEAgNgoiABaAVQgnAlUDeBauN3++h22Jj1OZn3N5gOviYPelIZ7LQj1XhHpUhXlUhbqtDnVbNctlZaDjcj/bSh+rxZ5mFe4m6+MDHpw6tDkpuMjRKMVcJ9/RrNhKO11POlFbPFZDOFINE6oiMEuZP1gVlaQvuzUl/NLeXfuKc9ZHh67w955vZ16IU8rVkMxREy/GyhZIYbKl0Kmi6BS0YCoKk8qHSePDZPMLF6CECtFCi0WFy4VFKiWElkoKzREWqpAWPKAz/Rez/6tJUqNXeqwO896cFr87L313duKOpPCVAa5r/Z02BTlvCXbeFuq2I8prV7z/vtRZh7MijxUlHC9JPV6Wcbw858SCguMLCo4uLDy8oPBAecHuObnbijM35qetyUpcnhLztavBRrjeycAUw25HETeun7j+vz4m8sOT/7Yldu/q3ZeYAwPffgpQ7eFM3LKRfaMHEQAIxEZBBMACsArhRKBqAM/C9eYP11OO1leNM1RNMFJPMlZPNdVIN9PMMNXIMlXPNlHLNlXLNlbJNlbOMlLKMlTMNFDI0JfPMdfYmRG2YpZzhql6vJFmkpN9hoVeqp5cqKpgoCK/nwLSVx4RoMwfjpPNsMUv97JY4YSttNepsNVeaK0zx1i9EKecqyGTj1MrwmtlygrHiaMihFBh/KhQPlQ4HzoSiU4TEMrkEyoQEC5BCc/HCC0XF9oshd4vw39UCXndGv3YfVp9FrYhSSrVQHHeTJcNKXE7clN3ZMStiwpcH+6zKdRrU4j7phD3TWEemyK8Nkf5bI713xIftDkxeHNSyObk0I0p4etTwtckh69MCK2MC1kcEzQ/3H/OrJmFgR45Pi5fuxpshOudDEwxbHXUCJH40t3pM+f/3237P0wBOOJagJdujqMUCpsGECIAEIiNggiABWAVwolA1QCehevNH6KjGI5TitRTjsErx+qrxBuoJBqoJBmoJBuoJBsopegrpuIVU/DyyXryyTiZBB2peKxkHFYy00J7SYBTpqlmjI5cloeLr7ZylIZkoq5MoJKArzzCV4kvWEcmxlIv2912lb9DhbnCYgvVeabK8wyVCjVFcuXROdLoHBl0ngwmSwyTL47JE8bkCQjl8Qvl8QsVCQiX8IuUC4hWioksExFZKyKyRVJoiwxmuxx6l7LAOQ+5846IP9Jx1734IhUE0o3UKkP8duSm7Z9TsKcgfUdG9Nb44M2RvhvDPDeEemwI89gQ7r0hauaGaL/1sQFrYwPWxgWujgtaFRe0PCZwSVTAwgj/eaG+JUFe+X6uWV6OKa42X7sabITrnQxMMWx1VH1SXI2/d22wP+3Esbcb3zvz/ylN7Ew7ceyrN/mfV42fd0NyHJsGECIAEIiNggiABWAVwolA1QCehevNP0tHMVRHKQKnFKWnHK2nHINXisUrx+GV4vGK8XjFeD2FeJx8nK5crI5MjJZklOaMSA3xCHWxCA2JVEvdfBtcvK5sKFbaR0PGSRYTri4ZqykSrSkchVeIMsfF2xitSI0/WJSx3NlwmYPBMm/bUrxcvqZohhQqQwqdKYPOUxLJkRLKEEMnC6ETBQQTkILJfJg0PkwmUqhIQHi5rNAiUeGloiIrJUWWSwmvlsVsUxH4xVX4Z9tpL7P0d5nxR8vzxaugCsw0Vob57srPODyv+Oj82Ufm5B0sSN6THrUzada22IDNMX4bYnzXR/utjfZbHeW3KspvRZRfZYRvRbjPglCfeSHepYGehX5u2d6OaW62CY4WX7sabITrnQxMMexz1HB7W7WXa+0nbgH4QjjjdgBPl5FOwuSO3gQQAYBAbBREACwAqxBOBKoG8Cxcb/5QPdVQPdUIPdUIvEoUXjkGP5ECvCM9xRicQrSubJSObKS2bARWOkJLKlxTMlxLKtVcLcdMNUpTLFAV46YoaiOJ9pIVCFVGp+Hkcy10ck01Su1NV8x0WuluXelkuis7ocRQJUdTIkkWnSyBSpNAZ0oK5soIpUmgE4XR8Wh0DFIwnk8wbppgGgKTzy+8Qg6zQEx4oajIAnGRMnGhpTJC29QEzriK/GQ/7XkqboE2f5wiX6IyX6oGKk9fer6reVVU4K7clCNlBd+XF52cl3d8TuaR4tSDeQn7smN3ZUZtT4/YkhK2ISlkdXzwytjAyujAisiA8jC/0mDvwgCP7JnOqe52cU6WX7sabITrnQxMMexzFP3X8y/dHGuD/Sl7d7/30hdeAjABcdOGjzbeb968+dstU6OXbo69N66zYwwhAgCB2CiIAFgAViGcCFQN4Fm43vwRJjoRxtqRRlpRRprRRpoxhuqxhmpx/5VqnIFKrL5iNF4hCqcQqSMfhpWdpSEVqCrhqyTqrSQSgZdNNVSI1hILUEE7yPJbSaEdpAT8lURDVETDlEXCVMULTLUqHQyXuVoeq5iz0MmsxM48z9IoVUU8RRKVISWYLS2UKoZOEkPFiaDixAXDkKjI6YJJ0zG5/EIr5ATLhITnCQsvkhJapiA4VxqzUxt9xlXoarjqwyR8pppAvDJfkip/qgYqHYvJ0BErMMcumOmwKsJvU1LYjvSo3ZnRe7Ni9mbH7M2J3Zsbtyc3bldO3Pas2M0Z0RvSotekRK1MjlwaH7YwZlZZREBRiG+uv2eat+vXrgYb4XonA1MM+xzVUbm42sutNti//8H99176RxFA/4P733gEUO3l2rFsCTvGECIAEIiNggiABWAVwolA1QCehevNH2qsE2qEDTPUDDfQjDBQj9BXjcCrROBVIvSUw3GKYbryodrSszRnBGnM8FMVn6kk6i4v7Cwr6CCNspnBbyHBZyqOdFcWSTKQT9STDtUQ9teU8NWW98cq+GnJBWLlg3UU04zUKu1wy7xsD5cXbEiMmG1nnqajmKwsHC8pkCKFypLBJImiEsRRiTKYeFnRoOmokOnouOmYHAGhFbKCJULCc4SFViuhl8kLzpPF7DAQ/NkD87Dc/3qcQbIqf7wqf5I6Ok1TOB0rmq4tkWOgPNvOaJ63w5Jgz6oo/w0JszYlhWxOCN6UELwpIWhDYvD6hOC1CcFV8UHL44KXxgRVRAeVRwTMCfUtDPLK9nNP9XKKc4FnAQDAl8I+RzUkxtb4etUG+49RyO+99LbPf++/7/7zLcNNTSxEAO8e4b0dPrX988f5TARQ4+vZkJo4eSP3XyACAIHYKIgAWABWIZwIVA3gWbje/AGGWgF4jQA9dX+cqp+Osh9W0VdL3kdD1ltNykNZwl1JzEVe2FEWYy8jaCOFspwhYCbBbyrOZyyG1BdB6GKmawp8p8b3HU4I4a8ukYSXS9STSsDLJBipJJhpJlrpJljhUi10lthoz7fFLfWyXuLjmKOjECODipMUiBYXiJdAZcpi4oRQ0UKoWDF0lJDgrGnoMD50xDR0BgqzSEYwXxBTIiy0WllwqRxmkQLmoJvyb2mG9fsXngzSSlRDJ2oIp2AlMrSlMnWks3Wl8/QVi8y1S+0Myz1tlgS5r4r0WxcXvDExdGNiyIbEWWvjAldF+y2L9K0I8y6f5TUn0K3Y3zXPxznD0z7JxTra3jTUysjfBPe1q8FGuN7JwBTDPkdVe7q+CvR9rxuf4B9FAG8+0X5/uP3tljefaOnfO9qX7P8llxi8CvSt9mTLxUcQAYBAbBREACwAqxBOBKoG8Cxcb35vvKanjqo7VtlFXc5RRdpBcYadvJiNjIiltJC5JNp0BspYXMBQjM9AlA8vgtQTQugKIrTR07X4p2kgp6lOn6YybZryd9NUvpumMX26qRC/n5J4El4+y0Ql11wj11Irx0Izz1JzsZVaqZFcDk4uz1A5TUUoaoZAhKhAmJBAhKhAsgwmXFAgHI2KQqNCEOiAaejg6eiQaegEPsFCCcFUfkyxCGaZouBcSUyZrOAeD82LWQ5PlidusFdI1RTL0JbO1lPKM1QrMFApxCsU4uWKDRRLTdTnWuqUOxgudDVf7GWz1M9haaDz0iDXJcGuFcFui4LcyoPc5wS4Ffk653k7ZrrbJTlZRtuZhFoY+BvreuppfO1qsBGudzIwxbDPUX86WH94Qn6CyYoAPuTzYcGbL2j1P7P9M/rTwXqyxu1dIAIAgdgoiABYAFYhnAhUDeBZuN78LkpijgrCdnIYaymUuQS/qSjSUAShLzQdLzgdh56mi5quIzAdyzcdyzddCzEdO32a5vRpWtOnaU2bpjVtOvatvpuu8910ne8Q+GkIM36EswSfvyImXFM8TlsyVXfGQmPpuSby6bqyKVjJREV0qIhAIFogAM0fLMQfKy04S1AgREAgih8d/B3a9zt0wDR00DR0OAKdKoSORwrmYjCL5DHFYpjZkoJrnLEHImx+mZu02FE/R0e2yFCtxEKvzMpgrjlujpF6qb5SCV6uBC9Xqq9QZqwy11yz3Eqn3Fpnno3OHCvtYktsgSU21xKbaYFNMcMmmGhFG6qH6asG6irP1FZ0V5dzUJa0lBP92tVgI1zvZGCKmYKrAP7tjQDNrNwI8NF7AT7cYVJuBICrACACAHGkIAJgAViFcCJQNYBn4Xrzu8sLuMvxuckiXaQRzpLTHSWmO4hPtxOdbisy3VoIYYWZboVBWKIRFmiEOQphLoAwF0CY8yPM+ZHm/EhzPqQFH9KCD2nJh7REIq2QfLZ8fA4opKsQwkMMMXMG0lcSESCDSNHELHHQLXM0KLDQStGaESOGCkYLBAkJhIgJxMsLhWAEgvkFQpHoWdPRft+hA6ehg6ajw5DoWBQ6fBo6RUBwnhRmriSmREWkKshheYD9r1tXz3e3zMWrFprhSm1Nyxws5tiallrgZxtrFuurFOopFujJFejJFeDlCvTlC/QV8g0Uc/UVsvDymXj5ND25JF3ZeG2ZKE2pELUZASpiMxVF3OQwDtJo6xn8xmLIr10NNsL1TgamGDY+CyApbuJZAJ96HOCbL4sAWHsc4Ed/fvPPI4DPb5wQPAsAIgAQRwoiABaAVQgnAlUDeBauN7+LNNJNBuEmjXCTQrhJIdwkEW6SCLcZCDcJhKsYwlVsuosowkUE4SyCcBZGOAkjnIURzkIIZyGECwbpIoR0xSBdMEg3DNJVEOkmiHTHID2Fkd4iCF9xpJ8E0l8SGSCJDFfkX+iotyLQpcLPqdjNOsdCL9dMt9TVKstIIw0rU2yDj5JCh/Kjg6ehA75DB01Hh/ChYsQEU+SFYiUEU+WEchWEC3UkS2x0VoW5L/Kx3TU7I8dSP90Qm2NuUGhnMdvRqsTeYraNabEFvtBEp8BQI19fOU9PIRcnl4uTy8HJZeNkM3Rl0nSkU3SkkrCScVqS0eoSYWpiwSoi/krC3goYN1mUgxSflQTCRBTxtavBRrjeycAUwz5Hvf1GgE99KeCbL4sAWPhSwDf/7oL/D4/8+QgAvhEAIgAQRwoiABaAVQgnAlUDeBauN7/DDITTDISLJNJVEuEqiXCXRHhIItwlEZ4zEF4zEF4zkF4SCO+/5CWO8BZHzhRHzhRH+ogjfSWQPhJIXwmkrzjSVwzpJ4b0F0cGiCMDxZHBM5DBkshZkshZUsgwWWSRkdxKf/vlwa6LQ7xL/NxzXK0zbI3SLHGFLlaJRirhGuKhyoLhcugQaXSIAjpMVSgBJ5tsqJxsrJ5hjk0z1cgwUSu106sKcFjnblRiq59qopNuopttoZ9nY1pkZzHbzny2jUmxlUGxuV6RqU6RkXqhgXKBvmK+nkKunlyunlw2TjZTVyZNRyoZK5mgJRGjIRahJhqqKhqoLOyriPGUQztL89vNQFqKQQQAAF8K+xzVc/3qSzfH2mD/+phI5uDAuy99eQTAHByoj4n8NxHAxHE+/PkL9/+SCOClm2PvzevsGEOIAEAgNgoiABaAVQgnAlUDeBauN7+9xHRHCYSLJNJtovOXQnhJIWZKIXykEH7SCH9pZIA0IlAKESiFCJRGBEohg6WRs6SRs6SRIdLIUBlkqAwyXAYZIYOMkEZGSCMjpZFRMsgoGb4oGWSULDJali9Kli9aji9LR3yZn+PqqMBVMcGLwv3nBHkVeDvmulqW+rqkmGOj9eQjdWUjtaUisFJhWKlIXdkkE/VUc60sW1yeHS7PQqPMVHazrewBF+VNzjo5VgYZFvpZ5vgcc1y+Ob7QQr/YUr/EQr/EQq/UXLfUTKfURLPEWK3YQLlQX7EAL5+nJ5erJ5szkQJoSyVpzYjXFI9WF4tQEw1REQlQwvgoCHrIopyl+exmwI0AAPClsM9Rwx3t1V6uE00y7cSxd1/68giAduLYpxrvN1/2pYAftvrvvvT5/T+18/tXAXi6jHQSJnPs/gIiABCIjYIIgAVgFcKJQNUAnoXrzW8rNt1BfLqzBMJ1BtJDEuklhZgphfSVRvhLIwJlkEGyyGBZZIgsX6gsX7gcX4QcX6Q8X5Q8X7Q8X4w8X6wCX6w8X7wCX4ICX5ICX5ICX7ICX4oCX6rif5SiyJeswJesyJemwj/PXH1FoOumtMStWamb0hOWhAfM9Xcv83fLssGlmKglmagmG6skGijE6snF6cmlm6qnm6rlmWvMM1euMp+xzVxovZnQElOZYiOlHEuDQmvD2VYGJZb4OZZ6c8115ppqlRmplRkolxkqzTVUnmeoVG6oVG6kNNdAfo6BfIm+3Gx92SK8bJ6eTA5OKlNHMlVbMlFLIk5DLFpdJExVKEhJ0FcB5SXH7yrN97WrwUa43snAFMNWR9Unxdb4eU9cCDDc3PTuSxMN/6c0sc9wc9OnLgFgTW+++An/X64aP++GlAQ2DSBEACAQGwURAAvAKoQTgaoBPAvXm99WdLqj2HRncYSrBMJzBtJbCuErhQyQQQTLIkPkkGFyyAh5ZLQCMkaRL06RL16RL0GJL0mJL1mJL0WJL02ZL12ZP1OZP1OZP0uFP0eFP0eFP0+FP09VIF9VIF+VP0+VP0+Vv0BdoEBNoEgdNc9YrsLNbHmI99qYoKoIn4UetrMtdXP0FbJ0Z6RhxVK1xFI1RZPUhVPUhdO0xNNxMvmm6rPNVEuMZGfrSZVoSxSpiGSpCpVZG8x3NJ9vZ7zQGr/QCrfQQmehmdZ8Y9X5hsrlhgrzDOTnGciW6UuX6UuX4qWK9WYU6s0owEnm6c7I1p2RqSORhpVI1hKP1xSLUReJUBUKUcEEKqF95AU8ZPmdpeAqAAD4UtjqqFEK+aWb00Sr/OHtAJ/nM7cAfFMRwEtXx9EuGpsGECIAEIiNggiABWAVwolA1QCehevN7yQ23VUC4SmJmCmFCJRBBMkhZskhwxSQ0UrIeBVkgioySY0vRY0vTZ0vU50vW4MvT4MvT5MvX5MvX5O/UIu/SEugGCtQrCkwGytQihUo1UKVYVFlWFS5Nmq+NqpcW2C+jsACHdRCPfQCHHqeNrpcBzMfJ1KGFy/ES+bry2bpzEjXEknTEMzQEMzUwKRrCCWrYZLVhFLURdI0JTI0Z6QqiSZLCqZKoJIlUamyAgWaghWW2gudLRbYGS60wi0w155vqllupFpuqFxuqDzXQGEOXqZUT7IEJ1GMEy/UFSvQFcvXFcvVFcvSFs3AiqVjxVKxookaojHqIlGqQhEqmFAldKCigI8cn6cM0kUSIgAA+FLY7Sjipg3VHi5vU4D3rgX4FJN+/p9NEUC1hzNx6yb2jR5EACAQGwURAAvAKoQTgaoBPAvXm99edLqT2HR3CaS3JMJPGhEoi5wlhwxXQEQpIeLSZjhWAAAgAElEQVSUkQnKyCRVZIoaX/pEBKDOl6vBl6fJX/BX/z8bKzBHW6BMBzVPFzVXF1Wui1qAQy3EoSr0UBV4VIUeajEetRiPWmaIWWUmtcpMZrmxRKWB8FK84GIcerEuehEWVa6JKlNHlaigihRRBQoC+XKoAjlUgRw6XxadJ4/KU0AVqQjMVkMVqQrM0UJV4IX32CutdTFZ7mC43FZvubVOpYXmYhOlJUZSFXoiC3SF5ukKl+HEyvRES3GiJbqixboihbqi+doi2doimVjhNC2hFE2hBHWhGFXBCBV0qBI6SEHAX57PWwbpJolwEofHAQLAlzIFjqqPjazx83qbAtBOHPvM5QDMwQHaiWPs6P8nXTW+XvXx0WwdOogAQCA2CiIAFoBVCCcCVQN4Fq43v73IdOe/IgB/GUSQDDJUDhmpiIhWRMQpIRNUkMmqyFRVvgx1vkx1vhx1vnxN/gJN/nwN/iItgRKswFwd1Dxd1Hwcar4uagEOtWii88ejlhqgKw3RywzQlfro5froKiPMOnOJDVaK662V1lnKrzaTrjIRqzIWqjIUXGkguByPrsShK3HopTj0El3UYl1UhQ5qkQ56kS56IQ69SA+9UBe1GI9eYSi02gB93E50r6vuOkeDVbY6K600V1ioV5opLzaWqzCUWqg/Yz5efB5ebA5OpERXqEgHU6CNydMWytXGZGoJpmmik9XR8WroWFV0pDI6VEkgWIHfT26i/0c6iyNsRSACAIAvZQocxRwefhXsV+Pr9bZ5ro+JJG7a0P/g/tuLAoabm/of3Cdu2sARzf9E//8qNJA5OsrWoYMIAARioyACYAFYhXAiUDWAZwHzA9wBOBmYXKbGUcyR4fq4qGoP56/euk+Kqme618dHs7v/fwMRAAjEVkEEwAKwCuFEoGoAzwLmB7gDcDIwuUylo4hbNr50c5z4jgAO1Ss/75cu9uTdO6dmxCACAIHYKIgAWABWIZwIVA3gWcD8AHcATgYmlyl21CiF0pAcX+3p8tLNsdrLtcbX81Wg71dv7D+nQN9Xvp41Xm7Vbo7Vni5NWWnse/7/h0AEAAKxURABsACsQjgRqBrAs4D5Ae4AnAxMLl/FUSOdhN4b1zuWLWlITaz2dP3TwfqbVbWXa0NqUseyJT2XLox2EqZ4oCACAIHYKIgAWABWIZwIVA3gWcD8AHcATgYmF3DUtwxEACAQGwURAAvAnMGJQNUAngXMD3AH4GRgcgFHfctABAACsVEQAbAAzBmcCFQN4FnA/AB3AE4GJhdw1LcMRAAgEBsFEQALwJzBiUDVAJ4FzA9wB+BkYHIBR33LQAQAArFREAGwAMwZnAhUDeBZwPwAdwBOBiYXcNS3DEQAIBAbBREAC8CcwYlA1QCeBcwPcAfgZGByAUd9y0AEAAKxURABsADMGZwIVA3gWcD8AHcATgYmF3DUtwxEACAQGwURAAvAnMGJQNUAngXMD3AH4GRgcgFHfctABAACsVEQAbAAzBmcCFQN4FnA/AB3AE4GJhdw1LcMRAAgEBsFEQALwJzBiUDVAJ4FzA9wB+BkYHIBR33LQAQAArFREAGwAMwZnAhUDeBZwPwAdwBOBiYXcNS3DEQAIBAbBREAC8CcwYlA1QCeBcwPcAfgZGByAUd9y0AEAAKxURABsADMGZwIVA3gWcD8AHcATgYmF3DUtwxEACAQG/V1IwAAAAAAAAAAAID3+Kdtxed3gAgABPqvIAIAAAAAAAAAAOCb4p+2FZ/fASIAEOi/ghsBWICFDybgqwNVA3gWMD/AHYCTgckFHPUtAxEACMRGQQTAAjBncCJQNYBnAfMD3AE4GZhcwFHfMhABgEBsFEQALABzBicCVQN4FjA/wB2Ak4HJBRz1LQMRAAjERkEEwAIwZ3AiUDWAZwHzA9wBOBmYXMBR3zIQAYBAbBREACwAcwYnAlUDeBYwP8AdgJOByQUc9S0DEQAIxEZBBMACMGdwIlA1gGcB8wPcATgZmFzAUd8yEAGAQGwURAAsAHMGJwJVA3gWMD/AHYCTgckFHPUtAxEACMRGQQTAAjBncCJQNYBnAfMD3AE4GZhcwFHfMhABgEBsFEQALABzBicCVQN4FjA/wB2Ak4HJBRz1LQMRAAjERkEEwAIwZ3AiUDWAZwHzA9wBOBmYXMBR3zIQAYBAbBREACwAcwYnAlUDeBYwP8AdgJOByQUc9S0DEQAIxEZBBMACMGdwIlA1gGcB8wPcATgZmFzAUd8yEAGAQGwURAAsAHMGJwJVA3gWMD/AHYCTgckFHPUtAxEACMRGQQTAAjBncCJQNYBnAfMD3AE4GZhcpt5RHQMjlzp6Vz0nZt1t9b9c736h7huX/+X6jDutq54TbxL7OgZHp3KsIAIAgdgoiABYAFYhnAhUDeBZwPwAdwBOBiaXqXQU6fVoxp2WgCsNPpfqA680hFxtiLjeGHWj6RtXxPXGkKsNgX+97bz7bZShKQoCIAIAgdgoiABYAFYhnAhUDeBZwPwAdwBOBiaXKXPUtmqK76X60KsNX72l/5cKvd4481L9nlrqFAwaRAAgEBsFEQALwCqEE4GqATwLmB/gDsDJwOQyBY4aYjCTbjX7X66faKFTbrccrKc9og5ShsYmdqAMjT2iDm6voaTcbvnqHf4XKvhqQ/KtlmEGk61DBxEACMRGQQTAArAK4USgagDPAub/POMfg/kOjPfEYDAYY2NjY6OMkZHR4ZHR4dGRkZHh4ZGR4dGR4ZGRkZHRsdExxugYY5TBGGUwRxnMMQaTwWAyxpiMiZ+Z48x3/tbXHgCOAZwMTC7sdtQQgxlxvTHkWuNE83+quXtw7JNt8+AY81RzN6cEASHXGqNvNI2wMwWACAAEYqMgAmABWIVwIlA1gGcB83+Kjzb/7/f/DMbY2Njo8MjI0NDQ68HBgf7B/t7BXnp/b3dvT3cPvbuHTuvtpvZ0UXu7ab1d1J4uKr2rq4feTe/u6qF39fbQ+/t6BgcHhodfj46OMBhjH0YA7/K1h+SbBpwMTC7sdlTSrea3/X9L/8iX/EpL/wjHpABXG1JutbBv9CACAIHYKIgAWABWIZwIVA3gWcD87/I/rf74OIM5zmCOj02IwRhjjDHGxkZHhoeHXr8e7B/s7+3v6e7rovbSyD1UEp1C7qYQu0gEGqm9i9TZ1dlJIRGopHYqkUAhtlOJbVRiO7Wzg9rZQSG2U4gdVCKBQiJQyR00MqGLQqBTyHQ6rb+vd2hwcHRkZGxsjMFgMJnM8fEJQSLwN4CTgcmFrY7aVk2ZuP4/5XbLZ07+f8jgGJNTUgC/y/U7aihsGkCIAEAgNgoiABaAVQgnAlUDeBYw/wQfOck/Ps5gjo8xmGMM5tjY2MjoyOvBgX46nU4l0SidVBKB0tlOam8htTeTO1oohDYKgdRF7OzpbKZ1EbroxN7uzl4aoZdY3UdrHejq6qX393bT6fSeXnpPb3cvvYtG6yJ1UUlUMo1M7CQRyKSONnJHO5nQTia0kzs7aFRyX2/P6OgwkzHGZI799Y7G33l3EAH8D+BkYHJhn6NIr0d9L9X/o/P/78JB1wL4XKqn/vVcg8kFIgAQiI2CCIAFYBXCiUDVAJ6FZ80//q7Gx5nM8Xfb7P90/gzm6OjY8Ov+XjqNRu7sJLSS2pqJLQ2dLY2dbQ1EQiuVSKCRO2hUYldnA53URH52jHB/PfHehu6G28SbK8m/r237taDzfBrlTmXPky20P/Z21fxE/W0x/ekuev150p2l1JofeokNlMebKQ93dhPrqJRmCrGNSGjpbG8ktNV2tNQQO5q7KZ0DvfSRkWEmg/E/NyG8A8QBb3jYyQCbYJ+jMu60TDz//3QL/d3ttiV2H9W7r078fLqF/tXb+y9R6NWGzDtsuR0AIgAQiI2CCIAFYBXCiUDVAJ6FZ83/bgTAHH/zNgJgMpljjPHh0fHRkbGh10PdVGoXsY3c3tTeUNveWNPe2kro7KQRartqzvaQG7ubfyPeW0l5eaz91xzS5dT2i0W0J9vadvu0Vbq2b/VvPO5Tv8+xeqvji434P9YZdZwK+nOLZd0eu8aDVs3HnRoO2zcesm844tNxzLnhpEfd8/nVbasoPTfaKBc7CGdrm/Y8r9nU0vSws72xs6ORRGjto9PGxkaYTOabN+Nv/hNbQATwX3jWyQCbYJOjOgZGAi43RH1wC8Dn+/83/xsBcNDtAP6X64mDo5M+jBABgEBsFEQALACrEE4EqgbwLDxr/vE348w348w3f93wzxgfZYyPjDGHxxhDw2ODfQO9NCq1k0Bsa2lrbmhvaSR2tBHbG0gvzpHvVBEu5LT8HNv8c+arY6EP1jv8scf1wUG33zZb391o1brdq73Cg7Q0uG5DcPVu95fb7O8st3iw2vrVDsvW/fYde12qtzo1HfV8vMH82Wbb6xVmZ8pNHhx2q3kc98Mj5/PPHG6/CrpeE/x7feyzpqiHNUEvGuc2t/1I7mwldbSTO9qppM6+nu7R4dcTbT88F+BdeNbJAJtgk6MudfT6XKqPutF0qIH2duPfnv9/+9+3bH9F+WjL/dE/+reN+pfsw9r+PpfqbxH7J30YIQIAgdgoiABYAFYhnAhUDeBZeND8f535H//rbv/xEcb4KGN8aIw5NMoYeD1Eo1FpnR2UtpbOhsb2toZ2AoFMaqE132+/MK/uh+LH+4IebbSsOeTTcDz4jy1e9Ye8n5ywPnQm+Pg656tLDeryTTsT7JqizW6VGd9aafVog/Mf252qD4Zeq9C/XmbQttO6fa9zyyGHp9sc7661vLrC8ubl4NsvnG7/YXP6icUPTy2vNQQd+N1593278y9sr7y0u/Cn5/k/48i0m1RyDbHjBaH9BqHjYje5dXCgjzHGmHhK4Ncezm8FHnQywFbY5KhVz4iBVxqibjT9Tht8u/G9E/7v8uHlABP8Thv88ub8oxunJgIIuNJQ9Zw46cMIEQAIxEZBBMACsArhRKBqAM/Cg+Yff/OG+ea//f8oY3yYMT40Nj40MtpD76aSCMT2lvbmBkJrc2fjfUrb8+7OjpY7K5oPudfscHyxw+vxBtuH613ur7KoPeR+a6XurWVGpxYY7Flk+Nsmi6ebTWrm2j7xMLgToXuzwvTJOsvq/YG1+x2ebHO9s8byVqXB/UX6f1aZvFyvf67MeH827soa92s/OJ+/bL7vlvXBR9ZHH1uvuml38L7TD8/drtfMvN0QdPqp78mnYdXNWS+b8gikoy8a0x9Wx5OIL8nE9m5a58jQ8NvLAb72oH59eNDJAFthk6PS77SGXG2IutFEHf7vc/I+FQF8qv9/8+ZNS/8ICxHAe6++t/3twT91WcF7v/jR/d/TrKsN2Xdb/9WQfQyIAEAgNgoiABaAVQgnAlUDeBYeND9z/A1zfJwxPj7GHB8dGx8eYw6PMftfD1MpZHJHG6Glvq25gdTRRiO301+d67g2l/R8b9uZtIb97i/2udWcCGu7kPd0z8zL8/Ub9vi82Gr/aI3ls61uT9Y53a80rzvg0rjH9eliy1tLzPbl4E4V4h9v8Xy0wfr3zRbX1nrsStA4mY+7t9rmj60+388zPV5sdnGe/qkS3P4txqtPWG+8bLf2sv3y8657bjs9bIm9WONy5oXL2eeBV18F3av1edHk+rDe/fILuzu1KQTy1br6E+SOOjKhvb+vj8EY+08KwNs5AA86GWArbHKU/+X6iOuN77XWH+3zP3o7wLtMbgTw5oMOn4X9P1TE9Ub/y/WTN37/ASIAEIiNggiABWAVwolA1QCehQfNzxx/M/Ftf8NM5uux8cFRZm9fP6WzndLeRGh6RWhr6qKQu4n1hDtVpMe7mo8H1R71fLLN9cVGy9+WWpyZa1lzcOb9tXa1W2c2b/RsWO9bfzi+epv38y0+50rNrlXoPlxte3+V6c1Kq6uVlheXux5IwZ0uNXy+0/bcUss1ibhfl5r/Mg9/e43F413uF5ZbX1ppdniNxcrDduXH7XZe81x1zv3wA5fvH7rdfOW1+ZbDD89dzr9wPPPU9qc/bC48t7hYbffjU6ejjxzPP/d70pD5qmlDW/NFakdrF7VjdHR4fJz5hrevBeBBJwNshU2Ocr9Q9+HZ9Q8jgM98HcBbJv0qgL9t6f/p/hNyv1A36cMIEQAIxEZBBMACsArhRKBqAM/Cg+Znjr9hMN+MMpivmczXI6N9vb2UznZiW1N70ytie20XhUxuq2+4ven5JrPfq8xqdtk0H3N7sd35j43Wl5eZHM7GXynXvbrQ5EqZwY1ynbNZ9k/Wed9dbly92/3SAqMzs00uL7S6v8LmzgqLB5ucLy+2Oluqe7NC//kW8yc73B5uc723zua3KptLVeY/LDLdlKq5LkN3wy774q12uduc1511WHLScce14L23PE4/mHnygdema3ZbL1ucf+hy4IbLzqt2h+/YHX3gtP2m3ZEHVr/VOT9rSqhtPkTqaCUTmumUzrGRISaT+ff/89wLDzoZYCvsvgrg8zcCfNj/v7dD68AnbwT4kE/16m++rKX/8FCf3x+uAoAIAMTZggiABWAVwolA1QCehdfMPz4+zmCOjzLGh8cYg4yx3p4uWmcbua2xo7meRmwn/76l5e7aa7uDWw8Ed+QZNxXaNaxxfLwK97jK4OkGw8NZ2lujtX8qNbi91umXCuPDsw1P7/b5YZ3r7VU2D1bb/Dofd6HC/FSR4YUyu1+W2F5dab03U29vOm5TpOLPc41XhCueW2KxJ1vn1mqHTZm4ygiVk+V2x1dY79juvHKH3Z6Lbpt/tF993HnZcY9VZ2I2nws8dc9u9VnX1QesDl6w2XbYbt8+i3M/ml+8Zr3vgvX+qxbPakPaWioGhij0vv4uUied0NFDI48xhsfHGTx7RwCvORlgN2xyVMZfzwL4wscBvvlEBPAljwN880Fn/uafRwAf/fkz+78neBYARAAgzhNEACwAqxBOBKoG8Cy8Zv7x8fExJnOYwRxmMPoH+6ikdnJbU2dzY2dHK6n9FfHB5j/3uf2+x//xUrv7nrhmN3xNifntpaYX5zv9sTXwwTr3o1n658osfpqjc381fvt+94Lj3t+fCDq7yPTyEss7VQ6XlxpfWGR8vtDg5kLzJ5u9b6y025utVRGg/H2R/sZEjQvLvKoSjS5uddp1xufIYd/jlUYrErXmxWrOTtKaPRcfnKwZW6ifscAyrNCwdJPzph+t8tcZHDxm/tMRq6vZhg8i9R5l2NSujmnenfDsSED99YD66qSO9uX9PXX9A73dFCqNTOjtJo+NDo2PM3nz6YC85mSA3bDJUW+/EeDDLwX81K98NAL4zJcCsvDPydr+oeAbASACAHGeIAJgAViFcCJQNYBn4TXzT0QAI8zxwaFhSkcHpaO1o7mWQiKRO5o6H+6tPeL1a6nBT6WGZxfg18xSPhKBu5hhsj9C40K56R/bAuqOJtZs9z2WiduaZfDrAoPSQrPyRaa3Ntusi1daH6N6olB7S5za1VXmt9eH3ljpdH6BwbFs9VPFegsClJcFqxyZbfLicNyNre6XfvUoOehQcsD+yAnrHdvNdpdYrc7Gh4coFKbr5+UbRidgvWaqeHgr7t1qdXSz6cX5+o9WWjxJwzUk6BNme/fuXDB4/UjfmU3UrXmkHSmdJ0KoV+MH2n7p6++jUSldRMJAF5XBYEAEAAD/HjY56iaxz+dSfdSNppTbLYOM/9y885kn/3/01UEGM+V2y5dEAJ8/pf/mnZb+o7t9Zv8vjAB8LtXfIvVP+jBCBAACsVEQAbAArEI4EagawLPwmvnHx8fHGMyRsbHuLloXkdDZ2kQhddDanzZeXHR7g+tPpUYP1tnc3e5ypdL43Dyjn+caX1tue3mZ1bY0nSNZelcX2T9a43Z3mf3FhZZ/7LSvStM7tsDyYI7BxiTs+ni9UyUG5yssblWaPajyOJprfnudw41K4zurTKrXW3dsta7b43igxOLCyezT57K3H4v79c6yB/c2Prqw8NG2sFe73R5Xmf82T2tlnFaqt8L2CM3fEgxacs06800JeZYd2WZtaeZPfPUeu+rWJtq1pLiQy8IHj63tO7Ki68gi8pH0vrrTA/Tavj56N5HYReh4PdgPEQAA/HvY5KiOwRH/y/UT7fHpFvrb7W/7/E/p3YOcbqF/quV+89nHAb7t5N/89a1+7+7w7ktfsv+XRAD+l+uJg6OTPowQAYBAbBREACwAqxBOBKoG8Cw8Zf7x8XEmkzk2xng9OEAjEQitTWRCWw+dXH9x/u3F+oezdTYlaO0qM55XYXagyvGnBcY3Vvpdmm/wcwm+yFfpcL7l3nSTF/tD/9zm8ccii0cLjOoOJtXu9P+12PjmBpcHm8yfbDG7sRx/foHxulDNq4vtTxTprYtR/SVbjTxPg1qq2rTJ4srhucTmtuaWZ783VNQ1HWy8eIJ85ubgw4eU/UldeaotqRqv0vSICXqUSCw1FkdNNCKnWxAzLKg5NrRcK3KORV2w0ctoy2p79Vc2ap3Zdj2LU/sPr+w5uoZ4ahHxzsLu5nvdPV1UIpHS2T46MsyDKQBPORmYAtjnqIw7LaFXGyYuBGgdGHm7/Qv7/9aBkU9dAvCtKfRqQxYbHgTwBiIAEIitggiABWAVwolA1QCehafMz2QyGQzG6MgwnUbuIrV3tjXTyARqS/Xz75OvLfP8YY7++WV2yzONioqtUqLUd2frXF5svSpcZVOC1vmFpmfLrTamG1yvcn6x0PhWvM7ZSJ0Hlea3FxjfWWFzd63JxaXmB3L1/tjicK7ccFemwb0NjseLDPdnGh6IU+vIVavJ095ciD++p+D57SvfX5i3+Kjb1edLKA03W6+daDy78+7q+Mvx2i3JOFKkNiFQnRSq0xGDpcTiO4PxpCBDaqpNV6Y9JduRkm9HKXAg57m2RVm0JZi2+uK75oR2r5/XvS6NeiqWcn9Vb083jUanEdv66F1MJvMNjz0VkKecDEwB7HMUZWh04l6AqP+9HeBL+MwtAN+gZl6q73rniw8mEYgAQCA2CiIAFoBVCCcCVQN4Fp4yP5PJHBsbGxrs76GRKUQClUyidrS239v/eLPLrdVuP87D39zg8ni7+/3N9sdmm50o0a8/7n5yoclPS8zuLLe7WeV8INfgzmzTlgi9tpl69YH4ozGaPxbhz8zTP5GnvSNZ7WAu/soyq3XR2GM5uJd7XR5vcb242OKnbK0/czXPF2ikJSkv2Oq4fH9UySqHXx6tOnQpsr355N1fKg5XeF7c7F2bb02KwJIidcjReFKYLinOkBRt2OSjV2ejR46x7/DQJscZk7OsyKmm1LKZtPlBlAz7Vk8dQqAxrTiEPj+MuNKn48f4blorvb+XTiF3kzrHRoZ47UIAnnIyMAWw1VHbayhvbwd471qAz8BB5/+jbjT5Xa7f+YrCpgGECAAEYqMgAmABWIVwIlA1gGfhKfMzmczR0dGBvp4eGpnS2drT093+8EDjzzmPNts93OS6JdXo1pZZv1VZXlhkcKLY4Mc5eidLdZ5tN3+y3uDeCoOHa8yfzjavSTFuSdN/FYm/Fog9UWizIcv5xs6EW7t81iXhK2Ypf19s/H250411XrfWu9/Z4v9gb8L9PVHPfvI8/r353CqLjAL98DkGS45YHLvp97xpa2P10UO7/TYuNr+Qhavx12yYpdkRrU9IMO1IMmtPMuvItOiIMWmYZdfgodfurdc114cYZ9yVZEpOs6AtCOhZEtGZZN7hq9uV6dZV6kuZ79m2z6u39mw/rbqH3t9N7eih05hM5vj4OO8EATzlZGAKYLejkm+1hFxrfJsCnG6hf+ZygEEG83QLnYP6/5CrDam3W9g3ehABgEBsFEQALACrEE4EqgbwLDxl/okIoI/e3UUmUsmkvoGh9ns7nm+zv1iuf7rE4NdKxxvrPG+us/ytyu72GpuLiywP5hudnYP/ocjgVCn+/hLXk9b4i2H4x/PMn690fro3pvXhvv6ejuHX5H7q03u/bnl6bU/HnxeITfcpTZdoNT9215+iNv7SUn26+dm6c6diUvMNfCI1K7baVB2zqzhgu/2M+4vqrRtWeM+J17jsq/s4QKc6xuDRTMNLphoPfIzr4iwbky2JRa7kMt/uhWHtQYYt/gYtXlrEBGNasjklz6GryL3FX6/RVYOW4kQt86WUerRudek45dNxPrmfTqJ3U2lU0sjI0EQK8LVHfYrgKScDUwC7HTXMYEZebwy52vC2bU653bL9FeV32uDbiwJaB0Z+pw1uf0XhoOZ/ov+PvtE4ymTjhw9EACAQGwURAAvAKoQTgaoBPAtPmZ/BYIyMjPR0UamdBBqV1tfd+Xh/5NlS7LUKi2srHS5UWPy22uzyMqPjRdq311r9Mtfk9+2eB3PNT5Sabo3VPZ1jumOWyaEk04f7kjpqb/f1dPYNDvQN9vX2dPfRuwZ6qRRqZze9m95NpdPauwivOl5eq3tx8fmTc4/vHn14veryj7kr15gt3Wmdt8qqsMp20Rq7S6cX7V9ZmuWs9qujzp2ZOrcDcDcjHA7pax4z1PjZVO2Bt15jvCF5tg1prhcp0rTdWaPBXpUabkSMNaQlWbSEGdd4Gdb4GpELvboWBlFL3P9cZfVko2XtPvfOF6e7aWQalTg42AsRAACwzBQ4aoTBTLnV4vfXHQHcoaArDRl3Wtna/7+BCAAEYqsgAmABWIVwIlA1gGfhKfMzGIyhodd0GoVMaKeSKbSmR0+2uj9YbfvTbO2D2Qan5pgeKcAdytI4V2rwaJ3Vi/WO52cbbIzD/rLA9HyF1b0tgSfLbB+dWdHX09H/uv/1QH93f3dXXw+li0QktREIjZ2ENjKZ1EPv7qH3dXd3d9Np1C5yY0vdny9uP7538ubZyounEkuX28YssvIqNU2b63x8Y+XjS2dubir/yQF70UP3mgd+h7bieqzyYQfds876lz10H3np1s7UJe8d99cAACAASURBVMQYUZNNyPFmTSGmbU5YUiSeEq3blWranmLVkWdJKnLsLnHvnG1/a5HRk10eNUciCC+uUIgdFBKhp4cGEQAAsMyUOWpHDcXnUn3oO5cDcKhCrzd6X6zbX0ebgkGDCAAEYqMgAmABWIVwIlA1gGfhKfOPMpiDA/30LgqJ2E7qbKe1PH1wIPZihemRXN1tKfhra+13Zemdn4/9PlP7bJHhuWL8gXSdk+XmRwt0L1Xa315vV3dx2WB/7+Drgf7Bwb6hIXp/f3dfb1dPN41OJfeSuvu7X48MDo687usd6Onu66b3UrooJHJHY/OrF39cu/jT6h3bk9M3BbsWmxvnmruUmCeUuW5cG3c6d9ZxS5Uzjthf/Qx3Gamt0FBYo6dw2AZ71FrjJzONB3ZabSE4SoY5LdeWku/a5IAlxRpQwrGkeD1ymgUtxYSUY0VJNa7JM/y5UPPZTo9XhxJovx/uIjSQCW00CpHBYEAEAACsMZWOog6NZd5p9b9c73OpPuBKw6yrDRHXG796S/+3irjeOOtqQ8CVBp9L9QFX6gvut7Hp+f8fAhEACMRGQQTAArAK4USgagDPwlPmH2MwX78e7KXTaFQimdROaPrj1sHCi0stzy8yPT3X8ESp/gI/xTVx2PmBylWhmrsSsWcW2S+J1CoLUj9SYvLwaHYfrZPeT+ntpQ+8fj0wPELv76f39/UP9PcN9Q++prx+XT08eHO4/8IQ/dhg94/9PQ+oXQ2dHU1NjTW1NQ9vXj26YFW0zxIn+zJr2zyjiEpL90x8eplNSozBnCT8Lm/tE+6aRxx1VqpLL1WXXo2V+XUm/pK7ziU7jefeuLZYY2qBPa3MvTXKlBCJJQapk2NxxFhD0ixtcrQ+KdnwxWKLM7N1H292ernbvfp4TFfTH51tzcSOtrHRMYgAAIA1pt5RxMHRW8T+qufE7Lut/pfr3S/UfePyv1yfcae16jnxFqmf+Hp0KscKIgAQiI3iygjA5B3YcXxuXYWwe9y+Ltxatc/wT+v47+vOlc7hAnjK/GMMxtDr1wP9vT10Go3aSWirfXVxzc011idL9O9sC71Yab4v33B1uPb6BFyqjezpeQY/LTDcmWVwoszu2IqkoX7a6DBj+PVIX19PT18vva+vu4f2enhwaIQ+0vdioC1tqBE30qo10qw52qw61ukz2rNigJzRS/q1pelZXd2D2j/vnvt5a0a5u99cE+cyU9/5lhmr7JbtdHJN1QlaYl0cZ7TXSfmIK3adjsJiRekV6vI3AvAd+fanTTTO4zWeuemQih3JcxzoJS7EUE2ijxotTLs9DNcRgO3013ySobc3TvnnOeZXV7vUHw4g3zvURWontLcQ21tHRkYgAuAsTD7GJB7tb3f7N9u5DO5wFLcCEQAIxEZxXwTw4TQ26X+CK+eMKRi3rwtXVm1y4b6iAxPwlPkZDMbQ0NDrwdcDfb1dFCK5s6Hut41390RvTdU7u9TmwQbLF+ut1iZgNyRpLYvW2ZaCXRSsWj5Lc1uGftOza/39g3R6T09Pb29vT3c3jUohUaiE7m5af8dPgx3LR2v9Rh6LMh7yjf3OP/YQPfZIePSF/HCt6lCTUXf9hvo/71XXPa1vrj11aWfOYt+sJc4JK2zm73HPX2Ptma5nG60dlIZf6aqx21plv536Gl3FjVY6l3zw5Byb7w2Vj2ur3TRXbU4w7Kpwo5W7EEOxHTPVmn21mnywTV5az7KNrm9wPltmdmmh4cNtdtWnEyl1N7vIpI7ODjKhbXR0FCIAzuKjn7ST9fH7JQd/+89/up374A5HcSsQAYBAbBREACzAlXMG10/5XFm1z/Peeu7zp3re/G/RP3oK6N3jfPSAf3uED98hy3/9S3b7wv9ZroenzD8RAQwPDQ0PvabTKBRiffvdffc3mF1aqHtuPv5Zlc3jEJ3DadrHSvDJThJpDjLpzop5PvK/VHkR26rpXV1kMpFMJpJInRQKqZPQSqF09rZfHKScGXqVMvabHPOyEPOKMOOSEOOCKOOi8NhVwZE7coPV2v1t+cSOOy2t9X+8uL1iX9nitUkL8p1KFjmu3BdbuMoxZJ6leaimT6R2qYvGOkP57XbquyxU1+srnXXGkhLNrzpjdynJn9VRfeaHI5XY05b5tUfoNXhpPHfSfuqGfRiodW626fUNHjeWmlxaavJ4mw/55UUKqY1GIXcSCVQiYWxsjMn85DeNcxnc4eTPd+mf+QRj7cgfbocI4C3c4ShuBSIAEIiN4r4I4D0gAmAN7pvyeaFq7/Feq/zR7e9u/JJ14ad+/syRP/znv//rLOz2qT/HC/CU+ScigMHXAyMjIz10WjelqbPu3t1doY82WlxZani+TO+0h/r3uXoH8/ELQ7WWROOWxuicKjO8tNatveV5T3c3rYtKpVLIZCKFQuqikPv6SD23Igbu+A9fVBo7Kzn2o9TI6RmjpyVHT0uN/iAx+qMo47zY6C2ZgepZ9JrVL2tur9hf5JlrHjLbqTDNLCfHJjvDMCteJyHHxDNGb2aQTqEn/lh28JPDVT9GOW3WUfzRRoOcZv4ywmS3hvRpTfVn8fYdabiulQFdi/0fuOlddsD+4IU9lqB9Zq7BkVz8+QX2j7a51R4MoNQ96Ca3U8idnYR2GpUMEQDH8bcRwGc+6Fg48ofbIQJ4C3c4iluBCAAEYqMgAmABXpgzuG/K54WqvQfL67wv2f75NvufRgD/5l1Nyq9zNzxl/okIoL+/Z2R0tKeXTid3UFuetT3adXmZ1YkCi50p2pvtlDb4KiwNV8zwUt5doLu3yGhfhvbuIjtC68vubjqdTp+IALq6qD3dvQNd1fQjWoOHZEaOKA4dkR09JDd8UHb4oOzIIZmxozJjx2XGTkuP/Sw9fEGOdi/+2ZOfF+3Ksk83csk2iSwwyVnsUDbHIjcB72Mm62wstX2+d/2Nja8JD3qbr9UfLNmFVTjnqNdd6kLMtvrVWuuUIZ68LbW7zLR7nmPPhuiTwSaFhjN2xWM3xWOPFeltidI8kYt7vNGu/qAj+cmeHjKJRCKQiIQeeheTyYQIgLP4kqsAPr/zlx/288eET0vucBS3AhEACMRGcXcEwKZ5i+vnDK6c77m+ah/ydSOA9/jM22P5XX30T8Ci9kN4yvwMBmNkZKS/v3dwcHBgsL+H1kluvFH7c9HFpRYH0nW2pxvOs5Hek6q+MUUr1V2uJFL9aLFZZZjWilSzlrqHFAqlu7uru7urq6uLQiV3drbRWm5TdxvQ1it1rVfu2ajYv1lxcKvi6+0KQzvkh3bKvd4jP7xPZuiIwshJReJv8/58cqJ4bbRdipFPloVNsKZzqLp9hJpHuJarhcxib7VX5Yad+4LplxaQrqxo2Ry9RVvuezMN+nwPUrbJ82DDuyG29J0xPVvD6RuiKfM8f0g1KfGU2xSrtyVR93ip4Y4k7TOz9X4s1H20zp54b3MvhUAmEcgkwuBAP5PJZMKzADiKDz+7PnPaHyIAtsIdjuJWIAIAgdgoLo4A2Ddpcfecwa2TPXdX7aN8O1cBfP7t/ct39S8PywvwlPn/igD6urqoQ0ODPX309hdnHh8IOrvIeWGAQlWkxrIwtWVh6gWuShuTjQ4UmW9P06oIU10Ubfzn0ytEYgeVSqLRaLTuHmoXlUBsba39rWOfT9sqtbblah3L1Ukr1bqq1OhrVHrWqfSuV+7fpNi7HztwWJn+k0P1lY1XftmYuzQ4pNjdOgbnHKvvE6XrGYWdmWRQWuK/I0zvaTa2thTbvsa+bV90wzKHI84aq7Vla0NwnclG9UX+T7Kdu9b49++M7T2aRd2TfDjR8EAWfm2U3g8LXS5W2p9dYH5mrunBHOO7VeaEB7vpZCKN0kmlkEZGRhnjTMY4XAXASXym4f9wy7cZAXw+3uUguMNR3ApEACAQG8WtEQBbpyUunjM4fTr/DFxctU8BEQALv86V8JT5GQzG6OjowMBAdzett4/+eniYTmq8/3Pl4QWe23KN8twUS2bKfF+KO5irsz9Nd66H3OYk3Z05RhsyTS//srW5+SWZTKRSKUQyqaOztbm9rrb6ft21rX+uMKtdim1chq3/f/be+iuObG37/xO+7/c5Nm6xSSY2cU9IgADBieFBAyS4u7s17u7u0AaNtwsu3WgIHSQhAsHC5P2Bc/LkjTCZPhTQXfdnXSsLqivVyb6vVXvvq3ZVee4Z9d4z7r3rsf8ufvBPTxMOzKQeeZp9cpKSSG+rITUUOQTpX9Y8clHz4EWN367K/qCnsjvQ6+ZIdx3WX73d9CDL5LcRs73DDr9xnY836x0olt/76OaeWdOzs2E6fGeJGZ+rMyE3XmTp9gWI1zifKXQ85317T4TGj8l6e8sdD5JDzzZipLoqXB+PdD2fnZ57/vzV/MLS6trq2htYBSBcbHwuEuxMtfFusArgc4iGo0QViABAIAQlkhEA0t2VqPYZItzNvxXdqm3AX53SIxcBfNJa/823C7Db574ODaDK/OsRwOLi6+fPn07PTC4uLbxaWJh+PMogpFcFXo0w+C1ce1+iycFc26PFjif8NH9JND7orLLr+uG/xYfaTE6MPJ2dnnv2bGr6ycTjsZEx7iCX3cMmdhbadwRd6PU+0Of166D3Hp7P7rHAXfzQPVPRvz7OvTbWFNjNbKTRmjmc9pKqFBd/Q+8ocyMHsQfqhxNtxUeo2dOj3czKBJLndbbf9T7H4zyzXzutjzRr7R51PD9lcoCveWjK9uq0h8RCodl8qfVMllHpg98LLI7U2h+q8z1HDLpU7XY83fgIOeJiZ4nVWC9temZq+fXC0tLq0vKbpTd/vFl7Ay8FFC42vvL/wdkJIgBEEQ1HiSoQAYBACEr0IoDjH7HpXyGSfcYWtNv2IpJV25gvGc+9X+5Pbv/Taf/nvuhLvCTwt3/5bl/ynxV5UGX+N2/erK6uLi0tzS88n56emJwYXV5afDX3cqK3jhx+Jk5r9wPxr3xUf9G79I8A9R9Nr/4Uprk73+Ws3a1d6jdOTo1xpp/OzM7OzM5OTU8/eTQxNjrKGxpgdzHxdFwCOUaNGijGDDzdE35yIObMQIrUcLl5X1M2k0qiU1s7Oxl9fRw6vYXJaWNSqrLDtPI95IZI4XxaxjNe0+wwk4bR6HA73+10qtv2AM3kAEVn/1y00qtg8WmXE8/CtGZCFV4UGL8qsZsIlo/Q2BVxb3+C3u4yq/30yOvNETfKHc7QMnR53U1TTx6/fPlyZWVlaWl1eeWPpTd/vHmzBhGAcPHJk88HZ9FPnjw3PpduvPFzJ2QBtn/u3yCMiIajRBWIAEAgBCV6EcAWAH2GMAJV2+Fs8chSxAayG4Mq869HACsry0tLCy9ezE4MDU49Hl1cXpqbHqIUuhQG3cy2Pxp674C13A/OCj+53f7FT2Of0bX/sVPeJff716GOd0YG20ZHBycmRqenn0xMjPYNdDBYbTRGM43eRG6uqa9OaSqPa6+IpdQlMkj5zHYshdrQ0oKjtBM6O+kDfd0DPfQeDr4q3cNSdm+Dx/XBzPvDhEA+q+Bpf11vlGa97iGK2bE282Mk7UNMy8tPo2/Oup+Yi5B9kXr/ZYbR8yKLl5V2FLfzKXr78+2PJ94/kGl4oNrxaHvENWKiLo9V/4T/+MWL58vLS/Pz80uLK8srf6ys/bG2BhGASLGJpyYkznIidubcFkctPRqfq6ud8PXiGej0Sol3Xz63Y9UrLc4z1H3k6/UcW7s88WiLGwoiABAIQUEEIABoGIWIHlC1ncYWX1wS7WtZG4Mq86+trb1LAV6/fv10ht/dxZh4zFtcXJjmD/XTi/GxSvEWF1zuHIg3Px5yb5fqma91r35rcWOXzrXv1S9+HeOmyOttHeRy+vu7evtY3b3Mnl7O8Ch3ZIw3PjHS1csh05raqaQ2SgOV3szqoNFZZFYHrZPV3sFu6R9gd9Fr8Ol2SU7Xyl0kq+/u4bhe6ksxmCz3mCm0YMWYBIv/VK53BGcjVm92ZjLq5hO38zO2+16kqj6NUnuZrjeXbtgYcCPr4e/+yrvTTX9zk/1H6oN95LATrfF3B2i1U0/4L168WFlZmpt79urVwvLym9U3f7xZQ8vkfx00OBkigK1kix21zOfz9LR7pcV7JK70Skv0yUn3K8kNqCjsXCnJ9ctJ9clI9Ehe6ZUWHzI2XJme2rLmgggABEJQEAEIABpGIaIHVG0H8iU3Cwjv1+0cUGX+P/74470UYOX1/Pz42BCL0fZodHB+4dXTmcedDbm5PrIRpqeTrY95q/0sdfif0kf+7nT7gPqlf2pc/kbl7Fd+Fso9tEJef+vQcO/Y+MDAYM8gt5c3PDA+MTr2aGyQ19fT38HpZDDZFBqL3MmhdzLbGM2lnbTqvq5WfL5HvMUpa+Vd5td/SpD+oVX/1w7Tg/0ORyZCJMaib+DdVZINzlVbXuzxFZvyOD7ldYLv/PvzGI2XsXcmvS+3mx+LvrffVu5HN5Uf4vR/9b/za6blEW6J0XhXw5Np/ouXLxYXF/n8yakp/uvXSysraxABiCRoOzttL1vpKH4kpkdSrE9eZvsn9oKqX16mR/zyk4S4rWkxiABAIAQFEYAAoGEUInpA1QDUgirzr62trUcAa2trq6urK0vLc8+eDg5206mk4aGeV69ePJt7NsBprkxyjneS8NHYr3DiK6mTf3dT36tx+TuV0/+4ceLbu5e/072+JzHEikkueTLROzU1OjPDfzI9wec/Gh0Z4g4NcIcH+ga6ORwKjYrvpZR1EiLohVaFIdr+1tLqV77y19zvq3vQ6Pr3Nqe/q31whmxwsMPwINfxSL/j0XGfC2Mu52Zib08HXXhk89tj670zAeJTflLd9hfSNHabif0r2fJwguUZr9u/RuofyLE7nuUoNkCKfzI18fzl86WlhSeTE+MjQ3NzT5eXV1bfrK2trb1ZQ8vrANdBlZOBLWBrHLW2uDioebf3+rX1iTRXU20qNekVlbwy9e8r6itTU6+oZH4Uhquptu3z/D9V343rXC21taUlpNsNIgAQCEFBBCAAMAoRRqBqAGpBlfnX3uPNmzerq8uvX89PT03293Ao7fVdHeTZ2SfPX8xNTY71MEgJgQ/1FH9Xu/ytpfzPD6V/tFL5We7Y35XOfKNy7usrv/1d4dwPjnqXw13vkspjOJTykUEym95IpTR3d7OpbYTu9rwBUtgA1qEiUCHZ8oTD3QMPZX6yvb3fUOZXrcvfmyntkz389xzDI41mh2kPDnD0f+02O9prd6jb9tiQ19Ux9yPjDkf4XhefpdyvMjrhLfe9k+JulaN/87vzS+C93TnmR/McLjWEyww0FU9NDc+/Wlh48fIRb3CU1zc1NbHw+tXKynrEsbYGEQAA/BdsgaPWFhf7VRT65KXXJ/+z+blr8/Of3Xl+fjY/d+cHAX3y0v0qCmvLyKYAEAGAQAgKIgABgFGIMAJVA1ALqsy/fiPAeynAysrK0vyrl5Pjo92djLamuraW2pHh/rm5p7Ozs1xuV0VJSqi9mo3mSYzxyYeyP9w++43cqX/IHv+bwsmvJH//p9zpf5z79f/In/qb5pUfrTXOJHrfqS/2qcl0LY63T3GXiTQ6YSL9k6HEz+Yy3z+U3at86l+YhyfNlfbfvPGTqvZvFw59ZX7im1LVX1ssTlAeHGUaHegy3tdz/8iA+/lRh4OPXX9/5Hy6zUMm4ObuEK3d3jd/1hH7wVL6R59bu7D+l1ozzHsbUp5PPVp8vfhsmj/U3/GI2/9kYvTFy6dLy4urq29Q9RTAd6DKycAWsAWOGtS8+27+vzQ8/CV/ZWl4WAhSADlprrY6ok0HEQAIhKAgAhAAGIUII1A1ALWgyvx//PHHuxRg/bEAq6ury8tLz57NjIz0d7LJzY012NpCchtx8tHIs7mnfP7EQDezEVeQG6rvob5X7dJ3OhI/WSjvuXn6X5pi3+hd+0pf+ifF01/JHvunxNF/Kp3+yunuQd97B29d/P7Mnr/rSf5w8+y3l3775+2z/9C48LW90s8Pbnx3X3aXpPwvCk5nxGV3yR79zlPypwrz821uEgzr3xmmB5gmxwfCbz92Pjpm9StB85f0e3v9VL7LsTqeYnsjw0OzMNiMmOLFpWNnnky8Wlh48XxudKB3qI8zNtzLnxx/Pvd0aWlhdfXfawAgAgCA/xKkHcWPxKyv/+dqqn188f+C3cX39f5Ha/PzOz8F6L1+lR8TiVzrQQQAAiEoiAAEAEYhwghUDUAtKDT/+0HA+tsBFhZeTk0/GhrsYTNaGxuqqiqyqytzWczWycnRmVk+nz822N1eluod7nw7zOqa4539xjI/mSn+7Ke5796Vf6mc+pfmpe9ljv1T/OD/6Fz9l4Pyj0EGB9XP/8tV9UfVC99cP/R3M6kfrRX2qV74xljuF7fb+1yNf1fXP6wis1vi0D+1L/3ocOOXdI0DNWr7sKq/Ntw6wHaT6XY+HCm3y+zC126y30ao7a4O0WwsSeA0Vo30d8w84T9/+fzF3LOJkYF+DmWoh/VoZPDJk/Fnz2YWFxdWV5f/k26gbv7/FpVOBhAFUUct8/k9kmIbXP9/f9r/cQogFGsBeiSurExPI9SAEAGAQAgKIgABgFGIMAJVA1ALOs2/HgGs/7m6urqysvjq1Rz/8dhAfweD1kxqqK6pzisrSqoqSWcxSBOPBmemp/gTk4P9HWwKtjzB2tP0hqnaxUCDY9YK38oc/ceNw/+/6uV/nt/3/6me+5eZ3Hf3xb51Vd6TaXNI//K/tM7/3Vb+Fwv5n8R++x/pw3/z0Nzne/+o472j+tLfO9/e7aN16MH1b8wvfhMgv9tb+kdf8W8ibn5Xbnc63lo+SE8i2vBKic/dvsb8ce7gNH/qxYsXL+bmhnk9HfTWbnYrr79jfJj7hP9o7vns69fzq6vLb96srqcb29262wM6nQwgB6KO4upp9ynIDKgozBbkvdv4wZX/z2l959mCvG2f5G+sPnkZnr42Qg0IEQAIhKAgAhAAGIUII1A1ALWg1vzvFgL85x2Byy9fPX08OdrX30mnNZNIVXU1+eUlaUV5CRWlqY3Eyk42+dHoIH9ybHyc19tBwZdnZQYZx7oouz248fDueV2Jnwwkvre5tU/10rfKZ74L0NrjpvKthfSPDsp71c79PeTewfvXvtUV+0bz0leBhkfNpH+ykfs5WG+/j8YuL/V91gq7LW786Km6B6N7oNhTuiHJpik3rL0svbMZ+4jX/2x66tnM9OTESF83h05pYtGaejtpo9zeyVHe9OSj58+fLS7+e/0/aif/66DWyQBCIOeopUfjvdLiA5+5BeALEY7bAaSuLU8+3tzWWwciABAIQUEEIAAwChFGoGoAakGt+T+IAFZXV5eXF1++fD45+Yg72MNktrY21dXjSmsqcsqKUgvz4nOzIksLkymt9cO8gSf8R9NTj0e43dQWPLYiszQXkx5qneilEWx3y1bnusnNc0F6h81u/Kxz7Rcjmb0aknvDdPY43PzRXvEnY+ndAUZHQh5e8NC76Kh7NcpBJdJR3cP4Zpi5dJ6XbFWcRUNxHKsRO9zH5j8em52Z4k9O9Haz2xuxLQ3VtDZCN5sy1N81xut7wp94Njv96uXzpaXXb96srK29Qdvz/z8GtU4GEAI5R83V1fZIXBlQUZhOTf7goy9cArAOPyrikxPvt2/f/umWrVGPxJUXjSQk2hAiABAIQUEEIAAwChFGoGoAakGz+T94QcD6owHn519NT/GHhwe7u5g0alNzE5aAL62pLqisyC4rTisuSCkrTq+rKWhpqutgU3gDnSPcLu4Au6eTzKE3kBurCRWZVbnRuJyAujxMWXpIfqJPeoRjXqhxFUYLm+pUlRONK8Q0V6c0YwtasMWUxmp6G4FDI/VxqLw+9ii3d5Q3OMTr7elm0ahNzQ01zYRqMqmO1U7qZlEGu5ijvD7+47GZqcfPn88tLMwvLy+trq6urb1B8/r/d6DZyQASIOeoCV+vXmmJARWFV1TKBx/9pQjgFZWywyOAXmnxCT9vJNoQIgAQCEFBBCAAMAoRRqBqAGpBufn/+A/vrQhYWVxcmJt7Ovl4fIjX39PNYTJb29vrm5vqGogVBFwptqawujKvvDSzuDC5qCCpqjyXRKyiUUgdHbT+/k4et3doqJc31MXldg8Odg0OdnMHu4cHO0e4vSND/SPDA+Mjg+Mjg+OjvEfjw+NjQ6Mjgzxeb18vm81oa2vCEWuLsRX5uOrCloY6Wjupk0Hu72DyejtHhwYmx4dnnjx+8fzp/PzLpaWllZUV1D7575Og3MnApoOco3i6Wn1y0gMqCqvTUx989G6e/8Gf7//6jqXhYQEigPeP8MEOn9u+8XE2iAD65KR4hrqb13L/C0QAIBCCgghAAGAUIoxA1QDUAuZ/+/8uB1h/MsDy8uL8q5fPns3wJydGRwcHB7u7u1kcFplJa6W0N7S1EJobsaT6aiK+Al9bUltZUFWWW1mWW1WRV1tZgK0pwuFKifjyBmIliVhZjy8l1Vc2kmqaGuuaSFhSfS0RX0XAlePrSrE1xbVVBXXVhbiaogZcaXN9JbkFx6Q2dbKo/d2coYGesWHu4/HhJ4/HZ6afvJh7tjD/anlxaWUZvW/+2wBwMrC5IOeoXinxfiW5D2bj6/ylCODtZ6bfH29/t+XtZ6b0HxztS/b/kiUG/UpyvVLiSLQhRAAgEIKCCEAAYBQijEDVANQC5n+fdysC1h8QsLy8PD//au757Mwsn8+fGB8fHR7mcbk9fX2c7m5WVyejg0PjsKksZjuN2kyhkNraiC3N+KbGukZSLamhltRQU19fRSRWEImVREIFgVBOIJQTCBVEQnkjqa61mUhubSCTG1lMcncno7+XzRvoGhrqHR/jTk6OTU9NPpudfj739MWL5/PzLxcXF1dWVlZXV9dziu1up50IOBnYXJBzVPflcx9fNgDfxQAAIABJREFUkF9nsyKAj9k4LHj7BVP9DbZvoO7L5zar3d4HIgAQCEFBBCAAMAoRRqBqAGoB83/MB7cGrKwsvX69MD//6sWLubm5p8+eTs9M86enJqeePH7CfzT5ePzxxNjEo5FHj4bHx4fGRrmjI4PrGh4aGBrq/7d4/TxuH4/Xz+P2DfH6R4a5Y2PDE49G+ZPjU08ez0w/efp06tmzmRfPn756Ofd64eXS4sLy0uuV5ZXV1dU3b96sX/Zfv/IPF/8/CTgZ2Fy2YBXAf3sjwIggNwJ88l6Aj3fYlBsBYBUARAAgoRREAAIAoxBhBKoGoBYw/wa8e1LAf14cuLKysry8vLS0tLi4+Prfer3w+vXC64X51wvzCwuv1vX+zwsLC68XFub/w8LCwsLCwvz8/MLC/OvXr5cWF5eXFpeXl1ZWllZWlldWVt6srqy9WV17s/rHH2/W1v74Y+1//xnb3R47GnAysLkg+CwAPe31ZwF87nGAb78sAhDscYCf/PntX48ANt64LngWAEQAIKEURAACAKMQYQSqBqAWMP+f8v6igHfX4d9t/OC1An+VDw7+/vG3+/8tZICTgc0FOUe9eyPA514K+PbLIgABXgr49r9b8P/xkTeOAOCNABABgIRSEAEIAIxChBGoGoBawPyAaABOBjYX5Bz1nFTfI3FlQEWBq6m2tjD//kdfHgGsLcxzNdX+mwhg/Tgf//yF+39JBNAjceVFEwmJNoQIAARCUBABCACMQoQRqBqAWsD8gGgATgY2F+QctTTxqFdafH2SPFuQ9/5HXx4BzBbkfW7i/fbLXgr48VT//Y823v9zO3+4CkDq2vLk481su/8AEQAIhKAgAhAAGIUII1A1ALWA+QHRAJwMbC6IOoqrp9UnL7O+EGBpZPj9j9Yn/J/T+j5LI8OfWwIgmN5+8RP+v1x98jI8Ax2EGhAiABAIQUEEIAAwChFGoGoAagHzA6IBOBnYXBB11Mr0VI+E2PpU+ePbATZmg1sAdlQE0CN+ZeXpLEINCBEACISgIAIQABiFCCNQNQC1gPkB0QCcDGwuSDuKHxXRe/3auxTgg7UAn2PTr/8jFAH0Xr/Kj41CrvUgAgCBEBREAAIAoxBhBKoGoBYwPyAagJOBzWULHMXVUuuTl36XAswW5G2wHGBtYX62IA+J+f+mq09OmntPA9GmgwgABEJQEAEIAIxChBGoGoBawPyAaABOBjaXLXDU2tJSv4p8n5z0u8kzV1ONHxXxikp5tyhgaWT4FZXCj4oQisn/+vy//7bS2soKok0HEQAIhKAgAhAAGIUII1A1ALWA+QHRAJwMbC5b46i15SWutnrv9avbPnXfFPXekOTe00B6/v8WIgAQCFFBBCAAMAoRRqBqAGoB8wOiATgZ2Fy20lH8mMgeiSvr7wgQUvXLy/RcuzSVnLg1LQYRAAiEoCACEAAYhQgjUDUAtYD5AdEAnAxsLlvsqJXpaZ7+vV6paz0SV3qlxfvkpPqV5LZ9Yr+RlOT65aT6pCV6Ja70Sl0bfnAfuef/fwxEACAQgoIIQABgFCKMQNUA1ALmB0QDcDKwuWyLo5YnH79oJE34efMMdXulxLsvn9ux6pUW5xnqTfh5P8djVyYfb3FDQQQAAiEoiAAEAEYhwghUDUAtYH5ANAAnA5sLOGonAxEACISgIAIQAOgzhBGoGoBawPyAaABOBjYXcNROBiIAEAhBQQQgANBnCCNQNQC1gPkB0QCcDGwu4KidDEQAIBCCgghAAKDPEEagagBqAfMDogE4GdhcwFE7GYgAQCAEBRGAAECfIYxA1QDUAuYHRANwMrC5gKN2MhABgEAICiIAAYA+QxiBqgGoBcwPiAbgZGBzAUftZCACAIEQFEQAAgB9hjACVQNQC5gfEA3AycDmAo7ayUAEAAIhKIgABAD6DGEEqgagFjA/IBqAk4HNBRy1k4EIAARCUBABCAD0GcIIVA1ALWB+QDQAJwObCzhqJwMRAAiEoCACEADoM4QRqBqAWsD8gGgATgY2F3DUTgYiABAIQUEEIADQZwgjUDUAtYD5AdEAnAxsLuConQxEACAQgoIIQACgzxBGoGoAagHzA6IBOBnYXMBROxmIAEAgBAURgABAnyGMQNUA1ALmB0QDcDKwuYCjdjIQAYBACGp7IwAAAAAAAAAAAIAP+KvTio13gAgABPpfQQQAAAAAAAAAAMCO4q9OKzbeASIAEOh/BTcCCIAAJyZg24GqAagFzA+IBuBkYHMBR+1kIAIAgRAURAACAH2GMAJVA1ALmB8QDcDJwOYCjtrJ7IQI4MuBCAAkZIIIQACgzxBGoGoAagHzA6IBOBnYXMBROxmIAEAgBAURgABAnyGMQNUA1ALmB0QDcDKwuYCjdjIQAYBACAoiAAGAPkMYgaoBqAXMD4gG4GRgcwFH7WQgAgCBEBREAAIAfYYwAlUDUAuYHxANwMnA5gKO2slABAACISiIAAQA+gxhBKoGoBYwPyAagJOBzQUctZOBCAAEQlAQAQgA9BnCCFQNQC1gfkA0ACcDmws4aicDEQAIhKAgAhAA6DOEEagagFrA/IBoAE4GNhdw1E4GIgAQCEFBBCAA0GcII1A1ALWA+QHRAJwMbC7gqJ0MRAAgEIKCCEAAoM8QRqBqAGoB8wOiATgZ2FzAUTsZiABAIAQFEYAAQJ8hjEDVANQC5gdEA3AysLmAo3YyEAGAQAgKIgABgD5DGIGqAagFzA+IBuBkYHMBR+1kIAIAgRAURAACAH2GMAJVA1ALmB8QDcDJwOay9Y6amF/GT7wI6uQ/aB9TIHAlsYM7XAoErnHbWFAnv4n/cmJhZSvbCiIAEAhBQQQgADAKEUagagBqAfMDogE4GdhcttJRT16vGLeNKhJ5sniuEpF3q56nShpSbxze4VIlDd2q5yn9559tThmfXtyiIAAiABAIQUEEIAAwChFGoGoAagHzA6IBOBnYXLbMUXG903J47u163rZP6f9L3SYN3cBzUwZmtqDRIAIAgRAURAACAKMQYQSqBqAWMD8gGoCTgc1lCxy1+GZNr2VEgcBdn0IbtI5mcmfpMwvTi6vrO0wvrtJnFuL7pg1aR7d9hv+FUqnn6beMLr1ZQ7TpIAIAgRAURAACAKMQYQSqBqAWtJkfW5FBqM6tr81txBY04wvb6kvaGivzslLoZCyTjGNScEwKlrn+c3sdox3LbK9lkmuY7bVMch2jvZZJqWNSsCxKHZNcxyDXMsm1zPb1T2sZ5BpGezWdXMMg1zLJWAa5jknBMahYFp3IohNZNDyTimfS8EwqnkWvZ9HrmTQig4anU3EMKoFOxTFoWAYVR6fgaGQslVxHI2OpZBylvY7SVktpq6W0Y9tb69rb6tpba1ubq1ubqppJZU2kclJ9aQOxmIAvwmOL6moLamsLKitzy8qyiksyCotS8woSt7u9tw60ORlAGqQdtfhmTZU0dKthaH3yXzzybGH1s9PmhdW14pFnwhIE3GoY0mgcXkYyBYAIAARCUBABCACMQoQRqBqAWtBmfmJVLqmusBFf2EIobqsvJZPKK8uzG/DlLBqRSSMw6QQmjcCkEVg0AotKZFOJbBqeRcOzqHgWFcei4Jk0PItWz6YTWTQCi4ZbF5OKY1HxTBqeQcExqTgWjcCgYlk0AotOYDMaOMx6Nr2eSScy6QQWk8Ri1LNYjWwWic1qZNGJDCqeTq2jU2rp5Do6FUunYNcjADoFR6PiaFQchYylkLFUMpbajqO24ShkXHtbXTMxC1fo0NxY1tRQ1kAsIRKK8djC2pr86urcioqs8vLM0rKMwqLUgsKk7W7vrQNtTgaQBmlH6bWMvJv/j75a/pK/MvpqWWhSgHqeQcsocq0HEQAIhKAgAhAAGIUII1A1ALWgzfz1NfmkuqJmfFEzoaS9oYzcWJmXm8ygEpk0IotGZK9fsafXs2h4FpXAouJYVBybimVTcSwqnkXFs6l4Fp3AohOYVByTgmVScWwankUjspkNbCaJzWzsYLd1dNK7ejjdfT09A3093IFe7mD3wEB3f29XX1dnD6ujg8Jht3RwmtmcJja7mc1qYDKITAaeSScwaVgGDc+kEWn0egajgU6vp9MJdCqeSsFSyFgaBUej4KnkuvbmClyuTV2yJrEisIlURmooXU8BcLjCOmxBTV1BRWVuaVlGSUl6IUQAACAoiDoqrnd6ff2/QevoBhf/P2ZhdU1YUgB5AjehbxqhBoQIAARCUBABCACMQoQRqBqAWtBm/oa64mZcaUt9aTupgtxU2dZcW1qcRafgGVQ8i97ApBNY9HoWncCiE1k0AptK+Pe0f/06PxnLpOJYVAKLimVRCSwqnkUlsBnNXT2dfbyh/vEng5Nzg09eDj55PsB/PsCfG+A/H+A/H3zynDv1gjv1Ymjm1ejThfG5xZHZ1zz+s4Gxx92DA5xOOovVxGY2sBhEJoPIZDQw6EQGo4HJIDGZJBq9nk4j0KgEOpVAp+LpVDyVjG0oD8Cn6tTGqtTFqRDLfZuaKkikClJDObG+jEAoweKKqqpyyyuyy8oyi0vStru9tw60ORlAGuQc9eT1ihye+5eu/7+PEK0FkMVzZ/7zXIPNBSIAEAhBQQQgADAKEUagagBqQZv5G7HFLYTSNlI5uamK2lpTXVXQ1FBJJ2MZVDyTTmTR6lk0IouGZ9PWp/04FhXHomBZ5DoWBcek1LEoeDaNyKY3cNjtPf39fWP8gcm5vsdPu8enO0b47MFxBr2b2TvCHBhj9I8xBsaYA2PMgXHW4CMWd4LNe8wZftLzaGZw8hmX/2JkZv7R3OLjF0vjs6/6R8bZXUwmvZ5JwzNoBCajgcGoZ9CJNCqeRsPRqTgaFUul1tEouFZiBi5Dn5CujYu/UxutVBOn0khIaWysIJHKiMQSPL4IW5dfXZ1TXp5RVppeXJK83e29daDNyQDSIOco47bR9ef/l4zOvb/9gt3FT+r9T9d/Lhmd2/bp/Zfodj3PpA2R2wEgAgCBEBREAAIAoxBhBKoGoBa0mb+FWNFOqqK21FBbaqjt2IL8NAaFwKCs3/9PZL57dB/l3/f/M6k4FgXLJGNZVCyLgmPR6ru6O/rHnnSPPeken2HxHtH6hindXHLnYFvnQHNlQ3sLu72FTSZzyF2DlK5BaheX0s2jdPOoPUO03mFG3yiza5ickEsvrmVTOjq5k73js9wnLybmXj95uTw++6p7cIjBaGbQ8AwankEl0ChYGrmO2l5LaauhtFWTm8sJhXbYFA18slpNlGJd3K2aaIWGImsSLplELKwnFOFq82qqs6srsyrLM0qLU0rgRgAAEBSEHDUxv6xI4Kl/dAvAxvP/t/9vBCBEtwMoELj8hZVNb0aIAEAgBAURgADAKEQYgaoBqAVt5m9vqCY31VJasLQ2XEtzTXlJDp2CY1LwTCqBSSWur+1nUfAsCo5JxTHb65hkLJOMZZHrWFRid0/PwMRM78Qse2iS2jvcxukjNbTgolLqPEKaWulN9G5SPbmxDN9MbG9poLRgW9oY3W3svjZ2fxu7r50z0N7FJXcNU7sGaY0llKIEckQg1T+CHpzMKcX2D05w+S+Hpl9Nvlh6/Hyxb2SCxSLTKHU0Sh2NXEdrr6W0VFBbqxorwwk5Jg155tjEO7UxStj4W/jEu/Vpqo35ZoRSH0JtLq46t7oqq6oqq6Isvaw4pbggYbvbe+tAm5MBpEHIUfiJF7J4rnrjcBZv9t3GP73+/+7Pd8T3T39yyv3JL/3TifqX7CPY/rJ4bgv/1aY3I0QAIBCCgghAAGAUIoxA1QDUgjbztxErKKQqanMNraWurCy7vRnLXH8XAJXA+rfwLBqeScWxKHgWBcui4lnU+u6ersHHT3smZhncsbauwUYyE5ucXeXgU+XmUpsWiKtLJra2EdtYdYk5xLI6EomCL6mqqigtzU3DYhLwsWm4mBRiekFLO6uFM9jK4bV18Sjdw7TOXjqrnkkpYxTE0gKCWIGJXdjm/tFp3tTLR88XJ54v9fDGaFQSpbWa0lJFbq5sJ2YT80yxqVp1McrY+Ju10Uo1UUr1yarElLukDG1ipg6uNBhbnVNblVtTlV1dnlFWnFycH7/d7b11oM3JANIg5KigDr4SkafeOMyYXXi38YML/u/z8XKAdRizC18+Of/kxq2JABSJvOBO/qY3I0QAIBCCgghAAGAUIoxA1QDUgjbzr0cAlKZqeiu2pCiLRW9gMxpYjHo2vX79ZzajgUVffyIAkUUjdnCoA+NPeh4/Y/IetXb2NzS1VwdHldu6VkZ71lTG1uBLahrba5uotY3UirjM6risirSs3MSYlJiQ5LjQpLiQVIx/rrNTpbNxlZMlsTi0sbG+mdXfyhlo7Rxq7xomdw9Te8fofWPMLjKbVsZKi2B6RXYUVPcOP+FNvZx4vjQ+u8Dq7KC21pBJ+U2F9sQ0rfosfULCXULCXWykLC5amRCnUp+gXJ+sio+9WR13t640DFuTXVudU12VU12RVVaUst3tvXWgzckA0iDkKKO2sVv1PPXG4Zml/31O3ucigM/N/9++fTv6almACOCDTz/Y/u7gn1tW8MFf/OT+H+hmPe9h+9h/1WSfAiIAEAhBQQQgADAKEUagagBqQZv5yQ1V1OZaagu2mVRdV1XEpDewaA0sej2LQWKtpwD0eja9gUkjsGj13f39/fy5jhF+e/dgfTutChNbaudSkehVURlTRSRUNLRVEFvL61sriS2VxObi0LiKotL0RExCdEhSfFhSXEhibFBidGB8tF9SiElpoGxF5O3aHJd6CqeR0dvM6m/hDLZ38dq7hqk9Y7TecfrAY1b/MIdTxypOZPrHdJbh+8dmh6dfciefdfX2tBbZt2bfJyao1Ser4eOUiIl38ZEquAhFfLQSIfY2Plq5FqNQE6FUGa2KrYjDYfPq6gqrq3LKStO2u723DrQ5GUAahBylQOCqkoY+mFp/cp7/ydsB3mdzI4C3H83wBdj/Y6mShhQI3M1rv38DEQAIhKAgAhAAGIUII1A1ALWgzfyUxhpaC5bWhisvzaG0EZg04vrMn0VvYNOIbHo9m0Hg0Os7mG39Y5O9k89oA6NNjM7anIJiS6eSaI/yytgKAr6UQCrFkUpxpBIssRRHKsORyvENxUWliZEhEYEecdEh8VEBKYmhcVH+0RHeCfHB0dEBcXGYrPTUgqS02sY2IpndQOtuYva2svtbOwbbu4YoPSPUnjF63yPGwCSrf7SDXcfOjmH7RvdSON2d5PZyr4ZkLVKSBilBrSHhDjFamRClggtTqI+5jYuQx8bcqg2TqwlTqI5Qqk6+V5FiUFuRVFuTW1WZVV6Wvt3tvXWgzckA0iDkKEns4MdX1z+OADZ4HcA7Nn0VwJ9O6f/q/uuSxA5uejNCBAACISiIAAQARiHCCFQNQC1oMz+tGUdvxzOo9WUluSw6iUlbX//fyGY2cugNHCaJwyR1dtAGHz/tejTT3sOtb6GUuvnmO9ulpzmU1ZaV4uoLa2oLqusKa/CFNbjCGmxhdU1hZVVucUFCbHhUiHdUmF9CTHBCTFAcxicO4xEe4hoR7hUR7uXrZR0U7BGXEpOcnpKel1tag8U1txLbqcR2ehOjp7VjkNw1RO0epvf+Owhg9/V1tuVQU11bs4xIqYbEOE1irGp97F1i9G1C5E1cuBIhQrkh/g4hSqUuTBYbq1YVqlATqYTP0K+JVS2LuVddnlhVkVlWCjcCAICAIL0KYOMbAT6e/3+ww9j8Z28E+JjPzdXfftmU/uNDbbw/rAKACAAk3IIIQABgFCKMQNUA1II289NacIx2YktzLa6mjElbvwuAxGE2shgkJr2ezSR1dbMG+XOcsSctnX3YqrpCI5vSaOfYNOezyscyiksKKmvzKmtzyyrzKqpyy0qyy4rTcjNSshLjkyKDfV3DAzwiQ7zC/T2iQ70DXe3C/V2C/WyDAl3CQz29Pa0cHB/6+jvEJ0XlF+bn5ecUFGYXFGbm5iTn5aYWleTXEAit7H5q1xCtd4zR94jZw6NUhzWnaTem6uPjtWsjb+OjbxFjbhOiVHAYZUKMCj5CERepjI1UxEYo14UrVgbLVIXfwCWq1cZpVEaolEZpVBRGlRTCGwEAQEAQcpTxf54F8IWPA3z7mQjgSx4H+Pajmfnbvx4BfPLnDfb/QPAsAIgAQMIniAAEAEYhwghUDUAtaDM/rRXPoNRXVhbSKE1MOolFJ7EYjRxmE5vZyKbXd3TQBvnP2aP8Jk5PZWZOvq5xSaZraU1hQl76lbsXsssqC8vyszIiskuLojKjErKjk7PjoxNDwqK8gkLdMcFumEC3GIwvJtjHx9HcxdLYy8HUz8Uo0N8uKNDFy9PKzv6ho71xXHxEanpyekZafn5Wbm5qTlZKZmZ8WmpUUmxQfl4avqW9vYNL6x5qKg9vyjRoSNUhJGrWRt2pDlOoxqhgo+7gIlXwsWrEJC18pBIu6iY2UhEXqVQXqVQTKlsdrlATfbMmUqUqQrk0TKk00bisKG6723vrQJuTAaRByFHv3ggQ3z/9bqMAEcAGLwUU4NfN2v6x4I0AEAGAhE8QAQgAjEKEEagagFrQZn56K4FBJlaUF7JZLSxG47rYzEYOq6mDQxngz7HHpkjs7vLE1Fxdo5I895K6qsKaupi4EGsno6yiwvzs6MgI95DEMHV7BRVTcbcgGw+vh26epoEBrmEBrphgz/AQL0yoT4CXnYfDQzcbAxcrbR9PKx9vO3d3SwtLPUx0WFx8ZHJiZEZ6Ylp6QkZGUmZGQmZGdFpqdGpSWEpCaEpCWHV9U0NTU1WMOj7lHiHlHi5erTZKpTJEoTJYriZMBR+lXBcqU4dRqk9Uq8XI42JU6hNUcZGK1eFylWEKFWHylaFyNQnaJQHSpRF3ixOMtru9tw60ORlAGoQc1cR/KYvnqjcOG7SOLrxZW9+4wZP/P/npwps1g9bRL4kANr6k//a9Kf0nd9tg/y+MAGTx3JYnrza9GSECAIEQFEQAAgCjEGEEqgagFrSZn95KIOJL6/GVLEYTi9HIYjSwmU0cZiOH1dL/aIozPtPI6SlLzcjVNyrOcyuqrS6oqsktr8wqKc3MS8lKDwh21vQL8/QIcX7opC2jdfb87d+kdE89cDbARPgF+dqFB7uFh3oFBXp5uFi5OZh4OJl6u1l4e1i6OZs72Jvo697x9HKOifSLCHZPTcIkx4enJ4dnZSVkZsSkpkQkxPonxwdGBNhigt2zkwNKAuXqEjTrYu/UxNyqwShVhilUBMtX+EthI5VwMRq1GHl83J3q8Bu1kbLYhNtVGPmKELmyUMXiAKnyUOWyYLliP8kCH7GCIJntbu+tA21OBpAGIUdNLCwrELjr0+OS0bl329/N8z+n9w9SMjr3uSn32w0fB/huJv/2P2/1e3+H9z/6kv2/JAJQIHD5Cyub3owQAYBACAoiAAGAUYgwAlUDUAvazM+gkkqLc5iMVjazhcVsZjObOKxmDru1d3is6/Gz5q7BiuKyLF2johy3opqa/Mrqwoqy/LykkoKYtAQnL0tFR3NNJwcTRzcTKwdVPePrZ+V+k7x1+p7xHU9P+0B/l2A/58AAFw83Ox9vJ1d7YxszbUcrfXcXcxfHh4Z6tzS1b1rZmpjb6kZFeMfHBMdF+sZEBsRFB2SmRiZHe8RGeMZjXDF+lv7O9wOtZfJ9xCsjFaqjVaoilCvCFCpCFcqDbpT4ilcGXS8PlKoKkarFyFeESFeESFZiFEsDJfM9LxQFyZQEK5SGyBUFSBX6See6X84PkNvu9t460OZkAGmQc5Rx2+jtet76QoCx+eV3279w/j82v/y5JQA7TbfreQ8QeBDAW4gAQCBEBRGAAMAoRBiBqgGoBW3mZ5AbysuL2aw2FrOVzWzhsFo47Jbuvu4+/vP2/pFaYmOGjkl+ilNBVXleRU1xWWlZWV5hfnyIm6GXo76nk5G/t1WAn42Hq6mDg4HOfaXfL++9evuSvqWxqZmOs5OFq5Opq4OZj4eNnZm2qYGKhZm+pek9T087W2sDOdkrZ66eEL950c1BJyrEJSrULcjT3t3eIjzUOzLAPirIMtDHPirUNSrAxtPqjrPu2Vw/qXKMUnWsajlGpSxErjRAssz/ern/9TKfq8WeYmUB1ypC5Ev8xMvDb5UEShf4XM1xOZXpfLIoRKEEo1rodyMvQDrHWzLbW3K723vrQJuTAaRBzlHTiyvr9wKo/7+3A3wJG9wCsAN1A899+t6LDzYRiABAIAQFEYAAwChEGIGqAagFbeYnEqrqCXVsRguL0cSiN3JYzR2c9r7HT5nDkwQqK9vKMTfUPr80K6+8oqQkr6ggNS01KjrYLikxODzEPSTIITTQ3t/zoYezocUDNQszLRmF89r3VU1sTW9rKGnfu2uge9v0gbaNiaquqpyOuux9HRUTwzvmJmr6WvLnLx49eOZX9Xsqvi4GoQEuAV4OAV72rnYPPV2sfZwtPeyMg33tIkK9YoNsHY3kHe6dSfe8WhIiWxF5syxUoTTkRlmgVKmfBC5Os9RPqsD9cpHXldJAxTz3K4X+Unme57NdTma7nUuxOZJksz/T9Wymw6kMp1NZHlcz3K5sd3tvHWhzMoA0iDoqvm/63e0AH6wF2AAhuv6v3jgsT+AmvvfIw80FIgAQCEFBBCAAMAoRRqBqAGpBm/mLi/KZDDKL1c5hkznsdg6nrZc30vX4WWNnf0lyesYD45y84OyS8sLi/JKS7PT08OAAt+iokLjY0OTUuEiMd7CvjYeDrqu9np2lhomR2oMHGoq3xMQkjx87c1BOSfr2HQXV27J3lSTUVGTMTbTdnS09nC3Dgl1DA52trQy19PV1DLTdXcx9PGy9POw9nC3dna29PBy9nM3tTNQeakib3BF7qHJGQ+qIxd1T8fanCgIkK2O1KiKUigOkykLk8j0vlviLF/sh6O84AAAgAElEQVRdy3E5XxpwozpcviZKLc/9Wrbz6SyXU+nOR7M9xRKtjyZaHEh1OJ3meC7F+XyK82efMS56oM3JANIg7Sj9ltFbDUPvUoCS0bkNlgMsvFkrGZ0Tovn/rXqeYesocq0HEQAIhKAgAhAAGIUII1A1ALWgzfzFBXkcFpnDInM4FA6H3NnJ6p18TuWO1zW3p2nez01xyiopSUpLLipMK8xLjA139vdxjY8LiY7wj8T4xUSH+nqYudnrOtnoWD+4bWmuZW1tqK4hd/3GKQnx365e3CMje1lTT8fLyyU6wi8lMTQ+xj82LjQuLjghPjgpITg5JdLFxdrNzdbF2dLe1tTioa697QM3JzNLw1s6t65qKYnp3Lymo3BW4cJ+Q7kDUVansn2uFgXJlATLF/qJl/jL5HtdLPK+XOwrmet6sdD7SkWwBCFRE5dgVOB5Mc/zYq6XWKrNwRTb32PNf40x3RdnfSTW/NdkF1gFAAACgrSjlt6sqZGGbtXz3k2bDVpH4/unGbML7xYFjM0vM2YX4vunhWjyvz7/12gcWln7A7nWgwgABEJQEAEIAIxChBGoGoBa0Gb+BgKew25ns9rZ7HYOp72bO9bx6CmJ01uIic50MMvOj0vKzo+LDorC+CfE+Ab72YWG+sdE+oUHe/l72vt7OzjbGdiYqtta6pgb3zXSVTS4p3jfUPmqxJEzF388euHny1In/P1c42NCEmKD4qMC4mNCYqMC4mMDY6P9IiN94xPCIyN9AwOc7uvc1Lorr6WqZKCraqh7U135qsZtWQMtZSMtBR3li3dkTpuqnU30V80LViwMulEcKFMafKPQVzzP80qe27lCP5kc1wuZ9ify3c+WY26WBVwr9hfLdj2Z43053fFUiv3pOPNDUSZ7YyyPRj7cH2V9bLvbe+tAm5MBpNkCRy2/WTNoGZX/zx0BoiFlIs+4bQzR+f9biABAIEQFEYAAwChEGIGqAagFbeZnMalsNoXDoXA6qB2djJ6JZ1TuRF0LOU3HJC/NLbO4LCo5LTU1ISTYy8fTPizQIyIyKMjXIdDPzd3J3NHG2OqBup3NA6uH6sY6CgaaUmq3xLU0pI9c+GnPpa/Py55/YKEfFxMaEuARFuwbg/FJiA6KjwmJjwtLSIiIiw+LiwmOjvQJ9LNxtDfR0dW+e0fhhvTlS9KHZG6cVFG4pCJ38ab0GXWlyxamOm6ORuEu8mme4jm+knk+14v8JEv8JIq8xfM9Lud5SeS5X8nzEEu3OphlfyDX5ViB57kCL7F0u6OptkcTrQ7GWRyOszgUY3k0yuJ4hOXJ7W7vrQNtTgaQZsscldA3LYvn3n5vOYCQ6jZpSAY3mD44uwWNBhEACISgIAIQABiFCCNQNQC1oM38LEYri97CYrawWG0dvf2dE3PNXYMlmTkZZiZ5BTHpBSXh8YnRsWGB/u7uHk7urjYu9g9c7R/6B3jbWxrbWeg5Opg72D0wNVK9r6eorSopL31S5ab4ObEjl2RP6xprRcdExMVHRoT7h4b4BAe6hQR6RGH842NC42IxcTFBcdF+vh4WLvbG3m6WrgEhJpY2upq39LQlHAwuquhfktc+pqt/09HVydPPyz/AO8zrfqLrtWxf2QxXsRwPsQKvy0VeYvnul/Ldz+d5iOW4Xcj3ls73lizyky4Llinxv1YcKJ3rKZ5idzbB8lCOr1yc9UnMw0NpUabb3d5bB9qcDCDNVjpqZnHVpG1MgcCVxXMVibyb9TxV0tC2T+n/VKqkoZv1PEUiTxbPVSRyLSnjCD3//2MgAgCBEBREAAIAoxBhBKoGoBa0mZ/NaGUxW1lMMptN7hrmM0enCHROpqVTdpRdbllZSl5hWGy8u6cjBuPv4+fu6mpnY25gY3nfxlz3oc5dG0t9V1c7O2sDM6PbuurSyjfOKspelJQ8eU7sqIH9A09/j9i4iOjo0LjY0JjooAiMb5C/q5+nIybcLyYyICLY09XG0MvVzNXJzNlKy8rSwN0vyNpY11Llsp2G2OXLv0je3atjqODu6xUcGR0RGxsVGRLlIpvpLZPiJJZifz7F9nSOu3i++8Vi7yuZdkczbI5l2B3PcjxR6H01z+1sjsvpTMfjmc5nkqyPxJjuT3G5kuR8Lc5dtrgofrvbe+tAm5MBpNl6R/EXVlr4r4I7+Q/bxxQIXEns4A6XAoFr3DYW3MlvefKK/3plK9sKIgAQCEGJZARw/D2QOL6ojkKQbrftRVSrti38VYeIpKOECLSZn80is9lkNpvC6WB2PZojD05UN7el3DPOyfHNKq1IyS/ExCV4+rgHB3n7B3p7ejmZGt7RuC1v/lDPxsLA1FD1vrbKvVviqkqX5a6flL72u/T1E4q3rpk7mNv5eTq62oWGeIeH+UVhfGOiAqMiAkKDfQP9fSLCA8JDPLzdrbzcbUICnJyttEy1ZKzNta2tLR/cvGqtecNI5ar+7dOOLvdtvO1CY6KjkpJikhIzcnJS48PinGWSHS8l2pyOeXg02nh/is3xfB+pNKvDKTZH0+2OZzmfKQxSTLU8mGx5MMZoV7TxnjiLY5FGv8ZYHo2xPVVSFF1Smr7d7b11iIaTj3+KzTrgX93nr24XMUTDUaIKRAAgEIISvQjg425s079CJPuMLWi37UUkq7ZdQAQgXKDN/CxGO4vVzmZROro6Ox8/b+4ZKiurTDEyyi6IyiwuS8nNi4iPd/J0dXY0dXEyc3axtLM2MtTV0NdRva+rrKYscVdRQln27A2JE9fFjt24ftrRwzIhKzajODUoysvN0zY01BsT5hcdFYQJ9YgI8QgL8QoO8IiODAoLdvZwMXNzfOBgoWOhI2OoetXG9J7hLWmLu2J2OnJal/dZaF12cn1g72EaGxeaVVSQkVeQUVCamZWTFu2b4HAl0fZkgvVpjP6vEff3J5kdTrO7kGZ7OsX69zTbY2m2v2c4nEy2PhZvcTjaZH+M+eHw+/vDjPanY4xKStOLSzO2u723DtFw8ifPhwKfJL+k7/7cPn91u+ghGo4SVSACAIEQFEQAAiCSfYbId/kiWbXtYt0eX37taIOBJmqvPm0laDM/i0VhsahsDr2jf6hj/BmJ05cbGZfqaJxTmpNaUJCUkxudnBQcGWny8J6JvpLR/bu2dg+M76sb3ddWVRZXlDkvL3VWTvKk7PUTKsrXLO2MvYNsH1qpSGoeVNW/bG6lGxjgGeznFhnuG+LnEOBt7+dhHRTggQn19vOwcLI1sDBSM1aTMrh1xUhbweqB5rXffrZQPGGpeMxGYb/R9f0erg9DIkIT09OziiqSMzNzSiqjIzFJ8TEJPvfi7c7m+EilOF7G6O4J09sba3Qgze5cpvOVNLuTWc5nctwvZjmcSbM/G/vgIMZgT7jRgSgnicKC6ILChPyCxO1u761DNJy88Sx9g7PrlxwNIoC/hGg4SlSBCAAEQlCiFwF8AEQAgiF6XT4aqrZlfG6G/yUDyi/f+PGvgGCgzfwMeiuD3spktnMGxlmjMwRGZ4aLV0aIVXZZaWpBQVJOTlRSTECYn4W1npm5hr6esqmptoG+sraGvNotaU3VG/o6ymYWev7hPp4B9h4+NhHxgaGxntoPZB18bW2dLf393UL8XWLC3f08bbzdbTzdbXy97N3s7jtY3PN0tfLzstK9K22kLaetImGkLnVu7w8q+7++c/hr7Yu7XQ1vpqYmJiVgEuIwKempSWkZcQkJ7k5WNg80Pcw1/Q1P5oepl8UZJDmIh+v+EmWwN950f7r9qXT7kxkOx/JcT1dGKJeHqSeaH423OhVleTI7yaUgLzo/LyYvJ3a723vrEA0n/2kEsEF++qdHgwjgLyEajhJVIAIAgRCUqEYAiF5FFOE+Q4Svvopw1baeLxwgfjyg/NOhLXqGnlsJ2sxfVlJApTYz6G3swceM4WkcjZVqbpeZ4JRZWp5SUJCYnR2TEusX4ubk+sDa1lDf4Ka6ppKpuZaFpaGbl4tfqE9EQlhiZiImPiAxMzIixiOrOD0i3tvD3yEo2t/WxUJPX8XOUs/P09LH29HT097b087D8YGDlb6Dla654U1txUv37lzXV5dRlz1/Zv/3Fw/8rHT2sPntq/6e1hGBdhH+DxJjfDJS41JiQiO87V3N9OUvHNKSO2+mLuekfS3U6EiOl0SOl2S82ZGo+3sj9X6Ke7A3zfb3TIfjmbZHykLlq6I1Ml2uxNueyo6zLi6KLyyIz8uPz8tP2O723jpEw8lfsgpg450//rsb990QAXwO0XCUqAIRAAiEoEQ1AngHrAIQDNHr8tFQtS1j4wHix+PRd0tbPz7Oxpe8RM+H2wLazG/40Nzbx7e2toY58JjK49dRGMlGFpkpbpmlZSkFhfEZadHJ4aGRnn5B9jGp0V5+tlYOBiaWqpYOBgFhHl5+Tql5yXGpYUnp4bklKaHhVqnZ0XGp4e4+Fs5eZga2N0/J7rmheFn9pvgD/VumBjdNtOVMtG7o3rmuInFKSeK0kuRprVuS926Ki5/a+9vX/0dy/1calw/bPtTzczUJcVINd9OO8XuIsVcMcVALddbzc7E2vadqrntXQ+ygs9Z5f2OxUL19SZaHk22PpzteSLE5lmZ/MsP+VIb9ySTLg6kOxzKcTmd730gPVC3MjSrMiyrIj87Pi83NhVUAQsbxT/H+px/s/KdH+9P9IQL4HKLhKFEFIgAQCEFBBCAAaOgzRK/LR0PVtowNBoifW97/uRTg4z03+CJAMNBm/ojYeBNbNxNbd5/I9IqWjpp2eqKBaVqSa2ZpaXJ+fkJWWlwqBhPjERRkGYJxT8xOtnLXtvc1cfN76OCk7xPokJwdl5IVnZ4bl1eWnlOakVeRm5QZ5htsrWooIaZ+8MSdn3cd+qeswjWFG5elrxyTvHD46pkDF08euHL60JXTh7TUFHQ1FBQlz/y+++vzP//tnvivDnqXPJ1MQoJ84qKCIvzt/G3vuGkf99Q+5mtwwU79lKuh/AOpPU661x3uHI6wk42xvZrpLpXueD7HSzLL6Wyex+U069+znM5kOl9MdziXansq3etGYW5oYW5UQW5UQX5sQUFSbi68FFDI2HgxlFBEAH+67kBYEA1HiSoQAYBACEr0IoAtmEKIZJ8h8lMvkazadvHfDCg3fREs8KegzfzFhbmk+lpMTJyBlZO2kZmDm0+4hn5Wslt6aWlKQUFSTnpCBiYy1jM4xMLT0yAw1Lmotjw+A4OJ9XL1eBCC8UjOjAkJtcVEuydnY8x81GMzw+PTgiwM5Q31ZMTkjxwS/3Hfia+//erv+3/bc/rs0ZPH9l29dPTc8X1Xzh+5fPqQovRFFenzV07slji9S+viLm9nMz9XIz93k4SE6JSEsCg/U0OF3/Uu/ewgt9tF+ZCT2jEnlYMuCr94ae6PcjUONz2V5CSe6XIl1/1KnufV4qCb2Q6nMu1PZbtcyHa5UByllxNwMy3erSgHU5gTWZAdkZcZnpuFyUoP3+723jpEw8l/uopqg1//6tE23gdWAYiGo0QViABAIAQFEYAAiGSfIfJdvkhWbbv43MrVDzZuHAH86caPfwUEA23ml1FQMDczy8pIi03PuW/rqfPQRlVL087eKDGvIKUgPyk3IzknJjrBMyzSERPpHJcclluWGxLulJCOsbLSCAl3Sc6MDg4xD/AzS0jDhMe56Tsrufsa25grKl/YffHoLxcu/Hbg4A/fH/jqq4P/+O7Qj9/v+WHPr9/v2v31Lz/969C+H37f+43Ctd+VJY4bakj7ullEhHoFe5gnJsdn5BelZaSlJMbFBHsG3TvjqPKrg+yP/iaXvHUuOiodspXfFaR/ON76XJrz5VxPiRI/mSJfydIguUL3K/nOl3JdL+Z7XsnykkzCWKSnhBVmhxXmROTnROZmhGWnhWSkBG93e28douHkja/8b3xfwJ8eDSKAv4RoOEpUgQgABEJQohcBvEV+iZqo9hkis7Tvk4hq1baFd6v6P3bL+xu/ZKC5wRFE0ofbAtrML3lDXkxa5uxlsavSyuoGlnfvGdxV19cwMLmtpe3o5RWflZaSE5+UERoSaunr9zA+LTQwxDIs0i00ws3RUS84zDU8yjci2i0xA5OUGRufHusbaq+se+6h2e27ypfu3JQwMtJ0dLOwtXtobXNfSVnqwKld+85+ffjCD7/++Peje7+7cvKAuYW5X3AoJibW3d7CUlXMS/eCj75YpMd9N8O7iRjfvPyigrzsvMz0OB9rlxv7na/86KMlFqh7PMbseKrd+VxPqXwP8YpgxdootbrYe6XeYqXeUsVeEqUhNwrircqrS/Pz0wuywgtzIvKzwnMywrPSwjPTYBWAkPElK6E+d2783AH/dP8N9vmr2//0PyhEiIajRBWIAEAgBCWSEQDSQJ8hjEDVANSCNvNjqwu9vJzlbypfui7129Fjh44eFzt96vbVc/eMDO7c072rreHu5xqTHIiJcU/JiQuNcAgMsY2M93V01g8KtXdz17Ozvedgr+nsrOfuaezhaezkqGtrp2dmpuXtZY/B+EZgvKIiPIJ8rTxcTW2sDczMtI5d3nX0yNcSJ36+cX73PS0V75AQXfW7ShdOapz/yVRhn+2d3121LrreE5P7/YCVugImwMXfXislwiMN4xLpYBBhpx3hcD/O8lyq/ZUsF7HiQOUSb8nKANmqEKXaMOUKP8kKH9lyf9m6XHdaZxd1YKygMCs/PSQnIzQ7PTQ7Izw7IyI7I2q723vrQIOTN3GOjcR0HSKA/56lR+NzdbUTvl48A51eKfHuy+d2rHqlxXmGuo98vZ5ja5cnHm1xQ0EEAAIhKIgABAANoxDRA6oGoBa0mb+toba9qa6pviIwwFtGSenU+XP7Dx44c+6E2j1lc0cbY2tbVT29u5q3Pf1cw6M8fXweJKZH+wU7OrsYBofZeXmZWJnd0tWS0te+bmIgZ2etbWdj6OXlEp8YERUb4uhrY2Wr4+d839tCMcDbwt3R2NZaX0Nd7qLYoWuXDxhoSPqEYx48eHjz2hnZoz/rS+7xtr3tbnA1xON+mK/jpYN7PVSOhhnLhVrdjgnyDHYwDLBST0+IzEpOSvHQyfFSKvKVKQ+Qrw5WqAmUqw1RqAtTqA2SrPFTxAVYsvqGOSPT5L6xrPSYnLTg/ExMXkZ4bmZ4bk4srAIQMSAC2Eq22FHLfD5PT7tXWrxH4kqvtESfnHS/ktyAisLOlZJcv5xUn4xEj+SVXmnxIWPDlempLWsuiABAIAQFEYAAoGEUInpA1QDUgjbzt9RXtzbUtjfWkeqxEak594wfXpGQOHbm1IFDhy9eu/LQxtTR29nA3PKO9j1VTUUXN/P0glxLSw0L01vuHibePqYWFqr6urL6OjKWprfcXC28POxCQ33CQ1wfOhpc1DgvqX3RSu2So941L2cTH7eHXq6m7pY37YxuiIudsHN2isosxCQmGevdtjFR9nbS87S5Gx5glZ6dlZyS+OCWmLn4fjeFXwL0z0bZKwU730+ODcvNLUqJic0MsizwUSzzla7yl8JilLDh8vXJeoTE/8vee35HdaXrvn/CPffDHTftc/Zud3Afu+0Odgd3O2Bjkok24AAWGYFEzjmDAAkQQiiBACGUc85SKZSkqlKpJFVetXKOVSXA3g7dvtwPsmkOGDWurSVRVe9vPMNDWrW08JjvM2rO+ay55lrdfGt7Z+r2/hv5NlS0kYphEMm6eupOdkJBzsX8W0l3biXl5lyEvQAijAibYz/nTKajxCuXXTPf9Sz4YOon9qHKu+AD1/vvSFkZk9NiEAGAQDoKIoAQiIZRSOQBVQOilmgzv6G5qru1pqu1prutsW3AV9hi3HX46Iw333znb2/88Y0/v/TbV6bPfm/zzjVbd8Wt27rzkxXLV6z8cPvWpbt3fLpjx7IjR2M3xS1ct2rWpo0fHju6/dy5Y2kZV1IuJSannN+9b9O05W++9/FvY959IX7VvL07Vx07tOnkjo+S4t44GDdnzeqPtu3efv5q+sWM9CvXUnNKivKrKi8mH828frmwvLKioeV6VsrNrAuph5ZcO/N5xuFZ6RcPFhYVllU1XrucWHx1f0XiotrkD+8cnZ25650rW/+WdWBBxfWTFktn16ljg31DNky24nJFc9eVpH23Mk/m3Uy6cyPpdlbCzayEm5lnprq9J49oczKgN5PjqO+++soX86l71vSxiTQas0y+ef2+uf9b+fs76t/K8n1zv5h6GY1ZNuXz/H8pz9xZ6Ipl3339td7tBhEACKSjIAIIARiFhCNQNSBqiTbzt9aVtdWVtdWXdzRVm0ZwEyZXdA+cOnf+oz+8svijGfMWffD6G39++bevzPng7c2bP4uNj10VH7fk07nxG+bv2PrJrt2fbY5f9MniN1fGzD195kBi0qkrqRdSUs6lZ6ZcSklcu3baZwt+H7dm0cpl8zet/+TA7nWH9qzdsWrG9jWzt29evn1nfFJaekZeQer1rNyy4oqOrppuc3W7oaK5uc7QXd1mKKutLiy8eStpQ8bhmbevn6hubC6tqMi+dDwvaV1RUszBxb/es+CFo8t/l7L/k4aK3IERt7W3tutEktXDDGKy2cdnZGcnJuy4nn4iL+di/p3Ld3KSb2Un3bh+bqrbe/KINicDejMJjvruq6+8ixd6FswZm/xrRQXfffHFU0/+4gutqOD5DwI8C+Z4Fy/87ht9UwCIAEAgHQURQAjAKCQcgaoBUUu0mb+ltrS5trSlrqy1obyrx2SjA11OorC54+SnK3Zu+XjVus9XrF46d9Hs377++9+99urChW/Frvtk465d02f9dcXy92LXzNiwfs7yz6atXLHw2LF9ly8nZaRfTruaeOHC6QP7tuyJm3tgX9yJY1s2bFi+Y3vslrgVR4/s2rN95eEDG08cjd8au2jf4T1nkhJSr6Veu51RXF9T1lDbYOxvNPY29vTXd3ZXNTYWFt8uL7uVcXTJnfSD5VXlVbX1hfm3KovvpB5etXvxK2c2zUw/FdvWXNdvc5ntiPHm5b7iaivCWzHRMIwe3LvpxMHVKUl7bmSeyrl2Ludawo2shOsZp6e6vSePaHMyoDeT4ChfzKcP5/9fE8Sz/MnXBBEGKcD8OejK5bo2HUQAIJCOggggBGAUEo5A1YCoJdrMX1dRUF9Z1FBd3Fhd2lRfM4ipJlSsNw/fuJpxfn3MyfMn4rfFrV67ePny2dNmvPXb11790x9fXrJ45ufr1732p5c+WvDHxfNfX/jB71esWLh3347UK4mpl8+lJB49d+7Iru2xG9Z9tnXzhm2bVx04sPNS8smkiwkXk0/t2xufcPbwsUMbN66ev+fg9hNnj1zPz7t253phTWV1l7Guq6e2s6umvb2sprSirrK6sa6uqaGqriw/P628qqK6oSm/4FZVdXVlVXV2WmJOekJddVH/oL1v2GcyG9qPnhoY8Q2gggUVC6pbtsUuOrI75uKZbZlXDt/IOHUr88yNzDNZV09NdXtPHtHmZEBv9HaUeOXy2Pp/NGbZkzf/39z71qN69KPvvvji+U8B3LPeE9Ou6Nd6EAGAQDoKIoAQgFFIOAJVA6KWaDN/dWledVl+TXl+dXlBTWVRl8lhpbROJ1be3pmyJv7q1aNnr6bt2L9z9doFyz55a8H8d1774+9+9eLP3p72zgeL5v3mlZ/Peu/V6dN+s3z5hzv3bDt54sCZ43tOHtq8a9vq+A2fb9+2Ln7D51vjVmxav+zs6QMZ1y4lJe3ftW3F7p0bLqcmro2Zs//gtpNnD17Lz8utKK5sa69oay9vbipvqK7v7qpqbq5qbq5urG/q6Kpva61ray6vrSyvrbmdk1qQf6O2sbakKKeqPNfQ3d03hPSN+LrzM7pvFQ54WCsqGV10wrnTOzZ+eGj35+dPb0+7dDg7/dTNa2ezM89kpp6c6vaePKLNyYDe6Oqob0TRNfPdce7/PzrtfzIFCIu1AK4Z075VFJ0aECIAEEhHQQQQAjAKCUegakDUEm3mryi5XVGSW1mSW1maV1WWX1dba8VUk49vGhjJz827ErcuPTc9Kev6gROH1qyd/9niNz5d+u57M9994ef//v6ceX97761XfvvrP/7xf360eMGW7Zs3b47du33dzi2r9+7evHvHuj274/bu2bQjfsXWDcsSL5zas2P99vg1m9Yv3rTh41XL5q5bveDIyb1pOdfvVFUVN9QV15WV1FeV1lfUdXU2myy1BkN1a0tNa2trb39da1OLsaeyvrKmuaGipqy49HaTobOhpaWlvaFvyN07gvf1tbQfO2MZQQZ8gtknVLb17du5Yt+OT4/uX5N4envalaM3s8/n3Lhw68bF61lnp7q9J49oczKgN7o6Cl270rPwA2TxQq248OHBx+78P01jJ2vFhVM+yR9fngUfYOtW6tSAEAGAQDoKIoAQgFFIOAJVA6KWaDN/RUluZWleRWleZWleRVl+ZVmBoW/ESmrdLry2p//agSOZ5/ekF+RfuHb90KnD62KXfrb0rY3xq6bPmvbzX/1iw45jr/7ulZdf+fX0mbPWblgfG7c+buPq3bvi9+6O274pZt/ejXu2rtq+8ZOdW1bs2rlh5WfzN677eM+2z7dvXb5+3eK4jUuPnz2WnJmanH62qLGx0mAob66v6TTUG3sbevvqujur21oburuaejqbu7uauwwNHR3NXV2NHe0tPcZWo6m502C0DvU78D6bvSM5sa+hzeJlLKjY7SDOnjuzf+fyw3tXHTu45uzprWlXjmRfO5uTnXQrO/F6JkQAABAi+jnqa5Zxz3kfecojAM9IeDwOMHv6NwI/sa03BkQAIJCOggggBGAUEo5A1YCoJdrMX1pws6zoVnnRrfKS3PKSO+Uld6oqK/o9vAUTO4bdFc0t6bGbrmcnpBUUXsi6duDEwY2bV65YsWDV2k+nz3r3pd/9ad32Q7/41S9/89s/rI7fuizm89i49R6aqF4AACAASURBVHv3btm9bfXm2E+3bYrZtSVmy8ZP9+zauGXzytjVH65cNm/bpph1sUtnTH99zdrF6bm5FzPTbpeX55SVFNRUlTTUlbU0l7W01BgMdV2dNYa25n5Lk7G3sr6ktrW+rd9kGBhqNRoNFltLT2+X2WJyoCYHYSzP7cq4ZXaRA6hgQtj8yuadmz45uHfl8UMbTh2NO39mR2rKsezs8zdvXLiZnXgNVgEAQKjo56hgY4NrxjRk8ULlZvZjHz3jEoAxxNSUH514P3jw4F8emRy5Zky722nQow0hAgCBdBREACEAo5BwBKoGRC3RZv7SwpulRTfLinJKi3JKim6UFN0qLcqpazYM4Gq/j2mxDheXlqVv3JiddzU9vzAxK/PgqSObd25YsWbJkk/mLVm2/L25n/713Xd/8eKL0+fHfLTs84+WLlq8aM7Hi2ZsWLd86/ol22I/2bFh6c7NMQln92/avGr16iWrVy9e/NG7b77125XrPs0urbp0PftOXcu1oqKMnOs3i2/nlOSUtzTWG/vrevqa+i2NPd21bY2VjdWNXZ0dZmtLT3eHxdpq7G3rMZhdWL+L7OuoN5y/YhpBBxDB4hNazO59e+J3b1l64mjc2VNbE05tPZ+wKyX5UFbG6RvZSdnXzkEEAAAho5+juDMn3XNmIIsX3jebHvvoJ0UA982m5zwCcM95n0vQZVNSiABAIB0FEUAIwCgkHIGqAVFLtJm/rDinvPh2adGtksIbxQXXSwqyiwuySwpz2npHBlCxz0M2mW2Ft25nbtt0syA7Lb/oQta1AycPb9u3bW3cyo+Xf7xmy75Fn6373R//+LNfvfTewlWLl6+cM3fWzFnvzvvgvVUxi7du+nzb+sWxKxZsjYvZGB+zYvXSxUtmvDPt9fdnvxm7Ne5WVfOZK6mXsm+m5dzOzLt9o/h2flVZVXtbQ5+prtdUY+iq6zTUtrdXNlQ39fQ0GtrqO5o6zBaDqd/kQEwuqr+3s+P8ZbPVNeBlzT6h204kXry0ae3s3VuXnDq+KfHszvMJOxPP7rp04UBqytHM9DNZmQmZGQlT3d6TR7Q5GdAb/RyFrVnhmT8HWbzw74r82EcP5/mP/ffRXx/yNUGEEAE8eoXHTnja8fGvM04E4Jk/G4tdM3Et908gAgCBdBREACEAo5BwBKoGRC3RZv7y4tzy4tzSopySghvFBdnFeVlFdzKL8rKKC3K7hrBBUu11E42mwcKs7Gu7t9wquplRWHIxO3vH0d17jx1bE7dm9oKZn6zZtPvk5V+9/MrPfvXSW3NWrNy87+3pb//pL6//7W9vfPThB58snhHz2bzVq5asWL1k1py3fvf6b373+suz5r2/NGbpkcRLl28X7D1++Hza5WtFRbmVVaWtHaXNTeUtLRWt7ZWtbZXNTSU1peV1FU09XU1dHW19xu7BYaNt0Owi+/u7DReumMz2AS8/gAq9bvZ6Xmn8ugWb18/dv3PZ+dPbLyXtvZi470LivosXDlxJOZqeeiIt7VQavBQQAEJFP0e5Z7/v/XD+Y7PxMX5SBPDgKdPvJ48/PPLgKVP6x672LOc/yxID74fz3bPf16MNIQIAgXQURAAhAKOQcASqBkQt0Wb+qvKiqoqiqvKiqvL8irI7ZSV3SotvFxfeKLiTVVpSZHQyg6RqdBNNZlth9q3s3dtvF964Vlx+JefOscRzW/fvWr760/fnTFu2ftuK+B2/fOnlf//5L1/41Su//9uc6YtWLfrs89f//OcPFnwwd/6sOfPenznnvV+//Ouf/88XXv39b954+y9zP5y1InbV3pPHzl+/lZp7Jyn9yvXivJzK6sL6huzCvJuFt3OL75Q1NOYWZpdW57ebBgwWS9fgUI91wOTC+no6DMlp/RaHBeEGULEf4QuqW7ds/GTjqhnbYuce2rcyMWF7SvLBK8mHky8cuHhhf/KlgymXj1xNOXo15dhUt/fkEW1OBvRGP0c53/nrkzfkx5ioCOBJxg8LHjzDVH+c4+PI+c5fJ6rdHgUiABBIR0EEEAIwCglHoGpA1BJt5q8uL6wqL6wsL6gsy68ozasovVNaklNSeLO4ILu4ILuistroYGyU1ushmweGywqLb27feScv/WZZZXpe4ZmU5O0HdsZui5/30YKZCz5avHzV63/5y7/97IX//h8v/Nt//OIv0z/+cNXOF3716//4+c/+xwv/42e/+I+f/eLfX3z5l6/84Td/e++duYsXLFsbs/fsuZ1HDiVl3zl+4UJ6QenFrKxzqckXr2WfuXg2uyCvormporGqxdjdabV1Wiw9QyP9Tq+xqbozLbt/yGNBeAsm9SFcWbNxx+YVcatmxK+ZuTP+w+OH1l08vzs1+dDV5EMplw4mX9iffPFgSvLhyylHUiECAIBQmYRVAP/VBwHIUB4E+NFnAZ48YUIeBIBVABABgMJSEAGEAIxCwhGoGhC1RJv5a6tKa6pLa6pKaqtLaqqKqioKKsvyy0pyy4pzSotulhTeqKyu67HTNsrf52Xaba6axtbbew8VZCXfLi/LKChJykg/ePrUgYTE5etWvPHOG9PnzJ0+e85vX3/933/+i5/96sVfvPjiCy/+4oVf/uKFX/38hRd//suXXvyfr7706uuv/vHNN+YuXfLh55+t3LLjw2VLYzasPXTu/JWCqsSMjKTMjMSrybfLKyqa6hq6DQ2d7e1mS6d1wGgb6rMNdOXldheUmxz4gI8fwKQ+L1/W0rdj86rYmPc2xEzftHrm7i1LTh6OvXR+95VLB65ePnL54oFLiXsund978fzeS0n7L108ONXtPXlEm5MBvdFxL4C1K8f2AnjadoAPni0CCG07wB/9+cFPjwDGPzgm2AsAIgBQWAoigBCAUUg4AlUDopZoM39tTUVdTWVtTWV9XWVdXWVdbUVdTVlNTWlNVUl1VXF1dXFVZXFNfWPnED5IaRaU67YjjUZz4aWrt4/sv1N060ZJeertvFMpF44kJp+4nLE6PvbPb/757ekzZ8yf/87MWX9+663fvvb7l3/7m5deefnl37788qsvv/KHV19/4w9vTHvrvTmzFi77dM+5ix+vWr7r2LGzGdezSiquF5WUNTc39Q20Dwy1mU2tfT1tJmPngLnHZjYamg0Z13vbe01uyoIIFp9odNGFNe3bNq/cuGrWxlUz4tbM3B6/6PC+VedObU1NOZSRdiIz/WRG2onUK0evXD6Sknw4JfnYlcvHp7q9J49oczKgN/o56uEbAZ72UsAHzxYBhPBSwAf/tQX/T155/AgA3ggAEQAoLAURQAjAKCQcgaoBUUu0mb+uuqy+tqK+rqqutrKupryutqyutryurryutryurrKhvqq+rrKurqKhsaFjwDtEBYYo2ejC2wdGqmsbco+cyE08kVuSd724IvX27dMpyUcvpJ7Pytt9KnHx58v/9OZf/vrO239+5+2/vffetFmz35k98y/T3vrd3/70pxlvvPTGqz9/48Xlu7Z8vHVjUs6dC9cys4qK8uvrC2orK9tbW8wDnbbhjgFLh8XYYxvsNXUabt3sKq7st/vMHtbiE80+odNOXMsrjVu7ZEPM9NiYd9fHvLtp7ew9W5aeOLT+/JltKZcOZFw9mpV2PPPq8bTUYynJhy5fPHj54uHki4emur0nj2hzMqA3+jlq1NDumjENWbwQjVn23ZdfPPrRs0cA3335BRqz7L8SAYxd58mfn/H8Z4kAXDOm3e0y6NGGEAGAQDoKIoAQgFFIOAJVA6KWaDN/XU1FQ21VQ31VfX1lfX1FQ31VY31VQ31VU2N1U1N1c3NdS0t9a2tDa2tjfUNNU+eA2Sfb2YDFx3bZvc391vLC0txjx3MvnLlTcudWeXVmQfGFa1lHExN2Hz+6dkvs0pgl8z+eN2/JvPmfLpr7ycI/LfzD2yvfmxk7540lf3p78Vsr9+3cnpSy9cypxKzMzLy8sqam8paGus72jsGhHoen1+7qNrZ33LltyCvrs9pNbsqMcBZU6PNwjf3O8xcuxa2ZH7tyZmzM+7ErpsetmrkjfuGBPTGnTmy+eH5PeurRrPSTWRmns9JPZ149efXK8SuXj15OPnzp0uGpbu/JI9qcDOiNfo76mmPdc94fmyRrxYWPfvTsEYBWXPi0ifeDZ3sp4JNT/Uc/Gv/8p538+CqA2dO/EfiJbLsfgAgABNJREAGEAIxCwhGoGhC1RJv5GxpqGhtrG5tqm5vqWlrqW1oaWlsbWtsa29qb2zuaOwyths7W7u6O7m5De3tzTXVpRXVDuxW1Uf4RWu13E4Zhd1O/tbK0Iv/M+dxTRwpyrudXludWN94oKUu/cyc5Oyvh6qXjFxIOnz+5P+HIuv2x6/Zt2Hnm4NHkcxdvZqTk56cWFt6ura0wdNX0mBr6zE1GY/uArctq7qxvaM/NNZTU9A46+l1kP8KaUcGEcJ0j+J2Klj074jbEzNgQM31DzPvrP39vw8r3t8Qu2Lfj0+OH1p87s/3ypQPpV49lZZzKTD+VlX4q4+rxq1eOXU4+nHzxyEXYCwAAQkVXR6FrV3gWfDC2EOBrknj0o7EJ/9M0ds7XJPG0JQCh6cEz7/D/7PIs+ABbv1qnBoQIAATSURABhACMQsIRqBoQtUSb+Rsaaxub6puaG1pam1paG9vamtramzsMLR2d7V09hp6ezt5eY7+pz2Tq7+npbm1tqCwvyM/LKa8zdA1Tw5R/hJb7PUTXsKfVMlTf0V12Lafg3Pn8swn5Wen5pfl5lZV5VfV5VfV3KmtvV1blVJTfLCm6XVl1p7qqtLm5oq2tuqOruqO3pq2/tqmvtrK1/kZO843strzSrg5jr93X5yJNXtaMCiaf0O2kKw3WhPOJcWsWboiZEbdi+sYVM2JXTI9dMT1+7Zxdmz88uG/lqWObLpzflXrlaGb6yWuZZzLTTqVfPZGReiL1yvGUy0eTLx25cAEeBACAENHVUd8qsmvGu2NT5ScfBxifcR4BeK4iANf70771azo1IEQAIJCOggggBGAUEo5A1YCoJdrM39BQ19hY39zc2NLc1Nra1NbW2t7e2mFo6+oy9PR09/YZTaZ+y8CAZWDAZOrv7u5saKgpLcnNvZV2I/taaW1H5xA1QgddXMCCst0OrHPI3WoZbugxVZdVl169XnzxUsH5M/mJZwsuXSxISyu8kV2Ym1OUl1ucm1OZl1dzK7v2emZDdkHD9cKmvOrWioauXkvPCNLrJPo8jMnLm31iPyJ2OejqzqHk1Kzt8TFxq+dsXDU7bvWsjatnx6+cuXH1zE3r5u3YtOTQnpUnjsafT9iZculQVkbCjetJ168lZqafzUw/k3b15JXUUymXT1y6dCQpCR4EAIAQ0dtRYmqKe9b0hynAY2sBnsaE3//XKQJwz3pPTE/Vr/UgAgCBdBREACEAo5BwBKoGRC3RZv66+tr6+rqmxsampoaWlqa29laDwdDZZeju6e7tNfb195vMFovVarXaBqyDff19BkNbfW1FaVFuTnZqZuq5tJRLeUXVDUanBZGGKb+NVPo8TI+T6BzxGWye9gFHq2m4pXegyWCsb2ytq6yrK62uK6mqK69pqm9pMRjbTTbDoLtzGOlxYEYX2edh+rxcv5fv8wpGN9duw4sb+84lXd4SG7Nx9fz41XPjVn+wceXsjatmxa2avXHVrM3r5u/cvHT/7pXHD29IOLX9QuLe1JSjGRlnsrOTrmclZVw9k3E14eqVk1cuH0++dOxC0uGz52AVAACEyCQ4Cl2xzLNgzsMUQCsuHGc5wHdffqEVF+ox/59weebPQVd9rmvTQQQAAukoiABCAEYh4QhUDYhaos38VVXl1TUVtbVVdXU1jY11zU0Nra3NHR1tnV2d3T1dRqOxr6/PbLYMWAet1sGBAavR2NPW1lJVWVKYf+PWtctpyacvJhxIOnPkalpmfkVLg9HVZaf7PXw/IvQjXK+HNrqoHhfR7cC6HWi3Het2oGPqceA9TtzoIo0uutfF9HrYXg/b42I77WSr1VfePnA1u+Dggf0bV38UGzM7dvnMDStmxa2eG7dqzvoVszasnLlx1ez4dfO3xy/dtzPm0P51J45uOp+wO/niobTUU5mZ57IyzmWkJaRfPZOaeupKysnkyycvXjyemHTk7HnYCwAAQmQSHPXd1197Fy/wzJ/zcPKMxiwTU1Pum00PFwV8TRL3zSYxNSUsJv9j83/vxx9+9+23ujYdRAAgkI6CCCAEYBQSjkDVgKgFzA9EBuBkYGKZHEd9983X6Mrl7lnvTfnUfULknjsTXfW53vP/BxABgEC6CiKAEIBRSDgCVQOiFjA/EBmAk4GJZTIdJaZdcc2YNvaOgDCVd8EHrulvy9nXJqfFIAIAgXQURAAhAKOQcASqBkQtYH4gMgAnAxPLJDvqW0XB1q1yz57umjHNPed9z/zZ3g/nT/nEfjx9ON87f7Znzgz3jGnu2dOJTRv02///SSACAIF0FEQAIQCjkHAEqgZELWB+IDIAJwMTy5Q46huBv9tp4BJOYbFr3LPfd77z1+dW7jnvY7FruYRToy1N3wr8JDcURAAgkI6CCCAEYBQSjkDVgKgFzA9EBuBkYGIBRz3PQAQAAukoiABCAPqMcASqBkQtYH4gMgAnAxMLOOp5BiIAEEhHQQQQAtBnhCNQNSBqAfMDkQE4GZhYwFHPMxABgEA6CiKAEIA+IxyBqgFRC5gfiAzAycDEAo56noEIAATSURABhAD0GeEIVA2IWsD8QGQATgYmFnDU8wxEACCQjoIIIASgzwhHoGpA1ALmByIDcDIwsYCjnmcgAgCBdBREACEAfUY4AlUDohYwPxAZgJOBiQUc9TwDEQAIpKMgAggB6DPCEagaELWA+YHIAJwMTCzgqOcZiABAIB0FEUAIQJ8RjkDVgKgFzA9EBuBkYGIBRz3PQAQAAukoiABCAPqMcASqBkQtYH4gMgAnAxMLOOp5BiIAEEhHQQQQAtBnhCNQNSBqAfMDkQE4GZhYwFHPMxABgEA6CiKAEIA+IxyBqgFRC5gfiAzAycDEAo56noEIAATSURABhAD0GeEIVA2IWsD8QGQATgYmFnDU8wxEACCQjpraCAAAAAAAAAAAAOAxfuq0YvwTIAIAgf4piAAAAAAAAAAAAHiu+KnTivFPgAgABPqn4EGAEAjhiwmYcqBqQNQC5gciA3AyMLGAo55nIAIAgXQURAAhAH1GOAJVA6IWMD8QGYCTgYkFHPU8AxEACKSjIAIIAegzwhGoGhC1gPmByACcDEws4KjnGYgAQCAdBRFACECfEY5A1YCoBcwPRAbgZGBiAUc9z0AEAALpKIgAQgD6jHAEqgZELWB+IDIAJwMTCzjqeQYiABBIR0EEEALQZ4QjUDUgagHzA5EBOBmYWMBRzzMQAYBAOgoigBCAPiMcgaoBUQuYH4gMwMnAxAKOep6BCAAE0lEQAYQA9BnhCFQNiFrA/EBkAE4GJhZw1PMMRAAgkI6CCCAEoM8IR6BqQNQC5gciA3AyMLGAo55nIAIAgXQURAAhAH1GOAJVA6IWMD8QGYCTgYkFHPU8AxEACKSjIAIIAegzwhGoGhC1gPmByACcDEws4KjnGYgAQCAdBRFACECfEY5A1YCoBcwPRAbgZGBiAUc9z0AEAALpKIgAQgD6jHAEqgZELWB+IDIAJwMTCzjqeQYiABBIR0EEEALQZ4QjUDUgagHzA5EBOBmYWCbfUdwX37RwdxPt4qY+emErOrPJ95xrYSsa10sn2sUu8R735beT2VYQAYBAOgoigBCAUUg4AlUDohYwPxAZgJOBiWUyHSX957dxvdSiNmxeC/phG7a0HfvMgC/vJJ5zfWbAl7ZjH/7wv73NxChfTVIQABEACKSjIAIIARiFhCNQNSBqAfMDkQE4GZhYJs1RGW5lfgv6cTs25VP6/6I+NuBzW9AbiDoJjQYRAAikoyACCAEYhYQjUDUgagHzA5EBOBmYWCbBUV/947u1PeTCVnRsCr3eSOWi2oD6pfLV38dOUL76+4D6ZaZHWW+kpnyG/4xa3I6t66G+/sd3ujYdRAAgkI6CCCAEYBQSjkDVgKgl2syvMpiIe0jnoMvc5TYZiBGzQqF+kfWLbFDm7/nlu9r3uudX7geUL4L+L0YDXwS1L4L+e8HA/aD/fkC9q4oaRzIem6OnydZRh1gMPOrws1RA4oOqOKqIfonzi2xA4gISF1TEUVUe1ZTRoHpvdHQ0EPBLvCawmsBIFMZ4RhifU+XIu5p4zy/fC6h3A9rdYGA06B8NaEF/IBjwB/2BoN8f1PxBvxb0B0YDwbvB4L3R0Xujo3eDwYAicz4nPmTiUY9f5O9q6mhAG/Vro/5A0O+f6vaePKLNyYDe6O2or/7x3WcGfGkHPjb5LyMDX/79qdPmL//+XRkZCJcgYGkH/nkn8Y2eKQBEACCQjoIIIARgFBKOQNWAqCXazI87rDSGiAwhYB4WsYu4W2PwAE/7BSYgcaOqdFeT7mryqCaOBQH3A/4vgv4vgv77Ae1+QLkfUIIyr1AI67Vhg53u3iavpYt0DQqYS2UITWSDijiqSkFFDEh8UBGDinhXk+/61YAitHhvCSIWkAW/yCosyXjtjMcuk2hAFu5q8j2/fD+g3QtoowHtbnD0bnB0NBAI+v0BTQloSlCRg4oS1PxjEcBoIHA3OHo3GAxqGk9ihHOEQb2aKAQVOajIo5oaVOWgIgdUZarbe/KINicDeqO3o9b2kA/n/9T9b57lT6j734RNCtCOre+h9Gs9iABAIB0FEUAIwCgkHIGqAVFLtJmfpwm/KgUV0c/TGktqLKEymEJhKksGJC4oC0GZD8j82N37sbUAY7qryaOKoPGUgDoE1K7QiEJ7BdzJow7W55BJn19kAzL/MAIY+2FUle5q8l1N4Xlf5VA2zfpUnpYpnPE6GcShsmRQEcbOuefX7n0fAQRGA8FgwB/U1KBfDapKUJEDihz4ZwrgHzvHr0g8gdKIW6QIvygEFXlUVYKKEpBlVeBVgQ/I4lS39+QRbU4G9EZXR2W4lbH1/+uN1Dg3/5/ky79/Fy4pwIJWNMujVwoJEQAIpKMgAggBGIWEI1A1IGqJNvPzJDa2St8vshpPSzQmET6ZQFWeDkhcUOb9AuMXGL/4zwjgriaPKqIm0CLh5XwjIu7y89TYFfwcpdCoQqEqTwcV4eG0PyALAYnzS3xQEYKyEJQFnBkuHjnLULjMkLhzhMcRTWCD8g9/oqmjfm00oI0GtKDfH/RrQU0ZVZWgpgZUJajIQU0JqFpA0/yacldTg35Vk0SeIhjUK9KUJvABWQ4qSlBRA4qqSbIiiIogqIIw1e09eUSbkwG90c9R0n9+O78F/Un3/x8ljNYCzGtB1R/2NZhYIAIAgXQURAAhAKOQcASqBkQt0WZ+mSW+n72LrF/iZIYUSFRlCI2n/RylsaRK4ypHBSR+VBVHVXFUEfwiI1M+FrELuEflyH/+ucBoPK3xdEBkg4p0V1NHVXls/i8xhIB7FRrTeErjaU1gVJ7q8pTjiFvmGYkh/CIXkIWgIgVVKaAqQb8aDGhBvxYMaAFNGVvGH1Rlv6r4NTWgqgFtbF+AQEDTAqoicSyLoyJFqDyrCrwmin5J8kuyJsqqJCuSLAmiJIgyx091e08e0eZkQG/0c1RcLzW2/385FXz0+Jt73/pRPfrp2M/lVHDKp/fPoo/bsfheXR4HgAgABNJREAGEAIxCwhGoGhC1RJv5RxVhbJe+gMyNqpJfZFWO0njaz9Eai/OI3d3fIWDegMSPKnxAZCTCw3iHeZ9TYcnAwx3+ZD4gcdrYYgG/ev/u3ft3790NBkcD/ruqLDIk7rBSrkER96gMpnGUTGOUe4hGPaTXLQvs95sFyGJQkQN+NeD3jwb8owEtGFBHNWVUlYOKFFRkvyr7VS3oD4xpNBAIBlRNkTgSZ3BUZuix1f6qwPsl2S/JqigpkiyLkiSIEi9IPC9z7FS39+QRbU4G9EYnR3FffLOoFVv+xCMA48//H/yvEUAYPQ6wsBUVv/x2wpsRIgAQSEdBBBACMAoJR6BqQNQSbeYPSJxfYDSB0QRm7FkAlaO+TwFYUsTchNOqMURAZBUG51En47ZJJKIJTOD7Tf75sSUAAYn7/sn/gHb//pf3790fW72vsBTrdZBOm0AgKoOrLC7gbsxpIzx2kcat3rYqx7VRVQ6qSlBVA6oa9AeCfi0YUIMBNagpP+wjIAVUJeD/fv4f0MZeChCQeJbBEI5AFZ7VREEVeIXnFZ5XRUkTJUWU/jn/Z1mRoUWGnur2njyizcmA3ujkqBbu7rwWdHkncQfTHh78l/f/H/73IZle5Uen3D/6j/7LifqznBPa+fNa0B7x/oQ3I0QAIJCOggggBGAUEo5A1YCoJdrMPzaBH5v2Kyz5MAIY+1XlKE1gAiLLo07abRNxr8qSfoEZe2pgVJWCiqSJrMbTfpEde/g/oIhBTfbLvESiHGJnvcMijogEIlM+mfKxyAjpHhIozC/xfonvRCozLMdG/f6AX/l+eq/KflXSZEFkKQ7zMD63QOGqwPoVya+pY5v/BfyqX1F5mia9bp7EVEnUJFGVJE2SVUkZm/nLgiQJ4lgEIPK8yNACTQo0OdXtPXlEm5MBvdHJUYkj4odt2PJOwqp9+fDgYzf8H+XJ5QBjWLUvn31y/qMHJycCWNSGJdknfl9SiABAIB0FEUAIwCgkHIGqAVFLtJl/bAmAKjAqR4/d/H80BVBZSiJQHvWwPodMof4fPtUExi9xAYnXBHbsCn6J+z4CkHmVp2Ua41E34x5iEbtIIhKJsMgI7hjgCK8qsAFZHFv534kV27xdo/5AQPOzFOGw9LoG+wivk3QNoTaTx9zj6uvw2SyE204iLhJzyaLH72dlSaAxjPS6BYpUBV6VZVWSVVnWFE2VNVn8/sn/hxGAxLICTQo0W2SrswAAIABJREFUIbGwCgAAQkQnR23spZe2Y8s7CfXrf+6T97QI4Gnz/wcPHlD3vwkhAnjs08eOP7z405YVPPaHP3r+Y1rSjm3um/gvIogAQCAdBRFACMAoJByBqgFRS7SZ3y+ymsRpIqcJrMrTD2/+qzwtsxTvczPeERFHVJbUBEZjSY0jx54aGNvVTxNZTWT8IhtQ+IDCBxVRk3iFpzSWUhlSpjGZxkTMhdiMTnMn53ONLRMIKFJAUwOaaiKbLEizIkoeh8PWZ3Rb+ixNtS35d0qupt2+kHJsbXzcjBl7l36Se+ao19TAkG4tIEkqoYgU5fNILKfwgiqIiigpkqxIsizKsiiLvDCm74MAnhdpUqRJkaEllpnq9p48os3JgN7o5KiFrehnBvyxqfWPzvN/9HGAR5nYCODBEzP8EM5/Up8Z8IWt6MS13/dABAAC6SiIAEIARiHhCFQNiFqizfwBWQjIgl/iNZFTBUZhSYUlZRrnMC/rc4q4W6HRsT38/BI/drd/bMuAH+b/rCoymsj6Zc4vcwFFCmhKUJH8Eq+KjMqRnM/u6m/3DfWLFKoJbEAWArLklwRNkfyKLLCkwBAMSfTVV1zevX37ksWlKRdI1zCFuM3NLWUpl7IP7rq2dVXxkU3Jaz9pKyn8+v7o1//5n/4gLYmusa3+vl/2P3a3XxBFjpe+n/xLP2wBQMkMKbOUzLGwHSAAhIxOjprZ5Hvy7vqTEcA4rwN4yISvAviXU/qfev6YZjb5JrwZIQIAgXQURAAhAKOQcASqBkQt0WZ+TWC+XwLAURpPKywhEAjjtbPIiEh4NIZQaUxlfH6eDkhcQOL9IvfD/J/TRE6TuLEgICALAUX0a0rQrwQV0S9xEoOTzgGfrZtB7CpH+QVGEzm/IvkVWRN5TeRUkUURB4k5K+1Xd6778ODShR25KUhPrejtGS672pN5rutywnB94Y0ta05+9HHays/yk5NVUf5CZfwBgWFcXsTL0oQkiCIviBwvspzAcjIvSBwvcrzECRLHiQwt0qTMkDJLyxwjs7q8juv5JNqcDOiN3qsAxn8Q4Mn5/2Mn0F889UGAJ3naXP3Bs03pn7zU+OfDKgCIAEDhLYgAQgBGIeEIVA2IWqLN/A9n/iqLi4Sbcttoz5CAuWTKK1OIQmEKhassqXFUgKcDAqPxtPrDEgC/xGsSp/K0ylMBRQiosl+VA7Lol3gOc/uG+0i3TWHxgMz7RdYvsAFF1lRZk3lN5BSepXCXqbcSRa3HR+bdubkid/00tHlvkG24pw4GfVW2vIQbaz9ovnT25oHjN86mHfrk48vbtgi8/MWo+p93A1/dDUoMYx82iTwn8oJAMwLDiCwnc5xAUwJNiTQl0pTE0BJDygwp0pRA4QIx8SPv55ZoczKgNzo5Ku6HvQCecTvAB0+JAJ5lO8AHT8zMH/z0COBHfx7n/McEewFABAAKP0EEEAIwCglHoGpA1BJt5pcoVKFRmURYxEG5B2nPkEi4ZcorkV6FxjSOUse2BmBJlcU1jvQLjCrQCkcpHKXyjMJRIoUpHBWQBb8kaCInsyTpGvHY+lnM7RfZgMx/HwGI3NhbAFSBUQRa4Rm3qx/xGt2+JrNY3VKcfvbD/6dw9xtDOYs1okl2lhUc2Hzi07kdN85YWwpkmR3qH3D0Gu7evStj7So/oHEjHUW5IwP9NOUTOF5kGIGmJYYRaXIsAuAJjCcwkSYEEhNIjCcwxufxWs1T3d6TR7Q5GdAbnRz18I0AT74U8Gl/8qMRwDgvBQzh14k6/qTgjQAQAYDCTxABhACMQsIRqBoQtUSb+VmnhXQMEC4b5bIKmFMk3CLhFgmvRGIyQ4ztC6jxtMrRMkPIDCExhEhhIoVJNC4zpMKzCkupAqOypMKRHOYhnAOke0RiCE3kAooYVOWAIvrFH3YQGFtEILGaxJoG6pDe8qOr59ZL51CPa/17L3lN5X7ZFQwOBuVWmWwmzKmk/boktgRGieA9QdFMBNVqrNuSfeLd0xtfX/H2awWZWcMjvQLLCgzDE7hIEiJNijQl0CRP4DyOcriP9nkY1Et53U5Lf3VB3lS39+QRbU4G9EYnR3WJ9+a1oMs7ifVG6st/fDd2cJyd/3/00y//8d16I/UsEcD4t/QfPDKl/9HTxjn/GSOAeS1oj3R/wpsRIgAQSEdBBBACMAoJR6BqQNQSbeZ3GioRayftGeIxp4C5RNwtEh6ZxhSGkGlcYQiFJRWeUXlGZkmZJUUKYzEvR/gUjlY4SuUYmSVEwkO7Bx2mDtdAN4e5/GNbA2jyaMB/7+7doF/zS5wmsqrAqAKjicxYBNBnrnAYM+tvnzP35QaDzuH+alXC1YCAY/a8i1t2L3p774w/1p3+jEVa/EFcVu0uT/FIT2pz7tk5v/rZu7/85ZwX/+PS0e3WQQNPkRyOcjjKE4RAEQKFj932FyiCxzHa5yE97u7G2pSEE/WVdVPd3pNHtDkZ0BudHMV9+c3CVnRselxOBR8efzjPf5oevUg5FXzalPvBuNsBPpzJP/jhrX6PnvDoR89y/rNEAAtbUfHLbye8GSECAIF0FEQAIQCjkHAEqgZELdFmfso5wPrsnM/Oow4B94iEVyQ8EumVSESmfAqFKQypcJRMEzJLKhzN44hAYiKFySyl8bTMEDzhRQZ7B7ua7X0dEu7zs5Rf4gOKpEicKnIBVfbLgiqymsgFZMEvcZrE+SXOL3NmcxHia0R81xHklCJXqAHb6D119F6gtaR8z/LPF7/6ysV1ay4v/0RCTarmYbh+HG33ma55DTknV6/cu2r3ySVvltxKNvdVcbiPw1GBIgUKF6nvl/1zuI/DfTxJEG5HX2vT4e3xV8+ddg7AgwAAECL6OSqul/q4HRtbCEB/8c3D4884/6e/+OZpSwCeN33cjm3SYSOABxABgEC6CiKAEIBRSDgCVQOilmgzP+cd4bwjHGLnMZdE+jjUyaMOHnOJJKLQuMpRCkfJLCXgXoFEJYYUaXzsQQCZIRSGoJyDlraq3oZiwmmTKFRjqbFnBxQGE3zDgndIJBFVYFWR0QTGL/EP30HoV8QRW1lLR0qf6Qjqu0CQqf6AWZBdqjYiCPRQn9nc1j7S3jRQdosdzLc3prfdPIhY6t0WY1/5je669q2fx6cf29PeVuK0tQgkJpKYQGICiQokKlCEQJM8SbCoFx2xVefdOLB1Y256it3cR3icU93ek0e0ORnQG/0cpXz17dizAMv/18cBnoVxHgF4DjW3BfU/8uKDCQQiABBIR0EEEAIwCglHoGpA1BJt5mfcNs47wiIjnHdEwD2cz85jTgH3SjSusOSYJBIVca9AoiKJiSQ6Nv8XKdRj6WkpvTXY1cR4hxWW8MtiQFE0VfarqibxEuFmR4ys0ywzhCqwAYkLKmJAFjVR0ERek0W7rdxiudTRlWS2HB207RWlQkEdkFVTcJS7e1/TApiAGxwt+Xh/bX/JrfMrV15cFTNi7Lgat+jAR9OvXkhpaCprqsn2jLQLJMbjPhFDBBKTWVKkCYEieRJHbJaSrMun9u+sKy7wDlkJj5P0uqa6vSePaHMyoDe6OirTozx8HOCxtQDjEEb3/5d3Egta0WteRacGhAgABNJREAGEAIxCwhGoGhC1RJv5GZeNcQ+OiUedIu4RSJ9EExKNSxQmED4OdXOoSyJ8AokKuFckfCKFsajL0l5bk5c10t+p8Iwm8QFVCgb8fkUOyJKmyJoiaSIn4G5ixMQTPlVgA7IQUAS/JGqSoPCsxJC2gSJT34XBwVSz5YbdeYdicjV/m+rvlRSHIJpc1vS83dMqTselrnnvwIfTdy3+JPbtv2bu2Vx/Oyc7Lbu4sOLY3n3p5zb7nF0cjggkKlG4xFAyx3C4j0XcI33d2RcTTu7b2lVfRbocFOJmcR+DY1Pd3pNHtDkZ0Bu9HbWuh1ragT9MAcqp4DjLAb78x3flVDCM5v9L27FYI6Vf60EEAALpKIgAQgBGIeEIVA2IWqLN/LTDwvkcAu5mvSM85pYoTGIIkSFFEuV8LtZrZxGHgHkUlpQ5UqJxDvPgziGPtdfe34YOm1WBvTs6GvRrflX2y6Jf4v0i75eEsff/aQLDuK0cMiyTHoUnVIGWWEpVZFUSRJoYGijr7jxjHbiEYcUsV8Nx9YLYglM3ESzbOpRQcj32RMyb51e+s/n9P6168w+xc2anJ1wqz6vIvJiek3b74Ja9c9/8W/7NQ7i7n8MRnvAJJCqRmEgTNOIeMLQmHtl38cSh/tYG0mWnEDft83IExkIEAAChorejvv7Hd8sM+NJ27OG0eb2RyvQqVu3Lh4sC6C++sWpfZnqVMJr8j83/P+/Ev/3u/9Ov9SACAIF0FEQAIQCjkHAEqgZELdFmfhZxaKKgCZyAfT+R/l6Ej/HaBdQjYF4B98kMKbEE5R7qrc23tFZzqEemEZlGArJwb3R01K8qAitQuEB4ZRpTeFpmCVVk/BInYg7e1St4LSLhlChMEdiAX9MUWeIoj6O1uzOhr++03Z6MYTcpukCWmgKB3kDQxIvmrsa0q8fibp2Kzz17MDcl81T87qob1wszb2z77PNpv/7lmy/9etWid9qaUhjfMOdzc6iXQ70ChlCukfbK4lN7txZey3JZzYTbQbgdFOKmEA+NIAzqm+r2njyizcmA3kyCo775x3fre6gFPzwREBn6qA2L66V1nf8/gAgABNJVEAGEAIxCwhGoGhC1RJv5Kc8IR6AcjrCYl8ORsTvqPI7wqJtBHDzm5lE3j7pp97Cts767tsjSUsEgTpnGNQ73i8yoKo1qssqRPOZmPMOMZ1DA3RKNKRypiowmUBLhkNAhlfL6OVJmCE1kA2N5AeEdNjd2dyb29pwatCa43Mk4kc3xpYJYIQglolxvrD+/6YNZ6/780v6PF13Yt3/lu++ufPf1WS//8vf/5//2+r/9H4vefiUjeb2x86ZIoJzPw/o8jNflHegvzEjeu2FF6a1rhMtJI27a5yG9LgpxUz6ERBAGQ6e6vSePaHMyoDeT5qgsjzKvBf34keUAYaqPDfgHzb4cnzYJjQYRAAikoyACCAEYhYQjUDUgaok286MjVtdAL+VxiBTG4QiHeTnUw/qcjHeE9Tl41M35nJitr6noWmvZLXTYIuBeEfPyqFPl6VG/OKqJCoMzbivtGWI9NhF3yxQq05gm0JpAaByqMF6VxvwcNaoqAU2+GwwEFFkkUUNjeeHN5J7OS709CVbLaYcz0YemkuQ1isom6RsEkeEaSjqz4Y0Tq/+y7K2fzfnN//3n//e//fm//7c3/v1/n/uH/2vv+r9kpK4qLTlsM5dLNCEQGIN6PVbTjYsJm1csbizJp7xuFvOxmI/2eSjETfs8NIYyGMqgyFS39+QRbU4G9GYyHaV+9ff4XnphKzqvBV3Uhi1pxz4z4FM+pf+X+syAL2nHFrVh81rQRW3oDhOj0/7/TwIRAAikoyACCAEYhYQjUDUgaok28+OOIWTIwuMIj3poxMkgLsbroD1DlNtGu23IYG9vfXFb2c3BznrGOyISPpHwcahDxJ2awAQUTqZ9HDKEDxpo96BIeBUaFUmvRHoVjtAEws/jAYn1i5wqsJoiKQLDkz5LV2tDdVltSZ7TauzrTu3vTRq0JjodF32+qwRxHcevouglBEn0uM+5Ro4Omnb2dcbVlnx2+chb6Wfeybk6r/DO8jt5a/LytpSXHXfamljUyyBea2dr0uFdx3ds6KqrYBG3QOIiRYo0xeE+FkMYH8LgGOPz0j7vVLf35BFtTgb0ZvIdJX75bY94P8kubu6jF7aiM5t8z7kWtqJxvXSSXeyR7ov/+e1kthVEACCQjorsCOC1117T47IRPwrRqd2mloivWljzkywXkf7UlWgzPzZiwe1WwmkjXYOEc4jxOmjPCOkcJIb7rC3leRlJ3Q0VlHuQdlkZl5X1OVifg0ftKuOTGR+P2amRXgF3iSQiEF6RcIm0l8ecCkcpLO4XqIBAjGqyJvE85uFQN24fLLyVHr8uprO5gUG9HI4YO6/0dCWY+887nCkYdo3Ar+N4us93wec953Yec9kPDw1ss/Zv7uuJ6+mM7WiPbW5aV1UdW1m1q7LyUF31ScxhpD2Onpri/XErTu2OHzYaOJ+H9bl5wicxlEgRDOqlEC9PEQyKMCgC2wGGHa/9GBN4tX952n/leIQRGY6KVCACAIF0VARHAPp1XZHdZ0Rqlx/ZVQt3IALQlWgzP+G0ki4b5Rqm3EOUe5jxuQi72WFsqc5JrbydMdjdyngdvM/N+9yMd4TxDrEeG4cMCbhDxByM18YiQyLpFgi3TCEi4RYIp0R6FA5XWVxjUZVwKhTCYx7CMdDdWLl/R9ze7fFdzfWUz8OgXgb1mntvG7sS+o0nBm3nnI5zKJpGEtdQ3yXEk+hxJSCecx7nKZt1j9W009S7vbtzU3PjxtraTWUVG5qazre1JHttPWW3Mvdv/Pz2lXOeQROP+wQS4wlUIFAe8xIjA6amqq7KAnzYyiAeFsdpH2wHGGb86DfYRH2tPcvFH/76U49HHpHhqEgFIgAQSEdFagQw1mNBBPBT0bXdppYIrpqu/Mt7RE/7q6ed86MXHGck+tjJUXJvamKJNvNT7kHKbaPcQ7hjEBsxE3ZTb33hzcunmisKcIeNRZyM1854nYzXwSJ21jvI+4YF1K5ymCYyMkfw6BDt7ud8wzKDyTQukW6JdEm4Q8HtMu4UUCfjGXGbO3PSLny0cM6FMyc8VjPtc/8gj81U0dOZ2NN1aMB6wm4/63afI4gsgsh0exLtjkO2oT3WgW3Gng1dhg1dho19xt01taurqlfWN26z9Od3tqdmp5xetWRORU4W4RphMUQYm/zjPgH3kcNme1vNcGPFUH0xNtjPoiiN+kgE9gIIM8afpY/z5RnalZ88DhHAQyLDUZEKRAAgkI6KyAjgad3YRBGpfYbe7Ta1RGrVdOVZBohPG87+6Dk/6YLPODwF/iXRZn7cYcHsFso1iNvNjr6Oloo7lTlpls5m0jXEeJ2s10m5hyn3MOMdEdARAR3mMbtIelSeVDlS4wkRs4n4sMqgMoPKlFfCHRI6rFBuCXNyqJNy2nobK/ZvXR+/NqY09xYybKURF+1zU4iL9rpoxG23NHZ2nOnsPGQxHx0aOu5ynSfJGzST43QeHBraaRvcMWDdabbsNnZtM7RtMBp3VVZ9UtewtqVtV6chqb05bcu6T8rvZKOOIcI5RDptpNOGjZhJh5VxO9CBHqSvfbi+yG5ooNxOGvGQHhdHUlPd3pNHZDj5X0YA//IL9idd+cnjEAE8JDIcFalABAAC6SiIAEIgUvuMyJ5iRWrVdCXkSXjII85xrhzZ/tSVaDO/b7AXGezzWLqMtQW5qefri295B/tJp41wDJLuIRpx8riPRRw85uDRIcYzwPhsIo3ItE8kvAphDzCeUYnwc6hIOCXcrhIuGXcKOMIhbtw+0Fx8PW7lx7u2xJsMbZTHSSGu7+//Iy7K46Q8TtI93NF2urPjsKnvuHXwiMNxmiCusWye03F4eHjvkG23dWC7xbKvr3dvp2GrsXdPbe2ypubYjs79A6abvYai9vpKFkMoxI3bLZitFxs0YrZefMhEOofxEYvX2DpQXejq7fIN9Lr7O3G7jfS6p7q9J4/IcPKzrAIY/+Rnv+z414QIIDIcFalABAAC6ajIiwBCjs+fnYjsMyah3aaWiKya3rz2BE9+9LQ//NFfxz8+zoKCR/+tiPSnrkSb+b2Wrv664psXj+deOWdurcXsVtw+6BsyEe5hkSFlkRMZjPbYOHSYRYc4ZPD7h/8xO4sOC5hdJYYVbFhEBkXCw6EOCfcKmJdFHOiItfDWtU0b1xXk3HRZLYTHQXgcFOKiEBeFuGmfm0E9LOJmfO5uQ0pH+5G+vpNW6zmn/SyGXWXZPKfjoG1ol822zTqww2ze02PcZejcYuzd1dCwsq19u8ly2dSXiXksPIlJLC0ypECgrM9FuWyYrQ8b7KWcNmLY7GirslQW9JXf6S27ZWupxp3DpHNkqtt78ogMJz/5vTpO/wsRgK5EhqMiFYgAQCAdFWERwOT0W5HXZ0RDfx95VZsEnsUJ49/ReuzXcY7/aArwoyPjiPSnrkSb+aty0hIPbM5Pv+Ds7/LZ+n1DJsTWj9mtIsdIPMNhbsJlJZ0m0mWmkUHKNUA4TALu5DE353PwyJDgtgi+EYVGRMLH+lw8jnAEOtzbfuXCuS3xG9sa60jES/m8lNdJeByE2445hnG3nfQ6WQxhUC+Desy9uR1tx409JyyW0w77BdR3lWWKHI5DNtuOwcFtVut2s2WvsWdXV9d2o3FvU/P6DsOuvv4LA+ZsmaMklhJpQmQomaVlhhAIH+u1M147h7gop83T02StLTDkpRvyMl39HYRzCLcPTXV7Tx6R4eTxA/ewiAB+NLwIRyLDUZEKRAAgkI6KvAhgnHB9ooi8PmNy2m1qibyqTQKTGQGEdjLwLESb+c8f2GqoyHVbepDBPrep29nfTriGJZ6TRYEnUGzEgjv6cXsv6R5gfMMc5uQxO4c6WMzL4QhPogKFqTwdlHmJJSSOEnmmuapkdcynx/ftNLc34K4R0uMiXXbKZcftQ6hjCHUMEx4H5XWOLQSgfe5hc1VH26nuruOm/mODthOIO4mmc+wjB2y2bYPWrVbrTpNlX2/Pnq6uXT09+5tb4gydu/v7r7odNarAyhwj0oRIkxJNiBQmM4TMkAKOCKiX87lJl83d22qquj1QX+C2dPqGzb5h61S39+QRGU4ef4IdWgQw/mmwCuBpRIajIhWIAEAgHRVhEcBjwCqA0IjI/j7iq6YHP2nG/tiZIc/qn3YQIoCQiTbz99WVOPsNngGjx9LjMhk8g32k18nTJI248BEL7jALJML5nCzqFhlc4UiR8HA+F+Nz0z43i/tEngkogsSSmsSTPmdudlp87Jqc9EtDxnbcbsOdw6RrhHAM4y477hzBXCO4a4R0O3D7EOW20z4Phbg9I12d7WcNhqOmvhNW6wmX8zxN5TodR2yDOwYHtw8O7DKZ9/YZ9/T1HjD27G1qiuvqOthnvIJ7u1SBlTlaZimRISUaFylconGZxATMK6BeDkc4DCHsNsRscBibHN1Nrv6Oka7mqW7vySMynDz+nf+nfXn+1GuO8ylEAA+JDEdFKhABgEA6CiKAEIj4PiMi+/uIr5pOPG1hyPirRV77YVX/OH84zjD30ZHowzN/9CDwLESb+R09LW5Tp93Yajc2445BnsQ4EscdtmFDLT7cy/rsHO7hSJTDEIFEJRoXcDfjcdBeJ4N6eBoP+NV7owG/LJJe5+XEk3u2bzG2N2F2G+YcIVx23DGEDg9i9iHMOYK57LhrhHTZCZedcAyTzhHa56F9btIzbGhL7Gg/3ms8YTEfdTjOEUSOw3HMOrClq3tDV9dGc//u/r59pv4jXd07m5riOzuPmvtvcMSQxFISS0kMKTKUQGISQ4oULhA+3ucRUC+P+zgcoX0eFnG5LT3G8lvtt1O7S65PdXtPHpHh5PFXTo3/5RnaNR88wzf5sx9/2v9DOBIZjopUIAIAgXRUZEcAOgF9RjgCVZtMImyYGO5Em/mdva3DhtohQy3mHKQRBzpi8Vq60aF+2j3I+kZIl5X1uTgcYTGvSJMCjtCeYdI1xPrcEkdrqnLv3n1F5Pu72o7t3510+sSwyfj/t3fe0U2c6R5O2fTdTbJJCJ1gOpheEnoxBmwwBgwh9E5CryFAAgGSkAAhhA6m28bGvdvqvbcZjTQzkmbULMnGNoRm3JQc7h++l+VCYInWsi3rfc5zOEQW3j3f+zue7/t5JNlJg4002AiDzYDSeh2Fai11YjobabCTBjuB2QmDHdc7CIPDhDtIo0x0kcv6VizcLZd/gyL7rNZzBP6DTrtZqVhXULiEz9/A5W4R8L8UCrYyGWuFgh80ioulLrqkyFZsp4udNo+dLrbTxU67x0YV2ykPZXKbCY+FdFMmF2VyWQgLolTkJTMuHRNnJTT2ejccwZDkevzh6Y+fw83sZ3ujJKraVXSrsMD9wz56xRJi0njj6GFNViJiPL1yqeuHfbcZBTVuVwMvFFQAIOhHoQLwgWDYhTQ/YGoNSTPbJgY6wRZ+OSNNx8/DFXybUWPSiDEhwyhi2oxaN00WO2mH2egkDUUmzGOnS4s9xTazg9A5Sb2LMt28UV5WWuJyWAuyUtasWBgfe9qCIVbSQOt1NK63G/VWDKH0OguiMSEaWq+z45jTZLCbjDYCs5EGO4E5cMxu1Dtw1KyXsRl7+NwdEvFOrfobs+UESRzQaDao1RsU8vUyySap+Eu5bDeHs57F3CgW/mwlhdedNhdtclktRRTpos3FDmux01ZXVRSZDG4zUUQanaTRbSaKzLiNNKJSoSAnFZXyG3u9G45gSDJUAA1JAyeqpqSEXraIiBiPh48hIsLJqAjT9ChzTHTTdXqUKWoSGRmOTxhDRIy3rlpZW1baYMsFFQAI+lGoAHwgGHYhzQ+YWkPSzLaJgU6whd+slREqgV7MNCr4mJiBSzk0qrQbtU5CX3e6dtsoN0V6bFSZp6i8pMhlMdiNGgeh99goo1b5/e6v9n2zXcZl2S2kx1lkJY1WDKExhNbrLIjGgmopVEvrdXYCs5MGJ2m045iNNDpNhN2otxq0diNix1GbUSviHeOwdggF25Ty7SbiKIH/pNFsUCnXyeUbpaJNEtEWmeQbBmMdm7ldIYm97rQW22mPjXJbLUVm3GO1FNtpj8Pqtlo8tNlDmTy02WXCHQTqwDEnaaRxTC3gCHIyUKmgsde74QiGJMMPz4akIRNVcuxXfMJYcmpk4x/sfdU0NRIfP/r62dMNs2JQAYCgH4UKwAeCYRfS/ICpAUFLsIWfxlSIiEmoxUYl36wW2TBtkcnoNhuLTGiR2Vj3e3UXZSoiDdfKm1hOAAAgAElEQVSLbMU2k5NAHLimyII7KPLErwcP7NuFqRV2k9FuJhwmvO51/hSqpVCtBVFbEI3NgNoIg4002EijjTSatSoa1diMiMtkdBIGm1HnIFA7jmhl1xj5X7FZW0WiLUbDzwR+UKVar1Sskck2igSbBILNYuE3BXkbOKx9qCqlxGH12CwuC+Ey40UUWWynSuxUsZ12UaTLZCy2WTw2ykOb3RTpJPUuM2HGdAXJcdfOHMEV4sZe74Yj2JIM+JuGSdQfVVWWBZ8RE8PqDtLUgrmlF8/dU8prS//3N+q1paX3lPKS479SC+Y2+jn/P0pOnkgtnPtHdbW/1w0qABD0o1AB+ADsQgIRmBoQtARb+Gm92mpArDjqtOBWo66INDpNRo/VVGIjiq2mYpvFY7W4aVOJg/bYTDaDssiEemxmlYR78fSvBWkJRpWUMiJmRE3pNVYMofU6GkNoDKFQrQXR0BhixzG7CbebcBtppA2oBdXYjIjVoLUbtU4Sc5J6B4HRmJpQc1iFexiMrXzeFp3me6PhgFq1QSFfKxWvE/LX8/lb+bwdBfmb+dyDNC71WC0Ok9GilThxvdtMFNNmj9XitpAeO+WxWer+dNNmj40qMuFWTKdkZjIuH+Ulx5q18sZe74Yj2JIM+JsGSNQfVVWmmGhyakTd4f/GtcQ/Kiqe+uSKihvXEpt+EUBOjTDFRP9R498WACoAEPSjUAH4AOxCAhGYGhC0BFv4SY3UiutpI2I1IEUW0k5gdtxQRBE2HHHgqJMwFJlwJ4k4cI0dVxdZjHaTQcjMPrR3GycjgdTKSI3cpJVZECWl19B6XZ1U3QcB6HVWArORxiLaYieNDgtpN+F2o95JGBwEZjVo7Uad1aBx4DqbUWMzaESc0wX527icbUr5HgN2WKXYIpdtFAk3CLjredxtbOY2FuMbteyS02IoIo1Wo46Qc20GtYc2u60WF212W80eO13itBU7rB477bKQbpuliDKZNFJB8jlB8hlSJSQ00sZe74Yj2JIM+JsGSJRlwWcPz//VNtvz/JNqmy0AWoCoCGrRPL8uHVQAIOhHoQLwAdiFBCIwNSBoCbbw64VMs05BYxqHhSgt9ritFiumtaAKGtPYjaiTwGwGtVWvtBtVbqtJJxOkxF9gZVxFRUxSwaE0Ykono1G5ncBoHKP0GgrVUHU3AhhQyojaTLiTMtlMuNWot5MGhwl34Fjd6/MdhMFq0FCowoYpbEaVRsg49tOGvJydXM43YuEuFDmkVHwllW2RCDfxOBv5nJ2Mgi8F3IM0LnNbLUWk0UHo7YTeYTK4aJPHRnlsFo/N4raa6z680FP3TgE2i0WvURWmyLOvGGVsg1J05Mc9jb3eDUewJRnwN/5OVMmxX+vu/6cWzH3yl/8jto181Ee/9EdFRdNvAYiJ40pOHvPf6kEFAIJ+FCoAH4BdSCACUwOClmALv0HKtiBKl4V00uYSd5GLNlF6JY1p7Dhix7VWTGlF5Tajxm4yitgFP+/fw8vPJMX5pDDTKk61SbMpSY4dR1w2qshK20yEw2xyUBYbaXDSFidldlJmuwm3kQY7jlkxxE4YnKTBSRpsRp3diNB6FYXICSW/MPnC1i8WrFk2Nz/3Fw57n4C3S6P+SaH4WiLdKuJv4rA38bm7WazdCskFl5V0Wc1FFsJlo4tocxFFumiT22Zx22i31eSmTXaT0WUh3LS5iDJZdDINI1ldkESqBEo+Y/eX6xbMim7s9W44gi3JgL/xa6JqSkrwCWOf8fv/R4/9T7YAAXEvAB4+praszE8LCBUACPpRqAB8AHYhgQhMDQhagi38Jq2CwrRFFEmoRHVnclqvchKYk0CteoXdqLUb1BZUc+rw/hOHDsgZmXrmVbTgClZwkWTFkbwUUspwmgm7mXRazG6Hw1PkKi4qctlsTtrisJishMFuJuykwYrrbUa9w4TTmMZu1NoMWgeuo1EFhciyE2KXfha966vNOi1qMqMc9kEOa7dM9p1a9b1ItIXH2chkbGYxd3FYP5qMgiLa5LLRLitdZLW4LKTHTjkthIs2FZlwJ6l3W4giinSSBptRSyj4CDtFz0unEAmuFh/4bteU8LF5qcmNvd4NR7AlGfA3fk0UtWwRGR1pjom+kZz08MHHfvP/NOuefCM5qdEP+c+WnBpJL1/kpwWECgAE/ShUAD4Au5BABKYGBC3BFn7aiNpwvQVRECqhWSulMZXNqLUbNBQitRnUVqOWm5Py/Y7N5w59x4w9oEo9jmQc02eeQLNOaTJPIvlXTBqJg8CsmNaGYw7K7HI4nJTFZiIdlNlGGq0EZieNNgNqxRCrXmXF1Ca1kFQJzGqhTa/QiwrOHtq1Yv7M7Vs26vUGh72IIo0yaRKH871E/JNScYjP/4rF2FyQt7Ugf5eAc+5GedndO/eKnQ5X3Yv/aZPTQrgthMuMOwhDkcngMBkdZiOtVxIKHsrJMCl5NoNWLeJ9u2Pj8oUL0uIumXWaxl7vhiPYkgz4G/8lqtpVRESMNz/lJQDPSWC8HGBSWE2xp35Xrw6oAEDQj0IF4AOwCwlEYGpA0BJs4beTRkqvMmmlFlRJIQoLIrVoRGaNkEZkTtpy9fzxrzcsz7kcqym8pko/pctP0GTHohnHtMmH5Yk/o+w0G2Fw2e12M2E1olYcsxEGO47ZSNxJWWyk0WpArJjWZkBpVElrxRSqNCkFFo3IrBYYJOyDO9dPDhu+ZME8AjebcNxOkRX37lrMBqnkvFJ+WqM+w+Xuzsvblp/3LYd1WCZk4Hr07t2Ku3cqnFbaTpG0EaH1KgeBOEmERpVmrYTSyQilAGGn69gZhIJtx3WoVLRj05rwUcMyr8aZdBqTWtnY691wBFuSAX/jv0TdKizAw8eYY6LLLp5/7EvPeQtAHSXHj/7pwfvBgwf/8ZGGEQ8fc0fA98caQgUAgn4UKgAfgF1IIAJTA4KWYAu/1agz65RWg47GNBad1KwRm1QCk1ok4+T9tPvLg/t2YSq5kzK5bbQNRx24zoZK9Xnn5fEHBBd/UDMyDAqR3YQ7KJPDhFOo1mpA7YSRxg02wkDptRZUbdEpLFqpWS0262QmtciiEZNKgSgvee+XayPGjYyZPiM/L89qc2Jatcftrq6puXHzN7fLajGLKTNbJj3L555kF54R8nK5hdlqmaT0enlNjfduxX2aMFh0Ugsit6AKs0ZsUgtpVGZSCXXMFG1hokFSYEbkcl7hN1s3Lp4dk596jVTJCJWUhAoAAHzFf4ly/7CPiAg3x0TfUyoe+9JfqgDuKRVNvAIgIsa793/njzWECgAE/ShUAD4Au5BABKYGBC3BFn5SI7ViOhuOmHVSQsElFFxCKWJkXtuxfmla/EW72Vzicf9242Z5Wbnb6SotKS0tdqMFlyRXfhInn9Jy83UCJq4U0ZiGxhAaQykMMaNaGsdovc6KIaRWTqhEBgkbEzFIOcck52BiVsr5YwumTxo3cvjCufN5BXkuV4kBw3QKKWEwXL9e8vvv3uqqyhs3yimK1mnVGpWckZvOzM9VSsWYTlpRUen1/u71/m7GjYRaYtKI9cJ8lJ1mEOaYNCJSydNzUjFeOqkSaiS8r7/cFBkelp0URyMaQinCFVKDRNDY691wBFuSAX/jv0TRSxeSURHmmGhvWeljX3p4zn/sz0f/8yHVNpsPFcCj3+GxJzzt8Wd/n2dUAGTUJHrl0vpbuX8DFQAI+lGoAHwAdiGBCEwNCFqCLfykRkaqRSaVgFSLzFq5Xsr/5bvt33+9RSnkWgyY3URcLykpcXs8TqfH5bnuue6ympD8C/Lko5iUR2iVRpXUbsKL7RanhbTimEmvoQ16G26g9BoLoiLVEoOUgwgKDDKOUVQgz792/PuvF86aNvyToRvXrObn5+jk0pLSm2q5WCHgKMVCh6Oottb7+++///777xUV90rLymirQy6W8hk5JoKw0VR5+a37FdX37lU4bHa9XICJ8mXZV7QFVxFGEspJQ9hpOmYSqeJpZMLdO7fGTIlMvnSeUMtxmQBXiHC5xCgTN/Z6NxzBlmTA3/gvUcSk8abpUY+dxuv4SxXAg6ccv598/OEjD55ypH/suz3P85/nFgPT9Chi0nh/rCFUACDoR6EC8AHYhQQiMDUgaAm28OMqvkHKwiQsraDg8qmjW1Yv3bDkU51UZMYQE6JymIgSt9tBmYusVqfV5qQsBn6mPOWYIvUYqRJROEaiGjtldtM4JuMRGplZK6ONeiuGmNRyQikyyri4QmAQM/XcbEnG5T0blo0a1HvM6LCdW7co+SxUJhKwWVa7C9OoxByGmMPQI3rKTJWXlVVWVnq93jt37ynkMqWYIRfmuhy2srKbDrvH7Si6fft2UVGxQSHGxAU6Roq64CrKTjEKs42SAqOUqRCw9n7z1YypkYnnzhAqOalREEoJKmDpRRyDlN/Y691wBFuSAX/jv0QZRw978hfyddRXBfAkzy4LHjzHUf8Zjz9D4+hh9bVujwIVAAj6UagAfAB2IYEITA0IWoIt/HoJ0yjn87OSVsyLGfnxoH2blssZGU4L6bRSbofd43J7ilxOi4Uy6EmNHONnKtNPKjJOawqTUBnfhGoIRE0TBqNKjMkFhEpS9/p/s05llPMNQgYu5RByLinn8ZNOb1s5N3z4xx8P/vjYgf0aIZtQy7Vifvq1eKvdrVHIRcx8KZshZBeK2IUSLsNiMuEGPaJTGVCFnJ8rKkgRFmbYrHa9BpEWZtkps9lsxXUKhJuJcNKMMo5FLzdpRKRGJOczdm5dFxM9OSPhikmrMsrERpkQFTD1Ig4q4uiF7MZe74Yj2JIM+JsGuAvgv30hgN2XFwL86WsBnnxCvbwQAO4CgAoADEihAvAB2IUEIjA1IGgJtvBrefkJp36ZNmlcVMSE1EuxvIRjsrwkGseKXa4ST7HbWeSkaIteq+fnKTLPK7LOqXMuqFkZOkEhKhWiMhEmF+hFTKNSRKFq2oDYjXpSLdXzczF+DsbLNgrzUG5Oxrkji6aFjRgYGj5mzOmf9+tEHFwtNWkVWhHv/PFDFspuNtPcvOz8tMTCzKSC1IS0+NjCrJT4s0cvHf8xNzE2O/5UxuXjImauWsRT8ZlqAdtpczjsbkwhxKQcTMYj1SLaoKOMCL8wa/vmdTOnRqZcPmdUiDGZwCATowImImAjfCYmERrk8EIAAPARP74XwLJFde8F8LS3A3zwfBWAb28H+Kd/f/DXK4BnP1gnvBcAVABgQAoVgA/ALiQQgakBQUuwhX/ftnX9Qrvv3vGljM2Q5CUVHP+qMPYHVX4iqRYblGINO1uWe1WadVGUekaSFqsuSEQ5GaiUhwhZiISvl/C17BxMyDTrlFYDajWgVgOiFxYivDyMl02KcjB+TuyPOz6dMGJgaPfI8WFZV2IRIQOTiwiVhFDLtSL+uSM/Fubl3rhZIRWKMuJjs66ez0o4m5tysTAj4crJg4lnDuWnXGBmXSvISmbmpMk4BYLCHJMBu19Zbadok15L4XoLpiU0EkIrkwu5WzesChs76tKJXwi1Qi/l6yUCLTtXxyvExDy9iGeQiY0KaWOvd8MRbEkG/I3/EvXwEwGe9qGAD56vAvDhQwEf/Hc3/D/5nZ9dAcAnAkAFAAakUAH4AOxCAhGYGhC0BFv4Rw7pv2/bJikrT8VnqTnZzIsHWJcOqlJ+1WRfkBZkSLITxJmXBCmnRVlxKnaull+gl7L1MiGJqCkMweUCTMTAVWKTVmFB1IRajAkLUEEewsnCRQVaZtqv36yPGtWvf69uCz6Nyb92BRUyMCnfIBPopTy9TKTksRLPnfp1/x6KsptJU07Sxcy4M5nxp7OTzmUnxeYmns29dp6ZmcjMTGJmJgrys1RCjtVC3fztrru4HFPLbKTBSmAWTEtqZbyCrC83rZo1Ler8kUOYTIir5JhMrOMzNexcLacAFfEwiQCTivUifmOvd8MRbEkG/I3/EnWbz8XDx5hjoqkFc/+4X/Hol56/AvjjfgW1YO5/UwHUfZ8n//6cz3+eCgAPH3NHyPfHGkIFAIJ+FCoAH4BdSCACUwOClmAL/7VzJ7IunCi8dknGylVw8griTvHS4hBBoYqdI2fmKrmFGiFXzS3QCFhaIduokllJI2XEbCbSgqhxlRQTs3ClGFdJTBopLmHoChNRVgohYUizE3atnjtxaN9BfXuuXjJfVJCpEzD0Eg4m5WFSLiblakVsMSM/MzHu5IF9p37eh2MGVClhZyXz89LYmfGczMs5SefS4k5lxJ3OS7nEzEzk5KbJBezS8jtWqzsv5QqpU1gwHWXQmVGFlJ29ed3KCWFjM66cw1UyXCXBlTKdgIkI2YiQo2bno2IhIhJoBFxUBB8KCAA+4r9EVbtdRMT4ukPyjeSkR7/0/BXAjeSkpx28HzzfhwI+edR/9EvPfv7Tnvz4XQCTwmqKPfW5dv8HVAAg6EehAvAB2IUEIjA1IGgJtvCzU+NZyZc4aXGslMuC7GQ1jyFjZMsY2Wo+WyfiaYRcjYCj5TM1AhYq4RIaOaFVWXEjqVUiIjbKL0SFDFwuIJQik5yL87MIYbaem5l/8cjnsyaOHRw6csigbzavkzGyEREHlfAwGR+V8vQyISLmoEKGlJnLzMnMTIpLPHskM+60VsKz4AY7TWklPE7WtfhTh7ISzrAz4kWFGdzsJDE7X6OQCfmCtLhzqJRrRlSYUoirJbyC1C1rV3w2Izr9yjlCJSXVMqNcpBfzEAEb4TMQIRuTigxyCSoWoiIBKhY29no3HMGWZMDf+DVR1LKF5NTIuhsBqu22R79Ud+B/mnXPqbbbnnYLgG8+eO53+H9+yamR9IolflpAqABA0I9CBeADsAsJRGBqQNASbOEX5KQIcpI5KVdEBZlKToGclSPMTVVxC7Uivk4s0IkFGgFbK2BqBWy9VIAKWZhCSmiUiICJ8Aq0rGy9iKkXMXAJG+dlmUS5Bn5OduzBxdPGD+/fc1CfXsd+2qsVclAxDxGx9XIhKubqxBydmKvis+XMXCkzTyEU8gryGBlJ3Iy4wvhfFax0M6IsstG4XqcQMGUClpTP1MhEvIKsrGtX4k7/mnn5mJqXb9YjpEaOSDncgpQt61ZMmzwxL/EirhQTaqVJo8BEHFTI0gsYegHTKBcZ5BJMIjLIJHqpGO4CAACf8WuiastK8fCxdUflJ18O8Gye8RKAJlUB4OPH1N684acFhAoABP0oVAA+ALuQQASmBgQtwRZ+KTNXlJcuzEmTFGbpxAIZM1cj5OplEq2IrxVy1VyGmsdQ8xg6iQARMjU8hk7E1fIZOl4+IijUcfO17CyEnYGyM/ScdHVe4um9m+dFjhzav/eU8WMTz51EJHxUKkTEXETM00m4iJiHSHhKHlPOLpCyCpV8jozHETAL+flp7NSLkuzLeglLycmRFKYLC9Kzr8ZeO38sIfbYtfPHks8fy0m6JMhP00nYuE6lVwgNamlO8uVNa5bPmzW9MCWBUEqMMjEmFaIito7PRHgFBgmXVIpJlRSXSwwyESYRYRKBHu4CAABf8XeiSo4fJSaGPWwBHrsX4GnU++///VQBEBPHlZw67r/VgwoABP0oVAA+ALuQQASmBgQtwRZ+OTtfxsyTMnJkzDwVj6mXyzRCgU7EVwvYah5DyclXsPOVfLZWyFZzctWsHFTI0gkKESFDw8rSsbN1rHSEmYayM5R5V4/v3jh5ZP/BfXpEho3JSYrHVXKDQqyXCXUirk7MR8Q8rZCrEwvUAq6MzZBxWVJWobAgg5uTxi9IZ6XHM9Pj2Wlxckamjp8vyEu7dvZI+uWTOVfPszKTJIwctYCllwuMKjGukRs08oL0+HWfL54RNbkwOZ5UyYxKqUEqRIVcVMTR8hiIgIXJBJiYj4kFuFxiUikwiVAv5mFSUWOvd8MRbEkG/E0DJIpaOJecGvGwBbiRnPSM2wH+uF9xIznJH+f/epeMiqAWz/fr0kEFAIJ+FCoAH4BdSCACUwOClmALvyQvXVaYLcnPUnCZeoUclUrUfJaCnafkFKq4DDkrT81ja0V8RMzV8fL1AoZBWKjnF6JChp6Xqy28hnIy9axU/rVT365dNGnEwH49uq5ZuVSQl41IuJhciMlFqEyoEwsQiUAn5mmEPCWfoxbwFHyOgsfm52UUpFzJT77MzLial3Qh6+r53KvnmZnXWGnxufFnsq+cKEy+xEq7ImPnKXkMnYSrl/P1cqFBKeYWZq79fNHUiAlZVy9hUj4q5irY+aiIgwiYak4+IuSgIq5BKkJFPJ2Ii4p4ejEPkwiMCimhevxTx5sxwZZkwN80QKL+qK42xUwloyIeHp6pBXNLjh+9p1Q8vCmg2m67p1SUHD8aEIf/uvO/6dPpf9TW+nXpoAIAQT8KFYAPwC4kEIGpAUELhB9oHkCSgfqlYRL1R001tWgeMXFcox/d60Vi8gRq8Xx/n/8fQAUAgn4VKgAfgF1IIAJTA4IWCD/QPIAkA/VLQyaq5OQxPHxM3WcEBKimqZF42KjS87ENs2JQAYCgH4UKwAdgFxKIwNSAoAXCDzQPIMlA/dLAiaotK6OXLyYmheHhY4iI8WTUJNP0qEY/2D/L6VGmqElkRDgRPoaYFGZb87n/3v//SaACAEE/ChWAD8AuJBCBqQFBC4QfaB5AkoH6pVESVVPsuSPgu/d/R69cSkwabxw9rMlKRIynVy5z7//uNotRW+xp4IWCCgAE/ShUAD4Au5BABKYGBC0QfqB5AEkG6hdIVFMGKgAQ9KNQAfgAXDMCEZgaELRA+IHmASQZqF8gUU0ZqABA0I9CBeADcM0IRGBqQNAC4QeaB5BkoH6BRDVloAIAQT8KFYAPwDUjEIGpAUELhB9oHkCSgfoFEtWUgQoABP0oVAA+ANeMQASmBgQtEH6geQBJBuoXSFRTBioAEPSjUAH4AFwzAhGYGhC0QPiB5gEkGahfIFFNGagAQNCPQgXgA3DNCERgakDQAuEHmgeQZKB+gUQ1ZaACAEE/ChWAD8A1IxCBqQFBC4QfaB5AkoH6BRLVlIEKAAT9KFQAPgDXjEAEpgYELRB+oHkASQbqF0hUUwYqABD0o1AB+ABcMwIRmBoQtED4geYBJBmoXyBRTRmoAEDQj0IF4ANwzQhEYGpA0ALhB5oHkGSgfoFENWWgAgBBPwoVgA/ANSMQgakBQQuEH2geQJKB+gUS1ZSBCgAE/ShUAD4A14xABKYGBC0QfqB5AEkG6hdIVFMGKgAQ9KONWwEAAAAAAAAAAAA8xl89Vjz7CVABgOC/hQoAAAAAAAAAAIAmxV89Vjz7CVABgOC/hRcC+IAPP5iARgemBgQtEH6geQBJBuoXSFRTBioAEPSjUAH4AFwzAhGYGhC0QPiB5gEkGahfIFFNGagAQNCPQgXgA3DNCERgakDQAuEHmgeQZKB+gUQ1ZaACAEE/ChWAD8A1IxCBqQFBC4QfaB5AkoH6BRLVlIEKAAT9KFQAPgDXjEAEpgYELRB+oHkASQbqF0hUUwYqABD0o1AB+ABcMwIRmBoQtED4geYBJBmoXyBRTRmoAEDQj0IF4ANwzQhEYGpA0ALhB5oHkGSgfoFENWWgAgBBPwoVgA/ANSMQgakBQQuEH2geQJKB+gUS1ZSBCgAE/ShUAD4A14xABKYGBC0QfqB5AEkG6hdIVFMGKgAQ9KNQAfgAXDMCEZgaELRA+IHmASQZqF8gUU2ZRqkAlixbUeeyvwhUAGCACRWAD8A1IxCBqQFBC4QfaB5AkoH6BRLVlGmsCqCqxltV4635i0AFAAaYUAH4AFwzAhGYGhC0QPiB5gEkGahfIFFNGagAQNCPQgXgA3DNCERgakDQAuEHmgeQZKB+gUQ1ZaACAEE/ChWAD8A1IxCBqQFBC4QfaB5AkoH6peET5a6oYbnvHMRK1sic0WxqAsPSxI1mU6ukzoNYibDkrvt+bUOuVaNXALsvUM8vVABggAkVgA/ALiQQgakBQQuEH2geQJKB+qUhE3W9snaV1DGNQ09hUdM59CwuPYdvnSewNXHn8K2zuPT0//u/vUFRVFbVQEVAU6gAlp2UP6dQAYABJlQAPgC7kEAEpgYELRB+oHkASQbqlwZL1GmiLIpFfcqlG/1I/1/6Kd86mUVdMJc3wKI1kQrg9r37/8nK2/cqoQIAA0yoAHwAdiGBCEwNCFog/EDzAJIM1C8NkKiq3/9YJrZHs6m6I/QKiSOOuqEuv19W5a17QlmVV11+/wxZtkLiaPQT/nMaw6WXix3Vv//h16VrIhXA9Rt3rt+4+yfe/H9CBQAGmFAB+ADsQgIRmBoQtDS/8Ldt3bJvaLeVS+empCbKFeJD+/fNmDxu5sRR0WOHTR03sk/Xjl3at+7UrmVI+5Zd27Xq3bHd4K4hg7uF9AhpN7hHl4HdOw3s3nHqyMHTxwyeHD1ozuZ+m34KvZwYw2Rv4nG+jr/wxbaNkXNjxo0dPzB07Ae9It4MX9Ji1be9f40dz8hblpA4ZfbGDzf9NOrHCzFbfh4/f0folNVdvz28cef+2WNmvTku5qVFc/62cdWbs1e8MnnZO6yCg7fUl2t0sfeZa6vzoqsEX9wk88sJwT110l0zv4zSusw6m1FlRmV6lQBVC9QyjlRYWFCQnpB85eSF03sPH1y1/cvoeXNHhIUNGjJ49Mih0yeHLZwZufyzqJXzpi7/LHLNopg1S2PWL525ftGM9Yumb1r26RcLZiydF7XssynLP4taOidy2bwpKxZGN/as6pPml2SgcfF3oqp+/2MO3zqLZ607/KfZf7vvfeqx+b73jzT7b4FSBMziWecLbDX+bAGaSAVgL75pL75pL/7tEW89KVQAYIAJFYAPwC4kEIGpAUFL8wt/eNionRtX8bOTc1KuLJoTExU+6tOosJiJY6aFj50WPnZIr259O33Ur3PHgT26DOwWMrBrx4HdO/XrGvJRqw/6dXb365UAABTzSURBVPnokx6dh/XqEvFJv5njP561NHz9kYVLvhv05eEBV1JnsbhrhMJNXO76qwkr1n05dMKclhFL2q7aNfC7o2MTEqfK2EtSr05c/XW3Td+NSc/bnpGzKzHz659Or/jx2IaFa4cOj3hnRtgbzLXv2w91PLX5w/Ez3ty2oqX7ZGj1pSEVl/tXXxtelTbmduac2ykzKzMmVzBWlBesNeftsebvUabvu3Du8PHzJ05cOHn07ImfTx85dOrX/Ud/3vvLwR0//bDjwA9rdm6fv2pV2PTpn4wdM3LsqMmRYXNnRS6fN3XVwpg1S2Z+sXjmygXTVi+etmnF7DVLZ61cEL1m0YyNS2duWfnpzjXzd66d39izqk+aX5KBxsXfiVomtj88/zvu1TzPP3HcqwmYFoBLrxA7/Ld6TaQCIBxlhKOMcJT/r85HvfFQqADAABMqAB+AXUggAlMDgpbmF/5VKxad/eX75LNHNi2bGz60/8h+PcOHDogeOzJi1LDIMcP7d+/avUP7Lu3adG7fplObll3atu7Wvm2PDm17dGjbt0vHwd07f9yj84QhfaeEDVm8dfaXpzfP3hs5ZmWr3ceGXsucx2B/zuWtZrFWJF2L/urb3ks3d//yu4E/nxiXl7nYJN+jF+3hM7+TCY4XU3m3nNzbJfLrJYiBEBRwLp09/03cL18gh6NvXIjUnZt54tjSjNML3MeH3TnS+378mPsZ0++nTqtMn1aROKoyc1QN59Ma9vQK5vQq9pzf8hbIkr/NTj6WmBh76vzJrw98t3Tzxpkrlk9bsnjqggXTly6etnTxrBXLpy5eHDlv/riYmJGREWMiJ0yZGjEjOmLhnGkrFsSsXz57y+ef7Vwzd/vq+euWztz6xWfbV8/5Zt38fVuW7tm0uLFnVZ80vyQDjYtfE3WaKKu7/3+FxPGMX/4/yX3vH4HSAkxlU2fJMj8tYBOpALTmYq2lRGsp0Vqu/1vqoaV1QgUABphQAfgA7EICEZgaELQ0v/DPmTlt95ZVX66YN33sJ5M+7jd+YGj44N5jB/SZOHzI1LHDR/QL/bhH14FdQ/p07tirY/ueH7ULDWnXt3OHPp079OnSoX+3kN5dP+rRqWP/Yb2W7V287KflQ5cN7BD+yuIdH566NDY9czaTsZjPXpqbHbNrb6+l69vs3NO3MGdrEXrxjin1jiWzwppbZcurcjKr3dzq64qaO6bqe9b7d6jfSrQ37JKbFt5NPKfckFVulZZTvDJVwk3pudtY6h1z3m1D+l087R4aV4ker9EfrhJ/UcOf7hXPq8mbdj9v7h3+Rjd/PzP15Kmzh7/as2vNjm1fbNu6fOvGuau/mDJ//rgZ04dFTRk6OWr41Gmjp88cFR0zOip6VETkqIkTJk2JWLRg1tbVi75eN3/PpsU71sz7dsOibzcs2r1+wbcbF+3esLCxZ1WfNL8kA42L/xJ1vbI2ikX9pd//P0oA3QswhUWV/9/7GtQvTaQCkBhd+45e2Xf0yr5jcf/feAnueShUAGCACRWAD8AuJBCBqQFBS/ML/8ABfZfNmTY7fMTEIX3G9Ov5Sc9OI/t0mzC4b8TwgctmRU0c1j9sUO8RvXsM7NIltGOHbu1bd2nXqmu7Fp3bv9+pfds2bdq898EHb//rveHTR37x0/KYbVGhU98dNedv67997+jp/vHx4/KyZnHy5+WkRX+zq/fxozNI1Ymb+LW7+LXbxqu38Wv3rdmVttz7dEaVPa+qVFVVjt6/rrlfpq8oQ27axOVObTGlKCH5boJjR/OsqnQnUlBCyzxmkRtjF2OsEmNBqYVxxyW7Zy+sJI5Xq766dXFE9YWQ2sKh9/mTjAnTUn+ZGz1twpjJkyZPn7Rk2fyl61dv3LVj9Y5tM5cvGzt9xuCJEf3GhfcfGz5o3MRhEVOGRUYNCZ84aPSoiRETly36dNOKeZuWzf567YJd6xbuWDt/5/oFX69f0Nizqk+aX5KBxsV/iVolddS9/3+649ajj4/YNvJPffSrdX9Pd9xq9OP98/gpl14t9cvLAZpIBcDW2tk6x45DF3ccurjj50v/6+FLbKToUaECAANMqAB8AHYhgQhMDQhaml/4hw7oO2JA70HdOvXv0nFQt85DQ3uM7tdrwscDwocPXvzZ9F6d2vfp1CG0Y/tuHdp2ade6c7u2nULajJ8csmvn0LUrR0yOGDRsWPcho0M+/2b22h/mDp/dbkj0y1MXvvTFpr9/vbv1oYMhZ072zk6eKivcYJAcLSVTyvVxZcjlMjThhiHpNzL9npNfXaK8SzPumrJvUYx7Lvkdl/yuR3vbpSu1SosMbIc2z6rMsCpTLZKrZsElShxvV+cUIflOTZZDcc2ujHcj6eVW8U2X9rZbXVmi/I2//9ap3rV5n3jlM2oF0bfyYnIOTNi1sF/+kQjOyWnR40P7fzJk+ISJYVOjIz6dPWXhggmzPx06ObL/uLC+o8YMGB02aOz4QePG9x85euDIUaPCwqZER65aNmfz53O+WjX36zXz9myEFwIAwFPxU6LcFTXT2PS8J14C8Ozz/4P/XwEE0MsBotlUyf3ael/GJlIB5MrpXDmdq7Bu3H9u4/7zdeYq7blKu7X41kOhAgADTKgAfAB2IYEITA0IWppf+Pt379i9Q9uu7dp0bduqR4d2fTp3HNCjy+ghA2ZPmzx4QGjHNi26t2/T46O2vbqGhPbo1r17t74jeszb3JnPDLfpd1DaAxrhTjFvm0i851rGF1/uGTzps9dmzH1p8bJX1655a9fOtudOjFbx97n08R7txevo5WLd5WLdlRI0ocx47TdLRoVbUFWmqfAofrOwbpKMOw7xHbvgjo1328a7beeXkQwPmu1Qp9qkcWZ+rJl31sI7a5XEORQpTm22TZlslcU5lNdcSK7HJCizK26V6Cqvayv1sVXc2V7Z7Fr+nOqsqMrssbeSR9xPGVTDGZP/y9BxQ7t37Nbto27dQ3r06jNk0ODRo4eGTxgxadLgsPD+o8N6DxsR+smw0I+HhX4yvNfgT/oMGRI2MWzR/JjNn8/dsXr+t+uhAgCAp+KnRLHcd6awqHkCWzx94+GD//H3/w//fMgZU9mfHrn/9H/0Px7Un+c5vj1/CosSl9yr92VsIhVAisicIjKniCypYmrVnjOr9p5NFdOpEjpVQptdNx8KFQAYYEIF4AOwCwlEYGpA0NL8wj+kZ6eeH7Xt0q511w5te4S079etc9iITxbPjpkwZkTrFu+2a/VBp/ZtQrt3De3ZK6Rjp5btWo2aPXDR1+3z03pQ6qVO/VabbhWlWWbWrHIYd4hYKxctfTtm5otzZ7+89vOWGVdXm9TnrltyirFkt+aCW3vBrb3s1l7x6C5fx+JvmlLu2QvvewTV11WVLmGFrbCCSr9vvlJJnKg2HKzS7qrQ7Lyn338bPVyuOOCRHHQIj1l5J6zCs3bpVbs2x67JtimSrbKrdsU1J5LrMjLKrKJbLk1lmb6aulLFW1STF115Naw2d3xt3sjqhA7e9NZljOEnt49cN2/ojAl9p47stPGz/hOGdQ3p3CWke88egwYNHhvWb8TIHgMGdQnt17XPgO79BvfoP7j7gEEDhw2bPGXSigWzdq+DCgAAnoqfEnVQXzKdQ88T2DQ37j988LFf+D/Kk7cD1KG5cf/5D+d/+mDDVADTOPQhrKTel7GJVABxbDyOQ8ZxyTiuKb5OnrlOsugGWXSzTqgAwAATKgAfgF1IIAJTA4KW5hf+iR/3GdGn26Aenfp27zS4T89Fn85ctXTByMED2rf8oPUH77Zv2+qjjz5q1abNv/71fqtW/+ozpF3kmsHztn8QG/uhghOFCGZreVEyxghx/icKxiRG6uQVi/4+a+qLc6e/efqXz9xkbime5UESXZrLbs0ll+aCS3PerblYrLtcjsXdIhIrTMmV5sQq6moVHVuL763RrPFKZnh5Y7ycIV5O/1puf69gcK1ouFc6oUoaXSFbUi7d65Kdc6jSnGheEcp0IgUerNAmT7Yrkx3qZDeWW0aLb103VN7EKuT7K1MG1uaFeRkTa9IGV/3699rz71Tl9riRNaE0O5q+PNF0ZsD1pE/YB0dFD2s3om+HkHateod27d6rR6cevbv26tOld7/Ovft16TOwW99BXfoO6NZv4NDRIz9fNrexZ1WfNL8kA42LnxL1hdQ5i0vPE9jKq//9PnlPqwCedv5/8OCB416NDxXAY1997PGH3/xptxU89g//9PmPOZNLr5U5/6sl+zOaSAUQW4CdKzScKzSeY+DnmMQ5JnmeSZ5nkedZpNF+46FQAYABJlQAPgC7kEAEpgYELc0v/NPHfDxt9JDoccNnRU1aOn/O5PBxXTq0bdfy/fatW7Rp1bJFixbvt3g7tF/btV+EJV6aezp28uztg2M2vn3w1/fzUoezs8Yz0kcUpPXPSeyZHRcad6z3stmvz5z0t5++mWBSXPUYslxInEtzuUh9qUhzya296NFc9Ggv3TCm3iHTKk2JldihKuSrGmxHlWJJJXdiTW7P2tR/eFNf86a/WpvxWm3mm96cv3sL/uFlt/PyO9fw2lTzulWql9wxZ123ya9bVaU21S233kNwbeo0q+JqkS69mOTfu2G+d8Nc7RKXH/+4NqF7LXNgbVqfiiMf1uYOrs4cUp0+tDZndHXWaG/O4NrUntU5Q43nxtoSIq9s+qRw34QdM/p81K5167Yd23fuFtIjtGPP3iGh/Tr37tel94DOvQf0HjKksWdVnzS/JAONi58SFc2m5vCtjx2t//Sc/6cvB3iU+q0AHjxxwvfh+U86h2+NZlP1t37/SxOpAI5nI8ez9cdz9SdysRO5hpN5xpN5+Ml8/GQ+rreVPxQqADDAhArAB2AXEojA1ICgpfmFf8ywQSMG9h7Wv3e/nt16dfmoe4c23Tq0ademZYsW77/9/j9bdv/npNltfzkxNj9rbtrVsfsODpy2ode01W/s/fHdy7GhSZeGXDkbevLn1r/+9E7s4Y8O72i/anaLH7ZH4LJ4D5bp0V51aS+5NJdc6osu9Xm3KrZYffqmMbn6uqLGkuBVbKlSLq4UTrnPDqtijqjO7lKT8p736mu1CS/WXn3Be+1Fb9or3szXvdmv1ua/Xst8q5b7Vi33bzWcf1TrZlY5c+8W62+6kOtO3XWbykPyXMb8YoJ5nRLfuo7fvmG6V2a8Jz5evr9d5ekPq8+3qzn5r+qEDjVpQ2pzx1fnTfRy59Yk9a/89YOqE+/UJnWuSe5UnTKo8srI1JX9u7f98P0Wrd77sE3L9h3bderaoWuPjj1DQ0L7du7dL6RXn8aeVX3S/JIMNC5+StQEhuXJ364/WQE84+MAHlLvdwH8xyP9X31+nRMYlnpfxiZSAfycpv05XXc4A/klE/0lS/9LFnYkCzuSbTiSbUToMoQuR+hyxAoVABhoQgXgA7ALCURgakDQ0vzC37Vjm14hbft16divS4dBPTv37RrSsU3Ld99+97U333y7/Vv/Cn2t3ZBXPlv5wXf7u+3e027Ztp4TVoRELXt1x653fjnY6cTPPQ9/337fzne+2fr6rg3/2L7w/Qs/zLWo04uNOR40yaW9XKS94FKfcynPuBQnPYoTN5Sn7+pia7BjNfxZ3pye1Vmdq/M/rs4ZWHP1vdr4V73xb3kT3vAmvFqb9IY38Y3apFdqU1/2Zr7kzfmbt/DlWs7LXv5LXv5LNfJ2teSmmhJxxXX97WL0VjH6m1tzy63+zaUqdyp+8yC3yvA7ZcR9l9J9bJpr7T9vfvXW/b1vVf3wes2v/6pN7FpbEF6TE1mdMKDyTOd7R9pVnm1XHft27dXWtan9NQeGTuzX9oMPW7/bovW/WrT+oGXbNh1C2oV07ti9Z0iP0JAeoY09q/qk+SUZaFz8fRfAs18I8OT5/7EnOCue+kKAJ3naWf3B8x3pn/xWz35+8NwF8MM19f5kzY8p2p9SdD+lIQfSUS1V+ohlWrpMS5dBBQAGmFAB+ADsQgIRmBoQtDS/8I/o021oj5CPu4cM6NqhV0j7li1a/P0f/3zt9TdfeeP1t1q/+mbnl97q+GKPYX+bNu+NmYv/OWNN77DF7SPnv7xh0z++3d5m3/YOOze2WLfsjfVLXt+w4M2vZrcSJOxxIBlu3VWX7lKR5lyRJtalPOOSH3VLDl4X7r/J232Xs76GNa02vb03/vXaxA9qktrWxv2z9tIr3gsvei+95L3ysjf+VW/SP7zJ73pT3/Ymv1qb+oI3+0Vv/gte1gte3gu1kpe8qg9qdaNr7ZcrPbI7LvEdj/JOieZOKXK7TH+rFP2tWPdbMXKnnKi8Zb2lSdOt6YfOeMu9+I1bG1+v+OrV6sNv1iZ0vH+yffXx9tVXetQWjq3lT65O7uxN+ag2qaszdtBnn7T7sHW791u2fa9Fq/c/+HBo71ajh3Rp06Fj+07dQrr1bOxZ1SfNL8lA4+KnRK36v/cCeM63A3zwlArged4O8METJ/MHf70C+NO/P+P5j9m83wvg2wTF3quqvYnqfUna769pf0jW7U9B1OZStaVUbSlVU6UaqlRDlUIFAAaYUAH4AOxCAhGYGhC0NL/wTx0+MOLjPmMH9ereqe1777795lv/ePWNv7/x5tuvvvbWK//422utX3rlwxffC3lp4NCXh0f+PXrVoDFzWkXOfGnFsre2rv5w26rWaxe9s3TWq4tjXlkw6ZUDaz8xi+OcWJoLuezSnXNpY12aWLfitEd22M3fW8LYejNncQV7cVXuJzVX/+69+GLNlbdq49/1Xn7Fe/nV3y+84j33gvfiC964l2rjXvYmvOxNfsWb8jdvygvejBe8eS94mXUVwMtedYta3aBa83fVTtZtuuC2W3zLJb7tkd8u1d0u098s1t0uwe7dtNy/7bxfanGk/4JunUDMf9u99J0b29tWXepdfalrTWKvil+6VZ/tVZv1sZc1oTa5W01Kt5rUIfYzH88c1Pqj9m1D2rfp3L7VZ2Gd5SdH7F/Z58OWLVu36/hRp26NPav6pPklGWhc/JSoh58I8OSHAj7tn/xpBfCMDwX04T/r6/Enbd6fCLDzsvybOMWueOW3V9V7EjV7k7T7knXfJyMqc6nKXPqwC3jBiCpAEARBEARBEARBEGz2vvBflB0AAAAAAAAAAAAAAAQM/wPVl8d7yZlobQAAAABJRU5ErkJggg==" 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menu makanan</div>
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" width="400" /> </div>
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Form masukan mengunakan sweet alert </div>
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" width="400" /> </div>
<div style="text-align: center;">
Jumlah meja yang tidak terbatas</div>
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<img alt="" height="224" 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width="400" /> </div>
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menu pesanan praktis </div>
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tQ9efhUczhWXwp3npZaof5LfVX5U5WEvxcAALyQQAEgiMhAASCItIECMC0Poj/uuvqGihBSnhE23FG+OKuSkKeX1n0y2ME5aO/Np3/vD/Ee8cU3X08Y5iqfHXtiw+fu/3b7YucfNVpFtLwkq7l+cHGA3M15iJOjx5cxfz77KntZnFy+cc9i/2Gerv+Wz9j3l3YpOtEoANXDs4tHubkNnR57o5YQQlSPsr8b0fOtzm916tTNfVnqs4++1d5OmD2kT48ePXpYun06cenZhqtv2vo666+zHWoJIapH577+RO7lG5ZZem3/Al8Pj+HT9hQ9pa9P31+d7fMkZ1WAfGzYoZ8XjZV7urkMm7HvT/3tc2fn8PEnNYrkcVKgfNutegPah7U+htS/+lrsoinzo6+yzVSo/nPHaK91RU0aAgoAAACYgAJAEJGBAkAQaQMFYFoaFQAh5P7Pji5xD9R/rjw/3XGxspqQyqyQ7h8vy33y+Mzn/7JcklVembPQZXZmZWMRLS/J6h9fL7r3lBBCqn9bbT/soKZIUhZr93K/BadK6gmpuhTp7r23WM/UA7UCKCs59e3Eefuva1RCTeFqy38FxF6vIYTU3Iqf9KFl+JUaQgipPDuuy/D4BypCSGXegi7vrbul4l2fWn+d7aDm4RGv7oM9R4Ul362tf3gl50YV3/q0/aW3z6AOfeecuFdHSNXlSPeR0Xf1XOhqKYD6kuPB/w5OfcLePuz1MaD+qtIEvzdlr43cXyz02r2qYNXQD9vL7Nb83swaQAEAAAATUAAIIjJQAAgibaAApKfij7P59zVvWROiAObJV1yqIU+Vy+Rf5VaR2j/Wyaenar05QIcCeHRx/+rZEwM/mzRr3qd9Bm69oylfe2J8ZdY8+cpLeu5zq25vd3UMHO01L7n0Wfk1ypAOL/ksWdlAmP9bL03PfUoIUd3/xb+zrHNfx+GfzVt/9Gq5Ss/61PrzKgB5/28uNnsZHVUBUPZXaPus0Ns+d7YNfMvSxcPdxcFh6Iw9lytU7O1jQH0Mq7+qrrqW8WmTupIzYR7DozALAAAARAAFgCAiAwWAINIGCkByarnQru6JmtnjD362MrYCKE+bae0QvP3M/7d378F1lgd+x53szLbTTpvd2d1mOjvZP0I3m920Tdtk02J8kZF1O/f3XCSZpVyGtGBMW66FAHaACgiYOGwS2mYJcWIc2IChAWGTLAkhsWRJBltGMuZis1A2F5tAoErIhkkY949jDlpkYknv85yj8X4+8/0Hj2EkJf88P73vcx57av8TO++79F//2xRH3Oc/++8+9N9uu/7Mc7709Jun8Ne+t+pd76l98lNvWf+Fb/2gcW/86y/u+97Xbxs466P/+D3933jl2H9/zhNA14qvvPi2L3O2E0D9+w3585n+IsA8fz5z/noCfv2z8Opg3+KBJ6Z/LIAJAGBOTABSykwAUtxMANG9/ti5//SDn68/k/6zh/t+88Ob3nwn/OBtf/qR//mDw4cPHz78s8fW/cn7/st8JoDXRv7rx/7zkRcF3nhl+wUnfOjmFBNA/TrAn+7+7MfP+8qRNwGmHkr+0b+8aX/j4rtffH9i/6tvHD78y6dubOsf/MmRP33x9v/w+xftef3X/P13+Prf6edQd/QJ4B3+/lG/36A/n6NMAHP9+cz165nn1/+rQ8Nf/vQXvvOjWXz64t8efPbgmz/wvx1f9++7b//R9KcHTAAAc2ICkFJmApDiZgKI75fPbUp+Z9Fvf3hl50d+7598dODxxvn29f2fXfLeD5fPOi23+KNtXX+06B9+6M8+8+nTP/KeRb+3+Oy7nh654P3v/dOzNj018T8++Dv/5tS/eOrn9evxlp/0R7+56H0fW768rfPjXznw+uHDU0MXffRDHWesOefU7LLl+ezvL3rv0gseevmNV4fWZU5Y9O4PlK577Gev7994xpH/7AvveCZ846WHLl7xB7+du++Vw6/vv63vhEXv/helDROvHT58+NXtl/zxot9438e6Cx0f+8A//90TVt3xwi8PH3598hO/+65/9scn9tT+rK/7X/3Wb634/JvH4KP//Tfe4es/2s/htK8+/6vXJj5zysrFJ7x70fsXL1/etiJZNzL1jj+30776/Mvv9P3O5edzzt3vfB3AGy9/67+3/8Gif/CBxcuWd35807NvfRjA3H4+c/165vX1/+r7t530G4ve9bH/9dyxz+4/ffTGypLlmVX/6Zz/2PmhDxZv2Xfk/6CvH/jyWZ2N/73aVlSvf+xnv/6/BIAJQEqdCUCKmwmgSV57Yee3vjt56O0fIvf6y/uGvjP27Kvpfsn6q588PfLI0GTjd7kRvPHq/qEHH/j2Y99/22Vxvzi45+GtD25/6ie/nN3ffwdz/TnM7e8vtJ/PXL+e+Xz9v5r66z1PvjjrDy38xcG9w98d2//KLJ4aAODXMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAlJUarwAAHS9JREFUAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYAKSUmQCkuJkAAABCMQFIKTMBSHEzAQAAhGICkFJmApDiZgIAAAjFBCClzAQgxc0EAAAQiglASpkJQIqbCQAAIBQTgJQyE4AUNxMAAEAoJgApZSYAKW4mAACAUEwAUspMAFLcTAAAAKGYALRASmr9R63lX9gxMwFIcTMBAACEYgJQC3vrqF/tK9Wr9L5Vta9U7UuqfQt8DjABSHEzAQAAhGICUEuafvI/5bQz12+4+eFHvjs6tnNycu/U1NTU1NTk5N7RsZ1btz24fsPNp5x25vQtoOVf/NsyAUhxMwEAAIRiAlCTe+vwX+m95trrR8d2Ts3C6NjOy65YuzCHABOAFDcTAABAKCYANbPGb/4vu2LtLA//M4aAdY0hoOXfTj0TgBQ3EwAAQCgmADWtpNZff9t/67YH53r4n+6uLfeUKr0LZwUwAUhxMwEAAIRiAlBzqp//TzntzHn88v+ojwMcuSBgAawAJgApbiYAAIBQTABqQo3zf+O2v/QmJ/cukBXABCDFzQQAABCKCUCxq5//i5XeIL//n250bGdxAbwRYAKQ4mYCAAAIxQSgqDUu/39g67aw5/+6u7fc2/J7AUwAUtxMAAAAoZgAFLX6IwCXXn5ljPN/3aWXX9na1wFMAFLcTAAAAKGYABSv+iMAxUrv6NhYvAlgdGysta8DmACkuJkAAABCMQEoXkmtv1TpvXrgunjn/7rWPghgApDiZgIAAAjFBKBITXsEIPAtgDO19l5AE4AUNxMAAEAoJgBFqn4LwKpTT5/lMX7fvn3XXnvtvn37jvqPx7Tq1NNb9SCACUCKmwkAACAUE4AildT6i5XeG2/aMMsz/K5du84444xdu3Yd9R+P6cabNhQrvSYA6TjMBAAAEIoJQJFKqn3Fcu3h7zxyzNP7vn37du/ePTg4OHMCGBwc3L1792yeBRjcuq1YriXVvuZ/pyYAKW4mAACAUEwAilH9LYB8Up3NZwEMDAyc8aa3TQB1AwMDx/yPjI6NFZJqS94FMAFIcTMBAACEYgJQjOoTQK5UeXxi4pin93379u1608GDB+t/ePDgwcYfzuYpgMcnJnKliglAOg4zAQAAhGICUIzqHweYLZaPeXQPKFssl1pxHYAJQIqbCQAAIBQTgGJkAjABSMEyAQAAhGICUIyOTACFZGJi8phH9/p1gHXTXwRo/OFsXgSYmJjMFhITgHQcZgIAAAjFBKAYNSaAkdEmXQc4MjpmApCOz0wAAAChmAAUo/p1gNli+f7BB455eq9fB3j//ffPnADuv//+WV4HeP/gA9li2XWA0nGYCQAAIBQTgGLU+ESA629Yf8zT+/Qz/9smgMY/HtP1N6z3iQDS8ZkJAAAgFBOAIpVU+/JJtdK3apZn+H379g0MDDR+4f+2fzymSt+qfFJNqn3N/05NAFLcTAAAAKGYABSppNZfKNd68sUdI6OzPMbP246R0Z58sVCuNf8RgLIJQIqdCQAAIBQTgCLVuBHwgosuiT0BXHDRJa26C7BsApBiZwIAAAjFBKBIJbX+pNqXL1W6s4UdO0binf937BjpzhbypUrSiosAyiYAKXYmAACAUEwAildS6y9WejOF5PwLL443AZx/4cWZQlJs0SMAZROAFDsTAABAKCYAxWv6gwCb77gzxvl/8x13tvYRgLIJQIqdCQAAIBQTgKLWeBBgZVdmeHhH2PP/8PCOlV2Z1j4CUDYBSLEzAQAAhGICUNTqDwIUkmpPvpgvVcb37Al1/h/fsydfqvTki4Wk2sJHAMomACl2JgAAgFBMAIpdUusvvfk6QK6YDA0Ppz//Dw0P54pJ/RWAUkvP/2UTgBQ7EwAAQCgmADWh+gcE5kqVrmy+rb1j0+2b05z/N92+ua29oyubz5UqrfogwOmZAKS4mQAAAEIxAag51S8FyJUq3dnCipWd56w5b/vQ0FwP/9uHhs5Zc96KlZ3d2UKuVGntFQCNTABS3EwAAAChmADUtI68EZBUe3LF9s6epW3tZ69eM8shYPvQ0Nmr1yxta2/v7OnJFfNJteXP/zcyAUhxMwEAAIRiAlAzq68AhXItWyx3ZfIrOrqWLD+5ozuzdt1VW+65d/vQ0O7x8fqZf/f4+PahoS333Lt23VUd3Zkly09e0dHVlclni+VCubZwzv9lE4AUOxMAAEAoJgA1uaTWX78aIJ9UM4WkK5Nv7+ppa+9c2nbyScvaFi9dfuKSZScuWbZ46fKTlrUtbTu5rb2zvaunK5PPFJJ8Uq2//L9wzv9lE4AUOxMAAEAoJgC1pMYQUEiquWI5ky91ZwudmVxHT3Zld2Zld6ajJ9uZyXVnC5l8KVcsFxbk4b+eCUCKmwkAACAUE4BaWP1In1T7SpXeQrmWT6r5UiVXquRKlXypkk+qhXKtVOlNqn0L8/BfzwQgxc0EAAAQiglAC6Qjc8CMWv6FHTMTgBQ3EwAAQCgmACllJgApbiYAAIBQTABSykwAUtxMAAAAoZgApJSZAKS4mQAAAEIxAUgpMwFIcTMBAACEYgKQUmYCkOJmAgAACMUEIKXMBCDFzQQAABCKCUBKmQlAipsJAAAgFBOAlDITgBQ3EwAAQCgmACllJgApbiYAAIBQTABSykwAUtxMAAAAoZgApJSZAKS4mQAAAEIxAUgpMwFIcTMBAACEYgKQUmYCkOJmAgAACMUEIKXMBCDFzQQAABCKCUBKmQlAipsJAAAgFBOAlDITgBQ3EwAAQCgmACllJgApbiYAAIBQTABSykwAUtxMAAAAoZgAtEBKav1HreVf2DEzAUhxMwEAAIRiAlALe+uoX+0r1av0vlW1r1TtS6p9C3wOMAFIcTMBAACEYgJQS5p+8j/ltDPXb7j54Ue+Ozq2c3Jy79TU1NTU1OTk3tGxnVu3Pbh+w82nnHbm9C2g5V/82zIBSHEzAQAAhGICUJN76/Bf6b3m2utHx3ZOzcLo2M7Lrli7MIcAE4AUNxMAAEAoJgA1s8Zv/i+7Yu0sD/8zhoB1jSGg5d9OPROAFDcTAABAKCYANa2k1l9/23/rtgfnevif7q4t95QqvQtnBTABSHEzAQAAhGICUHOqn/9POe3Mefzy/6iPAxy5IGABrAAmACluJgAAgFBMAGpCjfN/47a/9CYn9y6QFcAEIMXNBAAAEIoJQLGrn/+Lld4gv/+fbnRsZ3EBvBFgApDiZgIAAAjFBKCoNS7/f2DrtrDn/7q7t9zb8nsBTABS3EwAAAChmAAUtfojAJdefmWM83/dpZdf2drXAUwAUtxMAAAAoZgAFK/6IwDFSu/o2Fi8CWB0bKy1rwOYAKS4mQAAAEIxASheSa2/VOm9euC6eOf/utY+CGACkOJmAgAACMUEoEhNewQg8C2AM7X2XkATgBQ3EwAAQCgmAEWqfgvAqlNPn+t5fuPGjRs3bpzrv7Xq1NNb9SCACUCKmwkAACAUE4AildT6i5XeG2/aMNfD/MDAwMDAwFz/rRtv2lCs9JoApOMwEwAAQCgmAEUqqfYVy7WHv/NIcyaAwa3biuVaUu1r/ndqApDiZgIAAAjFBKAY1d8CyCfVeXwWwPwmgNGxsUJSbcm7ACYAKW4mAACAUEwAilF9AsiVKo9PTDRnAnh8YiJXqpgApOMwEwAAQCgmAMWo/nGA2WJ5Nqf3jRs3XjvNueeee+65507/k1neDpgtlkutuA7ABCDFzQQAABCKCUAxmusEMDDN6tWrV69ePf1PTADS3+tMAAAAoZgAFKMjE0AhmZiYnM3pfbr5vQgwMTGZLSQmAOk4zAQAABCKCUAxakwAI6NNug5wZHTMBCAdn5kAAABCMQEoRvXrALPF8v2DDzRnArh/8IFssew6QOk4zAQAABCKCUAxanwiwPU3rG/OBHD9Det9IoB0fGYCAAAIxQSgSCXVvnxSrfStmuthfuPGjbO8/2+6St+qfFJNqn3N/05NAFLcTAAAAKGYABSppNZfKNd68sUdI6NzPc/P1Y6R0Z58sVCuNf8RgLIJQIqdCQAAIBQTgCLVuBHwgosuiT0BXHDRJa26C7BsApBiZwIAAAjFBKBIJbX+pNqXL1W6s4UdO0binf937BjpzhbypUrSiosAyiYAKXYmAACAUEwAildS6y9WejOF5PwLL443AZx/4cWZQlJs0SMAZROAFDsTAABAKCYAxWv6gwCb77gzxvl/8x13tvYRgLIJQIqdCQAAIBQTgKLWeBBgZVdmeHhH2PP/8PCOlV2Z1j4CUDYBSLEzAQAAhGICUNTqDwIUkmpPvpgvVcb37Al1/h/fsydfqvTki4Wk2sJHAMomACl2JgAAgFBMAIpdUusvvfk6QK6YDA0Ppz//Dw0P54pJ/RWAUkvP/2UTgBQ7EwAAQCgmADWh+gcE5kqVrmy+rb1j0+2b05z/N92+ua29oyubz5UqrfogwOmZAKS4mQAAAEIxAag51S8FyJUq3dnCipWd56w5b/vQ0FwP/9uHhs5Zc96KlZ3d2UKuVGntFQCNTABS3EwAAAChmADUtI68EZBUe3LF9s6epW3tZ69eM8shYPvQ0Nmr1yxta2/v7OnJFfNJteXP/zcyAUhxMwEAAIRiAlAzq68AhXItWyx3ZfIrOrqWLD+5ozuzdt1VW+65d/vQ0O7x8fqZf/f4+PahoS333Lt23VUd3Zkly09e0dHVlclni+VCubZwzv9lE4AUOxMAAEAoJgA1uaTWX78aIJ9UM4WkK5Nv7+ppa+9c2nbyScvaFi9dfuKSZScuWbZ46fKTlrUtbTu5rb2zvaunK5PPFJJ8Uq2//L9wzv9lE4AUOxMAAEAoJgC1pMYQUEiquWI5ky91ZwudmVxHT3Zld2Zld6ajJ9uZyXVnC5l8KVcsFxbk4b+eCUCKmwkAACAUE4BaWP1In1T7SpXeQrmWT6r5UiVXquRKlXypkk+qhXKtVOlNqn0L8/BfzwQgxc0EAAAQiglAC6Qjc8CMWv6FHTMTgBQ3EwAAQCgmACllJgApbiYAAIBQTABSykwAUtxMAAAAoZgApJSZAKS4mQAAAEIxAUgpMwFIcTMBAACEYgLQAsl1gJKOngkAACAUE4Ba2FtH/WpfqV6l962qfaVqX+MTARfsHGACkOJmAgAACMUEoJY0/eR/ymlnrt9w88OPfHd0bOfk5N6pqampqanJyb2jYzu3bntw/YabTzntzOlbQMu/+LdlApDiZgIAAAjFBKAm99bhv9J7zbXXj47tnJqF0bGdl12xdmEOASYAKW4mAACAUEwAamaN3/xfdsXaWR7+ZwwB6xpDQMu/nXomACluJgAAgFBMAGpaSa2//rb/1m0PzvXwP91dW+4pVXoXzgpgApDiZgIAAAjFBKDmVD//n3LamfP45f9RHwc4ckHAAlgBTABS3EwAAAChmADUhBrn/8Ztf+lNTu5dICuACUCKmwkAACAUE4BiVz//Fyu9QX7/P93o2M7iAngjwAQgxc0EAAAQiglAUWtc/v/A1m1hz/91d2+5t+X3ApgApLiZAAAAQjEBKGr1RwAuvfzKGOf/uksvv7K1rwOYAKS4mQAAAEIxAShe9UcAipXe0bGxeBPA6NhYa18HMAFIcTMBAACEYgJQvJJaf6nSe/XAdfHO/3WtfRDABCDFzQQAABCKCUCRmvYIQOBbAGdq7b2AJgApbiYAAIBQTACKVP0WgFWnnh77/F+36tTTW/UggAlAipsJAAAgFBOAIpXU+ouV3htv2tCcCeDGmzYUK70mAOk4zAQAABCKCUCRSqp9xXLt4e880pwJYHDrtmK5llT7mv+dmgCkuJkAAABCMQEoRvW3APJJNepnAUw3OjZWSKoteRfABCDFzQQAABCKCUAxqk8AuVLl8YmJ5kwAj09M5EoVE4B0HGYCAAAIxQSgGNU/DjBbLM/m9L5x48Zrf62NGzfO5r+TLZZLrbgOwAQgxc0EAAAQiglAMZrrBDDwa5kApL/XmQAAAEIxAShGRyaAQjIxMTmb03t6ExOT2UJiApCOw0wAAAChmAAUo8YEMDLapOsAR0bHTADS8ZkJAAAgFBOAYlS/DjBbLN8/+EBzJoD7Bx/IFsuuA5SOw0wAAAChmAAUo8YnAlx/w/rmTADX37DeJwJIx2cmAACAUEwAilRS7csn1UrfquZMAJW+VfmkmlT7mv+dmgCkuJkAAABCMQEoUkmtv1Cu9eSLO0ZGY5//d4yM9uSLhXKt+Y8AlE0AUuxMAAAAoZgAFKnGjYAXXHRJ7AnggosuadVdgGUTgBQ7EwAAQCgmAEUqqfUn1b58qdKdLezYMRLv/L9jx0h3tpAvVZJWXARQNgFIsTMBAACEYgJQvJJaf7HSmykk5194cbwJ4PwLL84UkmKLHgEomwCk2JkAAABCMQEoXtMfBNh8x50xzv+b77iztY8AlE0AUuxMAAAAoZgAFLXGgwAruzLDwzvCnv+Hh3es7Mq09hGAsglAip0JAAAgFBOAolZ/EKCQVHvyxXypMr5nT6jz//iePflSpSdfLCTVFj4CUDYBSLEzAQAAhGICUOySWn/pzdcBcsVkaHg4/fl/aHg4V0zqrwCUWnr+L5sApNiZAAAAQjEBqAnVPyAwV6p0ZfNt7R2bbt+c5vy/6fbNbe0dXdl8rlRp1QcBTs8EIMXNBAAAEIoJQM2pfilArlTpzhZWrOw8Z81524eG5nr43z40dM6a81as7OzOFnKlSmuvAGhkApDiZgIAAAjFBKCmdeSNgKTakyu2d/YsbWs/e/WaWQ4B24eGzl69Zmlbe3tnT0+umE+qLX/+v5EJQIqbCQAAIBQTgJpZfQUolGvZYrkrk1/R0bVk+ckd3Zm1667acs+924eGdo+P18/8u8fHtw8Nbbnn3rXrrurozixZfvKKjq6uTD5bLBfKtYVz/i+bAKTYmQAAAEIxAajJJbX++tUA+aSaKSRdmXx7V09be+fStpNPWta2eOnyE5csO3HJssVLl5+0rG1p28lt7Z3tXT1dmXymkOSTav3l/4Vz/i+bAKTYmQAAAEIxAaglNYaAQlLNFcuZfKk7W+jM5Dp6siu7Myu7Mx092c5MrjtbyORLuWK5sCAP//VMAFLcTAAAAKGYANTC6kf6pNpXqvQWyrV8Us2XKrlSJVeq5EuVfFItlGulSm9S7VuYh/96JgApbiYAAIBQTABaIB2ZA2bU8i/smJkApLiZAAAAQjEBSCkzAUhxMwEAAIRiApBSZgKQ4mYCAAAIxQQgpcwEIMXNBAAAEIoJQEqZCUCKmwkAACAUE4CUMhOAFDcTAABAKCYAKWUmACluJgAAgFBMAFLKTABS3EwAAAChmACklJkApLiZAAAAQjEBSCkzAUhxMwEAAIRiApBSZgKQ4mYCAAAIxQQgpcwEIMXNBAAAEIoJQEqZCUCKmwkAACAUE4CUMhOAFDcTAABAKCYAKWUmACluJgAAgFBMAFLKTABS3EwAAAChmACklJkApLiZAAAAQjEBSCkzAUhxMwEAAIRiApBSZgKQ4mYCAAAIxQQgpcwEIMXNBAAAEIoJQEqZCUCKmwkAACAUE4CUMhOAFDcTAABAKCYAKWUmACluJgAAgFBMANL8ev8Jf1jvrDkyAUhzywQAABCKCUCaX+8/4Q+/8c2HvvHNh16fIxOANLdMAAAAoZgApPllApCalAkAACAUE4A0v0wAUpMyAQAAhGICkObX9Alg3W37Z58JQJpbJgAAgFBMANL8etsEcNYtI7PMBCDNLRMAAEAoJgBpfs2cAF796WvH6uev/vTnJgBpbpkAAABCMQFI82vmBHDwpf938KWpo/Ty38kEIM0tEwAAQCgmAGl+zZwAnvvhy8/98OXnfviTab0yMxOANLdMAAAAoZgApPk1cwLY9/yL+55/cd/zPz7S/53eS41MANLcMgEAAIRiApDm18wJYNfTP9z1zI92PfOjXc8cfKv9jQ7VMwFIc8sEAAAQiglAml8zJ4ChvX9zzZ9/5Zo//8o1n930d7t96IkfNDIBSHPLBAAAEIoJQJpfMyeAh3Y999Du5z+x/kufWP+lT9y08Uif3vjQ+AvTMwFIc8sEAAAQiglAml8zJ4DBkQODIwcGR589/7pbz7/ui/UGx54bHHvu2R++0sgEIM0tEwAAQCgmAGl+zZwA7vre03d97+m7vvfM3dv3r77qf6+++gt3bz9w99CBu4cOPP03LzcyAUhzywQAABCKCUCaXzMngE0PPbHpW09u+vaTm7791O31Hn663pMvvPTkCy/XMwFIc8sEAAAQiglAml8zJ4C/2DZx64OTtz6499ZvPHHrN/fd+s0nv/jNJ7/4V09+8a+e3PvcS41MANLcMgEAAIRiApDm18wJ4HP3jX/uvsc/N/j45wcnPj84ecsDe2954Ilbtj5xy9YnHv/rHzcyAUhzywQAABCKCUCaXzMngJu27Lrpnt2fvnd8w//Zs+Hrj2/4+sRnvj7xmfsmP3Pf3vEDL44f+PH4gR+PP2sCkOaYCQAAIBQTgDS/Zk4A1/7lo9d97bHr79r1qbt2f2rL+A337Nm1/9C0Xtx14MVdB140AUhzywQAABCKCUCaXzMngE9uHr36qzuvvuPRa+7cNfCXu6792u7r7hp/9OlDjz5z6NFnDj26/9Bj+w89tv+QCUCaWyYAAIBQTADS/Jo5AVz+5ZErN42uvX3sk1999Ko7Hrv6zl3XfG33wNfGdz59aOfThxpbwKK9e0YlSZIkSdJx36JWD38AAABAM/x/BBomwT773DkAAAAASUVORK5CYII=" width="400" /> </div>
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Laporan pendapatan Berbentuk Pdf</div>
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<img alt="" height="224" 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" width="400" /> </div>
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Cari no invoice lama </div>
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" width="400" /> </div>
<div style="text-align: center;">
Detail pencarian invoice </div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
<div style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: "Open Sans", Helvetica, Arial, sans-serif; font-size: 12.8px; font-stretch: inherit; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-variant-numeric: inherit; font-weight: normal; letter-spacing: normal; line-height: 24px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">
<span style="border: 0px; color: #555555; font-family: "open sans" , "helvetica" , "arial" , sans-serif; font-size: 12.8px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;"><span style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: 24px; margin: 0px; padding: 0px; vertical-align: baseline;">Aplikasi Biling restoran</span></span></div>
<ul style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: "Open Sans", Helvetica, Arial, sans-serif; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-variant-numeric: inherit; font-weight: normal; letter-spacing: normal; line-height: 24px; list-style-type: disc; margin: 0px 20px 20px 0px; orphans: 2; padding: 0px 0px 0px 40px; text-align: left; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">
<li style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">input meja</li>
<li style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Input pesanan</li>
<li style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">input menu makanan</li>
<li style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Cari Invoice</li>
<li style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">laporan pendapatan</li>
<li style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Laporan </li>
<li style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Print</li>
<li style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Import Pdf File</li>
</ul>
<div style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: "Open Sans", Helvetica, Arial, sans-serif; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-variant-numeric: inherit; font-weight: normal; letter-spacing: normal; line-height: 24px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">
Biaya :<i style="border: 0px; font-family: inherit; font-size: 14px; font-stretch: inherit; font-style: inherit; font-variant: inherit; font-weight: inherit; line-height: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">Hubungi Saya </i> </div>
<div style="-webkit-text-stroke-width: 0px; background-color: white; border: 0px; color: #555555; font-family: "Open Sans", Helvetica, Arial, sans-serif; font-size: 14px; font-stretch: inherit; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-variant-numeric: inherit; font-weight: normal; letter-spacing: normal; line-height: 24px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-indent: 0px; text-transform: none; vertical-align: baseline; white-space: normal; widows: 2; word-spacing: 0px;">
Apabila Ingin Menambahkan fitur tambahan Harga akan di sesuaikan dengan tingkat kesulitan </div>
</div>
<div style="text-align: center;">
</div>
adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.com0Medan, Kota Medan, Sumatera Utara, Indonesia3.5951956 98.672222700000023.0881111 98.026775700000016 4.1022801 99.317669700000025tag:blogger.com,1999:blog-8944304894806266728.post-40462822300292090422016-01-20T10:15:00.000+07:002016-05-22T15:02:50.655+07:00Payroll System (VB.NET + MS Access) Free<div dir="ltr" style="text-align: left;" trbidi="on">
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<span class="hps"><br /></span>
<span class="hps">Sistem</span> <span class="hps">Payroll</span> <span class="hps">ini</span> <span class="hps">ditulis dalam</span> <span class="hps">VB.NET</span> <span class="hps">sebagai</span> <span class="hps">front end</span> <span class="hps">dan</span> <span class="hps">MS</span> <span class="hps">Access</span> <span class="hps">2010 sebagai</span> <span class="hps">backend</span>.</div>
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<span class="" id="result_box" lang="id" tabindex="-1"><br /><span class="hps">Ini</span> <span class="hps">benar-benar</span> <span class="hps">sesuai dengan kebutuhan</span> <span class="hps">perusahaan</span> <span class="hps">yang saya</span> <span class="hps">mengembangkan perangkat lunak</span> <span class="hps">ini</span>.</span><br />
<span class="" id="result_box" lang="id" tabindex="-1"><br />aplikasi ini dapat di kembangkan lagi menjadi lebih komplit tergantung kebutuhan kantor/ usaha retail anda </span><br />
<span class="" id="result_box" lang="id" tabindex="-1"><br /><span class="hps">Fitur</span> <span class="hps">utama adalah</span><span class="">:</span><br /><br /><span class="hps">1</span>. <span class="hps">Pendaftaran</span> <span class="hps">karyawan</span><br /><span class="hps">2</span>. <span class="hps">Kehadiran</span> <span class="hps">karyawan</span><br /><span class="hps">3</span>. <span class="hps">muka</span> <span class="hps">Entri</span><br /><span class="hps">4</span>. <span class="hps">Pembayaran</span> <span class="hps">karyawan</span><br /><span class="hps">5</span>. <span class="hps">gaji</span> <span class="hps">Slip</span><br /><span class="hps">6</span>. <span class="hps">Muka</span> <span class="hps">Rekaman</span> <span class="hps">Mencari</span><br /><span class="hps">7</span>. <span class="hps">Kehadiran</span> <span class="hps">Karyawan</span> <span class="hps">Laporan</span><br /><span class="hps">8</span>. <span class="hps">Pembayaran</span> <span class="hps">Karyawan</span> <span class="hps">dan</span> <span class="hps">Over Time</span> <span class="hps">Report</span><br /><span class="hps">9</span>. <span class="hps">Laporan</span> <span class="hps">Karyawan</span> <span class="hps">Muka</span> <span class="hps">Entri</span><br /><span class="hps">10</span>. <span class="hps">Karyawan</span> <span class="hps">Pendaftaran</span> <span class="hps">Laporan</span><br /><span class="hps">11</span>. <span class="hps">Gaji</span> <span class="hps">Slips</span> <span class="hps">Laporan</span><br /><br /><span class="hps">Login</span> <span class="hps">Information</span>:<br /><span class="hps">Username -</span> <span class="hps">admin</span><br /><span class="hps">Sandi -</span> <span class="hps">12345</span><br /><br /><span class="hps">Persyaratan</span> <span class="hps">-</span> <span class="hps">Visual</span> <span class="hps">Studio</span> <span class="hps">2010</span> <span class="hps">atau</span> <span class="hps">Visual</span> <span class="hps">Studio</span> <span class="hps">2012</span> <span class="hps">dan</span> <span class="hps">Crystal Report</span> <span class="hps">untuk</span> <span class="hps">VS</span> <span class="hps">2010</span> <span class="hps">harus diinstal </span></span><br />
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-20148618429038058012015-06-23T02:24:00.001+07:002016-05-22T13:32:24.833+07:00Metode AHP VB2012 MYSQL<div class="" style="clear: both; text-align: justify;">
<span style="text-align: start;"><span style="font-size: x-large;">M</span>etode AHP adalah metode yang paling sering di gunakan dalam sistem pengambilan keputusan namun dalam pembuatan programnya banyak orang mengalamai kendala, di karenakan alternatif ang harus di bandingkan dengan alternatif lainya berikut ini adalah contoh aplikasi ahp dengan mengunakan visual basic 2012 dan database mysql.</span></div>
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<br />adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-3854757036627079542015-06-11T12:54:00.001+07:002015-06-29T01:22:26.652+07:00Metode ElectreBerikut ini adalah contoh perhitungan manual metode electre ,yang bisa di jadikan bahan referensi penyusunan skripsi anda .<br />
<br />
<span style="color: red;"><b>Kasus :</b></span><br />
<br />
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Contoh kasus<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Suatu perusahaan
di daerah medan ingin membangun sebuah gudang yang akan digunakan untuk menyimpan
sementara hasil produksinya ada 3 lokasi yang akan menjadi alternative :<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">A1:Deli Tua<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">A2:Batang Kuis<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">A3:Tembung<o:p></o:p></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Ada lima kriteria yang di jadikan acuan
dalam pengambilan keputusan yaitu :<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C1=Jarak dengan pasar terdekat (km)<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C2=Kepadatan penduduk di sekitar lokasi
(orang/</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">)<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C3=Jarak dari pabrik (km)<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C4=Jarak dengan
gudang yang sudah ada (km)<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C5= Harga tanah untuk lokasi </span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Dengan Bobot <b><i>W = (5,3,4,4,2)</i></b><o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br /></span></div>
<div class="MsoNormal">
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Tabel
Alternative :<o:p></o:p></span></i></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: none; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 1184;">
<tbody>
<tr>
<td style="border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Alternative<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C1<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C2<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C3<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C4<o:p></o:p></span></div>
</td>
<td style="border-left: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-themecolor: text1; mso-border-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">C5<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">A1<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">35<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">2000<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">120<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">22<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">150.000<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">A2<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">30<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">1500<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">100<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">15<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">120.000<o:p></o:p></span></div>
</td>
</tr>
<tr>
<td style="border-top: none; border: solid black 1.0pt; mso-border-alt: solid black .5pt; mso-border-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">A3<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">45<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">1600<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">50<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">12<o:p></o:p></span></div>
</td>
<td style="border-bottom: solid black 1.0pt; border-left: none; border-right: solid black 1.0pt; border-top: none; mso-border-alt: solid black .5pt; mso-border-bottom-themecolor: text1; mso-border-left-alt: solid black .5pt; mso-border-left-themecolor: text1; mso-border-right-themecolor: text1; mso-border-themecolor: text1; mso-border-top-alt: solid black .5pt; mso-border-top-themecolor: text1; padding: 0cm 5.4pt 0cm 5.4pt; width: 79.8pt;" valign="top" width="106"><div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">100.000<o:p></o:p></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br />Rating kecocokan setiap alternative pada
setiap Kriteria, dinilai 1 sampai 5 dengan ketentuan:<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt;"> </span><br />
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB643wi6KkeVryR1UWj9J3Q0JAURL_QOke-D1CZFDudq4qTqMToxfwGsywB9b8iDXrDOQ6uj-j5fcVk2kV-9zUvJSYnsdylKb_WCDanAnSk3FRyZ3DWhC5bEWvViO2U0met4pIgaOUzNU/s1600/12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhB643wi6KkeVryR1UWj9J3Q0JAURL_QOke-D1CZFDudq4qTqMToxfwGsywB9b8iDXrDOQ6uj-j5fcVk2kV-9zUvJSYnsdylKb_WCDanAnSk3FRyZ3DWhC5bEWvViO2U0met4pIgaOUzNU/s1600/12.jpg" /></a></div>
</div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br />
Dimana 1 = Sangat Buruk, 2 = Buruk, 3 = Cukup, 4= Baik, 5=Sangat Baik<o:p></o:p></span></div>
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<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><span style="color: #cc0000;"><b>Jawab :</b></span></span></div>
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adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-34550749274907371792014-07-20T09:54:00.000+07:002014-08-02T21:32:08.091+07:00Penstabil Tegangan IC Microcontroller<div dir="ltr" style="text-align: left;" trbidi="on">
<h2>
Penstabil Tegangan IC Microcontroller<br /><br /><div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;">Dalam rangkaian mikrocontroller tegangan yg stabil berpengaruh terhadap daya tahan IC ,Tegangan harus senantiasa pas agar tidak menimbulkan panas yg berlebih pada rangkaian microcontroler ,Transistor Dengan kode LM7805 IC ini digunakan di berbagai rangkaian elektronika untuk memberikan suplay +5v ke vcc IC</span></span></div>
<span style="font-size: small;"><span style="font-weight: normal;"><br /></span></span>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMHnAfpaulYbeKDlGB8lyZtYcVQ5k9r-Xs7y4jLfGNktWaSB2xbXwEtt1eg_SqNsbtGAGwS2hc1vNMuuPkP3GhMJ0Qaf6G87c5okyldbemy_5SlnSksSam1Din00Rx4DpL9twoYWpQkVw/s1600/7805%5B1%5D.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img alt="transistor 7805" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMHnAfpaulYbeKDlGB8lyZtYcVQ5k9r-Xs7y4jLfGNktWaSB2xbXwEtt1eg_SqNsbtGAGwS2hc1vNMuuPkP3GhMJ0Qaf6G87c5okyldbemy_5SlnSksSam1Din00Rx4DpL9twoYWpQkVw/s1600/7805%5B1%5D.jpg" title="" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">7805</td></tr>
</tbody></table>
<span style="font-size: small;"><span style="font-weight: normal;"><br /></span></span><span style="font-size: small;"><span style="font-weight: normal;"><div style="text-align: justify;">
<table style="height: 256px; width: 550px;">
<tbody>
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<td style="text-align: justify;"><br />
LM 7805 kode ini menunjukan komponen ini memiliki output 5v sedangkan ada juga yang memiliki kode LM 7812 Menunjukan memiliki output 12v<br />
Tegangan yang di berikan kepada kaki 1 ( In ) bisa mencapai 6~12v dan memberikan output 5 v di kaki 3 (out) lalu di teruskan ke tegangan input IC. Jadi dengan hanya mengunakan komponen ini<span style="font-size: small;"><span style="font-weight: normal;"><span style="font-size: small;"><span style="font-weight: normal;"><span style="font-size: small;"> </span></span></span></span></span></td>
<td><script async="" src="//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js"></script>
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<br />
<span style="font-size: small;"><span style="font-weight: normal;"> Tegangan masuk ke IC bisa di stabilkan<span style="font-size: small;"><span style="font-size: small;"> .</span>Berikut ini Gambar rangkaianya : </span></span></span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSNOzZPfIQlT7BeXCGrO-OHZl9ho9wK4MGXrTPqR2p2CQZxhf3HinWjoNg_qebyKMDYi3UBH2WR0W_SGMqoVmRN7ORLCnc4JQY7e2HXLa4sTw3p3F2I3eb0DEqJ1lhJiSZsnz4h1WncD0/s1600/Rangkaian+penetabil+dengan+IC+7805.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSNOzZPfIQlT7BeXCGrO-OHZl9ho9wK4MGXrTPqR2p2CQZxhf3HinWjoNg_qebyKMDYi3UBH2WR0W_SGMqoVmRN7ORLCnc4JQY7e2HXLa4sTw3p3F2I3eb0DEqJ1lhJiSZsnz4h1WncD0/s1600/Rangkaian+penetabil+dengan+IC+7805.jpg" height="208" width="320" /></a></div>
<span style="font-size: small;"><span style="font-weight: normal;"><br /></span></span>
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<div class="separator" style="clear: both; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;">Untuk membuat rangkaian ini cukup mudahkan ,dan perlu di perhatikan semakin tingi tegangan input semisal 12 V maka panas yang di hasilkan transistor ini juga lumayan panas maka untuk itu di pasang pendingin khusu untuk komponen ini</span></span></div>
<span style="font-size: small;"><span style="font-weight: normal;"><br /></span></span>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9MyfR7WB0jaA6KpyXATiGYt5PzI1lUc_oioa2JLwNezOqkxPDozwRN_Bk8o1yEghhZTrlv3HIEU7Oa5ZqtNHHVYYDy35P1DUe7lB32SLBRV_0YwVu1JHiRqvS7wnRoHpRzzTPjnaglZ0/s1600/2012-02-16_072642%5B1%5D.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9MyfR7WB0jaA6KpyXATiGYt5PzI1lUc_oioa2JLwNezOqkxPDozwRN_Bk8o1yEghhZTrlv3HIEU7Oa5ZqtNHHVYYDy35P1DUe7lB32SLBRV_0YwVu1JHiRqvS7wnRoHpRzzTPjnaglZ0/s1600/2012-02-16_072642%5B1%5D.png" /></a></div>
<br />
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-weight: normal;">Jadi inilah Komponen yang di gunakan untuk menstabilkan tegangan ic pada rangkaian rangkaian Microkontroler jadi anda tidak harus membeli adaptor atau membuat colokan usb hanya untuk power suply cukup dengan IC LM 7805 maka semua tegangan yg masuk di kaki 1 menjadi +5v di kaki 3 (menumpang tegangan lain dalam 1 jalur rangkaian dan merubahnya menjadi 5V ).</span></span></div>
<span style="font-size: small;"><span style="font-weight: normal;"><br />Selamat mencoba....</span></span></div>
</span></span></h2>
</div>
adhahttp://www.blogger.com/profile/11010446832808285164noreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-75267177601239065532014-07-19T15:34:00.002+07:002014-08-02T10:31:38.684+07:00Sistem Minimum AT89S52<div dir="ltr" style="text-align: left;" trbidi="on">
<table style="height: 256px; width: 550px;">
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<td style="text-align: justify;"><br />
Pada kesempatan kali ini saya akan membahas IC Microprosesor AT89S52 .IC ini banyak di gunakan pada praktek kuliah untuk pelajaran microprosesor selain harganya cukup murah dan pembuatan aplikasinya pun sederhana .Dalam 1 ic memiliki 40 kaki setiap kaki memiliki fungsi masing masing beriku adalah skema rangkaianya :</td></tr>
</tbody></table>
<div style="text-align: left;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2V63QsxHMsSVMB6GqEa98ppZZxGBtTatquO17uUQe4HvlsY0QvlBn_M2wLIDazkCFwJAJZ_C2M_xDHm7-8a-wlXlOxlqR5jHu2TIPH9nyvuQNZ9BS7zHvMXzo85KkzX5YNbOcNaayhhA/s1600/AT89S52.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2V63QsxHMsSVMB6GqEa98ppZZxGBtTatquO17uUQe4HvlsY0QvlBn_M2wLIDazkCFwJAJZ_C2M_xDHm7-8a-wlXlOxlqR5jHu2TIPH9nyvuQNZ9BS7zHvMXzo85KkzX5YNbOcNaayhhA/s1600/AT89S52.JPG" height="331" width="400" /></a></div>
<div style="text-align: left;">
Dengan mengikuti skema rangkaian diatas ic at 89 ini sudah dapat beroperasi dan apabila ingin menganti logic 0 (hidup) menjadi 1 ( hidup ) kita cukup meniadakan ground kaki 20 dan memberi input ke reset (-)negatif.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Berikut ini adalah hasil tugas praktek saya semoga bisa membantu pembaca .saya mengunakan 7 segmen 4 buah sebagai output hasilnya sebagai berikut :</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioQ8gJJzKRnihlt9EBbhqXvGqbDSZhSOxcL3y7YNgHpjoF78kJ267fv8gVFByDuSrabOr24U8PLiO_X_nAl4QZLcDfj6OpW-yBMf0FYtr1mGdaCHHzxFXARnrWhwcbpTmySbO1JmUlnmA/s1600/7segLed.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioQ8gJJzKRnihlt9EBbhqXvGqbDSZhSOxcL3y7YNgHpjoF78kJ267fv8gVFByDuSrabOr24U8PLiO_X_nAl4QZLcDfj6OpW-yBMf0FYtr1mGdaCHHzxFXARnrWhwcbpTmySbO1JmUlnmA/s1600/7segLed.gif" height="226" width="320" /></a></div>
<div style="text-align: left;">
Kebetulan led 7 segment yang saya punya tipe cathoda ,jadi saya mengunakan cara meniadakan ground pada kaki 20 dan memberikan input - pada reset ataupun bisa juga +5v dibebankan ke kapasitor 10uf lalu negatif capasitor tersebut di pasang ke kaki 9 reset agar tidak terjadi eror sehinga walau mengunakan type cathoda Rangkaian dapat tetap berjalan dengan normal.<br />
<br />
Kaki 7 segment a,b,c,d,e,f,g,dp di hubungkan ke kaki kaki IC dimana P0.0 ke kaki a P0.1 ke b P0.2 ke c Dan seterusnya berurutan tidak boleh acak .P0 untuk led 1 P1 untuk led 2 P2 untuk led 3 dan P3 untuk led ke 4</div>
<ul style="text-align: left;">
<li>Rangkaian Npm berjalan dengan Led 7 Segment</li>
</ul>
<iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/Uo_CzlhJToI" width="459"></iframe>
<br />
<div style="text-align: left;">
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<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Source Code :</div>
<ol style="text-align: left;">
<li>Untuk mengunakan source di bawah ini harus menambahkan $mod51 apabila ingin mencoba di top view simulator </li>
<li>Lalu mengcompile ke HEX file melalui Mide .saat mengkompile "$mod51" di hilangkan dan<br />Saat mengcompile perhatikan juga kecepatan delaynya </li>
<li>Dan yang terakhir mengunakan Program Aplikasi ISP Downloader Untuk mengisi ke IC AT89S52 ini<br />Download Aplikasinya Aplikasinya<a href="http://rainbowcodec.blogspot.com/2014/06/downloader-paralel-avr-sederhanna.html" target="_blank"> >>Klik disini<<</a></li>
</ol>
<div style="text-align: left;">
$mod51</div>
<div style="text-align: left;">
org 0h<br />
<br />
start: mov P0,#11000000b<br />
call delay<br />
mov P1,#11000000b<br />
call delay<br />
mov P2,#11000000b <br />
call delay<br />
mov P3,#11000000b<br />
call delay<br />
mov P0,#10001000b<br />
mov P1,#11111111b<br />
mov P2,#11111111b<br />
mov P3,#11111111b<br />
call delay<br />
mov P0,#10001000b<br />
mov P1,#11000000b<br />
mov P2,#11111111b<br />
mov P3,#11111111b<br />
call delay<br />
mov P0,#10001000b<br />
mov P1,#11000000b<br />
mov P2,#10001001b<br />
mov P3,#11111111b<br />
call delay<br />
mov P0,#10001000b<br />
mov P1,#11000000b<br />
mov P2,#10001001b<br />
mov P3,#10001000b<br />
call delay<br />
<br />
<br />
mov P3,#11111001b<br />
<br />
call delay<br />
mov P3,#10100100b<br />
mov P2,#11111001b<br />
<br />
call delay<br />
mov P3,#11111001b<br />
mov P2,#10100100b<br />
mov P1,#11111001b<br />
<br />
call delay<br />
mov P3,#11111001b<br />
mov P2,#11111001b<br />
mov P1,#10100100b<br />
mov P0,#11111001b<br />
<br />
call delay<br />
<br />
mov P3,#11000000b<br />
mov P2,#11111001b<br />
mov P1,#11111001b<br />
mov P0,#10100100b<br />
call delay<br />
mov P3,#10100100b<br />
mov P2,#11000000b<br />
mov P1,#11111001b<br />
mov P0,#11111001b<br />
call delay<br />
mov P3,#10110000b<br />
mov P2,#10100100b<br />
mov P1,#11000000b<br />
mov P0,#11111001b<br />
call delay<br />
mov P3,#10000000b<br />
mov P2,#10110000b<br />
mov P1,#10100100b<br />
mov P0,#11000000b<br />
call delay<br />
mov P3,#11111111b<br />
mov P2,#10000000b<br />
mov P1,#10110000b<br />
mov P0,#10100100b<br />
call delay<br />
mov P3,#11111111b <br />
mov P2,#11111111b<br />
mov P1,#10000000b <br />
mov P0,#10110000b<br />
call delay<br />
mov P3,#11111111b<br />
mov P2,#11111111b<br />
mov P1,#11111111b<br />
mov P0,#10000000b <br />
call delay<br />
mov P3,#11111111b<br />
mov P2,#11111111b<br />
mov P1,#11111111b<br />
mov P0,#11111111b<br />
call delay<br />
mov P0,#11001001b <br />
call delay<br />
mov P1,#11001001b <br />
call delay<br />
mov P2,#11001001b <br />
call delay<br />
mov P3,#11001001b <br />
call delay<br />
mov P0,#10001000b<br />
mov P1,#11001000b<br />
mov P2,#11000000b <br />
mov P3,#10001000b<br />
call delay<br />
mov P0,#11111111b<br />
mov P1,#11111111b<br />
mov P2,#11111111b <br />
mov P3,#11111111b<br />
call delay<br />
mov P0,#10001000b<br />
mov P1,#11001000b<br />
mov P2,#11000000b <br />
mov P3,#10001000b<br />
call delay<br />
mov P3,#11111001b<br />
call delay<br />
mov P3,#10100100b<br />
mov P2,#11111001b<br />
call delay<br />
mov P3,#11111001b<br />
mov P2,#10100100b<br />
mov P1,#11111001b<br />
call delay<br />
mov P3,#11111001b<br />
mov P2,#11111001b<br />
mov P1,#10100100b<br />
mov P0,#11111001b<br />
call delay<br />
mov P3,#11000000b<br />
mov P2,#11111001b<br />
mov P1,#11111001b<br />
mov P0,#10100100b <br />
<br />
call delay<br />
<br />
mov P3,#10100100b <br />
mov P2,#11000000b<br />
mov P1,#11111001b<br />
mov P0,#11111001b<br />
<br />
call delay<br />
<br />
mov P3,#10000010b <br />
mov P2,#10100100b<br />
mov P1,#11000000b<br />
mov P0,#11111001b<br />
<br />
call delay<br />
<br />
mov P3,#10010000b <br />
mov P2,#10000010b<br />
mov P1,#10100100b<br />
mov P0,#11000000b<br />
<br />
call delay<br />
<br />
mov P3,#11111111b<br />
mov P2,#10010000b <br />
mov P1,#10000010b<br />
mov P0,#10100100b<br />
<br />
call delay<br />
<br />
mov P3,#11111111b<br />
mov P2,#11111111b<br />
mov P1,#10010000b <br />
mov P0,#10000010b<br />
<br />
call delay<br />
<br />
mov P3,#11111111b<br />
mov P2,#11111111b<br />
mov P1,#11111111b<br />
mov P0,#10010000b <br />
<br />
call delay<br />
mov P3,#11111111b<br />
mov P2,#11111111b<br />
mov P1,#11111111b<br />
mov P0,#11111111b<br />
call delay<br />
mov P0,#10010010b <br />
call delay<br />
mov P1,#10010010b<br />
call delay<br />
mov P2,#10010010b<br />
call delay<br />
mov P3,#10010010b<br />
call delay<br />
mov P0,#10010010b<br />
mov P1,#11000001b <br />
mov P2,#11000110b <br />
mov P3,#11111001b<br />
call delay<br />
mov P0,#11111111b<br />
mov P1,#11111111b <br />
mov P2,#11111111b <br />
mov P3,#11111111b<br />
call delay<br />
mov P0,#10010010b<br />
mov P1,#11000001b <br />
mov P2,#11000110b <br />
mov P3,#11111001b <br />
call delay<br />
<br />
mov P0,#11111111b<br />
mov P1,#11000001b <br />
mov P2,#11000110b <br />
mov P3,#11111001b<br />
call delay<br />
mov P0,#11111111b<br />
mov P1,#11111111b <br />
mov P2,#11000110b <br />
mov P3,#11111001b<br />
call delay<br />
mov P0,#11111111b<br />
mov P1,#11111111b <br />
mov P2,#11111111b <br />
mov P3,#11111001b <br />
call delay<br />
mov P0,#11111111b<br />
mov P1,#11111111b <br />
mov P2,#11111111b <br />
mov P3,#11111111b<br />
call delay<br />
mov P3,#11111001b<br />
call delay<br />
mov P3,#10100100b<br />
mov P2,#11111001b<br />
call delay<br />
mov P3,#11111001b<br />
mov P2,#10100100b<br />
mov P1,#11111001b<br />
call delay<br />
mov P3,#11111001b<br />
mov P2,#11111001b<br />
mov P1,#10100100b<br />
mov P0,#11111001b<br />
call delay<br />
mov P3,#11000000b<br />
mov P2,#11111001b<br />
mov P1,#11111001b<br />
mov P0,#10100100b<br />
call delay<br />
mov P3,#10110000b <br />
mov P2,#11000000b<br />
mov P1,#11111001b<br />
mov P0,#11111001b<br />
call delay<br />
mov P3,#10000000b<br />
mov P2,#10110000b <br />
mov P1,#11000000b<br />
mov P0,#11111001b<br />
call delay<br />
mov P3,#10000000b<br />
mov P2,#10000000b<br />
mov P1,#10110000b <br />
mov P0,#11000000b<br />
call delay<br />
mov P3,#11111111b<br />
mov P2,#10000000b<br />
mov P1,#10000000b <br />
mov P0,#10110000b <br />
call delay<br />
mov P3,#11111111b<br />
mov P2,#11111111b<br />
mov P1,#10000000b <br />
mov P0,#10000000b <br />
call delay<br />
mov P3,#11111111b<br />
mov P2,#11111111b<br />
mov P1,#11111111b<br />
mov P0,#10000000b <br />
call delay<br />
<br />
mov P3,#11111111b<br />
mov P2,#11111111b<br />
mov P1,#11111111b<br />
mov P0,#11111111b<br />
<br />
call delay<br />
<br />
jmp start<br />
<br />
delay: mov r1,#150 <br />
delay1: mov r2,#100<br />
delay2: mov r3,#20<br />
delay3: djnz r3,delay3<br />
djnz r2,delay2<br />
djnz r1,delay1<br />
ret<br />
end</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Selamat mencoba .... </div>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-16417204435529862472014-06-24T12:58:00.003+07:002014-07-22T10:36:37.995+07:00Downloader Paralel AVR sederhanna<div dir="ltr" style="text-align: left;" trbidi="on">
<table>
<tbody>
<tr>
<td style="text-align: justify;">Downloader ini biasa saya gunakan untuk memasukkan program ke mikrokontroler. Sekalian dengan mengatur fuse bitnya kalau masih baru mikrokontrolernya. Downloader ini sudah berkali-kali saya gunakan untuk mengisi program melalui ponyprog2000.
<br />
Berikut ini gambar skematik downloader paralel port DB25 :</td>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhhAC-rAcxSKlqo5aG4zmxsp0R398iK01J-iIbfYzCwsqlQsmUTsLBQ70gSI6aj6binW-sRgG1NW0af8cS9_mZKiQXy4O3534sutdVbL8Qn87ajvCLg38GWQUEa3XvoCoQvXHaD6JsGfQ/s1600/avrispatmega8.gif" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhhAC-rAcxSKlqo5aG4zmxsp0R398iK01J-iIbfYzCwsqlQsmUTsLBQ70gSI6aj6binW-sRgG1NW0af8cS9_mZKiQXy4O3534sutdVbL8Qn87ajvCLg38GWQUEa3XvoCoQvXHaD6JsGfQ/s320/avrispatmega8.gif" height="285" width="320" /></a></div>
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</div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"><span style="line-height: 20px;">Untuk
kabelnya saya menggunakan tidak lebih dari 0,5 meter, dikawatirkan ada
interferensi sinyal yang mengganggu proses programing jika kabel terlalu
panjang.</span></span></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: Times, Times New Roman, serif;"><span style="line-height: 20px;"><br /></span></span></div>
<div class="separator" style="clear: both; text-align: justify;">
Cara setting di pony prog adalah sebagai berikut :</div>
<div class="separator" style="clear: both; text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: justify;">
Setup ==>> Interface Setup ==>> Paralel ==>> Pilih AVR ISP I/O ==>> LPT1 ==>> OK</div>
<div class="" style="clear: both; text-align: justify;">
Atau beli jadi di jl asia medan ,kelebihan pakai lpt port lebih awet dan bandel daripada usb sy dah coba berkali kali isi program tidak ada masalah :)</div>
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</div>
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</div>
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</div>
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</div>
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</div>
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</div>
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</div>
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</div>
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</div>
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</div>
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</div>
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</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjouCUmE8EgaQp7Lkd99rBEZdQY67K6DHKHpgGjaW_H4_jK-VQkk_WSXxLowFLz8ywzWgBzNSaryQRmtqiCrNvxLqcxcmlCRFUTtCk9XQsziRVlrDZjSp0gFajr-iu2BLoRUlqJJq0YNYk/s1600/lpt_isp_kit%5B1%5D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjouCUmE8EgaQp7Lkd99rBEZdQY67K6DHKHpgGjaW_H4_jK-VQkk_WSXxLowFLz8ywzWgBzNSaryQRmtqiCrNvxLqcxcmlCRFUTtCk9XQsziRVlrDZjSp0gFajr-iu2BLoRUlqJJq0YNYk/s1600/lpt_isp_kit%5B1%5D.jpg" /> </a></div>
<div class="" style="clear: both; text-align: left;">
Untuk mendownload pony prog klik link ini <a href="http://www.lancos.com/prog.html">http://www.lancos.com/prog.html</a></div>
<div class="" style="clear: both; text-align: left;">
Sedangkan untuk tools pendukung anda bisa coba aplikasi yang sering saya gunakan :</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.mediafire.com/download/l8ku1s2ptb1aaqa/MicroProject.r4dioz.rar" target="_blank"><img alt="http://www.mediafire.com/download/l8ku1s2ptb1aaqa/MicroProject.r4dioz.rar" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV0jX3oTAH8BWpFORN6tlL5pQ3WFIC2Pt9Ym5GGkTHRP8SkSFaV6d7WsWW5z2hMRiaMQFXhyxTue_bWGq4AISZhP_Rbl5THONjrGs7B0TQrH2EkrqawlyR2-hXotdpBPqJCLfjoUQFkzI/s1600/download.gif" height="95" width="95" /></a></div>
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<br /></div>
</div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD3f3Pecv2pzoLJVPtmUZsGr0d-QMYEwpHJT-xtZDssiAvZkwtINnu21IZ-sH2LzEgLxz6paouPsufQmMMeDpgbXBjaxbHDPddNPY8KLBO_i64y2rjT4ksWYTGlLbBdx-D8NC_p79mIc4/s1600/egs%255B1%255D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD3f3Pecv2pzoLJVPtmUZsGr0d-QMYEwpHJT-xtZDssiAvZkwtINnu21IZ-sH2LzEgLxz6paouPsufQmMMeDpgbXBjaxbHDPddNPY8KLBO_i64y2rjT4ksWYTGlLbBdx-D8NC_p79mIc4/s1600/egs%255B1%255D.jpg" height="245" width="400" /></a></div>
<span class="hps">Easy</span> <span class="hps">Gmail</span> <span class="hps">Sender</span> <span class="hps">memungkinkan Anda</span> <span class="hps">untuk mengirim email</span> <span class="hps">dari</span> <span class="hps">account gmail</span> <span class="hps">Anda</span> <span class="hps">dengan mudah</span> <span class="hps">dan cepat</span>. <span class="hps">Anda dapat menambahkan</span> <span class="hps">tembusan</span> <span class="hps">juga</span> <span class="hps">lampiran</span>.
<span class="" id="result_box" lang="id" tabindex="-1"><br /><span class="hps">Kata</span> <span class="hps">format</span> <span class="hps">alat-alat yang</span> <span class="hps">tidak bekerja dengan baik</span>, <span class="hps">saya akan</span> <span class="hps">memperbaikinya</span> <span class="hps">dalam update berikutnya</span>. <span class="hps">Silakan</span> <span class="hps">jika Anda memiliki</span> <span class="hps">komentar atau saran</span>, <span class="hps">jangan ragu</span> <span class="hps">untuk meninggalkan</span> <span class="hps">saya pesan</span>.<span class="hps"><br /></span></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.mediafire.com/download/y5ajopvl7p1gpru/gmail_sender_0.zip" imageanchor="1" style="margin-left: auto; margin-right: auto;" target="_blank"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV0jX3oTAH8BWpFORN6tlL5pQ3WFIC2Pt9Ym5GGkTHRP8SkSFaV6d7WsWW5z2hMRiaMQFXhyxTue_bWGq4AISZhP_Rbl5THONjrGs7B0TQrH2EkrqawlyR2-hXotdpBPqJCLfjoUQFkzI/s1600/download.gif" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.mediafire.com/download/y5ajopvl7p1gpru/gmail_sender_0.zip" target="_blank">Download</a></td></tr>
</tbody></table>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-59649865232161265762014-01-11T10:20:00.001+07:002016-05-22T13:33:50.915+07:00SMS Application menggunakan GSM Modem (vb.net)<div dir="ltr" style="text-align: left;" trbidi="on">
<h1 class="title" id="page-title">
</h1>
<div class="field field-name-field-screenshot field-type-image field-label-hidden">
<div class="field-items">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhunJ2kP-wGryhffbJGEPC0HrLpvHXbrud5dQHvjKvhXdaKdZaNkPSpEhmUwUU7YZ5lKRIown48y_PDa_auRvSKXX934kgs9kI2nNr35nsY-YKNLI9X78DxRE2h81FUuEPINYoPRN_kRNg/s1600/smsapp%255B1%255D.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="192" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhunJ2kP-wGryhffbJGEPC0HrLpvHXbrud5dQHvjKvhXdaKdZaNkPSpEhmUwUU7YZ5lKRIown48y_PDa_auRvSKXX934kgs9kI2nNr35nsY-YKNLI9X78DxRE2h81FUuEPINYoPRN_kRNg/s1600/smsapp%255B1%255D.png" width="320" /></a></div>
<div class="field-item even">
<br /></div>
</div>
</div>
<span class="" id="result_box" lang="id" tabindex="-1"><span class="hps">Dengan aplikasi ini anda bisa mengirimkan sms ke operator lain dengan catatan modem anda terkoneksi di pc dan terbaca di hardware manager sebagai usb modem 3G maka aplikasi ini akan berjalan dengan baik</span></span>
<span class="" id="result_box" lang="id" tabindex="-1"><span class="hps">aplikasi ini memiliki fitur - fitur</span><span class="">:</span></span><br />
<ul style="text-align: left;">
<li><span class="" id="result_box" lang="id" tabindex="-1"><span class="hps">Membaca pesan</span><span class="">.</span></span></li>
</ul>
<ul style="text-align: left;">
<li><span class="" id="result_box" lang="id" tabindex="-1"><span class="hps">Kirim</span> <span class="hps">Pesan</span><span class="">.</span></span></li>
</ul>
<ul style="text-align: left;">
<li><span class="" id="result_box" lang="id" tabindex="-1"><span class="hps">Hapus</span> <span class="hps">Pesan</span><span class="">.</span></span></li>
</ul>
<span class="" id="result_box" lang="id" tabindex="-1"><br /><span class=""></span></span>
<span class="" id="result_box" lang="id" tabindex="-1"><span class="">
</span></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.mediafire.com/download/6t8bzk90p69b0ph/smsapplication.zip" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="Download" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV0jX3oTAH8BWpFORN6tlL5pQ3WFIC2Pt9Ym5GGkTHRP8SkSFaV6d7WsWW5z2hMRiaMQFXhyxTue_bWGq4AISZhP_Rbl5THONjrGs7B0TQrH2EkrqawlyR2-hXotdpBPqJCLfjoUQFkzI/s1600/download.gif" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.mediafire.com/download/6t8bzk90p69b0ph/smsapplication.zip" target="_blank">Download</a></td><td class="tr-caption" style="text-align: center;"></td></tr>
</tbody></table>
</span></span></div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-59268932915060919802014-01-11T10:08:00.000+07:002014-07-22T10:41:58.140+07:00Advance Login Form V2.0<div dir="ltr" style="text-align: left;" trbidi="on">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5PxLUYEJ9UPXqLuVOtVCl1gJ4nSufgWIyc1VVOly68V3u4TQpoH3z7FOP5IDdOcY3BLntwaxJblgJM2Eakz6AfsBCbi4CBf01Gpb2K7r1AHTcHkixdZ2olj0acKXgCmB487O7g3q9v0M/s1600/snapshot%255B1%255D.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5PxLUYEJ9UPXqLuVOtVCl1gJ4nSufgWIyc1VVOly68V3u4TQpoH3z7FOP5IDdOcY3BLntwaxJblgJM2Eakz6AfsBCbi4CBf01Gpb2K7r1AHTcHkixdZ2olj0acKXgCmB487O7g3q9v0M/s1600/snapshot%255B1%255D.png" height="265" width="400" /></a></div>
<span class="" id="result_box" lang="id" tabindex="-1"><span class="hps"><br /></span></span>
<span class="" id="result_box" lang="id" tabindex="-1"><span class="hps">Proyek</span> <span class="hps">ini akan memandu Anda</span> <span class="hps">bagaimana membuat</span> <span class="hps">form login</span> <span class="hps">terlebih dahulu</span> <span class="hps">untuk Proyek</span> <span class="hps">Anda</span> <span class="hps">sendiri</span></span><br />
<span class="" id="result_box" lang="id" tabindex="-1"><span class="hps">jadi anda tak usah susah susah merancang login form lagi cukup main form saja karena login form ini sudah cukup komplit dan siap di gunakan . </span><br /><span class="hps">Fitur</span> <span class="hps">utama adalah</span>:<br /><span class="hps">1</span>. <span class="hps">Login</span> <span class="hps">dari</span> <span class="hps">Database,</span> <span class="hps">Hanya pengguna terdaftar</span> <span class="hps">dapat login</span><br /><span class="hps">2</span>. <span class="hps">Ubah Password</span> <span class="hps">Form</span><br /><span class="hps">3</span>. <span class="hps">Form</span> <span class="hps">Password Recovery</span></span><br />
Login Details :<br />
Username - admin<br />
Password - 12345<br />
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<tr><td style="text-align: center;"><a href="http://www.mediafire.com/download/90q3094wiq33z4z/product_manager.zip" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="Download" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgV0jX3oTAH8BWpFORN6tlL5pQ3WFIC2Pt9Ym5GGkTHRP8SkSFaV6d7WsWW5z2hMRiaMQFXhyxTue_bWGq4AISZhP_Rbl5THONjrGs7B0TQrH2EkrqawlyR2-hXotdpBPqJCLfjoUQFkzI/s1600/download.gif" /></a></td></tr>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-6807084932085886762013-11-23T13:23:00.001+07:002014-07-19T16:40:22.260+07:00Membuat Data Nilai Mahasiswa Dengan Bahasa R<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 class="title entry-title" itemprop="name">
<b>Membuat Data Nilai Mahasiswa Dengan Bahasa R</b></h2>
<div class="article-content entry-content" itemprop="articleBody">
Bahasa R itu cukup unik dan susah susah gampang karena bahasa ini belum banyak di kenal .Tapi di sini saya ingin sekedar membagi sedikit pengetahuan saya tentang bahasa R ini .<br />
<br />
- Langkah pertama masukkan nilai mahasiswa dengan data berikut :<br />
> nilai=c(3,1,4,5,9,6,2,0,0,8,7,5,3,2,1,5,8,3,7,3,7,2,1,2,8,9,0,5,1,6)<br />
- Kemudian kita urutkan nilai dari urutan terkecil sampai terbesar dengan menggunakan rumus :<br />
> sort(nilai)<br />
Outputnya : [1] 0 0 0 1 1 1 1 2 2 2 2 3 3 3 3 4 5 5 5 5 6 6 7 7 7 8 8 8 9 9<br />
- Selanjutnya kita cari nilai terkecil dengan menggunakan rumus :<br />
> min(nilai)<br />
Outputnya : [1] 0<br />
- Lalu kita cari nilai terbesar dengan menggunakan rumus : <br />
> max(nilai)<br />
Outputnya : [1] 9<br />
- Bila kita ingin mengetahui jumlah data yang dimasukkan dengan menggunakan rumus :<br />
> length(nilai)<br />
Outputnya : [1] 30<br />
- Kemudian masukkan rumus :<br />
> jmlkls=1+(3.322+log10(length(nilai)))<br />
> jmlkls<br />
Outputnya : [1] 5.799121<br />
- Untuk membulatkan nilai hasil dari jmlkls menggunakan rumus :<br />
> round(jmlkls)<br />
Outputnya : [1] 6<br />
- Selanjutnya mencari jangkauan dari data menggunakan rumus :<br />
> jang=max(nilai)-min(nilai)<br />
> jang<br />
Outputnya : [1] 9<br />
- Kemudian mencari interval dari data menggunakan rumus :<br />
> int=jang/jmlkls<br />
> int<br />
Outputnya : [1] 1.551959<br />
<br />
Perhatikan Gambar di bawah ini :<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjH3tRTHAZdMiCEaM0vvryedDuY0wO8n4uVoKInHuOqt13bRbvM9aZOX2zRUezoMlYlmjtPwrRdEEy45gytyg87AQ6C2j6L9Wox_fi2zmu0QtrPXf_F-DdcoT_J5kIMnWJ4ypLLOnjXtnr/s1600/e.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjH3tRTHAZdMiCEaM0vvryedDuY0wO8n4uVoKInHuOqt13bRbvM9aZOX2zRUezoMlYlmjtPwrRdEEy45gytyg87AQ6C2j6L9Wox_fi2zmu0QtrPXf_F-DdcoT_J5kIMnWJ4ypLLOnjXtnr/s320/e.jpg" height="242" width="320" /></a></div>
<br />
<b>Membuat Tabel</b><br />
- Langkah pertama masukkan rumus : > tabel=edit(data.frame())<br />
Maka akan terlihat seperti gambar dibawah ini :<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHoxoFEHtPP155kOS-CyL6LRdzfBpFTicBFrr06uC7v4UIIHad1YdtGugyDl34WEdxOKHUgjDJOXorqr5OL7bx6inQQPznMvMr23TGgm5hyphenhyphenMQS7aMkHfZ1rk4YzwcBIFveQlr5pROO4zOH/s1600/f.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHoxoFEHtPP155kOS-CyL6LRdzfBpFTicBFrr06uC7v4UIIHad1YdtGugyDl34WEdxOKHUgjDJOXorqr5OL7bx6inQQPznMvMr23TGgm5hyphenhyphenMQS7aMkHfZ1rk4YzwcBIFveQlr5pROO4zOH/s320/f.jpg" height="141" width="320" /></a></div>
<br />
-Setelah data diisi pada daftar tabel kita keluarkan menggunakan rumus : > table<br />
Maka outputnya seperti gambar dibawah ini :<br />
<div class="separator" style="clear: both; text-align: center;">
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</div>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-90622973716193467602013-10-23T14:27:00.002+07:002014-07-22T10:52:07.771+07:00Bahasa R<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="margin-bottom: 0cm; text-align: left;">
<h2>
<span style="font-size: large;"><b><span style="font-size: large;">BAHASA R</span></b></span></h2>
<div style="text-align: left;">
<i><span style="font-size: small;"><b>Apakah Bahasa R ?</b></span></i></div>
</div>
<div align="justify" style="margin-bottom: 0cm;">
Bahasa
R (disingkat dengan R saja) adalah suatu fasilitas perangkat lunak
terpadu untuk manipulasi data, simulasi, kalkulasi dan peragaan
graphik. R memiliki kemampuan menganalisis data dengan sangat efektif
dan dilengkapi dengan operator pengolahan array dan matriks. Tidak
kalah menariknya R memiliki kemampuan penampilan grafik yang sangat
sophisticated demikian pula peragaan untuk datanya.</div>
<br />
<table style="height: 239px; width: 560px;">
<tbody>
<tr>
<td style="text-align: justify;">Bahasa R merupakan versi sumber terbuka (open-source) dari bahasa pemrograman S (Azola dan Harrel, 2006). Versi komersial yang berbasis bahasa S adalah S plus. Bahasa R memiliki kemampuan yang tidak kalah dangan paket-paket program pengolahan data komersial bahkan dalam beberapa hal kemampuannya lebih baik. Perbandingan R khususnya terhadap SAS dibahas secara rinci oleh Azola dan Harrel (2006). </td>
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<br />
<br />
<div style="text-align: justify;">
Bahasa R mendapat sambutan yang baik dari kalangan statistikawan di
seluruh dunia, sayangnya di Indonesia belum banyak dikenal. Tulisan ini
dibuat untuk mengenalkan bahasa R khsusunya kalangan akademisi di
Indonesia, dan untuk mendukung gerakan IGOS (Indonesia Go Open Source).</div>
<br />
<div align="justify" style="margin-bottom: 0cm;">
Paling
penting disini R dapat diperoleh secara gratis. Jika anda berminat
untuk memilikinya tinggal diunduh (maksudnya di download) di <a href="http://cran.r-project.org/">http://cran.r-project.org</a>. Jika anda ingin melihat-lihat halaman utamanya web R ada di <a href="http://www.r-project.org/">http://www.r-project.org</a>.
Jadi jika anda ingin mengolah data dan tidak tersedia dana untuk
membeli software-sofware komersial asli seperti SPSS, SAS, Mintab,
Lisrel dan lain-lain, kenapa mesti membajak? Sedangan yang gratis
tersedia, tinggal di sownload saja.</div>
<div align="justify" style="margin-bottom: 0cm;">
</div>
<div align="justify" style="margin-bottom: 0cm;">
<b>Sejarah R</b></div>
<div align="justify" style="margin-bottom: 0cm;">
R project pertama kali dikembangkan oleh <u>R</u>obert Gentleman dan <u>R</u>oss
Ihaka (nama R untuk sofware ini berasal dari huruf pertama nama kedua
orang tersebut) yang bekerja di departemen statistik Universitas
Auckland tahun 1995. Sejak saat itu software ini mendapat sambutan yang
luar biasa dari kalangan statistikawan, industrial engineering,
peneliti, programmer dan sebagainya. Saat ini R di maintain oleh R Core
development team. Saat tulisan ini dibuat R telah dikembangkan sampai
versi 2.7.0, itu berkat kerja keras para sukarelawan/sukarelawati
diseluruh dunia yang berkontribusi dalam berbagai aspek pengembangan R.
Karena R bersifat Open source, maka setiap orang yang memiliki
kemampuan pemrograman, dapat memodifikasinya dan mengkomersialisasikan
asalkan memnuhi persyaratan. Persyaratannya apa saja coba lihat di
situs web R.</div>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-57711514461719389142013-10-23T12:37:00.000+07:002014-07-19T16:41:15.942+07:00Looping pada vbnet <div dir="ltr" style="text-align: left;" trbidi="on">
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<h2 style="text-align: left;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-no-proof: yes;"><span style="font-size: large;">Looping pada <span style="font-size: large;">V</span>bnet </span></span></h2>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-no-proof: yes;">Looping adalah perulangan dimana harus menemui kondisi tertentu baru berjalan (if) dan berhenti sampai (while,until) berikut ini adalah pembahasan fungsi fungsi looping pada visual basic khususnya vb2008:<br />looping mempunyai<span style="mso-spacerun: yes;"> </span>4
macam</span><span style="font-family: "Times New Roman","serif"; font-size: 7.0pt;"> </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 7.0pt;"> </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">1.<span style="mso-spacerun: yes;"> </span>Do … Until </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">dapat dikatakan sebagai kebalikan
dari Do-While. Do-Until digunakan untuk melakukan proses pengulangan selama
kondisi yang dibandingkan tidak memenuhi syarat (bernilai false). Pengulangan
ini akan dilakukan secara berulangulang sampai (<i>until</i>) kondisi memenuhi
syarat (bernilai true). Bentuk sintaxnya adalah sebagai berikut :</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Do Until <i>Kondisi</i></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Aksi1</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Loop</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Atau</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Do <i>Kondisi</i></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Aksi1</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">LoopUntil <i>kondisi</i></span><br />
<div style="text-align: left;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">2.
Perulangan Do..While</span></b><br />
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">
Do … While </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">digunakan
untuk mengulang sebuah blok aksi (perintah/statement) pada</span></div>
</div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: left;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">jumlah
tertentu selama (<i>While</i>) suatu kondisi memenuhi syarat (bernilai true)
sampai</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: left;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">kondisi
tersebut tidak memenuhi syarat. Bentuk sintaxnya adalah sebagai berikut :</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Do While <i>Kondisi</i></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Aksi1</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Exit Do</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Aksi2</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Loop</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Atau</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Do <i>Kondisi</i></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Aksi1</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Exit Do</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Aksi2</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Loop While <i>kondisi</i></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri;">3.</span><span style="font-family: "Times New Roman","serif"; font-size: 7.0pt;">
3. </span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">For
… Next. </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Digunakan
untuk mengulangi suatu perintah dalam jumlah yang telah ditentukan. </span><span lang="DE-LU" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: DE-LU;">Dengan menggunakan For-Next anda dapat menentukan
berapa kali pengulangan akan dilakukan. Bentuk sintaxnya adalah sebagai berikut
:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">For cacah = Awal to Akhir</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Aksi</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">Next</span></div>
<div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">contoh program perulangan untuk menampilkan hasil
kali dua bilangan menggunakan perulangan for…next</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-bidi-font-family: Calibri;">4.</span><span style="font-family: "Times New Roman","serif"; font-size: 7.0pt;">
</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">4. <b>
End While</b>: digunakan untuk mengulang sebuah blok aksi (perintah/statement)
pada</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">jumlah
tertentu selama (<i>While</i>) suatu kondisi memenuhi syarat (bernilai true)
sampai</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">kondisi
tersebut tidak memenuhi syarat. Bentuk sintaxnya adalah sebagai berikut :</span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"><br />
While kondisi<br />
perintah<br />
perintah<br />
End While</span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-no-proof: yes;">Contoh program looping <i style="mso-bidi-font-style: normal;"><span style="color: red;">menampil kan angka 1-10 memakai toolbox listbox</span></i>
memakai syntax do until</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<br /></div>
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<br /></div>
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<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">Public</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span> Form2</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<br /></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Private</span> <span style="color: blue;">Sub</span> Form2_Load(<span style="color: blue;">ByVal</span>
sender <span style="color: blue;">As</span> System.Object, <span style="color: blue;">ByVal</span> e <span style="color: blue;">As</span>
System.EventArgs) <span style="color: blue;">Handles</span> <span style="color: blue;">MyBase</span>.Load</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Dim</span>
halaman <span style="color: blue;">As</span> <span style="color: blue;">Byte</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>halaman = 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Do</span> <span style="color: blue;">Until</span> halaman = 11</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;">ListBox1.Items.Add(halaman)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>halaman =
halaman + 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">Loop</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">End</span> <span style="color: blue;">Sub</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">End</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-no-proof: yes;">Contoh program looping <i style="mso-bidi-font-style: normal;"><span style="color: red;">menampil kan angka 1-10 memakai toolbox comboBox</span></i>
memakai syntax <u>FOR</u></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<br /></div>
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<br /></div>
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<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">Public</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span> Form3</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<br /></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Private</span> <span style="color: blue;">Sub</span> Form3_Load(<span style="color: blue;">ByVal</span>
sender <span style="color: blue;">As</span> System.Object, <span style="color: blue;">ByVal</span> e <span style="color: blue;">As</span>
System.EventArgs) <span style="color: blue;">Handles</span> <span style="color: blue;">MyBase</span>.Load</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Dim</span>
halaman <span style="color: blue;">As</span> <span style="color: blue;">Byte</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">For</span>
halaman = 1 <span style="color: blue;">To</span> 10</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>ComboBox1.Items.Add(halaman)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Next</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">End</span> <span style="color: blue;">Sub</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">End</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-no-proof: yes;">Contoh program looping<span style="mso-spacerun: yes;">
</span><i style="mso-bidi-font-style: normal;"><span style="color: red;">perkalian</span></i>
memakai toolbox listbox memakai syntax<u> for</u></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<br /></div>
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<br /></div>
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<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">Public</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span> Form5</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Private</span> <span style="color: blue;">Sub</span> Form5_Load(<span style="color: blue;">ByVal</span>
sender <span style="color: blue;">As</span> System.Object, <span style="color: blue;">ByVal</span> e <span style="color: blue;">As</span>
System.EventArgs) <span style="color: blue;">Handles</span> <span style="color: blue;">MyBase</span>.Load</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">For</span> x =
1 <span style="color: blue;">To</span> 10</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>Perkalian_1.Items.Add(x & <span style="color: #a31515;">" x 1 = "</span> & x * 1)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Next</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">For</span> x =
1 <span style="color: blue;">To</span> 10</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>Perkalian_2.Items.Add(x & <span style="color: #a31515;">" x 2 = "</span> & x * 2)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Next</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">For</span> x =
1 <span style="color: blue;">To</span> 10</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Perkalian_3.Items.Add(x & <span style="color: #a31515;">" x 3 = "</span> & x * 3)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Next</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">For</span> x =
1 <span style="color: blue;">To</span> 10</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>Perkalian_4.Items.Add(x & <span style="color: #a31515;">" x 4 = "</span> & x * 4)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Next</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">End</span> <span style="color: blue;">Sub</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">End</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-no-proof: yes;">Contoh program looping<span style="mso-spacerun: yes;">
</span><i style="mso-bidi-font-style: normal;"><span style="color: red;">menampilkan
angka 10-1 </span></i>memakai toolbox listbox memakai syntax <u>END WHILE</u></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">Public</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span> Form6</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Private</span> <span style="color: blue;">Sub</span> Form6_Load(<span style="color: blue;">ByVal</span>
sender <span style="color: blue;">As</span> System.Object, <span style="color: blue;">ByVal</span> e <span style="color: blue;">As</span>
System.EventArgs) <span style="color: blue;">Handles</span> <span style="color: blue;">MyBase</span>.Load</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Dim</span> i <span style="color: blue;">As</span> <span style="color: blue;">Integer</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>ListBox1.Items.Clear()</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>i = 10</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">While</span> i
> 0</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>ListBox1.Items.Add(i)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>i -= 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">End</span> <span style="color: blue;">While</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">End</span> <span style="color: blue;">Sub</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">End</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-no-proof: yes;">Contoh program looping<span style="mso-spacerun: yes;">
</span><i style="mso-bidi-font-style: normal;"><span style="color: red;">membuat
bilangan berpangkat </span></i>memakai toolbox listbox memakai syntax <u>do
while</u> dan <u>FOR</u></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">Public</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span> latihan</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Private</span> <span style="color: blue;">Sub</span> latihan_Load(<span style="color: blue;">ByVal</span>
sender <span style="color: blue;">As</span> System.Object, <span style="color: blue;">ByVal</span> e <span style="color: blue;">As</span>
System.EventArgs) <span style="color: blue;">Handles</span> <span style="color: blue;">MyBase</span>.Load</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Dim</span>
halaman <span style="color: blue;">As</span> <span style="color: blue;">Byte</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>halaman = 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Do</span> <span style="color: blue;">While</span> halaman <= 10</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;">bilangan.Items.Add(halaman)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>halaman =
halaman + 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">Loop</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">End</span> <span style="color: blue;">Sub</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Private</span> <span style="color: blue;">Sub</span>
bilangan_SelectedIndexChanged(<span style="color: blue;">ByVal</span> sender <span style="color: blue;">As</span> System.Object, <span style="color: blue;">ByVal</span>
e <span style="color: blue;">As</span> System.EventArgs) <span style="color: blue;">Handles</span>
bilangan.SelectedIndexChanged</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Dim</span>
halaman <span style="color: blue;">As</span> <span style="color: blue;">Byte</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>halaman = 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Do</span> <span style="color: blue;">While</span> halaman <= 10</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;">pangkat.Items.Add(halaman)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>halaman =
halaman + 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span lang="DE-LU" style="font-family: "Courier New"; font-size: 10.0pt; mso-ansi-language: DE-LU; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">Loop</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">End</span> <span style="color: blue;">Sub</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Private</span> <span style="color: blue;">Sub</span> pangkat_SelectedIndexChanged(<span style="color: blue;">ByVal</span> sender <span style="color: blue;">As</span>
System.Object, <span style="color: blue;">ByVal</span> e <span style="color: blue;">As</span>
System.EventArgs) <span style="color: blue;">Handles</span>
pangkat.SelectedIndexChanged</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Dim</span>
xhasil <span style="color: blue;">As</span> <span style="color: blue;">Double</span>
= 1</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">For</span> i =
1 <span style="color: blue;">To</span> Val(pangkat.Text)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>xhasil = xhasil * bilangan.Text</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">Next</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>hasil.Text = xhasil</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span><span style="color: blue;">End</span> <span style="color: blue;">Sub</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: blue; font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;">End</span><span style="font-family: "Courier New"; font-size: 10.0pt; mso-no-proof: yes;"> <span style="color: blue;">Class</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"></span></div>
<div class="MsoNormal">
<br /></div>
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Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-43413698171868657952013-10-15T22:11:00.000+07:002014-07-22T11:04:20.745+07:00Setingan 2 modem tanpa server pada jaringan warnet<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
Setingan 2 modem tanpa server pada jaringan warnet </h2>
<br />
Pada kesempatan kali ini saya coba membagi ilmu saya tentang jaringan komputer :)<br />
kalau saya perhatikan rata rata warnet game online dan bwosing selalu menggunakan 1 server dan 2 modem <br />
server berfungsi mengatur bandwith komputer agar tidak membebani jaringan dan memiliki fungsi chache,<br />
chache berfungsi menyimpan data yang telah di pakai komputer lain dan apa bila ada salah satu komputer membutuhkan data yang sama maka chache data tersebut di berikan kepada komputer tersebut,hal ini mempermudah dala mengupdate game dan menonton youtube menjadi lebih cepat dan efisien karena sekali download saja .<br />
<table style="height: 256px; width: 560px;">
<tbody>
<tr>
<td style="text-align: justify;"><br>Tetapi terkadang melihat biaya pembuatan server cukup tinggi dan pengetahuan penguna yang terbatas tentang server membuat server tidak efisien dan apabila ada masalah hanya menimbulkan kepanikan karena hanya teknisi yang memasang server tersebut yang paham
</td>
<td><script async="" src="//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js"></script>
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</tbody></table>
Oleh karena itu saya mencoba menerangkan cara yang lebih ekonomis tanpa harus beli sever dan seting ini itu cukup simpel saja di setiap pc mengambil jaringan internet melalui gateway(modem) jadi pada setingan lan nya cukup dibedakan saja antara komputer khusus game dan komputer khusus browsing sehingga 2 jaringan modem tersebut dapat berjalan dalam 1 jaringan :)<br />
<br />
Untuk lebih detailnya lihat gambar di bawah ini :<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb7W4BQQvWmLDUIMuUiCyzjQEGJ5B4P9AFTuOQWV_A9JsMiYnUZfIVKrG-tn7JHy6s_GRDV897E2IK_nyZlUCjcHpOpdE_oaRmSisA1J2wX7MJKfiF53GHicDivwF6kA4gZloa2GV6044/s1600/set+warnet.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb7W4BQQvWmLDUIMuUiCyzjQEGJ5B4P9AFTuOQWV_A9JsMiYnUZfIVKrG-tn7JHy6s_GRDV897E2IK_nyZlUCjcHpOpdE_oaRmSisA1J2wX7MJKfiF53GHicDivwF6kA4gZloa2GV6044/s400/set+warnet.jpg" height="285" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Klik 2 kali gambar untuk memperbesar</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
Perhatikan gambar di atas menerangkan bahwa dalam 1 jaringan memiliki 2 modem yang terhubung dengan 1 buah hub/switch dan 3 komputer khusus game dan 3 komputer khusus browsing ,terlihat jelas pada gambar diatas bahwa garis merah memakai gateway 192.168.1.1 dan garis biru 192.168.1.2,kita cukup mengganti setingan gateway pada lan komputer agar memilih gateway mana yang di pakai untuk mengakses internet .<br />
<br />
Dengan setingan diatas maka komputer untuk game dan komputer untuk browsing telah terpisah dan termanage agar komputer browsing yang suka download tidak menggangu komputer game dan sebaliknya . <br />
<br />
sekian dan terima kasih moga bermanfaat bagi pembaca ,selamat mencoba ......</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-34939623404983529952013-10-14T22:55:00.001+07:002016-05-22T13:34:09.631+07:00Contoh Program ANALITYCAL HIERARCHY PROCESS (AHP)<div dir="ltr" style="text-align: left;" trbidi="on">
<table style="height: 226px; width: 560px;">
<tbody>
<tr>
<td style="text-align: justify;"><br />
AHP adalah salah satu sistem pengambil keputusan yang di gunakan untuk tugas akhir .AHP ini berfungsi untuk memilih sebuah keputusan dengan mengunakan alogaritma dimana nanti hanya 1 yang terpilih berdasarkan nilai kriteria dan alternatif sehinga didapat hasil yang solid berdasarkan sistem keputusan AHP ini.
</td>
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</script></td></tr>
</tbody></table>
<div style="text-align: justify;">
<b>Pengertian <i>Analitycal Hierarchy Process</i> (AHP)</b></div>
<div style="text-align: justify;">
<i>Analitycal Hierarchy Process </i>(AHP)
Adalah metode untuk memecahkan suatu situasi yang komplek tidak
terstruktur kedalam beberapa komponen dalam susunan yang hirarki, dengan
memberi nilai subjektif tentang pentingnya setiap variabel secara
relatif, dan menetapkan variabel mana yang memiliki prioritas paling
tinggi guna mempengaruhi hasil pada situasi tersebut.</div>
<div style="text-align: justify;">
Proses pengambilan keputusan pada
dasarnya adalah memilih suatu alternatif yang terbaik. Seperti melakukan
penstrukturan persoalan, penentuan alternatif-alternatif, penenetapan
nilai kemungkinan untuk variabel aleatori, penetap nilai, persyaratan
preferensi terhadap waktu, dan spesifikasi atas resiko. Betapapun
melebarnya alternatif yang dapat ditetapkan maupun terperincinya
penjajagan nilai kemungkinan, keterbatasan yang tetap melingkupi adalah
dasar pembandingan berbentuk suatu kriteria yang tunggal.</div>
<div style="text-align: justify;">
Peralatan utama <i>Analitycal Hierarchy Process </i>(AHP)
adalah memiliki sebuah hirarki fungsional dengan input utamanya
persepsi manusia. Dengan hirarki, suatu masalah kompleks dan tidak
terstruktur dipecahkan ke dalam kelomok-kelompoknya dan diatur menjadi
suatu bentuk hirarki.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b></b><b>Kelebihan <i>Analitycal Hierarchy Process </i>(AHP)</b></div>
<div style="text-align: justify;">
Kelebihan AHP dibandingkan dengan lainnya adalah :</div>
<ol style="text-align: justify;">
<li>Struktur yang berhirarki, sebagai konsekwensi dari kriteria yang dipilih, sampai pada subkriteria yang paling dalam</li>
<li>Memperhitungkan validitas sampai dengan batas toleransi inkosistensi
berbagai kriteria dan alternatif yang dipilih oleh para pengambil
keputusan</li>
<li>Memperhitungkan daya tahan atau ketahanan output analisis sensitivitas pengambilan keputusan.</li>
</ol>
<div dir="ltr" style="text-align: left;">
<div style="text-align: justify;">
Selain itu, AHP mempunyai kemampuan untuk
memecahkan masalah yang multi obyektif dan multi-kriteria yang
berdasarkan pada perbandingan preferensi dari setiap elemen dalam
hirarki. Jadi, model ini merupakan suatu model pengambilan keputusan
yang komprehensif</div>
<div style="text-align: justify;">
<b>2.3.3 </b><b>Prinsip Dasar Pemikiran AHP</b></div>
<div style="text-align: justify;">
Dalam memecahkan persoalan dengan
analisis logis eksplisit, ada tiga prinsip yang mendasari pemikiran AHP,
yakni : prinsip menyusun hirarki, prinsip menetapkan prioritas, dan
prinsip konsistensi logis.</div>
<div style="text-align: justify;">
<b>Prinsip Menyusun Hirarki</b></div>
<div style="text-align: justify;">
Prinsip menyusun hirarki adalah dengan
menggambarkan dan menguraikan secara hirarki, dengan cara memecahakan
persoalan menjadi unsur-unsur yang terpisah-pisah. Caranya dengan
memperincikan pengetahuan, pikiran kita yang kompleks ke dalam bagian
elemen pokoknya, lalu bagian ini ke dalam bagian-bagiannya, dan
seterusnya secara hirarkis.</div>
<div style="text-align: justify;">
Penjabaran tujuan hirarki yang lebih
rendah pada dasarnya ditujukan agar memperolah kriteria yang dapat
diukur. Walaupun sebenarnya tidaklah selalu demikian keadaannya. Dalam
beberapa hal tertentu, mungkin lebih menguntungkan bila menggunakan
tujuan pada hirarki yang lebih tinggi dalam proses analisis. Semakin
rendah dalam menjabarkan suatu tujuan, semakin mudah pula penentuan
ukuran obyektif dan kriteria-kriterianya. Akan tetapi, ada kalanya dalam
proses analisis pangambilan keputusan tidak memerlukan penjabaran yang
terlalu terperinci. Maka salah satu cara untuk menyatakan ukuran
pencapaiannya adalah menggunakan skala subyektif.</div>
<div style="text-align: justify;">
<b>Prinsip Menetapkan Prioritas Keputusan</b></div>
<div style="text-align: justify;">
Bagaimana peranan matriks dalam menentukan prioritas dan bagaimana menetapkan konsistensi.</div>
<ul style="text-align: justify;">
<li>Menetapkan prioritas elemen dengan membuat perbandingan berpasangan,
dengan skala banding telah ditetapkan oleh Saaty ( Yan O., 1995).</li>
</ul>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b>Table 2.9 Penetapan Prioritas Elemen dengan Perbandingan Berpasangan</b></div>
<table border="1" cellpadding="0" cellspacing="0" style="text-align: justify;">
<tbody>
<tr>
<td width="104"><b>Intensitas Kepentingan</b></td>
<td width="170"><b>Keterangan</b></td>
<td width="255"><b>Penjelasan</b></td>
</tr>
<tr>
<td width="104">1</td>
<td valign="top" width="170">Kedua elemen sama pentingnya</td>
<td valign="top" width="255">Dua elemen mempunyai pengaruh yang sama besar terhadap tujuan</td>
</tr>
<tr>
<td width="104">3</td>
<td valign="top" width="170">Elemen yang satu sedikit lebih penting dari pada elemen yang lainnya</td>
<td valign="top" width="255">Pengalaman dan penilaian sedikit menyokong satu elemen dibandingkan elemen lainnya</td>
</tr>
<tr>
<td width="104">5</td>
<td valign="top" width="170">Elemen yang satu lebih penting dari pada elemen yang lainnya</td>
<td valign="top" width="255">Pengalaman dan penilaian sangat kuat menyokong satu elemen dibandingkan elemen lainnya</td>
</tr>
<tr>
<td width="104">7</td>
<td valign="top" width="170">Satu elemen jelas lebih penting dari pada elemen lainnya</td>
<td valign="top" width="255">Satu elemen yang kuat dikosong san dominan terlihat dalam praktek</td>
</tr>
<tr>
<td width="104">9</td>
<td valign="top" width="170">Satu elemen mutlak penting dari pada elemen lainnya</td>
<td valign="top" width="255">Bukti yang mendukung elemen yang satu terhadap elemen lain memiliki tingkat penegasan tertinggi yang mungkin menguatkan</td>
</tr>
<tr>
<td width="104">2,4,6,8</td>
<td valign="top" width="170">Nilai-nilai antara dua nilai pertimbangan yang berdekatan</td>
<td valign="top" width="255">Nilai ini diberikan bila ada dua kompromi diantara dua pilihan</td>
</tr>
<tr>
<td width="104">Kebalikan</td>
<td colspan="2" valign="top" width="425">Jika untuk aktivitas I
mendapat satu angka disbanding dengan aktivitas j, maka j mempunyai
nilai kebalikannya dibanding dengan i</td>
</tr>
</tbody>
</table>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Perbandingan ini dilakukan dengan
matriks. Misalkan untuk memilih manajer, hasil pendapat para pakar atau
sudah menjadi aturan yang dasar <i>(generic), managerial skill</i>
sedikit lebih penting daripada pendidikan, teknikal skill sama
pentingnya dengan pendidikan serta personal skill berada diantara
managerial dan pendidikan.</div>
<div style="text-align: justify;">
<b>Prinsisp Konsistensi Logika</b></div>
<div style="text-align: justify;">
Matriks bobot yang diperoleh dari hasil
perbandingan secara berpasangan tersebut, harus mempunyai hubungan
kardinal dan ordinal, sebagai berikut:</div>
<ul style="text-align: justify;">
<li>Hubungan kardinal : a<sub>ij</sub> . a<sub>jk </sub>= a<sub>jk</sub></li>
<li>Hubungan ordinal : A<sub>i</sub>>A<sub>j</sub>>A<sub>j</sub>>A<sub>k</sub>, maka A<sub>i</sub>>A<sub>k</sub></li>
</ul>
<div style="text-align: justify;">
Hubungan diatas dapat dilihat dari dua hal sebagai berikut:</div>
<ol style="text-align: justify;">
<li>Dengan melihat preferensi multiplikatif, misalnya jika apel lebih
enak 4 kali dari jeruk dan jeruk lebih enak 2 kali dari melon, maka apel
lebih enak 8 kali dari melon</li>
<li>Dengan melihat preferensi transitif, misalnya apel lebih enak dari
jeruk, dan jeruk lebih enak dari melon, maka apel lebih enak dari melon</li>
</ol>
<div style="text-align: justify;">
Pada keadaan sebenarnya akan terjadi
beberapa penyimpangan dari hubungan tersebut, sehingga matriks tersebut
tidak konsisten sempurna. Hal ini terjadi karena ketidakkonsistenan
dalam preferensi seseorang</div>
<div style="text-align: justify;">
Untuk model AHP, matriks perbandingan
dapat diterima jika nilai rasio konsisten < 0.1. nilai CR < 0.1
merupakan nilai yang tingkat konsistensinya baik dan dapat dipertanggung
jawabkan. Dengan demikian nilai CR merupakan ukuran bagi konsistensi
suatu komparasi berpasangan dalam matriks pendapat. Jika indeks
konsistensi cukup tinggi maka dapat dilakukan revisi judgement, yaitu
dengan dicari deviasi RMS dari barisan (a<sub>ij </sub>dan W<sub>i </sub>/ W<sub>j </sub>) dan merevisi <i>judgment</i> pada baris yang mempunyai nilai prioritas terbesar</div>
<div style="text-align: justify;">
Memang sulit untuk mendapatkan konsisten
sempurna, dalam kehidupan misalnya dalam berbagai kehidupan khusus
sering mempengaruhi preferensi sehingga keadaan dapat berubah. Jika buah
apel lebih disuka dari pada jeruk dan jeruk lebih disukai daripada
pisang, tetapi orang yang sama dapat menyukai pisang daripada apel,
tergantung pada waktu, musim dan lain-lain. Namun konsistensi sampai
kadar tertentu dalam menetapkan perioritas untuk setiap unsur adalah
perlu sehingga memperoleh hasil yang sahih dalam dunia nyata. Rasio
ketidak konsistenan maksimal yang dapat ditolerir 10 %.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<b>2.7.4 Penggunaan <i>Software Expert Choise </i>Untuk Metode AHP</b></div>
<div style="text-align: justify;">
<i>Expert Choise</i> adalah suatu sistem yang digunakan untuk melakukan analisa, sistematis, dan pertimbangan <i>(justifikasi)</i> dari sebuah evaluasi keputusan yang kompleks. <i>Expert Choice</i>
telah banyak digunakan oleh berbagai instansi bisnis dan pemerintah
diseluruh dunia dalam berbagai bentuk aplikasi, antara lain:</div>
<ul style="text-align: justify;">
<li>Pemilihan alternatif</li>
<li>Alokasi sumber daya</li>
<li>Keputusan evaluasi dan upah karyawan</li>
<li><i>Quality Function Deployment</i></li>
<li>Penentuan Harga</li>
<li>Perumusan Strategi Pemasaran</li>
<li>Evaluasi proses akuisisi dan merger</li>
<li>Dan sebagainya</li>
</ul>
<div style="text-align: justify;">
Dengan menggunakan <i>expert choice</i>, maka tidak ada lagi metode coba-coba dalam proses pengambilan keputusan. Dengan didasari oleh <i>Analitycal Hierarchy Process </i>(AHP), penggunaan hirarki dalam <i>expert choice</i>
bertujuan untuk mengorganisir perkiraan dan intuisi dalam suatu bentuk
logis. Pendekatan secara hierarki ini memungkinkan pengambil keputusan
untuk menganalisa seluruh pilihan untuk pengambilan keputusan yang
efektif.</div>
</div>
Beriku ini Contoh Program menggunakan metode AHP:<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="height: 445px; margin-left: auto; margin-right: auto; text-align: center; width: 412px;"><tbody>
<tr><td valign="top"><br /></td><td style="text-align: center;"><img border="0" height="311" id="irc_mi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyM7P0rI9MlngBNF18E753owDBL-zdeXHfxsGs0kMMfL9k-i7AdhBphG9BhgWYmZyfGWodoJ8OmfZBKPrMqTFwmH3fF1U9YF4m0YSjQtJxIFwwK1mHnxle9S1evK9gFpnTak8fUH0bOJc/s400/f6.JPG" style="margin-left: auto; margin-right: auto; margin-top: 115px;" width="400" /></td></tr>
<tr><td valign="top"><br /></td><td class="tr-caption" style="text-align: center;"><u>dengan vb</u></td><td class="tr-caption" style="text-align: center;"><u><br /></u></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="http://fanoza.files.wordpress.com/2012/12/ahp-cara-2-page-4.jpg?w=239&h=300" class="decoded" src="http://fanoza.files.wordpress.com/2012/12/ahp-cara-2-page-4.jpg?w=239&h=300" height="400" style="margin-left: auto; margin-right: auto;" width="319" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Menggunakan excel</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2K7Axu_YshzNf2RGyUt8cdSoNMnqMDFjGRBNvkttbKPF-8fLsPyEtK25W3HRYQ8ACicHHLR4f8qFB1TRpSzvMFTvZxy1-vtGWhbIdH3cNF4seohJBWiDQnn5EDBXntiF2lOH_vI8BoDM/s1600/hai1.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="269" id="irc_mi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2K7Axu_YshzNf2RGyUt8cdSoNMnqMDFjGRBNvkttbKPF-8fLsPyEtK25W3HRYQ8ACicHHLR4f8qFB1TRpSzvMFTvZxy1-vtGWhbIdH3cNF4seohJBWiDQnn5EDBXntiF2lOH_vI8BoDM/s400/hai1.jpg" style="margin-top: 143px;" width="400" /> </a> </td><td style="text-align: center;"></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Menggunakan php<br />
<br />
<br />
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<div style="text-align: left;">
<br /></div>
</td></tr>
</tbody></table>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-9448246331146299162013-10-13T18:00:00.002+07:002014-07-22T11:13:44.266+07:00ATURAN DALAM PENULISAN SKRIPSI <div dir="ltr" style="text-align: left;" trbidi="on">
<div class="post-title entry-title" style="text-align: left;">
<h2 style="text-align: left;">
<span style="font-size: small;"><span style="font-size: large;">ATURAN DALAM PENULISAN SKRIPSI </span></span></h2>
</div>
<table style="height: 256px; width: 560px;">
<tbody>
<tr>
<td style="text-align: justify;">Banyak hal yang harus diperhatikan dalam menyusun hasil penelitian menjadi sebuah karangan berbentuk skripsi. Diantara banyak hal yang harus diperhatikan itu adalah (1) kertas dan ukurannya, (2) cara pengetikan, (3) penomoran, (4) penulisan bilangan, (5) alenia, (6) penyajian table, gambar, diagram, dan lukisan, (7) penulisan sumber, (8) penyusunan daftar pustaka, dan (9) penulisan symbol.
</td>
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</script></td></tr>
</tbody></table>
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Sehinga kita harus benar benar teliti dalam pengerjaanya <span style="font-size: small;">.sehinga menghemat waktu dan menjumpai dosen butuh waktu yg lama <span style="font-size: small;">jadi berikut ini pedoman yang bisa membantu anda agar skripsi anda tertulis dengan benar sesuai aturan yang berlaku.</span></span> </span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span><br />
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">A.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Kertas dan Ukuran</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Kertas
yang dipergunakan dalam penulisan skripsi meliputi (1) kertas untuk
naskah dan (2) kertas untuk sampul. Ketentuan mengenai kedua kertas itu
adalah sebagai berikut.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">A.1. Kertas untuk Naskah</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Kertas
yang dipergunakan untuk mengetik naskah adalah kertas HVS dengan ukuran
kuarto, berat 80 gram, dan berwarna putih. Jika dalam penulisan naskah
terdapat lembaran yang harus menggunakann kertas lain (misalnya kertas
millimeter atau kertas kalkir), kertas tersebut harus dilipat berukuran
kuarto.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">A.2. Kertas untuk Sampul</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Kertas yang dipergunakan untuk sampul adalah kertas kuarto dijilid model <i>hardcover</i>.<i> </i>Kertas
untuk sampul tersebut pada dasarnya memiliki ukuran yang sama dengan
kertas untuk naskah. Adapun warnanya diatur sesuai warna prodi
masing-masing.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in; text-align: justify; text-indent: 27pt;">
<br />
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">B.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Cara Pengetikan</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Cara pengetikan naskah untuk setiap halaman mengikuti ketentuan berikut.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">B.1. Huruf</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Huruf
yang digunakan untuk pengetikan naskah teks adalah sebagai berikut.
Huruf yang digunakan adalah Times New Roman 12. Untuk judul digunakan
huruf yang sama dengan naskah teks dengan ukuran 16. Untuk penulisan bab
digunakan huruf yang sama dengan naskah teks dengan ukuran 14.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">B.2. Spasi</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Spasi
dalam pengetikan skripsi diatur sebagai berikut (1) antara judul bab
ke subbab tiga spasi; (2) jarak antara subbab dengan baris berikutnya
berjarak dua setengah spasi; (3) jarak antara baris satu dengan baris
lainnya dalam teks berjarak dua spasi. Adapun baris antara nomor halaman
dengan baris teks berjarak dua spasi.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">B.3. Margin</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Margin
diatur sebagai berikut: (1) margin kiri: dari tepi kertas sebelah kiri
ke teks naskah 4 cm, (2) margin kanan: dari tepi kertas sebelah kanan ke
teks naskah 3 cm, (3) dari tepi kertas bagian atas ke teks naskah
berjarak 4 cm, dan (4) dari tepi kertas bagian bawah ke teks naskah
berjarak 3 cm.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 22.5pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">B.4. Pengetikan Bab dan Subbab</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Nama
bab diketik dengan huruf capital semua dan diatur secara sistematis
tanpa diakhiri dengan tanda titik. Nomor urut bab ditulis dengan angka
romawi dan ditempatkan secara sistematis di atas bab.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Adapun
pengetikan subbab dimulai dari batas tepi teks naskah pada margin kiri
dan tidak diakhiri dengan tanda titik. Huruf pertama setiap kata pada
subbab ditulis dengan huruf capital,kecuali kata seperti di, ke, dari,
kepada, daripada, dan, yang, untuk. Nomor subbab menggunakan angka arab.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 22.5pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">B.5. Pengetikan Alinea</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Setiap
alinea dimuai dengan baris yang menjorok ke kanan teks sebanyak lima
ketukan dari margin kiri. Harus dihindari adanya satu alinea yang hanya
terdiri atas satu kalimat atau satu alinea yang terdiri atas
berpuluh-puluh kalimat sampai memakan tempat satu halaman lebih. Setiap
alinea berada pada halaman yang sama. Jika terpaksa harus disambung pada
halaman berikutnya, bagian alinea yang harus diteruskan ke halaman
berikutnya tidak kurang dari dua baris.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">C.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Penomoran</span></b></span></div>
<div class="MsoNormal" style="margin-bottom: 0in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Penomoran dalam penulisan skripsi ini meliputi penomoran halaman, penomoran bab, dan penomoran matematis.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 22.5pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">C.1. Penomoran Halaman</span></b></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Penomoran
halaman pada halaman judul, halaman persetujuan pembimbing, halaman
pengesahan, halaman pernyataan, halaman persembahan, halaman motto,
halaman kata pengantar, halaman daftar isi, halaman daftar table,
halaman daftar gambar, dan halaman abstrak menggunakan angka romawi
kecil, ditulis di tengah bawah. Mulai dari bab pendahuluan, penomoran
halaman menggunakan angka arab, ditulis di sudut kanan atas, kecuali
dapa halaman bab. Nomor halaman pada bab ditulis di tengah bawah,
berjarak dua spasi dari baris terakhir.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 22.5pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">C.2. Penomoran Bab</span></b></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Semua
bab harus diberi nomor dengan menggunakan angka romawi besar,
diletakkan di tengah-tengah margin atas. Kemudian disusul dengan judul
bab di bawahnya, dengan jarak tiga spasi.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 22.5pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">C.3. Penomoran Matematis</span></b></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Jika
dalam penyusunan skripsi terdapat sejumlah persamaan matematis dalam
bidang fisika, kimia, mekanika, matematika, aljabar, dan sebagainya
penomoran dilakukan dengan angka arab yang ditempatkan di dekat batas
tepi kanan di antara dua tanda kurung.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">D.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Penulisan Bilangan</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Lambang
bilangan yang penyebutannya dalam teks terdiri atas satu kata, ditulis
dengan huruf. Lambang bilangan yang penyebutannya lebih dari satu kata
ditulis dengan angka. Bilangan yang menunjukan jumlah ditulis dengan
tanda titik untuk memisahkan angka ribuan, jutaan, dan seterusnya.
Adapun lambing bilangan atau angka pada awal kalimat ditulis dengan
huruf.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">E.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Penyajian Tabel dan Gambar</span></b></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Penyajian table dan gambar dalam penulisan skripsi diatur dengan ketentuan sebagai berikut.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 0.25in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">E.1. Penyajian Table</span></b></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Penyajian table mengikuti ketentuan berikut.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.1.a.
Penyajian table harus dilakukan secara sistematis, oleh karena itu
judul table perlu mendapatkan penomoran. Sistem penomoran ini dimulai
secara berturut-turut sejak bab I sampai dengan bab V.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.1.b. Penomoran tabel menggunakan angka arab.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.1.c.
Tabel dibedakan menjadi dua macam, yaitu tabel dalam teks dan tabel
dalam lampiran. Tabel dalam lampiran menggunakan urutan penomoran
sendiri, jadi tidak menyambung nomor tabel dan teks.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.1.d. Penyajian tabel sedapat mungkin dalam satu halaman.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.1.e. Pembuatan kolom dan baris harus jelas. Setiap kolom dan baris harus diberi nama untuk penjelasan.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.1.f.
Format judul tabel ditulis di tengah dan simetris di atas tabel yang
bersangkutan, di bawah kata “Tabel”. Kata-kata dalam judul tabel ditulis
sebagai berikut.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.1.f.(1). Kata-kata isi diawali dengan huruf capital.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.1.f.(2). Kata-kata fungsi ditulis dengan huruf kecll.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 0.25in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">E.2. Penyajian Gambar</span></b></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Pengertian
gambar di sini mencakup foto, grafik, diagram, peta, bagan, skema,
lukisan, dan yang sejenis. Ketentuan penyajiannya adalah sebagai
berikut.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.2.a. Gambar diberi judul dan nomor.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.2.b. Nomor gambar menggunakan angka romawi.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.2.c. Sistem penomoran ini dimulai secara berturut-turut sejak bab I sampai bab V.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.2.d. Nomor dan judul gambar diletakkan di bawah gambar yang bersangkutan.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.2.e. Gambar tidak boleh dipotong atau dipenggal</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.2.f.
Penulisan judul gambar mengikuti ketentuan pada judul tabel (judul
gambar tabel ditulis di bawah gambar dengan penomoran urut sejak bab
awal sampai dengan bab akhir).</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 81pt; text-align: justify; text-indent: -0.5in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">E.2.g. Gambar harus dibuat sejelas mungkin sehingga mudah dimengerti.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">F.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Sistematika Penomoran Isi Skripsi</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Sistematika
penomoran isi skripsi ada dua macam, yakni (1) Tipografi Angka-Huruf
dan (2) Tipografi Kesatuan Desimal. Untuk penulisan skripsi di
lingkungan Fakultas Keguruan dan Ilmu Pendidikan Universitas Ahmad
Dahlan, tipografi yang dipergunakan adalah Tipografi Angka-Huruf. Contoh
Tipografi Angka-Huruf adalah: BAB I , A., 1., a., 1)., a), (1), (a)
dst.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">G.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Teknik Penulisan Sumber Acuan dan Pengutipan</span></b></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Bahan
penulisan skripsi harus dikumpulkan sebelum penulisan dimulai.
Bahan-bahan yang diperoleh dan dijadikan acuan/kutipan wajib ditunjukkan
sebagai bukti pada saat ujian pendadaran. Jumlah referensi minimal yang
dijadikan acuan/kutipan 15 referensi dari berbagai sumber. Bahan-bahan
yang diperoleh dari berbagai sumber ketika digunakan dalam penulisan
skripsi ketentuan- ketentuan berikut harus ditaati.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">G.1.
Kutipan diawali dengan tanda kutip (“). Kutipan barbahasa Indonesia
yang terdiri atas tiga baris atau kurang disajikan langsung dalam teks.
Tanda titik yang mengakhiri kalimat kuipan dicantumkan sebelum tanda
petik akhir.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">G.2.
Kutipan yang berasal dari bahasa asing atau bahasa daerah yan terdiri
atas tiga baris atau kurang disajikan langsung di dalam teks. Kutipan
ini didahului dan diakhiri oleh tanda petik. Di samping itu, kata demi
kata pada seluruh kalimat kutipan itu ditulis dengan huruf miring.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">G.3.
Kutipan yang berasal dari bahasa Indonesia yang terdiri atas empat
baris atau lebih diketik di luar teks. Kutipan ini dibedakan dari teks
utama, yakni menjorok ke dalam sebanyak 10 ketuk dari margin kiri dan
kira-kira 5 ketuk dari margin kanan. Jarak antar baris teks adalah satu
spasi, tidak diawali dan diakhiri dengan tanda petik.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">G.4.
Kutipan yang berasal dari bahasa asing atau bahasa daerah yang terdiri
atas empat baris atau lebih disajikan di luar teks, tidak ditulis dengan
huruf miring, dan tidak diawali maupun diakhiri dengan tanda petik.</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">G.5.
Jika yang dikutip ada bagian yang dihilangkan, penulis harus
membubuhkan tanda titik tiga buah (…). Apabila bagian yang dihilangkan
tersebut mengakhiri sebuah kalimat, maka perlu dibubuhkan empat titik
(….).</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">G.6.
Penyebutan sumber kutipan dilakukan dengan menyebutkan nama pengarang,
tahun penerbitan, dan halaman yang dikutip, langsung di dalam teks.
Contoh: </span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">(Susilo, 2010: 23)</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Menurut Ishafit (2009:53)</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Susilo dan Triwahyuningsih (2011:67) berpendapat________________</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Rahayu, dkk. (2010:10-15).</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">G.7. Jika pengarangnya orang asing, sebutkan nama keluarganya saja. Contnh:</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Derek Heater menjadi: (Heater, 1999: 39).</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">G.8.
Jika kutipan itu berasal dari terjemahan, nama penterjemah harus
disebutkan juga. Contoh: (Anderson terjemahan Suhardian: 1980: 54).</span></span></div>
<div class="MsoNormal" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Jika
yang digunakan untuk menulis skripsi itu disajikan dalam bentuk
paraphrase atau ringkasan, maka pada akhir kalimat harus juga disebutkan
sumbernya, sama seperti halnya pada kutipan.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">H.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Penyusunan Daftar Pustaka</span></b></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Kepustakaan
merupakan sumber tertulis, baik yang dirujuk secara langsung maupun
hanya menjadi bahan bacaan tambahan yang relevan bagi permasalahan yang
dibahas. Kepustakaan ini dapat berupa buku (naskah), makalah (artikel),
atau karya tulis yang lain seperti skripsi, tesis, disertasi, ataupun
diktat. Kepustakaan yang dipergunakan untuk menyusun skripsi (dan juga
karya ilmiah lainnya) harus dimasukkan ke dalam Daftar Pustaka. Tekik
penyusunan daftar pustaka untuk lingkungan Fakultas Keguruan dan Ilmu
Pendidikan Universitas Ahmad Dahlan adalah sebagai berikut.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.1.
Penyajian daftar pustaka tidak bernomor urut, jarak antarbaris dalam
satu sumber pustaka berspasi tunggal, dan didasarkan atas gaya urutan
berikut: nama penulis, tahun penerbitan, judul karya tulis beserta
keterangannya, tempat terbit, dan nama penerbit. Penyajian setiap unsur
tersebut diikuti oleh tanda titik, kecuali unsur tempat terbit. Unsur
tempat terbit diikuti oleh tanda titik dua.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.2. Jarak pengetikan antara pustaka satu dengan pustaka lainnya adalah dua spasi.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.3.
Urutan nama penyajian nama penulis yang terdiri atas dua unsur atau
lebih, baik yang menyatakan nama keluarga/marga maupun yang tidak
menyatakan nama keluarga/marga, dibalik susunannya. Antara unsur nama
yang telah dibalik itu dan unsur nama yang mengikutinya dipisahkan
dengan tanda koma.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.4.
Daftar pustaka disusun alfabetis menurut nama resmi pengarangnya. Nama
resmi penulis asing adalah nama keluarga (surname). Nama-nama lain atau
huruf singkatannya (initial) ditulis di belakang nama resmi, dan
dipisahkan dengan tanda koma. Bila pemilik nama tersebut sebagai
penyuting buku, maka di belakang namanya dibubuhkantanda (<i>ed.</i>).</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.5.
Bila pustaka ditulis oleh dua orang atau lebih, nama penulis
dicantumkan secara berurutan. Nama penulis pertama dibalik urutannya
sedangkan nama kedua dan seterusnya tidak dibalik urutannya, waaupun
terdiri atas dua unsur atau lebih. Antarpenulis satu dan kedua (pada
penulis yang terdiri atas dua orang) dihubungkan dengan kata dan. Antara
nama penulis pertama dan kedua, ketiga, dan seterusnya (pada penulis
yang lebih dari dua orang) dihubungkan dengan tanda koma, tetapi sebelum
nama yang terakhir dibubuhkan kata dan.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.6.
Nama penulis yang terdiri atas empat atau lebih dapat disajikan hanya
dengan satu nama penulis, sedangkan nama penulis lainnya dinyatakan
dengan singkatan dkk. (digarisbawahi dan diakhiri dengan tanda titik).
Contoh: </span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Purwiati,
dkk..1996. Frasa Verbal Bahasa Bali. Jakarta: Pusat Pembinaan dan
Pengembangan Bahasa, Departemen Pendidikan dan Kebudayaan.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.7.
Apabila pustaka itu diterbitkan oleh suatu instansi atau lembaga dengan
tidak menyebutkan nama penulisannya, nama instansi atau lembaga
tersebut dianggap sebagai penulisnya. Nama instansi atau lembaga
tersebut ditulis sepenuhnya seperti adanya, tanpa dibalik susunannya.
Contoh: Pemerintah Daerah Kota Sawahlunto. 2005. Sawahlunto, Kota Wisata
Tambang yang Berbudaya Tahun 2020. Sawahlunto: Pemda Kota Sawahlunto.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.8.
Judul buku atau makalah atau karya ilmiah lainnya yang berdiri sendiri
dan belum diterbitkan disajikan dalam daftar pustaka dengan diapit oleh
tanda petik. Urutan penyajiannya tidak dilengkapi dengan nama tempat dan
nama penerbit, tetapi dilengkapi dengan nama tempat dan instansi yang
memperbanyak makalah atau karya ilmiah itu.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.9.
Judul buku yang sudah diterbitkan disajikan tana tanda tepik, tetapi
ditulis (1) dengan huruf miring apabila pengetikan dilakukan dengan
komputer atau (2) diberi garis bawah kata demi kata apabila pengetikan
dilakukan dengan mesin ketik manual.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.10.
Judul artikel yang dimuat dalam majalah atau surat kabar diapit dengan
tanda petik, sedangkan nama surat kabar atau majalahnya ditulis dengan
huruf miring apabila diketik dengan komputer atau garis bawah apabila
diketik dengan mesin ketik manual. Tempat terbit dan nama penerbit tidak
disajikan. Untuk majalah ditambahkan keterangan tentang volume dan
nomor majalah itu serta tahun terbitnya, sedangkan untuk surat kabar
ditambahkan keterangan tentang tanggal terbit, nomor halaman, serta
nomor kolomnya.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.11.
Dua pustaka atau lebih yang ditulis oleh seorang penulis dan
diterbitkan dalam tahun yang sama disajikan dengan menambahkan huruf a,
b, c dan seterusnya pada unsur terbitnya. Nama penulisnya tidak perlu
ditulis dua kali atau lebih, tetapi dinyatakan dengan garis mendatar
sebanyak 10 ketukan.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.12.
Untuk buku terjemahan harus dicantumkan nama pengarang asl dan tahun
buku yang diterjemahkan, judul terjemahan, nama penerjemah beserta tahun
penerbitan terjemahan tersebut.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.13. Dalam daftar pustaka gelar kesarjanaan tidak dicantumkan.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 45pt; text-align: justify; text-indent: -27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">H.14. Penulisan pustaka yang dambil dari internet diatur seperti contoh berikut.</span></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin: 0in 0in 0in 0.75in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Microsoft.2002.”Remote
Desktop Overview, Microsoft TechNet Newsletter”. http://www.
Microsoft.com/technet/treeview/default.asp?url=technet/prodtech_
nol/winxppro/reskit/pree_rem_fhca.as.diunduh tanggal….</span></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 0in 0.75in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">SecuriTeam.2001.”Invalid RDP Dta Can Cause Memory Leak in Terminal Service”.http://securiteam.com/windowsntfocus/5QPOM2A4I.html.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">I.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Penulisan Simbol</span></b></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Simbol-simbol
statistik harus ditulis sesuai dengan aslinya. Jika symbol-simbol
tersebut tidak dapat ditulis dengan mesin ketik manual maupun komputer,
maka symbol-simbol yang bersangkutan harus ditulis dengan tinta hitam
dengan rapid an jelas.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0in; text-align: justify;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: -0.25in;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><b><span style="line-height: 115%;">J.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></b><b><span style="line-height: 115%;">Pembetulan Kesalahan</span></b></span></div>
<div class="MsoListParagraphCxSpLast" style="margin: 0in 0in 0in 0.25in; text-align: justify; text-indent: 27pt;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;">Kesalahan
tulis yang tidak melebihi 15% dari jumlah halaman dalam setiap bab
dapat dibetulkan dengan ralat. Untuk setiap halaman kasalahan tidak
diperkenankan memiliki lebih dari tiga kesalahan. Kesalahan dalam
menuliskan nama orang tidak boleh diralat, tetapi harus dibetulkan
dengan alat korektor atau diganti. Usahakan pembetulan dilakukann tanpa
harus mengurangi kerapian dan keindahan tulisan.</span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><br />
</span> <br />
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;"><b>terima kasih telah membaca...</b></span></span></div>
<div style="text-align: left;">
<span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"><span style="line-height: 115%;"><b>semoga bermanfaat................. (^_^) </b></span></span></div>
</div>
</div>
Unknownnoreply@blogger.comtag:blogger.com,1999:blog-8944304894806266728.post-34345099845282585962013-10-13T17:40:00.002+07:002014-07-22T11:20:34.825+07:00Cara menarik uang dari Payoneer lewat ATM BCA. <div dir="ltr" style="text-align: left;" trbidi="on">
<h2>
Cara menarik uang dari Payoneer lewat ATM BCA. </h2>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8UpZpEZk9hu3xMqnr-_rFB-MabzJE6RuYCXp6ejewZPEjPPi0zBjdNY2Tru56fn70i2EXhYPXqA6uhstlaDX-zNmd5g2jQx0NjN_bXd_p24aSrczwPJJAwszdJtIV9emTIrwbQf_1QFw/s1600/payoneer.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8UpZpEZk9hu3xMqnr-_rFB-MabzJE6RuYCXp6ejewZPEjPPi0zBjdNY2Tru56fn70i2EXhYPXqA6uhstlaDX-zNmd5g2jQx0NjN_bXd_p24aSrczwPJJAwszdJtIV9emTIrwbQf_1QFw/s400/payoneer.jpg" height="251" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">.</td></tr>
</tbody></table>
<div style="text-align: center;">
</div>
<br />
<div style="text-align: justify;">
Oh, iya sebelum saya cerita tentang bagaimana cara mengambil uang payoneer lewat ATM, saya akan cerita dulu bagaimana dan apa payoneer itu dan bagaimana cara mendapatkan uang dari payoneer tersebut.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Payoneer adalah sebuah payment prosessor online atau rekening online
yang bisa digunakan untuk melakukan transaksi pembayaran/pembelian
sekaligus juga bisa sebagai alat untuk menerima uang dari hasil <span class="IL_AD" id="IL_AD9">bisnis</span> online.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Untuk mendapatkan uang dari payoneer anda harus mendaftar payoneer terlebih dahulu (gratis), kemudian anda mengikuti program-program bisnis online yang menyediakan pembayaran lewat payoneer seperti amazon, clickbank dll.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Nah, kebetulan saya mengikuti program bisnis online amazon jadi saya bisa mendapatkan uang payoneer lewat bisnis online amazon itu. Ya walaupun hasilnya masih belum besar karena masih dalam tahap <span class="IL_AD" id="IL_AD11">belajar</span> juga.</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy_BT8FNBiGMUfICI_D63nn9nU7aULJXlNR5KiAEZW7ez7-hxuM71EYdVUUEAFwPIFVJEs-jEnnEjPyorgqqcbIS7HnhDo7QHds9NRW9KP4kvFMc7e45hBWRwf48bmewsAPJW1cqYkcWw/s1600/payoneer+payment.bmp" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhy_BT8FNBiGMUfICI_D63nn9nU7aULJXlNR5KiAEZW7ez7-hxuM71EYdVUUEAFwPIFVJEs-jEnnEjPyorgqqcbIS7HnhDo7QHds9NRW9KP4kvFMc7e45hBWRwf48bmewsAPJW1cqYkcWw/s400/payoneer+payment.bmp" height="216" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">.</td></tr>
</tbody></table>
<div style="text-align: center;">
</div>
<br />
<div style="text-align: justify;">
Berikut ini adalah <b>cara menarik uang dari payoneer lewat <span class="IL_AD" id="IL_AD5">ATM bank</span> lokal</b> ( Usahakan mesin ATM nya yang ada logo Master Cardnya, seperti ATM BCA )</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
1. Masukan kartu debit card payoneer anda.</div>
<div style="text-align: justify;">
2. Masukan PIN Payoneer anda.</div>
<div style="text-align: justify;">
3. Pilih transaksi yang anda inginkan.</div>
<div style="text-align: justify;">
4. Jika ingin mengambil uang pilih tarik dana, dan tentukan jumlah uang yang akan anda ambil.</div>
<div style="text-align: justify;">
5. Pilih tabungan dan tunggu hingga uang keluar dari mesin ATM.</div>
<div style="text-align: justify;">
6. Selesai</div>
<div style="text-align: justify;">
</div>
<table style="height: 256px; width: 560px;">
<tbody>
<tr>
<td style="text-align: justify;"><br />
Begitulah cara mengambil uang dari payoneer yang telah saya coba lakukan kemarin, karena baru pertamakali melakukan penarikan uang dari payoneer jadi saya masih deg-degan waktu ngambil hingga terburu-buru sampai lupa buat ngecek saldo, akhirnya jadi tidak ketahuan berapa rate per 1 dollarnya dan juga potongan biayanya.
</td>
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</tbody></table>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Oh, iya jika anda tertarik untuk mendaftar payoneer silahkan daftar lewat link dibawah ini:<br />
<br />
<h2 style="text-align: center;">
<blink><a href="http://share.payoneer-affiliates.com/a/clk/5LprkV" target="_blank">>>>Daftar Sekarang <<< </a></blink></h2>
</div>
</div>
Unknownnoreply@blogger.com